diff --git a/.gitattributes b/.gitattributes index a6344aac8c09253b3b630fb776ae94478aa0275b..741e77dbb242c8a49a8c45271343863029a5f124 100644 --- a/.gitattributes +++ b/.gitattributes @@ -33,3 +33,4 @@ saved_model/**/* filter=lfs diff=lfs merge=lfs -text *.zip filter=lfs diff=lfs merge=lfs -text *.zst filter=lfs diff=lfs merge=lfs -text *tfevents* filter=lfs diff=lfs merge=lfs -text +lm-watermarking-main/watermark_reliability_release/utils/data/lfqa.jsonl filter=lfs diff=lfs merge=lfs -text diff --git a/lm-watermarking-main/.gitignore b/lm-watermarking-main/.gitignore new file mode 100644 index 0000000000000000000000000000000000000000..b6e47617de110dea7ca47e087ff1347cc2646eda --- /dev/null +++ b/lm-watermarking-main/.gitignore @@ -0,0 +1,129 @@ +# Byte-compiled / optimized / DLL files +__pycache__/ +*.py[cod] +*$py.class + +# C extensions +*.so + +# Distribution / packaging +.Python +build/ +develop-eggs/ +dist/ +downloads/ +eggs/ +.eggs/ +lib/ +lib64/ +parts/ +sdist/ +var/ +wheels/ +pip-wheel-metadata/ +share/python-wheels/ +*.egg-info/ +.installed.cfg +*.egg +MANIFEST + +# PyInstaller +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. +*.manifest +*.spec + +# Installer logs +pip-log.txt +pip-delete-this-directory.txt + +# Unit test / coverage reports +htmlcov/ +.tox/ +.nox/ +.coverage +.coverage.* +.cache +nosetests.xml +coverage.xml +*.cover +*.py,cover +.hypothesis/ +.pytest_cache/ + +# Translations +*.mo +*.pot + +# Django stuff: +*.log +local_settings.py +db.sqlite3 +db.sqlite3-journal + +# Flask stuff: +instance/ +.webassets-cache + +# Scrapy stuff: +.scrapy + +# Sphinx documentation +docs/_build/ + +# PyBuilder +target/ + +# Jupyter Notebook +.ipynb_checkpoints + +# IPython +profile_default/ +ipython_config.py + +# pyenv +.python-version + +# pipenv +# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. +# However, in case of collaboration, if having platform-specific dependencies or dependencies +# having no cross-platform support, pipenv may install dependencies that don't work, or not +# install all needed dependencies. +#Pipfile.lock + +# PEP 582; used by e.g. github.com/David-OConnor/pyflow +__pypackages__/ + +# Celery stuff +celerybeat-schedule +celerybeat.pid + +# SageMath parsed files +*.sage.py + +# Environments +.env +.venv +env/ +venv/ +ENV/ +env.bak/ +venv.bak/ + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ diff --git a/lm-watermarking-main/LICENSE.md b/lm-watermarking-main/LICENSE.md new file mode 100644 index 0000000000000000000000000000000000000000..4f1137a731e97d3011aee81017602746d39e7c75 --- /dev/null +++ b/lm-watermarking-main/LICENSE.md @@ -0,0 +1,201 @@ + Apache License + Version 2.0, January 2004 + http://www.apache.org/licenses/ + + TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION + + 1. 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We also recommend that a + file or class name and description of purpose be included on the + same "printed page" as the copyright notice for easier + identification within third-party archives. + + Copyright [2023] [Authors of 'A Watermark for Large Language Models'] + + Licensed under the Apache License, Version 2.0 (the "License"); + you may not use this file except in compliance with the License. + You may obtain a copy of the License at + + http://www.apache.org/licenses/LICENSE-2.0 + + Unless required by applicable law or agreed to in writing, software + distributed under the License is distributed on an "AS IS" BASIS, + WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. + See the License for the specific language governing permissions and + limitations under the License. diff --git a/lm-watermarking-main/MANIFEST.in b/lm-watermarking-main/MANIFEST.in new file mode 100644 index 0000000000000000000000000000000000000000..3b87cb9ec2f5d7d22286c6193c4c3b7c983c4b80 --- /dev/null +++ b/lm-watermarking-main/MANIFEST.in @@ -0,0 +1,7 @@ +# added manually +include *.py +include *.json +include *.md + +global-exclude *.pyc +global-exclude __pycache__ diff --git a/lm-watermarking-main/README.md b/lm-watermarking-main/README.md new file mode 100644 index 0000000000000000000000000000000000000000..d7a43552ffbb28d2960c110a55385b0d33c2c94f --- /dev/null +++ b/lm-watermarking-main/README.md @@ -0,0 +1,119 @@ +# 💧 [A Watermark for Large Language Models](https://arxiv.org/abs/2301.10226) 🔍 + +### [Demo](https://huggingface.co/spaces/tomg-group-umd/lm-watermarking) | [Paper](https://arxiv.org/abs/2301.10226) + +Official implementation of the watermarking and detection algorithms presented in the paper: + +"A Watermark for Large language Models" by _John Kirchenbauer*, Jonas Geiping*, Yuxin Wen, Jonathan Katz, Ian Miers, Tom Goldstein_ + +### Updates: + +- **(6/7/23)** We're thrilled to announce the release of ["On the Reliability of Watermarks for Large Language Models"](https://arxiv.org/abs/2306.04634) Our new preprint documents a deep dive into the robustness properties of more advanced watermarks. + +- **(6/9/23)** Initial code release implementing the alternate watermark and detector variants in the new work. Files located in this subdirectory: [`watermark_reliability_release`](watermark_reliability_release). + +- **(9/23/23)** Update to the docs with recommendations on parameter settings. Extended implementation (recommended) available in `extended_watermark_processor.py`. + +--- + +Implementation is based on the "logit processor" abstraction provided by the [huggingface/transformers 🤗](https://github.com/huggingface/transformers) library. + +The `WatermarkLogitsProcessor` is designed to be readily compatible with any model that supports the `generate` API. +Any model that can be constructed using the `AutoModelForCausalLM` or `AutoModelForSeq2SeqLM` factories _should_ be compatible. + +### Repo contents + +The core implementation is defined by the `WatermarkBase`, `WatermarkLogitsProcessor`, and `WatermarkDetector` classes in the files `watermark_processor.py`, for a minimal implementation and `extended_watermark_processor.py` for the more full featured implementation (recommended). +The `demo_watermark.py` script implements a gradio demo interface as well as minimum working example in the `main` function using the minimal version. + +Details about the parameters and the detection outputs are provided in the gradio app markdown blocks as well as the argparse definition. + +The `homoglyphs.py` and `normalizers.py` modules implement algorithms used by the `WatermarkDetector`. `homoglyphs.py` (and its raw data in `homoglyph_data`) is an updated version of the homoglyph code from the deprecated package described here: https://github.com/life4/homoglyphs. +The `experiments` directory contains pipeline code that we used to run the original experiments in the paper. However this is stale/deprecated +in favor of the implementation in `watermark_processor.py`. + +### Demo Usage + +As a quickstart, the app can be launched with default args (or deployed to a [huggingface Space](https://huggingface.co/spaces)) using `app.py` +which is just a thin wrapper around the demo script. +```sh +python app.py +gradio app.py # for hot reloading +# or +python demo_watermark.py --model_name_or_path facebook/opt-6.7b +``` + + +### How to Watermark - A short guide on watermark hyperparameters +What watermark hyperparameters are optimal for your task or for a comparison to new watermarks? We'll provide a brief overview about all important settings below, and best practices for future work. This guide represents our current understanding of optimal settings as of August 2023, and so is a bit more up to date than our ICML 2023 conference paper. + +**TL;DR**: As a baseline generation setting, we suggest default values of `gamma=0.25` and `delta=2.0`. Reduce delta if text quality is negatively impacted. For the context width, h, we recommend a moderate value, i.e. h=4, and as a default PRF we recommend `selfhash`, but can use `minhash` if you want. Reduce h if more robustness against edits is required. Note however that the choice of PRF only matters if h>1. The recommended PRF and context width can be easily selected by instantiating the watermark processor and detector with `seeding_scheme="selfhash"` (a shorthand for `seeding_scheme="ff-anchored_minhash_prf-4-True-15485863"`, but do use a different base key if actually deploying). For detection, always run with `--ignore--repeated-ngrams=True`. + +1) **Logit bias delta**: The magnitude of delta determines the strength of the watermark. A sufficiently large value of delta recovers a "hard" watermark that encodes 1 bit of information at every token, but this is not an advisable setting, as it strongly affects model quality. A moderate delta in the range of [0.5, 2.0] is appropriate for normal use cases, but the strength of delta is relative to the entropy of the output distribution. Models that are overconfident, such as instruction-tuned models, may benefit from choosing a larger delta value. With non-infinite delta values, the watermark strength is directly proportional to the (spike) entropy of the text and exp(delta) (see Theorem 4.2 in our paper). + +2) **Context width h**: Context width is the length of the context which is taken into account when seeding the watermark at each location. The longer the context, the "more random" the red/green list partitions are, and the less detectable the watermark is. For private watermarks, this implies that the watermark is harder to discover via brute-force (with an exponential increase in hardness with increasing context width h). +In the limit of a very long context width, we approach the "undetectable" setting of https://eprint.iacr.org/2023/763. However, the longer the context width, the less "nuclear" the watermark is, and robustness to paraphrasing and other attacks decreases. In the limit of h=0, the watermark is independent of local context and, as such, it is minimally random, but maximally robust against edits (see https://arxiv.org/abs/2306.17439). + +3) **Ignoring repeated ngrams**: The watermark is only pseudo-random based on the local context. Whenever local context repeats, this constitutes a violation of the assumption that the PRNG numbers used to seed the green/red partition operation are drawn iid. (See Sec.4. in our paper for details). For this reason, p-values for text with repeated n-grams (n-gram here meaning context + chosen token) will be misleading. As such, detection should be run with `--ignore-repeated-ngrams` set to `True`. An additional, detailed analysis of this effect can be found in http://arxiv.org/abs/2308.00113. + +4) **Choice of pseudo-random-function** (PRF): This choice is only relevant if context width h>1 and determines the robustness of the hash of the context against edits. In our experiments we find "min"-hash PRFs to be the most performant in striking a balance between maximizing robustness and minimizing impact on text quality. In comparison to a PRF that depends on the entire context, this PRF only depends on a single, randomly chosen token from the context. + +5) **Self-Hashing**: It is possible to extend the context width of the watermark onto the current token. This effectively extends the context width "for-free" by one. The only downside is that this approach requires hashing all possible next tokens, and applying the logit bias only to tokens where their inclusion in the context would produce a hash that includes this token on the green list. This is slow in the way we implement it, because we use cuda's pseudorandom number generator and a simple inner-loop implementation, but in principle has a negligible cost, compared to generating new tokens if engineered for deployment. A generalized algorithm for self-hashing can be found as Alg.1 in http://arxiv.org/abs/2306.04634. + +6) **Gamma**: Gamma denotes the fraction of the vocabulary that will be in each green list. We find gamma=0.25 to be slightly more optimal empirically, but this is a minor effect and reasonable values of gamma between 0.25 and 0.75 will lead to reasonable watermark. A intuitive argument can be made for why this makes it easier to achieve a fraction of green tokens sufficiently higher than gamma to reject the null hypothesis, when you choose a lower gamma value. + +7) **Base Key**: Our watermark is salted with a small base key of 15485863 (the millionth prime). If you deploy this watermark, we do not advise re-using this key. + +### How to use the watermark in your own code. + +Our implementation can be added into any huggingface generation pipeline as an additional `LogitProcessor`, only the classes `WatermarkLogitsProcessor` and `WatermarkDetector` from the `extended_watermark_processor.py` file are required. + +Example snippet to generate watermarked text: +```python + +from extended_watermark_processor import WatermarkLogitsProcessor + +watermark_processor = WatermarkLogitsProcessor(vocab=list(tokenizer.get_vocab().values()), + gamma=0.25, + delta=2.0, + seeding_scheme="selfhash") #equivalent to `ff-anchored_minhash_prf-4-True-15485863` +# Note: +# You can turn off self-hashing by setting the seeding scheme to `minhash`. + +tokenized_input = tokenizer(input_text).to(model.device) +# note that if the model is on cuda, then the input is on cuda +# and thus the watermarking rng is cuda-based. +# This is a different generator than the cpu-based rng in pytorch! + +output_tokens = model.generate(**tokenized_input, + logits_processor=LogitsProcessorList([watermark_processor])) + +# if decoder only model, then we need to isolate the +# newly generated tokens as only those are watermarked, the input/prompt is not +output_tokens = output_tokens[:,tokenized_input["input_ids"].shape[-1]:] + +output_text = tokenizer.batch_decode(output_tokens, skip_special_tokens=True)[0] +``` + +Example snippet to detect watermarked text: +```python + +from extended_watermark_processor import WatermarkDetector + +watermark_detector = WatermarkDetector(vocab=list(tokenizer.get_vocab().values()), + gamma=0.25, # should match original setting + seeding_scheme="selfhash", # should match original setting + device=model.device, # must match the original rng device type + tokenizer=tokenizer, + z_threshold=4.0, + normalizers=[], + ignore_repeated_ngrams=True) + +score_dict = watermark_detector.detect(output_text) # or any other text of interest to analyze +``` + +To recover the main settings of the experiments in the original work (for historical reasons), use the seeding scheme `simple_1` and set `ignore_repeated_ngrams=False` at detection time. + + +### Contributing +Suggestions and PR's welcome 🙂 diff --git a/lm-watermarking-main/__pycache__/alternative_prf_schemes.cpython-310.pyc b/lm-watermarking-main/__pycache__/alternative_prf_schemes.cpython-310.pyc new file mode 100644 index 0000000000000000000000000000000000000000..041f15a032ffda889421c0650db58f96eee898ab Binary files /dev/null and b/lm-watermarking-main/__pycache__/alternative_prf_schemes.cpython-310.pyc differ diff --git a/lm-watermarking-main/__pycache__/demo_watermark.cpython-310.pyc b/lm-watermarking-main/__pycache__/demo_watermark.cpython-310.pyc new file mode 100644 index 0000000000000000000000000000000000000000..2ad4888434e878fe9af7ad5eb81d674cdd4617bd Binary files /dev/null and b/lm-watermarking-main/__pycache__/demo_watermark.cpython-310.pyc differ diff --git a/lm-watermarking-main/__pycache__/demo_watermark.cpython-39.pyc b/lm-watermarking-main/__pycache__/demo_watermark.cpython-39.pyc new file mode 100644 index 0000000000000000000000000000000000000000..cb53c2b20ab28b120b517421140532ef65e06d0e Binary files /dev/null and b/lm-watermarking-main/__pycache__/demo_watermark.cpython-39.pyc differ diff --git a/lm-watermarking-main/__pycache__/extended_watermark_processor.cpython-310.pyc b/lm-watermarking-main/__pycache__/extended_watermark_processor.cpython-310.pyc new file mode 100644 index 0000000000000000000000000000000000000000..68730be58791c9d745aa15f72132a6b472392d4d Binary files /dev/null and b/lm-watermarking-main/__pycache__/extended_watermark_processor.cpython-310.pyc differ diff --git a/lm-watermarking-main/__pycache__/extended_watermark_processor.cpython-39.pyc b/lm-watermarking-main/__pycache__/extended_watermark_processor.cpython-39.pyc new file mode 100644 index 0000000000000000000000000000000000000000..0658450f69ec07e9ce8ca0f29f03385eb378fab4 Binary files /dev/null and b/lm-watermarking-main/__pycache__/extended_watermark_processor.cpython-39.pyc differ diff --git a/lm-watermarking-main/__pycache__/homoglyphs.cpython-310.pyc b/lm-watermarking-main/__pycache__/homoglyphs.cpython-310.pyc new file mode 100644 index 0000000000000000000000000000000000000000..3ec56c37c2e184e0c6fc82dd9b9c16511aa35299 Binary files /dev/null and b/lm-watermarking-main/__pycache__/homoglyphs.cpython-310.pyc differ diff --git a/lm-watermarking-main/__pycache__/normalizers.cpython-310.pyc b/lm-watermarking-main/__pycache__/normalizers.cpython-310.pyc new file mode 100644 index 0000000000000000000000000000000000000000..25c92ecbdd10210cb22fd458cdead508afd88b88 Binary files /dev/null and b/lm-watermarking-main/__pycache__/normalizers.cpython-310.pyc differ diff --git a/lm-watermarking-main/alternative_prf_schemes.py b/lm-watermarking-main/alternative_prf_schemes.py new file mode 100644 index 0000000000000000000000000000000000000000..d907404c7e2affc5ea0b81bd58ad2dc1b5937b97 --- /dev/null +++ b/lm-watermarking-main/alternative_prf_schemes.py @@ -0,0 +1,184 @@ +"""Implement other PRF functions (These all vary only how they generate a single hash from the tokens in the context). + +Can be hooked into existing WatermarkLogitsProcessor as modified base class WatermarkBase, see implementation in +extended_watermark_processor.py +""" + +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +import torch +from itertools import combinations +from functools import cache + +# Key properties of a hashing scheme +props = { + "prf_type": str, # string name of the underlying PRF mapping multiple token ids to a random seed + "context_width": int, # this is h in the paper, how many previous tokens should be considered for each PRF + "self_salt": bool, # Use the rules laid in robust-watermarking to use the token itself to seed and possibly reject its own list + "hash_key": int, # integer, large prime, used to move seed away from low-entrop bit sequences in PRF chosen above +} + + +def seeding_scheme_lookup(seeding_scheme: str): + if not isinstance(seeding_scheme, str): + raise ValueError("Seeding scheme should be a string summarizing the procedure.") + if seeding_scheme == "simple_1" or seeding_scheme == "lefthash": + # Default, simple bigram hash # alias for ff-additive_prf-1-False-15485863 + prf_type = "additive_prf" + context_width = 1 + self_salt = False + hash_key = 15485863 + elif seeding_scheme == "algorithm-3" or seeding_scheme == "selfhash": + prf_type = "anchored_minhash_prf" + context_width = 4 + self_salt = True + hash_key = 15485863 + elif seeding_scheme == "minhash": + prf_type = "minhash_prf" + context_width = 4 + self_salt = False + hash_key = 15485863 + elif seeding_scheme == "skipgram": + prf_type = "skipgram_prf" + context_width = 5 + self_salt = False + hash_key = 15485863 + elif seeding_scheme.startswith("ff"): # freeform seeding scheme API - only use for experimenting + # expects strings of the form ff-additive_prf-4-True-hash or ff-additive_prf-5-True (hash key is optional) + split_scheme = seeding_scheme.split("-") + prf_type = str(split_scheme[1]) + context_width = int(split_scheme[2]) + self_salt = split_scheme[3] == "True" + if len(split_scheme) == 5: + hash_key = int(split_scheme[4]) + else: + hash_key = 15485863 + else: + raise ValueError(f"Invalid seeding scheme name {seeding_scheme} given. Try 'simple_1'?") + + assert prf_type in prf_lookup.keys() + return prf_type, context_width, self_salt, hash_key + + +def multiplicative_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + return salt_key * input_ids.prod().item() + + +def additive_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + return salt_key * input_ids.sum().item() + + +def minfunc_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + # not a great idea for non-random input ids as in text + return salt_key * input_ids.min().item() + + +def simple_skip_prf(input_ids: torch.LongTensor, salt_key: int, k=2) -> int: + # k is the skip distance + return hashint(salt_key * input_ids[::k]).prod().item() + + +def skipgram_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + # maximum distance skipgram within context + return hashint(salt_key * input_ids[0]).item() + + +def anchored_skipgram_prf(input_ids: torch.LongTensor, salt_key: int, anchor: int = -1) -> int: + # maximum distance skipgram within context + return (hashint(salt_key * input_ids[0]) * hashint(salt_key * input_ids[anchor])).item() + + +def minhash_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + # slightly less not the greatest idea for non-random input ids as in text + return hashint(salt_key * input_ids).min().item() + + +def anchored_minhash_prf(input_ids: torch.LongTensor, salt_key: int, anchor: int = -1) -> int: + # Anchor to one key to produce a min over pairs again + return (salt_key * hashint(input_ids) * hashint(input_ids[anchor])).min().item() + + +def minskipgram_prf(input_ids: torch.LongTensor, salt_key: int, k: int = 2) -> int: + # min over all skipgrams in context, k=2 is all pairs + skipgrams = torch.as_tensor(list(combinations(hashint(salt_key * input_ids), 2))) + return skipgrams.prod(dim=1).min().item() + + +def noncomm_prf(input_ids: torch.LongTensor, salt_key: int, k: int = 2) -> int: + key = torch.as_tensor(salt_key, dtype=torch.long) + for entry in input_ids: + key *= hashint(key * entry) + key %= 2**32 + return key.item() + + +def position_prf(input_ids: torch.LongTensor, salt_key: int, k: int = 2) -> int: + return (salt_key * input_ids * torch.arange(1, len(input_ids) + 1, device=input_ids.device)).sum().item() + + +prf_lookup = { + "multiplicative_prf": multiplicative_prf, + "additive_prf": additive_prf, + "minfunc_prf": minfunc_prf, + "simple_skip_prf": simple_skip_prf, + "skipgram_prf": skipgram_prf, + "anchored_skipgram_prf": anchored_skipgram_prf, + "minhash_prf": minhash_prf, + "anchored_minhash_prf": anchored_minhash_prf, + "minskipgram_prf": minskipgram_prf, + "noncomm_prf": noncomm_prf, + "position_prf": position_prf, +} + +# Generate a global permute table once at startup +rng = torch.Generator(device=torch.device("cpu")) +rng.manual_seed(2971215073) # fib47 is prime +table_size = 1_000_003 +fixed_table = torch.randperm(1_000_003, device=torch.device("cpu"), generator=rng) # actually faster than I thought + + +def hashint(integer_tensor: torch.LongTensor) -> torch.LongTensor: + """Sane version, in the end we only need a small permutation table.""" + return fixed_table[integer_tensor.cpu() % table_size] + 1 # minor cheat here, this function always return CPU values + + +def _hashint_avalanche_tensor(integer_tensor: torch.LongTensor): + """http://burtleburtle.net/bob/hash/integer.html, ported into pytorch, runs on tensors. Apparently a decent avalanche.""" + i = integer_tensor.to(torch.int32).clone() # or torch.int16? + i -= i << 6 + i ^= i >> 17 + i -= i << 9 + i ^= i << 4 + i -= i << 3 + i ^= i << 10 + i ^= i >> 15 + return i.to(torch.long) + + +@cache +def _hashint_avalanche_int(integer: int): + """http://burtleburtle.net/bob/hash/integer.html, runs in base python, caches based on access. + Does this make sense for signed 64bit ints?""" + i = integer % (2**32) + i -= i << 6 + i ^= i >> 17 + i -= i << 9 + i ^= i << 4 + i -= i << 3 + i ^= i << 10 + i ^= i >> 15 + return i diff --git a/lm-watermarking-main/app.py b/lm-watermarking-main/app.py new file mode 100644 index 0000000000000000000000000000000000000000..ddecf67662d335e7216f39055ab31a99a263bb18 --- /dev/null +++ b/lm-watermarking-main/app.py @@ -0,0 +1,52 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +from argparse import Namespace +args = Namespace() + +arg_dict = { + 'run_gradio': True, + 'demo_public': False, + # 'model_name_or_path': 'facebook/opt-125m', + # 'model_name_or_path': 'facebook/opt-1.3b', + # 'model_name_or_path': 'facebook/opt-2.7b', + 'model_name_or_path': 'facebook/opt-6.7b', + # 'model_name_or_path': 'facebook/opt-13b', + # 'load_fp16' : True, + 'load_fp16' : False, + 'prompt_max_length': None, + 'max_new_tokens': 200, + 'generation_seed': 123, + 'use_sampling': True, + 'n_beams': 1, + 'sampling_temp': 0.7, + 'use_gpu': True, + 'seeding_scheme': 'simple_1', + 'gamma': 0.25, + 'delta': 2.0, + 'normalizers': '', + 'ignore_repeated_bigrams': False, + 'detection_z_threshold': 4.0, + 'select_green_tokens': True, + 'skip_model_load': False, + 'seed_separately': True, +} + +args.__dict__.update(arg_dict) + +from demo_watermark import main + +main(args) diff --git a/lm-watermarking-main/demo_watermark.py b/lm-watermarking-main/demo_watermark.py new file mode 100644 index 0000000000000000000000000000000000000000..108edffc3a318b59cc27964ee60f457f9fe08d98 --- /dev/null +++ b/lm-watermarking-main/demo_watermark.py @@ -0,0 +1,702 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +import os +import argparse +from argparse import Namespace +from pprint import pprint +from functools import partial + +import numpy # for gradio hot reload +import gradio as gr + +import torch + +from transformers import (AutoTokenizer, + AutoModelForSeq2SeqLM, + AutoModelForCausalLM, + LogitsProcessorList) + +from watermark_processor import WatermarkLogitsProcessor, WatermarkDetector + +def str2bool(v): + """Util function for user friendly boolean flag args""" + if isinstance(v, bool): + return v + if v.lower() in ('yes', 'true', 't', 'y', '1'): + return True + elif v.lower() in ('no', 'false', 'f', 'n', '0'): + return False + else: + raise argparse.ArgumentTypeError('Boolean value expected.') + +def parse_args(): + """Command line argument specification""" + + parser = argparse.ArgumentParser(description="A minimum working example of applying the watermark to any LLM that supports the huggingface 🤗 `generate` API") + + parser.add_argument( + "--run_gradio", + type=str2bool, + default=True, + help="Whether to launch as a gradio demo. Set to False if not installed and want to just run the stdout version.", + ) + parser.add_argument( + "--demo_public", + type=str2bool, + default=False, + help="Whether to expose the gradio demo to the internet.", + ) + parser.add_argument( + "--model_name_or_path", + type=str, + default="facebook/opt-6.7b", + help="Main model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--prompt_max_length", + type=int, + default=None, + help="Truncation length for prompt, overrides model config's max length field.", + ) + parser.add_argument( + "--max_new_tokens", + type=int, + default=200, + help="Maximmum number of new tokens to generate.", + ) + parser.add_argument( + "--generation_seed", + type=int, + default=123, + help="Seed for setting the torch global rng prior to generation.", + ) + parser.add_argument( + "--use_sampling", + type=str2bool, + default=True, + help="Whether to generate using multinomial sampling.", + ) + parser.add_argument( + "--sampling_temp", + type=float, + default=0.7, + help="Sampling temperature to use when generating using multinomial sampling.", + ) + parser.add_argument( + "--n_beams", + type=int, + default=1, + help="Number of beams to use for beam search. 1 is normal greedy decoding", + ) + parser.add_argument( + "--use_gpu", + type=str2bool, + default=True, + help="Whether to run inference and watermark hashing/seeding/permutation on gpu.", + ) + parser.add_argument( + "--seeding_scheme", + type=str, + default="simple_1", + help="Seeding scheme to use to generate the greenlists at each generation and verification step.", + ) + parser.add_argument( + "--gamma", + type=float, + default=0.25, + help="The fraction of the vocabulary to partition into the greenlist at each generation and verification step.", + ) + parser.add_argument( + "--delta", + type=float, + default=2.0, + help="The amount/bias to add to each of the greenlist token logits before each token sampling step.", + ) + parser.add_argument( + "--normalizers", + type=str, + default="", + help="Single or comma separated list of the preprocessors/normalizer names to use when performing watermark detection.", + ) + parser.add_argument( + "--ignore_repeated_bigrams", + type=str2bool, + default=False, + help="Whether to use the detection method that only counts each unqiue bigram once as either a green or red hit.", + ) + parser.add_argument( + "--detection_z_threshold", + type=float, + default=4.0, + help="The test statistic threshold for the detection hypothesis test.", + ) + parser.add_argument( + "--select_green_tokens", + type=str2bool, + default=True, + help="How to treat the permuation when selecting the greenlist tokens at each step. Legacy is (False) to pick the complement/reds first.", + ) + parser.add_argument( + "--skip_model_load", + type=str2bool, + default=False, + help="Skip the model loading to debug the interface.", + ) + parser.add_argument( + "--seed_separately", + type=str2bool, + default=True, + help="Whether to call the torch seed function before both the unwatermarked and watermarked generate calls.", + ) + parser.add_argument( + "--load_fp16", + type=str2bool, + default=False, + help="Whether to run model in float16 precsion.", + ) + args = parser.parse_args() + return args + +def load_model(args): + """Load and return the model and tokenizer""" + + args.is_seq2seq_model = any([(model_type in args.model_name_or_path) for model_type in ["t5","T0"]]) + args.is_decoder_only_model = any([(model_type in args.model_name_or_path) for model_type in ["gpt","opt","bloom"]]) + if args.is_seq2seq_model: + model = AutoModelForSeq2SeqLM.from_pretrained(args.model_name_or_path) + elif args.is_decoder_only_model: + if args.load_fp16: + model = AutoModelForCausalLM.from_pretrained(args.model_name_or_path,torch_dtype=torch.float16, device_map='auto') + else: + model = AutoModelForCausalLM.from_pretrained(args.model_name_or_path) + else: + raise ValueError(f"Unknown model type: {args.model_name_or_path}") + + if args.use_gpu: + device = "cuda" if torch.cuda.is_available() else "cpu" + if args.load_fp16: + pass + else: + model = model.to(device) + else: + device = "cpu" + model.eval() + + tokenizer = AutoTokenizer.from_pretrained(args.model_name_or_path) + + return model, tokenizer, device + +def generate(prompt, args, model=None, device=None, tokenizer=None): + """Instatiate the WatermarkLogitsProcessor according to the watermark parameters + and generate watermarked text by passing it to the generate method of the model + as a logits processor. """ + + print(f"Generating with {args}") + + watermark_processor = WatermarkLogitsProcessor(vocab=list(tokenizer.get_vocab().values()), + gamma=args.gamma, + delta=args.delta, + seeding_scheme=args.seeding_scheme, + select_green_tokens=args.select_green_tokens) + + gen_kwargs = dict(max_new_tokens=args.max_new_tokens) + + if args.use_sampling: + gen_kwargs.update(dict( + do_sample=True, + top_k=0, + temperature=args.sampling_temp + )) + else: + gen_kwargs.update(dict( + num_beams=args.n_beams + )) + + generate_without_watermark = partial( + model.generate, + **gen_kwargs + ) + generate_with_watermark = partial( + model.generate, + logits_processor=LogitsProcessorList([watermark_processor]), + **gen_kwargs + ) + if args.prompt_max_length: + pass + elif hasattr(model.config,"max_position_embedding"): + args.prompt_max_length = model.config.max_position_embeddings-args.max_new_tokens + else: + args.prompt_max_length = 2048-args.max_new_tokens + + tokd_input = tokenizer(prompt, return_tensors="pt", add_special_tokens=True, truncation=True, max_length=args.prompt_max_length).to(device) + truncation_warning = True if tokd_input["input_ids"].shape[-1] == args.prompt_max_length else False + redecoded_input = tokenizer.batch_decode(tokd_input["input_ids"], skip_special_tokens=True)[0] + + torch.manual_seed(args.generation_seed) + output_without_watermark = generate_without_watermark(**tokd_input) + + # optional to seed before second generation, but will not be the same again generally, unless delta==0.0, no-op watermark + if args.seed_separately: + torch.manual_seed(args.generation_seed) + output_with_watermark = generate_with_watermark(**tokd_input) + + if args.is_decoder_only_model: + # need to isolate the newly generated tokens + output_without_watermark = output_without_watermark[:,tokd_input["input_ids"].shape[-1]:] + output_with_watermark = output_with_watermark[:,tokd_input["input_ids"].shape[-1]:] + + decoded_output_without_watermark = tokenizer.batch_decode(output_without_watermark, skip_special_tokens=True)[0] + decoded_output_with_watermark = tokenizer.batch_decode(output_with_watermark, skip_special_tokens=True)[0] + + return (redecoded_input, + int(truncation_warning), + decoded_output_without_watermark, + decoded_output_with_watermark, + args) + # decoded_output_with_watermark) + +def format_names(s): + """Format names for the gradio demo interface""" + s=s.replace("num_tokens_scored","Tokens Counted (T)") + s=s.replace("num_green_tokens","# Tokens in Greenlist") + s=s.replace("green_fraction","Fraction of T in Greenlist") + s=s.replace("z_score","z-score") + s=s.replace("p_value","p value") + s=s.replace("prediction","Prediction") + s=s.replace("confidence","Confidence") + return s + +def list_format_scores(score_dict, detection_threshold): + """Format the detection metrics into a gradio dataframe input format""" + lst_2d = [] + # lst_2d.append(["z-score threshold", f"{detection_threshold}"]) + for k,v in score_dict.items(): + if k=='green_fraction': + lst_2d.append([format_names(k), f"{v:.1%}"]) + elif k=='confidence': + lst_2d.append([format_names(k), f"{v:.3%}"]) + elif isinstance(v, float): + lst_2d.append([format_names(k), f"{v:.3g}"]) + elif isinstance(v, bool): + lst_2d.append([format_names(k), ("Watermarked" if v else "Human/Unwatermarked")]) + else: + lst_2d.append([format_names(k), f"{v}"]) + if "confidence" in score_dict: + lst_2d.insert(-2,["z-score Threshold", f"{detection_threshold}"]) + else: + lst_2d.insert(-1,["z-score Threshold", f"{detection_threshold}"]) + return lst_2d + +def detect(input_text, args, device=None, tokenizer=None): + """Instantiate the WatermarkDetection object and call detect on + the input text returning the scores and outcome of the test""" + watermark_detector = WatermarkDetector(vocab=list(tokenizer.get_vocab().values()), + gamma=args.gamma, + seeding_scheme=args.seeding_scheme, + device=device, + tokenizer=tokenizer, + z_threshold=args.detection_z_threshold, + normalizers=args.normalizers, + ignore_repeated_bigrams=args.ignore_repeated_bigrams, + select_green_tokens=args.select_green_tokens) + if len(input_text)-1 > watermark_detector.min_prefix_len: + score_dict = watermark_detector.detect(input_text) + # output = str_format_scores(score_dict, watermark_detector.z_threshold) + output = list_format_scores(score_dict, watermark_detector.z_threshold) + else: + # output = (f"Error: string not long enough to compute watermark presence.") + output = [["Error","string too short to compute metrics"]] + output += [["",""] for _ in range(6)] + return output, args + +def run_gradio(args, model=None, device=None, tokenizer=None): + """Define and launch the gradio demo interface""" + generate_partial = partial(generate, model=model, device=device, tokenizer=tokenizer) + detect_partial = partial(detect, device=device, tokenizer=tokenizer) + + with gr.Blocks() as demo: + # Top section, greeting and instructions + with gr.Row(): + with gr.Column(scale=9): + gr.Markdown( + """ + ## 💧 [A Watermark for Large Language Models](https://arxiv.org/abs/2301.10226) 🔍 + """ + ) + with gr.Column(scale=1): + gr.Markdown( + """ + [![](https://badgen.net/badge/icon/GitHub?icon=github&label)](https://github.com/jwkirchenbauer/lm-watermarking) + """ + ) + # with gr.Column(scale=2): + # pass + # ![visitor badge](https://visitor-badge.glitch.me/badge?page_id=tomg-group-umd_lm-watermarking) # buggy + + with gr.Accordion("Understanding the output metrics",open=False): + gr.Markdown( + """ + - `z-score threshold` : The cuttoff for the hypothesis test + - `Tokens Counted (T)` : The number of tokens in the output that were counted by the detection algorithm. + The first token is ommitted in the simple, single token seeding scheme since there is no way to generate + a greenlist for it as it has no prefix token(s). Under the "Ignore Bigram Repeats" detection algorithm, + described in the bottom panel, this can be much less than the total number of tokens generated if there is a lot of repetition. + - `# Tokens in Greenlist` : The number of tokens that were observed to fall in their respective greenlist + - `Fraction of T in Greenlist` : The `# Tokens in Greenlist` / `T`. This is expected to be approximately `gamma` for human/unwatermarked text. + - `z-score` : The test statistic for the detection hypothesis test. If larger than the `z-score threshold` + we "reject the null hypothesis" that the text is human/unwatermarked, and conclude it is watermarked + - `p value` : The likelihood of observing the computed `z-score` under the null hypothesis. This is the likelihood of + observing the `Fraction of T in Greenlist` given that the text was generated without knowledge of the watermark procedure/greenlists. + If this is extremely _small_ we are confident that this many green tokens was not chosen by random chance. + - `prediction` : The outcome of the hypothesis test - whether the observed `z-score` was higher than the `z-score threshold` + - `confidence` : If we reject the null hypothesis, and the `prediction` is "Watermarked", then we report 1-`p value` to represent + the confidence of the detection based on the unlikeliness of this `z-score` observation. + """ + ) + + with gr.Accordion("A note on model capability",open=True): + gr.Markdown( + """ + This demo uses open-source language models that fit on a single GPU. These models are less powerful than proprietary commercial tools like ChatGPT, Claude, or Bard. + + Importantly, we use a language model that is designed to "complete" your prompt, and not a model this is fine-tuned to follow instructions. + For best results, prompt the model with a few sentences that form the beginning of a paragraph, and then allow it to "continue" your paragraph. + Some examples include the opening paragraph of a wikipedia article, or the first few sentences of a story. + Longer prompts that end mid-sentence will result in more fluent generations. + """ + ) + gr.Markdown(f"Language model: {args.model_name_or_path} {'(float16 mode)' if args.load_fp16 else ''}") + + # Construct state for parameters, define updates and toggles + default_prompt = args.__dict__.pop("default_prompt") + session_args = gr.State(value=args) + + with gr.Tab("Generate and Detect"): + + with gr.Row(): + prompt = gr.Textbox(label=f"Prompt", interactive=True,lines=10,max_lines=10, value=default_prompt) + with gr.Row(): + generate_btn = gr.Button("Generate") + with gr.Row(): + with gr.Column(scale=2): + output_without_watermark = gr.Textbox(label="Output Without Watermark", interactive=False,lines=14,max_lines=14) + with gr.Column(scale=1): + # without_watermark_detection_result = gr.Textbox(label="Detection Result", interactive=False,lines=14,max_lines=14) + without_watermark_detection_result = gr.Dataframe(headers=["Metric", "Value"], interactive=False,row_count=7,col_count=2) + with gr.Row(): + with gr.Column(scale=2): + output_with_watermark = gr.Textbox(label="Output With Watermark", interactive=False,lines=14,max_lines=14) + with gr.Column(scale=1): + # with_watermark_detection_result = gr.Textbox(label="Detection Result", interactive=False,lines=14,max_lines=14) + with_watermark_detection_result = gr.Dataframe(headers=["Metric", "Value"],interactive=False,row_count=7,col_count=2) + + redecoded_input = gr.Textbox(visible=False) + truncation_warning = gr.Number(visible=False) + def truncate_prompt(redecoded_input, truncation_warning, orig_prompt, args): + if truncation_warning: + return redecoded_input + f"\n\n[Prompt was truncated before generation due to length...]", args + else: + return orig_prompt, args + + with gr.Tab("Detector Only"): + with gr.Row(): + with gr.Column(scale=2): + detection_input = gr.Textbox(label="Text to Analyze", interactive=True,lines=14,max_lines=14) + with gr.Column(scale=1): + # detection_result = gr.Textbox(label="Detection Result", interactive=False,lines=14,max_lines=14) + detection_result = gr.Dataframe(headers=["Metric", "Value"], interactive=False,row_count=7,col_count=2) + with gr.Row(): + detect_btn = gr.Button("Detect") + + # Parameter selection group + with gr.Accordion("Advanced Settings",open=False): + with gr.Row(): + with gr.Column(scale=1): + gr.Markdown(f"#### Generation Parameters") + with gr.Row(): + decoding = gr.Radio(label="Decoding Method",choices=["multinomial", "greedy"], value=("multinomial" if args.use_sampling else "greedy")) + with gr.Row(): + sampling_temp = gr.Slider(label="Sampling Temperature", minimum=0.1, maximum=1.0, step=0.1, value=args.sampling_temp, visible=True) + with gr.Row(): + generation_seed = gr.Number(label="Generation Seed",value=args.generation_seed, interactive=True) + with gr.Row(): + n_beams = gr.Dropdown(label="Number of Beams",choices=list(range(1,11,1)), value=args.n_beams, visible=(not args.use_sampling)) + with gr.Row(): + max_new_tokens = gr.Slider(label="Max Generated Tokens", minimum=10, maximum=1000, step=10, value=args.max_new_tokens) + + with gr.Column(scale=1): + gr.Markdown(f"#### Watermark Parameters") + with gr.Row(): + gamma = gr.Slider(label="gamma",minimum=0.1, maximum=0.9, step=0.05, value=args.gamma) + with gr.Row(): + delta = gr.Slider(label="delta",minimum=0.0, maximum=10.0, step=0.1, value=args.delta) + gr.Markdown(f"#### Detector Parameters") + with gr.Row(): + detection_z_threshold = gr.Slider(label="z-score threshold",minimum=0.0, maximum=10.0, step=0.1, value=args.detection_z_threshold) + with gr.Row(): + ignore_repeated_bigrams = gr.Checkbox(label="Ignore Bigram Repeats") + with gr.Row(): + normalizers = gr.CheckboxGroup(label="Normalizations", choices=["unicode", "homoglyphs", "truecase"], value=args.normalizers) + # with gr.Accordion("Actual submitted parameters:",open=False): + with gr.Row(): + gr.Markdown(f"_Note: sliders don't always update perfectly. Clicking on the bar or using the number window to the right can help. Window below shows the current settings._") + with gr.Row(): + current_parameters = gr.Textbox(label="Current Parameters", value=args) + with gr.Accordion("Legacy Settings",open=False): + with gr.Row(): + with gr.Column(scale=1): + seed_separately = gr.Checkbox(label="Seed both generations separately", value=args.seed_separately) + with gr.Column(scale=1): + select_green_tokens = gr.Checkbox(label="Select 'greenlist' from partition", value=args.select_green_tokens) + + with gr.Accordion("Understanding the settings",open=False): + gr.Markdown( + """ + #### Generation Parameters: + + - Decoding Method : We can generate tokens from the model using either multinomial sampling or we can generate using greedy decoding. + - Sampling Temperature : If using multinomial sampling we can set the temperature of the sampling distribution. + 0.0 is equivalent to greedy decoding, and 1.0 is the maximum amount of variability/entropy in the next token distribution. + 0.7 strikes a nice balance between faithfulness to the model's estimate of top candidates while adding variety. Does not apply for greedy decoding. + - Generation Seed : The integer to pass to the torch random number generator before running generation. Makes the multinomial sampling strategy + outputs reproducible. Does not apply for greedy decoding. + - Number of Beams : When using greedy decoding, we can also set the number of beams to > 1 to enable beam search. + This is not implemented/excluded from paper for multinomial sampling but may be added in future. + - Max Generated Tokens : The `max_new_tokens` parameter passed to the generation method to stop the output at a certain number of new tokens. + Note that the model is free to generate fewer tokens depending on the prompt. + Implicitly this sets the maximum number of prompt tokens possible as the model's maximum input length minus `max_new_tokens`, + and inputs will be truncated accordingly. + + #### Watermark Parameters: + + - gamma : The fraction of the vocabulary to be partitioned into the greenlist at each generation step. + Smaller gamma values create a stronger watermark by enabling the watermarked model to achieve + a greater differentiation from human/unwatermarked text because it is preferentially sampling + from a smaller green set making those tokens less likely to occur by chance. + - delta : The amount of positive bias to add to the logits of every token in the greenlist + at each generation step before sampling/choosing the next token. Higher delta values + mean that the greenlist tokens are more heavily preferred by the watermarked model + and as the bias becomes very large the watermark transitions from "soft" to "hard". + For a hard watermark, nearly all tokens are green, but this can have a detrimental effect on + generation quality, especially when there is not a lot of flexibility in the distribution. + + #### Detector Parameters: + + - z-score threshold : the z-score cuttoff for the hypothesis test. Higher thresholds (such as 4.0) make + _false positives_ (predicting that human/unwatermarked text is watermarked) very unlikely + as a genuine human text with a significant number of tokens will almost never achieve + that high of a z-score. Lower thresholds will capture more _true positives_ as some watermarked + texts will contain less green tokens and achive a lower z-score, but still pass the lower bar and + be flagged as "watermarked". However, a lowere threshold will increase the chance that human text + that contains a slightly higher than average number of green tokens is erroneously flagged. + 4.0-5.0 offers extremely low false positive rates while still accurately catching most watermarked text. + - Ignore Bigram Repeats : This alternate detection algorithm only considers the unique bigrams in the text during detection, + computing the greenlists based on the first in each pair and checking whether the second falls within the list. + This means that `T` is now the unique number of bigrams in the text, which becomes less than the total + number of tokens generated if the text contains a lot of repetition. See the paper for a more detailed discussion. + - Normalizations : we implement a few basic normaliations to defend against various adversarial perturbations of the + text analyzed during detection. Currently we support converting all chracters to unicode, + replacing homoglyphs with a canonical form, and standardizing the capitalization. + See the paper for a detailed discussion of input normalization. + """ + ) + + gr.HTML(""" +

For faster inference without waiting in queue, you may duplicate the space and upgrade to GPU in settings. + Follow the github link at the top and host the demo on your own GPU hardware to test out larger models. +
+ + Duplicate Space +

+ """) + + # Register main generation tab click, outputing generations as well as a the encoded+redecoded+potentially truncated prompt and flag + generate_btn.click(fn=generate_partial, inputs=[prompt,session_args], outputs=[redecoded_input, truncation_warning, output_without_watermark, output_with_watermark,session_args]) + # Show truncated version of prompt if truncation occurred + redecoded_input.change(fn=truncate_prompt, inputs=[redecoded_input,truncation_warning,prompt,session_args], outputs=[prompt,session_args]) + # Call detection when the outputs (of the generate function) are updated + output_without_watermark.change(fn=detect_partial, inputs=[output_without_watermark,session_args], outputs=[without_watermark_detection_result,session_args]) + output_with_watermark.change(fn=detect_partial, inputs=[output_with_watermark,session_args], outputs=[with_watermark_detection_result,session_args]) + # Register main detection tab click + detect_btn.click(fn=detect_partial, inputs=[detection_input,session_args], outputs=[detection_result, session_args]) + + # State management logic + # update callbacks that change the state dict + def update_sampling_temp(session_state, value): session_state.sampling_temp = float(value); return session_state + def update_generation_seed(session_state, value): session_state.generation_seed = int(value); return session_state + def update_gamma(session_state, value): session_state.gamma = float(value); return session_state + def update_delta(session_state, value): session_state.delta = float(value); return session_state + def update_detection_z_threshold(session_state, value): session_state.detection_z_threshold = float(value); return session_state + def update_decoding(session_state, value): + if value == "multinomial": + session_state.use_sampling = True + elif value == "greedy": + session_state.use_sampling = False + return session_state + def toggle_sampling_vis(value): + if value == "multinomial": + return gr.update(visible=True) + elif value == "greedy": + return gr.update(visible=False) + def toggle_sampling_vis_inv(value): + if value == "multinomial": + return gr.update(visible=False) + elif value == "greedy": + return gr.update(visible=True) + def update_n_beams(session_state, value): session_state.n_beams = value; return session_state + def update_max_new_tokens(session_state, value): session_state.max_new_tokens = int(value); return session_state + def update_ignore_repeated_bigrams(session_state, value): session_state.ignore_repeated_bigrams = value; return session_state + def update_normalizers(session_state, value): session_state.normalizers = value; return session_state + def update_seed_separately(session_state, value): session_state.seed_separately = value; return session_state + def update_select_green_tokens(session_state, value): session_state.select_green_tokens = value; return session_state + # registering callbacks for toggling the visibilty of certain parameters + decoding.change(toggle_sampling_vis,inputs=[decoding], outputs=[sampling_temp]) + decoding.change(toggle_sampling_vis,inputs=[decoding], outputs=[generation_seed]) + decoding.change(toggle_sampling_vis_inv,inputs=[decoding], outputs=[n_beams]) + # registering all state update callbacks + decoding.change(update_decoding,inputs=[session_args, decoding], outputs=[session_args]) + sampling_temp.change(update_sampling_temp,inputs=[session_args, sampling_temp], outputs=[session_args]) + generation_seed.change(update_generation_seed,inputs=[session_args, generation_seed], outputs=[session_args]) + n_beams.change(update_n_beams,inputs=[session_args, n_beams], outputs=[session_args]) + max_new_tokens.change(update_max_new_tokens,inputs=[session_args, max_new_tokens], outputs=[session_args]) + gamma.change(update_gamma,inputs=[session_args, gamma], outputs=[session_args]) + delta.change(update_delta,inputs=[session_args, delta], outputs=[session_args]) + detection_z_threshold.change(update_detection_z_threshold,inputs=[session_args, detection_z_threshold], outputs=[session_args]) + ignore_repeated_bigrams.change(update_ignore_repeated_bigrams,inputs=[session_args, ignore_repeated_bigrams], outputs=[session_args]) + normalizers.change(update_normalizers,inputs=[session_args, normalizers], outputs=[session_args]) + seed_separately.change(update_seed_separately,inputs=[session_args, seed_separately], outputs=[session_args]) + select_green_tokens.change(update_select_green_tokens,inputs=[session_args, select_green_tokens], outputs=[session_args]) + # register additional callback on button clicks that updates the shown parameters window + generate_btn.click(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + detect_btn.click(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + # When the parameters change, display the update and fire detection, since some detection params dont change the model output. + gamma.change(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + gamma.change(fn=detect_partial, inputs=[output_without_watermark,session_args], outputs=[without_watermark_detection_result,session_args]) + gamma.change(fn=detect_partial, inputs=[output_with_watermark,session_args], outputs=[with_watermark_detection_result,session_args]) + gamma.change(fn=detect_partial, inputs=[detection_input,session_args], outputs=[detection_result,session_args]) + detection_z_threshold.change(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + detection_z_threshold.change(fn=detect_partial, inputs=[output_without_watermark,session_args], outputs=[without_watermark_detection_result,session_args]) + detection_z_threshold.change(fn=detect_partial, inputs=[output_with_watermark,session_args], outputs=[with_watermark_detection_result,session_args]) + detection_z_threshold.change(fn=detect_partial, inputs=[detection_input,session_args], outputs=[detection_result,session_args]) + ignore_repeated_bigrams.change(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + ignore_repeated_bigrams.change(fn=detect_partial, inputs=[output_without_watermark,session_args], outputs=[without_watermark_detection_result,session_args]) + ignore_repeated_bigrams.change(fn=detect_partial, inputs=[output_with_watermark,session_args], outputs=[with_watermark_detection_result,session_args]) + ignore_repeated_bigrams.change(fn=detect_partial, inputs=[detection_input,session_args], outputs=[detection_result,session_args]) + normalizers.change(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + normalizers.change(fn=detect_partial, inputs=[output_without_watermark,session_args], outputs=[without_watermark_detection_result,session_args]) + normalizers.change(fn=detect_partial, inputs=[output_with_watermark,session_args], outputs=[with_watermark_detection_result,session_args]) + normalizers.change(fn=detect_partial, inputs=[detection_input,session_args], outputs=[detection_result,session_args]) + select_green_tokens.change(lambda value: str(value), inputs=[session_args], outputs=[current_parameters]) + select_green_tokens.change(fn=detect_partial, inputs=[output_without_watermark,session_args], outputs=[without_watermark_detection_result,session_args]) + select_green_tokens.change(fn=detect_partial, inputs=[output_with_watermark,session_args], outputs=[with_watermark_detection_result,session_args]) + select_green_tokens.change(fn=detect_partial, inputs=[detection_input,session_args], outputs=[detection_result,session_args]) + + + demo.queue(concurrency_count=3) + + if args.demo_public: + demo.launch(share=True) # exposes app to the internet via randomly generated link + else: + demo.launch() + +def main(args): + """Run a command line version of the generation and detection operations + and optionally launch and serve the gradio demo""" + # Initial arg processing and log + args.normalizers = (args.normalizers.split(",") if args.normalizers else []) + print(args) + + if not args.skip_model_load: + model, tokenizer, device = load_model(args) + else: + model, tokenizer, device = None, None, None + + # Generate and detect, report to stdout + if not args.skip_model_load: + input_text = ( + "The diamondback terrapin or simply terrapin (Malaclemys terrapin) is a " + "species of turtle native to the brackish coastal tidal marshes of the " + "Northeastern and southern United States, and in Bermuda.[6] It belongs " + "to the monotypic genus Malaclemys. It has one of the largest ranges of " + "all turtles in North America, stretching as far south as the Florida Keys " + "and as far north as Cape Cod.[7] The name 'terrapin' is derived from the " + "Algonquian word torope.[8] It applies to Malaclemys terrapin in both " + "British English and American English. The name originally was used by " + "early European settlers in North America to describe these brackish-water " + "turtles that inhabited neither freshwater habitats nor the sea. It retains " + "this primary meaning in American English.[8] In British English, however, " + "other semi-aquatic turtle species, such as the red-eared slider, might " + "also be called terrapins. The common name refers to the diamond pattern " + "on top of its shell (carapace), but the overall pattern and coloration " + "vary greatly. The shell is usually wider at the back than in the front, " + "and from above it appears wedge-shaped. The shell coloring can vary " + "from brown to grey, and its body color can be grey, brown, yellow, " + "or white. All have a unique pattern of wiggly, black markings or spots " + "on their body and head. The diamondback terrapin has large webbed " + "feet.[9] The species is" + ) + + args.default_prompt = input_text + + term_width = 80 + print("#"*term_width) + print("Prompt:") + print(input_text) + + _, _, decoded_output_without_watermark, decoded_output_with_watermark, _ = generate(input_text, + args, + model=model, + device=device, + tokenizer=tokenizer) + without_watermark_detection_result = detect(decoded_output_without_watermark, + args, + device=device, + tokenizer=tokenizer) + with_watermark_detection_result = detect(decoded_output_with_watermark, + args, + device=device, + tokenizer=tokenizer) + + print("#"*term_width) + print("Output without watermark:") + print(decoded_output_without_watermark) + print("-"*term_width) + print(f"Detection result @ {args.detection_z_threshold}:") + pprint(without_watermark_detection_result) + print("-"*term_width) + + print("#"*term_width) + print("Output with watermark:") + print(decoded_output_with_watermark) + print("-"*term_width) + print(f"Detection result @ {args.detection_z_threshold}:") + pprint(with_watermark_detection_result) + print("-"*term_width) + + + # Launch the app to generate and detect interactively (implements the hf space demo) + if args.run_gradio: + run_gradio(args, model=model, tokenizer=tokenizer, device=device) + + return + +if __name__ == "__main__": + + args = parse_args() + print(args) + + main(args) \ No newline at end of file diff --git a/lm-watermarking-main/experiments/README.md b/lm-watermarking-main/experiments/README.md new file mode 100644 index 0000000000000000000000000000000000000000..21fc955c6b1dc8ffa82de75268f11956fdb0b2f3 --- /dev/null +++ b/lm-watermarking-main/experiments/README.md @@ -0,0 +1,91 @@ +## [Stale/Deprecated] Experimental Pipeline Code + +This subdirectory contains reproducibility artifacts for the experiments described in the paper. All code here is deprecated in favor of the implementation and demo in the root of the repository. + +In effect, the file `/watermark_processor.py` in the root of the repo, is a clean, user friendly reimplementation of the watermarking and detection logic from `watermark.py`. We suggest using the official release version over any code found in the `experiments` directory. + +## Overview + +Unless stated, all files discussed here are in the `experiments` directory. The `bl` naming convention across many variables and function definition refers to "blacklist". Black/white was the original language used in the development of the paper and was updated to green/red based on feed back from the community. + +The implementation for the main experiments in the paper have two high level steps: +- **(1) generate watermarked samples** +- **(2) compute metrics** + +The code provided here implements these steps in the following files: `run_watermarking.py` and `process_rows.py`, where the core logic is implemented in `watermark.py` a single file library. + +Generally speaking, the code implementing the watermark itself is a series of classes and functions based on the `LogitsProcessor` abstraction from [huggingface/transformers](https://github.com/huggingface/transformers) and the code that turns it into a workflow is based on the `dataset.map` functionality from [huggingface/datasets](https://github.com/huggingface/datasets). + +The files `io_utils.py`, `submitit_utils.py` and `launch.py` contain utilites for file operations (mostly `jsonl`) and for hyperparameter sweeping via jobs launched on our compute cluster (managed using [SLURM](https://slurm.schedmd.com/documentation.html)). The [`submitit`](https://github.com/facebookincubator/submitit) workflow tool is an extra dependency only required if using `launch.py`. + +## Generation (`run_watermarking.py`) + +`run_watermarking.py` is a command line script that: + +1. loads a huggingface `dataset` that will be used to create text prompts for the language model +2. loads a huggingface language model that can perform text generation via `model.generate`, and prepares to call the generation method with a special `LogitsProcessor` that implements watermarking at the current hyperparameter values +3. composes a series of functions that are applied to the dataset via `map` that preprocess and tokenize the prompt data, and generate completions to it via the model +4. loads a second huggingface language model to be used as perplexity "oracle" for evaluating the quality of the texts generated by the watermarked model +5. Computes the teacher-forced loss (and perplexity) of the oracle model on the generated outputs + +Here is an example of the argument set required to implement a single (representative) hyperparameter combination from the paper: + +``` +python run_watermarking.py \ + --model_name facebook/opt-1.3b \ + --dataset_name c4 \ + --dataset_config_name realnewslike \ + --max_new_tokens 200 \ + --min_prompt_tokens 50 \ + --limit_indices 500 \ + --input_truncation_strategy completion_length \ + --input_filtering_strategy prompt_and_completion_length \ + --output_filtering_strategy max_new_tokens \ + --dynamic_seed markov_1 \ + --bl_proportion 0.5 \ + --bl_logit_bias 2.0 \ + --bl_type soft \ + --store_spike_ents True \ + --num_beams 1 \ + --use_sampling True \ + --sampling_temp 0.7 + --oracle_model_name facebook/opt-2.7b \ + --run_name example_run \ + --output_dir ./all_runs \ +``` + +The result of each run is a directory with three files in it: +- `gen_table_meta.json` (hyperparameters passed from cmdline) +- `gen_table.jsonl` +- `gen_table_w_metrics.jsonl` + +`gen_table_w_metrics`="generation table with metrics" meaning that it is the same as the first `jsonl` file in the lines/row dimension, but contains more columns/features, such as perplexity. + +If you run multiple hyperparameter combinations, we suggest storing each of the run directories with those output files within one enclosing directory such as `all_runs` to facilitate the next step. + +## Computing Metrics (`process_rows.py`) +.. and merging hyperparameter runs by concatenation. + +After running a few combinations of hyperparameters (individual runs of the `run_watermarking.py` script), the result is a bunch of directories, each containing a file full of model outputs (`gen_table_w_metrics.jsonl`). + +To prepare to analyze the performance of the watermark, we enrich each one of these generation sets with more metrics and derived features. The script that accomplishes this is `process_rows.py` - each prompt, output pair is considered a "row". + +The script isn't fully command line parameterized, but inside you can see that the main method looks into a directory (such as the `all_runs` suggested above) and collects all of the sub dirs that contain `gen_table_w_metrics.jsonl` files. Each set of generations is reloaded from `jsonl` into a huggingface `Dataset` object so that a metric computation function `compute_bl_metrics` can be applied to it. + +This adds the critical fields like `w_bl_whitelist_fraction` which represent the raw measurement of the watermark presence. In the final analysis step, this is used compute a z-score and perform the detection hypothesis test. + +**_Note_**: to clarify explicitly, `compute_bl_metrics` is therefore the old "detection" step of the pipeline. In this earlier version, there was no dedicated sub/class structure to share the logic of the watermark between a generation object and a detector object. It was just located within the `score_sequence` function of the `watermark.py` file. + +The final step in `process_rows.py` is a concatenation of these results. Each `gen_table_w_metrics.jsonl` from a hyperparameter run (within an `all_runs`) is transformed into a new dataset with the watermark detection measurement, and then all of these dataset objects are concatenated in the row dimension, forming one large dataset that has the generations and metrics from all of the different hyperparameter settings that were run. + +This object is shaped like (rows,columns) where samples=rows, and features=columns, and for the paper it had a size ~ (3e4,25) since there were about 30 to 40 hyperparameter settings and between 500-1000 generations per setting. Huggingface datasets conveniently implements a `dataset.to_pandas()` function and this allows us to treat this result as a dataframe and slice and dice it however we like during the analysis phase. + + +## Analysis + +The result of the above steps is a somewhat standard "datascience" format, a `pandas.DataFrame` and we suggest that you analyze it in whatever way you see fit. Since this part was very interactive and exploratory, there isn't a stable script version of this stage. + +That said, the analysis code is in a notebook called `watermarking_analysis.ipynb`. Unfortunately, this notebook is monolithic. Pointers have been indicated as to which parts produce which figures. However, at this time, there is not a way to click once/run all and generate every chart and table from the paper. + +A second notebook `watermarking_example_finding.ipynb` is solely for extracting some actual text prompts and outputs for tabulation in the paper. + diff --git a/lm-watermarking-main/experiments/io_utils.py b/lm-watermarking-main/experiments/io_utils.py new file mode 100644 index 0000000000000000000000000000000000000000..612b5c5cffd0d94953cf0a9fd83b3a03d311defe --- /dev/null +++ b/lm-watermarking-main/experiments/io_utils.py @@ -0,0 +1,116 @@ +import os +import glob +import json +import logging +from typing import Any, Mapping, Iterable, Union, List, Callable, Optional + +from tqdm.auto import tqdm + + +def resolve_globs(glob_paths: Union[str, Iterable[str]]): + """Returns filepaths corresponding to input filepath pattern(s).""" + filepaths = [] + if isinstance(glob_paths, str): + glob_paths = [glob_paths] + + for path in glob_paths: + filepaths.extend(glob.glob(path)) + + return filepaths + + +def read_jsonlines(filename: str) -> Iterable[Mapping[str, Any]]: + """Yields an iterable of Python dicts after reading jsonlines from the input file.""" + file_size = os.path.getsize(filename) + with open(filename) as fp: + for line in tqdm(fp.readlines(), desc=f'Reading JSON lines from {filename}', unit='lines'): + try: + example = json.loads(line) + yield example + except json.JSONDecodeError as ex: + logging.error(f'Input text: "{line}"') + logging.error(ex.args) + raise ex + + +def hf_read_jsonlines(filename: str, + n: Optional[int]=None, + minimal_questions: Optional[bool]=False, + unique_questions: Optional[bool] = False) -> Iterable[Mapping[str, Any]]: + """Yields an iterable of Python dicts after reading jsonlines from the input file. + Optionally reads only first n lines from file.""" + file_size = os.path.getsize(filename) + # O(n) but no memory + with open(filename) as f: + num_lines= sum(1 for _ in f) + if n is None: + n = num_lines + + # returning a generator with the scope stmt seemed to be the issue, but I am not 100% sure + # I also don't know if there's a side effect, but I can't see how the scope wouldn't have + # remained upen in the first place with the original version... + # with open(filename) as fp: + def line_generator(): + unique_qc_ids = set() + # note, I am p sure that readlines is not lazy, returns a list, thus really only the + # object conversion is lazy + for i, line in tqdm(enumerate(open(filename).readlines()[:n]), desc=f'Reading JSON lines from {filename}', unit='lines'): + try: + full_example = json.loads(line) + + if unique_questions: + qc_id = full_example["object"]["qc_id"] + if qc_id in unique_qc_ids: + continue + else: + unique_qc_ids.add(qc_id) + + if not minimal_questions: + example = full_example + else: + full_example = full_example + q_object = full_example["object"] + q_object.pop("question_info") + example= {} + example["object"] = { + "answer":q_object["answer"], + "clue_spans":q_object["clue_spans"], + "qc_id":q_object["qc_id"], + "question_text":q_object["question_text"], + } + yield example + + except json.JSONDecodeError as ex: + logging.error(f'Input text: "{line}"') + logging.error(ex.args) + raise ex + return line_generator + + +def load_jsonlines(filename: str) -> List[Mapping[str, Any]]: + """Returns a list of Python dicts after reading jsonlines from the input file.""" + return list(read_jsonlines(filename)) + + +def write_jsonlines(objs: Iterable[Mapping[str, Any]], filename: str, to_dict: Callable = lambda x: x): + """Writes a list of Python Mappings as jsonlines at the input file.""" + with open(filename, 'w') as fp: + for obj in tqdm(objs, desc=f'Writing JSON lines at {filename}'): + fp.write(json.dumps(to_dict(obj))) + fp.write('\n') + + +def read_json(filename: str) -> Mapping[str, Any]: + """Returns a Python dict representation of JSON object at input file.""" + with open(filename) as fp: + return json.load(fp) + + +def write_json(obj: Mapping[str, Any], filename: str, indent:int=None): + """Writes a Python Mapping at the input file in JSON format.""" + with open(filename, 'w') as fp: + json.dump(obj, fp, indent=indent) + + +def print_json(d, indent=4): + print(json.dumps(d, indent=indent)) \ No newline at end of file diff --git a/lm-watermarking-main/experiments/launch.py b/lm-watermarking-main/experiments/launch.py new file mode 100644 index 0000000000000000000000000000000000000000..00a7d4f4838c08ed0f7c581083c99c6b0786c649 --- /dev/null +++ b/lm-watermarking-main/experiments/launch.py @@ -0,0 +1,222 @@ +from submitit import AutoExecutor +from submitit.helpers import CommandFunction +from itertools import chain +import os +from submitit_utils import ParameterGrid +import argparse + +# a debug/dry-run command +dummy_func = CommandFunction(["echo"], verbose=True) + +############################################################################### +# Experiment specific command and parameter setup +# (the structure is general, but the values are not) +############################################################################### + +base_run_name = None + +ROOT_DIR = f'{os.getenv("ROOT_DIR")}' +# OUTPUT_DIR = f'{os.getenv("OUTPUT_DIR")}' +# OUTPUT_DIR = f'{os.getenv("OUTPUT_DIR")}_large_sweep' +# OUTPUT_DIR = f'{os.getenv("OUTPUT_DIR")}_large_sweep_downsize' +# OUTPUT_DIR = f'{os.getenv("OUTPUT_DIR")}_greedy_redo' +OUTPUT_DIR = f'{os.getenv("OUTPUT_DIR")}_greedy_more_gammas' + +# starting command/program to which we will append arguments +cmdline_function = CommandFunction(["python"], verbose=True) + +# script name +script_name = "run_watermarking.py" + +# base args +base_script_args = { + # "model_name" :"facebook/opt-2.7b", + "model_name" :"facebook/opt-1.3b", + "dataset_name" :"c4", + "dataset_config_name":"realnewslike", + # "dataset_config_name":"en", + # "dataset_name": "cml_pile", + # "dataset_config_name": "all_train_00", + # "shuffle_dataset" :"True", # NOTE + "dynamic_seed" :"markov_1", + "store_spike_ents" :"True", + # "oracle_model_name" :"EleutherAI/gpt-j-6B", + "oracle_model_name" :"facebook/opt-2.7b", + "no_wandb" :"False", +} + +# dynamic/hparam args +# i.e. the parameters we would like to cross and sweep over +hparam_sets = [ + # # main sampling sweep, central data + # { + # "min_prompt_tokens": [50], + # "max_new_tokens": [200], + # "input_truncation_strategy": ["completion_length"], + # "input_filtering_strategy": ["prompt_and_completion_length"], + # "output_filtering_strategy": ["max_new_tokens"], + # "limit_indices": [500], + # "bl_logit_bias": [0.1, 0.5, 1.0, 2.0, 5.0, 10.0, 50.0], + # "bl_proportion": [0.1, 0.25, 0.5, 0.75, 0.9], + # "bl_type": ["soft"], + # "num_beams": [1], + # "use_sampling": [True], + # "sampling_temp": [0.7], + # }, + # greedy and beams secondary demos + # { + # "min_sample_tokens":[0], + # "min_prompt_tokens": [200], + # "max_new_tokens": [500], + # "all_gas_no_eos": [True], + # "input_truncation_strategy": ["prompt_length"], + # "input_filtering_strategy": ["prompt_and_completion_length"], + # "output_filtering_strategy": ["no_filter"], + # "limit_indices": [500], + # "bl_logit_bias": [0.1, 0.5, 1.0, 2.0, 5.0, 10.0], + # "bl_proportion": [0.5], + # "bl_type": ["soft"], + # "num_beams": [1], + # "use_sampling": [False], + # "sampling_temp": [0.0], + # }, + # { + # "min_sample_tokens":[0], + # "min_prompt_tokens": [200], + # "max_new_tokens": [500], + # "all_gas_no_eos": [True], + # "no_repeat_ngram_size": [0], + # "input_truncation_strategy": ["prompt_length"], + # "input_filtering_strategy": ["prompt_and_completion_length"], + # "output_filtering_strategy": ["no_filter"], + # "limit_indices": [500], + # "bl_logit_bias": [0.1, 0.5, 1.0, 2.0, 5.0, 10.0], + # "bl_proportion": [0.5], + # "bl_type": ["soft"], + # "num_beams": [4], + # "use_sampling": [False], + # "sampling_temp": [0.0], + # }, + { + "min_sample_tokens":[0], + "min_prompt_tokens": [200], + "max_new_tokens": [500], + "all_gas_no_eos": [True], + "no_repeat_ngram_size": [0], + "input_truncation_strategy": ["prompt_length"], + "input_filtering_strategy": ["prompt_and_completion_length"], + "output_filtering_strategy": ["no_filter"], + "limit_indices": [500], + "bl_logit_bias": [0.1, 0.5, 1.0, 2.0, 5.0, 10.0], + # "bl_logit_bias": [2.0, 5.0, 10.0], + # "bl_proportion": [0.5], + # "bl_proportion": [0.75], + "bl_proportion": [0.9], + "bl_type": ["soft"], + "num_beams": [8], + "use_sampling": [False], + "sampling_temp": [0.0], + }, + ############ +] + +# logic to set derived arguments based on existing arguments in the sweep sets +# the unique run name is the canonical example +def add_conditional_params(param_dict): + + # unique_name = f'{base_run_name+"_" if base_run_name else ""}{param_dict.get("model_name")}_{param_dict.get("dataset_name")}_{param_dict.get("dataset_config_name")}' + unique_name_keys = ["model_name", + "bl_type", + "dynamic_seed", + "bl_proportion", + "bl_logit_bias", + "num_beams", + "use_sampling", + "sampling_temp", + "dataset_name", + "dataset_config_name", + "min_prompt_tokens", + "max_new_tokens", + "input_truncation_strategy", + "input_filtering_strategy", + "output_filtering_strategy", + "limit_indices", + "oracle_model_name"] + + unique_name = f'{base_run_name+"_" if base_run_name else ""}{"_".join([str(param_dict.get(k)) for k in unique_name_keys])}' + unique_name = unique_name.replace("/", "-").replace(".","-") + param_dict.update({"run_name": unique_name}) + param_dict.update({"output_dir": f'{OUTPUT_DIR}/{param_dict["run_name"]}'}) + +# Queue up all the arguments +def add_params(param_dicts): + new_dicts = [] + for i, param_dict in enumerate(param_dicts): + new_dict = {} + + new_dict.update({script_name : ""}) # This requires parse block change in submitit.core.utils.py L320 + new_dict.update(base_script_args) + + new_dict.update(param_dict) + add_conditional_params(new_dict) + + new_dicts.append(new_dict) + return new_dicts + +############################################################################### +# Generic submitit and slurm workflow +############################################################################### + +# set up the executor and sbatch settings +# executor = AutoExecutor(cluster='slurm', folder=f'{ROOT_DIR}/logs/') +# executor = AutoExecutor(cluster='slurm', folder=f'{ROOT_DIR}/logs_large_sweep/') +# executor = AutoExecutor(cluster='slurm', folder=f'{ROOT_DIR}/logs_large_sweep_downsize/') +# executor = AutoExecutor(cluster='slurm', folder=f'{ROOT_DIR}/logs_greedy_redo/') +executor = AutoExecutor(cluster='slurm', folder=f'{ROOT_DIR}/logs_greedy_more_gammas/') + +executor.update_parameters( + stderr_to_stdout=True, + slurm_name='water', + # slurm_account='tomg', + # slurm_qos='very_high', + # slurm_qos='high', + slurm_mem= '52gb', + slurm_gres='gpu:rtxa6000:1', + slurm_time='14:00:00', + slurm_account='scavenger', + slurm_partition='scavenger', + slurm_qos='scavenger', + # slurm_mem= '32gb', + # slurm_cpus_per_task=4, + # slurm_gres='gpu:rtxa5000:1', + # slurm_time='12:00:00', +) + +# cross and line up parameter combinations +arg_dicts = list(chain(*(ParameterGrid(p_set) for p_set in hparam_sets))) + +# set params and apply any extra param logic +arg_dicts = add_params(arg_dicts) + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + parser.add_argument( + "-d", "--dry_run", + action="store_true", + help="just echo the commands to be run", + ) + args = parser.parse_args() + + # context to make this loop/list comp execute an array job + # rather than individual jobs + with executor.batch(): + + if args.dry_run: + fn = dummy_func + else: + fn = cmdline_function + jobs = [executor.submit(fn, **arg_dict) for arg_dict in arg_dicts] + + for job,args in zip(jobs, arg_dicts): + print(f"Job={job} | uid={args['run_name']}") \ No newline at end of file diff --git a/lm-watermarking-main/experiments/process_rows.py b/lm-watermarking-main/experiments/process_rows.py new file mode 100644 index 0000000000000000000000000000000000000000..36fa51ba5ccf3b0e873de8bb4fd38fbf37a7d9a1 --- /dev/null +++ b/lm-watermarking-main/experiments/process_rows.py @@ -0,0 +1,250 @@ +# Basic imports +import os +from functools import partial +from argparse import Namespace + +import numpy as np + +# HF classses +from transformers import AutoTokenizer + +from datasets import Dataset, concatenate_datasets + + +# watermarking micro lib +from watermark import (BlacklistLogitsProcessor, + compute_bl_metrics) + +# some file i/o helpers +from io_utils import read_jsonlines, read_json + + +from watermark import compute_bl_metrics, BlacklistLogitsProcessor + + +########################################################################### +# Compute E[wl] for each example +########################################################################### + +def expected_whitelist(example, + idx, + exp_wl_coef: float == None, + drop_spike_entropies: bool = False): + assert "spike_entropies" in example, "Need to construct bl processor with store_spike_ents=True to compute them in post" + + num_toks_gend = example["w_bl_num_tokens_generated"] + avg_spike_ent = np.mean(example["spike_entropies"]) + + example.update({"avg_spike_entropy":avg_spike_ent}) + if drop_spike_entropies: del example["spike_entropies"] + + exp_num_wl = (exp_wl_coef*num_toks_gend)*avg_spike_ent + var_num_wl = num_toks_gend*exp_wl_coef*avg_spike_ent*(1-(exp_wl_coef*avg_spike_ent)) + + example.update({"w_bl_exp_num_wl_tokens":exp_num_wl}) + example.update({"w_bl_var_num_wl_tokens":var_num_wl}) + + example.update({"exp_wl_coef":exp_wl_coef}) + + if num_toks_gend > 0: + example.update({"w_bl_exp_whitelist_fraction":exp_num_wl/num_toks_gend, + "w_bl_var_whitelist_fraction":var_num_wl/num_toks_gend}) + else: + example.update({"w_bl_exp_whitelist_fraction":-1, + "w_bl_var_whitelist_fraction":-1}) + return example + + +from typing import Callable + +def add_metadata(ex, meta_table=None): + ex.update(meta_table) + return ex + + +def str_replace_bug_check(example,idx): + baseline_before = example["baseline_completion"] + example["baseline_completion"] = baseline_before.replace(example["truncated_input"][:-1],"") + if example["baseline_completion"] != baseline_before: + print("baseline input replacement bug occurred, skipping row!") + return False + else: + return True + + +def load_all_datasets(run_names: list[str]=None, + base_run_dir: str=None, + meta_name: str=None, + gen_name: str=None, + apply_metric_func: bool=False, + convert_to_pandas: bool = False, + drop_buggy_rows: bool = False, + limit_output_tokens: int = 0, + save_ds: bool = True, + save_dir: str=None): + + print(f"Loading {len(run_names)} datasets from {base_run_dir}...") + + if not isinstance(gen_name, Callable): + file_check = lambda name: os.path.exists(f"{base_run_dir}/{name}/{gen_name}") + assert all([file_check(name) for name in run_names]), f"Make sure all the run dirs contain the required data files: {meta_name} and {gen_name}" + + all_datasets = [] + for i,run_name in enumerate(run_names): + + print(f"[{i}] Loading dataset") + + run_base_dir = f"{base_run_dir}/{run_name}" + gen_table_meta_path = f"{run_base_dir}/{meta_name}" + + if isinstance(gen_name, Callable): + gen_table_path = f"{run_base_dir}/{gen_name(run_name)}" + else: + gen_table_path = f"{run_base_dir}/{gen_name}" + + # load the raw files + gen_table_meta = read_json(gen_table_meta_path) + gen_table_lst = [ex for ex in read_jsonlines(gen_table_path)] + gen_table_ds = Dataset.from_list(gen_table_lst) + + print(f"Original dataset length={len(gen_table_ds)}") + + # drop the rows where the string replace thing happens + if drop_buggy_rows: + gen_table_ds_filtered = gen_table_ds.filter(str_replace_bug_check,batched=False,with_indices=True) + else: + gen_table_ds_filtered = gen_table_ds + + # enrich all rows with the run metadata + add_meta = partial( + add_metadata, + meta_table=gen_table_meta + ) + gen_table_w_meta = gen_table_ds_filtered.map(add_meta, batched=False) + + # optionally, apply the metric function(s) - somewhat expensive + # want to do this here rather than at end because you need each run's tokenizer + # though tbh it would be odd if they're not the same, but you can check that at the end + if apply_metric_func: + + tokenizer = AutoTokenizer.from_pretrained(gen_table_meta["model_name"]) + + comp_bl_metrics = partial( + compute_bl_metrics, + tokenizer=tokenizer, + hf_model_name=gen_table_meta["model_name"], + initial_seed=gen_table_meta["initial_seed"], + dynamic_seed=gen_table_meta["dynamic_seed"], + bl_proportion=gen_table_meta["bl_proportion"], + use_cuda=True, # this is obvi critical to match the pseudorandomness + record_hits=True, + limit_output_tokens=limit_output_tokens, + ) + gen_table_w_bl_metrics = gen_table_w_meta.map(comp_bl_metrics, batched=False, with_indices=True) + + + # Construct the blacklist processor so you can get the expectation coef + all_token_ids = list(tokenizer.get_vocab().values()) + vocab_size = len(all_token_ids) + args = Namespace() + args.__dict__.update(gen_table_meta) + + bl_processor = BlacklistLogitsProcessor(bad_words_ids=None, + store_bl_ids=False, + store_spike_ents=True, + eos_token_id=tokenizer.eos_token_id, + vocab=all_token_ids, + vocab_size=vocab_size, + bl_proportion=args.bl_proportion, + bl_logit_bias=args.bl_logit_bias, + bl_type=args.bl_type, + initial_seed= args.initial_seed, + dynamic_seed=args.dynamic_seed) + + if "spike_entropies" in gen_table_w_bl_metrics.column_names: + comp_exp_num_wl = partial( + expected_whitelist, + exp_wl_coef=bl_processor.expected_wl_coef, + drop_spike_entropies=False, + # drop_spike_entropies=True, + ) + gen_table_w_spike_ents = gen_table_w_bl_metrics.map(comp_exp_num_wl, batched=False, with_indices=True) + final_single_run_ds = gen_table_w_spike_ents + else: + final_single_run_ds = gen_table_w_bl_metrics + else: + final_single_run_ds = gen_table_w_meta + + all_datasets.append(final_single_run_ds) + + ds = concatenate_datasets(all_datasets) + + if save_ds: + ds.save_to_disk(save_dir) + + if convert_to_pandas: + df = ds.to_pandas() + return df + else: + return ds + + +output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_large_sweep" +# output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_large_sweep_downsize" + +# output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_large_sweep_downsize" +# output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_greedy_redo" +# output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_greedy_gamma_0-25" + +run_names = list(filter(lambda name: os.path.exists(f"{output_dir}/{name}/gen_table_w_metrics.jsonl"), sorted(os.listdir(output_dir)))) +run_names = list(filter(lambda name: "realnewslike" in name, run_names)) +# run_names = list(filter(lambda name: "pile" in name, run_names)) +# run_names = list(filter(lambda name: "c4_en" in name, run_names)) + + +# output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_attacked_greedy_updated" +# # output_dir = "/cmlscratch/jkirchen/spiking-root/lm-blacklisting/output_attacked_new" +# run_names = list(filter(lambda name: os.path.exists(f"{output_dir}/{name}/gen_table_w{('_'+name) if 't5' in name else ''}_attack_metrics.jsonl"), sorted(os.listdir(output_dir)))) +# run_names = list(filter(lambda name: os.path.exists(f"{output_dir}/{name}/gen_table_w_attack_metrics.jsonl"), sorted(os.listdir(output_dir)))) + +runs_to_load = run_names + + +print(len(run_names)) +for name in run_names: print(name) + +runs_ready = [os.path.exists(f"{output_dir}/{name}/gen_table_w_metrics.jsonl") for name in runs_to_load] +# runs_ready = [os.path.exists(f"{output_dir}/{name}/gen_table_w_attack_metrics.jsonl") for name in runs_to_load] +print(f"all runs ready? {all(runs_ready)}\n{runs_ready}") + + +# save_name = "analysis_ds_1-21_greedy_redo" +# save_name = "analysis_ds_1-21_greedy_redo_truncated" +# save_name = "analysis_ds_1-21_greedy_redo_truncated_sanity_check" +# save_name = "analysis_ds_1-19_realnews_1-3_v2_hitlist_check" +# save_name = "analysis_ds_1-20_more_attack" + +# save_name = "analysis_ds_1-23_greedy_gamma_0-25_truncated" +# save_name = "analysis_ds_1-21_greedy_attacked_updated_truncated" + +# save_name = "analysis_ds_1-23_pile_1-3" +# save_name = "analysis_ds_1-23_en_1-3" + +save_name = "analysis_ds_1-30_realnews_2-7" + +save_dir = f"input/{save_name}" + +raw_data = load_all_datasets(run_names=runs_to_load, + base_run_dir=output_dir, + meta_name="gen_table_meta.json", + gen_name="gen_table_w_metrics.jsonl", + # gen_name="gen_table_w_attack_metrics.jsonl", + apply_metric_func=True, + # drop_buggy_rows=True, + drop_buggy_rows=False, + # limit_output_tokens=200, + convert_to_pandas=False, + save_ds=True, + save_dir=save_dir) + +print(f"All finished with {save_dir}!!") diff --git a/lm-watermarking-main/experiments/run_watermarking.py b/lm-watermarking-main/experiments/run_watermarking.py new file mode 100644 index 0000000000000000000000000000000000000000..16f1a7460177ecb99c4025848b76d2143825f89e --- /dev/null +++ b/lm-watermarking-main/experiments/run_watermarking.py @@ -0,0 +1,705 @@ +# Basic imports +import sys +import os +import argparse +from typing import List, Iterable, Optional +from functools import partial +import time + +from tqdm import tqdm +import random +import math +from statistics import mean + +import numpy as np +import torch +from torch import Tensor +from tokenizers import Tokenizer + +import wandb +import matplotlib.pyplot as plt + +# cache path before HF imports just for kicks +# bc I don't really know when this is pulled by the library +# TODO change to passing as an arg to the model load fn +USER = "jkirchen" +# Huggingface cache +HF_HOME=f"/cmlscratch/{USER}/.cache/huggingface" +# HF_HOME=f"/scratch0/{USER}/.cache/huggingface" +# HF_HOME=f"/scratch1/{USER}/.cache/huggingface" +os.environ["HF_HOME"] = HF_HOME + +print(os.environ["HF_HOME"]) + +# HF classses +from transformers import (AutoTokenizer, + AutoModelForSeq2SeqLM, + AutoModelForCausalLM, + LogitsProcessorList) + +from datasets import load_dataset, Dataset + +# watermarking micro lib +from watermark import (BlacklistLogitsProcessor, + add_idx, + check_input_lengths, + check_output_lengths, + tokenize_for_generation, + generate_completions, + evaluate_generation_fluency) + +# better bool flag type for argparse +from submitit_utils import str2bool + +# some file i/o helpers +from io_utils import write_jsonlines, write_json, read_jsonlines, read_json + +def main(args): + + ########################################################################### + # Start logging + ########################################################################### + if not args.no_wandb: + + # storing slurm info to be sent to wandb to allow auditing logfiles later + args.SLURM_JOB_ID = os.getenv("SLURM_JOB_ID") + args.SLURM_ARRAY_JOB_ID = os.getenv("SLURM_ARRAY_JOB_ID") + args.SLURM_ARRAY_TASK_ID = os.getenv("SLURM_ARRAY_TASK_ID") + + # start a new wandb run to track this experiment, will send data to it later + run = wandb.init( + # set the wandb project where this run will be logged + project=args.wandb_project, + entity=args.wandb_entity, + name=args.run_name, + + # track hyperparameters and run metadata + config=args + ) + + print(f"Output dir for this run: {args.output_dir}") + # notify if exists + if os.path.exists(args.output_dir): + print(f"Output dir for this run already exists!") + print(f"Contents: {sorted(os.listdir(args.output_dir))}") + else: + # create the output dir where run artifacts are stored + os.makedirs(args.output_dir) + + ########################################################################### + # Instantiate model and tokenizer + ########################################################################### + hf_model_name = args.model_name + + if "t5" in hf_model_name or "T0" in hf_model_name: + model = AutoModelForSeq2SeqLM.from_pretrained(hf_model_name) + else: + model = AutoModelForCausalLM.from_pretrained(hf_model_name) + + tokenizer = AutoTokenizer.from_pretrained(hf_model_name) + + # defaults to device 0 + # will need to use 'parallelize' for multi-gpu sharding + device = "cuda" if torch.cuda.is_available() else "cpu" + model = model.to(device) + model.eval() + + ########################################################################### + # Load the dataset + ########################################################################### + + dataset_name, dataset_config_name = args.dataset_name, args.dataset_config_name + + if dataset_name == "cml_pile": + subsets = [dataset_config_name] + dataset = load_dataset("input/cml_pile.py", + subsets=subsets, + streaming=True, + split=None, + ignore_verifications=True)["train"] + else: + dataset = load_dataset(dataset_name, dataset_config_name, split="train", streaming=True) + + # log an example + ds_iterator = iter(dataset) + idx = 75 # if this is c4, it's the schumacher example lol + i = 0 + while i < idx: + next(ds_iterator) + i += 1 + + example = next(ds_iterator) + print(example) + + ########################################################################### + # Construct the blacklist processor/sampler + ########################################################################### + + all_token_ids = list(tokenizer.get_vocab().values()) + vocab_size = len(all_token_ids) + print(f"Vocabulary size: {vocab_size}") + + max_new_tokens = args.max_new_tokens + min_prompt_tokens = args.min_prompt_tokens + + init_seed = args.initial_seed + dyna_seed=args.dynamic_seed # type not value + bl_proportion = args.bl_proportion + bl_logit_bias = args.bl_logit_bias + bl_type = args.bl_type + n_beams = args.num_beams + early_stopping = args.early_stopping + no_repeat_ngram_size = args.no_repeat_ngram_size + store_bl_ids = args.store_bl_ids + store_spike_ents = args.store_spike_ents + + bl_processor = BlacklistLogitsProcessor(bad_words_ids=None, + store_bl_ids=store_bl_ids, + store_spike_ents=store_spike_ents, + eos_token_id=tokenizer.eos_token_id, + vocab=all_token_ids, + vocab_size=vocab_size, + bl_proportion=bl_proportion, + bl_logit_bias=bl_logit_bias, + bl_type=bl_type, + initial_seed=init_seed, + dynamic_seed=dyna_seed) + + logit_processor_lst = LogitsProcessorList([bl_processor]) + + # Greedy and basic beam search, default + gen_kwargs = dict( + max_new_tokens=max_new_tokens, + num_beams=n_beams, + ) + if n_beams > 1: + # these are only for beam search repetition correction + if no_repeat_ngram_size > 0: + gen_kwargs.update(dict(no_repeat_ngram_size=no_repeat_ngram_size)) + gen_kwargs.update(dict(early_stopping=early_stopping)) + + if args.use_sampling: + gen_kwargs.update(dict(do_sample=True, + top_k=0, + temperature=args.sampling_temp)) + if args.all_gas_no_eos: + gen_kwargs.update(dict(suppress_tokens=[tokenizer.eos_token_id])) + + generate_without_blacklist = partial( + model.generate, + **gen_kwargs + ) + generate_with_blacklist = partial( + model.generate, + logits_processor=logit_processor_lst, + **gen_kwargs + ) + + ########################################################################### + # Construct the generation and measurement pipeline (lazy) + # that pulls from the streaming dataset, applies the generations map funcs + ########################################################################### + + # Set up the pipeline functions + if "c4" in dataset_name: + columns_to_remove = ["text","timestamp","url"] + else: + columns_to_remove = [] + + # Construct the data filtering/sampling scheme partials + token_kwargs = dict( + hf_model_name=hf_model_name, + tokenizer=tokenizer, + model=model, + ) + if args.input_truncation_strategy == "prompt_length": + token_kwargs.update(dict(min_prompt_tokens=min_prompt_tokens)) + elif args.input_truncation_strategy == "completion_length": + token_kwargs.update(dict(max_new_tokens=max_new_tokens)) + else: + ValueError(f"Unknown input truncation strategy {args.input_truncation_strategy}") + tokenize_prompts = partial( + tokenize_for_generation, + **token_kwargs + ) + + input_check_kwargs = dict( + # min_sample_len = min_prompt_tokens + max_new_tokens, + min_sample_len = args.min_sample_tokens, # first line is a bug sometimes with large amounts + ) + if args.input_filtering_strategy == "prompt_length": + input_check_kwargs.update(dict(min_prompt_len = min_prompt_tokens, + min_completion_len = 0)) + elif args.input_filtering_strategy == "completion_length": + input_check_kwargs.update(dict(min_prompt_len = 0, + min_completion_len = max_new_tokens)) + elif args.input_filtering_strategy == "prompt_and_completion_length": + input_check_kwargs.update(dict(min_prompt_len = min_prompt_tokens, + min_completion_len = max_new_tokens)) + else: + ValueError(f"Unknown input filtering strategy {args.input_filtering_strategy}") + input_check = partial( + check_input_lengths, + **input_check_kwargs + ) + + if args.output_filtering_strategy == "max_new_tokens": + output_kwargs = dict(min_output_len = max_new_tokens) + elif args.output_filtering_strategy == "no_filter": + output_kwargs = dict(min_output_len = 0) + else: + ValueError(f"Unknown output filtering strategy {args.output_filtering_strategy}") + output_check = partial( + check_output_lengths, + **output_kwargs + ) + + gen_completions = partial( + generate_completions, + max_new_tokens=max_new_tokens, + hf_model_name=hf_model_name, + tokenizer=tokenizer, + model=model, + no_bl_partial=generate_without_blacklist, + w_bl_partial=generate_with_blacklist, + bl_processor_list=logit_processor_lst, + ) + + ########################################################################### + # Compose/apply the pipeline steps + ########################################################################### + + # Apply the pipeline operations to the dataset + indexed_dataset = dataset.map(add_idx, batched=False, with_indices=True) + + # shuffled the first shuffle_buffer_size rows of the (streaming) dataset + if args.shuffle_dataset: + shuffled_dataset = indexed_dataset.shuffle(seed=args.shuffle_seed, + buffer_size=args.shuffle_buffer_size) + else: + shuffled_dataset = indexed_dataset + + # tokenize and truncate the row inputs to create prompts according to the strategy spec'd above + tokenized_and_truncated_dataset = shuffled_dataset.map(tokenize_prompts, + batched=False, + with_indices=True) + + # filter the rows of the dataset based on length checks for the tokenized prompts and baseline completions + input_length_filtered_dataset = tokenized_and_truncated_dataset.filter(input_check, + batched=False, + with_indices=True) + + # perform generation by calling the models + columns_to_remove += ["inputs", "untruncated_inputs"] # these are now materialized and must be dropped externally + generations_dataset = input_length_filtered_dataset.map(gen_completions, + batched=False, + with_indices=True, + remove_columns=columns_to_remove) + + # # filter the dataset a last time based on the lengths of the outputs of the model + # output_length_filtered_dataset = generations_dataset.filter(output_check, + # batched=False, + # with_indices=True) + + ########################################################################### + # Main loop - actually executes the generation pipeline. + # and accumulates the result rows in a list, assumes list is "small"-ish + # and we aren't accumulating any tensors or other memory hogging artifacts + ########################################################################### + if not args.load_prev_generations: + + processed_examples = [] + ds_iterator = iter(generations_dataset) + i = 0 + while i < args.limit_indices: + + ex = next(ds_iterator) + + # log basics to stdout + print(f"#"*80) + print(f"dataset index: {ex['idx']}") + print(f"orig_sample_length: {ex['orig_sample_length']}") + print(f"prompt_length: {ex['prompt_length']}") + print(f"real_completion_length: {ex['real_completion_length']}") + print(f"no_bl_num_tokens_generated: {ex['no_bl_num_tokens_generated']}") + print(f"w_bl_num_tokens_generated: {ex['w_bl_num_tokens_generated']}") + + print(f"\ntruncated_input: ") + print(ex["truncated_input"]) + print(f"\nbaseline_completion: ") + print(ex["baseline_completion"]) + print(f"\nno_bl_output: ") + print(ex["no_bl_output"]) + print(f"\nw_bl_output: ") + print(ex["w_bl_output"]) + print(f"\nno_bl_gen_time: ") + print(ex["no_bl_gen_time"]) + print(f"\nno_bl_sec_per_tok: ") + print(ex["no_bl_sec_per_tok"]) + print(f"\nno_bl_tok_per_sec: ") + print(ex["no_bl_tok_per_sec"]) + print(f"\nw_bl_gen_time: ") + print(ex["w_bl_gen_time"]) + print(f"\nw_bl_sec_per_tok: ") + print(ex["w_bl_sec_per_tok"]) + print(f"\nw_bl_tok_per_sec: ") + print(ex["w_bl_tok_per_sec"]) + + processed_examples.append(ex) + if output_check(ex) == True: + i += 1 + else: + print(f"\nGeneration too short, saving outputs, but not incrementing counter...\n", + f"{i} of {len(processed_examples)} rows were satisfactory so far", + f"current generation overhead ratio: {round(len(processed_examples)/(i+1), 3)}", + f"completed {round(i/args.limit_indices, 2)} of total") + + print(f"#"*80, + f"\nGeneration output length check overhead was num rows processed={len(processed_examples)}", + f"for {args.limit_indices} samples. Ratio: {round(len(processed_examples)/args.limit_indices, 3)}") + + ########################################################################### + # Generation jsonl dumping/loading + ########################################################################### + + gen_table_meta_path = f"{args.output_dir}/gen_table_meta.json" + gen_table_path = f"{args.output_dir}/gen_table.jsonl" + safe_gen_table_path = f"{args.output_dir}/gen_table_safe.jsonl" + + args.gen_table_already_existed = False + + if not args.load_prev_generations: + + if os.path.exists(gen_table_path): + print(f"Found existing generation files at this output dir: {args.output_dir}") + print(f"Writing generations at alternate, safe path and exiting. Note! this only works once. " + f"Safe version will get overwritten next time ... ") + gen_table_path = f"{args.output_dir}/gen_table_safe.jsonl" + args.gen_table_already_existed = True + + gen_table_meta = args.__dict__ + gen_table = processed_examples + + write_jsonlines(gen_table, gen_table_path) + write_json(gen_table_meta,gen_table_meta_path,indent=4) + + if args.gen_table_already_existed: + # finish the wandb run + if not args.no_wandb: run.finish() + return # from main, for safety + else: + print(f"Loading previously generated outputs for evaluation via oracle model and metrics...") + + assert os.path.exists(gen_table_meta_path), f"failed file check for prev generations metadata json file: {gen_table_meta_path}" + assert os.path.exists(gen_table_path), f"failed file check for prev generations jsonl file: {gen_table_path}" + + curr_gen_table_meta = args.__dict__.copy() + prev_gen_table_meta = read_json(gen_table_meta_path) + + assert not prev_gen_table_meta["gen_table_already_existed"], f"failed for safety bc 'gen_table_already_existed' was true in the metadata file in this dir, indicating a possible issue" + assert not os.path.exists(safe_gen_table_path), f"failed for safety bc there is a secondary 'safe' marked file in this dir indicating a possible issue" + + params_to_ignore = ["load_prev_generations","SLURM_JOB_ID","SLURM_ARRAY_JOB_ID","SLURM_ARRAY_TASK_ID"] + for k in params_to_ignore: + del curr_gen_table_meta[k] + del prev_gen_table_meta[k] + assert curr_gen_table_meta == prev_gen_table_meta, "failed safety check that current script params equal the params for the prev generations being loaded" + + # gen_table_meta = argparse.Namespace(**args.__dict__) + gen_table_meta = args + gen_table = [ex for ex in read_jsonlines(gen_table_path)] + + if args.generate_only: + # finish the wandb run + if not args.no_wandb: run.finish() + return # early exit, will reload later for ppl scoring + + # Create a new dataset object either from the loop over examples + # or from the reloaded json lines + + # gen_table_ds = Dataset.from_generator(ex for ex in gen_table) # hack since from_list is newer, and had 2.4.0 + gen_table_ds = Dataset.from_list(gen_table) + + ########################################################################### + # Perplexity (PPL) evaluation + # which is a separate step partially bc it requires a different model on gpu + ########################################################################### + + # Load the oracle model for PPL measurement + # Assume on single GPU and need to free orig model memory for oracle model + if model is not None: + model = model.to(torch.device("cpu")) + del model + + oracle_model_name = args.oracle_model_name + print(f"Loading oracle model: {oracle_model_name}") + + oracle_tokenizer = AutoTokenizer.from_pretrained(oracle_model_name) + oracle_model = AutoModelForCausalLM.from_pretrained(oracle_model_name).to(device) + oracle_model.eval() + + # construct fluency/ppl partial + eval_gen_metrics = partial( + evaluate_generation_fluency, + oracle_model_name=oracle_model_name, + oracle_model=oracle_model, + oracle_tokenizer=oracle_tokenizer + ) + + print(f"Computing metrics on model generations: {gen_table_ds}") + + gen_table_w_metrics_ds = gen_table_ds.map(eval_gen_metrics, batched=False, with_indices=True) + + + print(f"#"*80) + print(f"baseline avg PPL: {mean(gen_table_w_metrics_ds['baseline_ppl'])}") + print(f"baseline avg loss: {mean(gen_table_w_metrics_ds['baseline_loss'])}") + print(f"no_bl avg PPL: {mean(gen_table_w_metrics_ds['no_bl_ppl'])}") + print(f"no_bl avg loss: {mean(gen_table_w_metrics_ds['no_bl_loss'])}") + print(f"w_bl avg PPL: {mean(gen_table_w_metrics_ds['w_bl_ppl'])}") + print(f"w_bl avg loss: {mean(gen_table_w_metrics_ds['w_bl_loss'])}") + + # clear the model just for fun + oracle_model = oracle_model.to(torch.device("cpu")) + del oracle_model + + gen_table_w_metrics_path = f"{args.output_dir}/gen_table_w_metrics.jsonl" + if os.path.exists(gen_table_w_metrics_path): + print(f"Found existing generation files with metrics added at this output dir. Overwriting anyway :\ -> {args.output_dir}") + + gen_table_w_metrics_lst = [ex for ex in gen_table_w_metrics_ds] + write_jsonlines(gen_table_w_metrics_lst, gen_table_w_metrics_path) + + # finish the wandb run + run.finish() + + return + + +if __name__ == "__main__": + + parser = argparse.ArgumentParser(description="Run watermarked huggingface LM generation pipeline") + parser.add_argument( + "--model_name", + type=str, + default="facebook/opt-2.7b", + help="Main model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--dataset_name", + type=str, + default="c4", + help="The name of the dataset to use (via the datasets library).", + ) + parser.add_argument( + "--dataset_config_name", + type=str, + default="realnewslike", + help="The configuration name of the dataset to use (via the datasets library).", + ) + parser.add_argument( + "--shuffle_dataset", + type=str2bool, + default=False, + help="Whether to shuffle the dataset before sampling.", + ) + parser.add_argument( + "--shuffle_seed", + type=int, + default=1234, + help="The seed to use for dataset shuffle op.", + ) + parser.add_argument( + "--shuffle_buffer_size", + type=int, + default=10_000, + help="The buffer size to use for dataset shuffle op - takes n rows first, then shuffles those indices", + ) + parser.add_argument( + "--max_new_tokens", + type=int, + default=100, + help="The number of tokens to generate using the model, and the num tokens removed from real text sample", + ) + parser.add_argument( + "--min_prompt_tokens", + type=int, + default=50, # 500 + help="The number of examples (first N) to process from the dataset.", + ) + parser.add_argument( + "--min_sample_tokens", + type=int, + default=0, + help="The the minimum length of raw prompt samples to consider.", + ) + parser.add_argument( + "--limit_indices", + type=int, + default=5, # 500 + help="The number of examples (first N) to process from the dataset.", + ) + parser.add_argument( + "--input_truncation_strategy", + type=str, + default="completion_length", + choices=["completion_length", "prompt_length"], + help="The strategy to use when tokenizing and truncating raw inputs to make prompts.", + ) + parser.add_argument( + "--input_filtering_strategy", + type=str, + default="completion_length", + choices=["completion_length", "prompt_length", "prompt_and_completion_length"], + help="The strategy to use when tokenizing and truncating raw inputs to make prompts.", + ) + parser.add_argument( + "--output_filtering_strategy", + type=str, + default="no_filter", + choices=["no_filter", "max_new_tokens"], + help=(f"The strategy to use when filtering/skipping rows if the model didn't ", + f"generate enough tokens to facilitate analysis.") + ) + parser.add_argument( + "--initial_seed", + type=int, + default=1234, + help=("The initial seed to use in the blacklist randomization process.", + "Is unused if the process is markov generally. Can be None."), + ) + parser.add_argument( + "--dynamic_seed", + type=str, + default="markov_1", + choices=[None, "initial", "markov_1"], + help="The seeding procedure to use when sampling the blacklist at each step.", + ) + parser.add_argument( + "--bl_proportion", + type=float, + default=0.5, + help="The ratio of blacklist to whitelist tokens when splitting the vocabulary", + ) + parser.add_argument( + "--bl_logit_bias", + type=float, + default=1.0, + help="The amount of bias (absolute) to add to the logits in the whitelist half of the vocabulary at every step", + ) + parser.add_argument( + "--bl_type", + type=str, + default="soft", + choices=["soft", "hard"], + help="The type of blacklisting being performed.", + ) + parser.add_argument( + "--num_beams", + type=int, + default=1, + help="The number of beams to use where '1' is no beam search.", + ) + parser.add_argument( + "--no_repeat_ngram_size", + type=int, + default=0, + # default=8, + help="ngram size to force the model not to generate, can't be too small or model is handicapped, too large and blows up in complexity.", + ) + parser.add_argument( + "--early_stopping", + type=str2bool, + default=False, + help="Whether to use early stopping, only for beam search.", + ) + # parser.add_argument( + # "--hard_min_length", + # type=str2bool, + # default=False, + # help="Whether to use the min length logits processor to force the generations to be max_new_tokens.", + # ) + parser.add_argument( + "--oracle_model_name", + type=str, + default="EleutherAI/gpt-j-6B", + help="PPL scoring, or oracle model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--no_wandb", + type=str2bool, + default=False, + help="Whether to log to wandb.", + ) + parser.add_argument( + "--wandb_project", + type=str, + default="lm-blacklisting", + help="The name of the wandb project.", + ) + parser.add_argument( + "--wandb_entity", + type=str, + default="jwkirchenbauer", + help="The wandb entity/user for the project.", + ) + parser.add_argument( + "--run_name", + type=str, + default=None, + help="The unique name for the run.", + ) + parser.add_argument( + "--output_dir", + type=str, + default="./output", + help="The unique name for the run.", + ) + parser.add_argument( + "--load_prev_generations", + type=str2bool, + default=False, + help=("Whether to run generations or load from a json lines in the output_dir. " + "If True, this file must exist and meta/args must match"), + ) + parser.add_argument( + "--store_bl_ids", + type=str2bool, + default=False, + help=("Whether to store all the blacklists while generating with bl processor. "), + ) + parser.add_argument( + "--store_spike_ents", + type=str2bool, + default=False, + help=("Whether to store the spike entropies while generating with bl processor. "), + ) + parser.add_argument( + "--use_sampling", + type=str2bool, + default=False, + help=("Whether to perform sampling during generation. (non-greedy decoding)"), + ) + parser.add_argument( + "--sampling_temp", + type=float, + default=0.7, + help="The temperature to use when generating using multinom sampling", + ) + parser.add_argument( + "--generate_only", + type=str2bool, + default=False, + help=("Whether to only produce outputs and not evaluate anything like ppl"), + ) + parser.add_argument( + "--all_gas_no_eos", + type=str2bool, + default=False, + help=("Whether to weight the EOS token as -inf"), + ) + + args = parser.parse_args() + + main(args) + diff --git a/lm-watermarking-main/experiments/submitit_utils.py b/lm-watermarking-main/experiments/submitit_utils.py new file mode 100644 index 0000000000000000000000000000000000000000..cd4281af9cd3d685bb095641a4f1c2e7f28e1ef5 --- /dev/null +++ b/lm-watermarking-main/experiments/submitit_utils.py @@ -0,0 +1,79 @@ +# stuff specifically for the sklearn logic +from typing import Mapping +from functools import partial, reduce +import operator + +from itertools import product +import argparse + +############################################################################### +# A grid search convenience class +############################################################################### +class ParameterGrid: + """logic YOINKED from sklearn <3 + def worth just using the lib itself, or something fancier in future for + efficient sampling etc. It's implemented as an iterator interface but thats + probs not necessary""" + + def __init__(self, params): + # we may want to product a few sets of parameters + # independently of eachother, so expects a List[Mapping] + if isinstance(params, Mapping): + self.params = [params] + else: + self.params = params + # removed all checking code soooo make sure your + # param dict is already nice and conforming + + def __iter__(self): + """Iterate over the points in the grid. + Returns + ------- + params : iterator over dict of str to any + Yields dictionaries mapping each estimator parameter to one of its + allowed values. + """ + for p in self.params: + # Always sort the keys of a dictionary, for reproducibility + items = sorted(p.items()) + if not items: + yield {} + else: + keys, values = zip(*items) + for v in product(*values): + params = dict(zip(keys, v)) + yield params + + def __len__(self): + """Number of points on the grid.""" + # Product function that can handle iterables (np.product can't). + product = partial(reduce, operator.mul) + return sum( + product(len(v) for v in p.values()) if p else 1 for p in self.params + ) + +############################################################################### +# little "oneliner" reduce thingy that turns your shallow dict into +# the list [k1, v1, k2, v2, k3, v3 ...] +# and optionally "k1 v1 k2 v2 k3 v3" + +def flatten_dict(dict, to_string=False, sep=" "): + flat_dict = reduce(operator.iconcat,dict.items() , []) + if to_string: + try: + return sep.join([str(elm) for elm in flat_dict]) + except: + raise ValueError(f'Error converting dict={flat_dict} to whitespace joined string') + else: + return flat_dict + + +def str2bool(v): + if isinstance(v, bool): + return v + if v.lower() in ('yes', 'true', 't', 'y', '1'): + return True + elif v.lower() in ('no', 'false', 'f', 'n', '0'): + return False + else: + raise argparse.ArgumentTypeError('Boolean value expected.') \ No newline at end of file diff --git a/lm-watermarking-main/experiments/watermark.py b/lm-watermarking-main/experiments/watermark.py new file mode 100644 index 0000000000000000000000000000000000000000..faecc406f2ef6abfc29c395a80962e5fcf0c4b69 --- /dev/null +++ b/lm-watermarking-main/experiments/watermark.py @@ -0,0 +1,820 @@ +# micro lib to implement the watermarking extensions to LM generation +# as well as utils for eval/validaiton + +from typing import List, Optional, Callable + +import time +import random +import math +import torch +import numpy as np + +from torch import Tensor +from tokenizers import Tokenizer +from transformers import LogitsProcessor, LogitsProcessorList, set_seed + + +def tokenize_and_truncate(example: dict, + completion_length: int = None, + prompt_length: int = None, + hf_model_name: str = None, + tokenizer = None, + model_max_seq_len: int = 4096): + """take hf dataset entry and preprocess it for completion by a model""" + assert hf_model_name is not None, "need model name to know whether to adjust wrt special tokens" + assert "text" in example, "expects 'text' field to be present" + # tokenize + inputs = tokenizer.encode(example["text"], return_tensors="pt", truncation=True, max_length=model_max_seq_len) + example.update({"untruncated_inputs": inputs}) + + if (completion_length is not None) and (prompt_length is None): + # leave at least one token as prefix # FIXME I think plus 1 since 0 is start tok + slice_length = min(inputs.shape[1]-1, completion_length) + elif (prompt_length is not None) and (completion_length is None): + desired_comp_len = (inputs.shape[1]-1) - prompt_length + slice_length = desired_comp_len if desired_comp_len > 0 else 0 + else: + raise ValueError((f"Can only tokenize and truncate based on either the desired prompt length or desired completion length,", + f" but got completion_length:{completion_length},prompt_length:{prompt_length}")) + + # truncate + inputs = inputs[:,:inputs.shape[1]-slice_length] + # logic depending on special tokens for the model + if "t5" in hf_model_name or "T0" in hf_model_name: + inputs[0,-1] = 1 + # else: pass + example.update({"inputs": inputs}) + return example + + +class BlacklistLogitsProcessor(LogitsProcessor): + """ + [`LogitsProcessor`] that enforces that specified sequences will never be sampled. + + Args: + bad_words_ids (`List[List[int]]`): + List of list of token ids that are not allowed to be generated. In order to get the token ids of the words + that should not appear in the generated text, use `tokenizer(bad_words, add_prefix_space=True, + add_special_tokens=False).input_ids`. + eos_token_id (`int`): + The id of the *end-of-sequence* token. + """ + + def __init__(self, + bad_words_ids: List[List[int]], + eos_token_id: int, + vocab: list[int], + vocab_size: int, + bl_proportion: float=0.5, + bl_logit_bias: float=1.0, + bl_type: str = "hard", # "soft" + initial_seed: int=None, + dynamic_seed: str=None, # "initial", "markov_1", None + store_bl_ids: bool=True, + store_spike_ents: bool = False, + noop_blacklist: bool = False, + ): + + self.vocab = vocab + self.vocab_size = vocab_size + self.bl_proportion = bl_proportion + self.bl_logit_bias = bl_logit_bias + self.bl_type = bl_type + + if initial_seed is None: + self.initial_seed = None + assert dynamic_seed != "initial" + else: + random.seed(initial_seed) + self.initial_seed = initial_seed + + self.dynamic_seed = dynamic_seed + + self.eos_token_id = eos_token_id + # self.bad_words_id_length_1 = self._prepare_bad_words(bad_words_ids) + + self.bad_words_mask: Optional[torch.LongTensor] = None + + self.store_bl_ids = store_bl_ids + self.bl_ids = None + + self.store_spike_ents = store_spike_ents + self.spike_entropies = None + + # hack to replace this with an approximation of infinite bias + # so that the expectation coefficient will come out to 1.0 + if self.bl_type == "hard": + self.bl_logit_bias = 10000 # FIXME to a value that is actually close to the largest soft watermark used + + alpha = torch.exp(torch.tensor(self.bl_logit_bias)).item() + # gamma = self.bl_proportion + gamma = 1.0-self.bl_proportion + self.alpha = alpha + self.gamma = gamma + + self.z_value = ((1-gamma)*(alpha-1))/(1-gamma+(alpha*gamma)) + self.expected_wl_coef = (gamma*alpha)/(1-gamma+(alpha*gamma)) + + # catch for overflow when bias is "infinite" + if self.alpha == torch.inf: + self.z_value = 1.0 + self.expected_wl_coef = 1.0 + + self.noop_blacklist = noop_blacklist + if self.noop_blacklist: print(f"Blacklist processor for accounting only, no rescoring of logits") + + self.g_cuda = None + self.large_prime = 15485863 + + @property + def blacklisted_ids(self): + assert self.store_bl_ids, "Need to instantiate processor with `store_bl_ids` to be able to retrieve them later" + # flatten the each indexes blacklist + l_of_bl_ids = [[] for _ in range(len(self.bl_ids))] + for b_idx, batch in enumerate(self.bl_ids): + for l_of_l, seed in batch: + bl_ids = [l[0] for l in l_of_l] # this was the main line, maybe unnecessary now? + l_of_bl_ids[b_idx].append((bl_ids,seed)) + return l_of_bl_ids + + def get_and_clear_stored_bl_ids(self): + old_bl_ids = self.bl_ids + self.bl_ids = None + return old_bl_ids + + def get_spike_entropies(self): + spike_ents = [[] for _ in range(len(self.spike_entropies))] + for b_idx, ent_tensor_list in enumerate(self.spike_entropies): + for ent_tensor in ent_tensor_list: + spike_ents[b_idx].append(ent_tensor.item()) + return spike_ents + + def get_and_clear_stored_spike_ents(self): + spike_ents = self.get_spike_entropies() + self.spike_entropies = None + return spike_ents + + def compute_spike_entropy(self, scores): + # precomputed z value in init + probs = scores.softmax(dim=-1) + denoms = 1+(self.z_value*probs) + renormed_probs = probs / denoms + sum_renormed_probs = renormed_probs.sum() + return sum_renormed_probs + + def __call__(self, input_ids: torch.LongTensor, scores: torch.FloatTensor) -> torch.FloatTensor: + + self.bad_words_id_length_1 = [None for _ in range(input_ids.shape[0])] + + if self.g_cuda is None: + self.g_cuda = torch.Generator(device=input_ids.device) + + for b_idx in range(input_ids.shape[0]): + if self.dynamic_seed == "initial": + self.g_cuda.manual_seed(self.large_prime*self.initial_seed) + elif self.dynamic_seed == "markov_1": + self.g_cuda.manual_seed(self.large_prime*input_ids[b_idx][-1].item()) + elif self.dynamic_seed is None: + # let the rng evolve naturally - this is not a realistic setting + pass + + bl_ct = int(self.vocab_size*self.bl_proportion) + blacklist_ids = torch.randperm(self.vocab_size, device=input_ids.device, generator=self.g_cuda)[:bl_ct] # ty Yuxin :] + + if self.store_bl_ids: + if self.bl_ids is None: self.bl_ids = [[] for _ in range(input_ids.shape[0])] + self.bl_ids[b_idx].append((blacklist_ids,input_ids.tolist()[b_idx][-1])) + + if self.store_spike_ents: + if self.spike_entropies is None: self.spike_entropies = [[] for _ in range(input_ids.shape[0])] + self.spike_entropies[b_idx].append(self.compute_spike_entropy(scores[b_idx])) + + # self.bad_words_id_length_1[b_idx] = self._prepare_bad_words(blacklist_ids) + # this logic may not really be necessary for our usecase + self.bad_words_id_length_1[b_idx] = blacklist_ids + + if not self.noop_blacklist: + self.bad_words_mask = self._calc_curr_bad_word_mask(scores) + scores = self._set_scores_to_inf_for_banned_tokens(scores) + + return scores + + def _prepare_bad_words(self, bad_words_ids: List[List[int]]) -> list[int]: + bad_words_ids = list(filter(lambda bad_token_seq: bad_token_seq != [self.eos_token_id], bad_words_ids)) + return bad_words_ids + # used to have more logic, not used now + + def _calc_curr_bad_word_mask(self, scores: torch.FloatTensor) -> torch.BoolTensor: + bad_words_mask = torch.zeros_like(scores) + for b_idx in range(len(self.bad_words_id_length_1)): + bad_words_mask[b_idx][self.bad_words_id_length_1[b_idx]] = 1 + final_mask = bad_words_mask.bool() + return final_mask + + def _set_scores_to_inf_for_banned_tokens( + self, scores: torch.Tensor + ) -> torch.Tensor: + """ + Modifies the scores in place by setting the banned token positions to `-inf`. Banned token is expected to be a + list of list of banned tokens to ban in the format [[batch index, vocabulary position],... + + Args: + scores: logits distribution of shape (batch size, vocabulary size) + banned_tokens: list of list of tokens to ban of length (batch_size) + # NOTE^^ Omitted logic for dynamic mask based on multi-token ban words + """ + if self.bl_type == "hard": + scores = scores.masked_fill(self.bad_words_mask, -float("inf")) + elif self.bl_type == "soft": + whitelist_mask = torch.logical_not(self.bad_words_mask) + blacklist_mask = self.bad_words_mask + scores[whitelist_mask] = scores[whitelist_mask] + self.bl_logit_bias + # scores[blacklist_mask] = scores[blacklist_mask] - self.bl_logit_bias # additive only + else: + raise NotImplementedError(f"unrecognized bl type {self.bl_type}!") + return scores + + +def score_sequence(inputs: Tensor = None, + outputs: Tensor = None, + tokenizer: Tokenizer = None, + # logits_processor: LogitsProcessor = None, + initial_seed: int = None, + dynamic_seed: str = None, + bl_proportion: float = None, + use_cuda: bool = True, + record_hits: bool = False, + debug: bool = True, + # trim_tokens: int = 2, + ): + + assert (inputs is not None) and \ + (outputs is not None) and \ + (tokenizer is not None),"output tensor, tokenizer, and bl params req'd" + # (logits_processor is not None), + + vocabulary = list(tokenizer.get_vocab().values()) + vocab_size = len(vocabulary) + + model_generations = outputs.tolist()[0] # these are tensors unpack once for speed + # toks_generated = model_generations[num_orig_input_tokens:] + toks_generated = model_generations + num_toks_generated = len(toks_generated) + + # num_toks_to_trim = trim_tokens*2 + # if (num_toks_generated-num_toks_to_trim > 0) == False: + # return -1, -1 + + # assert num_toks_generated > num_toks_to_trim, f"Need more than {num_toks_to_trim} toks total since we trim start and end a bit." + + # toks_generated = toks_generated[trim_tokens:-trim_tokens] + + if initial_seed is not None: + random.seed(initial_seed) + + device = (torch.device("cuda") if use_cuda else torch.device("cpu")) + g_cuda = torch.Generator(device=device) + large_prime = 15485863 + + bl_hits, hit_list = 0, [] + + prev_token = inputs[0][-1].item() + # prev_token = toks_generated[0] # haven't decided whether this edge effect matters + + # for idx,tok_gend in enumerate(toks_generated[1:]): + for idx,tok_gend in enumerate(toks_generated): + + # prev_token = model_generations[num_orig_input_tokens+idx-1] + + if dynamic_seed == "initial": + g_cuda.manual_seed(large_prime*initial_seed) + elif dynamic_seed == "markov_1": + g_cuda.manual_seed(large_prime*prev_token) + elif dynamic_seed is None: + # let the rng evolve naturally - this is not a realistic setting + pass + + bl_ct = int(vocab_size*bl_proportion) + posthoc_blacklist = torch.randperm(vocab_size, device=device, generator=g_cuda)[:bl_ct] # ty Yuxin :] + + tok_in_ph_bl = tok_gend in posthoc_blacklist + if tok_in_ph_bl: + bl_hits += 1 + hit_list.append(True) + else: + hit_list.append(False) + + if debug: + decoded_token = tokenizer.decode(tok_gend, skip_special_tokens=True) + print(f"Token generated: '{decoded_token}' was in the blacklist {tok_in_ph_bl}") + + prev_token = tok_gend + + if debug: + print(f"wl hits / num tokens : {num_toks_generated-bl_hits}/{num_toks_generated} = {(num_toks_generated-bl_hits)/num_toks_generated:.02f}") + print(f"bl hits / num tokens : {bl_hits}/{num_toks_generated} = {bl_hits/num_toks_generated:.02f}") + + if record_hits: + return bl_hits, num_toks_generated, hit_list + # bl_fraction = bl_hits/num_toks_generated + return bl_hits, num_toks_generated + + +def tokenize_for_generation(example: dict, + idx: int, + max_new_tokens: int=None, + min_prompt_tokens: int=None, + hf_model_name : str=None, + tokenizer: Tokenizer=None, + model: torch.nn.Module=None): + + # preprocessing, generation & scoring + assert isinstance(example, dict), "Expect no batch dimension currently!" + + # preprocess for model generation/completion + example = tokenize_and_truncate(example, + completion_length=max_new_tokens, + prompt_length=min_prompt_tokens, + hf_model_name=hf_model_name, + tokenizer=tokenizer, + # model_max_seq_len=model.config.max_position_embeddings) + model_max_seq_len=None) + inputs = example["inputs"] + # for calculating the baseline violation rate across the "gold" completion + untruncated_inputs = example["untruncated_inputs"] + + # decode the preprocessed input to store for audit + re_decoded_input = tokenizer.batch_decode(inputs, skip_special_tokens=True)[0] + example.update({"truncated_input":re_decoded_input}) + + # also decode the original suffix of the input for audit as the baseline + decoded_untruncated_input = tokenizer.batch_decode(untruncated_inputs, skip_special_tokens=True)[0] + example.update({"baseline_completion":decoded_untruncated_input.replace(re_decoded_input,"")}) + + example.update({ + "orig_sample_length" : untruncated_inputs.shape[1], + "prompt_length" : inputs.shape[1], + "real_completion_length" : untruncated_inputs.shape[1] - inputs.shape[1], + }) + return example + + +def generate_completions(example: dict, + idx: int, + max_new_tokens: int=None, + hf_model_name : str=None, + tokenizer: Tokenizer=None, + model: torch.nn.Module=None, + no_bl_partial: Callable=None, + w_bl_partial: Callable=None, + # return_logits: bool=False, + bl_processor_list: LogitsProcessorList=None): + + # preprocessing, generation & scoring + assert isinstance(example, dict), "Expect no batch dimension currently!" + + # # preprocess for model generation/completion + # example = tokenize_and_truncate(example, + # completion_length=max_new_tokens, + # hf_model_name=hf_model_name, + # tokenizer=tokenizer, + # model_max_seq_len=model.config.max_position_embeddings) + # inputs = example["inputs"] + # # for calculating the baseline violation rate across the "gold" completion + # untruncated_inputs = example["untruncated_inputs"] + + # # decode the preprocessed input to store for audit + # re_decoded_input = tokenizer.batch_decode(inputs, skip_special_tokens=True)[0] + # example.update({"truncated_input":re_decoded_input}) + + # # also decode the original suffix of the input for audit as the baseline + # decoded_untruncated_input = tokenizer.batch_decode(untruncated_inputs, skip_special_tokens=True)[0] + # example.update({"baseline_completion":decoded_untruncated_input.replace(re_decoded_input,"")}) + + inputs = example["inputs"] + re_decoded_input = example["truncated_input"] + + # call the vanilla and watermarked generation function wrappers with the preprocessed inputs + with torch.no_grad(): + + samples_taken = 0 + max_retries = 10 + success = False + while (success is False) and (samples_taken < max_retries): + samples_taken += 1 + + # set_seed(1234) # debugging the error when using sampling # leaving this off for now + + start_generation = time.time() + outputs_no_bl = no_bl_partial(inputs.to(model.device)) + example["no_bl_gen_time"] = time.time() - start_generation + + # set_seed(1234) # debugging the error when using sampling + + start_generation = time.time() + outputs_w_bl = w_bl_partial(inputs.to(model.device)) + example["w_bl_gen_time"] = time.time() - start_generation + + # if return_logits: + # output_no_bl_dict = outputs_no_bl + # logits_no_bl = output_no_bl_dict.scores + # outputs_no_bl = output_no_bl_dict.sequences + # example["logits_no_bl"] = logits_no_bl + + # output_w_bl_dict = outputs_w_bl + # logits_w_bl = output_w_bl_dict.scores + # outputs_w_bl = output_w_bl_dict.sequences + # example["logits_w_bl"] = logits_w_bl + + + if bl_processor_list: + if bl_processor_list[0].bl_ids is not None: + example["bl_ids"] = bl_processor_list[0].get_and_clear_stored_bl_ids() + if bl_processor_list[0].spike_entropies is not None: + example["spike_entropies"] = bl_processor_list[0].get_and_clear_stored_spike_ents() + + try: + # decode and store the new generations for auditing + no_bl_decoded_output = tokenizer.batch_decode(outputs_no_bl, skip_special_tokens=True)[0] + example.update({"no_bl_output":no_bl_decoded_output.replace(re_decoded_input,"")}) + + w_bl_decoded_output = tokenizer.batch_decode(outputs_w_bl, skip_special_tokens=True)[0] + example.update({"w_bl_output":w_bl_decoded_output.replace(re_decoded_input,"")}) + + success = True + + except: + # log what happened + print(f"Error while trying to decode the outputs of the model...") + if samples_taken == 1: + print(f"truncated_input: {inputs.tolist()}") + print(f"Result of attempt {samples_taken}") + print(f"shape outputs_no_bl: {outputs_no_bl.shape}") + no_bl_toks = outputs_no_bl.tolist()[0] + print(f"outputs_no_bl: {no_bl_toks}") + print(f"outputs_no_bl min: {min(no_bl_toks)}") + print(f"outputs_no_bl max: {max(no_bl_toks)}") + + print(f"shape outputs_w_bl: {outputs_w_bl.shape}") + w_bl_toks = outputs_w_bl.tolist()[0] + print(f"outputs_w_bl: {w_bl_toks}") + print(f"outputs_w_bl min: {min(w_bl_toks)}") + print(f"outputs_w_bl max: {max(w_bl_toks)}") + + if success is False: + print(f"Unable to get both a no_bl and w_bl output that were decodeable after {samples_taken} tries, returning empty strings.") + example.update({"no_bl_output":""}) + example.update({"w_bl_output":""}) + if bl_processor_list: + if bl_processor_list[0].bl_ids is not None: + example["bl_ids"] = [] + if bl_processor_list[0].spike_entropies is not None: + example["spike_entropies"] = [] + + # Able to get lengths in here by checking + # truncated input shape versus the output shape + + example.update({ + # "baseline_num_tokens_generated" : untruncated_inputs.shape[1] - inputs.shape[1], # want this earlier now + "no_bl_num_tokens_generated" : outputs_no_bl.shape[1] - inputs.shape[1], + "w_bl_num_tokens_generated" : outputs_w_bl.shape[1] - inputs.shape[1] + }) + example.update({ + "no_bl_sec_per_tok" : example["no_bl_gen_time"]/example["no_bl_num_tokens_generated"], + "no_bl_tok_per_sec" : example["no_bl_num_tokens_generated"]/example["no_bl_gen_time"], + "w_bl_sec_per_tok" : example["w_bl_gen_time"]/example["w_bl_num_tokens_generated"], + "w_bl_tok_per_sec" : example["w_bl_num_tokens_generated"]/example["w_bl_gen_time"], + }) + + # now done externally because these persist outside this func + # # remove any fields we don't need to keep + # del example["inputs"] + # del example["untruncated_inputs"] + + return example + + +def compute_bl_metrics(example: dict, + idx: int, + hf_model_name: str = None, + tokenizer: Tokenizer=None, + initial_seed: int = None, + dynamic_seed: str = None, + bl_proportion: float = None, + use_cuda: bool = None, + record_hits: bool = False, + limit_output_tokens: int = 0): + + # if example["idx"] == 3: breakpoint() + # okay need to catch an odd bug here and fix things + baseline_before = example["baseline_completion"] + example["baseline_completion"] = baseline_before.replace(example["truncated_input"][:-1],"") + if example["baseline_completion"] != baseline_before: + print("baseline input replacement bug occurred!") + + no_bl_before = example["no_bl_output"] + example["no_bl_output"] = no_bl_before.replace(example["truncated_input"][:-1],"") + if example["no_bl_output"] != no_bl_before: + print("no_bl_output input replacement bug occurred!") + + w_bl_before = example["w_bl_output"] + example["w_bl_output"] = w_bl_before.replace(example["truncated_input"][:-1],"") + if example["w_bl_output"] != w_bl_before: + print("w_bl_output input replacement bug occurred!") + + if ("w_bl_output_attacked" in example): + w_bl_attacked_before = example["w_bl_output_attacked"] + example["w_bl_output_attacked"] = w_bl_attacked_before.replace(example["truncated_input"][:-1],"") + if example["w_bl_output_attacked"] != w_bl_attacked_before: + print("w_bl_output_attacked input replacement bug occurred!") + + ########## + + # preprocess for model generation/completion + inputs = tokenize_and_truncate({"text":example["truncated_input"]}, + completion_length=0, + hf_model_name=hf_model_name, + tokenizer=tokenizer)["inputs"] + + baseline_outputs = tokenize_and_truncate({"text":example["baseline_completion"]}, + completion_length=0, + hf_model_name=hf_model_name, + tokenizer=tokenizer)["inputs"][:,1:] + + no_bl_outputs = tokenize_and_truncate({"text":example["no_bl_output"]}, + completion_length=0, + hf_model_name=hf_model_name, + tokenizer=tokenizer)["inputs"][:,1:] + + w_bl_outputs = tokenize_and_truncate({"text":example["w_bl_output"]}, + completion_length=0, + hf_model_name=hf_model_name, + tokenizer=tokenizer)["inputs"][:,1:] + if "w_bl_output_attacked" in example: + w_bl_attacked_outputs = tokenize_and_truncate({"text":example["w_bl_output_attacked"]}, + completion_length=0, + hf_model_name=hf_model_name, + tokenizer=tokenizer)["inputs"][:,1:] + else: + w_bl_attacked_outputs = None + + if limit_output_tokens > 0: + example["orig_baseline_completion"] = example["baseline_completion"] + example["orig_real_completion_length"] = example["real_completion_length"] + baseline_outputs = baseline_outputs[:,:limit_output_tokens] + example["real_completion_length"] = baseline_outputs.shape[1] + example["baseline_completion"] = tokenizer.batch_decode(baseline_outputs, skip_special_tokens=True)[0] + + example["orig_no_bl_output"] = example["no_bl_output"] + example["orig_no_bl_num_tokens_generated"] = example["no_bl_num_tokens_generated"] + no_bl_outputs = no_bl_outputs[:,:limit_output_tokens] + example["no_bl_num_tokens_generated"] = no_bl_outputs.shape[1] + example["no_bl_output"] = tokenizer.batch_decode(no_bl_outputs, skip_special_tokens=True)[0] + + example["orig_w_bl_output"] = example["w_bl_output"] + example["orig_w_bl_num_tokens_generated"] = example["w_bl_num_tokens_generated"] + w_bl_outputs = w_bl_outputs[:,:limit_output_tokens] + example["w_bl_num_tokens_generated"] = w_bl_outputs.shape[1] + example["w_bl_output"] = tokenizer.batch_decode(w_bl_outputs, skip_special_tokens=True)[0] + + example["orig_spike_entropies"] = example["spike_entropies"] + example["spike_entropies"] = [example["spike_entropies"][0][:limit_output_tokens]] + + if "w_bl_output_attacked" in example: + # raise NotImplementedError("Havent thought what to do yet for this") + example["orig_w_bl_output_attacked"] = example["w_bl_output_attacked"] + # example["orig_w_bl_attacked_num_tokens_generated"] = example["w_bl_attacked_num_tokens_generated"] + w_bl_attacked_outputs = w_bl_attacked_outputs[:,:limit_output_tokens] + example["w_bl_attacked_num_tokens_generated"] = w_bl_attacked_outputs.shape[1] + example["w_bl_output_attacked"] = tokenizer.batch_decode(w_bl_attacked_outputs, skip_special_tokens=True)[0] + + # score the 3 sequence completions/outputs wrt to bl hits + result = score_sequence(inputs=inputs, + outputs=baseline_outputs, # <-- real text completions + initial_seed=initial_seed, + dynamic_seed=dynamic_seed, + bl_proportion=bl_proportion, + tokenizer=tokenizer, + use_cuda=use_cuda, + record_hits=record_hits, + debug=False) + if record_hits: + bl_hits, num_toks_gend, hit_list = result + else: + bl_hits, num_toks_gend = result + example.update({"baseline_num_toks_gend_eq_0":(num_toks_gend == 0)}) + # if num_toks_gend < 0.99*example["real_completion_length"]: breakpoint() + # if len(hit_list) < 0.99*example["real_completion_length"]: breakpoint() + + if num_toks_gend == 0: + # print("No tokens generated, odd, avoiding div by zero and returning -1's") + wl_frac = -1 + bl_frac = -1 + else: + wl_frac = (num_toks_gend-bl_hits)/num_toks_gend + bl_frac = bl_hits/num_toks_gend + baseline_stats = { + "baseline_whitelist_fraction": wl_frac, + "baseline_blacklist_fraction": bl_frac + } + example.update(baseline_stats) + if record_hits: example.update({"baseline_hit_list":hit_list}) + + result = score_sequence(inputs=inputs, + outputs=no_bl_outputs, # <-- non-blacklisted version + initial_seed=initial_seed, + dynamic_seed=dynamic_seed, + bl_proportion=bl_proportion, + tokenizer=tokenizer, + record_hits=record_hits, + debug=False) + if record_hits: + bl_hits, num_toks_gend, hit_list = result + else: + bl_hits, num_toks_gend = result + example.update({"no_bl_num_toks_gend_eq_0":(num_toks_gend == 0)}) + # if num_toks_gend < 0.99*example["no_bl_num_tokens_generated"]: breakpoint() + # if len(hit_list) < 0.99*example["no_bl_num_tokens_generated"]: breakpoint() + + if num_toks_gend == 0: + # print("No tokens generated, odd, avoiding div by zero and returning -1's") + wl_frac = -1 + bl_frac = -1 + else: + wl_frac = (num_toks_gend-bl_hits)/num_toks_gend + bl_frac = bl_hits/num_toks_gend + no_bl_stats = { + "no_bl_whitelist_fraction": wl_frac, + "no_bl_blacklist_fraction": bl_frac + } + example.update(no_bl_stats) + if record_hits: example.update({"no_bl_hit_list":hit_list}) + + result = score_sequence(inputs=inputs, + outputs=w_bl_outputs, # <-- blacklisted version + initial_seed=initial_seed, + dynamic_seed=dynamic_seed, + bl_proportion=bl_proportion, + tokenizer=tokenizer, + record_hits=record_hits, + # breakpoint_on_hit=True, # banging head against wall + debug=False) + if record_hits: + bl_hits, num_toks_gend, hit_list = result + else: + bl_hits, num_toks_gend = result + example.update({"w_bl_num_toks_gend_eq_0":(num_toks_gend == 0)}) + # if num_toks_gend < 0.99*example["w_bl_num_tokens_generated"]: breakpoint() + # if len(hit_list) < 0.99*example["w_bl_num_tokens_generated"]: breakpoint() + + if num_toks_gend == 0: + # print("No tokens generated, odd, avoiding div by zero and returning -1's") + wl_frac = -1 + bl_frac = -1 + else: + wl_frac = (num_toks_gend-bl_hits)/num_toks_gend + bl_frac = bl_hits/num_toks_gend + w_bl_stats = { + "w_bl_whitelist_fraction": wl_frac, + "w_bl_blacklist_fraction": bl_frac + } + example.update(w_bl_stats) + if record_hits: example.update({"w_bl_hit_list":hit_list}) + + if w_bl_attacked_outputs is not None: + result = score_sequence(inputs=inputs, + outputs=w_bl_attacked_outputs, # <-- blacklisted but attacked version + initial_seed=initial_seed, + dynamic_seed=dynamic_seed, + bl_proportion=bl_proportion, + tokenizer=tokenizer, + record_hits=record_hits, + # breakpoint_on_hit=True, # banging head against wall + debug=False) + if record_hits: + bl_hits, num_toks_gend, hit_list = result + else: + bl_hits, num_toks_gend = result + example.update({"w_bl_attacked_num_toks_gend_eq_0":(num_toks_gend == 0)}) + # if (num_toks_gend-bl_hits)/(num_toks_gend) < 1.0: breakpoint() + + if num_toks_gend == 0: + # print("No tokens generated, odd, avoiding div by zero and returning -1's") + wl_frac = -1 + bl_frac = -1 + else: + wl_frac = (num_toks_gend-bl_hits)/num_toks_gend + bl_frac = bl_hits/num_toks_gend + w_bl_attacked_stats = { + "w_bl_attacked_num_tokens_generated": num_toks_gend, + "w_bl_attacked_whitelist_fraction": wl_frac, + "w_bl_attacked_blacklist_fraction": bl_frac + } + example.update(w_bl_attacked_stats) + if record_hits: example.update({"w_bl_attacked_hit_list":hit_list}) + + return example + + + +def aggregate_bl_stats(example: dict, idx: int, stat_table: dict): + + stat_table["baseline_stats"]["whitelist_fraction"] += example["baseline_stats"]["whitelist_fraction"] + stat_table["baseline_stats"]["blacklist_fraction"] += example["baseline_stats"]["blacklist_fraction"] + + stat_table["w_bl_stats"]["whitelist_fraction"] += example["w_bl_stats"]["whitelist_fraction"] + stat_table["w_bl_stats"]["blacklist_fraction"] += example["w_bl_stats"]["blacklist_fraction"] + + stat_table["no_bl_stats"]["whitelist_fraction"] += example["no_bl_stats"]["whitelist_fraction"] + stat_table["no_bl_stats"]["blacklist_fraction"] += example["no_bl_stats"]["blacklist_fraction"] + + stat_table["num_examples"] += 1 + + return example + + +def compute_ppl_single(prefix_and_output_text = None, + output_text = None, + oracle_model_name = None, + oracle_model = None, + oracle_tokenizer = None): + + with torch.no_grad(): + tokd_prefix = tokenize_and_truncate({"text":prefix_and_output_text}, completion_length=0, hf_model_name=oracle_model_name, tokenizer=oracle_tokenizer, model_max_seq_len=oracle_model.config.max_position_embeddings)["inputs"] + tokd_inputs = tokd_prefix + # if only want to score the "generation" part we need the suffix tokenization length + tokd_suffix = tokenize_and_truncate({"text":output_text}, completion_length=0, hf_model_name=oracle_model_name, tokenizer=oracle_tokenizer, model_max_seq_len=oracle_model.config.max_position_embeddings)["inputs"] + + tokd_inputs = tokd_inputs.to(oracle_model.device) + # make labels, mark if not including all positions + tokd_labels = tokd_inputs.clone().detach() + tokd_labels[:,:tokd_labels.shape[1]-tokd_suffix.shape[1]+1] = -100 + + outputs = oracle_model(input_ids=tokd_inputs, labels=tokd_labels) + loss = outputs.loss # avg CE loss all positions (except -100, TODO plz check that this is working correctly) + ppl = torch.tensor(math.exp(loss)) + + return loss.item(), ppl.item() + + +def evaluate_generation_fluency(example: dict, + idx: int, + oracle_model_name = None, + oracle_model = None, + oracle_tokenizer = None): + + # pull out the required fields from the pipeline results + inputs_plus_baseline_output = f"{example['truncated_input']}{example['baseline_completion']}" + baseline_output = f"{example['baseline_completion']}" + + inputs_plus_no_bl_output = f"{example['truncated_input']}{example['no_bl_output']}" + no_bl_output = f"{example['no_bl_output']}" + + inputs_plus_w_bl_output = f"{example['truncated_input']}{example['w_bl_output']}" + w_bl_output = f"{example['w_bl_output']}" + + # add metrics + loss, ppl = compute_ppl_single(inputs_plus_baseline_output, baseline_output, oracle_model_name, oracle_model, oracle_tokenizer) + example["baseline_loss"] = loss + example["baseline_ppl"] = ppl + loss, ppl = compute_ppl_single(inputs_plus_no_bl_output, no_bl_output, oracle_model_name, oracle_model, oracle_tokenizer) + example["no_bl_loss"] = loss + example["no_bl_ppl"] = ppl + loss, ppl = compute_ppl_single(inputs_plus_w_bl_output, w_bl_output, oracle_model_name, oracle_model, oracle_tokenizer) + example["w_bl_loss"] = loss + example["w_bl_ppl"] = ppl + + # del any temp values + return example + + +def add_idx(example,idx): + example.update({"idx":idx}) + return example + + +def check_input_lengths(example,idx, min_sample_len=0, min_prompt_len=0, min_completion_len=0): + orig_sample_length = example["orig_sample_length"] + prompt_length = example["prompt_length"] + real_completion_length = example["real_completion_length"] + + # breakpoint() + + conds = all([ + orig_sample_length >= min_sample_len, + prompt_length >= min_prompt_len, + real_completion_length >= min_completion_len, + ]) + return conds + + +def check_output_lengths(example,min_output_len=0): + no_bl_output_len = example["no_bl_num_tokens_generated"] + w_bl_output_len = example["w_bl_num_tokens_generated"] + conds = all([ + no_bl_output_len >= min_output_len, + w_bl_output_len >= min_output_len, + ]) + return conds + + diff --git a/lm-watermarking-main/experiments/watermarking_analysis.ipynb b/lm-watermarking-main/experiments/watermarking_analysis.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..c41db5ffc6d1c51f4df91a5ce7337039e0bb167c --- /dev/null +++ b/lm-watermarking-main/experiments/watermarking_analysis.ipynb @@ -0,0 +1,2049 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Watermark Analysis\n", + "\n", + "Notebook for performing analysis and visualization of the effects of watermarking schemes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Basic imports\n", + "import os\n", + "\n", + "from tqdm import tqdm\n", + "from statistics import mean\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import torch\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from matplotlib import rc\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from datasets import load_from_disk" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load the processed dataset/frame" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# save_name = \"analysis_ds_1-19_realnews_1-3_v1\" # in figure\n", + "# save_name = \"analysis_ds_1-21_greedy_redo\" \n", + "# save_name = \"analysis_ds_1-21_greedy_redo_truncated\"\n", + "# save_name = \"analysis_ds_1-23_greedy_gamma_0-25_truncated\" \n", + "# save_name = \"analysis_ds_1-23_greedy_gamma_0-25_0-5_truncated\" # in figure (not 100% sure this is correct, check)\n", + "\n", + "# save_name = \"analysis_ds_1-20_more_attack\" # in figure\n", + "\n", + "# save_name = \"analysis_ds_1-19_realnews_1-3_v1\" # in figure\n", + "# save_name = \"analysis_ds_1-23_en_1-3\"\n", + "save_name = \"analysis_ds_1-23_pile_1-3\"\n", + "\n", + "save_dir = f\"input/{save_name}\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "raw_data = load_from_disk(save_dir)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### convert to pandas df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df = raw_data.to_pandas()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(f\"Orig number of rows: {len(df)}\")\n", + "df.tail()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.columns" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### \"retokenization\" problem \n", + "\n", + "current hypo for what matches this criterion is based on the non 1-to-1 aspect of tokenization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "retok_problematic_rows = df[(df['w_bl_whitelist_fraction'] != -1.0) & (df['w_bl_whitelist_fraction'] != 1.0) & (df['bl_type'] == 'hard')]\n", + "print(f\"Num rows that are hard-blacklisted, and measureable, but still have a non-100% WL fraction: {len(retok_problematic_rows)} out of {len(df[df['bl_type'] == 'hard'])}\")\n", + "# retok_problematic_rows" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Replace or drop the the specially marked -1 rows since these are unmeasureable due to short length" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orig_len = len(df)\n", + "\n", + "# df['no_bl_whitelist_fraction'].mask(df['no_bl_whitelist_fraction'] == -1.0, pd.NA, inplace=True)\n", + "# df['w_bl_whitelist_fraction'].mask(df['w_bl_whitelist_fraction'] == -1.0, pd.NA, inplace=True)\n", + "\n", + "df = df[df[\"no_bl_whitelist_fraction\"] != -1.0]\n", + "df = df[df[\"w_bl_whitelist_fraction\"] != -1.0]\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Drop rows where there weren't enough tokens to measure ppl in one or both of the output cases" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orig_len = len(df)\n", + "# df = df[df[\"no_bl_ppl\"].isna()]\n", + "# df = df[df[\"w_bl_ppl\"].isna()]\n", + "df = df[~(df[\"no_bl_ppl\"].isna() | df[\"w_bl_ppl\"].isna())]\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### drop rows with really large bias, as 100.0 is $\\simeq \\infty$" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orig_len = len(df)\n", + "\n", + "df = df[df[\"bl_logit_bias\"] <= 100.0]\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### drop rows where using sampling but also beam search, not considering at this time" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orig_len = len(df)\n", + "\n", + "# df = df[df[\"bl_hparams\"].apply(lambda tup: (tup[0] == False and tup[2] != 1) or (tup[0] == True and tup[2] == 1) or (tup[0] == False))]\n", + "df = df[((df[\"use_sampling\"]==True) & (df[\"num_beams\"] == 1)) | (df[\"use_sampling\"]==False)]\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### correct the sampling temp column" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.loc[df[\"use_sampling\"]==False,\"sampling_temp\"] = df.loc[df[\"use_sampling\"]==False,\"sampling_temp\"].fillna(0.0)\n", + "df.loc[df[\"use_sampling\"]==True,\"sampling_temp\"] = df.loc[df[\"use_sampling\"]==True,\"sampling_temp\"].fillna(1.0)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### marking the hard blacklist rows as having inf/very large bias\n", + "\n", + "(after the > 100.0 bias drop)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.loc[df[\"bl_type\"]==\"hard\",\"bl_logit_bias\"] = np.inf\n", + "# df.loc[df[\"bl_type\"]==\"hard\",\"bl_logit_bias\"] = 10000 # crosscheck with whats hardcoded in the bl processor" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Rename some parameters" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"delta\"] = df[\"bl_logit_bias\"].values\n", + "df[\"gamma\"] = 1 - df[\"bl_proportion\"].values\n", + "df[\"gamma\"] = df[\"gamma\"].round(3)\n", + "\n", + "df[\"no_bl_act_num_wl_tokens\"] = np.round(df[\"no_bl_whitelist_fraction\"].values*df[\"no_bl_num_tokens_generated\"],1) # round to 1 for sanity\n", + "df[\"w_bl_act_num_wl_tokens\"] = np.round(df[\"w_bl_whitelist_fraction\"].values*df[\"w_bl_num_tokens_generated\"],1) # round to 1 for sanity\n", + "\n", + "df[\"w_bl_std_num_wl_tokens\"] = np.sqrt(df[\"w_bl_var_num_wl_tokens\"].values)\n", + "\n", + "if \"real_completion_length\":\n", + " df[\"baseline_num_tokens_generated\"] = df[\"real_completion_length\"].values\n", + "\n", + "if \"actual_attacked_ratio\" in df.columns:\n", + " df[\"actual_attacked_fraction\"] = df[\"actual_attacked_ratio\"].values*df[\"replace_ratio\"].values\n", + "\n", + "if \"meta\" in df.columns:\n", + " df[\"pile_set_name\"] = df[\"meta\"].apply(lambda dict: dict[\"pile_set_name\"])\n", + "\n", + "df[\"baseline_hit_list_length\"] = df[\"baseline_hit_list\"].apply(len)\n", + "df[\"no_bl_hit_list_length\"] = df[\"no_bl_hit_list\"].apply(len)\n", + "df[\"w_bl_hit_list_length\"] = df[\"w_bl_hit_list\"].apply(len)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# for pile outlier filtering\n", + "df[\"w_bl_space_count\"] = df[\"w_bl_output\"].apply(lambda string: string.count(\" \"))\n", + "df[\"no_bl_space_count\"] = df[\"no_bl_output\"].apply(lambda string: string.count(\" \"))\n", + "df[\"baseline_space_count\"] = df[\"baseline_completion\"].apply(lambda string: string.count(\" \"))\n", + "\n", + "df[\"w_bl_space_frac\"] = df[\"w_bl_space_count\"].values / df[\"w_bl_hit_list_length\"]\n", + "df[\"no_bl_space_frac\"] = df[\"no_bl_space_count\"].values / df[\"no_bl_hit_list_length\"]\n", + "df[\"baseline_space_frac\"] = df[\"baseline_space_count\"].values / df[\"baseline_hit_list_length\"]" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Filter for the generation lengths we want to look at" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orig_len = len(df)\n", + "\n", + "# # main filters\n", + "# # df = df[(df[\"real_completion_length\"] == 200) & (df[\"w_bl_num_tokens_generated\"] == 200)]\n", + "# df = df[(df[\"gamma\"] == 0.1) | (df[\"gamma\"] == 0.25) | (df[\"gamma\"] == 0.5)]\n", + "# df = df[(df[\"delta\"] == 1.0) | (df[\"delta\"] == 2.0) | (df[\"delta\"] == 10.0)]\n", + "# df = df[(df[\"use_sampling\"] == True)]\n", + "# df = df[(df[\"bl_type\"] == \"soft\")]\n", + "\n", + "# df = df[(df[\"real_completion_length\"] == 200) & (df[\"no_bl_num_tokens_generated\"] == 200) & (df[\"w_bl_num_tokens_generated\"] == 200)] # now also applies to the truncated version\n", + "# df = df[(df[\"no_bl_num_tokens_generated\"] >= 500) & (df[\"w_bl_num_tokens_generated\"] >= 500)] # all gas noop\n", + "\n", + "# # # attack specific\n", + "# df = df[(df[\"real_completion_length\"] == 200) & (df[\"no_bl_num_tokens_generated\"] == 200) & (df[\"w_bl_num_tokens_generated\"] == 200)]\n", + "# df = df[(df[\"replace_ratio\"] <= 0.7)]\n", + "\n", + "# NOTE pile only\n", + "df = df[df[\"w_bl_space_frac\"] <= 0.9]\n", + "df = df[df[\"no_bl_space_frac\"] <= 0.9]\n", + "# df = df[df[\"pile_set_name\"] != \"Github\"]\n", + "\n", + "upper_T = 205\n", + "lower_T = 195\n", + "df = df[(df[\"baseline_hit_list_length\"] >= lower_T) & (df[\"no_bl_hit_list_length\"] >= lower_T) & (df[\"w_bl_hit_list_length\"] >= lower_T)] # now also applies to the truncated version\n", + "df = df[(df[\"baseline_hit_list_length\"] <= upper_T) & (df[\"no_bl_hit_list_length\"] <= upper_T) & (df[\"w_bl_hit_list_length\"] <= upper_T)] # now also applies to the truncated version\n", + "\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Add z-scores (convert the raw watermark measurement, fraction, to a z-score )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from math import sqrt\n", + "import scipy.stats\n", + "def compute_z_score(observed_wl_frac, T, gamma):\n", + " numer = observed_wl_frac - gamma\n", + " denom = sqrt(gamma*(1-gamma)/T)\n", + " z = numer/denom\n", + " return z\n", + "\n", + "def compute_wl_for_z(z, T, gamma):\n", + " denom = sqrt(gamma*(1-gamma)/T)\n", + " numer = ((z*denom)+gamma)*T\n", + " return numer\n", + "\n", + "def compute_p_value(z):\n", + " p_value = scipy.stats.norm.sf(abs(z))\n", + " return p_value\n", + "\n", + "df[\"baseline_z_score\"] = df[[\"baseline_whitelist_fraction\", \"baseline_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "df[\"no_bl_z_score\"] = df[[\"no_bl_whitelist_fraction\", \"no_bl_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "df[\"w_bl_z_score\"] = df[[\"w_bl_whitelist_fraction\", \"w_bl_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "\n", + "if \"w_bl_attacked_whitelist_fraction\" in df.columns:\n", + " df[\"w_bl_attacked_z_score\"] = df[[\"w_bl_attacked_whitelist_fraction\", \"w_bl_attacked_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# if attacked in df\n", + "if \"w_bl_attacked_whitelist_fraction\" in df.columns:\n", + " df[\"w_bl_attacked_act_num_wl_tokens\"] = np.round(df[\"w_bl_attacked_whitelist_fraction\"].values*df[\"w_bl_attacked_num_tokens_generated\"],1) # round to 1 for sanity\n", + "\n", + " df[\"w_bl_attacked_z_score\"] = df[[\"w_bl_attacked_whitelist_fraction\", \"w_bl_attacked_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "\n", + " df[[\"bl_proportion\",\"w_bl_attacked_whitelist_fraction\", \"w_bl_attacked_num_tokens_generated\",\"w_bl_attacked_act_num_wl_tokens\", \"w_bl_attacked_z_score\"]]" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Prepare groupby (decide which hyperparameters to groups the rows by)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# groupby_fields = ['num_beams', 'max_new_tokens']\n", + "# groupby_fields = ['use_sampling','num_beams', 'max_new_tokens']\n", + "# groupby_fields = ['use_sampling','num_beams', 'max_new_tokens', 'bl_logit_bias']\n", + "# groupby_fields = ['use_sampling','num_beams', 'max_new_tokens', 'bl_type','bl_logit_bias']\n", + "# groupby_fields = ['use_sampling','sampling_temp','num_beams', 'max_new_tokens', 'bl_type','bl_logit_bias']\n", + "# groupby_fields = ['use_sampling','sampling_temp','num_beams', 'max_new_tokens', 'bl_type','bl_logit_bias','bl_proportion']\n", + "# groupby_fields = ['use_sampling','num_beams','bl_type','bl_logit_bias','bl_proportion']\n", + "\n", + "if \"w_bl_attacked_whitelist_fraction\" in df.columns: \n", + " groupby_fields = ['use_sampling','num_beams','gamma','delta', 'replace_ratio'] # attack grouping\n", + "else:\n", + " groupby_fields = ['use_sampling','num_beams','delta','gamma'] # regular grouping\n", + " # groupby_fields = ['use_sampling','delta','gamma'] # regular grouping, but no beam variation\n", + " # groupby_fields = ['delta','gamma'] # regular grouping, but no beam variation, and all sampling" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### narrowing in on IQ range (not generally used)\n", + "\n", + "(removing outliers by subsetting to rows near the mean etc.)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# tmp_grped_25 = df.groupby(groupby_fields, as_index= False)['avg_spike_entropy'].quantile(q=0.25).rename(columns={'avg_spike_entropy': 'avg_spike_entropy_25th'})\n", + "# tmp_grped_50 = df.groupby(groupby_fields, as_index= False)['avg_spike_entropy'].quantile(q=0.5).rename(columns={'avg_spike_entropy': 'avg_spike_entropy_50th'})\n", + "# tmp_grped_75 = df.groupby(groupby_fields, as_index= False)['avg_spike_entropy'].quantile(q=0.75).rename(columns={'avg_spike_entropy': 'avg_spike_entropy_75th'})\n", + "# df = df.merge(tmp_grped_25, on = groupby_fields)\n", + "# df = df.merge(tmp_grped_50, on = groupby_fields)\n", + "# df = df.merge(tmp_grped_75, on = groupby_fields)\n", + "\n", + "# # tmp_grped_mean = df.groupby(groupby_fields, as_index= False)['avg_spike_entropy'].mean().rename(columns={'avg_spike_entropy': 'avg_spike_entropy_mean'})\n", + "# # tmp_grped_median = df.groupby(groupby_fields, as_index= False)['avg_spike_entropy'].median().rename(columns={'avg_spike_entropy': 'avg_spike_entropy_median'})\n", + "# # df = df.merge(tmp_grped_mean, on = groupby_fields)\n", + "# # df = df.merge(tmp_grped_median, on = groupby_fields)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# # eps = 0.001\n", + "# eps = 0.005\n", + "# df[\"avg_spike_entropy_mean_minus_eps\"] = df['avg_spike_entropy_mean']-eps\n", + "# df[\"avg_spike_entropy_mean_plus_eps\"] = df['avg_spike_entropy_mean']+eps\n", + "\n", + "# df[\"avg_spike_entropy_median_minus_eps\"] = df['avg_spike_entropy_median']-eps\n", + "# df[\"avg_spike_entropy_median_plus_eps\"] = df['avg_spike_entropy_median']+eps\n", + "# print(df.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# # df[[\"avg_spike_entropy_25th\",\"avg_spike_entropy_75th\"]]\n", + "# df[[\"avg_spike_entropy_mean_minus_eps\",\"avg_spike_entropy_mean\",\"avg_spike_entropy_mean_plus_eps\"]]\n", + "# df[[\"avg_spike_entropy_median_minus_eps\",\"avg_spike_entropy_median\",\"avg_spike_entropy_median_plus_eps\"]]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# orig_len = len(df)\n", + "\n", + "# subdf = df[(df[\"avg_spike_entropy\"] >= df[\"avg_spike_entropy_25th\"]) & (df[\"avg_spike_entropy\"] <= df[\"avg_spike_entropy_75th\"])]\n", + "\n", + "# # subdf = df[(df[\"avg_spike_entropy\"] >= df[\"avg_spike_entropy_mean_minus_eps\"]) & (df[\"avg_spike_entropy\"] <= df[\"avg_spike_entropy_mean_plus_eps\"])]\n", + "# # subdf = df[(df[\"avg_spike_entropy\"] >= df[\"avg_spike_entropy_mean_minus_eps\"]) & (df[\"avg_spike_entropy\"] <= df[\"avg_spike_entropy_mean_plus_eps\"])]\n", + "\n", + "# print(f\"Dropped {orig_len-len(subdf)} rows, new len {len(subdf)}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# subdf.groupby(groupby_fields)['avg_spike_entropy'].describe()\n", + "# df.groupby(groupby_fields)['avg_spike_entropy'].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# df = subdf" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Perform the groupby (group rows by their hyperparameter settings)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "grouped_df = df.groupby(groupby_fields)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(f\"Number of rows after filtering: {len(df)}\")\n", + "print(f\"Number of groups: {len(grouped_df)}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Loop to compute \"confusion matrix\" (TPR,FPR etc.) at some z scores for tabulation (Table 2 & 8)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sklearn.metrics as metrics\n", + "\n", + "def reject_null_hypo(z_score=None,cuttoff=None):\n", + " return z_score > cuttoff\n", + "\n", + "records = []\n", + "\n", + "for group_params in tqdm(list(grouped_df.groups.keys())):\n", + " sub_df = grouped_df.get_group(group_params)\n", + " grp_size = len(sub_df)\n", + "\n", + " # baseline_z_scores = sub_df[\"baseline_z_score\"].values\n", + " # w_bl_z_scores = sub_df[\"w_bl_z_score\"].values\n", + " # all_scores = np.concatenate([baseline_z_scores,w_bl_z_scores])\n", + "\n", + " # baseline_labels = np.zeros_like(baseline_z_scores)\n", + " # attacked_labels = np.ones_like(w_bl_z_scores)\n", + " # all_labels = np.concatenate([baseline_labels,attacked_labels])\n", + "\n", + " # fpr, tpr, thresholds = metrics.roc_curve(all_labels, all_scores, pos_label=1)\n", + " # roc_auc = metrics.auc(fpr, tpr)\n", + " record = {k:v for k,v in zip(groupby_fields,group_params)}\n", + "\n", + " for thresh in [4.0,5.0]:\n", + " \n", + " record[\"count\"] = grp_size\n", + " record[f\"baseline_fpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"baseline_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"baseline_tnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"baseline_z_score\"],cuttoff=thresh)).sum() / grp_size\n", + " record[f\"no_bl_fpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"no_bl_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"no_bl_tnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"no_bl_z_score\"].values,cuttoff=thresh)).sum() / grp_size\n", + " record[f\"w_bl_tpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"w_bl_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"w_bl_fnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"w_bl_z_score\"].values,cuttoff=thresh)).sum() / grp_size\n", + "\n", + " if \"w_bl_attacked_z_score\" in sub_df.columns:\n", + " record[f\"w_bl_attacked_tpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"w_bl_attacked_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"w_bl_attacked_fnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"w_bl_attacked_z_score\"].values,cuttoff=thresh)).sum() / grp_size\n", + "\n", + " records.append(record)\n", + "\n", + " # # df[f\"baseline_fp_at_{thresh}\"] = reject_null_hypo(z_score=df[\"baseline_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"baseline_tn_at_{thresh}\"] = ~reject_null_hypo(z_score=df[\"baseline_z_score\"],cuttoff=thresh)\n", + " # # df[f\"no_bl_fp_at_{thresh}\"] = reject_null_hypo(z_score=df[\"no_bl_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"no_bl_tn_at_{thresh}\"] = ~reject_null_hypo(z_score=df[\"no_bl_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"w_bl_tp_at_{thresh}\"] = reject_null_hypo(z_score=df[\"w_bl_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"w_bl_fn_at_{thresh}\"] = ~reject_null_hypo(z_score=df[\"w_bl_z_score\"].values,cuttoff=thresh)\n", + "\n", + "\n", + "roc_df = pd.DataFrame.from_records(records)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# thresh = 6.0\n", + "# thresh = 5.0\n", + "std_threshes = [4.0, 5.0] #, 6.0]\n", + "# std_threshes = [4.0]\n", + "\n", + "# roc_df[\"params\"] = roc_df.index.to_list()\n", + "\n", + "# columns = [\"num_beams\", \"delta\", \"gamma\", \"count\"]\n", + "# columns = [\"delta\", \"gamma\", \"count\"]\n", + "columns = [\"use_sampling\",\"delta\", \"gamma\", \"count\"]\n", + "# columns = [\"use_sampling\", \"replace_ratio\", \"count\"]\n", + "\n", + "for thresh in std_threshes:\n", + " # columns += [f\"baseline_fpr_at_{thresh}\",f\"no_bl_fpr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\"]\n", + " # columns += [f\"baseline_fpr_at_{thresh}\",f\"baseline_tnr_at_{thresh}\",f\"no_bl_fpr_at_{thresh}\",f\"no_bl_tnr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fn_at_{thresh}\"]\n", + "\n", + "\n", + " # columns += [f\"baseline_fpr_at_{thresh}\",f\"baseline_tnr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fnr_at_{thresh}\"]\n", + " \n", + " if f\"w_bl_attacked_fnr_at_{thresh}\" in roc_df.columns:\n", + " columns += [f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fnr_at_{thresh}\"]\n", + " columns += [f\"w_bl_attacked_tpr_at_{thresh}\",f\"w_bl_attacked_fnr_at_{thresh}\"] # if attack\n", + " else:\n", + " columns += [f\"baseline_fpr_at_{thresh}\",f\"baseline_tnr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fnr_at_{thresh}\"]\n", + "\n", + "# filter ot not\n", + "sub_df = roc_df[(roc_df[\"use_sampling\"] == True) & ((roc_df[\"delta\"] == 1.0) | (roc_df[\"delta\"] == 2.0) | (roc_df[\"delta\"] == 5.0)) & ((roc_df[\"gamma\"] == 0.25) |(roc_df[\"gamma\"] == 0.5) )]\n", + "# sub_df = roc_df[(roc_df[\"use_sampling\"] == False) & ((roc_df[\"delta\"] == 1.0) | (roc_df[\"delta\"] == 2.0) | (roc_df[\"delta\"] == 5.0)) & ((roc_df[\"gamma\"] == 0.25) |(roc_df[\"gamma\"] == 0.5) ) & (roc_df[\"num_beams\"] == 8)]\n", + "# sub_df = roc_df[(roc_df[\"replace_ratio\"] == 0.1) | (roc_df[\"replace_ratio\"] == 0.3) | (roc_df[\"replace_ratio\"] == 0.5) | (roc_df[\"replace_ratio\"] == 0.7)]\n", + "# sub_df = roc_df[(roc_df[\"num_beams\"] == 8)]\n", + "# sub_df = roc_df\n", + "\n", + "# sub_df.sort_values(\"delta\")[columns]\n", + "# sub_df.sort_values(\"num_beams\")[columns]\n", + "sub_df.sort_values(by=[\"delta\",\"gamma\"],ascending=[True, False])[columns]" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### write tables to latex" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# print(roc_df[columns].drop([\"count\"],axis=1).sort_values(\"gamma\").round(3).to_latex(index=False))\n", + "# print(roc_df[columns].drop([\"count\"],axis=1).sort_values(\"delta\").round(3).to_latex(index=False))\n", + "# print(roc_df[columns].drop([\"count\"],axis=1).sort_values(\"num_beams\").round(3).to_latex(index=False))\n", + "\n", + "# print(sub_df.sort_values(by=[\"delta\",\"gamma\"],ascending=[True, False])[columns].round(3).to_latex(index=False))\n", + "# print(sub_df.sort_values(\"num_beams\")[columns].round(3).to_latex(index=False))" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# ROC: No Attack (figure 4)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.clf()\n", + "plt.figure(constrained_layout=True)\n", + "plt.figure(figsize=(5, 4))\n", + "\n", + "import sklearn.metrics as metrics\n", + "\n", + "zoom = False\n", + "# zoom = True\n", + "\n", + "beam_search = None\n", + "# beam_search = 1\n", + "# beam_search = 4\n", + "# beam_search = 8\n", + "\n", + "deltas = [1.0,2.0,5.0,10.0]\n", + "# gammas = [0.25, 0.5]\n", + "gammas = [0.25]\n", + "# gammas = [0.5]\n", + "\n", + "# deltas = [1.0,2.0,5.0,10.0]\n", + "# gammas = [0.1,0.5]\n", + "\n", + "groups = []\n", + "names = []\n", + "for d in deltas:\n", + " for g in gammas:\n", + " if beam_search:\n", + " groups.append((False, beam_search, d, g))\n", + " else:\n", + " groups.append((True, 1, d, g))\n", + " names.append(f\"$\\delta:{d},\\gamma:{g}$\")\n", + "groups=groups[::-1]\n", + "names=names[::-1]\n", + "\n", + "# Make colormap\n", + "import matplotlib.pyplot as plt\n", + "viridis = plt.colormaps['viridis'].resampled(len(groups)+1) \n", + "cmap = viridis.colors[:len(groups)][::-1]\n", + "\n", + "# plot different parameter levels\n", + "for i,(group,name) in enumerate(zip(groups,names)):\n", + "\n", + " baseline_z_scores = grouped_df.get_group(group)[\"baseline_z_score\"].values\n", + " w_bl_z_scores = grouped_df.get_group(group)[\"w_bl_z_score\"].values\n", + " all_scores = np.concatenate([baseline_z_scores,w_bl_z_scores])\n", + "\n", + " baseline_labels = np.zeros_like(baseline_z_scores)\n", + " attacked_labels = np.ones_like(w_bl_z_scores)\n", + " all_labels = np.concatenate([baseline_labels,attacked_labels])\n", + "\n", + " fpr, tpr, thresholds = metrics.roc_curve(all_labels, all_scores, pos_label=1)\n", + " roc_auc = metrics.auc(fpr, tpr)\n", + "\n", + " plt.plot(fpr, tpr, color=cmap[i], label = f'{name}, AUC:%0.3f, PPL:{round(grouped_df[\"w_bl_ppl\"].describe().loc[group][\"mean\"],1)}' % roc_auc, linewidth=3)\n", + "\n", + "if \"w_bl_attacked_ppl\" in df.columns:\n", + " pass\n", + "else:\n", + " # # vanilla ppl value\n", + " plt.scatter([-1],[-1],label=f' $\\delta=0$, PPL: {round(grouped_df[\"no_bl_ppl\"].describe().loc[groups,\"mean\"].mean(),1)}', color=\"white\")\n", + "\n", + "if zoom:\n", + " if not \"w_bl_attacked_ppl\" in df.columns:\n", + " plt.legend(loc = 'lower right', fontsize = 12)\n", + " plt.xscale(\"log\")\n", + " # plt.yscale(\"log\")\n", + " plt.xlim([0, 1])\n", + " plt.ylim([0.5, 1])\n", + " plot_name = (\"roc_auc_zoom\" if not beam_search else f\"roc_auc_zoom_greedy_beams_{beam_search}\")\n", + "\n", + "else:\n", + " if \"w_bl_attacked_ppl\" in df.columns:\n", + " plt.legend(loc = 'lower right', fontsize = 12)\n", + " plt.plot([0, 1], [0, 1],'r--')\n", + " plt.xlim([0, 1])\n", + " plt.ylim([0, 1])\n", + " plot_name = (\"roc_auc\" if not beam_search else f\"roc_auc_greedy_beams_{beam_search}\")\n", + "\n", + "plt.ylabel('True Positive Rate', fontsize = 12)\n", + "plt.xlabel('False Positive Rate', fontsize = 12)\n", + "\n", + "print(plot_name)\n", + "\n", + "# fname = f\"figs/{plot_name}.pdf\"\n", + "# plt.savefig(fname, format=\"pdf\")\n", + "\n", + "plt.show()" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "# ROC: Attack (figure 6)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sklearn.metrics as metrics\n", + "\n", + "plt.clf()\n", + "plt.figure(constrained_layout=True)\n", + "plt.figure(figsize=(5, 4))\n", + "\n", + "# attack_budgets = [0.1,0.2,0.3,0.4,0.5,0.6,0.7]\n", + "attack_budgets = [0.1,0.3,0.5,0.7]\n", + "groups = [(True, 1, 0.5, 2.0, budget) for budget in attack_budgets]\n", + "beams = False\n", + "# groups = [(False, 8, 0.5, 2.0, budget) for budget in attack_budgets]\n", + "# beams = True\n", + "\n", + "names = [f\"$\\epsilon={eps}$\" for eps in attack_budgets]\n", + "\n", + "# Make colormap\n", + "import matplotlib.pyplot as plt\n", + "viridis = plt.colormaps['viridis'].resampled(len(groups)+1+1) # attack\n", + "cmap = viridis.colors[:len(groups)+1][::-1]\n", + "\n", + "# plot original\n", + "group = groups[0] # any will do\n", + "baseline_z_scores = grouped_df.get_group(group)[\"baseline_z_score\"].values\n", + "baseline_labels = np.zeros_like(baseline_z_scores)\n", + "\n", + "orig_watermark_z_scores = grouped_df.get_group(group)[\"w_bl_z_score\"].values\n", + "watermark_labels = np.ones_like(orig_watermark_z_scores)\n", + "\n", + "all_scores = np.concatenate([baseline_z_scores,orig_watermark_z_scores])\n", + "all_labels = np.concatenate([baseline_labels,watermark_labels])\n", + "\n", + "fpr, tpr, thresholds = metrics.roc_curve(all_labels, all_scores, pos_label=1)\n", + "roc_auc = metrics.auc(fpr, tpr)\n", + "\n", + "plt.plot(fpr, tpr, color=cmap[0], label = f'unattacked, AUC:%0.3f, PPL:{round(grouped_df[\"w_bl_ppl\"].describe().loc[group][\"mean\"],1)}' % roc_auc, linewidth=3)\n", + "\n", + "# plot different attack levels\n", + "for i,(group,name) in enumerate(zip(groups,names)):\n", + "\n", + " baseline_z_scores = grouped_df.get_group(group)[\"baseline_z_score\"].values\n", + " attacked_z_scores = grouped_df.get_group(group)[\"w_bl_attacked_z_score\"].values\n", + " all_scores = np.concatenate([baseline_z_scores,attacked_z_scores])\n", + "\n", + " baseline_labels = np.zeros_like(baseline_z_scores)\n", + " attacked_labels = np.ones_like(attacked_z_scores)\n", + " all_labels = np.concatenate([baseline_labels,attacked_labels])\n", + "\n", + " fpr, tpr, thresholds = metrics.roc_curve(all_labels, all_scores, pos_label=1)\n", + " roc_auc = metrics.auc(fpr, tpr)\n", + "\n", + " plt.plot(fpr, tpr, color=cmap[i+1], label = f'{name}, AUC:%0.3f, PPL:{round(grouped_df[\"w_bl_attacked_ppl\"].describe().loc[group][\"mean\"],1)}' % roc_auc, linewidth=3)\n", + "\n", + "if \"w_bl_attacked_ppl\" in df.columns:\n", + " pass\n", + "else:\n", + " # # vanilla ppl value\n", + " plt.scatter([-1],[-1],label=f' $\\delta=0$, PPL: {round(grouped_df[\"no_bl_ppl\"].describe().loc[groups,\"mean\"].mean(),1)}', color=\"white\")\n", + "\n", + "zoom = False\n", + "# zoom = True\n", + "if zoom:\n", + " if not \"w_bl_attacked_ppl\" in df.columns:\n", + " plt.legend(loc = 'lower right')\n", + " plt.xscale(\"log\")\n", + " # plt.yscale(\"log\")\n", + " plt.xlim([0, 1])\n", + " plt.ylim([0.5, 1])\n", + " if \"w_bl_attacked_ppl\" in df.columns:\n", + " plot_name = \"roc_auc_untargeted_attack_no_beams_zoom\"\n", + " # plot_name = \"roc_auc_untargeted_attack_with_beams_zoom\"\n", + " else:\n", + " plot_name = \"roc_auc_zoom\"\n", + "else:\n", + " if \"w_bl_attacked_ppl\" in df.columns:\n", + " plt.legend(loc = 'lower right',fontsize = 9)\n", + " plt.plot([0, 1], [0, 1],'r--')\n", + " plt.xlim([0, 1])\n", + " plt.ylim([0, 1])\n", + " if \"w_bl_attacked_ppl\" in df.columns:\n", + " if beams: plot_name = \"roc_auc_untargeted_attack_w_beams\"\n", + " if not beams: plot_name = \"roc_auc_untargeted_attack_no_beams\"\n", + " else:\n", + " plot_name = \"roc_auc\"\n", + "\n", + "plt.ylabel('True Positive Rate')\n", + "plt.xlabel('False Positive Rate')\n", + "\n", + "print(plot_name)\n", + "\n", + "# fname = f\"figs/{plot_name}.pdf\"\n", + "# plt.savefig(fname, format=\"pdf\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Z vs T (figure 3)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.clf()\n", + "plt.figure(constrained_layout=True)\n", + "plt.figure(figsize=(5, 4))\n", + "\n", + "# save_fig = True\n", + "save_fig = False\n", + "\n", + "z_scores = True\n", + "# z_scores = False\n", + "\n", + "beam_search = None\n", + "# beam_search = 1\n", + "# beam_search = 4\n", + "# beam_search = 8\n", + "\n", + "ablate = \"delta\"\n", + "delta_gammas = [\n", + " # (0.5,0.25),\n", + " # (1.0,0.25),\n", + " # (2.0,0.25),\n", + " # (5.0,0.25),\n", + " # (10.0,0.25),\n", + " (0.5,0.5),\n", + " (1.0,0.5),\n", + " (2.0,0.5),\n", + " (5.0,0.5),\n", + " (10.0,0.5),\n", + "]\n", + "# ablate = \"gamma\"\n", + "# delta_gammas = [\n", + "# # (5.0,0.9),\n", + "# # (5.0,0.75),\n", + "# # (5.0,0.5),\n", + "# # (5.0,0.25),\n", + "# # (5.0,0.1),\n", + "# (2.0,0.9),\n", + "# (2.0,0.75),\n", + "# (2.0,0.5),\n", + "# (2.0,0.25),\n", + "# (2.0,0.1),\n", + "# ]\n", + "# if not z_scores: delta_gammas = delta_gammas[::-1]\n", + "\n", + "groups = []\n", + "names = []\n", + "\n", + "for d,g in delta_gammas:\n", + " if beam_search:\n", + " groups.append((False, beam_search, d, g))\n", + " else:\n", + " groups.append((True, 1, d, g))\n", + " names.append(f\"$\\delta:{d},\\gamma:{g}$\")\n", + "\n", + "groups=groups[::-1]\n", + "names=names[::-1]\n", + "\n", + "\n", + "axis_max_t = 200\n", + "\n", + "max_t = None\n", + "# max_t = 200\n", + "# max_t = 100\n", + "# max_t = 50\n", + "\n", + "# Make colormap\n", + "import matplotlib.pyplot as plt\n", + "viridis = plt.colormaps['viridis'].resampled(len(groups)+1) \n", + "cmap = viridis.colors[:len(groups)][::-1]\n", + "\n", + "for grp_idx,(group, name) in enumerate(zip(groups, names)):\n", + "\n", + " delta, gamma = group[-2],group[-1]\n", + "\n", + " # this is the series of bools corresponding to token at T being in whitelist\n", + " w_bl_hit_list = grouped_df.get_group(group)[\"w_bl_hit_list\"].to_list()\n", + "\n", + " lengths = [len(l) for l in w_bl_hit_list]\n", + " diff_lengths = set(lengths) \n", + " counter = {}\n", + " for l in lengths:\n", + " if counter.get(l):\n", + " counter[l] += 1\n", + " else:\n", + " counter[l] = 1\n", + " if max_t:\n", + " min_length = min(min(diff_lengths),max_t)\n", + " max_t = min_length\n", + " else:\n", + " min_length = min(diff_lengths)\n", + " w_bl_hit_list = [l[:min_length] for l in w_bl_hit_list]\n", + "\n", + " # wl_hit_matrix = ~np.matrix(w_bl_hit_list)\n", + " wl_hit_matrix = (~torch.tensor(w_bl_hit_list, dtype=bool)).to(torch.float)\n", + " # wl_hit_matrix\n", + "\n", + " n = wl_hit_matrix.shape[0]\n", + "\n", + " if max_t:\n", + " t_values = torch.arange(0,max_t)\n", + " indices = torch.arange(0,max_t)\n", + " else:\n", + " t_values = torch.arange(0,wl_hit_matrix.shape[1])\n", + " indices = torch.arange(0,wl_hit_matrix.shape[1])\n", + " # print(t_values[:10])\n", + "\n", + " avg_cumulative = list()\n", + " std_cumulative = list()\n", + " prc_25_cumulative = list()\n", + " prc_50_cumulative = list()\n", + " prc_75_cumulative = list()\n", + "\n", + " prc_25_seq_indices = list()\n", + "\n", + " for idx in indices:\n", + "\n", + " hits_upto_t = wl_hit_matrix[:,:idx+1]\n", + " cumulative_sum_to_t = hits_upto_t.sum(axis=1)\n", + " wl_frac_at_t = cumulative_sum_to_t/(t_values[idx]+1)\n", + " \n", + " if z_scores:\n", + " wl_z_score_at_t = compute_z_score(wl_frac_at_t, t_values[idx], gamma)\n", + " avg_at_t = torch.mean(wl_z_score_at_t,axis=0)\n", + " std_at_t = torch.std(wl_z_score_at_t,axis=0)\n", + " prc_25_at_t = torch.quantile(wl_z_score_at_t,q=0.25,axis=0)\n", + " prc_50_at_t = torch.quantile(wl_z_score_at_t,q=0.50,axis=0)\n", + " prc_75_at_t = torch.quantile(wl_z_score_at_t,q=0.75,axis=0)\n", + "\n", + " if gamma == 0.9: # and idx > 20 and idx < 90:\n", + " pcen=np.quantile(wl_z_score_at_t,0.75,interpolation='nearest')\n", + " i_near=abs(wl_z_score_at_t-pcen).argmin()\n", + " # prc_25_seq_indices.append((i_near.item(),pcen))\n", + " prc_25_seq_indices.append((i_near.item()))\n", + " else:\n", + " avg_at_t = torch.mean(wl_frac_at_t,axis=0)\n", + " std_at_t = torch.std(wl_frac_at_t,axis=0)\n", + " prc_25_at_t = torch.quantile(wl_frac_at_t,q=0.25,axis=0)\n", + " prc_50_at_t = torch.quantile(wl_frac_at_t,q=0.50,axis=0)\n", + " prc_75_at_t = torch.quantile(wl_frac_at_t,q=0.75,axis=0)\n", + "\n", + " avg_cumulative.append(avg_at_t.item())\n", + " std_cumulative.append(std_at_t.item())\n", + " prc_25_cumulative.append(prc_25_at_t.item())\n", + " prc_50_cumulative.append(prc_50_at_t.item())\n", + " prc_75_cumulative.append(prc_75_at_t.item())\n", + "\n", + "\n", + " print(prc_25_seq_indices)\n", + "\n", + " avg_cumulative = np.array(avg_cumulative)\n", + " std_cumulative = np.array(std_cumulative)\n", + " std_err_cumulative = std_cumulative/np.sqrt(n)\n", + " var_cumulative = std_cumulative**2\n", + " \n", + " plt.plot(t_values, avg_cumulative, color=cmap[grp_idx], label=name)\n", + "\n", + " # bounds stuff\n", + "\n", + " # plt.plot(t_values, prc_25_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # # plt.plot(t_values, prc_50_cumulative, color=cmap[grp_idx], linestyle='--', label=name+',50th') \n", + " # plt.plot(t_values, prc_75_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',75th ') \n", + " # #fill between the upper and lower bands\n", + " # plt.fill_between(t_values, prc_25_cumulative, prc_75_cumulative, alpha = .1,color = cmap[grp_idx])\n", + " # or just lower\n", + " # plt.fill_between(t_values, prc_25_cumulative, avg_cumulative, alpha = .1,color = cmap[grp_idx])\n", + "\n", + " # plt.plot(t_values, avg_cumulative-std_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # plt.plot(t_values, avg_cumulative+std_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # plt.plot(t_values, avg_cumulative-std_err_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # plt.plot(t_values, avg_cumulative+std_err_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # plt.plot(t_values, avg_cumulative-var_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # plt.plot(t_values, avg_cumulative+var_cumulative, color=cmap[grp_idx], linestyle=\"dashed\") #, label=name+',25th') \n", + " # fill between the upper and lower bands\n", + " # plt.fill_between(t_values, avg_cumulative-std_cumulative, avg_cumulative+std_cumulative, alpha = .1,color = cmap[grp_idx])\n", + " # plt.fill_between(t_values, avg_cumulative-std_err_cumulative, avg_cumulative+std_err_cumulative, alpha = .1,color = cmap[grp_idx])\n", + " # or just lower\n", + " # plt.fill_between(t_values, avg_cumulative-std_cumulative, avg_cumulative, alpha = .1,color = cmap[grp_idx])\n", + " # plt.fill_between(t_values, avg_cumulative-std_err_cumulative, avg_cumulative, alpha = .1,color = cmap[grp_idx])\n", + "\n", + "# plt.plot([0.0],[0.0],label=f'25th Percentile', linestyle=\"dashed\", color=\"gray\")\n", + "\n", + "# if beam_search:\n", + "# plt.title(f\"Greedy, {beam_search}-way BS\")\n", + "\n", + "legend_font = 11\n", + "\n", + "# zoom_midrange = True\n", + "# zoom = True\n", + "\n", + "zoom = False\n", + "\n", + "if zoom:\n", + " if z_scores:\n", + " plt.legend(loc = 'upper left', fontsize=legend_font)\n", + " else:\n", + " plt.legend(loc = 'lower right', fontsize=legend_font)\n", + " if zoom_midrange:\n", + " plt.xlim([(min_length)/4, (3*(max_t if max_t else min_length)/4)+1])\n", + " else:\n", + " plt.xlim([0, ((max_t if max_t else min_length)/4)+1])\n", + " plot_name = f\"z_vs_t_zoom_ablate_{ablate}\" if z_scores else f\"wl_vs_t_zoom_ablate_{ablate}\"\n", + "else:\n", + " if z_scores:\n", + " plt.legend(loc = 'upper left', fontsize=legend_font)\n", + " else:\n", + " plt.legend(loc = 'lower right', fontsize=legend_font)\n", + " \n", + " plt.xlim([0, ((max_t if max_t else min_length))+1])\n", + "\n", + " plot_name = f\"z_vs_t_ablate_{ablate}\" if z_scores else f\"wl_vs_t_ablate_{ablate}\"\n", + "\n", + "axes_label_fonts = 14\n", + "if z_scores:\n", + " plt.ylabel('z-score',fontsize=axes_label_fonts)\n", + "else:\n", + " plt.ylabel('Whitelist Fraction',fontsize=axes_label_fonts)\n", + "plt.xlabel('T',fontsize=axes_label_fonts)\n", + "\n", + "# import matplotlib.ticker as ticker\n", + "# tick_spacing = 5.0\n", + "# plt.gca().yaxis.set_major_locator(ticker.MultipleLocator(tick_spacing))\n", + "\n", + "axes_tick_font = 13\n", + "plt.xticks(fontsize=axes_tick_font)\n", + "plt.yticks(fontsize=axes_tick_font)\n", + "\n", + "plt.grid()\n", + "plt.tight_layout()\n", + "\n", + "if beam_search:\n", + " if ablate == \"gamma\":\n", + " plot_name = f\"greedy_{beam_search}_beams_delta_{delta}\" \n", + " if ablate == \"delta\":\n", + " plot_name = f\"greedy_{beam_search}_beams_gamma_{gamma}\" \n", + "\n", + "# plot_name = \"z_vs_t_ablate_gamma_boosted_delta\"\n", + "# plot_name = \"z_vs_t_ablate_delta_boosted_gamma\"\n", + "\n", + "print(plot_name)\n", + "\n", + "\n", + "if save_fig:\n", + " # fname = f\"figs/{plot_name}.pdf\"\n", + " fname = f\"figs_new/{plot_name}.pdf\"\n", + " plt.savefig(fname, format=\"pdf\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Set up data for charts (setup for figures 2&7)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "viz_df = pd.DataFrame()\n", + "\n", + "# aggregating\n", + "\n", + "# set the hparam keys, including an indiv column for each you want to ablate on\n", + "viz_df[\"bl_hparams\"] = grouped_df[\"w_bl_exp_whitelist_fraction\"].describe().index.to_list()\n", + "for i,key in enumerate(groupby_fields):\n", + " viz_df[key] = viz_df[\"bl_hparams\"].apply(lambda tup: tup[i])\n", + "\n", + "# viz_df[\"delta\"] = viz_df[\"bl_logit_bias\"].values\n", + "viz_df[\"gamma\"] = viz_df[\"gamma\"].values\n", + "# viz_df[\"gamma\"] = np.ones_like(viz_df[\"bl_proportion\"].values) - viz_df[\"bl_proportion\"].values\n", + "\n", + "# aggregate each field of interest for each hparam setting (group)\n", + "describe_dict = grouped_df[\"w_bl_exp_whitelist_fraction\"].describe()\n", + "viz_df[\"w_bl_exp_whitelist_fraction_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"w_bl_exp_whitelist_fraction_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"w_bl_var_whitelist_fraction\"].describe()\n", + "viz_df[\"w_bl_var_whitelist_fraction_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"w_bl_var_whitelist_fraction_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"w_bl_whitelist_fraction\"].describe()\n", + "viz_df[\"w_bl_whitelist_fraction_min\"] = describe_dict[\"min\"].to_list()\n", + "viz_df[\"w_bl_whitelist_fraction_25\"] = describe_dict[\"25%\"].to_list()\n", + "viz_df[\"w_bl_whitelist_fraction_50\"] = describe_dict[\"50%\"].to_list()\n", + "viz_df[\"w_bl_whitelist_fraction_75\"] = describe_dict[\"75%\"].to_list()\n", + "viz_df[\"w_bl_whitelist_fraction_max\"] = describe_dict[\"max\"].to_list()\n", + "viz_df[\"w_bl_whitelist_fraction_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"w_bl_whitelist_fraction_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"no_bl_whitelist_fraction\"].describe()\n", + "viz_df[\"no_bl_whitelist_fraction_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"no_bl_whitelist_fraction_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "\n", + "describe_dict = grouped_df[\"w_bl_z_score\"].describe()\n", + "viz_df[\"w_bl_z_score_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"w_bl_z_score_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"no_bl_z_score\"].describe()\n", + "viz_df[\"no_bl_z_score_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"no_bl_z_score_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"baseline_z_score\"].describe()\n", + "viz_df[\"baseline_z_score_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"baseline_z_score_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "\n", + "describe_dict = grouped_df[\"w_bl_ppl\"].describe()\n", + "viz_df[\"w_bl_ppl_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"w_bl_ppl_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"no_bl_ppl\"].describe()\n", + "viz_df[\"no_bl_ppl_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"no_bl_ppl_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"baseline_ppl\"].describe()\n", + "viz_df[\"baseline_ppl_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"baseline_ppl_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "describe_dict = grouped_df[\"avg_spike_entropy\"].describe()\n", + "viz_df[\"avg_spike_entropy_mean\"] = describe_dict[\"mean\"].to_list()\n", + "viz_df[\"avg_spike_entropy_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "print(f\"groupby legend: {groupby_fields}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# filtering\n", + "\n", + "viz_df = viz_df[viz_df[\"bl_hparams\"].apply(lambda tup: (tup[0] == True))] # sampling\n", + "\n", + "# viz_df = viz_df[viz_df[\"bl_hparams\"].apply(lambda tup: (tup[0] == False))] # greedy\n", + "\n", + "\n", + "# fix one of the bl params for analytic chart\n", + "# viz_df = viz_df[(viz_df[\"gamma\"]==0.9) & (viz_df[\"delta\"]<=10.0)]\n", + "# viz_df = viz_df[(viz_df[\"gamma\"]==0.75) & (viz_df[\"delta\"]<=10.0)]\n", + "# viz_df = viz_df[(viz_df[\"gamma\"]==0.5) & (viz_df[\"delta\"]<=10.0)]\n", + "# viz_df = viz_df[(viz_df[\"gamma\"]==0.25) & (viz_df[\"delta\"]<=10.0)]\n", + "# viz_df = viz_df[(viz_df[\"gamma\"]==0.1) & (viz_df[\"delta\"]<=10.0)]\n", + "\n", + "# for the sample pareto chart\n", + "viz_df = viz_df[(viz_df[\"delta\"] > 0.5) & (viz_df[\"delta\"]<=10.0)]\n", + "# viz_df = viz_df[(viz_df[\"delta\"]<=2.0)] # zoom in on lower deltas\n", + "# viz_df = viz_df[(viz_df[\"delta\"] >= 2.0) & (viz_df[\"delta\"]<=10.0)] # mid deltas\n", + "# viz_df = viz_df[(viz_df[\"gamma\"] != 0.25) & (viz_df[\"gamma\"] != 0.75) & (viz_df[\"delta\"]<=2.0)]\n", + "# viz_df = viz_df[(viz_df[\"gamma\"] != 0.1) & (viz_df[\"gamma\"] != 0.9) & (viz_df[\"delta\"]<=2.0)]\n", + "\n", + "# viz_df = viz_df[(viz_df[\"delta\"]==0.5) | (viz_df[\"delta\"]==2.0) | (viz_df[\"delta\"]==10.0)]\n", + "\n", + "# viz_df = viz_df[(viz_df[\"delta\"]!=0.1)&(viz_df[\"delta\"]!=0.5)&(viz_df[\"delta\"]!=50.0)]\n", + "\n", + "# for the beams pareto\n", + "# viz_df = viz_df[(viz_df[\"delta\"]!=50.0)]\n", + "# viz_df = viz_df[(viz_df[\"delta\"]!=50.0) & (viz_df[\"num_beams\"]!=1)]\n", + "\n", + "print(len(viz_df))\n", + "\n", + "viz_df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# grouped_df[\"avg_spike_entropy\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# viz_df[[\"gamma\",\"avg_spike_entropy_mean\"]]" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Basic Exp vs Empirical WL fraction chart (figure 7)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "# plt.style.use(\"classic\")\n", + "plt.style.use(\"default\")\n", + "# plt.style.use('ggplot') \n", + "# plt.style.use('seaborn')\n", + "\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "rc('text', usetex=True)\n", + "\n", + "\n", + "plt.clf()\n", + "# plt.figure(figsize=(16, 4))\n", + "# plt.figure(figsize=(8, 4))\n", + "plt.figure(constrained_layout=True)\n", + "plt.figure(figsize=(5, 4))\n", + "\n", + "\n", + "# x_col = 'bl_hparams'\n", + "# a = viz_df[x_col].apply(str)\n", + "\n", + "# x_col = 'bl_logit_bias'\n", + "# x_col = 'bl_proportion'\n", + "x_col = \"delta\"\n", + "# x_col = \"gamma\"\n", + "\n", + "a = viz_df[x_col]\n", + "print(f\"Num configurations: {len(a)}\")\n", + "\n", + "y_col = 'w_bl_whitelist_fraction_mean'\n", + "y_col_err = 'w_bl_whitelist_fraction_std'\n", + "\n", + "viridis = plt.colormaps['viridis'].resampled(4)\n", + "# cmap = viridis.colors[::-1]\n", + "cmap = viridis.colors\n", + "\n", + "plt.plot(a, viz_df[\"w_bl_whitelist_fraction_mean\"].values, color=cmap[1], marker='o', label='Mean') \n", + "plt.plot(a, viz_df[\"w_bl_whitelist_fraction_25\"].values, color=cmap[1], linestyle='-.', label='25th Percentile') \n", + "plt.plot(a, viz_df[\"w_bl_whitelist_fraction_75\"].values, color=cmap[1], linestyle='-.', label='75th Percentile') \n", + "# plt.plot(a, viz_df[\"w_bl_whitelist_fraction_min\"].values, color=cmap[1], linestyle='-.', label='min') \n", + "# plt.plot(a, viz_df[\"w_bl_whitelist_fraction_max\"].values, color=cmap[1], linestyle='-.', label='max') \n", + "\n", + "#fill between the upper and lower bands\n", + "plt.fill_between(a, viz_df[\"w_bl_whitelist_fraction_25\"], viz_df[\"w_bl_whitelist_fraction_75\"], alpha = .1,color = cmap[1])\n", + "# plt.fill_between(a, viz_df[\"w_bl_whitelist_fraction_25\"], viz_df[\"w_bl_whitelist_fraction_75\"], alpha = .1,color = 'darkorchid')\n", + "# plt.fill_between(a, y1_low, y1_high, alpha = .1,color = 'goldenrod')\n", + "\n", + "\n", + "y_col = 'w_bl_exp_whitelist_fraction_mean'\n", + "# y_col_err = 'w_bl_var_whitelist_fraction_mean'\n", + "# d = viz_df[x_col].apply(str)\n", + "\n", + "# sub_df = viz_df[viz_df[\"num_beams\"]==1]\n", + "\n", + "a = viz_df[x_col]\n", + "e = viz_df[y_col].values\n", + "# plt.plot(a, e, label=\"Predicted Lower Bound\", color=cmap[-1])\n", + "plt.plot(a, e, label=\"Analytic Bound\", color=\"r\")\n", + "# f = viz_df[y_col_err].values\n", + "# # f = np.sqrt(viz_df[y_col_err].values)\n", + "# plt.errorbar(d, e, yerr=f, fmt=\"o\")\n", + "\n", + "plt.legend(loc=\"lower right\",frameon=True, facecolor=\"white\")\n", + "\n", + "# for logit bias x axis\n", + "# log_axis = True\n", + "log_axis = False\n", + "if log_axis:\n", + " plt.xscale(\"log\")\n", + "\n", + "ax = plt.gca()\n", + "plt.draw()\n", + "\n", + "\n", + "\n", + "plt.xlabel(f\"Green List Bias, $\\delta$\")\n", + "# plt.xlabel(f\"Whitelist size := $\\gamma$\")\n", + "\n", + "plt.ylabel(\"Fraction in Green List\")\n", + "\n", + "\n", + "plt.grid()\n", + "\n", + "plt.tight_layout()\n", + "\n", + "if log_axis:\n", + " plot_name = \"analytic_w_sampling_log.pdf\"\n", + "else:\n", + " plot_name = \"analytic_w_sampling_linear.pdf\"\n", + " # plot_name = f\"analytic_w_sampling_linear_gamma_{viz_df['gamma'].values[0]}.pdf\"\n", + "\n", + "# plot_name = \"analytic_w_sampling_linear_greenlist.pdf\"\n", + "print(plot_name)\n", + "\n", + "# fname = f\"figs/{plot_name}\"\n", + "# plt.savefig(fname, format=\"pdf\")\n", + "plt.show()\n" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# delta gamma sampling pareto plot (figure 2 left)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "rc('text', usetex=True)\n", + "\n", + "plt.clf()\n", + "plt.figure(constrained_layout=True)\n", + "plt.figure(figsize=(5, 4))\n", + "\n", + "\n", + "x_col = 'w_bl_ppl_mean'\n", + "y_col = 'w_bl_z_score_mean'\n", + "\n", + "# markers = [\"x\", \"p\", \"*\", \"P\"]\n", + "\n", + "deltas = sorted(np.unique(viz_df[\"delta\"].values))\n", + "gammas = sorted(np.unique(viz_df[\"gamma\"].values), reverse=True)\n", + "print(deltas, gammas)\n", + "gamma_labels = [(g if g > 0.1 else 0.1) for g in gammas]\n", + "\n", + "markers = [\"x\", \"p\", \"*\", \"P\"][:len(deltas)]\n", + "\n", + "num_colors = len(gammas)\n", + "cmap = cmr.get_sub_cmap('viridis', 0.0, 0.66, N=num_colors)\n", + "# cmap = cmr.get_sub_cmap('plasma', 0.0, 0.66, N=num_colors)\n", + "colors = cmap.colors#[::-1]\n", + "\n", + "\n", + "for i,delta in enumerate(deltas):\n", + " for j,gamma in enumerate(gammas):\n", + " sub_df = viz_df[(viz_df[\"delta\"] == delta) & (viz_df[\"gamma\"] == gamma)]\n", + " a = sub_df[x_col].values\n", + " b = sub_df[y_col].values\n", + " # plt.scatter(a, b, label=f\"$\\delta={delta},\\gamma={gamma}$\", color=colors[j], marker=markers[i])\n", + " plt.plot(a, b, label=f\"$\\delta={delta},\\gamma={gamma}$\", color=colors[j], marker=markers[i])\n", + "\n", + "\n", + "x_col = 'no_bl_ppl_mean'\n", + "y_col = 'no_bl_z_score_mean'\n", + "# x_col = 'baseline_ppl_mean'\n", + "# y_col = 'baseline_z_score_mean'\n", + "\n", + "\n", + "for i,delta in enumerate(deltas):\n", + " for j,gamma in enumerate(gammas):\n", + " sub_df = viz_df[(viz_df[\"delta\"] == delta) & (viz_df[\"gamma\"] == gamma)]\n", + " a = sub_df[x_col].values\n", + " b = sub_df[y_col].values\n", + " plt.scatter(a, b, label=f\"$\\delta={delta},\\gamma={gamma}$\", color=colors[j])\n", + "\n", + "# # # for manual legend\n", + "plt.scatter([-1],[-1], label=\"Vanilla\", color=\"gray\", marker=\"o\")\n", + "\n", + "ax = plt.gca()\n", + "\n", + "from matplotlib.cm import ScalarMappable\n", + "from matplotlib.colors import Normalize, NoNorm, ListedColormap\n", + "cmap = ListedColormap(colors)\n", + "cmappable = ScalarMappable(norm=NoNorm(),cmap=cmap)\n", + "cbar = plt.colorbar(cmappable,ticks=[i for i in range(len(gammas))],shrink=0.6, pad = 0.03)\n", + "cbar.ax.set_yticklabels(gamma_labels) \n", + "cbar.set_label('$\\gamma$', rotation=0)\n", + "\n", + "\n", + "all_x = np.concatenate([viz_df['w_bl_ppl_mean'].values,viz_df['no_bl_ppl_mean'].values])\n", + "all_y = np.concatenate([viz_df['w_bl_z_score_mean'].values,viz_df['no_bl_z_score_mean'].values])\n", + "# all_x = np.concatenate([viz_df['w_bl_ppl_mean'].values,viz_df['baseline_ppl_mean'].values])\n", + "# all_y = np.concatenate([viz_df['w_bl_z_score_mean'].values,viz_df['baseline_z_score_mean'].values])\n", + "\n", + "min_x, max_x = np.min(all_x), np.max(all_x)\n", + "min_y, max_y = np.min(all_y), np.max(all_y)\n", + "\n", + "# x_min_tick = 1.0\n", + "x_min_tick = 3.0\n", + "x_max_tick = np.ceil([max_x])[0]+1.0\n", + "y_min_tick = 0.0\n", + "y_max_tick = np.ceil([max_y])[0]+1.0\n", + "\n", + "x_ticks = np.arange(x_min_tick,x_max_tick,1.0)\n", + "y_ticks = np.arange(y_min_tick,y_max_tick,5.0)\n", + "\n", + "\n", + "x_lim_min = 3.0\n", + "x_lim_max = x_max_tick\n", + "y_lim_min = 0.45\n", + "# y_lim_max = 1.09\n", + "y_lim_max = 1.005\n", + "\n", + "\n", + "# plt.xlim((x_min_tick-0.5,x_max_tick))\n", + "plt.xlim((x_lim_min,x_lim_max))\n", + "# plt.xlim((4.0,8.0))\n", + "# plt.ylim((-1.0,20.0))\n", + "# plt.ylim((y_lim_min,y_lim_max))\n", + "\n", + "ax.set_xticks(x_ticks)\n", + "# ax.set_yticks(y_ticks)\n", + "\n", + "ax.invert_xaxis()\n", + "\n", + "# # manual legend for dual parameter visualization\n", + "f = lambda m,c: plt.plot([],[],marker=m, color=c, ls=\"none\")[0]\n", + "handles = [f(markers[::-1][i], \"gray\") for i in range(len(deltas))]\n", + "handles += [f(\"o\", \"gray\")]\n", + "labels = [f\"$\\delta={delta}$\" for delta in deltas[::-1]]+[f\"$\\delta=0.0$\"]\n", + "plt.legend(handles, labels, loc=\"upper right\", framealpha=1)\n", + "\n", + "plt.grid()\n", + "\n", + "plt.xlabel(\"Oracle Model PPL (better →)\")\n", + "plt.ylabel(\"z-score (better →)\")\n", + "\n", + "\n", + "plt.tight_layout()\n", + "\n", + "# plot_name = \"pareto_sampling_no_beams\"\n", + "# fname = f\"figs/{plot_name}.pdf\"\n", + "# plt.savefig(fname, format=\"pdf\")\n", + "plt.show()" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# beams pareto plot (figure 2 right)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "num_colors = 3\n", + "cmap = cmr.get_sub_cmap('viridis', 0.0, 0.66, N=num_colors)\n", + "colors = cmap.colors#[::-1]\n", + "\n", + "# plt.style.use('ggplot')\n", + "# plt.style.use('seaborn')\n", + "\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "rc('text', usetex=True)\n", + "\n", + "plt.clf()\n", + "plt.figure(constrained_layout=True)\n", + "plt.figure(figsize=(5, 4))\n", + "\n", + "\n", + "x_col = 'w_bl_ppl_mean'\n", + "y_col = 'w_bl_z_score_mean'\n", + "\n", + "markers = [\"s\",\"D\", \"x\", \"p\", \"*\", \"P\"] # <--- seems to match other pareto fig ordering\n", + "\n", + "deltas = sorted(np.unique(viz_df[\"delta\"].values))\n", + "num_beams = sorted(np.unique(viz_df[\"num_beams\"].values))\n", + "# gamma_labels = [(g if g > 0.1 else 0.1) for g in np.unique(viz_df[\"gamma\"].values)]\n", + "\n", + "for i,n_beams in enumerate(num_beams):\n", + " for j,delta in enumerate(deltas):\n", + " sub_df = viz_df[(viz_df[\"delta\"] == delta) & (viz_df[\"num_beams\"] == n_beams)]\n", + " a = sub_df[x_col].values\n", + " b = sub_df[y_col].values\n", + " # plt.scatter(a, b, label=f\"$\\delta={delta},\\gamma={gamma}$\", color=colors[j], marker=markers[i])\n", + " plt.plot(a, b, label=f\"$\\delta={delta}$\", color=colors[i], marker=markers[j])\n", + "\n", + "\n", + "x_col = 'no_bl_ppl_mean'\n", + "y_col = 'no_bl_z_score_mean'\n", + "\n", + "\n", + "\n", + "for i,n_beams in enumerate(num_beams):\n", + " for j,delta in enumerate(deltas):\n", + " sub_df = viz_df[(viz_df[\"delta\"] == delta) & (viz_df[\"num_beams\"] == n_beams)]\n", + " a = sub_df[x_col].values\n", + " b = sub_df[y_col].values\n", + " plt.scatter(a, b, label=f\"$\\delta={delta}$\", color=colors[i])\n", + "\n", + "# # # for manual legend\n", + "plt.scatter([-10],[-10], label=\"$\\delta=0$\", color=\"gray\", marker=\"o\")\n", + "\n", + "ax = plt.gca()\n", + "\n", + "from matplotlib.cm import ScalarMappable\n", + "from matplotlib.colors import Normalize, NoNorm, ListedColormap\n", + "cmap = ListedColormap(colors)\n", + "cmappable = ScalarMappable(norm=NoNorm(),cmap=cmap)\n", + "cbar = plt.colorbar(cmappable,ticks=[i for i in range(len(num_beams))],shrink=0.6, pad = 0.04)\n", + "# cbar.set_ticks(num_beams)\n", + "cbar.set_ticklabels(num_beams)\n", + "# cbar.ax.set_yticklabels(num_beams) \n", + "cbar.set_label('Num Beams', rotation=90)\n", + "\n", + "\n", + "all_x = np.concatenate([viz_df['w_bl_ppl_mean'].values,viz_df['no_bl_ppl_mean'].values])\n", + "all_y = np.concatenate([viz_df['w_bl_z_score_mean'].values,viz_df['no_bl_z_score_mean'].values])\n", + "\n", + "min_x, max_x = np.min(all_x), np.max(all_x)\n", + "min_y, max_y = np.min(all_y), np.max(all_y)\n", + "\n", + "# x_max_tick = np.ceil([max_x])[0]+1.0\n", + "x_max_tick = np.ceil([max_x])[0]\n", + "y_max_tick = np.ceil([max_y])[0]+1.0\n", + "\n", + "\n", + "plt.xlim((1.0,x_max_tick))\n", + "plt.ylim((-1.0,y_max_tick))\n", + "\n", + "# x_ticks = np.arange(x_min_tick,x_max_tick,1.0)\n", + "# y_ticks = np.arange(y_min_tick,y_max_tick,5.0)\n", + "\n", + "# ax.set_xticks(x_ticks)\n", + "# ax.set_yticks(y_ticks)\n", + "\n", + "ax.invert_xaxis()\n", + "\n", + "# # manual legend for dual parameter visualization\n", + "f = lambda m,c: plt.plot([],[],marker=m, color=c, ls=\"none\")[0]\n", + "handles = [f(markers[::-1][i], \"gray\") for i in range(len(deltas))]\n", + "handles += [f(\"o\", \"gray\")]\n", + "labels = [f\"$\\delta={delta}$\" for delta in deltas[::-1]]+[f\"$\\delta=0.0$\"]\n", + "plt.legend(handles, labels, loc=\"lower left\", framealpha=1)\n", + "\n", + "plt.grid()\n", + "\n", + "plt.xlabel(\"Oracle Model PPL (better →)\")\n", + "plt.ylabel(\"z-score (better →)\")\n", + "\n", + "\n", + "plt.tight_layout()\n", + "\n", + "\n", + "plot_name = \"pareto_greedy_w_beams\"\n", + "print(plot_name)\n", + "\n", + "# fname = f\"figs/{plot_name}.pdf\"\n", + "# plt.savefig(fname, format=\"pdf\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## z vs entropy (not in paper)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(f\"groupby legend: {groupby_fields}\")\n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.1)) # needs to match the groupby keys and order\n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.25)) \n", + "hist_subset = grouped_df.get_group((True,1,2.0,0.5)) \n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.75)) \n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.9)) " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(len(hist_subset))\n", + "# hist_subset = hist_subset[hist_subset[\"w_bl_space_frac\"] <= 0.9]\n", + "# hist_subset = hist_subset[hist_subset[\"no_bl_space_frac\"] <= 0.9]\n", + "# print(len(hist_subset))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# y = hist_subset[\"w_bl_z_score\"]\n", + "# y = hist_subset[\"no_bl_z_score\"]\n", + "y = hist_subset[\"baseline_z_score\"]\n", + "\n", + "x = hist_subset[\"avg_spike_entropy\"]\n", + "\n", + "plt.clf()\n", + "\n", + "\n", + "plt.scatter(x, y)\n", + "\n", + "\n", + "plt.grid()\n", + "\n", + "plt.xlabel(\"Entropy\")\n", + "plt.ylabel(\"z-score\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "cols_to_tabulate = [\n", + " 'idx', \n", + " 'truncated_input', \n", + " 'baseline_completion',\n", + " 'no_bl_output', \n", + " 'w_bl_output', \n", + " 'avg_spike_entropy',\n", + " 'no_bl_z_score',\n", + " 'w_bl_z_score',\n", + " 'w_bl_whitelist_fraction',\n", + " 'no_bl_whitelist_fraction',\n", + " 'baseline_ppl',\n", + " 'no_bl_ppl',\n", + " 'w_bl_ppl'\n", + "]\n", + "\n", + "slice_size = 10\n", + "\n", + "num_examples = len(hist_subset)\n", + "midpt = num_examples//5\n", + "lower = midpt - (slice_size//2)\n", + "upper = midpt + (slice_size//2)+1\n", + "\n", + "high_entropy_examples = hist_subset[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=True).tail(slice_size)\n", + "mid_entropy_examples = hist_subset[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=True).iloc[lower:upper]\n", + "low_entropy_examples = hist_subset[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=True).head(slice_size)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# hist_subset[cols_to_tabulate][(hist_subset[\"avg_spike_entropy\"]<0.7)&(hist_subset[\"w_bl_z_score\"]>=14.0)]\n", + "hist_subset[cols_to_tabulate][(hist_subset[\"avg_spike_entropy\"]<0.7)&(hist_subset[\"baseline_z_score\"]>=7.0)]\n", + "# hist_subset[cols_to_tabulate][(hist_subset[\"avg_spike_entropy\"]<0.7)&(hist_subset[\"w_bl_z_score\"]>=12.0)]\n", + "# print(hist_subset[cols_to_tabulate][(hist_subset[\"avg_spike_entropy\"]<0.7)&(hist_subset[\"w_bl_z_score\"]>=14.0)].iloc[6][\"w_bl_output\"])\n", + "# .to_csv(\"input/pile_low_S_high_z_outliers.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "high_entropy_examples" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "mid_entropy_examples" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "low_entropy_examples" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# plotting histograms of the metric for single runs (not in paper)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(f\"groupby legend: {groupby_fields}\")\n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.1)) # needs to match the groupby keys and order\n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.25)) \n", + "hist_subset = grouped_df.get_group((True,1,2.0,0.5)) \n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.75)) \n", + "# hist_subset = grouped_df.get_group((True,1,2.0,0.9)) " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### old filters to smooth the histograms" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# hist_subset = hist_subset[(hist_subset[\"no_bl_num_tokens_generated\"] == hist_subset[\"max_new_tokens\"]) & (hist_subset[\"w_bl_num_tokens_generated\"] == hist_subset[\"max_new_tokens\"])]\n", + "# hist_subset = hist_subset[hist_subset[\"truncated_input\"] != \"\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "all_no_bl_wl_fractions = hist_subset[\"no_bl_whitelist_fraction\"]\n", + "all_w_bl_wl_fractions = hist_subset[\"w_bl_whitelist_fraction\"]\n", + "all_baseline_wl_fractions = hist_subset[\"baseline_whitelist_fraction\"]\n", + "# all_no_bl_wl_fractions = hist_subset[\"no_bl_z_score\"]\n", + "# all_w_bl_wl_fractions = hist_subset[\"w_bl_z_score\"]\n", + "# all_baseline_wl_fractions = hist_subset[\"baseline_z_score\"]\n", + "\n", + "plt.clf()\n", + "\n", + "all_vals = np.concatenate([all_baseline_wl_fractions, all_w_bl_wl_fractions, all_no_bl_wl_fractions])\n", + "n_bins = 50\n", + "bins = np.linspace(np.min(all_vals), np.max(all_vals), n_bins)\n", + "# bins = np.linspace(0.0, 1.0, n_bins)\n", + "\n", + "# plt.hist(all_no_bl_wl_fractions, \n", + "# bins=bins,\n", + "# alpha=0.6,\n", + "# label='no blacklisting')\n", + "\n", + "\n", + "plt.hist(all_w_bl_wl_fractions, \n", + " bins=bins,\n", + " alpha=0.6,\n", + " label='with blacklisting')\n", + "\n", + "plt.hist(all_baseline_wl_fractions,\n", + " bins=bins,\n", + " alpha=0.4,\n", + " # label='wl')\n", + " label='ground truth/real text')\n", + "\n", + "# plt.hist(all_baseline_bl_fractions, \n", + "# bins=bins,\n", + "# alpha=0.5,\n", + "# label='bl')\n", + "\n", + "plt.legend(loc='upper right')\n", + "\n", + "# plt.xlim((-0.1,1.1))\n", + "# plt.xticks(np.arange(0.0,1.0,0.1))\n", + "plt.xlabel(\"fraction of total toks gen'd in WL\")\n", + "plt.ylabel(\"freq\")\n", + "\n", + "# plt.title('baseline wl/bl fractions')\n", + "plt.title(\"Output Whitelist Token Distribution\")\n", + "\n", + "# plot_name = \"wl_distro\"\n", + "# fname = f\"figs/{plot_name}.png\"\n", + "# plt.savefig(fname, dpi=600)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.clf()\n", + "\n", + "all_no_bl_ppls = hist_subset[\"no_bl_ppl\"]\n", + "all_w_bl_ppls = hist_subset[\"w_bl_ppl\"]\n", + "all_baseline_ppls = hist_subset[\"baseline_ppl\"]\n", + "\n", + "all_vals = list(np.concatenate([all_no_bl_ppls, all_w_bl_ppls]))\n", + "all_vals = sorted(all_vals)\n", + "n_bins = 50\n", + "# bins = np.linspace(all_vals[0], all_vals[-1], n_bins)\n", + "bins = np.linspace(all_vals[0], 20, n_bins)\n", + "\n", + "plt.hist(all_no_bl_ppls, \n", + " bins=bins,\n", + " alpha=0.6,\n", + " label='no blacklisting')\n", + "\n", + "plt.hist(all_w_bl_ppls, \n", + " bins=bins,\n", + " alpha=0.6,\n", + " label='with blacklisting')\n", + "\n", + "plt.legend(loc='upper right')\n", + "\n", + "# plt.xlim((0,1))\n", + "plt.xlabel(\"perplexity (lower is better)\")\n", + "plt.ylabel(\"freq\")\n", + "\n", + "plt.title('Model-based Output Quality/Fluency')\n", + "\n", + "# plot_name = \"ppl_no_baseline\"\n", + "# fname = f\"figs/{plot_name}.png\"\n", + "# plt.savefig(fname, dpi=600)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.clf()\n", + "\n", + "all_vals = list(np.concatenate([all_no_bl_ppls, all_w_bl_ppls]))\n", + "all_vals = sorted(all_vals)\n", + "n_bins = 50\n", + "# bins = np.linspace(all_vals[0], all_vals[-1], n_bins)\n", + "bins = np.linspace(all_vals[0], 20, n_bins)\n", + "\n", + "plt.hist(all_no_bl_ppls, \n", + " bins=bins,\n", + " alpha=0.6,\n", + " label='no blacklisting')\n", + "\n", + "plt.hist(all_w_bl_ppls, \n", + " bins=bins,\n", + " alpha=0.6,\n", + " label='with blacklisting')\n", + "\n", + "plt.hist(all_baseline_ppls, \n", + " bins=bins, \n", + " alpha=0.4,\n", + " label='ground truth/real text')\n", + "\n", + "plt.legend(loc='upper right')\n", + "\n", + "# plt.xlim((0,1))\n", + "plt.xlabel(\"perplexity (lower is better)\")\n", + "plt.ylabel(\"freq\")\n", + "\n", + "plt.title('Model-based Output Quality/Fluency')\n", + "\n", + "# plot_name = \"ppl_w_baseline\"\n", + "# fname = f\"figs/{plot_name}.png\"\n", + "# plt.savefig(fname, dpi=600)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.6" + }, + "vscode": { + "interpreter": { + "hash": "365524a309ad80022da286f2ec5d2060ce5cb229abb6076cf68d9a1ab14bd8fe" + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/lm-watermarking-main/experiments/watermarking_example_finding.ipynb b/lm-watermarking-main/experiments/watermarking_example_finding.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..67cd48720a4289142064da7ffe239acc5df155a4 --- /dev/null +++ b/lm-watermarking-main/experiments/watermarking_example_finding.ipynb @@ -0,0 +1,1007 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Watermark Analysis\n", + "\n", + "Notebook for performing analysis and visualization of the effects of watermarking schemes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from datasets import load_from_disk" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load the processed dataset/frame" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "save_name = \"analysis_ds_1-19_realnews_1-3_v1\" # in figure\n", + "# save_name = \"analysis_ds_1-21_greedy_redo\" \n", + "# save_name = \"analysis_ds_1-21_greedy_redo_truncated\" # in figure\n", + "\n", + "# save_name = \"analysis_ds_1-20_more_attack\" # in figure\n", + "\n", + "save_dir = f\"input/{save_name}\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "raw_data = load_from_disk(save_dir)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### convert to pandas df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df = raw_data.to_pandas()\n", + "\n", + "retok_problematic_rows = df[(df['w_bl_whitelist_fraction'] != -1.0) & (df['w_bl_whitelist_fraction'] != 1.0) & (df['bl_type'] == 'hard')]\n", + "print(f\"Num rows that are hard-blacklisted, and measureable, but still have a non-100% WL fraction: {len(retok_problematic_rows)} out of {len(df[df['bl_type'] == 'hard'])}\")\n", + "\n", + "orig_len = len(df)\n", + "\n", + "df = df[df[\"no_bl_whitelist_fraction\"] != -1.0]\n", + "df = df[df[\"w_bl_whitelist_fraction\"] != -1.0]\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")\n", + "\n", + "orig_len = len(df)\n", + "# df = df[df[\"no_bl_ppl\"].isna()]\n", + "# df = df[df[\"w_bl_ppl\"].isna()]\n", + "df = df[~(df[\"no_bl_ppl\"].isna() | df[\"w_bl_ppl\"].isna())]\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")\n", + "\n", + "orig_len = len(df)\n", + "\n", + "df = df[df[\"bl_logit_bias\"] <= 100.0]\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")\n", + "\n", + "\n", + "orig_len = len(df)\n", + "\n", + "# df = df[df[\"bl_hparams\"].apply(lambda tup: (tup[0] == False and tup[2] != 1) or (tup[0] == True and tup[2] == 1) or (tup[0] == False))]\n", + "df = df[((df[\"use_sampling\"]==True) & (df[\"num_beams\"] == 1)) | (df[\"use_sampling\"]==False)]\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")\n", + "\n", + "\n", + "df.loc[df[\"use_sampling\"]==False,\"sampling_temp\"] = df.loc[df[\"use_sampling\"]==False,\"sampling_temp\"].fillna(0.0)\n", + "df.loc[df[\"use_sampling\"]==True,\"sampling_temp\"] = df.loc[df[\"use_sampling\"]==True,\"sampling_temp\"].fillna(1.0)\n", + "\n", + "\n", + "df.loc[df[\"bl_type\"]==\"hard\",\"bl_logit_bias\"] = np.inf\n", + "# df.loc[df[\"bl_type\"]==\"hard\",\"bl_logit_bias\"] = 10000 # crosscheck with whats hardcoded in the bl processor\n", + "\n", + "\n", + "df[\"delta\"] = df[\"bl_logit_bias\"].values\n", + "df[\"gamma\"] = 1 - df[\"bl_proportion\"].values\n", + "df[\"gamma\"] = df[\"gamma\"].round(3)\n", + "\n", + "df[\"no_bl_act_num_wl_tokens\"] = np.round(df[\"no_bl_whitelist_fraction\"].values*df[\"no_bl_num_tokens_generated\"],1) # round to 1 for sanity\n", + "df[\"w_bl_act_num_wl_tokens\"] = np.round(df[\"w_bl_whitelist_fraction\"].values*df[\"w_bl_num_tokens_generated\"],1) # round to 1 for sanity\n", + "\n", + "df[\"w_bl_std_num_wl_tokens\"] = np.sqrt(df[\"w_bl_var_num_wl_tokens\"].values)\n", + "\n", + "if \"real_completion_length\":\n", + " df[\"baseline_num_tokens_generated\"] = df[\"real_completion_length\"].values\n", + "\n", + "if \"actual_attacked_ratio\" in df.columns:\n", + " df[\"actual_attacked_fraction\"] = df[\"actual_attacked_ratio\"].values*df[\"replace_ratio\"].values\n", + "\n", + "\n", + "\n", + "df[\"baseline_hit_list_length\"] = df[\"baseline_hit_list\"].apply(len)\n", + "df[\"no_bl_hit_list_length\"] = df[\"no_bl_hit_list\"].apply(len)\n", + "df[\"w_bl_hit_list_length\"] = df[\"w_bl_hit_list\"].apply(len)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Filter for the generation lengths we want to look at" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orig_len = len(df)\n", + "\n", + "upper_T = 205\n", + "lower_T = 195\n", + "df = df[(df[\"baseline_hit_list_length\"] >= lower_T) & (df[\"no_bl_hit_list_length\"] >= lower_T) & (df[\"w_bl_hit_list_length\"] >= lower_T)] # now also applies to the truncated version\n", + "df = df[(df[\"baseline_hit_list_length\"] <= upper_T) & (df[\"no_bl_hit_list_length\"] <= upper_T) & (df[\"w_bl_hit_list_length\"] <= upper_T)] # now also applies to the truncated version\n", + "\n", + "\n", + "print(f\"Dropped {orig_len-len(df)} rows, new len {len(df)}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Add z-scores" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from math import sqrt\n", + "import scipy.stats\n", + "def compute_z_score(observed_wl_frac, T, gamma):\n", + " numer = observed_wl_frac - gamma\n", + " denom = sqrt(gamma*(1-gamma)/T)\n", + " z = numer/denom\n", + " return z\n", + "\n", + "def compute_wl_for_z(z, T, gamma):\n", + " denom = sqrt(gamma*(1-gamma)/T)\n", + " numer = ((z*denom)+gamma)*T\n", + " return numer\n", + "\n", + "def compute_p_value(z):\n", + " p_value = scipy.stats.norm.sf(abs(z))\n", + " return p_value\n", + "\n", + "df[\"baseline_z_score\"] = df[[\"baseline_whitelist_fraction\", \"baseline_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "df[\"no_bl_z_score\"] = df[[\"no_bl_whitelist_fraction\", \"no_bl_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "df[\"w_bl_z_score\"] = df[[\"w_bl_whitelist_fraction\", \"w_bl_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "\n", + "if \"w_bl_attacked_whitelist_fraction\" in df.columns:\n", + " df[\"w_bl_attacked_z_score\"] = df[[\"w_bl_attacked_whitelist_fraction\", \"w_bl_attacked_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# # if attacked in df\n", + "if \"w_bl_attacked_whitelist_fraction\" in df.columns:\n", + " df[\"w_bl_attacked_act_num_wl_tokens\"] = np.round(df[\"w_bl_attacked_whitelist_fraction\"].values*df[\"w_bl_attacked_num_tokens_generated\"],1) # round to 1 for sanity\n", + "\n", + " df[\"w_bl_attacked_z_score\"] = df[[\"w_bl_attacked_whitelist_fraction\", \"w_bl_attacked_num_tokens_generated\", \"gamma\"]].apply(lambda tup: compute_z_score(*tup), axis=1)\n", + "\n", + " df[[\"bl_proportion\",\"w_bl_attacked_whitelist_fraction\", \"w_bl_attacked_num_tokens_generated\",\"w_bl_attacked_act_num_wl_tokens\", \"w_bl_attacked_z_score\"]]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Groupby" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "if \"w_bl_attacked_whitelist_fraction\" in df.columns: \n", + " groupby_fields = ['use_sampling','num_beams','gamma','delta', 'replace_ratio'] # attack grouping\n", + "else:\n", + " groupby_fields = ['use_sampling','num_beams','delta','gamma'] # regular grouping\n", + " # groupby_fields = ['use_sampling','delta','gamma'] # regular grouping, but no beam variation\n", + " # groupby_fields = ['delta','gamma'] # regular grouping, but no beam variation, and all sampling" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Main groupby" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "grouped_df = df.groupby(groupby_fields)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(f\"Number of rows after filtering: {len(df)}\")\n", + "print(f\"Number of groups: {len(grouped_df)}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Loop to compute confusion matrix at some z scores for tabulation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sklearn.metrics as metrics\n", + "\n", + "def reject_null_hypo(z_score=None,cuttoff=None):\n", + " return z_score > cuttoff\n", + "\n", + "records = []\n", + "\n", + "for group_params in tqdm(list(grouped_df.groups.keys())):\n", + " sub_df = grouped_df.get_group(group_params)\n", + " grp_size = len(sub_df)\n", + "\n", + " # baseline_z_scores = sub_df[\"baseline_z_score\"].values\n", + " # w_bl_z_scores = sub_df[\"w_bl_z_score\"].values\n", + " # all_scores = np.concatenate([baseline_z_scores,w_bl_z_scores])\n", + "\n", + " # baseline_labels = np.zeros_like(baseline_z_scores)\n", + " # attacked_labels = np.ones_like(w_bl_z_scores)\n", + " # all_labels = np.concatenate([baseline_labels,attacked_labels])\n", + "\n", + " # fpr, tpr, thresholds = metrics.roc_curve(all_labels, all_scores, pos_label=1)\n", + " # roc_auc = metrics.auc(fpr, tpr)\n", + " record = {k:v for k,v in zip(groupby_fields,group_params)}\n", + "\n", + " for thresh in [4.0,5.0]:\n", + " \n", + " record[\"count\"] = grp_size\n", + " record[f\"baseline_fpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"baseline_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"baseline_tnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"baseline_z_score\"],cuttoff=thresh)).sum() / grp_size\n", + " record[f\"no_bl_fpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"no_bl_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"no_bl_tnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"no_bl_z_score\"].values,cuttoff=thresh)).sum() / grp_size\n", + " record[f\"w_bl_tpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"w_bl_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"w_bl_fnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"w_bl_z_score\"].values,cuttoff=thresh)).sum() / grp_size\n", + "\n", + " if \"w_bl_attacked_z_score\" in sub_df.columns:\n", + " record[f\"w_bl_attacked_tpr_at_{thresh}\"] = reject_null_hypo(z_score=sub_df[\"w_bl_attacked_z_score\"].values,cuttoff=thresh).sum() / grp_size\n", + " record[f\"w_bl_attacked_fnr_at_{thresh}\"] = (~reject_null_hypo(z_score=sub_df[\"w_bl_attacked_z_score\"].values,cuttoff=thresh)).sum() / grp_size\n", + "\n", + " records.append(record)\n", + "\n", + " # # df[f\"baseline_fp_at_{thresh}\"] = reject_null_hypo(z_score=df[\"baseline_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"baseline_tn_at_{thresh}\"] = ~reject_null_hypo(z_score=df[\"baseline_z_score\"],cuttoff=thresh)\n", + " # # df[f\"no_bl_fp_at_{thresh}\"] = reject_null_hypo(z_score=df[\"no_bl_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"no_bl_tn_at_{thresh}\"] = ~reject_null_hypo(z_score=df[\"no_bl_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"w_bl_tp_at_{thresh}\"] = reject_null_hypo(z_score=df[\"w_bl_z_score\"].values,cuttoff=thresh)\n", + " # # df[f\"w_bl_fn_at_{thresh}\"] = ~reject_null_hypo(z_score=df[\"w_bl_z_score\"].values,cuttoff=thresh)\n", + "\n", + "\n", + "roc_df = pd.DataFrame.from_records(records)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# thresh = 6.0\n", + "# thresh = 5.0\n", + "std_threshes = [4.0, 5.0] #, 6.0]\n", + "# std_threshes = [4.0]\n", + "\n", + "# roc_df[\"params\"] = roc_df.index.to_list()\n", + "\n", + "columns = [\"delta\", \"gamma\", \"count\"]\n", + "# columns = [\"use_sampling\", \"replace_ratio\", \"count\"]\n", + "\n", + "for thresh in std_threshes:\n", + " # columns += [f\"baseline_fpr_at_{thresh}\",f\"no_bl_fpr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\"]\n", + " # columns += [f\"baseline_fpr_at_{thresh}\",f\"baseline_tnr_at_{thresh}\",f\"no_bl_fpr_at_{thresh}\",f\"no_bl_tnr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fn_at_{thresh}\"]\n", + "\n", + "\n", + " # columns += [f\"baseline_fpr_at_{thresh}\",f\"baseline_tnr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fnr_at_{thresh}\"]\n", + " \n", + " if f\"w_bl_attacked_fnr_at_{thresh}\" in roc_df.columns:\n", + " columns += [f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fnr_at_{thresh}\"]\n", + " columns += [f\"w_bl_attacked_tpr_at_{thresh}\",f\"w_bl_attacked_fnr_at_{thresh}\"] # if attack\n", + " else:\n", + " columns += [f\"baseline_fpr_at_{thresh}\",f\"baseline_tnr_at_{thresh}\",f\"w_bl_tpr_at_{thresh}\",f\"w_bl_fnr_at_{thresh}\"]\n", + "\n", + "# filter ot not\n", + "sub_df = roc_df[(roc_df[\"use_sampling\"] == True) & ((roc_df[\"delta\"] == 1.0) | (roc_df[\"delta\"] == 2.0) | (roc_df[\"delta\"] == 10.0)) & ((roc_df[\"gamma\"] == 0.1) | (roc_df[\"gamma\"] == 0.25) |(roc_df[\"gamma\"] == 0.5) )]\n", + "# sub_df = roc_df[(roc_df[\"replace_ratio\"] == 0.1) | (roc_df[\"replace_ratio\"] == 0.3) | (roc_df[\"replace_ratio\"] == 0.5) | (roc_df[\"replace_ratio\"] == 0.7)]\n", + "# sub_df = roc_df\n", + "\n", + "sub_df.sort_values(\"delta\")[columns]\n", + "# sub_df.sort_values(\"num_beams\")[columns]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# print(roc_df[columns].drop([\"count\"],axis=1).sort_values(\"gamma\").round(3).to_latex(index=False))\n", + "# print(roc_df[columns].drop([\"count\"],axis=1).sort_values(\"delta\").round(3).to_latex(index=False))\n", + "# print(roc_df[columns].drop([\"count\"],axis=1).sort_values(\"num_beams\").round(3).to_latex(index=False))\n", + "\n", + "print(sub_df.sort_values(\"delta\")[columns].round(3).to_latex(index=False))\n", + "# print(sub_df.sort_values(\"num_beams\")[columns].round(3).to_latex(index=False))" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### write to csv maybe" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# cols_to_drop = ['no_bl_gen_time',\n", + "# 'w_bl_gen_time', 'spike_entropies', \n", + "# 'no_bl_sec_per_tok', 'no_bl_tok_per_sec', 'w_bl_sec_per_tok',\n", + "# 'w_bl_tok_per_sec', 'baseline_loss','no_bl_loss',\n", + "# 'w_bl_loss', 'model_name', 'dataset_name',\n", + "# 'dataset_config_name', 'shuffle_dataset', 'shuffle_seed',\n", + "# 'shuffle_buffer_size', 'max_new_tokens', 'min_prompt_tokens',\n", + "# 'limit_indices', 'input_truncation_strategy',\n", + "# 'input_filtering_strategy', 'output_filtering_strategy', 'initial_seed',\n", + "# 'dynamic_seed','no_repeat_ngram_size', 'early_stopping',\n", + "# 'oracle_model_name', 'no_wandb', 'wandb_project', 'wandb_entity', 'output_dir', 'load_prev_generations', 'store_bl_ids',\n", + "# 'store_spike_ents', 'generate_only',\n", + "# 'SLURM_JOB_ID', 'SLURM_ARRAY_JOB_ID', 'SLURM_ARRAY_TASK_ID',\n", + "# 'gen_table_already_existed', 'baseline_num_toks_gend_eq_0',\n", + "# 'baseline_hit_list', 'no_bl_num_toks_gend_eq_0',\n", + "# 'no_bl_hit_list', 'w_bl_num_toks_gend_eq_0', 'w_bl_hit_list']\n", + "# df.drop(cols_to_drop,axis=1).to_csv(\"input/for_poking.csv\")\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Extract examples (actual text) for tabulation based on entropy and z scores (tables 1,3,4,5,6)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(f\"groupby legend: {groupby_fields}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "groups = [\n", + " (True, 1, 2.0, 0.5),\n", + " # (True, 1, 10.0, 0.5),\n", + " # (False, 8, 2.0, 0.5),\n", + " # (False, 8, 10.0, 0.5),\n", + "]\n", + "group_dfs = []\n", + "for group in groups:\n", + " sub_df = grouped_df.get_group(group)\n", + " group_dfs.append(sub_df)\n", + "\n", + "subset_df = pd.concat(group_dfs,axis=0)\n", + "\n", + "print(len(subset_df))\n", + "# subset_df\n", + "\n", + "# cols_to_tabulate = groupby_fields + [\n", + "cols_to_tabulate = [\n", + " 'idx', \n", + " 'truncated_input', \n", + " # 'prompt_length',\n", + " 'baseline_completion',\n", + " 'no_bl_output', \n", + " 'w_bl_output', \n", + " # 'real_completion_length',\n", + " # 'no_bl_num_tokens_generated',\n", + " # 'w_bl_num_tokens_generated',\n", + " 'avg_spike_entropy',\n", + " # 'baseline_whitelist_fraction',\n", + " # 'no_bl_whitelist_fraction',\n", + " # 'w_bl_whitelist_fraction',\n", + " # 'baseline_z_score',\n", + " 'no_bl_z_score',\n", + " 'w_bl_z_score',\n", + " # 'baseline_ppl',\n", + " 'no_bl_ppl',\n", + " 'w_bl_ppl'\n", + "]\n", + "\n", + "# subset_df[cols_to_tabulate][\"idx\"].value_counts()\n", + "\n", + "for idx,occurrences in subset_df[\"idx\"].value_counts().to_dict().items():\n", + " subset_df.loc[(subset_df[\"idx\"]==idx),\"occurences\"] = occurrences\n", + "\n", + "subset_df[\"occurences\"] = subset_df[\"occurences\"].apply(int)\n", + "\n", + "# cols_to_tabulate = [\"occurences\"] + cols_to_tabulate" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# subset_df[cols_to_tabulate].sort_values([\"occurences\", \"idx\"],ascending=False)\n", + "# subset_df[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "max_prompt_chars = 200\n", + "max_output_chars = 200\n", + "# subset_df[\"truncated_input\"] = subset_df[\"truncated_input\"].apply(lambda s: f\"[...]{s[-max_prompt_chars:]}\")\n", + "# subset_df[\"baseline_completion\"] = subset_df[\"baseline_completion\"].apply(lambda s: f\"{s[:max_output_chars]}[...truncated]\")\n", + "# subset_df[\"no_bl_output\"] = subset_df[\"no_bl_output\"].apply(lambda s: f\"{s[:max_output_chars]}[...truncated]\")\n", + "# subset_df[\"w_bl_output\"] = subset_df[\"w_bl_output\"].apply(lambda s: f\"{s[:max_output_chars]}[...truncated]\")\n", + "\n", + "# if you dont have the indexx you cant start with brackets\n", + "subset_df[\"truncated_input\"] = subset_df[\"truncated_input\"].apply(lambda s: f\"(...){s[-max_prompt_chars:]}\")\n", + "subset_df[\"baseline_completion\"] = subset_df[\"baseline_completion\"].apply(lambda s: f\"{s[:max_output_chars]}[...continues]\")\n", + "subset_df[\"no_bl_output\"] = subset_df[\"no_bl_output\"].apply(lambda s: f\"{s[:max_output_chars]}[...continues]\")\n", + "subset_df[\"w_bl_output\"] = subset_df[\"w_bl_output\"].apply(lambda s: f\"{s[:max_output_chars]}[...continues]\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "slice_size = 2\n", + "\n", + "# subset_df[cols_to_tabulate][\"avg_spike_entropy\"].describe()[]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "num_examples = len(subset_df)\n", + "midpt = num_examples//5\n", + "lower = midpt - (slice_size//2)\n", + "upper = midpt + (slice_size//2)+1\n", + "\n", + "high_entropy_examples = subset_df[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=True).tail(slice_size)\n", + "mid_entropy_examples = subset_df[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=True).iloc[lower:upper]\n", + "low_entropy_examples = subset_df[cols_to_tabulate].sort_values([\"avg_spike_entropy\"],ascending=True).head(slice_size)\n", + "\n", + "num_examples = len(subset_df)\n", + "midpt = num_examples//65\n", + "lower = midpt - (slice_size//2)\n", + "upper = midpt + (slice_size//2)+1\n", + "\n", + "high_z_examples = subset_df[cols_to_tabulate].sort_values([\"w_bl_z_score\"],ascending=True).tail(slice_size)\n", + "mid_z_examples = subset_df[cols_to_tabulate].sort_values([\"w_bl_z_score\"],ascending=True).iloc[lower:upper]\n", + "low_z_examples = subset_df[cols_to_tabulate].sort_values([\"w_bl_z_score\"],ascending=True).head(slice_size)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# high_entropy_examples.head()\n", + "high_z_examples.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# mid_entropy_examples.head()\n", + "mid_z_examples.head()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# low_entropy_examples.head()\n", + "low_z_examples.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# slices_set_df = pd.concat([high_entropy_examples,low_entropy_examples],axis=0)\n", + "slices_set_df = pd.concat([high_z_examples,low_z_examples],axis=0).sort_values(\"w_bl_z_score\",ascending=False)\n", + "slices_set_df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# slices_set_df.T.iloc[:,0:2]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# print(slices_set_df.to_latex(index=False))\n", + "# print(low_entropy_examples.to_latex(index=False))\n", + "# print(mid_entropy_examples.to_latex(index=False))\n", + "# print(high_entropy_examples.to_latex(index=False))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# for c,t in zip(low_entropy_examples.columns,low_entropy_examples.dtypes):\n", + "# if t==object:\n", + "# low_entropy_examples[c] = low_entropy_examples[c].apply(lambda s: f\"{s[:100]}[...truncated]\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# low_entropy_examples.T.to_latex(buf=open(\"figs/low_ent_examples.txt\", \"w\"),index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# df_to_write = high_entropy_examples\n", + "# df_to_write = mid_entropy_examples\n", + "# df_to_write = low_entropy_examples\n", + "# df_to_write = high_z_examples\n", + "# df_to_write = mid_z_examples\n", + "# df_to_write = low_z_examples\n", + "\n", + "cols_to_drop = [\"idx\", \"avg_spike_entropy\", \"no_bl_z_score\"] #, \"no_bl_ppl\", \"w_bl_ppl\"]\n", + "df_to_write = slices_set_df.drop(cols_to_drop,axis=1)\n", + "\n", + "\n", + "with pd.option_context(\"max_colwidth\", 1000):\n", + " column_format=\"\".join([(r'p{3cm}|' if t==object else r'p{0.4cm}|') for c,t in zip(df_to_write.columns,df_to_write.dtypes)])[:-1]\n", + " # low_entropy_examples.round(2).to_latex(buf=open(\"figs/low_ent_examples.txt\", \"w\"),column_format=column_format,index=False)\n", + " latex_str = df_to_write.round(2).to_latex(column_format=column_format,index=False)\n", + "\n", + "print(latex_str)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# column_format=\"\".join([r'p{2cm}|' for c in low_entropy_examples.columns])\n", + "# column_format" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# low_entropy_examples.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "with pd.option_context(\"max_colwidth\", 1000):\n", + " print(grouped_df.get_group((True, 1, 2.0, 0.9)).head(10)[\"w_bl_output\"])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Set up data for charts" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# viz_df = pd.DataFrame()\n", + "\n", + "# # set the hparam keys, including an indiv column for each you want to ablate on\n", + "# viz_df[\"bl_hparams\"] = grouped_df[\"w_bl_exp_whitelist_fraction\"].describe().index.to_list()\n", + "# for i,key in enumerate(groupby_fields):\n", + "# viz_df[key] = viz_df[\"bl_hparams\"].apply(lambda tup: tup[i])\n", + "\n", + "# describe_dict = grouped_df[\"w_bl_whitelist_fraction\"].describe()\n", + "# viz_df[\"w_bl_whitelist_fraction_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"w_bl_whitelist_fraction_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "# describe_dict = grouped_df[\"no_bl_whitelist_fraction\"].describe()\n", + "# viz_df[\"no_bl_whitelist_fraction_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"no_bl_whitelist_fraction_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "\n", + "# describe_dict = grouped_df[\"w_bl_z_score\"].describe()\n", + "# viz_df[\"w_bl_z_score_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"w_bl_z_score_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "# describe_dict = grouped_df[\"no_bl_z_score\"].describe()\n", + "# viz_df[\"no_bl_z_score_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"no_bl_z_score_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "\n", + "# describe_dict = grouped_df[\"w_bl_ppl\"].describe()\n", + "# viz_df[\"w_bl_ppl_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"w_bl_ppl_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "# describe_dict = grouped_df[\"no_bl_ppl\"].describe()\n", + "# viz_df[\"no_bl_ppl_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"no_bl_ppl_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "# describe_dict = grouped_df[\"avg_spike_entropy\"].describe()\n", + "# viz_df[\"avg_spike_entropy_mean\"] = describe_dict[\"mean\"].to_list()\n", + "# viz_df[\"avg_spike_entropy_std\"] = describe_dict[\"std\"].to_list()\n", + "\n", + "# print(f\"groupby legend: {groupby_fields}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# # filtering\n", + "\n", + "# viz_df = viz_df[viz_df[\"bl_hparams\"].apply(lambda tup: (tup[0] == True))] # sampling\n", + "\n", + "# # viz_df = viz_df[viz_df[\"bl_hparams\"].apply(lambda tup: (tup[0] == False))] # greedy\n", + "\n", + "\n", + "# # fix one of the bl params for analytic chart\n", + "# viz_df = viz_df[(viz_df[\"gamma\"]==0.5) & (viz_df[\"delta\"]<=10.0)]\n", + "\n", + "# # viz_df = viz_df[(viz_df[\"delta\"] > 0.5) & (viz_df[\"delta\"]<=10.0)]\n", + "\n", + "# # viz_df = viz_df[(viz_df[\"delta\"]==0.5) | (viz_df[\"delta\"]==2.0) | (viz_df[\"delta\"]==10.0)]\n", + "\n", + "# # viz_df = viz_df[(viz_df[\"delta\"]!=0.1)&(viz_df[\"delta\"]!=0.5)&(viz_df[\"delta\"]!=50.0)]\n", + "\n", + "# # viz_df = viz_df[(viz_df[\"delta\"]!=50.0)]\n", + "# # viz_df = viz_df[(viz_df[\"delta\"]!=50.0) & (viz_df[\"num_beams\"]!=1)]\n", + "\n", + "# print(len(viz_df))\n", + "\n", + "# viz_df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Visualize the WL/BL hits via highlighting in html" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# idx = 75\n", + "# # idx = 62\n", + "\n", + "# # debug\n", + "# # idx = 7\n", + "# # idx = 18\n", + "# # idx = 231\n", + "\n", + "# print(gen_table_w_bl_stats[idx])\n", + "# print(f\"\\nPrompt:\",gen_table_w_bl_stats[idx][\"truncated_input\"])\n", + "# print(f\"\\nBaseline (real text):{gen_table_w_bl_stats[idx]['baseline_completion']}\")\n", + "# print(f\"\\nNo Blacklist:{gen_table_w_bl_stats[idx]['no_bl_output']}\")\n", + "# print(f\"\\nw/ Blacklist:{gen_table_w_bl_stats[idx]['w_bl_output']}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# from ipymarkup import show_span_box_markup, get_span_box_markup\n", + "# from ipymarkup.palette import palette, RED, GREEN, BLUE\n", + "\n", + "# from IPython.display import display, HTML\n", + "\n", + "# from transformers import GPT2TokenizerFast\n", + "# # fast_tokenizer = GPT2TokenizerFast.from_pretrained(\"gpt2\")\n", + "# fast_tokenizer = GPT2TokenizerFast.from_pretrained(\"facebook/opt-2.7b\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# %autoreload\n", + "\n", + "# vis_bl = partial(\n", + "# compute_bl_metrics,\n", + "# tokenizer=fast_tokenizer,\n", + "# hf_model_name=gen_table_meta[\"model_name\"],\n", + "# initial_seed=gen_table_meta[\"initial_seed\"],\n", + "# dynamic_seed=gen_table_meta[\"dynamic_seed\"],\n", + "# bl_proportion=gen_table_meta[\"bl_proportion\"],\n", + "# record_hits = True,\n", + "# use_cuda=True, # this is obvi critical to match the pseudorandomness\n", + "# )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# stats = vis_bl(gen_table_w_bl_stats[idx], 0)\n", + "\n", + "# baseline_hit_list = stats[\"baseline_hit_list\"]\n", + "# no_bl_hit_list = stats[\"no_bl_hit_list\"]\n", + "# w_bl_hit_list = stats[\"w_bl_hit_list\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# text = stats[\"truncated_input\"]\n", + "# fast_encoded = fast_tokenizer(text, truncation=True, max_length=2048)\n", + "# hit_list = baseline_hit_list\n", + "\n", + "# charspans = [fast_encoded.token_to_chars(i) for i in range(len(fast_encoded[\"input_ids\"]))]\n", + "# charspans = [cs for cs in charspans if cs is not None]\n", + "# # spans = [(cs.start,cs.end, \"PR\") for i,cs in enumerate(charspans)]\n", + "# spans = []\n", + "\n", + "# html = get_span_box_markup(text, spans, palette=palette(PR=BLUE), background='white', text_color=\"black\")\n", + "\n", + "\n", + "# with open(\"figs/prompt_html.html\", \"w\") as f:\n", + "# f.write(HTML(html).data)\n", + "\n", + "# HTML(html)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# text = stats[\"baseline_completion\"]\n", + "# fast_encoded = fast_tokenizer(text, truncation=True, max_length=2048)\n", + "# hit_list = baseline_hit_list\n", + "\n", + "# charspans = [fast_encoded.token_to_chars(i) for i in range(len(fast_encoded[\"input_ids\"]))]\n", + "# charspans = [cs for cs in charspans if cs is not None]\n", + "# spans = [(cs.start,cs.end, \"BL\") if hit_list[i] else (cs.start,cs.end, \"WL\") for i,cs in enumerate(charspans)]\n", + "\n", + "# html = get_span_box_markup(text, spans, palette=palette(BL=RED, WL=GREEN), background='white', text_color=\"black\")\n", + "\n", + "\n", + "# with open(\"figs/baseline_html.html\", \"w\") as f:\n", + "# f.write(HTML(html).data)\n", + "\n", + "# HTML(html)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "# text = stats[\"no_bl_output\"]\n", + "# fast_encoded = fast_tokenizer(text, truncation=True, max_length=2048)\n", + "# hit_list = no_bl_hit_list\n", + "\n", + "# charspans = [fast_encoded.token_to_chars(i) for i in range(len(fast_encoded[\"input_ids\"]))]\n", + "# charspans = [cs for cs in charspans if cs is not None]\n", + "# spans = [(cs.start,cs.end, \"BL\") if hit_list[i] else (cs.start,cs.end, \"WL\") for i,cs in enumerate(charspans)]\n", + "\n", + "# html = get_span_box_markup(text, spans, palette=palette(BL=RED, WL=GREEN), background='white', text_color=\"black\")\n", + "\n", + "\n", + "# with open(\"figs/no_bl_html.html\", \"w\") as f:\n", + "# f.write(HTML(html).data)\n", + "\n", + "# HTML(html)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "# text = stats[\"w_bl_output\"]\n", + "# fast_encoded = fast_tokenizer(text, truncation=True, max_length=2048)\n", + "# hit_list = w_bl_hit_list\n", + "\n", + "# charspans = [fast_encoded.token_to_chars(i) for i in range(len(fast_encoded[\"input_ids\"]))]\n", + "# charspans = [cs for cs in charspans if cs is not None]\n", + "# spans = [(cs.start,cs.end, \"BL\") if hit_list[i] else (cs.start,cs.end, \"WL\") for i,cs in enumerate(charspans)]\n", + "\n", + "# html = get_span_box_markup(text, spans, palette=palette(BL=RED, WL=GREEN), background='white', text_color=\"black\")\n", + "\n", + "\n", + "# with open(\"figs/w_bl_html.html\", \"w\") as f:\n", + "# f.write(HTML(html).data)\n", + "\n", + "# HTML(html)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.6" + }, + "vscode": { + "interpreter": { + "hash": "365524a309ad80022da286f2ec5d2060ce5cb229abb6076cf68d9a1ab14bd8fe" + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/lm-watermarking-main/extended_watermark_processor.py b/lm-watermarking-main/extended_watermark_processor.py new file mode 100644 index 0000000000000000000000000000000000000000..8c55d58c9cf336ac31d7118c9555ed3c12a9296e --- /dev/null +++ b/lm-watermarking-main/extended_watermark_processor.py @@ -0,0 +1,625 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +from __future__ import annotations +import collections +from math import sqrt +from itertools import chain, tee +from functools import lru_cache + +import scipy.stats +import torch +from tokenizers import Tokenizer +from transformers import LogitsProcessor + +from normalizers import normalization_strategy_lookup +from alternative_prf_schemes import prf_lookup, seeding_scheme_lookup + + +class WatermarkBase: + def __init__( + self, + vocab: list[int] = None, + gamma: float = 0.25, + delta: float = 2.0, + seeding_scheme: str = "selfhash", # simple default, find more schemes in alternative_prf_schemes.py + select_green_tokens: bool = True, # should always be the default if not running in legacy mode + ): + # patch now that None could now maybe be passed as seeding_scheme + if seeding_scheme is None: + seeding_scheme = "selfhash" + + # Vocabulary setup + self.vocab = vocab + self.vocab_size = len(vocab) + + # Watermark behavior: + self.gamma = gamma + self.delta = delta + self.rng = None + self._initialize_seeding_scheme(seeding_scheme) + # Legacy behavior: + self.select_green_tokens = select_green_tokens + + def _initialize_seeding_scheme(self, seeding_scheme: str) -> None: + """Initialize all internal settings of the seeding strategy from a colloquial, "public" name for the scheme.""" + self.prf_type, self.context_width, self.self_salt, self.hash_key = seeding_scheme_lookup(seeding_scheme) + + def _seed_rng(self, input_ids: torch.LongTensor) -> None: + """Seed RNG from local context. Not batched, because the generators we use (like cuda.random) are not batched.""" + # Need to have enough context for seed generation + if input_ids.shape[-1] < self.context_width: + raise ValueError(f"seeding_scheme requires at least a {self.context_width} token prefix to seed the RNG.") + + prf_key = prf_lookup[self.prf_type](input_ids[-self.context_width :], salt_key=self.hash_key) + # enable for long, interesting streams of pseudorandom numbers: print(prf_key) + self.rng.manual_seed(prf_key % (2**64 - 1)) # safeguard against overflow from long + + def _get_greenlist_ids(self, input_ids: torch.LongTensor) -> torch.LongTensor: + """Seed rng based on local context width and use this information to generate ids on the green list.""" + self._seed_rng(input_ids) + + greenlist_size = int(self.vocab_size * self.gamma) + vocab_permutation = torch.randperm(self.vocab_size, device=input_ids.device, generator=self.rng) + if self.select_green_tokens: # directly + greenlist_ids = vocab_permutation[:greenlist_size] # new + else: # select green via red + greenlist_ids = vocab_permutation[(self.vocab_size - greenlist_size) :] # legacy behavior + return greenlist_ids + + +class WatermarkLogitsProcessor(WatermarkBase, LogitsProcessor): + """LogitsProcessor modifying model output scores in a pipe. Can be used in any HF pipeline to modify scores to fit the watermark, + but can also be used as a standalone tool inserted for any model producing scores inbetween model outputs and next token sampler. + """ + + def __init__(self, *args, store_spike_ents: bool = False, **kwargs): + super().__init__(*args, **kwargs) + + self.store_spike_ents = store_spike_ents + self.spike_entropies = None + if self.store_spike_ents: + self._init_spike_entropies() + + def _init_spike_entropies(self): + alpha = torch.exp(torch.tensor(self.delta)).item() + gamma = self.gamma + + self.z_value = ((1 - gamma) * (alpha - 1)) / (1 - gamma + (alpha * gamma)) + self.expected_gl_coef = (gamma * alpha) / (1 - gamma + (alpha * gamma)) + + # catch for overflow when bias is "infinite" + if alpha == torch.inf: + self.z_value = 1.0 + self.expected_gl_coef = 1.0 + + def _get_spike_entropies(self): + spike_ents = [[] for _ in range(len(self.spike_entropies))] + for b_idx, ent_tensor_list in enumerate(self.spike_entropies): + for ent_tensor in ent_tensor_list: + spike_ents[b_idx].append(ent_tensor.item()) + return spike_ents + + def _get_and_clear_stored_spike_ents(self): + spike_ents = self._get_spike_entropies() + self.spike_entropies = None + return spike_ents + + def _compute_spike_entropy(self, scores): + # precomputed z value in init + probs = scores.softmax(dim=-1) + denoms = 1 + (self.z_value * probs) + renormed_probs = probs / denoms + sum_renormed_probs = renormed_probs.sum() + return sum_renormed_probs + + def _calc_greenlist_mask(self, scores: torch.FloatTensor, greenlist_token_ids) -> torch.BoolTensor: + # Cannot lose loop, greenlists might have different lengths + green_tokens_mask = torch.zeros_like(scores, dtype=torch.bool) + for b_idx, greenlist in enumerate(greenlist_token_ids): + if len(greenlist) > 0: + green_tokens_mask[b_idx][greenlist] = True + return green_tokens_mask + + def _bias_greenlist_logits(self, scores: torch.Tensor, greenlist_mask: torch.Tensor, greenlist_bias: float) -> torch.Tensor: + scores[greenlist_mask] = scores[greenlist_mask] + greenlist_bias + return scores + + def _score_rejection_sampling(self, input_ids: torch.LongTensor, scores: torch.FloatTensor, tail_rule="fixed_compute") -> list[int]: + """Generate greenlist based on current candidate next token. Reject and move on if necessary. Method not batched. + This is only a partial version of Alg.3 "Robust Private Watermarking", as it always assumes greedy sampling. It will still (kinda) + work for all types of sampling, but less effectively. + To work efficiently, this function can switch between a number of rules for handling the distribution tail. + These are not exposed by default. + """ + sorted_scores, greedy_predictions = scores.sort(dim=-1, descending=True) + + final_greenlist = [] + for idx, prediction_candidate in enumerate(greedy_predictions): + greenlist_ids = self._get_greenlist_ids(torch.cat([input_ids, prediction_candidate[None]], dim=0)) # add candidate to prefix + if prediction_candidate in greenlist_ids: # test for consistency + final_greenlist.append(prediction_candidate) + + # What follows below are optional early-stopping rules for efficiency + if tail_rule == "fixed_score": + if sorted_scores[0] - sorted_scores[idx + 1] > self.delta: + break + elif tail_rule == "fixed_list_length": + if len(final_greenlist) == 10: + break + elif tail_rule == "fixed_compute": + if idx == 40: + break + else: + pass # do not break early + return torch.as_tensor(final_greenlist, device=input_ids.device) + + def __call__(self, input_ids: torch.LongTensor, scores: torch.FloatTensor) -> torch.FloatTensor: + """Call with previous context as input_ids, and scores for next token.""" + + # this is lazy to allow us to co-locate on the watermarked model's device + self.rng = torch.Generator(device=input_ids.device) if self.rng is None else self.rng + + # NOTE, it would be nice to get rid of this batch loop, but currently, + # the seed and partition operations are not tensor/vectorized, thus + # each sequence in the batch needs to be treated separately. + + list_of_greenlist_ids = [None for _ in input_ids] # Greenlists could differ in length + for b_idx, input_seq in enumerate(input_ids): + if self.self_salt: + greenlist_ids = self._score_rejection_sampling(input_seq, scores[b_idx]) + else: + greenlist_ids = self._get_greenlist_ids(input_seq) + list_of_greenlist_ids[b_idx] = greenlist_ids + + # logic for computing and storing spike entropies for analysis + if self.store_spike_ents: + if self.spike_entropies is None: + self.spike_entropies = [[] for _ in range(input_ids.shape[0])] + self.spike_entropies[b_idx].append(self._compute_spike_entropy(scores[b_idx])) + + green_tokens_mask = self._calc_greenlist_mask(scores=scores, greenlist_token_ids=list_of_greenlist_ids) + scores = self._bias_greenlist_logits(scores=scores, greenlist_mask=green_tokens_mask, greenlist_bias=self.delta) + + return scores + + +class WatermarkDetector(WatermarkBase): + """This is the detector for all watermarks imprinted with WatermarkLogitsProcessor. + + The detector needs to be given the exact same settings that were given during text generation to replicate the watermark + greenlist generation and so detect the watermark. + This includes the correct device that was used during text generation, the correct tokenizer, the correct + seeding_scheme name, and parameters (delta, gamma). + + Optional arguments are + * normalizers ["unicode", "homoglyphs", "truecase"] -> These can mitigate modifications to generated text that could trip the watermark + * ignore_repeated_ngrams -> This option changes the detection rules to count every unique ngram only once. + * z_threshold -> Changing this threshold will change the sensitivity of the detector. + """ + + def __init__( + self, + *args, + device: torch.device = None, + tokenizer: Tokenizer = None, + z_threshold: float = 4.0, + normalizers: list[str] = ["unicode"], # or also: ["unicode", "homoglyphs", "truecase"] + ignore_repeated_ngrams: bool = True, + **kwargs, + ): + super().__init__(*args, **kwargs) + # also configure the metrics returned/preprocessing options + assert device, "Must pass device" + assert tokenizer, "Need an instance of the generating tokenizer to perform detection" + + self.tokenizer = tokenizer + self.device = device + self.z_threshold = z_threshold + self.rng = torch.Generator(device=self.device) + + self.normalizers = [] + for normalization_strategy in normalizers: + self.normalizers.append(normalization_strategy_lookup(normalization_strategy)) + self.ignore_repeated_ngrams = ignore_repeated_ngrams + + def dummy_detect( + self, + return_prediction: bool = True, + return_scores: bool = True, + z_threshold: float = None, + return_num_tokens_scored: bool = True, + return_num_green_tokens: bool = True, + return_green_fraction: bool = True, + return_green_token_mask: bool = False, + return_all_window_scores: bool = False, + return_z_score: bool = True, + return_z_at_T: bool = True, + return_p_value: bool = True, + ): + # HF-style output dictionary + score_dict = dict() + if return_num_tokens_scored: + score_dict.update(dict(num_tokens_scored=float("nan"))) + if return_num_green_tokens: + score_dict.update(dict(num_green_tokens=float("nan"))) + if return_green_fraction: + score_dict.update(dict(green_fraction=float("nan"))) + if return_z_score: + score_dict.update(dict(z_score=float("nan"))) + if return_p_value: + z_score = score_dict.get("z_score") + if z_score is None: + z_score = float("nan") + score_dict.update(dict(p_value=float("nan"))) + if return_green_token_mask: + score_dict.update(dict(green_token_mask=[])) + if return_all_window_scores: + score_dict.update(dict(window_list=[])) + if return_z_at_T: + score_dict.update(dict(z_score_at_T=torch.tensor([]))) + + output_dict = {} + if return_scores: + output_dict.update(score_dict) + # if passed return_prediction then perform the hypothesis test and return the outcome + if return_prediction: + z_threshold = z_threshold if z_threshold else self.z_threshold + assert z_threshold is not None, "Need a threshold in order to decide outcome of detection test" + output_dict["prediction"] = False + + return output_dict + + def _compute_z_score(self, observed_count, T): + # count refers to number of green tokens, T is total number of tokens + expected_count = self.gamma + numer = observed_count - expected_count * T + denom = sqrt(T * expected_count * (1 - expected_count)) + z = numer / denom + return z + + def _compute_p_value(self, z): + p_value = scipy.stats.norm.sf(z) + return p_value + + @lru_cache(maxsize=2**32) + def _get_ngram_score_cached(self, prefix: tuple[int], target: int): + """Expensive re-seeding and sampling is cached.""" + # Handle with care, should ideally reset on __getattribute__ access to self.prf_type, self.context_width, self.self_salt, self.hash_key + greenlist_ids = self._get_greenlist_ids(torch.as_tensor(prefix, device=self.device)) + return True if target in greenlist_ids else False + + def _score_ngrams_in_passage(self, input_ids: torch.Tensor): + """Core function to gather all ngrams in the input and compute their watermark.""" + if len(input_ids) - self.context_width < 1: + raise ValueError( + f"Must have at least {1} token to score after " + f"the first min_prefix_len={self.context_width} tokens required by the seeding scheme." + ) + + # Compute scores for all ngrams contexts in the passage: + token_ngram_generator = ngrams(input_ids.cpu().tolist(), self.context_width + 1 - self.self_salt) + frequencies_table = collections.Counter(token_ngram_generator) + ngram_to_watermark_lookup = {} + for idx, ngram_example in enumerate(frequencies_table.keys()): + prefix = ngram_example if self.self_salt else ngram_example[:-1] + target = ngram_example[-1] + ngram_to_watermark_lookup[ngram_example] = self._get_ngram_score_cached(prefix, target) + + return ngram_to_watermark_lookup, frequencies_table + + def _get_green_at_T_booleans(self, input_ids, ngram_to_watermark_lookup) -> tuple[torch.Tensor]: + """Generate binary list of green vs. red per token, a separate list that ignores repeated ngrams, and a list of offsets to + convert between both representations: + green_token_mask = green_token_mask_unique[offsets] except for all locations where otherwise a repeat would be counted + """ + green_token_mask, green_token_mask_unique, offsets = [], [], [] + used_ngrams = {} + unique_ngram_idx = 0 + ngram_examples = ngrams(input_ids.cpu().tolist(), self.context_width + 1 - self.self_salt) + + for idx, ngram_example in enumerate(ngram_examples): + green_token_mask.append(ngram_to_watermark_lookup[ngram_example]) + if self.ignore_repeated_ngrams: + if ngram_example in used_ngrams: + pass + else: + used_ngrams[ngram_example] = True + unique_ngram_idx += 1 + green_token_mask_unique.append(ngram_to_watermark_lookup[ngram_example]) + else: + green_token_mask_unique.append(ngram_to_watermark_lookup[ngram_example]) + unique_ngram_idx += 1 + offsets.append(unique_ngram_idx - 1) + return ( + torch.tensor(green_token_mask), + torch.tensor(green_token_mask_unique), + torch.tensor(offsets), + ) + + def _score_sequence( + self, + input_ids: torch.Tensor, + return_num_tokens_scored: bool = True, + return_num_green_tokens: bool = True, + return_green_fraction: bool = True, + return_green_token_mask: bool = False, + return_z_score: bool = True, + return_z_at_T: bool = True, + return_p_value: bool = True, + ): + ngram_to_watermark_lookup, frequencies_table = self._score_ngrams_in_passage(input_ids) + green_token_mask, green_unique, offsets = self._get_green_at_T_booleans(input_ids, ngram_to_watermark_lookup) + + # Count up scores over all ngrams + if self.ignore_repeated_ngrams: + # Method that only counts a green/red hit once per unique ngram. + # New num total tokens scored (T) becomes the number unique ngrams. + # We iterate over all unqiue token ngrams in the input, computing the greenlist + # induced by the context in each, and then checking whether the last + # token falls in that greenlist. + num_tokens_scored = len(frequencies_table.keys()) + green_token_count = sum(ngram_to_watermark_lookup.values()) + else: + num_tokens_scored = sum(frequencies_table.values()) + assert num_tokens_scored == len(input_ids) - self.context_width + self.self_salt + green_token_count = sum(freq * outcome for freq, outcome in zip(frequencies_table.values(), ngram_to_watermark_lookup.values())) + assert green_token_count == green_unique.sum() + + # HF-style output dictionary + score_dict = dict() + if return_num_tokens_scored: + score_dict.update(dict(num_tokens_scored=num_tokens_scored)) + if return_num_green_tokens: + score_dict.update(dict(num_green_tokens=green_token_count)) + if return_green_fraction: + score_dict.update(dict(green_fraction=(green_token_count / num_tokens_scored))) + if return_z_score: + score_dict.update(dict(z_score=self._compute_z_score(green_token_count, num_tokens_scored))) + if return_p_value: + z_score = score_dict.get("z_score") + if z_score is None: + z_score = self._compute_z_score(green_token_count, num_tokens_scored) + score_dict.update(dict(p_value=self._compute_p_value(z_score))) + if return_green_token_mask: + score_dict.update(dict(green_token_mask=green_token_mask.tolist())) + if return_z_at_T: + # Score z_at_T separately: + sizes = torch.arange(1, len(green_unique) + 1) + seq_z_score_enum = torch.cumsum(green_unique, dim=0) - self.gamma * sizes + seq_z_score_denom = torch.sqrt(sizes * self.gamma * (1 - self.gamma)) + z_score_at_effective_T = seq_z_score_enum / seq_z_score_denom + z_score_at_T = z_score_at_effective_T[offsets] + assert torch.isclose(z_score_at_T[-1], torch.tensor(z_score)) + + score_dict.update(dict(z_score_at_T=z_score_at_T)) + + return score_dict + + def _score_windows_impl_batched( + self, + input_ids: torch.Tensor, + window_size: str, + window_stride: int = 1, + ): + # Implementation details: + # 1) --ignore_repeated_ngrams is applied globally, and windowing is then applied over the reduced binary vector + # this is only one way of doing it, another would be to ignore bigrams within each window (maybe harder to parallelize that) + # 2) These windows on the binary vector of green/red hits, independent of context_width, in contrast to Kezhi's first implementation + # 3) z-scores from this implementation cannot be directly converted to p-values, and should only be used as labels for a + # ROC chart that calibrates to a chosen FPR. Due, to windowing, the multiple hypotheses will increase scores across the board# + # naive_count_correction=True is a partial remedy to this + + ngram_to_watermark_lookup, frequencies_table = self._score_ngrams_in_passage(input_ids) + green_mask, green_ids, offsets = self._get_green_at_T_booleans(input_ids, ngram_to_watermark_lookup) + len_full_context = len(green_ids) + + partial_sum_id_table = torch.cumsum(green_ids, dim=0) + + if window_size == "max": + # could start later, small window sizes cannot generate enough power + # more principled: solve (T * Spike_Entropy - g * T) / sqrt(T * g * (1 - g)) = z_thresh for T + sizes = range(1, len_full_context) + else: + sizes = [int(x) for x in window_size.split(",") if len(x) > 0] + + z_score_max_per_window = torch.zeros(len(sizes)) + cumulative_eff_z_score = torch.zeros(len_full_context) + s = window_stride + + window_fits = False + for idx, size in enumerate(sizes): + if size <= len_full_context: + # Compute hits within window for all positions in parallel: + window_score = torch.zeros(len_full_context - size + 1, dtype=torch.long) + # Include 0-th window + window_score[0] = partial_sum_id_table[size - 1] + # All other windows from the 1st: + window_score[1:] = partial_sum_id_table[size::s] - partial_sum_id_table[:-size:s] + + # Now compute batched z_scores + batched_z_score_enum = window_score - self.gamma * size + z_score_denom = sqrt(size * self.gamma * (1 - self.gamma)) + batched_z_score = batched_z_score_enum / z_score_denom + + # And find the maximal hit + maximal_z_score = batched_z_score.max() + z_score_max_per_window[idx] = maximal_z_score + + z_score_at_effective_T = torch.cummax(batched_z_score, dim=0)[0] + cumulative_eff_z_score[size::s] = torch.maximum(cumulative_eff_z_score[size::s], z_score_at_effective_T[:-1]) + window_fits = True # successful computation for any window in sizes + + if not window_fits: + raise ValueError( + f"Could not find a fitting window with window sizes {window_size} for (effective) context length {len_full_context}." + ) + + # Compute optimal window size and z-score + cumulative_z_score = cumulative_eff_z_score[offsets] + optimal_z, optimal_window_size_idx = z_score_max_per_window.max(dim=0) + optimal_window_size = sizes[optimal_window_size_idx] + return ( + optimal_z, + optimal_window_size, + z_score_max_per_window, + cumulative_z_score, + green_mask, + ) + + def _score_sequence_window( + self, + input_ids: torch.Tensor, + return_num_tokens_scored: bool = True, + return_num_green_tokens: bool = True, + return_green_fraction: bool = True, + return_green_token_mask: bool = False, + return_z_score: bool = True, + return_z_at_T: bool = True, + return_p_value: bool = True, + window_size: str = None, + window_stride: int = 1, + ): + ( + optimal_z, + optimal_window_size, + _, + z_score_at_T, + green_mask, + ) = self._score_windows_impl_batched(input_ids, window_size, window_stride) + + # HF-style output dictionary + score_dict = dict() + if return_num_tokens_scored: + score_dict.update(dict(num_tokens_scored=optimal_window_size)) + + denom = sqrt(optimal_window_size * self.gamma * (1 - self.gamma)) + green_token_count = int(optimal_z * denom + self.gamma * optimal_window_size) + green_fraction = green_token_count / optimal_window_size + if return_num_green_tokens: + score_dict.update(dict(num_green_tokens=green_token_count)) + if return_green_fraction: + score_dict.update(dict(green_fraction=green_fraction)) + if return_z_score: + score_dict.update(dict(z_score=optimal_z)) + if return_z_at_T: + score_dict.update(dict(z_score_at_T=z_score_at_T)) + if return_p_value: + z_score = score_dict.get("z_score", optimal_z) + score_dict.update(dict(p_value=self._compute_p_value(z_score))) + + # Return per-token results for mask. This is still the same, just scored by windows + # todo would be to mark the actually counted tokens differently + if return_green_token_mask: + score_dict.update(dict(green_token_mask=green_mask.tolist())) + + return score_dict + + def detect( + self, + text: str = None, + tokenized_text: list[int] = None, + window_size: str = None, + window_stride: int = None, + return_prediction: bool = True, + return_scores: bool = True, + z_threshold: float = None, + convert_to_float: bool = False, + **kwargs, + ) -> dict: + """Scores a given string of text and returns a dictionary of results.""" + + assert (text is not None) ^ (tokenized_text is not None), "Must pass either the raw or tokenized string" + if return_prediction: + kwargs["return_p_value"] = True # to return the "confidence":=1-p of positive detections + + # run optional normalizers on text + for normalizer in self.normalizers: + text = normalizer(text) + if len(self.normalizers) > 0: + print(f"Text after normalization:\n\n{text}\n") + + if tokenized_text is None: + assert self.tokenizer is not None, ( + "Watermark detection on raw string ", + "requires an instance of the tokenizer ", + "that was used at generation time.", + ) + tokenized_text = self.tokenizer(text, return_tensors="pt", add_special_tokens=False)["input_ids"][0].to(self.device) + if tokenized_text[0] == self.tokenizer.bos_token_id: + tokenized_text = tokenized_text[1:] + else: + # try to remove the bos_tok at beginning if it's there + if (self.tokenizer is not None) and (tokenized_text[0] == self.tokenizer.bos_token_id): + tokenized_text = tokenized_text[1:] + + # call score method + output_dict = {} + + if window_size is not None: + # assert window_size <= len(tokenized_text) cannot assert for all new types + score_dict = self._score_sequence_window( + tokenized_text, + window_size=window_size, + window_stride=window_stride, + **kwargs, + ) + output_dict.update(score_dict) + else: + score_dict = self._score_sequence(tokenized_text, **kwargs) + if return_scores: + output_dict.update(score_dict) + # if passed return_prediction then perform the hypothesis test and return the outcome + if return_prediction: + z_threshold = z_threshold if z_threshold else self.z_threshold + assert z_threshold is not None, "Need a threshold in order to decide outcome of detection test" + output_dict["prediction"] = score_dict["z_score"] > z_threshold + if output_dict["prediction"]: + output_dict["confidence"] = 1 - score_dict["p_value"] + + # convert any numerical values to float if requested + if convert_to_float: + for key, value in output_dict.items(): + if isinstance(value, int): + output_dict[key] = float(value) + + return output_dict + + +########################################################################## +# Ngram iteration from nltk, extracted to remove the dependency +# Natural Language Toolkit: Utility functions +# +# Copyright (C) 2001-2023 NLTK Project +# Author: Steven Bird +# Eric Kafe (acyclic closures) +# URL: +# For license information, see https://github.com/nltk/nltk/blob/develop/LICENSE.txt +########################################################################## + + +def ngrams(sequence, n, pad_left=False, pad_right=False, pad_symbol=None): + sequence = iter(sequence) + if pad_left: + sequence = chain((pad_symbol,) * (n - 1), sequence) + if pad_right: + sequence = chain(sequence, (pad_symbol,) * (n - 1)) + iterables = tee(sequence, n) + + for i, sub_iterable in enumerate(iterables): # For each window, + for _ in range(i): # iterate through every order of ngrams + next(sub_iterable, None) # generate the ngrams within the window. + return zip(*iterables) # Unpack and flattens the iterables. diff --git a/lm-watermarking-main/homoglyph_data/__init__.py b/lm-watermarking-main/homoglyph_data/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..62dc1e2de2de7df37b987b6cd862bf7be4629f7d --- /dev/null +++ b/lm-watermarking-main/homoglyph_data/__init__.py @@ -0,0 +1,40 @@ +# This is data for homoglyph finding + +"""Original package info: + +Homoglyphs +* Get similar letters +* Convert string to ASCII letters +* Detect possible letter languages +* Detect letter UTF-8 group. + +# main package info +__title__ = 'Homoglyphs' +__version__ = '2.0.4' +__author__ = 'Gram Orsinium' +__license__ = 'MIT' + +# License: + +MIT License 2019 orsinium + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice (including the next +paragraph) shall be included in all copies or substantial portions of the +Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. + +""" diff --git a/lm-watermarking-main/homoglyph_data/categories.json b/lm-watermarking-main/homoglyph_data/categories.json new file mode 100644 index 0000000000000000000000000000000000000000..64a4e570c0b189792342a4ed5a814c5004ec0117 --- /dev/null +++ b/lm-watermarking-main/homoglyph_data/categories.json @@ -0,0 +1,10423 @@ +{ + "aliases": [ + "ADLAM", + "AHOM", + "ANATOLIAN_HIEROGLYPHS", + "ARABIC", + "ARMENIAN", + "AVESTAN", + "BALINESE", + "BAMUM", + "BASSA_VAH", + "BATAK", + "BENGALI", + "BHAIKSUKI", + "BOPOMOFO", + "BRAHMI", + "BRAILLE", + "BUGINESE", + "BUHID", + "CANADIAN_ABORIGINAL", + "CARIAN", + "CAUCASIAN_ALBANIAN", + "CHAKMA", + "CHAM", + "CHEROKEE", + "COMMON", + "COPTIC", + "CUNEIFORM", + "CYPRIOT", + 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"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÈÉÍÏÒÓÚÜÇàèéíïòóúüç·", + "cz": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÁÉÍÓÚÝáéíóúýČčĎďĚěŇňŘřŠšŤťŮůŽž", + "da": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÅÆØåæø", + "de": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÄÖÜßäöü", + "el": "ΪΫΆΈΉΊΌΎΏΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡΣΤΥΦΧΨΩΐΰϊϋάέήίαβγδεζηθικλμνξοπρςστυφχψωόύώ", + "en": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz", + "eo": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzĈĉĜĝĤĥĴĵŜŝŬŭ", + "es": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÁÉÍÑÓÚÜáéíñóúü", + "et": "ABDEGHIJKLMNOPRSTUVabdeghijklmnoprstuvÄÕÖÜäõöü", + "fi": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÄÅÖäåöŠšŽž", + "fr": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÂÇÈÉÊÎÏÙÛàâçèéêîïùûŒœ", + "he": "אבגדהוזחטיךכלםמןנסעףפץצקרשתװױײ", + "hr": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzĆćČčĐ𩹮ž", + "hu": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzÁÉÍÓÖÚÜáéíóöúüŐőŰű", + "it": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÈÉÌÒÓÙàèéìòóù", + "lt": "ABCDEFGHIJKLMNOPRSTUVYZabcdefghijklmnoprstuvyzĄąČčĖėĘęĮįŠšŪūŲųŽž", + "lv": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzĀāČčĒēĢģĪīĶķĻļŅņŠšŪūŽž", + "mk": "ЃЅЈЉЊЌЏАБВГДЕЖЗИКЛМНОПРСТУФХЦЧШабвгдежзиклмнопрстуфхцчшѓѕјљњќџ", + "nl": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz", + "pl": "ABCDEFGHIJKLMNOPRSTUWYZabcdefghijklmnoprstuwyzÓóĄąĆćĘꣳŃńŚśŹźŻż", + "pt": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÁÂÃÇÉÊÍÓÔÕÚàáâãçéêíóôõú", + "ro": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÂÎâîĂăȘșȚț", + "ru": "ЁАБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмнопрстуфхцчшщъыьэюяё", + "sk": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÁÄÉÍÓÔÚÝáäéíóôúýČčĎďĹ弾ŇňŔ੹ŤťŽž", + "sl": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzČ芚Žž", + "sr": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzЂЈЉЊЋЏАБВГДЕЖЗИКЛМНОПРСТУФХЦЧШабвгдежзиклмнопрстуфхцчшђјљњћџ", + "th": "กขฃคฅฆงจฉชซฌญฎฏฐฑฒณดตถทธนบปผฝพฟภมยรฤลฦวศษสหฬอฮฯะัาำิีึืฺุู฿เแโใไๅๆ็่้๊๋์ํ๎๏๐๑๒๓๔๕๖๗๘๙๚๛", + "tr": "ABCDEFGHIJKLMNOPRSTUVYZabcdefghijklmnoprstuvyzÂÇÎÖÛÜâçîöûüĞğİıŞş", + "vi": "ABCDEGHIKLMNOPQRSTUVXYabcdeghiklmnopqrstuvxyÂÊÔâêôĂăĐđƠơƯư" +} diff --git a/lm-watermarking-main/homoglyphs.py b/lm-watermarking-main/homoglyphs.py new file mode 100644 index 0000000000000000000000000000000000000000..925279eb3455eb63e36aea12c97ae9b685a15652 --- /dev/null +++ b/lm-watermarking-main/homoglyphs.py @@ -0,0 +1,265 @@ +"""Updated version of core.py from +https://github.com/yamatt/homoglyphs/tree/main/homoglyphs_fork +for modern python3 +""" + +from collections import defaultdict +import json +from itertools import product +import os +import unicodedata + +# Actions if char not in alphabet +STRATEGY_LOAD = 1 # load category for this char +STRATEGY_IGNORE = 2 # add char to result +STRATEGY_REMOVE = 3 # remove char from result + +ASCII_RANGE = range(128) + + +CURRENT_DIR = os.path.dirname(os.path.abspath(__file__)) +DATA_LOCATION = os.path.join(CURRENT_DIR, "homoglyph_data") + + +class Categories: + """ + Work with aliases from ISO 15924. + https://en.wikipedia.org/wiki/ISO_15924#List_of_codes + """ + + fpath = os.path.join(DATA_LOCATION, "categories.json") + + @classmethod + def _get_ranges(cls, categories): + """ + :return: iter: (start code, end code) + :rtype: list + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + + for category in categories: + if category not in data["aliases"]: + raise ValueError("Invalid category: {}".format(category)) + + for point in data["points"]: + if point[2] in categories: + yield point[:2] + + @classmethod + def get_alphabet(cls, categories): + """ + :return: set of chars in alphabet by categories list + :rtype: set + """ + alphabet = set() + for start, end in cls._get_ranges(categories): + chars = (chr(code) for code in range(start, end + 1)) + alphabet.update(chars) + return alphabet + + @classmethod + def detect(cls, char): + """ + :return: category + :rtype: str + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + + # try detect category by unicodedata + try: + category = unicodedata.name(char).split()[0] + except (TypeError, ValueError): + # In Python2 unicodedata.name raise error for non-unicode chars + # Python3 raise ValueError for non-unicode characters + pass + else: + if category in data["aliases"]: + return category + + # try detect category by ranges from JSON file. + code = ord(char) + for point in data["points"]: + if point[0] <= code <= point[1]: + return point[2] + + @classmethod + def get_all(cls): + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + return set(data["aliases"]) + + +class Languages: + fpath = os.path.join(DATA_LOCATION, "languages.json") + + @classmethod + def get_alphabet(cls, languages): + """ + :return: set of chars in alphabet by languages list + :rtype: set + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + alphabet = set() + for lang in languages: + if lang not in data: + raise ValueError("Invalid language code: {}".format(lang)) + alphabet.update(data[lang]) + return alphabet + + @classmethod + def detect(cls, char): + """ + :return: set of languages which alphabet contains passed char. + :rtype: set + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + languages = set() + for lang, alphabet in data.items(): + if char in alphabet: + languages.add(lang) + return languages + + @classmethod + def get_all(cls): + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + return set(data.keys()) + + +class Homoglyphs: + def __init__( + self, + categories=None, + languages=None, + alphabet=None, + strategy=STRATEGY_IGNORE, + ascii_strategy=STRATEGY_IGNORE, + ascii_range=ASCII_RANGE, + ): + # strategies + if strategy not in (STRATEGY_LOAD, STRATEGY_IGNORE, STRATEGY_REMOVE): + raise ValueError("Invalid strategy") + self.strategy = strategy + self.ascii_strategy = ascii_strategy + self.ascii_range = ascii_range + + # Homoglyphs must be initialized by any alphabet for correct work + if not categories and not languages and not alphabet: + categories = ("LATIN", "COMMON") + + # cats and langs + self.categories = set(categories or []) + self.languages = set(languages or []) + + # alphabet + self.alphabet = set(alphabet or []) + if self.categories: + alphabet = Categories.get_alphabet(self.categories) + self.alphabet.update(alphabet) + if self.languages: + alphabet = Languages.get_alphabet(self.languages) + self.alphabet.update(alphabet) + self.table = self.get_table(self.alphabet) + + @staticmethod + def get_table(alphabet): + table = defaultdict(set) + with open(os.path.join(DATA_LOCATION, "confusables_sept2022.json")) as f: + data = json.load(f) + for char in alphabet: + if char in data: + for homoglyph in data[char]: + if homoglyph in alphabet: + table[char].add(homoglyph) + return table + + @staticmethod + def get_restricted_table(source_alphabet, target_alphabet): + table = defaultdict(set) + with open(os.path.join(DATA_LOCATION, "confusables_sept2022.json")) as f: + data = json.load(f) + for char in source_alphabet: + if char in data: + for homoglyph in data[char]: + if homoglyph in target_alphabet: + table[char].add(homoglyph) + return table + + @staticmethod + def uniq_and_sort(data): + result = list(set(data)) + result.sort(key=lambda x: (-len(x), x)) + return result + + def _update_alphabet(self, char): + # try detect languages + langs = Languages.detect(char) + if langs: + self.languages.update(langs) + alphabet = Languages.get_alphabet(langs) + self.alphabet.update(alphabet) + else: + # try detect categories + category = Categories.detect(char) + if category is None: + return False + self.categories.add(category) + alphabet = Categories.get_alphabet([category]) + self.alphabet.update(alphabet) + # update table for new alphabet + self.table = self.get_table(self.alphabet) + return True + + def _get_char_variants(self, char): + if char not in self.alphabet: + if self.strategy == STRATEGY_LOAD: + if not self._update_alphabet(char): + return [] + elif self.strategy == STRATEGY_IGNORE: + return [char] + elif self.strategy == STRATEGY_REMOVE: + return [] + + # find alternative chars for current char + alt_chars = self.table.get(char, set()) + if alt_chars: + # find alternative chars for alternative chars for current char + alt_chars2 = [self.table.get(alt_char, set()) for alt_char in alt_chars] + # combine all alternatives + alt_chars.update(*alt_chars2) + # add current char to alternatives + alt_chars.add(char) + + # uniq, sort and return + return self.uniq_and_sort(alt_chars) + + def _get_combinations(self, text, ascii=False): + variations = [] + for char in text: + alt_chars = self._get_char_variants(char) + + if ascii: + alt_chars = [char for char in alt_chars if ord(char) in self.ascii_range] + if not alt_chars and self.ascii_strategy == STRATEGY_IGNORE: + return + + if alt_chars: + variations.append(alt_chars) + if variations: + for variant in product(*variations): + yield "".join(variant) + + def get_combinations(self, text): + return list(self._get_combinations(text)) + + def _to_ascii(self, text): + for variant in self._get_combinations(text, ascii=True): + if max(map(ord, variant)) in self.ascii_range: + yield variant + + def to_ascii(self, text): + return self.uniq_and_sort(self._to_ascii(text)) diff --git a/lm-watermarking-main/normalizers.py b/lm-watermarking-main/normalizers.py new file mode 100644 index 0000000000000000000000000000000000000000..d2d2dc05dd47800080a95d24a1e50680b1fe429d --- /dev/null +++ b/lm-watermarking-main/normalizers.py @@ -0,0 +1,208 @@ +""" Text-based normalizers, used to mitigate simple attacks against watermarking. + +This implementation is unlikely to be a complete list of all possible exploits within the unicode standard, +it represents our best effort at the time of writing. + +These normalizers can be used as stand-alone normalizers. They could be made to conform to HF tokenizers standard, but that would +require messing with the limited rust interface of tokenizers.NormalizedString +""" +from collections import defaultdict +from functools import cache + +import re +import unicodedata +import homoglyphs as hg + + +def normalization_strategy_lookup(strategy_name: str) -> object: + if strategy_name == "unicode": + return UnicodeSanitizer() + elif strategy_name == "homoglyphs": + return HomoglyphCanonizer() + elif strategy_name == "truecase": + return TrueCaser() + + +class HomoglyphCanonizer: + """Attempts to detect homoglyph attacks and find a consistent canon. + + This function does so on a per-ISO-category level. Language-level would also be possible (see commented code). + """ + + def __init__(self): + self.homoglyphs = None + + def __call__(self, homoglyphed_str: str) -> str: + # find canon: + target_category, all_categories = self._categorize_text(homoglyphed_str) + homoglyph_table = self._select_canon_category_and_load(target_category, all_categories) + return self._sanitize_text(target_category, homoglyph_table, homoglyphed_str) + + def _categorize_text(self, text: str) -> dict: + iso_categories = defaultdict(int) + # self.iso_languages = defaultdict(int) + + for char in text: + iso_categories[hg.Categories.detect(char)] += 1 + # for lang in hg.Languages.detect(char): + # self.iso_languages[lang] += 1 + target_category = max(iso_categories, key=iso_categories.get) + all_categories = tuple(iso_categories) + return target_category, all_categories + + @cache + def _select_canon_category_and_load( + self, target_category: str, all_categories: tuple[str] + ) -> dict: + homoglyph_table = hg.Homoglyphs( + categories=(target_category, "COMMON") + ) # alphabet loaded here from file + + source_alphabet = hg.Categories.get_alphabet(all_categories) + restricted_table = homoglyph_table.get_restricted_table( + source_alphabet, homoglyph_table.alphabet + ) # table loaded here from file + return restricted_table + + def _sanitize_text( + self, target_category: str, homoglyph_table: dict, homoglyphed_str: str + ) -> str: + sanitized_text = "" + for char in homoglyphed_str: + # langs = hg.Languages.detect(char) + cat = hg.Categories.detect(char) + if target_category in cat or "COMMON" in cat or len(cat) == 0: + sanitized_text += char + else: + sanitized_text += list(homoglyph_table[char])[0] + return sanitized_text + + +class UnicodeSanitizer: + """Regex-based unicode sanitzer. Has different levels of granularity. + + * ruleset="whitespaces" - attempts to remove only whitespace unicode characters + * ruleset="IDN.blacklist" - does its best to remove unusual unicode based on Network.IDN.blacklist characters + * ruleset="ascii" - brute-forces all text into ascii + + This is unlikely to be a comprehensive list. + + You can find a more comprehensive discussion at https://www.unicode.org/reports/tr36/ + and https://www.unicode.org/faq/security.html + """ + + def __init__(self, ruleset="whitespaces"): + if ruleset == "whitespaces": + """Documentation: + \u00A0: Non-breaking space + \u1680: Ogham space mark + \u180E: Mongolian vowel separator + \u2000-\u200B: Various space characters, including en space, em space, thin space, hair space, zero-width space, and zero-width non-joiner + \u200C\u200D: Zero-width non-joiner and zero-width joiner + \u200E,\u200F: Left-to-right-mark, Right-to-left-mark + \u2060: Word joiner + \u2063: Invisible separator + \u202F: Narrow non-breaking space + \u205F: Medium mathematical space + \u3000: Ideographic space + \uFEFF: Zero-width non-breaking space + \uFFA0: Halfwidth hangul filler + \uFFF9\uFFFA\uFFFB: Interlinear annotation characters + \uFE00-\uFE0F: Variation selectors + \u202A-\u202F: Embedding characters + \u3164: Korean hangul filler. + + Note that these characters are not always superfluous whitespace characters! + """ + + self.pattern = re.compile( + r"[\u00A0\u1680\u180E\u2000-\u200B\u200C\u200D\u200E\u200F\u2060\u2063\u202F\u205F\u3000\uFEFF\uFFA0\uFFF9\uFFFA\uFFFB" + r"\uFE00\uFE01\uFE02\uFE03\uFE04\uFE05\uFE06\uFE07\uFE08\uFE09\uFE0A\uFE0B\uFE0C\uFE0D\uFE0E\uFE0F\u3164\u202A\u202B\u202C\u202D" + r"\u202E\u202F]" + ) + elif ruleset == "IDN.blacklist": + """Documentation: + [\u00A0\u1680\u180E\u2000-\u200B\u202F\u205F\u2060\u2063\uFEFF]: Matches any whitespace characters in the Unicode character + set that are included in the IDN blacklist. + \uFFF9-\uFFFB: Matches characters that are not defined in Unicode but are used as language tags in various legacy encodings. + These characters are not allowed in domain names. + \uD800-\uDB7F: Matches the first part of a surrogate pair. Surrogate pairs are used to represent characters in the Unicode character + set that cannot be represented by a single 16-bit value. The first part of a surrogate pair is in the range U+D800 to U+DBFF, + and the second part is in the range U+DC00 to U+DFFF. + \uDB80-\uDBFF][\uDC00-\uDFFF]?: Matches the second part of a surrogate pair. The second part of a surrogate pair is in the range U+DC00 + to U+DFFF, and is optional. + [\uDB40\uDC20-\uDB40\uDC7F][\uDC00-\uDFFF]: Matches certain invalid UTF-16 sequences which should not appear in IDNs. + """ + + self.pattern = re.compile( + r"[\u00A0\u1680\u180E\u2000-\u200B\u202F\u205F\u2060\u2063\uFEFF\uFFF9-\uFFFB\uD800-\uDB7F\uDB80-\uDBFF]" + r"[\uDC00-\uDFFF]?|[\uDB40\uDC20-\uDB40\uDC7F][\uDC00-\uDFFF]" + ) + else: + """Documentation: + This is a simple restriction to "no-unicode", using only ascii characters. Control characters are included. + """ + self.pattern = re.compile(r"[^\x00-\x7F]+") + + def __call__(self, text: str) -> str: + text = unicodedata.normalize("NFC", text) # canon forms + text = self.pattern.sub(" ", text) # pattern match + text = re.sub(" +", " ", text) # collapse whitespaces + text = "".join( + c for c in text if unicodedata.category(c) != "Cc" + ) # Remove any remaining non-printable characters + return text + + +class TrueCaser: + """True-casing, is a capitalization normalization that returns text to its original capitalization. + + This defends against attacks that wRIte TeXt lIkE spOngBoB. + + Here, a simple POS-tagger is used. + """ + + uppercase_pos = ["PROPN"] # Name POS tags that should be upper-cased + + def __init__(self, backend="spacy"): + if backend == "spacy": + import spacy + + self.nlp = spacy.load("en_core_web_sm") + self.normalize_fn = self._spacy_truecasing + else: + from nltk import pos_tag, word_tokenize # noqa + import nltk + + nltk.download("punkt") + nltk.download("averaged_perceptron_tagger") + nltk.download("universal_tagset") + self.normalize_fn = self._nltk_truecasing + + def __call__(self, random_capitalized_string: str) -> str: + truecased_str = self.normalize_fn(random_capitalized_string) + return truecased_str + + def _spacy_truecasing(self, random_capitalized_string: str): + doc = self.nlp(random_capitalized_string.lower()) + POS = self.uppercase_pos + truecased_str = "".join( + [ + w.text_with_ws.capitalize() if w.pos_ in POS or w.is_sent_start else w.text_with_ws + for w in doc + ] + ) + return truecased_str + + def _nltk_truecasing(self, random_capitalized_string: str): + from nltk import pos_tag, word_tokenize + import nltk + + nltk.download("punkt") + nltk.download("averaged_perceptron_tagger") + nltk.download("universal_tagset") + POS = ["NNP", "NNPS"] + + tagged_text = pos_tag(word_tokenize(random_capitalized_string.lower())) + truecased_str = " ".join([w.capitalize() if p in POS else w for (w, p) in tagged_text]) + return truecased_str diff --git a/lm-watermarking-main/pyproject.toml b/lm-watermarking-main/pyproject.toml new file mode 100644 index 0000000000000000000000000000000000000000..e34f0efcf93326eae089755c90579de3132343b4 --- /dev/null +++ b/lm-watermarking-main/pyproject.toml @@ -0,0 +1,6 @@ +[build-system] +requires = ["setuptools"] +build-backend = "setuptools.build_meta" + +[tool.black] +line-length = 140 diff --git a/lm-watermarking-main/requirements.txt b/lm-watermarking-main/requirements.txt new file mode 100644 index 0000000000000000000000000000000000000000..f57f21761a392a5525ac351786ec5af5e7562480 --- /dev/null +++ b/lm-watermarking-main/requirements.txt @@ -0,0 +1,6 @@ +gradio +nltk +scipy +torch +transformers +tokenizers \ No newline at end of file diff --git a/lm-watermarking-main/setup.cfg b/lm-watermarking-main/setup.cfg new file mode 100644 index 0000000000000000000000000000000000000000..a8d8f05ebc1699cd49ee577740681f2f6c7da97f --- /dev/null +++ b/lm-watermarking-main/setup.cfg @@ -0,0 +1,68 @@ +[metadata] +name = lm-watermarking +version = 0.1.0 +author = Authors of 'A Watermark for Large Language Models' +author_email = jkirchen@umd.edu +url = https://github.com/jwkirchenbauer/lm-watermarking +description = Implementation of watermark algorithms for large language models. +long_description = file: README.md, LICENSE.md +long_description_content_type = text/markdown +license = Apache 2.0 +license_file = LICENSE.md +platform = any +keywords = Machine Learning, NLP, Language Models, Watermark, Safety, Model Output Detection +classifiers = + Topic :: Security + License :: OSI Approved :: Apache 2.0 + Operating System :: OS Independent + Programming Language :: Python +homepage = https://github.com/jwkirchenbauer/lm-watermarking +repository = https://github.com/jwkirchenbauer/lm-watermarking +documentation = https://arxiv.org/abs/2301.10226 + +[options] +zip_safe = False +include_package_data = True +python_requires = >= 3.9 +packages = find: + +setup_requires = + setuptools + +install_requires = + nltk + scipy + torch + transformers + tokenizers + +[tool.black] +line-length = 140 + +[check-manifest] +ignore = + .ipynb + .sh + +#inspired by https://github.com/pytorch/pytorch/blob/master/.flake8 +[flake8] +select = B,C,E,F,P,T4,W,B9 +max-line-length = 140 +extend-ignore = E203 + +ignore = + E203,E305,E402,E501,E721,E741,F821,F841,F999,W503,W504,C408,E302,W291,E303, + # shebang has extra meaning in fbcode lints, so I think it's not worth trying + # to line this up with executable bit + EXE001, + # these ignores are from flake8-bugbear; please fix! + B007,B008, + # these ignores are from flake8-comprehensions; please fix! + C400,C401,C402,C403,C404,C405,C407,C411,C413,C414,C415 + #unignored: F403,F405, + D102,D103,D403 # for doc linting + + exclude = + .git + __pycache__ + log/* diff --git a/lm-watermarking-main/watermark_processor.py b/lm-watermarking-main/watermark_processor.py new file mode 100644 index 0000000000000000000000000000000000000000..325b1ba3872bf0d1335fd92d07be322adbabe2c6 --- /dev/null +++ b/lm-watermarking-main/watermark_processor.py @@ -0,0 +1,282 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +from __future__ import annotations +import collections +from math import sqrt + +import scipy.stats + +import torch +from torch import Tensor +from tokenizers import Tokenizer +from transformers import LogitsProcessor + +from nltk.util import ngrams + +from normalizers import normalization_strategy_lookup + + +class WatermarkBase: + def __init__( + self, + vocab: list[int] = None, + gamma: float = 0.5, + delta: float = 2.0, + seeding_scheme: str = "simple_1", # mostly unused/always default + hash_key: int = 15485863, # just a large prime number to create a rng seed with sufficient bit width + select_green_tokens: bool = True, + ): + + # watermarking parameters + self.vocab = vocab + self.vocab_size = len(vocab) + self.gamma = gamma + self.delta = delta + self.seeding_scheme = seeding_scheme + self.rng = None + self.hash_key = hash_key + self.select_green_tokens = select_green_tokens + + def _seed_rng(self, input_ids: torch.LongTensor, seeding_scheme: str = None) -> None: + # can optionally override the seeding scheme, + # but uses the instance attr by default + if seeding_scheme is None: + seeding_scheme = self.seeding_scheme + + if seeding_scheme == "simple_1": + assert input_ids.shape[-1] >= 1, f"seeding_scheme={seeding_scheme} requires at least a 1 token prefix sequence to seed rng" + prev_token = input_ids[-1].item() + self.rng.manual_seed(self.hash_key * prev_token) + else: + raise NotImplementedError(f"Unexpected seeding_scheme: {seeding_scheme}") + return + + def _get_greenlist_ids(self, input_ids: torch.LongTensor) -> list[int]: + # seed the rng using the previous tokens/prefix + # according to the seeding_scheme + self._seed_rng(input_ids) + + greenlist_size = int(self.vocab_size * self.gamma) + vocab_permutation = torch.randperm(self.vocab_size, device=input_ids.device, generator=self.rng) + if self.select_green_tokens: # directly + greenlist_ids = vocab_permutation[:greenlist_size] # new + else: # select green via red + greenlist_ids = vocab_permutation[(self.vocab_size - greenlist_size) :] # legacy behavior + return greenlist_ids + + +class WatermarkLogitsProcessor(WatermarkBase, LogitsProcessor): + def __init__(self, *args, **kwargs): + super().__init__(*args, **kwargs) + + def _calc_greenlist_mask(self, scores: torch.FloatTensor, greenlist_token_ids) -> torch.BoolTensor: + # TODO lets see if we can lose this loop + green_tokens_mask = torch.zeros_like(scores) + for b_idx in range(len(greenlist_token_ids)): + green_tokens_mask[b_idx][greenlist_token_ids[b_idx]] = 1 + final_mask = green_tokens_mask.bool() + return final_mask + + def _bias_greenlist_logits(self, scores: torch.Tensor, greenlist_mask: torch.Tensor, greenlist_bias: float) -> torch.Tensor: + scores[greenlist_mask] = scores[greenlist_mask] + greenlist_bias + return scores + + def __call__(self, input_ids: torch.LongTensor, scores: torch.FloatTensor) -> torch.FloatTensor: + + # this is lazy to allow us to colocate on the watermarked model's device + if self.rng is None: + self.rng = torch.Generator(device=input_ids.device) + + # NOTE, it would be nice to get rid of this batch loop, but currently, + # the seed and partition operations are not tensor/vectorized, thus + # each sequence in the batch needs to be treated separately. + batched_greenlist_ids = [None for _ in range(input_ids.shape[0])] + + for b_idx in range(input_ids.shape[0]): + greenlist_ids = self._get_greenlist_ids(input_ids[b_idx]) + batched_greenlist_ids[b_idx] = greenlist_ids + + green_tokens_mask = self._calc_greenlist_mask(scores=scores, greenlist_token_ids=batched_greenlist_ids) + + scores = self._bias_greenlist_logits(scores=scores, greenlist_mask=green_tokens_mask, greenlist_bias=self.delta) + return scores + + +class WatermarkDetector(WatermarkBase): + def __init__( + self, + *args, + device: torch.device = None, + tokenizer: Tokenizer = None, + z_threshold: float = 4.0, + normalizers: list[str] = ["unicode"], # or also: ["unicode", "homoglyphs", "truecase"] + ignore_repeated_bigrams: bool = True, + **kwargs, + ): + super().__init__(*args, **kwargs) + # also configure the metrics returned/preprocessing options + assert device, "Must pass device" + assert tokenizer, "Need an instance of the generating tokenizer to perform detection" + + self.tokenizer = tokenizer + self.device = device + self.z_threshold = z_threshold + self.rng = torch.Generator(device=self.device) + + if self.seeding_scheme == "simple_1": + self.min_prefix_len = 1 + else: + raise NotImplementedError(f"Unexpected seeding_scheme: {self.seeding_scheme}") + + self.normalizers = [] + for normalization_strategy in normalizers: + self.normalizers.append(normalization_strategy_lookup(normalization_strategy)) + + self.ignore_repeated_bigrams = ignore_repeated_bigrams + if self.ignore_repeated_bigrams: + assert self.seeding_scheme == "simple_1", "No repeated bigram credit variant assumes the single token seeding scheme." + + def _compute_z_score(self, observed_count, T): + # count refers to number of green tokens, T is total number of tokens + expected_count = self.gamma + numer = observed_count - expected_count * T + denom = sqrt(T * expected_count * (1 - expected_count)) + z = numer / denom + return z + + def _compute_p_value(self, z): + p_value = scipy.stats.norm.sf(z) + return p_value + + def _score_sequence( + self, + input_ids: Tensor, + return_num_tokens_scored: bool = True, + return_num_green_tokens: bool = True, + return_green_fraction: bool = True, + return_green_token_mask: bool = False, + return_z_score: bool = True, + return_p_value: bool = True, + ): + if self.ignore_repeated_bigrams: + # Method that only counts a green/red hit once per unique bigram. + # New num total tokens scored (T) becomes the number unique bigrams. + # We iterate over all unqiue token bigrams in the input, computing the greenlist + # induced by the first token in each, and then checking whether the second + # token falls in that greenlist. + assert return_green_token_mask is False, "Can't return the green/red mask when ignoring repeats." + bigram_table = {} + token_bigram_generator = ngrams(input_ids.cpu().tolist(), 2) + freq = collections.Counter(token_bigram_generator) + num_tokens_scored = len(freq.keys()) + for idx, bigram in enumerate(freq.keys()): + prefix = torch.tensor([bigram[0]], device=self.device) # expects a 1-d prefix tensor on the randperm device + greenlist_ids = self._get_greenlist_ids(prefix) + bigram_table[bigram] = True if bigram[1] in greenlist_ids else False + green_token_count = sum(bigram_table.values()) + else: + num_tokens_scored = len(input_ids) - self.min_prefix_len + if num_tokens_scored < 1: + raise ValueError( + ( + f"Must have at least {1} token to score after " + f"the first min_prefix_len={self.min_prefix_len} tokens required by the seeding scheme." + ) + ) + # Standard method. + # Since we generally need at least 1 token (for the simplest scheme) + # we start the iteration over the token sequence with a minimum + # num tokens as the first prefix for the seeding scheme, + # and at each step, compute the greenlist induced by the + # current prefix and check if the current token falls in the greenlist. + green_token_count, green_token_mask = 0, [] + for idx in range(self.min_prefix_len, len(input_ids)): + curr_token = input_ids[idx] + greenlist_ids = self._get_greenlist_ids(input_ids[:idx]) + if curr_token in greenlist_ids: + green_token_count += 1 + green_token_mask.append(True) + else: + green_token_mask.append(False) + + score_dict = dict() + if return_num_tokens_scored: + score_dict.update(dict(num_tokens_scored=num_tokens_scored)) + if return_num_green_tokens: + score_dict.update(dict(num_green_tokens=green_token_count)) + if return_green_fraction: + score_dict.update(dict(green_fraction=(green_token_count / num_tokens_scored))) + if return_z_score: + score_dict.update(dict(z_score=self._compute_z_score(green_token_count, num_tokens_scored))) + if return_p_value: + z_score = score_dict.get("z_score") + if z_score is None: + z_score = self._compute_z_score(green_token_count, num_tokens_scored) + score_dict.update(dict(p_value=self._compute_p_value(z_score))) + if return_green_token_mask: + score_dict.update(dict(green_token_mask=green_token_mask)) + + return score_dict + + def detect( + self, + text: str = None, + tokenized_text: list[int] = None, + return_prediction: bool = True, + return_scores: bool = True, + z_threshold: float = None, + **kwargs, + ) -> dict: + + assert (text is not None) ^ (tokenized_text is not None), "Must pass either the raw or tokenized string" + if return_prediction: + kwargs["return_p_value"] = True # to return the "confidence":=1-p of positive detections + + # run optional normalizers on text + for normalizer in self.normalizers: + text = normalizer(text) + if len(self.normalizers) > 0: + print(f"Text after normalization:\n\n{text}\n") + + if tokenized_text is None: + assert self.tokenizer is not None, ( + "Watermark detection on raw string ", + "requires an instance of the tokenizer ", + "that was used at generation time.", + ) + tokenized_text = self.tokenizer(text, return_tensors="pt", add_special_tokens=False)["input_ids"][0].to(self.device) + if tokenized_text[0] == self.tokenizer.bos_token_id: + tokenized_text = tokenized_text[1:] + else: + # try to remove the bos_tok at beginning if it's there + if (self.tokenizer is not None) and (tokenized_text[0] == self.tokenizer.bos_token_id): + tokenized_text = tokenized_text[1:] + + # call score method + output_dict = {} + score_dict = self._score_sequence(tokenized_text, **kwargs) + if return_scores: + output_dict.update(score_dict) + # if passed return_prediction then perform the hypothesis test and return the outcome + if return_prediction: + z_threshold = z_threshold if z_threshold else self.z_threshold + assert z_threshold is not None, "Need a threshold in order to decide outcome of detection test" + output_dict["prediction"] = score_dict["z_score"] > z_threshold + if output_dict["prediction"]: + output_dict["confidence"] = 1 - score_dict["p_value"] + + return output_dict diff --git a/lm-watermarking-main/watermark_reliability_release/PIPELINE.md b/lm-watermarking-main/watermark_reliability_release/PIPELINE.md new file mode 100644 index 0000000000000000000000000000000000000000..688120466010e05dc3c2c54ba6920cc47dc12788 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/PIPELINE.md @@ -0,0 +1,154 @@ +# Usage document for pipeline + +6/7/23: Will be updated and built out as required. + +## (1) **generate** a bunch of samples + +The point of all this code is to construct pairwise examples +of human text, unwatermarked, and watermarked text in something +resembling an unbiased or IID manner, despite the difficulty of this ask. + +The key functionality is _oversampling_. A series of arguments control how +the raw datasets samples are turned into prompts, and then, provided +the raw prompts pass some checks, the prompts are +fed to the model, and the number of tokens naturally generated under normal +decoding, as well as watermark decoding. If the generations match the given +(length) output filtering criteria, then the row "counts" as one of the `N` +requested samples. + +Otherwise, the generations are stored, but the global counter of progress +towards `N`, is not incremented, and thus this "overhead" is the cost +of being very restrictive in desiring "square" (`N` x `T`) shaped table of samples +in that all three of the human text, unwatermarked, and watermarked output columns +always have the same tokenized length. + +At evaluation time, by default, all the point estimates, means, and ROC and AUC calculations are performed +on the subset of rows that all have about the target length (i.e. a subset with shape ~ `N` x `T`). + +The `generation_pipeline.py` call in `run_pipeline.sh` demonstrates the basic usage. + +### Key arguments controlling the oversampling logic... + +### 'Shape' Controls + +- `max_new_tokens`: an upperbound, i.e. target length `T=200` +- `min_prompt_tokens` : prompt len lower bound such as 50 +- `min_generations` : the number of 'good' samples we'd like, ie `N=500` + +### Prompt construction strategy + +- `input_truncation_strategy` + +One in `["completion_length", "prompt_length"]`. If the former, slices the end +`max_new_tokens` off of the raw sample to create the 'prompt' with the leading prefix (which can have variable length), making the `max_new_tokens` removed, the `baseline_completion`, or gold output. +If the latter, selects the leading `min_prompt_tokens` off of the raw sample as the prompt, +leaving the remaining tokens (variable length) the `baseline_completion`. + +### Filtering/oversampling criteria + +- `input_filtering_strategy`: Can be one of `["completion_length", "prompt_length", "prompt_and_completion_length"]`. +In each case, if the relevant field doesn't meet the minimum criteria given by +`max_new_tokens` or `min_prompt_tokens` respectively, then the raw sample is thrown +away before ever even being fed to the model. + +- `output_filtering_strategy`: Can be one in `["no_filter", "max_new_tokens"]`, if the former, then no output filtering +is performed after generations are sampled from the model. However, if `max_new_tokens` +then each both the unwatermarked and watermarked generations are checked to ensure that +they are at least `max_new_tokens` long. + +This is a subtle way of trying to adaptively collect samples (online, from any dataset) such that eventually we end up with at least a subset that matches the squareness (`N` x `T`) criteria we desire, without _forcing_ this to happen on every sample +by turning off the EOS token which amounts to a potentially +pathological distribution shift in the unwatermarked and watermarked output distributions +which would potentially confound generality of results. + +Other generation args descriptions are explained by their argparse defintions, but these in particular control the watermarking: +- `seeding_scheme`: the watermarking embedding scheme being used, such as `lefthash` (formerly `simple_1`) or `selfhash` (formerly `algorithm-3` in reference to previous paper) +- `gamma`: parameter controlling size of the green partition for watermarking +- `delta`: parameter controlling how much bias is added to the green token logits before sampling + +--- + +## (2) Optionally, apply an **attack** transformation to weaken the watermark, or make detection harder (for non-watermarking methods as well). + +We implement three types of attacks in this pipeline: `gpt`, `dipper`, and `copy-paste`. +The key parameters for each are as follows: + +- `gpt`: + - `attack_model_name`: the OpenAI model variant to use + - `attack_prompt_id` : the index of the prompt to use, see `utils/prompts.json` + - `no_wm_attack`: whether to attack the un-watermarked generation column (`no_wm_output`). + Default is the watermarked generation (`w_wm_output`) + +- `dipper`: + - `lex`: lexical diversity knob for the dipper model/method + - `order`: order diversity knob for the paraphrase attack + +- `copy-paste`: + - `cp_attack_type`: k-t means `k` insertions of length `t` + - `cp_attack_num_insertions`: `k` spec'd as an integer + - `cp_attack_insertion_len`: `t` but generally spec'd as a percent of the full starting sequence length (i.e `25%`) + - `cp_attack_src_col` : the sequence we're taking the tokens "to be detected" from , i.e. "positive" examples for + the detector of interest. for watermarking this is `w_wm_output` + - `cp_attack_dst_col` : the sequence we treat as "negative" surrounding context for the detector of interest. for watermarking this is `no_wm_output`. + +All parameters have an associated help string in their argparse definition. + +The `attack_pipeline.py` call in `run_pipeline.sh` demonstrates the basic usage of the attack functionality. + +--- + +## (3) Run **evaluation** and watermark detection + +This batches the process of applying a combination of metric +functions to the dataset of generations (jsonl) and returns a +new dataset of generations (jsonl) just with extra columns for a bunch of metrics. + +This is separated from the generation phase to allow a given set of +expensive generations to be reanalyzed in differnet ways with differnet metric +flavors as necessary. + +The key parameters controlling metrics: + + +Key parameters and usage notes for detection: +- `evaluation_metrics`: a comma sep list of metrics to evaluate, such as `p-sp,repetition,diversity,z-score,windowed-z-score` +- `window_settings`: if running windowed detection specs the comma sep'd windowing strategies (such as `20,40,max`) +- `retrieval_technique`: if running retrieval detection, whether to use the `sim` or `bm25` strategy + +All (other) parameters have a help string in their argparse definition. + +The `evaluation_pipeline.py` call in `run_pipeline.sh` demonstrates the basic usage. + +### Argument union and precedence + +First, all arguments used at generation time (metadata file) are loaded by the +evaluation pipeline. Then the commandline args that were passed to the eval pipeline +are added via an update, or "overwriting union" operator, where all new args for +evaluation only are added to the current metadata object, but those that were +also present at generation time are _**overwritten**_ by those included in the +evaluation argparse. + +If they match, then this is standard behavior. Overwriting shared arguments +is disabled via the `overwrite_args` flag by default, but can be allowed this way. + +Additionally, the code writes the metrics file into the same directory as the +generations file if only `input_dir` is passed. However, for safety clarity and organization, +one can pass an output dir in which to write the new dataset with metrics, as well +as the evaluation metadata as demonstrated in the `run_pipeline.sh` example. + +--- + +## (3.1) Retrieval and DetectGPT detection + +### Creating **prefixes**: + +**Retrieval** detection is implemented as a metric, i.e. it is run by the evaluation script. To perform retrieval detection on full examples, nothing extra is required. To run retrieval at T, you first must run `broadcast_token_prefixes.py` with the `save_per_prefix` argument as `False` and with a `prefix_stride` of choice, such as 50, with a clean generation or attacked generation directory (with `jsonl` and meta file inside) as input. This will create a version of the dataset (new `jsonl` file) that contains all of the original rows, duplicated and then sliced to each prefix length defined by iterating by `prefix_stride` in the sequence length dimension. + +For ex, if you have a file with `N=500` rows of length about `T=200` each, then running this script with `prefix_stride=50` would create a new file with `N=2000` where the first `500` rows all have length `50`, the next `500` have length `100` etc. If a given row say length `119` is too short for prefix length `i`, say the 3rd slice size in this example, `150`, then in the third block, it would be marked as `None`. This is to avoid any prefix block expected to be totally comprising a certain prefix length from containing a bunch of sequnces that are shorter than expected which confounds the measurement. + +Now for **DetectGPT** a separate script, `detectgpt/detectgpt_main.py`, must be run pointing at a clean generation or attacked generation `jsonl` file. Additionally, to run detectgpt @ T, similar prefixing logic must be used. However, it must be run with `save_per_prefix` as `True` this time, which then creates a set of new files, each containing all the rows of the input `jsonl` file but trucated to each prefix length as described above. Then each run of the detectgpt script produces a new `jsonl` file (of length `N=500` in the above example) with the detectgpt score column added. Then, the notebook `join_jsonl_prefix_files.ipynb` can be used to join all those separate jsonl files for each individual prefix into one full file (`N=2000`). + +### Running **detection** +For Retrieval detection, all that is necessary is to run the evaluation script on the `jsonl` containing all the prefixes, and point estimates for the detection at each prefix length will be created by grouping by the prefix length column and reducing. Note, the retrieval method will load only the full sequences into the retrieval database (by loading only the longest sample for each original row, so just `500` sequences in our example), but will query, or perform detection using all of the different prefixes. + +For DetectGPT, the evaluation script must also be run, but with the `evaluation_metrics=detectgpt` alone, and no other metrics. This is because most of the script is a no-op at this point as every row already contains a detectgpt score and they just need to be turned into ROC plots or AUC measurements. As with retrieval detection, these will be automatically grouped by prefix length and reduced. diff --git a/lm-watermarking-main/watermark_reliability_release/README.md b/lm-watermarking-main/watermark_reliability_release/README.md new file mode 100644 index 0000000000000000000000000000000000000000..77b1a2148f65d7a28d631d1cf8c108c36c70555e --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/README.md @@ -0,0 +1,27 @@ +# 💧2.0: [On the Reliability of Watermarks for Large Language Models](https://arxiv.org/abs/2306.04634) + +This directory contains the codebase for reproducing the experiments in our [new 6/7/23 preprint](https://arxiv.org/abs/2306.04634). + +### **NOTE**: this is a preliminary release, so please expect some small changes in the future as required. + +--- + +The watermarking and watermark detection code itself is an extension of the `WatermarkLogitsProcessor` and `WatermarkDetector` classes released as part of the original work and contained in the root of the repository. Additional logic implementing a wider array of seeding schemes and alternate detection strategies is included and depended upon by the extended versions of the classes in this directory. + +To facilitate the broader array of experiments required for this study, an extra pipeline abstraction was implemented to manage the "generation", paraphrase "attack", and "evaluation" or detection phases. The general setup is that data, i.e. sets of generated samples, is written and read by each stage as "json lines" files `*.jsonl` with associated metadata files `*.json` to keep track of parameter settings used at each stage. + +A prose version of usage instructions for the pipeline is described in a separate markdown file here: [PIPELINE.md](PIPELINE.md) + +## wandb + +The pipeline scripts, and in particular, the evaluation stage where detection is run and generation quality metrics are computed, are configured to push results to weights and biases (wandb). The figures in the paper are produced by: +1. sketching out the charts in wandb using filters and tags +2. exporting/downloading the csv's of the data for each chart, and +3. loading them in a notebook to format plots as necessary. + +Alternately, the evaluation stage also saves a jsonl file where every line is a set of generations and all associated metrics and detection scores computed for it. This can also be loaded and analyzed manually in pandas, though the ROC space analyzes and average@T series for some metrics will have to be recomputed. + +## llama + +In order to use the llama model, you need to bring-your-own-weights, and then covert them to the huggingface format. + diff --git a/lm-watermarking-main/watermark_reliability_release/alternative_prf_schemes.py b/lm-watermarking-main/watermark_reliability_release/alternative_prf_schemes.py new file mode 100644 index 0000000000000000000000000000000000000000..bd384f7952000781b2fef61c00cc1845c11d25a1 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/alternative_prf_schemes.py @@ -0,0 +1,172 @@ +"""Implement other PRF functions, so, hashing schemes. + +Can be hooked into existing WatermarkLogitsProcessor as modified base class WatermarkBase +""" + +import torch +from itertools import combinations +from functools import cache + +# Key properties of a hashing scheme +props = { + "prf_type": str, # string name of the underlying PRF mapping multiple token ids to a random seed + "context_width": int, # this is h in the paper, how many previous tokens should be considered for each PRF + "self_salt": bool, # Use the rules laid in robust-watermarking to use the token itself to seed and possibly reject its own list + "hash_key": int, # integer, large prime, used to move seed away from low-entrop bit sequences in PRF chosen above +} + + +def seeding_scheme_lookup(seeding_scheme: str): + if not isinstance(seeding_scheme, str): + raise ValueError("Seeding scheme should be a string summarizing the procedure.") + if seeding_scheme == "simple_1" or seeding_scheme == "lefthash": + # Default, simple bigram hash # alias for ff-additive_prf-1-False-15485863 + prf_type = "additive_prf" + context_width = 1 + self_salt = False + hash_key = 15485863 + elif seeding_scheme == "algorithm-3" or seeding_scheme == "selfhash": + prf_type = "anchored_minhash_prf" + context_width = 4 + self_salt = True + hash_key = 15485863 + elif seeding_scheme == "skipgram": + prf_type = "skipgram_prf" + context_width = 5 + self_salt = False + hash_key = 15485863 + elif seeding_scheme.startswith( + "ff" + ): # freeform seeding scheme API - only use for experimenting + # expects strings of the form ff-additive_prf-4-True-hash or ff-additive_prf-5-True (hash key is optional) + split_scheme = seeding_scheme.split("-") + prf_type = str(split_scheme[1]) + context_width = int(split_scheme[2]) + self_salt = split_scheme[3] == "True" + if len(split_scheme) == 5: + hash_key = int(split_scheme[4]) + else: + hash_key = 15485863 + else: + raise ValueError(f"Invalid seeding scheme name {seeding_scheme} given. Try 'simple_1'?") + + assert prf_type in prf_lookup.keys() + return prf_type, context_width, self_salt, hash_key + + +def multiplicative_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + return salt_key * input_ids.prod().item() + + +def additive_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + return salt_key * input_ids.sum().item() + + +def minfunc_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + # not a great idea for non-random input ids as in text + return salt_key * input_ids.min().item() + + +def simple_skip_prf(input_ids: torch.LongTensor, salt_key: int, k=2) -> int: + # k is the skip distance + return hashint(salt_key * input_ids[::k]).prod().item() + + +def skipgram_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + # maximum distance skipgram within context + return hashint(salt_key * input_ids[0]).item() + + +def anchored_skipgram_prf(input_ids: torch.LongTensor, salt_key: int, anchor: int = -1) -> int: + # maximum distance skipgram within context + return (hashint(salt_key * input_ids[0]) * hashint(salt_key * input_ids[anchor])).item() + + +def minhash_prf(input_ids: torch.LongTensor, salt_key: int) -> int: + # slightly less not the greatest idea for non-random input ids as in text + return hashint(salt_key * input_ids).min().item() + + +def anchored_minhash_prf(input_ids: torch.LongTensor, salt_key: int, anchor: int = -1) -> int: + # Anchor to one key to produce a min over pairs again + return (salt_key * hashint(input_ids) * hashint(input_ids[anchor])).min().item() + + +def minskipgram_prf(input_ids: torch.LongTensor, salt_key: int, k: int = 2) -> int: + # min over all skipgrams in context, k=2 is all pairs + skipgrams = torch.as_tensor(list(combinations(hashint(salt_key * input_ids), 2))) + return skipgrams.prod(dim=1).min().item() + + +def noncomm_prf(input_ids: torch.LongTensor, salt_key: int, k: int = 2) -> int: + key = torch.as_tensor(salt_key, dtype=torch.long) + for entry in input_ids: + key *= hashint(key * entry) + key %= 2**32 + return key.item() + + +def position_prf(input_ids: torch.LongTensor, salt_key: int, k: int = 2) -> int: + return ( + (salt_key * input_ids * torch.arange(1, len(input_ids) + 1, device=input_ids.device)) + .sum() + .item() + ) + + +prf_lookup = { + "multiplicative_prf": multiplicative_prf, + "additive_prf": additive_prf, + "minfunc_prf": minfunc_prf, + "simple_skip_prf": simple_skip_prf, + "skipgram_prf": skipgram_prf, + "anchored_skipgram_prf": anchored_skipgram_prf, + "minhash_prf": minhash_prf, + "anchored_minhash_prf": anchored_minhash_prf, + "minskipgram_prf": minskipgram_prf, + "noncomm_prf": noncomm_prf, + "position_prf": position_prf, +} + +# Generate a global permute table once at startup +rng = torch.Generator(device=torch.device("cpu")) +rng.manual_seed(2971215073) # fib47 is prime +table_size = 1_000_003 +fixed_table = torch.randperm( + 1_000_003, device=torch.device("cpu"), generator=rng +) # actually faster than I thought + + +def hashint(integer_tensor: torch.LongTensor) -> torch.LongTensor: + """Sane version, in the end we only need a small permutation table.""" + return ( + fixed_table[integer_tensor.cpu() % table_size] + 1 + ) # minor cheat here, this function always return CPU values + + +def _hashint_avalanche_tensor(integer_tensor: torch.LongTensor): + """http://burtleburtle.net/bob/hash/integer.html, ported into pytorch, runs on tensors. Apparently a decent avalanche.""" + i = integer_tensor.to(torch.int32).clone() # or torch.int16? + i -= i << 6 + i ^= i >> 17 + i -= i << 9 + i ^= i << 4 + i -= i << 3 + i ^= i << 10 + i ^= i >> 15 + return i.to(torch.long) + + +@cache +def _hashint_avalanche_int(integer: int): + """http://burtleburtle.net/bob/hash/integer.html, runs in base python, caches based on access. + Does this make sense for signed 64bit ints?""" + i = integer % (2**32) + i -= i << 6 + i ^= i >> 17 + i -= i << 9 + i ^= i << 4 + i -= i << 3 + i ^= i << 10 + i ^= i >> 15 + return i diff --git a/lm-watermarking-main/watermark_reliability_release/attack_pipeline.py b/lm-watermarking-main/watermark_reliability_release/attack_pipeline.py new file mode 100644 index 0000000000000000000000000000000000000000..7012773d173e9cad1577e01f463bbd981931ce08 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/attack_pipeline.py @@ -0,0 +1,506 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +import os +import argparse +from functools import partial + +from tqdm import tqdm +import wandb + +from datasets import Dataset +from utils.submitit import str2bool # better bool flag type for argparse +from utils.io import read_jsonlines, read_json, write_json, write_jsonlines + +from utils.evaluation import NO_CHECK_ARGS, load_tokenizer + +from utils.attack import ( + SUPPORTED_ATTACK_METHODS, + gpt_attack, + dipper_attack, + tokenize_for_copy_paste, + copy_paste_attack, + scramble_attack, +) + +print(f"Current huggingface cache dir: {os.environ['HF_HOME']}") + + +def main(args): + ########################################################################### + # Create output dir if it doesn't exist, and warn if it contains an + # attacked generations file + ########################################################################### + gen_table_attacked_path = f"{args.output_dir}/gen_table_attacked.jsonl" + attacked_meta_path = f"{args.output_dir}/gen_table_attacked_meta.json" + + print(f"Output dir for this run: {args.output_dir}") + # notify if exists + if os.path.exists(args.output_dir): + print(f"Output dir for this run already exists!") + print(f"Contents: {sorted(os.listdir(args.output_dir))}") + # warn if metrics file exists + if os.path.exists(gen_table_attacked_path): + if not args.overwrite_output_file: + print( + f"WARNING: Exiting to avoid overwriting output file. " + f"Pass the '--overwrite_output_file' flag to ignore this check." + ) + exit() + else: + print( + f"WARNING: Found existing generation files with metrics added at this output dir. " + f"Overwriting anyway :/" + ) + else: + # create the output dir where run artifacts are stored + os.makedirs(args.output_dir) + + ########################################################################### + # Parse attack_method arg + ########################################################################### + # check that attack method is supported + assert ( + args.attack_method in SUPPORTED_ATTACK_METHODS + ), f"Unsupported attack '{args.attack_method}'" + print(f"Attack method: {args.attack_method}") + + ########################################################################### + # Load generations + ########################################################################### + print(f"Input dir for this run: {args.input_dir}") + print(f"Loading previously generated outputs for attacking ...") + gen_table_meta_path = f"{args.input_dir}/gen_table_meta.json" + gen_table_path = f"{args.input_dir}/gen_table.jsonl" + safe_gen_table_path = f"{args.input_dir}/gen_table_safe.jsonl" + + assert os.path.exists( + gen_table_meta_path + ), f"failed file check for prev generations metadata json file: {gen_table_meta_path}" + assert os.path.exists( + gen_table_path + ), f"failed file check for prev generations jsonl file: {gen_table_path}" + assert not os.path.exists(safe_gen_table_path), ( + f"failed for safety bc there is a secondary 'safe' marked file", + f" in this dir indicating a possible issue with the generation step. ", + ) + + cmdline_args = args.__dict__.copy() + prev_gen_table_meta = read_json(gen_table_meta_path) + + joined_args = prev_gen_table_meta.copy() + joined_args.update(cmdline_args) + + # check that the args used to generate the prev generations are the same as + # the current args, for the intersection of keys + if not args.overwrite_args: + for key in prev_gen_table_meta.keys(): + if key in NO_CHECK_ARGS: + continue + assert joined_args[key] == prev_gen_table_meta[key], ( + f"failed for safety bc after merging the prev metadata with " + f"the current cmdline args, values for '{key}' are not the same. " + f"in metadata: {prev_gen_table_meta[key]}, passed: {cmdline_args[key]}. " + f"Pass the '--overwrite_args' flag to ignore this check." + ) + + args = argparse.Namespace(**joined_args) + gen_table = [ex for ex in read_jsonlines(gen_table_path)] + gen_table_ds = Dataset.from_list(gen_table[: args.limit_rows]) + + ########################################################################### + # Start logging, we wait to do this until after loading the generations + # so that we can log the args used to generate them unioned with the + # cmdline args + ########################################################################### + # storing slurm info to allow auditing logfiles + # note this is set after the metadata check to ignore overwriting + args.SLURM_JOB_ID = os.getenv("SLURM_JOB_ID") + args.SLURM_ARRAY_JOB_ID = os.getenv("SLURM_ARRAY_JOB_ID") + args.SLURM_ARRAY_TASK_ID = os.getenv("SLURM_ARRAY_TASK_ID") + + if args.wandb: + # start a new wandb run to track this experiment, will send data to it + run = wandb.init( + # set the wandb project where this run will be logged + project=args.wandb_project, + entity=args.wandb_entity, + name=f"{args.run_name}", + # track hyperparameters and run metadata + config=args, + tags=args.wandb_tags, + ) + + ########################################################################### + # GPT attack + ########################################################################### + + if args.attack_method == "gpt": + print("Running GPT attack") + import openai + + openai.api_key = os.environ["OPENAI_API_KEY"] + prompt_pool = read_json("utils/prompts.json")["prompt_pool"] + prompt_pool = {int(k): v for k, v in prompt_pool.items()} + + if args.attack_prompt is None: + attack_prompt = prompt_pool[args.attack_prompt_id] + args.attack_prompt = attack_prompt + + print(f"Using attack prompt: {attack_prompt}") + + gpt_attack_partial = partial( + gpt_attack, + attack_prompt=attack_prompt, + args=args, + ) + # gen_table_attacked_ds = gen_table_ds.map( + # gpt_attack_partial, batched=False, num_proc=min(len(gen_table_ds), 16) + # ) + gen_table_attacked_ds = gen_table_ds.map(gpt_attack_partial, batched=False) + + ########################################################################### + # DIPPER attack + ########################################################################### + + elif args.attack_method == "dipper": + print("Running DIPPER attack") + print(f"Using lexical diversity: {args.lex}, order diversity: {args.order}") + gen_table_attacked_ds = dipper_attack( + gen_table_ds, lex=args.lex, order=args.order, args=args + ) + + ########################################################################### + # Scramble attack + ########################################################################### + elif args.attack_method == "scramble": + # if no cp_attack_min_len specified, use args.max_new_tokens + if args.cp_attack_min_len == 0: + args.cp_attack_min_len = args.max_new_tokens + tokenizer = load_tokenizer(args) + scramble_attack_partial = partial( + scramble_attack, + tokenizer=tokenizer, + args=args, + ) + gen_table_attacked_ds = gen_table_ds.map(scramble_attack_partial, batched=False) + ########################################################################### + # Copy-paste attack + ########################################################################### + elif args.attack_method == "copy-paste": + # if no cp_attack_min_len specified, use args.max_new_tokens + if args.cp_attack_min_len == 0: + args.cp_attack_min_len = args.max_new_tokens + + # NOTE FIXME: the above arg indicates the filter condition by which + # some rows are skipped/not attacked/NOOP. Since the attacked col + # is set to the empty string, and length 0, the detection code + # including the baselines 🤞🏼 will ignore these rows one way or another + + # convert cp_attack_insertion_len to int + if "%" in args.cp_attack_insertion_len: + original_len_str = args.cp_attack_insertion_len + # treat as a percent of 1 minus the length of the source col + # effectively how much of the source col "remains", accounting for + # the number of insertions that will be made to total this length + args.cp_attack_insertion_len = ( + int((int(args.cp_attack_insertion_len[:-1]) / 100) * args.max_new_tokens) + // args.cp_attack_num_insertions + ) + # check that this is not more than args.max_new_tokens total + assert ( + args.cp_attack_insertion_len * args.cp_attack_num_insertions <= args.max_new_tokens + ) and ( + args.cp_attack_insertion_len * args.cp_attack_num_insertions > 0 + ), f"Invalid attack strength: {original_len_str} for {args.cp_attack_num_insertions} insertions." + + args.cp_attack_effective_attack_percentage = ( + 1 - (int(original_len_str[:-1]) / 100) + ) * 100 + print( + f"Effective attack percentage is 1-{original_len_str}={args.cp_attack_effective_attack_percentage}% by " + f"copying {args.cp_attack_num_insertions} x {args.cp_attack_insertion_len} = {args.cp_attack_num_insertions * args.cp_attack_insertion_len} tokens " + f"from {args.cp_attack_src_col} to {args.cp_attack_dst_col} where T={args.max_new_tokens}" + ) + else: + args.cp_attack_insertion_len = int(args.cp_attack_insertion_len) + args.cp_attack_effective_attack_percentage = ( + 1 + - ( + (args.cp_attack_insertion_len * args.cp_attack_num_insertions) + / args.max_new_tokens + ) + ) * 100 + print( + f"Effective attack percentage is {args.cp_attack_effective_attack_percentage}% by " + f"copying {args.cp_attack_num_insertions} x {args.cp_attack_insertion_len} = {args.cp_attack_num_insertions * args.cp_attack_insertion_len} tokens " + f"from {args.cp_attack_src_col} to {args.cp_attack_dst_col} where T={args.max_new_tokens}" + ) + + tokenizer = load_tokenizer(args) + tokenize_for_copy_paste_partial = partial(tokenize_for_copy_paste, tokenizer=tokenizer) + gen_table_tokd_ds = gen_table_ds.map(tokenize_for_copy_paste_partial, batched=False) + + copy_paste_attack_partial = partial(copy_paste_attack, tokenizer=tokenizer, args=args) + gen_table_attacked_ds = gen_table_tokd_ds.map(copy_paste_attack_partial, batched=False) + ########################################################################### + # Write the final dataset out to disk in jsonl format + # with the metrics added + ########################################################################### + else: + raise ValueError(f"Invalid attack method: {args.attack_method}") + + # write the metadata file, which is a union of the previous metadata + # and the current cmdline args + write_json(args.__dict__, attacked_meta_path, indent=4) + + gen_table_attacked_lst = [ex for ex in gen_table_attacked_ds] + write_jsonlines(gen_table_attacked_lst, gen_table_attacked_path) + + ########################################################################### + # Log the data/series to wandb + ########################################################################### + # log the metrics to wandb + if args.wandb: + # find cols that should be logged in a table + tabular_column_types = ["string", "bool"] + tabular_column_names = [ + name + for name, _ in filter( + lambda tup: tup[1].dtype in tabular_column_types, + gen_table_attacked_ds.features.items(), + ) + ] + # the rest should be logged as series + series_column_names = [ + name + for name, _ in filter( + lambda tup: tup[1].dtype not in tabular_column_types, + gen_table_attacked_ds.features.items(), + ) + ] + for metric_name in series_column_names: + # summarize series metrics as mean by default + wandb.define_metric(metric_name, summary="mean") + # log the raw series + for example in tqdm( + gen_table_attacked_ds.remove_columns(tabular_column_names), + desc="Logging series metrics to wandb", + ): + run.log(example) + # log the raw tabular data + # but also include the dataset index as a column + series_column_names.remove("idx") + table = wandb.Table( + dataframe=gen_table_attacked_ds.remove_columns(series_column_names).to_pandas() + ) + run.log({"output_table": table}) + + # finish the wandb run + run.finish() + + return + + +if __name__ == "__main__": + parser = argparse.ArgumentParser(description="Run evaluation pipeline for watermark detection") + parser.add_argument( + "--attack_method", + type=str, + choices=SUPPORTED_ATTACK_METHODS, + default="gpt", + help="The attack method to use.", + ) + parser.add_argument( + "--attack_model_name", + type=str, + default="gpt-3.5-turbo", + ) + parser.add_argument( + "--attack_temperature", + type=float, + default=0.7, + ) + parser.add_argument( + "--attack_max_tokens", + type=int, + default=1000, + ) + parser.add_argument( + "--attack_prompt_id", + type=int, + default=4, + ) + parser.add_argument( + "--attack_prompt", + type=str, + default=None, + help="Pass in the prompt to use for the attack. Is loaded by id from utils/prompts.json by default.", + ) + parser.add_argument( + "--no_wm_attack", + type=str2bool, + default=False, + help="Whether to attack the no_wm_output column when running gpt or dipper.", + ) + parser.add_argument( + "--overwrite_args", + type=str2bool, + default=False, + help="Whether to overwrite the shared args in the metadata file with the current, runtime args.", + ) + parser.add_argument( + "--wandb", + type=str2bool, + default=False, + help="Whether to log to wandb.", + ) + parser.add_argument( + "--wandb_project", + type=str, + default="lm-watermarking", + help="The name of the wandb project.", + ) + parser.add_argument( + "--wandb_entity", + type=str, + default="jwkirchenbauer", + help="The wandb entity/user for the project.", + ) + parser.add_argument( + "--wandb_tags", + type=str, + default="", + help="The comma separated list of tags to add to the wandb run.", + ) + parser.add_argument( + "--run_name", + type=str, + default=None, + help="The unique name for the run.", + ) + parser.add_argument( + "--input_dir", + type=str, + default="./input", + help="The directory containing the input files.", + ) + parser.add_argument( + "--output_dir", + type=str, + default=None, + help=( + "The directory in which to write out the dataset after adding the metrics. " + "If not specified, will use the input_dir. Note, if the output_dir already " + "contains the metric-enriched file, it will be overwritten :/" + ), + ) + parser.add_argument( + "--overwrite_output_file", + type=str2bool, + default=False, + help="Whether to overwrite the output file if it already exists.", + ) + parser.add_argument( + "--limit_rows", + type=int, + default=None, + help="The number of rows to limit the dataset to. Useful for debugging.", + ) + parser.add_argument( + "--verbose", + type=str2bool, + default=False, + help="Whether to print verbose output of every attack.", + ) + parser.add_argument( + "--lex", + type=int, + default=20, + help="Lexical diversity knob for the paraphrase attack.", + ) + parser.add_argument( + "--order", + type=int, + default=0, + help="Order diversity knob for the paraphrase attack.", + ) + parser.add_argument( + "--cp_attack_type", + type=str, + default="single-single", + choices=["single-single", "triple-single", "k-t"], + help="Type of copy-paste attack to be run.", + ) + parser.add_argument( + "--cp_attack_min_len", + type=int, + default=0, + help="Minimum length of cols for the copy-paste attack to be run.", + ) + parser.add_argument( + "--cp_attack_num_insertions", + type=int, + default=3, + help="Length of the insertion for the copy-paste attack.", + ) + parser.add_argument( + "--cp_attack_insertion_len", + type=str, + default="20", + help=( + f"Length of the insertion for the copy-paste attack. " + f"Converts to int. Unless expressed as a percentage, " + f"in which case it refers to what percent of src is copied to dst, " + f"which is 1-attack strength as a percentage." + ), + ) + parser.add_argument( + "--cp_attack_src_col", + type=str, + default="w_wm_output", + help="Source column for the copy-paste attack.", + ) + parser.add_argument( + "--cp_attack_dst_col", + type=str, + default="no_wm_output", + help="Destination column for the copy-paste attack.", + ) + args = parser.parse_args() + + ########################################################################### + # Argument validation and conditional setting + ########################################################################### + + assert args.attack_method, "attack_method must be specified" + + # if no output dir specified, use the input dir + if args.output_dir is None: + args.output_dir = args.input_dir + + # check limit_rows + assert (args.limit_rows is None) or ( + (args.limit_rows > 0) and isinstance(args.limit_rows, int) + ), "limit_rows must be > 0 or None" + + # split wandb tags + if args.wandb_tags != "": + args.wandb_tags = args.wandb_tags.split(",") + else: + args.wandb_tags = [] + + main(args) diff --git a/lm-watermarking-main/watermark_reliability_release/broadcast_token_prefixes.py b/lm-watermarking-main/watermark_reliability_release/broadcast_token_prefixes.py new file mode 100644 index 0000000000000000000000000000000000000000..59ada7326e8813fcfcade50048170c42d5f74368 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/broadcast_token_prefixes.py @@ -0,0 +1,436 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + + +note = "Note: this script should be moved to/run from the same dir as the `utils` subdir lives in to work properly" +print(note) + +import os +import argparse +from functools import partial +from tqdm import tqdm + +import wandb +import torch +import numpy as np + +from datasets import Dataset, concatenate_datasets + +from utils.submitit import str2bool # better bool flag type for argparse +from utils.io import read_jsonlines, read_json, write_json, write_jsonlines +from utils.evaluation import load_tokenizer, NO_CHECK_ARGS +from utils.generation import tokenize_only + +print(f"Current huggingface cache dir: {os.environ['HF_HOME']}") + + +def main(args): + ########################################################################### + # Load generations + ########################################################################### + print(f"Input dir for this run: {args.input_dir}") + + print(f"Loading previously generated outputs for evaluation via oracle model and metrics...") + + # check for the "attacked version" of the gen table first + gen_table_meta_path = f"{args.input_dir}/gen_table_attacked_meta.json" + gen_table_path = f"{args.input_dir}/gen_table_attacked.jsonl" + safe_gen_table_path = f"{args.input_dir}/gen_table_attacked_safe.jsonl" + + attack_variants_exist = [ + os.path.exists(gen_table_meta_path), + os.path.exists(gen_table_path), + ] + found_attacked_files = all(attack_variants_exist) + if not found_attacked_files: + gen_table_meta_path = f"{args.input_dir}/gen_table_meta.json" + gen_table_path = f"{args.input_dir}/gen_table.jsonl" + safe_gen_table_path = f"{args.input_dir}/gen_table_safe.jsonl" + + assert os.path.exists( + gen_table_meta_path + ), f"failed file check for prev generations metadata json file: {gen_table_meta_path}" + assert os.path.exists( + gen_table_path + ), f"failed file check for prev generations jsonl file: {gen_table_path}" + + assert not os.path.exists(safe_gen_table_path), ( + f"failed for safety bc there is a secondary 'safe' marked file", + f" in this dir indicating a possible issue with the generation step. ", + ) + + cmdline_args = args.__dict__.copy() + prev_gen_table_meta = read_json(gen_table_meta_path) + + joined_args = prev_gen_table_meta.copy() + for k, v in cmdline_args.items(): + if v is not None or (not k in joined_args): + joined_args.update({k: v}) + else: + print( + f"cmdline arg {k} is None, leaving it as the value found in the input metadata (or None): {prev_gen_table_meta.get(k)}" + ) + + # check that the args used to generate the prev generations are the same as + # the current args, for the intersection of keys + + for key in prev_gen_table_meta.keys(): + if key in NO_CHECK_ARGS: + continue + assert joined_args[key] == prev_gen_table_meta[key], ( + f"failed for safety bc after merging the prev metadata with " + f"the current cmdline args, values for '{key}' are not the same. " + f"in metadata: {prev_gen_table_meta[key]}, passed: {cmdline_args[key]}. " + f"Pass the '--overwrite_args' flag to ignore this check." + ) + + args = argparse.Namespace(**joined_args) + gen_table = [ex for ex in read_jsonlines(gen_table_path)] + gen_table_ds = Dataset.from_list(gen_table[: args.limit_rows]) + + ######## length filtering: only keeps the samples of exact N tokens ######## + + df = gen_table_ds.to_pandas() + original_len = len(df) + print(f"Origianl #samples: {original_len}") + if args.filter_length: + df = df[ + (df["baseline_completion_length"] == args.max_new_tokens) + & (df["no_wm_output_length"] == args.max_new_tokens) + & (df["w_wm_output_length"] == args.max_new_tokens) + ] + # TODO: filter length for the attacked output + print(f" after filtering token length: {len(df)}") + gen_table_ds = Dataset.from_pandas(df) + + ########################################################################### + # Prefix list logic + ########################################################################### + from utils.generation import tokenize_and_truncate + + print(f"Generating prefixes for the gen table...") + + # load the tokenizer + tokenizer = load_tokenizer(args) + + def generate_prefix(example, prefix_length=None, text_col_names=None, tokenizer=None): + assert prefix_length is not None, "prefix_length must be specified" + assert text_col_names is not None and isinstance( + text_col_names, list + ), "text_col_names must be a list of column names" + + # make a copy of the example + example = example.copy() + + tokd_column_data = {} + for text_col_name in text_col_names: + try: + # check that the col exists + assert text_col_name in example, f"text_col_name '{text_col_name}' not in example" + # check whether the prefix is OOB for this example + # NOTE, this logic might not make perfect sense, but it avoids having prefixes that are ragged + # which is a better quality when measuring @ idx_T + + # tokenize first because we can't rely on the length col existing + example = tokenize_only( + example, + input_col_name=text_col_name, + hf_model_name=args.model_name_or_path, + tokenizer=tokenizer, + model_max_length=args.model_max_length, + ) + raw_inputs = example.pop("input_ids") + + if not (prefix_length <= raw_inputs.shape[1]): + if args.verbose: + print( + f"Skipping prefix generation for col {text_col_name} because prefix_length" + f" {prefix_length} is OOB for this example (orig length={raw_inputs.shape[1]})." + ) + continue + + # else slice the inputs to the prefix length + inputs = raw_inputs[:, : prefix_length + 1] + prefix_len = inputs.shape[1] + + # decode the prefix + decoded_prefix = tokenizer.decode(inputs[0], skip_special_tokens=True) + # store the prefix and it's length + tokd_column_data.update( + { + f"{text_col_name}": decoded_prefix, + f"{text_col_name}_length": prefix_len, + } + ) + except Exception as e: + if args.verbose: + print( + f"Failed to generate prefix of len {prefix_length} for example idx={example['idx']}\n" + f"Should either be becuase the col doesnt exist, or the prefix is OOB for this col in this example." + ) + print(f"Exception: {e}") + if text_col_name not in tokd_column_data: + tokd_column_data.update({f"{text_col_name}": None, f"{text_col_name}_length": None}) + + # add the prefix_len to the example + # then add the prefixes to the example + example.update({"prefix_length": prefix_length}) + example.update(tokd_column_data) + return example + + # if max_prefix_length is not specified, use the max length for the gen table + if args.max_prefix_length is None: + # args.max_prefix_length = args.model_max_length + args.max_prefix_length = args.max_new_tokens + + # get the maximum length out of the ["baseline_completion_length", "no_wm_output_length", "w_wm_output_length", "w_wm_output_attacked_length"] + # found in the gen table + max_gen_table_output_length = max( + [ + ex["baseline_completion_length"] + for ex in gen_table_ds + if "baseline_completion_length" in ex + ] + + [ex["no_wm_output_length"] for ex in gen_table_ds if "no_wm_output_length" in ex] + + [ex["w_wm_output_length"] for ex in gen_table_ds if "w_wm_output_length" in ex] + + [ + ex["w_wm_output_attacked_length"] + for ex in gen_table_ds + if "w_wm_output_attacked_length" in ex + ] + ) + + args.max_prefix_length = min(args.max_prefix_length, max_gen_table_output_length) + + # round down to the nearest multiple of prefix_stride + last_multiple = args.max_prefix_length - (args.max_prefix_length % args.prefix_stride) + prefix_lengths = list( + range(args.prefix_stride, last_multiple + args.prefix_stride, args.prefix_stride) + ) + # if missing the largest prefix length, add it + if prefix_lengths[-1] != args.max_prefix_length: + prefix_lengths.append(args.max_prefix_length) + + if args.max_prefix_length > prefix_lengths[-1]: + print( + f"WARNING: max_prefix_length {args.max_prefix_length} is larger than the last prefix length {prefix_lengths[-1]} " + f"as computed by prefix_stride {args.prefix_stride} multiples up to the longest prefix length in the gen table: " + f"{max_gen_table_output_length}." + ) + + # store the prefix lengths + args.prefix_lengths = prefix_lengths + print(prefix_lengths) + + ########################################################################### + # Create output dir if it doesn't exist, and warn if it contains metric file + # we do this here because we need the prefix list + ########################################################################### + # gen_table_prefixes_path = f"{args.output_dir}/gen_table_prefixes.jsonl" + # gen_table_prefixes_meta_path = f"{args.output_dir}/gen_table_prefixes_meta.json" + # making these the same as normal data so they can be used in the same way by eval + gen_table_prefixes_path = f"{args.output_dir}/gen_table.jsonl" + gen_table_prefixes_meta_path = f"{args.output_dir}/gen_table_meta.json" + + if found_attacked_files: + gen_table_prefixes_path = f"{args.output_dir}/gen_table_attacked.jsonl" + gen_table_prefixes_meta_path = f"{args.output_dir}/gen_table_attacked_meta.json" + + print(f"Output dir for this run: {args.output_dir}") + # notify if exists + if os.path.exists(args.output_dir): + print(f"Output dir for this run already exists!") + print(f"Contents: {sorted(os.listdir(args.output_dir))}") + # warn if metrics file exists + if args.save_per_prefix: + for prefix_len in prefix_lengths: + prefix_table_path = ( + f"{gen_table_prefixes_path.replace('.jsonl','')}_{prefix_len}.jsonl" + ) + if os.path.exists(prefix_table_path): + if not args.overwrite_output_file: + print( + f"WARNING: Exiting to avoid overwriting prefix output file. " + f"Pass the '--overwrite_output_file' flag to ignore this check." + ) + exit() + else: + print( + f"WARNING: Found existing prefix files at this output dir. " + f"Overwriting anyway :/" + ) + + elif os.path.exists(gen_table_prefixes_path): + if not args.overwrite_output_file: + print( + f"WARNING: Exiting to avoid overwriting prefix output file. " + f"Pass the '--overwrite_output_file' flag to ignore this check." + ) + exit() + else: + print( + f"WARNING: Found existing prefix files at this output dir. " + f"Overwriting anyway :/" + ) + else: + # create the output dir where run artifacts are stored + os.makedirs(args.output_dir) + + ########################################################################### + # Generate the prefixes + ########################################################################### + + prefix_tables = [] + gen_table_ds_lst = [ex for ex in gen_table_ds] + + # hacky check to see whether were working with attacked files + text_col_names = ["baseline_completion", "no_wm_output", "w_wm_output"] + if "w_wm_output_attacked" in gen_table_ds_lst[0]: + assert found_attacked_files, ( + f"found 'w_wm_output_attacked' in the gen table, but apparently we didn't 'load attacked files'?." + f"Odd... please check whats going on in the input_dir." + ) + + text_col_names.append("w_wm_output_attacked") + + for prefix_len in tqdm(prefix_lengths): + prefixes_partial = partial( + generate_prefix, + prefix_length=prefix_len, + tokenizer=tokenizer, + text_col_names=text_col_names, + ) + gen_table_prefixes = [prefixes_partial(ex) for ex in gen_table_ds_lst] + + # add the prefix dataset to the list of prefix tables + prefix_tables.append(Dataset.from_list(gen_table_prefixes)) + + # now concat the tables + gen_table_prefixes = concatenate_datasets(prefix_tables) + + ########################################################################### + # Write the metadata and final dataset out to disk in jsonl format + # (and optionally save the individual prefix shards) + ########################################################################### + + # write the metadata + write_json(args.__dict__, gen_table_prefixes_meta_path, indent=4) + + # write the dataset + if not args.save_per_prefix: + write_jsonlines(gen_table_prefixes, gen_table_prefixes_path) + else: + # save the individual prefix shards + for prefix_len in prefix_lengths: + prefix_table = gen_table_prefixes.filter(lambda ex: ex["prefix_length"] == prefix_len) + prefix_table_path = f"{gen_table_prefixes_path.replace('.jsonl','')}_{prefix_len}.jsonl" + write_jsonlines(prefix_table, prefix_table_path) + + +if __name__ == "__main__": + parser = argparse.ArgumentParser( + description="Transform jsonl datasets into a broadcasted prefix version." + ) + parser.add_argument( + "--model_name_or_path", + type=str, + help="use to load the tokenizer", + ) + parser.add_argument( + "--prefix_stride", + type=int, + default=10, + help="The stride to use when generating prefixes.", + ) + parser.add_argument( + "--max_prefix_length", + type=int, + default=None, + help="The maximum prefix length to use when generating prefixes.", + ) + parser.add_argument( + "--model_max_length", + type=int, + default=2048, + ) + parser.add_argument( + "--input_dir", + type=str, + default=None, + help="The directory containing the input files.", + ) + parser.add_argument( + "--output_dir", + type=str, + default=None, + help=("The directory in which to write out the dataset after creating prefixes. "), + ) + parser.add_argument( + "--save_per_prefix", + type=str2bool, + default=False, + help="Whether to save the individual shards of the dataset corresponding to each prefix length.", + ) + parser.add_argument( + "--overwrite_output_file", + type=str2bool, + default=False, + help="Whether to overwrite the output file if it already exists.", + ) + parser.add_argument( + "--limit_rows", + type=int, + default=None, + help="The number of rows to limit the dataset to. Useful for debugging.", + ) + parser.add_argument( + "--verbose", + type=str2bool, + default=False, + help="Whether to print out the indexes for errors as the prefixes are generated.", + ) + parser.add_argument( + "--filter_length", + action="store_true", + default=False, + ) + parser.add_argument( + "--max_new_tokens", + type=int, + default=None, + ) + args = parser.parse_args() + + ########################################################################### + # Argument validation and conditional setting + ########################################################################### + + # require output_dir to be specified and different from input_dir + assert args.input_dir is not None + assert args.output_dir is not None + assert args.input_dir != args.output_dir, "input_dir and output_dir must be different" + + # check limit_rows + assert (args.limit_rows is None) or ( + (args.limit_rows > 0) and isinstance(args.limit_rows, int) + ), "limit_rows must be > 0 or None" + + # check prefix_stride + assert (args.prefix_stride > 0) and isinstance( + args.prefix_stride, int + ), "prefix_stride must be > 0" + + main(args) diff --git a/lm-watermarking-main/watermark_reliability_release/detectgpt/debug.sh b/lm-watermarking-main/watermark_reliability_release/detectgpt/debug.sh new file mode 100644 index 0000000000000000000000000000000000000000..7b164091f1cced505253ad9da8decd1af3ea0eac --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/detectgpt/debug.sh @@ -0,0 +1,77 @@ +#!/bin/bash + +#SBATCH --partition tron + +#SBATCH --gres=gpu:rtxa6000:1 + +#SBATCH --ntasks=4 + +#SBATCH --mem=32G + +#SBATCH --account=nexus + +#SBATCH --qos=default + +#SBATCH --time=48:00:00 + +#SBATCH --array=0-1 + +#SBATCH --output=slurm_logs/%A_%a.out + +#SBATCH --job-name=run-detect + +source ~/.bashrc +conda activate watermarking-dev + +OUTPUT_DIR=/cmlscratch/manlis/test/watermarking-root/input/new_runs + +# model_name="facebook/opt-1.3b" +# data_path="/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_200_opt1_3b_evaluation/gen_table_w_metrics.jsonl" + +model_name='facebook/opt-6.7b' +data_path='/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_1000_evaluation/gen_table_w_metrics.jsonl' + +mask_model="t5-3b" + +# token_len=200 +chunk_size=32 +pct=0.3 +split="no_wm" + +textlen=600 + +# python detectgpt_main.py \ +# --n_perturbation_list="10,100" \ +# --do_chunk \ +# --base_model_name=${model_name} \ +# --mask_filling_model_name=${mask_model} \ +# --data_path=/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_${textlen}_evaluation/gen_table_w_metrics.jsonl \ +# --token_len=${textlen} \ +# --pct_words_masked=${pct} \ +# --chunk_size=${chunk_size} \ +# --data_split=${split}; + +declare -a commands + +for textlen in 600 1000; +do + commands+=( "python detectgpt_main.py \ + --n_perturbation_list="10,100" \ + --do_chunk \ + --base_model_name=${model_name} \ + --mask_filling_model_name=${mask_model} \ + --data_path=/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_${textlen}_evaluation/gen_table_w_metrics.jsonl \ + --token_len=${textlen} \ + --pct_words_masked=${pct} \ + --chunk_size=${chunk_size} \ + --data_split=${split};" ) + +done + +bash -c "${commands[${SLURM_ARRAY_TASK_ID}]}" + +# --data_path=/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_${textlen}_evaluation/gen_table_w_metrics.jsonl \ + + + + diff --git a/lm-watermarking-main/watermark_reliability_release/detectgpt/detectgpt_main.py b/lm-watermarking-main/watermark_reliability_release/detectgpt/detectgpt_main.py new file mode 100644 index 0000000000000000000000000000000000000000..0a1e59e8284b0ac88c3d1fae363d197500ad9758 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/detectgpt/detectgpt_main.py @@ -0,0 +1,807 @@ +# Basic imports +import os +import argparse +import re +import functools + +from tqdm import tqdm +from statistics import mean + +import numpy as np +import pandas as pd +import torch + +import matplotlib.pyplot as plt +from matplotlib import rc + +rc("font", **{"family": "serif", "serif": ["Computer Modern"]}) +rc("text", usetex=True) +from sklearn.metrics import roc_curve, precision_recall_curve, auc + +import cmasher as cmr + +# ### Load the processed dataset/frame + + +import sys + +sys.path.insert(0, "..") + +from datasets import Dataset +from utils.io import read_jsonlines, load_jsonlines + +import transformers + +# some file i/o helpers +from utils.io import write_jsonlines, write_json + +INPUT_DIR = "/cmlscratch/manlis/test/watermarking-root/input" +OUTPUT_DIR = "/cmlscratch/manlis/test/watermarking-root/output" + + +# 15 colorblind-friendly colors +COLORS = [ + "#0072B2", + "#009E73", + "#D55E00", + "#CC79A7", + "#F0E442", + "#56B4E9", + "#E69F00", + "#000000", + "#0072B2", + "#009E73", + "#D55E00", + "#CC79A7", + "#F0E442", + "#56B4E9", + "#E69F00", +] + + +def tokenize_and_mask( + text, span_length, pct, ceil_pct=False, buffer_size=1, mask_string="<<>>" +): + if isinstance(text, str): + tokens = text.split(" ") + else: + tokens = text + mask_string = mask_string + + n_spans = pct * len(tokens) / (span_length + buffer_size * 2) + if ceil_pct: + n_spans = np.ceil(n_spans) + n_spans = int(n_spans) + + n_masks = 0 + while n_masks < n_spans: + start = np.random.randint(0, len(tokens) - span_length) + end = start + span_length + search_start = max(0, start - buffer_size) + search_end = min(len(tokens), end + buffer_size) + if mask_string not in tokens[search_start:search_end]: + tokens[start:end] = [mask_string] + n_masks += 1 + + # replace each occurrence of mask_string with , where NUM increments + num_filled = 0 + for idx, token in enumerate(tokens): + if token == mask_string: + tokens[idx] = f"" + num_filled += 1 + assert num_filled == n_masks, f"num_filled {num_filled} != n_masks {n_masks}" + text = " ".join(tokens) + return text + + +def tokenize_and_mask_glm( + text, span_length, pct, ceil_pct=False, buffer_size=1, mask_string="[MASK]" +): + tokens = text.split(" ") + mask_string = mask_string + + n_spans = pct * len(tokens) / (span_length + buffer_size * 2) + if ceil_pct: + n_spans = np.ceil(n_spans) + n_spans = int(n_spans) + + n_masks = 0 + while n_masks < n_spans: + start = np.random.randint(0, len(tokens) - span_length) + end = start + span_length + search_start = max(0, start - buffer_size) + search_end = min(len(tokens), end + buffer_size) + if mask_string not in tokens[search_start:search_end]: + tokens[start:end] = [mask_string] + n_masks += 1 + + text = " ".join(tokens) + return text + + +def count_masks(texts): + return [len([x for x in text.split() if x.startswith("")[0] + tokens = mask_tokenizer(texts, return_tensors="pt", padding=True, truncation=True).to("cuda") + outputs = mask_model.generate( + **tokens, + max_length=mask_tokenizer.model_max_length, + do_sample=True, + top_p=1.0, + num_return_sequences=1, + eos_token_id=stop_id, + ) + # outputs = mask_model.generate(**tokens, max_length=mask_tokenizer.model_max_length, do_sample=True, top_p=1.0, num_return_sequences=1, eos_token_id=stop_id) + return mask_tokenizer.batch_decode(outputs, skip_special_tokens=False) + + +def replace_masks_glm(texts): + # n_expected = [len([x for x in text.split() if x == '[MASK]']) for text in texts] + tokens = mask_tokenizer(texts, return_tensors="pt", padding=True, truncation=True) + tokens = mask_tokenizer.build_inputs_for_generation( + tokens, max_gen_length=mask_tokenizer.model_max_length + ).to("cuda") + outputs = mask_model.generate( + **tokens, + max_length=mask_tokenizer.model_max_length, + do_sample=True, + top_p=1.0, + num_return_sequences=1, + eos_token_id=mask_tokenizer.eop_token_id, + ) + return mask_tokenizer.batch_decode(outputs, skip_special_tokens=False) + + +def extract_fills(texts): + # remove from beginning of each text + texts = [x.replace("", "").replace("", "").strip() for x in texts] + + # return the text in between each matched mask token + extracted_fills = [pattern.split(x)[1:-1] for x in texts] + + # remove whitespace around each fill + extracted_fills = [[y.strip() for y in x] for x in extracted_fills] + + return extracted_fills + + +def apply_extracted_fills(masked_texts, extracted_fills): + # split masked text into tokens, only splitting on spaces (not newlines) + tokens = [x.split(" ") for x in masked_texts] + + n_expected = count_masks(masked_texts) + + # replace each mask token with the corresponding fill + for idx, (text, fills, n) in enumerate(zip(tokens, extracted_fills, n_expected)): + if len(fills) < n: + tokens[idx] = [] + else: + for fill_idx in range(n): + text[text.index(f"")] = fills[fill_idx] + + # join tokens back into text + texts = [" ".join(x) for x in tokens] + return texts + + +def perturb_texts_( + texts, span_length, pct, ceil_pct=False, mask_filling_model_name="t5-3b", do_chunk=False +): + if "t5" in mask_filling_model_name: + if do_chunk: + texts = [x.split(" ") for x in texts] + ## chunk long texts + if max([len(x) for x in texts]) > 600: + text_pieces = [ + [t[: len(t) // 3] for t in texts], + [t[len(t) // 3 : 2 * len(t) // 3] for t in texts], + [t[2 * len(t) // 3 :] for t in texts], + ] + else: + text_pieces = [[t[: len(t) // 2] for t in texts], [t[len(t) // 2 :] for t in texts]] + + perturbed_pieces = [] + for pieces in text_pieces: + masked_texts = [tokenize_and_mask(x, span_length, pct, ceil_pct) for x in pieces] + raw_fills = replace_masks(masked_texts) + extracted_fills = extract_fills(raw_fills) + perturbed_pieces.append(apply_extracted_fills(masked_texts, extracted_fills)) + ## put the chunks together + perturbed_texts = [] + for i in range(len(texts)): + perturbed_texts.append(" ".join([p[i] for p in perturbed_pieces])) + else: + masked_texts = [tokenize_and_mask(x, span_length, pct, ceil_pct) for x in texts] + raw_fills = replace_masks(masked_texts) + extracted_fills = extract_fills(raw_fills) + perturbed_texts = apply_extracted_fills(masked_texts, extracted_fills) + # elif 'glm' in mask_filling_model_name: + # masked_texts = [tokenize_and_mask_glm(x, span_length, pct, ceil_pct) for x in texts] + # raw_fills = replace_masks_glm(masked_texts) + # extracted_fills = extract_fills(raw_fills) + # perturbed_texts = apply_extracted_fills(masked_texts, extracted_fills) + + # Handle the fact that sometimes the model doesn't generate the right number of fills and we have to try again + attempts = 1 + while "" in perturbed_texts: + idxs = [idx for idx, x in enumerate(perturbed_texts) if x == ""] + print(f"WARNING: {len(idxs)} texts have no fills. Trying again [attempt {attempts}].") + if do_chunk: + new_perturbed_pieces = [] + for pieces in text_pieces: + masked_texts = [ + tokenize_and_mask(x, span_length, pct, ceil_pct) + for idx, x in enumerate(pieces) + if idx in idxs + ] + raw_fills = replace_masks(masked_texts) + extracted_fills = extract_fills(raw_fills) + new_perturbed_pieces.append(apply_extracted_fills(masked_texts, extracted_fills)) + new_perturbed_texts = [] + for i in range(len(texts)): + new_perturbed_texts.append(" ".join([p[i] for p in new_perturbed_pieces])) + else: + masked_texts = [ + tokenize_and_mask(x, span_length, pct, ceil_pct) + for idx, x in enumerate(texts) + if idx in idxs + ] + raw_fills = replace_masks(masked_texts) + extracted_fills = extract_fills(raw_fills) + new_perturbed_texts = apply_extracted_fills(masked_texts, extracted_fills) + for idx, x in zip(idxs, new_perturbed_texts): + perturbed_texts[idx] = x + attempts += 1 + + return perturbed_texts + + +def perturb_texts( + texts, span_length, pct, mask_filling_model_name, ceil_pct=False, chunk_size=20, do_chunk=False +): + chunk_size = chunk_size + if "11b" in mask_filling_model_name: + chunk_size //= 2 + + outputs = [] + for i in tqdm(range(0, len(texts), chunk_size), desc="Applying perturbations"): + outputs.extend( + perturb_texts_( + texts[i : i + chunk_size], + span_length, + pct, + ceil_pct=ceil_pct, + mask_filling_model_name=mask_filling_model_name, + do_chunk=do_chunk, + ) + ) + return outputs + + +# Get the log likelihood of each text under the base_model +def get_ll(text): + with torch.no_grad(): + tokenized = base_tokenizer(text, return_tensors="pt").to("cuda") + labels = tokenized.input_ids + return -base_model(**tokenized, labels=labels).loss.item() + + +def get_lls(texts): + return [get_ll(text) for text in texts] + + +def get_perturbation_results( + span_length=10, + chunk_size=50, + n_perturbations=1, + n_perturbation_rounds=1, + pct_words_masked=0.3, + data_split="wm", + mask_filling_model_name="t5-3b", + do_chunk=False, + save_path="/cmlscratch/manlis/test/watermarking-root/output/detect-gpt", +): + ## check if pre-computed results exist + if os.path.isfile(os.path.join(save_path, f"perturbed_raw_texts_{n_perturbations}.jsonl")): + results = load_jsonlines( + os.path.join(save_path, f"perturbed_raw_texts_{n_perturbations}.jsonl") + ) + else: + base_model.cpu() + mask_model.cuda() + + torch.manual_seed(0) + np.random.seed(0) + + results = [] + original_text = df["baseline_completion"] + if data_split == "wm": + sampled_text = df["w_wm_output"] + elif data_split == "no_wm": + sampled_text = df["no_wm_output"] + elif data_split == "no_wm_paraphrase": + sampled_text = df["w_wm_output_attacked"] + else: + raise NotImplementedError(f"Unknown split: {data_split}") + + perturb_fn = functools.partial( + perturb_texts, + span_length=span_length, + pct=pct_words_masked, + mask_filling_model_name=mask_filling_model_name, + chunk_size=chunk_size, + do_chunk=do_chunk, + ) + + p_sampled_text = perturb_fn([x for x in sampled_text for _ in range(n_perturbations)]) + p_original_text = perturb_fn([x for x in original_text for _ in range(n_perturbations)]) + for _ in range(n_perturbation_rounds - 1): + try: + p_sampled_text, p_original_text = perturb_fn(p_sampled_text), perturb_fn( + p_original_text + ) + except AssertionError: + break + + assert ( + len(p_sampled_text) == len(sampled_text) * n_perturbations + ), f"Expected {len(sampled_text) * n_perturbations} perturbed samples, got {len(p_sampled_text)}" + assert ( + len(p_original_text) == len(original_text) * n_perturbations + ), f"Expected {len(original_text) * n_perturbations} perturbed samples, got {len(p_original_text)}" + + for i, idx in enumerate(original_text.index): + results.append( + { + "original": original_text[idx], + "sampled": sampled_text[idx], + "perturbed_sampled": p_sampled_text[ + i * n_perturbations : (i + 1) * n_perturbations + ], + "perturbed_original": p_original_text[ + i * n_perturbations : (i + 1) * n_perturbations + ], + } + ) + + ## save perturbed samples in case job got preempted + write_jsonlines( + results, os.path.join(save_path, f"perturbed_raw_texts_{n_perturbations}.jsonl") + ) + + mask_model.cpu() + base_model.cuda() + + for res in tqdm(results, desc="Computing log likelihoods"): + p_sampled_ll = get_lls(res["perturbed_sampled"]) + p_original_ll = get_lls(res["perturbed_original"]) + res["original_ll"] = get_ll(res["original"]) + res["sampled_ll"] = get_ll(res["sampled"]) + res["all_perturbed_sampled_ll"] = p_sampled_ll + res["all_perturbed_original_ll"] = p_original_ll + res["perturbed_sampled_ll"] = np.mean(p_sampled_ll) + res["perturbed_original_ll"] = np.mean(p_original_ll) + res["perturbed_sampled_ll_std"] = np.std(p_sampled_ll) if len(p_sampled_ll) > 1 else 1 + res["perturbed_original_ll_std"] = np.std(p_original_ll) if len(p_original_ll) > 1 else 1 + + return results + + +def get_roc_metrics(real_preds, sample_preds): + fpr, tpr, _ = roc_curve( + [0] * len(real_preds) + [1] * len(sample_preds), real_preds + sample_preds + ) + roc_auc = auc(fpr, tpr) + return fpr.tolist(), tpr.tolist(), float(roc_auc) + + +def get_precision_recall_metrics(real_preds, sample_preds): + precision, recall, _ = precision_recall_curve( + [0] * len(real_preds) + [1] * len(sample_preds), real_preds + sample_preds + ) + pr_auc = auc(recall, precision) + return precision.tolist(), recall.tolist(), float(pr_auc) + + +def run_perturbation_experiment( + results, criterion, span_length=10, n_perturbations=1, pct_words_masked=0.3, n_samples=500 +): + # compute diffs with perturbed + predictions = {"real": [], "samples": []} + for res in results: + if criterion == "d": + predictions["real"].append(res["original_ll"] - res["perturbed_original_ll"]) + predictions["samples"].append(res["sampled_ll"] - res["perturbed_sampled_ll"]) + elif criterion == "z": + if res["perturbed_original_ll_std"] == 0: + res["perturbed_original_ll_std"] = 1 + print("WARNING: std of perturbed original is 0, setting to 1") + print( + f"Number of unique perturbed original texts: {len(set(res['perturbed_original']))}" + ) + print(f"Original text: {res['original']}") + if res["perturbed_sampled_ll_std"] == 0: + res["perturbed_sampled_ll_std"] = 1 + print("WARNING: std of perturbed sampled is 0, setting to 1") + print( + f"Number of unique perturbed sampled texts: {len(set(res['perturbed_sampled']))}" + ) + print(f"Sampled text: {res['sampled']}") + predictions["real"].append( + (res["original_ll"] - res["perturbed_original_ll"]) + / res["perturbed_original_ll_std"] + ) + predictions["samples"].append( + (res["sampled_ll"] - res["perturbed_sampled_ll"]) / res["perturbed_sampled_ll_std"] + ) + + fpr, tpr, roc_auc = get_roc_metrics(predictions["real"], predictions["samples"]) + p, r, pr_auc = get_precision_recall_metrics(predictions["real"], predictions["samples"]) + name = f"perturbation_{n_perturbations}_{criterion}" + print(f"{name} ROC AUC: {roc_auc}, PR AUC: {pr_auc}") + return { + "name": name, + "predictions": predictions, + "info": { + "pct_words_masked": pct_words_masked, + "span_length": span_length, + "n_perturbations": n_perturbations, + "n_samples": n_samples, + }, + "raw_results": results, + "metrics": { + "roc_auc": roc_auc, + "fpr": fpr, + "tpr": tpr, + }, + "pr_metrics": { + "pr_auc": pr_auc, + "precision": p, + "recall": r, + }, + "loss": 1 - pr_auc, + } + + +## DetectGPT Running: get perturnation results +import json + + +# save the ROC curve for each experiment, given a list of output dictionaries, one for each experiment, using colorblind-friendly colors +def save_roc_curves(experiments, save_folder, args): + # first, clear plt + plt.clf() + + for experiment, color in zip(experiments, COLORS): + metrics = experiment["metrics"] + plt.plot( + metrics["fpr"], + metrics["tpr"], + label=f"{experiment['name']}, roc_auc={metrics['roc_auc']:.3f}", + color=color, + ) + # print roc_auc for this experiment + print(f"{experiment['name']} roc_auc: {metrics['roc_auc']:.3f}") + plt.plot([0, 1], [0, 1], color="black", lw=2, linestyle="--") + plt.xlim([0.0, 1.0]) + plt.ylim([0.0, 1.05]) + plt.xlabel("False Positive Rate") + plt.ylabel("True Positive Rate") + plt.title(f"ROC Curves ({args.base_model_name} - {args.mask_filling_model_name})") + plt.legend(loc="lower right", fontsize=6) + plt.savefig(f"{save_folder}/roc_curves.png") + + +def save_roc_curves_w_ztest(experiments, zscore_sample, zscore_original, save_folder, args): + # first, clear plt + plt.clf() + + ## make ztest ROC curve + positive_preds = np.array(zscore_sample) + negative_preds = np.array(zscore_original) + positive_labels = np.ones_like(positive_preds, dtype=int) + negative_labels = np.zeros_like(negative_preds, dtype=int) + + all_preds = np.concatenate((positive_preds, negative_preds)) + all_labels = np.concatenate((positive_labels, negative_labels)) + + tpr_z, fpr_z, _ = roc_curve(all_labels, all_preds) + roc_auc_z = auc(tpr_z, fpr_z) + plt.plot(tpr_z, fpr_z, label=f"z-score test, roc_auc={roc_auc_z:.3f}") + print(f"ztest roc_auc: {roc_auc_z:.3f}") + + for experiment, color in zip(experiments, COLORS): + metrics = experiment["metrics"] + plt.plot( + metrics["fpr"], + metrics["tpr"], + label=f"{experiment['name']}, roc_auc={metrics['roc_auc']:.3f}", + color=color, + ) + # print roc_auc for this experiment + print(f"{experiment['name']} roc_auc: {metrics['roc_auc']:.3f}") + plt.plot([0, 1], [0, 1], color="black", lw=2, linestyle="--") + plt.xlim([0.0, 1.0]) + plt.ylim([0.0, 1.05]) + plt.xlabel("False Positive Rate") + plt.ylabel("True Positive Rate") + plt.title(f"ROC Curves ({args.base_model_name} - {args.mask_filling_model_name})") + plt.legend(loc="lower right", fontsize=6) + plt.savefig(f"{save_folder}/roc_curves_w_ztests.png") + + +# save the histogram of log likelihoods in two side-by-side plots, one for real and real perturbed, and one for sampled and sampled perturbed +def save_ll_histograms(experiments, save_folder): + # first, clear plt + plt.clf() + + for experiment in experiments: + try: + results = experiment["raw_results"] + # plot histogram of sampled/perturbed sampled on left, original/perturbed original on right + plt.figure(figsize=(20, 6)) + plt.subplot(1, 2, 1) + plt.hist([r["sampled_ll"] for r in results], alpha=0.5, bins="auto", label="sampled") + plt.hist( + [r["perturbed_sampled_ll"] for r in results], + alpha=0.5, + bins="auto", + label="perturbed sampled", + ) + plt.xlabel("log likelihood") + plt.ylabel("count") + plt.legend(loc="upper right") + plt.subplot(1, 2, 2) + plt.hist([r["original_ll"] for r in results], alpha=0.5, bins="auto", label="original") + plt.hist( + [r["perturbed_original_ll"] for r in results], + alpha=0.5, + bins="auto", + label="perturbed original", + ) + plt.xlabel("log likelihood") + plt.ylabel("count") + plt.legend(loc="upper right") + plt.savefig(f"{save_folder}/ll_histograms_{experiment['name']}.png") + except: + pass + + +# save the histograms of log likelihood ratios in two side-by-side plots, one for real and real perturbed, and one for sampled and sampled perturbed +def save_llr_histograms(experiments, save_folder): + # first, clear plt + plt.clf() + + for experiment in experiments: + try: + results = experiment["raw_results"] + # plot histogram of sampled/perturbed sampled on left, original/perturbed original on right + plt.figure(figsize=(20, 6)) + plt.subplot(1, 2, 1) + + # compute the log likelihood ratio for each result + for r in results: + r["sampled_llr"] = r["sampled_ll"] - r["perturbed_sampled_ll"] + r["original_llr"] = r["original_ll"] - r["perturbed_original_ll"] + + plt.hist([r["sampled_llr"] for r in results], alpha=0.5, bins="auto", label="sampled") + plt.hist([r["original_llr"] for r in results], alpha=0.5, bins="auto", label="original") + plt.xlabel("log likelihood ratio") + plt.ylabel("count") + plt.legend(loc="upper right") + plt.savefig(f"{save_folder}/llr_histograms_{experiment['name']}.png") + except: + pass + + +if __name__ == "__main__": + parser = argparse.ArgumentParser( + description="Run detect-gpt with watermarked and baseline generations" + ) + parser.add_argument( + "--base_model_name", + type=str, + default="facebook/opt-1.3b", + help="Main model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--token_len", + type=int, + default=200, + ) + parser.add_argument( + "--n_samples", + type=int, + default=500, + ) + parser.add_argument( + "--chunk_size", + type=int, + default=32, + ) + parser.add_argument( + "--data_path", + type=str, + ) + parser.add_argument("--data_split", type=str, default="wm") + parser.add_argument( + "--mask_filling_model_name", + type=str, + default="t5-3b", + ) + parser.add_argument("--n_positions", type=int, default=512) + parser.add_argument( + "--pct_words_masked", + type=float, + default=0.3, + ) + parser.add_argument( + "--do_chunk", + action="store_true", + default=False, + ) + parser.add_argument("--filter", type=str, default=None) + parser.add_argument("--mask_top_p", type=float, default=1.0) + parser.add_argument("--n_perturbation_list", type=str, default="1,10,100") + parser.add_argument("--n_perturbation_rounds", type=int, default=1) + parser.add_argument("--span_length", type=int, default=2) + parser.add_argument("--buffer_size", type=int, default=1) + + args = parser.parse_args() + if args.token_len > 300: + args.do_chunk = True + ## load data + list_of_dict = load_jsonlines(args.data_path) + raw_data = Dataset.from_list(list_of_dict) + df = raw_data.to_pandas() + ## drop samples that are too short + original_len = len(df) + print(f"Origianl #samples: {original_len}") + if args.filter == "length": + df = df[ + (df["baseline_completion_length"] == args.token_len) + & (df["no_wm_output_length"] == args.token_len) + & (df["w_wm_output_length"] == args.token_len) + ] + print(f" after filtering token length: {len(df)}") + if args.filter == "null": + try: + df = df[ + (df["w_wm_output_length"].notnull()) + & (df["w_wm_output_attacked_length"].notnull()) + & ~(df["w_wm_output_length"] == "") + & ~(df["w_wm_output_attacked_length"] == 0) + ] + print(f" after filtering token length: {len(df)}") + except: + print( + "failed to filter null entries, probably because the file does not contain column 'w_wm_output_attacked_length'. " + ) + args.n_samples = len(df) + + ## load models + int8_kwargs = {} + half_kwargs = {} + if ( + "glm" not in args.mask_filling_model_name + ): # GLM uses an OP that's not supported in BFloat16: "triu_tril_cuda_template" not implemented for 'BFloat16' + half_kwargs = dict(torch_dtype=torch.bfloat16) + else: + half_kwargs = dict(torch_dtype=torch.float16) + + ## load the base model (for generation) and base tokenizer + optional_tok_kwargs = {} + if "facebook/opt-" in args.base_model_name: + print("Using non-fast tokenizer for OPT") + optional_tok_kwargs["fast"] = False + base_model = transformers.AutoModelForCausalLM.from_pretrained( + args.base_model_name, **half_kwargs + ) + base_model.eval() + + ####### load base tokenizer ######## + if "llama" in args.base_model_name: + from transformers import LlamaTokenizer + + base_tokenizer = LlamaTokenizer.from_pretrained( + args.base_model_name, padding_side="left", **optional_tok_kwargs + ) + else: + base_tokenizer = transformers.AutoTokenizer.from_pretrained( + args.base_model_name, padding_side="left", **optional_tok_kwargs + ) + base_tokenizer.pad_token_id = base_tokenizer.eos_token_id + + print(f"Loading mask filling model {args.mask_filling_model_name}...") + mask_model = transformers.AutoModelForSeq2SeqLM.from_pretrained( + args.mask_filling_model_name, + **int8_kwargs, + **half_kwargs, + trust_remote_code="glm" in args.mask_filling_model_name, + ) + mask_model.eval() + + ## mask model max length + try: + if "glm" in args.mask_filling_model_name: + n_positions = mask_model.config.max_sequence_length + else: + n_positions = mask_model.config.n_positions + except AttributeError: + n_positions = 512 + + # if n_positions < args.token_len: + # raise ValueError(f"Mask model cannot handle input longer then {n_positions}. Input token length: {args.token_len}") + # preproc_tokenizer = transformers.AutoTokenizer.from_pretrained('t5-small', model_max_length=n_positions) + mask_tokenizer = transformers.AutoTokenizer.from_pretrained( + args.mask_filling_model_name, + model_max_length=n_positions, + trust_remote_code="glm" in args.mask_filling_model_name, + ) + mask_model.cpu() + + # perturbing text ops + # define regex to match all tokens, where * is an integer + pattern = re.compile(r"") + + SAVE_FOLDER = f'{OUTPUT_DIR}/detect-gpt/{os.path.basename(os.path.dirname(args.data_path))}-{args.data_split}-mask{args.mask_filling_model_name}/maskpct{args.pct_words_masked}-{os.path.basename(args.data_path).split(".")[0]}-ns{args.n_samples}' + os.makedirs(SAVE_FOLDER, exist_ok=True) + + outputs = [] + n_perturbation_list = [int(x) for x in args.n_perturbation_list.split(",")] + for n_perturbations in n_perturbation_list: + perturbation_results = get_perturbation_results( + args.span_length, + args.chunk_size, + n_perturbations, + args.n_perturbation_rounds, + args.pct_words_masked, + args.data_split, + args.mask_filling_model_name, + args.do_chunk, + save_path=SAVE_FOLDER, + ) + for perturbation_mode in ["d", "z"]: + output = run_perturbation_experiment( + perturbation_results, + perturbation_mode, + span_length=args.span_length, + n_perturbations=n_perturbations, + pct_words_masked=args.pct_words_masked, + n_samples=args.n_samples, + ) + outputs.append(output) + ## write columns to the input df + df[ + f"baseline_completion_detectgpt_score_{n_perturbations}_{perturbation_mode}" + ] = output["predictions"]["real"] + df[f"no_wm_output_detectgpt_score_{n_perturbations}_{perturbation_mode}"] = output[ + "predictions" + ]["samples"] + with open( + os.path.join( + SAVE_FOLDER, f"perturbation_{n_perturbations}_{perturbation_mode}_results.json" + ), + "w", + ) as f: + json.dump(output, f) + + ## save the updated input df + with open(os.path.join(SAVE_FOLDER, os.path.basename(args.data_path)), "w") as f: + print(df.to_json(orient="records", lines=True), file=f, flush=False, end="") + ## save meta file + gen_table_meta = args.__dict__ + write_json(gen_table_meta, os.path.join(SAVE_FOLDER, "gen_table_meta.json"), indent=4) + + ### plot curves and histograms + + save_roc_curves(outputs, SAVE_FOLDER, args) + # save_roc_curves_w_ztest(outputs, df["w_wm_output_z_score"], + # df["baseline_completion_z_score"], SAVE_FOLDER, args) + save_ll_histograms(outputs, SAVE_FOLDER) + save_llr_histograms(outputs, SAVE_FOLDER) diff --git a/lm-watermarking-main/watermark_reliability_release/detectgpt/make_plot.py b/lm-watermarking-main/watermark_reliability_release/detectgpt/make_plot.py new file mode 100644 index 0000000000000000000000000000000000000000..4f13e5e9edf57b6dcfe2754c002bc3db85afa0c7 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/detectgpt/make_plot.py @@ -0,0 +1,124 @@ +# Basic imports +import os +import argparse +import json +import re + +import matplotlib.pyplot as plt +from matplotlib import rc +rc('font', **{'family': 'serif', 'serif': ['Computer Modern']}) +rc('text', usetex=True) +from sklearn.metrics import roc_curve, precision_recall_curve, auc + + +import sys +sys.path.insert(0, "..") + +from datasets import Dataset +from utils.io import read_jsonlines, load_jsonlines + +import transformers + +from detectgpt_main import save_roc_curves_w_ztest + + +INPUT_DIR = "/cmlscratch/manlis/test/watermarking-root/input" +OUTPUT_DIR = "/cmlscratch/manlis/test/watermarking-root/output" + +# 15 colorblind-friendly colors +COLORS = ["#0072B2", "#009E73", "#D55E00", "#CC79A7", "#F0E442", + "#56B4E9", "#E69F00", "#000000", "#0072B2", "#009E73", + "#D55E00", "#CC79A7", "#F0E442", "#56B4E9", "#E69F00"] + + +if __name__=="__main__": + parser = argparse.ArgumentParser( + description="Run detect-gpt with watermarked and baseline generations" + ) + parser.add_argument( + "--base_model_name", + type=str, + default="facebook/opt-1.3b", + help="Main model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--data_name", + type=str, + ) + parser.add_argument( + "--token_len", + type=int, + default=200, + ) + parser.add_argument( + "--n_samples", + type=int, + default=500, + ) + parser.add_argument( + "--chunk_size", + type=int, + default=500, + ) + parser.add_argument( + "--data_path", + type=str, + ) + parser.add_argument( + "--data_split", + type=str, + default="wm" + ) + parser.add_argument( + "--mask_filling_model_name", + type=str, + default="t5-3b", + ) + parser.add_argument('--n_positions', type=int, default=512) + parser.add_argument( + "--pct_words_masked", + type=float, + default=0.3, + ) + parser.add_argument('--mask_top_p', type=float, default=1.0) + parser.add_argument('--n_perturbation_list', type=str, default="1,10,100") + parser.add_argument('--n_perturbation_rounds', type=int, default=1) + parser.add_argument('--span_length', type=int, default=2) + parser.add_argument('--buffer_size', type=int, default=1) + + args = parser.parse_args() + + ## load data + list_of_dict = load_jsonlines(args.data_path) + raw_data = Dataset.from_list(list_of_dict) + df = raw_data.to_pandas() + ## drop samples that are too short + original_len = len(df) + df = df[(df["baseline_completion_length"] == args.token_len) \ + & (df["no_wm_num_tokens_generated"] == args.token_len) \ + & (df["w_wm_num_tokens_generated"] == args.token_len) ] + print(f"Origianl #samples: {original_len}, after filtering token length: {len(df)}") + args.n_samples = len(df) + + # perturbing text ops + # define regex to match all tokens, where * is an integer + pattern = re.compile(r"") + + SAVE_FOLDER = f'{OUTPUT_DIR}/detect-gpt/{args.data_name}-{args.data_split}-mask{args.mask_filling_model_name}/maskpct{args.pct_words_masked}-ns{args.n_samples}' + os.makedirs(SAVE_FOLDER, exist_ok=True) + + outputs = [] + + n_perturbation_list = [int(x) for x in args.n_perturbation_list.split(",")] + for n_perturbations in n_perturbation_list: + for perturbation_mode in ['d', 'z']: + with open(os.path.join(SAVE_FOLDER, f"perturbation_{n_perturbations}_{perturbation_mode}_results.json"), "r") as f: + output = json.load(f) + outputs.append(output) + + + ### plot curves and histograms + + save_roc_curves_w_ztest(outputs, df["w_wm_output_z_score"], + df["baseline_completion_z_score"], SAVE_FOLDER, args, + ) \ No newline at end of file diff --git a/lm-watermarking-main/watermark_reliability_release/detectgpt/plot.sh b/lm-watermarking-main/watermark_reliability_release/detectgpt/plot.sh new file mode 100644 index 0000000000000000000000000000000000000000..b99885ac274629c14a284c619ea0e469a150392a --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/detectgpt/plot.sh @@ -0,0 +1,46 @@ +#!/bin/bash + +#SBATCH --partition tron + +#SBATCH --gres=gpu:rtxa5000:1 + +#SBATCH --ntasks=4 + +#SBATCH --mem=32G + +#SBATCH --account=nexus + +#SBATCH --qos=default + +#SBATCH --time=48:00:00 + +#SBATCH --array=0 + +#SBATCH --output=slurm_logs/%A_%a.out + +#SBATCH --job-name=gen-small + +source ~/.bashrc +conda activate watermarking-dev + +OUTPUT_DIR=/cmlscratch/manlis/test/watermarking-root/input/new_runs + +model_name="facebook/opt-1.3b" +data_name="test_len_200_opt1_3b" +token_len=200 +chunk_size=32 +data_path="/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_200_opt1_3b_evaluation/gen_table_w_metrics.jsonl" +split="no_wm" + + +python make_plot.py \ + --n_perturbation_list="1,10,100" \ + --base_model_name=${model_name} \ + --data_name=${data_name} \ + --data_path=${data_path} \ + --token_len=${token_len} \ + --chunk_size=${chunk_size} \ + --data_split=${split}; + + + diff --git a/lm-watermarking-main/watermark_reliability_release/detectgpt/run_detectgpt.sh b/lm-watermarking-main/watermark_reliability_release/detectgpt/run_detectgpt.sh new file mode 100644 index 0000000000000000000000000000000000000000..f68c92dbc0d0a1781b31cb5b0c61722897e92763 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/detectgpt/run_detectgpt.sh @@ -0,0 +1,63 @@ +#!/bin/bash + +#SBATCH --partition scavenger + +#SBATCH --gres=gpu:rtxa6000:1 + +#SBATCH --ntasks=4 + +#SBATCH --mem=32G + +#SBATCH --account=scavenger + +#SBATCH --qos=scavenger + +#SBATCH --time=24:00:00 + +#SBATCH --array=0-2 + +#SBATCH --output=slurm_logs/no_wm_attack_%A_%a.out + +#SBATCH --job-name=run-detect + +source ~/.bashrc +conda activate watermarking-dev + +# OUTPUT_DIR=/cmlscratch/manlis/test/watermarking-root/input/new_runs + +# model_name="facebook/opt-1.3b" +# data_path="/cmlscratch/manlis/test/watermarking-root/input/new_runs/test_len_200_opt1_3b_evaluation/gen_table_w_metrics.jsonl" + +# model_name='facebook/opt-6.7b' +# data_path='/cmlscratch/manlis/test/watermarking-root/input/core_simple_1_50_200_gen/gen_table.jsonl' +# data_path=input/core_simple_1_200_1000_gen_prefixes/gen_table_prefixes_200.jsonl +model_name='/cmlscratch/manlis/test/watermarking-root/local_model/llama-7b-base' + +mask_model="t5-3b" + +# token_len=200 +chunk_size=32 # can run 32 when textlen=200 +pct=0.3 +# split="no_wm" +split='no_wm_paraphrase' + +declare -a commands + + +# for textlen in 50 100 200; +for textlen in 50 100 200; +do + commands+=( "python detectgpt_main.py \ + --n_perturbation_list='100' \ + --do_chunk \ + --base_model_name=${model_name} \ + --mask_filling_model_name=${mask_model} \ + --filter='null' \ + --data_path=/cmlscratch/manlis/test/watermarking-root/input/core_simple_1_200_1000_no_wm_gpt_p4_prefixes/gen_table_prefixes_${textlen}.jsonl \ + --token_len=${textlen} \ + --pct_words_masked=${pct} \ + --chunk_size=${chunk_size} \ + --data_split=${split};" ) +done + +bash -c "${commands[${SLURM_ARRAY_TASK_ID}]}" diff --git a/lm-watermarking-main/watermark_reliability_release/evaluation_pipeline.py b/lm-watermarking-main/watermark_reliability_release/evaluation_pipeline.py new file mode 100644 index 0000000000000000000000000000000000000000..c7744f1e1a5fdc3425d44b9a4ecda19a9ef689d8 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/evaluation_pipeline.py @@ -0,0 +1,1330 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +from types import NoneType + +from typing import Union +import os +import argparse +from functools import partial +from tqdm import tqdm + +import wandb +import torch +import numpy as np +import sklearn.metrics as metrics + +from datasets import Dataset, Sequence +from transformers import DataCollatorWithPadding + +from utils.submitit import str2bool # better bool flag type for argparse +from utils.io import read_jsonlines, read_json, write_json, write_jsonlines +from utils.notebooks import filter_text_col_length, infer_length_column + +from utils.evaluation import ( + SUPPORTED_METRICS, + NO_CHECK_ARGS, + ROC_TEST_STAT_SUFFIXES, + FILTER_BY_COLUMNS, + conditional_no_check_args, + load_oracle_model, + evaluate_ppl, + load_detector, + compute_z_scores, + compute_windowed_z_scores, + compute_run_len_chsqrd_stats, + compute_repetition_diversity, + compute_p_sp, + compute_coherence, + compute_mauve, + compute_detect_retrieval, + load_tokenizer, + concat_rows, +) + +print(f"Current huggingface cache dir: {os.environ['HF_HOME']}") + +from datasets import disable_caching + +disable_caching() + + +def main(args): + ########################################################################### + # Create output dir if it doesn't exist, and warn if it contains metric file + ########################################################################### + gen_table_w_metrics_path = f"{args.output_dir}/gen_table_w_metrics.jsonl" + metrics_meta_path = f"{args.output_dir}/gen_table_w_metrics_meta.json" + + print(f"Output dir for this run: {args.output_dir}") + # notify if exists + if os.path.exists(args.output_dir): + print(f"Output dir for this run already exists!") + print(f"Contents: {sorted(os.listdir(args.output_dir))}") + # warn if metrics file exists + if os.path.exists(gen_table_w_metrics_path): + if not args.overwrite_output_file: + print( + f"WARNING: Exiting to avoid overwriting output file. " + f"Pass the '--overwrite_output_file' flag to ignore this check." + ) + exit() + else: + print( + f"WARNING: Found existing generation files with metrics added at this output dir. " + f"Overwriting anyway :/" + ) + else: + # create the output dir where run artifacts are stored + os.makedirs(args.output_dir) + + ########################################################################### + # Parse metrics to log - ppl, zscore, etc + ########################################################################### + + # check that all metrics are supported + metric_support = [metric in SUPPORTED_METRICS for metric in args.evaluation_metrics] + assert all(metric_support), ( + f"Unsupported metric '{args.evaluation_metrics[metric_support.index(False)]}' in" + f" {args.evaluation_metrics}. Supported metrics are: {SUPPORTED_METRICS}" + ) + # Hack check that if prefix_lengths exists then the method must be + # detect-retrieval (for now) because other methods don't support the + # sparse dataset with Nones all over the place + if "prefix_lengths" in args.__dict__: + # assert args.evaluation_metrics == [ + # "detect-retrieval" + # ], f"Currently, only the detect-retrieval metric supports the prefix_lengths column. " + print( + f"WARNING: Found prefix_lengths column assuming that this is either retireval or detectgpt" + ) + + print(f"Evaluation metrics to compute: {args.evaluation_metrics}") + + ########################################################################### + # Load generations + ########################################################################### + print(f"Input dir for this run: {args.input_dir}") + print(f"Loading previously generated outputs for evaluation via oracle model and metrics...") + + # check for the "attacked version" of the gen table first + gen_table_meta_path = f"{args.input_dir}/gen_table_attacked_meta.json" + gen_table_path = f"{args.input_dir}/gen_table_attacked.jsonl" + safe_gen_table_path = f"{args.input_dir}/gen_table_attacked_safe.jsonl" + loaded_attacked = True + + attack_variants_exist = [ + os.path.exists(gen_table_meta_path), + os.path.exists(gen_table_path), + ] + if not all(attack_variants_exist): + loaded_attacked = False + gen_table_meta_path = f"{args.input_dir}/gen_table_meta.json" + gen_table_path = f"{args.input_dir}/gen_table.jsonl" + safe_gen_table_path = f"{args.input_dir}/gen_table_safe.jsonl" + + assert os.path.exists( + gen_table_meta_path + ), f"failed file check for prev generations metadata json file: {gen_table_meta_path}" + assert os.path.exists( + gen_table_path + ), f"failed file check for prev generations jsonl file: {gen_table_path}" + + assert not os.path.exists(safe_gen_table_path), ( + f"failed for safety bc there is a secondary 'safe' marked file", + f" in this dir indicating a possible issue with the generation step. ", + ) + + cmdline_args = args.__dict__.copy() + prev_gen_table_meta = read_json(gen_table_meta_path) + + joined_args = prev_gen_table_meta.copy() + for k, v in cmdline_args.items(): + if v is not None: + joined_args.update({k: v}) + else: + print( + f"cmdline arg {k} is None, leaving it as the value found in the input metadata: {prev_gen_table_meta[k]}" + ) + + # check that the args used to generate the prev generations are the same as + # the current args, for the intersection of keys + if not args.overwrite_args: + # update the no check args based on the current state of args + current_no_check_args = conditional_no_check_args( + NO_CHECK_ARGS, args.evaluation_metrics, args + ) + + for key in prev_gen_table_meta.keys(): + if key in current_no_check_args: + continue + assert joined_args[key] == prev_gen_table_meta[key], ( + f"failed for safety bc after merging the prev metadata with " + f"the current cmdline args, values for '{key}' are not the same. " + f"in metadata: {prev_gen_table_meta[key]}, passed: {cmdline_args[key]}. " + f"Pass the '--overwrite_args' flag to ignore this check." + ) + + args = argparse.Namespace(**joined_args) + gen_table = [ex for ex in read_jsonlines(gen_table_path)] + if args.limit_rows == -1: + gen_table_ds = Dataset.from_list(gen_table) + else: + gen_table_ds = Dataset.from_list(gen_table[: args.limit_rows]) + + ########################################################################### + # Extract the seeding scheme fine grained parameters + ########################################################################### + from utils.evaluation import scheme_hparam_extractor + + args.__dict__.update(scheme_hparam_extractor(args.seeding_scheme)) + + print(f"seeding_scheme: {args.seeding_scheme}") + print(f"prf_type: {args.prf_type}") + print(f"anchored: {args.anchored}") + print(f"context_width: {args.context_width}") + print(f"self_salt: {args.self_salt}") + + ########################################################################### + # Concat logic for multiple generations + ########################################################################### + + if args.concat_rows != 0: + assert isinstance(args.concat_rows, int), f"Invalid concat_rows arg: {args.concat_rows}. " + + # set to all rows if -1 + if args.concat_rows == -1: + args.concat_rows = len(gen_table_ds) + + if args.shuffle_before_concat: + print(f"Shuffling the gen table before concatenating every {args.concat_rows} rows...") + gen_table_ds = gen_table_ds.shuffle() + + print(f"Concatenating every {args.concat_rows} rows of the gen table...") + + # we concat all cols in OUTPUT_TEXT_COLUMN_NAMES + # and update the length col to reflect the new length + # which means we need to tokenize the new text temporarily + # to get the new length + + tokenizer = load_tokenizer(args) + + concat_partial = partial(concat_rows, tokenizer=tokenizer, args=args) + + # manually write a btach loop bc hf doesnt support returning fewer rows than input + concatenated_rows = [] + for i in tqdm(range(0, len(gen_table_ds), args.concat_rows)): + batch = gen_table_ds[i : i + args.concat_rows] + concatenated_rows.append(concat_partial(batch)) + gen_table_concated_ds = Dataset.from_list(concatenated_rows) + + # overwrite the args.max_new_tokens to reflect the implicit new target length T + # which is concat_rows * max_new_tokens + args.max_new_tokens = args.concat_rows * args.max_new_tokens + + # write the dataset out in the same filename as the original + # but check that the input dir is different from the output dir + assert ( + args.input_dir != args.output_dir + ), f"Input dir and output dir must be different to write out the result of concat rows." + + if loaded_attacked: + concat_meta_path = f"{args.output_dir}/gen_table_attacked_meta.json" + concat_gen_table_path = f"{args.output_dir}/gen_table_attacked.jsonl" + else: + concat_meta_path = f"{args.output_dir}/gen_table_meta.json" + concat_gen_table_path = f"{args.output_dir}/gen_table.jsonl" + + write_json(args.__dict__, concat_meta_path, indent=4) + gen_table_concated_lst = [ex for ex in gen_table_concated_ds] + write_jsonlines(gen_table_concated_lst, concat_gen_table_path) + else: + gen_table_concated_ds = gen_table_ds + + ########################################################################### + # Additional args setup + ########################################################################### + # if target_T is not specified, use max_new_tokens (which will be in the reloaded gen metadata) + # and potentially overwritten by the concat logic above + if args.target_T == 0: + args.target_T = args.max_new_tokens + + # storing slurm info to allow auditing logfiles + # note this is set after the metadata check to ignore overwriting + args.SLURM_JOB_ID = os.getenv("SLURM_JOB_ID") + args.SLURM_ARRAY_JOB_ID = os.getenv("SLURM_ARRAY_JOB_ID") + args.SLURM_ARRAY_TASK_ID = os.getenv("SLURM_ARRAY_TASK_ID") + + ########################################################################### + # Start logging, we wait to do this until after loading the generations + # so that we can log the args used to generate them unioned with the + # cmdline args + ########################################################################### + if args.wandb: + # start a new wandb run to track this experiment, will send data to it + run = wandb.init( + # set the wandb project where this run will be logged + project=args.wandb_project, + entity=args.wandb_entity, + name=f"{args.run_name}", + # track hyperparameters and run metadata + config=args, + tags=args.wandb_tags, + ) + + ########################################################################### + # Perplexity (PPL) evaluation + # NOTE: basically requires a model on gpu, or is extremely slow + ########################################################################### + if "ppl" in args.evaluation_metrics: + assert args.oracle_model_name_or_path, "PPL metric requires oracle model." + + # Load the oracle model for PPL measurement + oracle_model, oracle_tokenizer, _ = load_oracle_model(args) + + # construct the collator + data_collator = DataCollatorWithPadding( + tokenizer=oracle_tokenizer, padding=True, pad_to_multiple_of=8 + ) + + # construct fluency/ppl partial + evaluate_ppl_partial = partial( + evaluate_ppl, + oracle_model_name=args.oracle_model_name_or_path, + oracle_model=oracle_model, + oracle_tokenizer=oracle_tokenizer, + data_collator=data_collator, + ) + + print(f"Computing metrics on model generations: {gen_table_concated_ds}") + + gen_table_w_ppl_ds = gen_table_concated_ds.map( + evaluate_ppl_partial, + batched=True, + batch_size=args.ppl_batch_size, + load_from_cache_file=False, + keep_in_memory=True, + ) + + # clear the model just for fun + oracle_model = oracle_model.to(torch.device("cpu")) + del oracle_model + else: + gen_table_w_ppl_ds = gen_table_concated_ds + + ########################################################################### + # Cheap to load, and required for all detectors so load it first + watermark_detector = load_detector(args) + + # Map setup for all dataset operations: + map_setup = dict(batched=False, load_from_cache_file=False) + ########################################################################### + # z-score evaluation + # NOTE: requires a gpu because if original source of watermark randomness, + # RNG, is gpu based, then detector should be on gpu as well + ########################################################################### + if "z-score" in args.evaluation_metrics: + # set up the partial + compute_z_scores_partial = partial( + compute_z_scores, + watermark_detector=watermark_detector, + args=args, + ) + + gen_table_w_zscore_ds = gen_table_w_ppl_ds.map( + compute_z_scores_partial, **map_setup, desc="Computing z-scores" + ) + + else: + gen_table_w_zscore_ds = gen_table_w_ppl_ds + + ########################################################################### + # Windowed z-score evaluation + ########################################################################### + + if "windowed-z-score" in args.evaluation_metrics: + # set up the windowed partial + compute_windowed_z_scores_partial = partial( + compute_windowed_z_scores, + watermark_detector=watermark_detector, + args=args, + ) + + gen_table_w_windowed_zscore_ds = gen_table_w_zscore_ds.map( + compute_windowed_z_scores_partial, **map_setup, desc="Computing windowed z-scores" + ) + else: + gen_table_w_windowed_zscore_ds = gen_table_w_zscore_ds + + ########################################################################### + # run-len-chisqrd evaluation + ########################################################################### + if "run-len-chisqrd" in args.evaluation_metrics: + assert "w_wm_output_green_token_mask" in gen_table_w_windowed_zscore_ds.column_names, ( + f"Currently, run-len-chisqrd metric requires the green token masks to be computed previously " + f"by one of the z-score metrics." + ) + # this ^ is unused currently, but we will need it to remove the assert condition above + + # set up the run len chisqrd partial + compute_run_len_chisqrd_partial = partial( + compute_run_len_chsqrd_stats, + watermark_detector=watermark_detector, + args=args, + ) + + gen_table_w_run_len_chisqrd_ds = gen_table_w_windowed_zscore_ds.map( + compute_run_len_chisqrd_partial, **map_setup, desc="Computing runlength tests" + ) + else: + gen_table_w_run_len_chisqrd_ds = gen_table_w_windowed_zscore_ds + + ########################################################################### + # Diversity and Repetition evaluation + ########################################################################### + + if "repetition" in args.evaluation_metrics or "diversity" in args.evaluation_metrics: + # set up the partial + compute_repetition_partial = partial( + compute_repetition_diversity, + include_repetition=("repetition" in args.evaluation_metrics), + include_diversity=("diversity" in args.evaluation_metrics), + ) + + gen_table_w_repetition_ds = gen_table_w_run_len_chisqrd_ds.map( + compute_repetition_partial, **map_setup, desc="Computing text repetition and diversity" + ) + else: + gen_table_w_repetition_ds = gen_table_w_run_len_chisqrd_ds + + ########################################################################### + # P-SP evaluation + ########################################################################### + + if "p-sp" in args.evaluation_metrics: + print(f"Loading the P-SP model and computing P-SP") + gen_table_w_p_sp_ds = compute_p_sp(gen_table_w_repetition_ds) + else: + gen_table_w_p_sp_ds = gen_table_w_repetition_ds + + ########################################################################### + # Coherence evaluation + ########################################################################### + + if "coherence" in args.evaluation_metrics: + print(f"Computing coherence") + gen_table_w_coherence_ds = compute_coherence(gen_table_w_p_sp_ds) + else: + gen_table_w_coherence_ds = gen_table_w_p_sp_ds + + ########################################################################### + # Mauve evaluation + ########################################################################### + + if "mauve" in args.evaluation_metrics: + print(f"Computing mauve") + gen_table_w_mauve_ds = compute_mauve(gen_table_w_coherence_ds) + else: + gen_table_w_mauve_ds = gen_table_w_coherence_ds + + ########################################################################### + # Retrieval detection + ########################################################################### + + if "detect-retrieval" in args.evaluation_metrics: + print(f"Computing detect retrieval") + gen_table_w_detect_retrieval_ds = compute_detect_retrieval(gen_table_w_mauve_ds, args=args) + else: + gen_table_w_detect_retrieval_ds = gen_table_w_mauve_ds + + if "prefix_length" in gen_table_w_detect_retrieval_ds.features: + if "no_wm_output_retrieval_score" in gen_table_w_detect_retrieval_ds.features: + print("Avg scores at each prefix length for no_wm_output:") + print( + gen_table_w_detect_retrieval_ds.to_pandas() + .groupby("prefix_length")["no_wm_output_retrieval_score"] + .describe() + ) + if "w_wm_output_retrieval_score" in gen_table_w_detect_retrieval_ds.features: + print("Avg scores at each prefix length for w_wm_output:") + print( + gen_table_w_detect_retrieval_ds.to_pandas() + .groupby("prefix_length")["w_wm_output_retrieval_score"] + .describe() + ) + if "w_wm_output_attacked_retrieval_score" in gen_table_w_detect_retrieval_ds.features: + print("Avg scores at each prefix length for no_wm_output_attacked:") + print( + gen_table_w_detect_retrieval_ds.to_pandas() + .groupby("prefix_length")["w_wm_output_attacked_retrieval_score"] + .describe() + ) + + ########################################################################### + # Detectgpt detection + ########################################################################### + if "detectgpt" in args.evaluation_metrics: + assert args.evaluation_metrics == ["detectgpt"], ( + f"Detectgpt must be run separately from other metrics. " + f"Found: {args.evaluation_metrics}. " + ) + # check that the right score column exists + assert any( + ["detectgpt_score" in col for col in gen_table_w_detect_retrieval_ds.column_names] + ), ( + f"Detectgpt metric requires the detectgpt_score column to be computed previously " + f"but no such cols exist in this file." + ) + print( + f"Evaluating detectgpt by simply computing ROC-AUC metrics on the scores that already exist" + ) + gen_table_w_metrics_ds = gen_table_w_detect_retrieval_ds + + # if we loaded an attack file, since detect gpt only outputs a baseline score col + # and a no_wm_output score col (which is implcitly the attack col if the file was attacked) + # we need to add the attacked score col to the dataset, and remove the no_wm score col + if loaded_attacked: + for suff in ["100_d", "100_z"]: + gen_table_w_metrics_ds = gen_table_w_metrics_ds.add_column( + f"w_wm_output_attacked_detectgpt_score_{suff}", + gen_table_w_metrics_ds[f"no_wm_output_detectgpt_score_{suff}"], + ) + gen_table_w_metrics_ds = gen_table_w_metrics_ds.remove_columns( + [f"no_wm_output_detectgpt_score_{suff}"] + ) + else: + ########################################################################### + # Write the final dataset out to disk in jsonl format + # with the metrics added + ########################################################################### + + # last applied metric, NOTE which will of course change as more are added + gen_table_w_metrics_ds = gen_table_w_detect_retrieval_ds + + # write the metadata file, which is a union of the previous metadata + # and the current cmdline args + write_json(args.__dict__, metrics_meta_path, indent=4) + + gen_table_w_metrics_lst = [ex for ex in gen_table_w_metrics_ds] + write_jsonlines(gen_table_w_metrics_lst, gen_table_w_metrics_path) + + ########################################################################### + # Log the metric series to wandb + ########################################################################### + # log the metrics to wandb + if args.wandb: + # find cols that should be logged in a table + tabular_column_types = ["string", "bool"] + tabular_column_names = [ + name + for name, _ in filter( + lambda tup: tup[1].dtype in tabular_column_types, + gen_table_w_metrics_ds.features.items(), + ) + ] + # the rest should be logged as series + series_column_names = [ + name + for name, _ in filter( + lambda tup: tup[1].dtype not in tabular_column_types, + gen_table_w_metrics_ds.features.items(), + ) + ] + + for metric_name in series_column_names: + # summarize series metrics as mean by default + wandb.define_metric(metric_name, summary="mean") + + if args.log_raw_series: + # log the raw series + for example in tqdm( + gen_table_w_metrics_ds.remove_columns(tabular_column_names), + desc="Logging series metrics to wandb", + ): + run.log(example) + + if args.log_raw_tabular: + # log the raw tabular data + # but also include the dataset index as a column + series_column_names.remove("idx") + table = wandb.Table( + dataframe=gen_table_w_metrics_ds.remove_columns(series_column_names).to_pandas() + ) + run.log({"output_table": table}) + + ########################################################################### + # Filter rows, then log means to wandb + ########################################################################### + assert ( + args.target_T - args.lower_tolerance_T + ) >= 0, "target_T - lower_tolerance_T must be >= 0" + + target_T = args.target_T + lower_tolerance = args.lower_tolerance_T + upper_tolerance = args.upper_tolerance_T + filtered_table = gen_table_w_metrics_ds.to_pandas() # explictly convert lists + + for col in args.filter_by_columns: + length_col_name = infer_length_column(col, filtered_table, args=args) + filtered_table = filter_text_col_length( + filtered_table, + text_col_name=length_col_name, + count_suffix="", + upper_T=target_T + upper_tolerance, + lower_T=target_T - lower_tolerance, + ) + + # Save filtered mean values: + for metric_name in series_column_names: + filtered_name = f"f_{target_T}p{upper_tolerance}m{lower_tolerance}_{metric_name}" + try: + run.summary[f"{filtered_name}_mean"] = filtered_table[metric_name].mean() + run.summary[f"{filtered_name}_std"] = filtered_table[metric_name].std() + except TypeError: + two_dim_mean = filtered_table[metric_name].apply(np.mean).mean() + + ########################################################################### + # Compute ROC-AUC and send to wandb + ########################################################################### + try: + test_stats = args.roc_test_stat + if isinstance(test_stats, str): + test_stats = [test_stats] + for test_stat in test_stats: + for attacked in [True, False]: + try: + roc_auc, fpr, tpr, thresholds, tpr_at_X_fpr = _roc_metrics_for_wandb( + filtered_table, test_stat, attacked=attacked + ) + run.summary[ + f"{'attacked_' if attacked else ''}{test_stat}_roc_auc" + ] = roc_auc + run.summary[ + f"{'attacked_' if attacked else ''}{test_stat}_tpr_at_X_fpr" + ] = tpr_at_X_fpr + + # for tp, fp, thr in tqdm( + # zip(tpr, fpr, thresholds), desc="Logging ROC curve" + # ): + # run.log( + # { + # f"{'attacked_' if attacked else ''}{test_stat}_fpr": fp, + # f"{'attacked_' if attacked else ''}{test_stat}_tpr": tp, + # f"{'attacked_' if attacked else ''}thr": thr, + # } + # ) + data = [[x, y] for (x, y) in zip(fpr, tpr)] + table = wandb.Table(data=data, columns=["fpr", "tpr"]) + run.log( + { + f"{'attacked_' if attacked else ''}{test_stat}": wandb.plot.line( + table, + "fpr", + "tpr", + title=f"ROC ({test_stat}{',attacked' if attacked else ',clean'})", + ) + } + ) + print(f"Successfully logged ROC-AUC metrics for {test_stat}.") + + except Exception as e: + if args.verbose: + print(e) + print( + f"Failed to log ROC-AUC metrics for {'attacked output' if attacked else ''} {test_stat}." + f"Metric probably was not computed and or attack col not present." + ) + except Exception as e: + if args.verbose: + print(f"Exception: {e}") + print( + f"Failed to log ROC-AUC metrics. ", + f"Make sure the test statistic required for detection ({test_stat}) has been computed!", + ) + + ################################################################################ + # NOTE we do that ^^^ basic ROC logic first because it's faster + # as well as the manual prefix lengths at T logic bc that's also faster + ################################################################################ + + # Handle z @ T but for the retrieval and detectgpt scores that are evaluated + # manually at each prefix length. Use groupby to compute the mean and std + # for each prefix length for any of the feats that have retrieval_score in them, + # then log those pairs to wandb. + at_T_df = gen_table_w_metrics_ds.to_pandas() + + for name, feat in gen_table_w_metrics_ds.features.items(): + if "retrieval_score" in name and "prefix_length" in at_T_df.columns: + # compute the mean and std for each prefix length + # and log those pairs to wandb + df_view = at_T_df.groupby("prefix_length")[name].describe()[["mean", "std"]] + T_indices = df_view.index + + # for idx, (mean, std) in df_view.iterrows(): + # run.log(data={f"{name}_mean": mean, f"{name}_std": std, "idx_T": idx}) + # log this triple as a table instead like the ROC curve above + # where the first two are plotted and the third is the x axis + data = [[x, y, z] for x, (y, z) in df_view.iterrows()] + table = wandb.Table(data=data, columns=["idx_T", "mean", "std"]) + # compute stderr from std + table.add_column( + "stderr", + [ + std / np.sqrt(len(at_T_df[at_T_df["prefix_length"] == idx])) + for idx, std in zip(T_indices, df_view["std"]) + ], + ) + # first log mean + run.log({f"{name}": wandb.plot.line(table, "idx_T", "mean", title=f"{name} mean")}) + # then log std err + run.log( + { + f"{name}_stderr": wandb.plot.line( + table, "idx_T", "stderr", title=f"{name} stderr" + ) + } + ) + + # also compute an AUC at each prefix len idx by treating the name col as the positives + # and the baseline_completion_retrieval_score as the negatives + # then log those pairs to wandb + if name != "baseline_completion_retrieval_score": + pos_negs_at_T = at_T_df.groupby("prefix_length")[ + [name, "baseline_completion_retrieval_score"] + ] + # auc_at_T = [] + # tpr_at_X_fpr = [] + all_aucs, all_tpr_at_X_fpr = [], [] + for idx, sub_df in pos_negs_at_T: + pos = sub_df[name] + neg = sub_df["baseline_completion_retrieval_score"] + # convert to arrays and remove nans + pos = pos.to_numpy()[~np.isnan(pos.to_numpy())] + neg = neg.to_numpy()[~np.isnan(neg.to_numpy())] + + fpr, tpr, thresholds = metrics.roc_curve( + np.concatenate([np.ones_like(pos), np.zeros_like(neg)]), # labels + np.concatenate([pos, neg]), # scores + pos_label=1, + ) + auc = metrics.auc(fpr, tpr) + try: + tpr_at_X_fpr = tpr[np.where(fpr < 1e-3)[0][-1]] + except IndexError: + tpr_at_X_fpr = float("NaN") + all_aucs.append(auc) + all_tpr_at_X_fpr.append(tpr_at_X_fpr) + + # run.log(data={f"{name}_auc_at_T": auc, "idx_T": idx}) + # log this triple as a table instead like the AUC and tpr at X fpr below + # where the first two are plotted and the third is the x axis + data = [ + [x, y, z] for x, (y, z) in zip(T_indices, zip(all_aucs, all_tpr_at_X_fpr)) + ] + table = wandb.Table(data=data, columns=["idx_T", "aucs", "tpr_at"]) + run.log( + { + f"{name}_aucs": wandb.plot.line( + table, "idx_T", "aucs", title=f"{name} aucs" + ) + } + ) + run.log( + { + f"{name}_tpr_at": wandb.plot.line( + table, "idx_T", "tpr_at", title=f"{name} tpr_at" + ) + } + ) + + elif "detectgpt_score" in name and "prefix_length" in at_T_df.columns: + # this covers detectgpt_score_100_d and variants + # compute the mean and std for each prefix length + # and log those pairs to wandb + df_view = at_T_df.groupby("prefix_length")[name].describe()[["mean", "std"]] + T_indices = df_view.index + + # for idx, (mean, std) in df_view.iterrows(): + # run.log(data={f"{name}_mean": mean, f"{name}_std": std, "idx_T": idx}) + # log this triple as a table instead like the ROC curve above + # where the first two are plotted and the third is the x axis + data = [[x, y, z] for x, (y, z) in df_view.iterrows()] + table = wandb.Table(data=data, columns=["idx_T", "mean", "std"]) + + # compute stderr from std + table.add_column( + "stderr", + [ + std / np.sqrt(len(at_T_df[at_T_df["prefix_length"] == idx])) + for idx, std in zip(T_indices, df_view["std"]) + ], + ) + # first log mean + run.log({f"{name}": wandb.plot.line(table, "idx_T", "mean", title=f"{name} mean")}) + # then log std err + run.log( + { + f"{name}_stderr": wandb.plot.line( + table, "idx_T", "stderr", title=f"{name} stderr" + ) + } + ) + + # also compute an AUC at each prefix len idx by treating the name col as the positives + # and the baseline_completion_retrieval_score as the negatives + # then log those pairs to wandb + if "baseline_completion_detectgpt_score" not in name: + # check which suffix this is in ["_100_d", "_100_z"] + # and use that to set the baseline/falst col + if name.endswith("_100_d"): + baseline_col = "baseline_completion_detectgpt_score_100_d" + elif name.endswith("_100_z"): + baseline_col = "baseline_completion_detectgpt_score_100_z" + pos_negs_at_T = at_T_df.groupby("prefix_length")[[name, baseline_col]] + # auc_at_T = [] + # tpr_at_X_fpr = [] + all_aucs, all_tpr_at_X_fpr = [], [] + for idx, sub_df in pos_negs_at_T: + pos = sub_df[name] + neg = sub_df[baseline_col] + # convert to arrays and remove nans + pos = pos.to_numpy()[~np.isnan(pos.to_numpy())] + neg = neg.to_numpy()[~np.isnan(neg.to_numpy())] + + fpr, tpr, thresholds = metrics.roc_curve( + np.concatenate([np.ones_like(pos), np.zeros_like(neg)]), # labels + np.concatenate([pos, neg]), # scores + pos_label=1, + ) + auc = metrics.auc(fpr, tpr) + try: + tpr_at_X_fpr = tpr[np.where(fpr < 1e-3)[0][-1]] + except IndexError: + tpr_at_X_fpr = float("NaN") + all_aucs.append(auc) + all_tpr_at_X_fpr.append(tpr_at_X_fpr) + + # run.log(data={f"{name}_auc_at_T": auc, "idx_T": idx}) + # log this triple as a table instead like the AUC and tpr at X fpr below + # where the first two are plotted and the third is the x axis + data = [ + [x, y, z] for x, (y, z) in zip(T_indices, zip(all_aucs, all_tpr_at_X_fpr)) + ] + table = wandb.Table(data=data, columns=["idx_T", "aucs", "tpr_at"]) + run.log( + { + f"{name}_aucs": wandb.plot.line( + table, "idx_T", "aucs", title=f"{name} aucs" + ) + } + ) + run.log( + { + f"{name}_tpr_at": wandb.plot.line( + table, "idx_T", "tpr_at", title=f"{name} tpr_at" + ) + } + ) + + ########################################################################### + # Compute our @ T detection metrics and send to wandb + ########################################################################### + + # Merge z_at_T and other sequence metrics so they can be shown in wandb: + for name, feat in gen_table_w_metrics_ds.features.items(): + if isinstance(feat, Sequence): + max_feat_seq_len = max([len(l) for l in gen_table_w_metrics_ds[name]]) + merging_seq = np.zeros(max_feat_seq_len) + counts = np.zeros(max_feat_seq_len) + proto_variance = np.zeros(max_feat_seq_len) + for entry in gen_table_w_metrics_ds[name]: + len_seq = len(entry) + delta = entry * counts[:len_seq] - merging_seq[:len_seq] + # Accumulate ragged sum over entries: + counts[:len_seq] += 1 + merging_seq[:len_seq] += entry[: len(merging_seq)] + # Compute ragged, running variance via Welford: + gamma = entry * counts[:len_seq] - merging_seq[:len_seq] + proto_variance[:len_seq] += (delta / counts[:len_seq]) * ( + gamma / counts[:len_seq] + ) + + mask = counts != 0 + averaged_seq = merging_seq.copy() + averaged_seq[mask] /= counts + averaged_seq[~mask] = float("NaN") + + seq_stderr = proto_variance.copy() + seq_stderr[counts > 1] = np.sqrt( + proto_variance[counts > 1] / (counts[counts > 1] - 1) + ) / np.sqrt(counts[counts > 1]) + seq_stderr[counts <= 1] = float("NaN") + # for idx, (avg, stderr) in enumerate(zip(averaged_seq[mask], seq_stderr[mask])): + # run.log(data={f"{name}_avg": avg, f"{name}_stderr": stderr, "idx_T": idx}) + # log this triple as a table instead like the ROC curve above + # where the first two are plotted and the third is the x axis + data = [ + [x, y, z] + for (x, y, z) in zip( + averaged_seq[mask], seq_stderr[mask], range(len(averaged_seq[mask])) + ) + ] + table = wandb.Table(data=data, columns=["avg", "stderr", "idx_T"]) + + # first plot avg + run.log({f"{name}": wandb.plot.line(table, "idx_T", "avg", title=f"{name} avg")}) + # then plot stderr + run.log( + { + f"{name}_stderr": wandb.plot.line( + table, "idx_T", "stderr", title=f"{name} stderr" + ) + } + ) + + # Compute AUC_at_T + # For now we'll just do a dumb loop over scipy.roc_curve, but this could be batched + test_stats = args.roc_test_stat + if isinstance(test_stats, str): + test_stats = [test_stats] + + for test_stat in test_stats: + for attacked in [True, False]: + base_col = f"baseline_completion_{test_stat}_at_T" + w_wm_col = f"w_wm_output{'_attacked' if attacked else ''}_{test_stat}_at_T" + name = f"w_wm{'_attacked' if attacked else ''}_{test_stat}_at_T" + + if w_wm_col in gen_table_w_metrics_ds.features.keys(): # metric was computed + print(f"Computing AUC at T for {name}.") + max_length = min( + max([len(l) for l in gen_table_w_metrics_ds[base_col]]), + max([len(l) for l in gen_table_w_metrics_ds[w_wm_col]]), + ) + + all_aucs, all_tpr_at_X_fpr = [], [] + for T in range(1, max_length): + w_wm_stats = np.array( + [t[T] for t in gen_table_w_metrics_ds[w_wm_col] if len(t) > T] + ) + + baseline_stats = np.array( + [t[T] for t in gen_table_w_metrics_ds[base_col] if len(t) > T] + )[: len(w_wm_stats)] + all_scores = np.concatenate([baseline_stats, w_wm_stats]) + + baseline_labels = np.zeros_like(baseline_stats) + attacked_labels = np.ones_like(w_wm_stats) + all_labels = np.concatenate([baseline_labels, attacked_labels]) + + if len(np.unique(all_labels)) < 2: + roc_auc = float("NaN") + tpr_at_X_fpr = float("NaN") + else: + fpr, tpr, thresholds = metrics.roc_curve( + all_labels, all_scores, pos_label=1 + ) + roc_auc = metrics.auc(fpr, tpr) + try: + tpr_at_X_fpr = tpr[np.where(fpr < 1e-3)[0][-1]] + except IndexError: + tpr_at_X_fpr = float("NaN") + + all_aucs.append(roc_auc) + all_tpr_at_X_fpr.append(tpr_at_X_fpr) + # for idx, (aucs, tpr_at) in enumerate(zip(all_aucs, all_tpr_at_X_fpr)): + # run.log(data={f"{name}_aucs": aucs, f"{name}_tpr_at": tpr_at, "idx_T": idx}) + # log these two separately using a table + data = [ + [x, y, z] + for (x, y, z) in zip(all_aucs, all_tpr_at_X_fpr, range(len(all_aucs))) + ] + table = wandb.Table(data=data, columns=["aucs", "tpr_at", "idx_T"]) + run.log( + { + f"{name}_aucs": wandb.plot.line( + table, "idx_T", "aucs", title=f"{name} aucs" + ) + } + ) + run.log( + { + f"{name}_tpr_at": wandb.plot.line( + table, "idx_T", "tpr_at", title=f"{name} tpr_at" + ) + } + ) + + # finish the wandb run + run.finish() + + return + + +def _roc_metrics_for_wandb( + gen_table_ds, test_stat="z_score", prefix="", attacked=False, remove_nan=True +): + # In theory, we actually should be filtering the attacked column too, but we know these + # end up very short sometimes. So, to make sure the logic works, we just + # filter for any rows where the test metrics are NaN and note the damage + + baseline_col_name = f"{prefix}baseline_completion_{test_stat}" + if "retrieval" in test_stat: + if attacked: + w_wm_col_name = f"{prefix}w_wm_output_attacked_retrieval_score" + else: + w_wm_col_name = f"{prefix}{args.retrieval_db_column}_retrieval_score" + elif "detectgpt" in test_stat: + if attacked: + w_wm_col_name = f"{prefix}w_wm_output_attacked_{test_stat}" + else: + w_wm_col_name = f"{prefix}no_wm_output_{test_stat}" + else: + w_wm_col_name = f"{prefix}w_wm_output{'_attacked' if attacked else ''}_{test_stat}" + + # drop nans in either column + if remove_nan: + orig_length = len(gen_table_ds) + gen_table_ds = gen_table_ds.dropna(subset=[baseline_col_name, w_wm_col_name]) + if orig_length != len(gen_table_ds): + print( + f"NOTE: During ROC calculation, dropped {orig_length - len(gen_table_ds)} rows due to NaNs in {baseline_col_name} or {w_wm_col_name}" + ) + + baseline_stats = gen_table_ds[baseline_col_name].values + w_wm_stats = gen_table_ds[w_wm_col_name].values + all_scores = np.concatenate([baseline_stats, w_wm_stats]) + + baseline_labels = np.zeros_like(baseline_stats) + attacked_labels = np.ones_like(w_wm_stats) + all_labels = np.concatenate([baseline_labels, attacked_labels]) + + fpr, tpr, thresholds = metrics.roc_curve(all_labels, all_scores, pos_label=1) + roc_auc = metrics.auc(fpr, tpr) + try: + tpr_at_X_fpr = tpr[np.where(fpr < 1e-3)[0][-1]] + except IndexError: + tpr_at_X_fpr = float("NaN") + return roc_auc, fpr, tpr, thresholds, tpr_at_X_fpr + + +if __name__ == "__main__": + parser = argparse.ArgumentParser(description="Run evaluation pipeline for watermark detection") + parser.add_argument( + "--evaluation_metrics", + type=str, + default="all", + help="Comma separated list of columns to remove from the dataset before generation.", + ) + parser.add_argument( + "--compute_scores_at_T", + type=str2bool, + default=True, + help="Whether to compute (applicable) metrics at each T index in the output/text columns.", + ) + parser.add_argument( + "--overwrite_args", + type=str2bool, + default=False, + help="Whether to overwrite the shared args in the metadata file with the current, runtime args.", + ) + parser.add_argument( + "--oracle_model_name_or_path", + type=str, + default="facebook/opt-6.7b", + help="Oracle model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--load_fp16", + type=str2bool, + default=None, + help=( + "Whether to run model (for ppl) in float16 precsion, note, will overwrite error as a reminder that " + "generation was run in other mode, even though there's no hard requirement that these match." + ), + ) + parser.add_argument( + "--ppl_batch_size", + type=int, + default=1, + help="Batch size for ppl eval.", + ) + parser.add_argument( + "--seeding_scheme", + type=Union[str, NoneType], + default=None, + help="Seeding scheme to use to generate the greenlists at each generation and verification step.", + ) + parser.add_argument( + "--gamma", + type=Union[float, NoneType], + default=None, + help="The fraction of the vocabulary to partition into the greenlist at each generation and verification step.", + ) + parser.add_argument( + "--normalizers", + type=Union[str, NoneType], + default=None, + help="Single or comma separated list of the preprocessors/normalizer names to use when performing watermark detection.", + ) + parser.add_argument( + "--ignore_repeated_ngrams", + type=str2bool, + default=False, + help="Whether to use the detection method that only counts each unqiue bigram once as either a green or red hit.", + ) + parser.add_argument( + "--detection_z_threshold", + type=float, + default=4.0, + help="The test statistic threshold for the detection hypothesis test.", + ) + parser.add_argument( + "--return_green_token_mask", + type=str2bool, + default=True, + help="Whether to return the mask marking which tokens are green from the watermark detector.", + ) + parser.add_argument( + "--window_settings", + type=str, + default="20,40,max", # can also be "20" or "20,40,max" + help="Comma separated list of window sizes to use for watermark detection. Only used if 'windowed-z-score' is in the evaluation metrics list.", + ) + parser.add_argument( + "--run_len_chisqrd_variant", + type=str, + default="F_succ_T_runs", + choices=["F_succ_T_runs", "T_and_F_runs"], + help="The variant of the run length test to use for watermark detection.", + ) + parser.add_argument( + "--run_len_chisqrd_bin_spec", + type=str, + default="max_plus_1", + choices=["max", "max_plus_1"], + help="The binning specification to use for the run length test.", + ) + parser.add_argument( + "--run_len_chisqrd_mask_zeros", + type=str2bool, + default=True, + help="Whether to mask zeros in the run length test.", + ) + parser.add_argument( + "--run_len_chisqrd_mask_leading_bins", + type=int, + default=0, + help="The number of leading bins to mask in the run length test.", + ) + parser.add_argument( + "--run_len_chisqrd_lambda", + type=str, + default="pearson", + choices=["pearson", "g_test", "cressie_read"], + help="The lambda_ param to use for the run length test.", + ) + parser.add_argument( + "--retrieval_technique", + type=str, + default="bm25", + choices=["bm25", "sim"], + help="The retrieval technique to use for retrieval detection.", + ) + parser.add_argument( + "--retrieval_db_column", + type=str, + default="no_wm_output", + choices=["w_wm_output", "no_wm_output"], + help="The column to populate the db/index with use for retrieval detection.", + ) + parser.add_argument( + "--retrieval_db_load_all_prefixes", + type=str2bool, + default=False, + help="Whether to load all prefixes into the retrieval db, or just the longest for each unique entry.", + ) + parser.add_argument( + "--roc_test_stat", + type=str, + default="all", + help="The comma separated list of test statistics to use for the ROC-AUC metric.", + ) + parser.add_argument( + "--target_T", + type=int, + default=0, + help="The target generation length to use when dropping rows before ROC-AUC evaluation.", + ) + parser.add_argument( + "--lower_tolerance_T", + type=int, + default=25, + help="The lower tolerance to use when dropping rows before ROC-AUC evaluation.", + ) + parser.add_argument( + "--upper_tolerance_T", + type=int, + default=25, + help="The upper tolerance to use when dropping rows before ROC-AUC evaluation.", + ) + parser.add_argument( + "--filter_by_columns", + type=str, + default="all", + help="The comma separated list of columns to filter by before ROC-AUC evaluation.", + ) + parser.add_argument( + "--wandb", + type=str2bool, + default=False, + help="Whether to log to wandb.", + ) + parser.add_argument( + "--wandb_project", + type=str, + default="lm-watermarking", + help="The name of the wandb project.", + ) + parser.add_argument( + "--wandb_entity", + type=str, + default="jwkirchenbauer", + help="The wandb entity/user for the project.", + ) + parser.add_argument( + "--wandb_tags", + type=str, + default="", + help="The comma separated list of tags to add to the wandb run.", + ) + parser.add_argument( + "--run_name", + type=str, + default="", + help="The unique name for the run.", + ) + parser.add_argument( + "--input_dir", + type=str, + default="./input", + help="The directory containing the input files.", + ) + parser.add_argument( + "--output_dir", + type=str, + default="", + help=( + "The directory in which to write out the dataset after adding the metrics. " + "If not specified, will use the input_dir. Note, if the output_dir already " + "contains the metric-enriched file, it will be overwritten :/" + ), + ) + parser.add_argument( + "--overwrite_output_file", + type=str2bool, + default=False, + help="Whether to overwrite the output file if it already exists.", + ) + parser.add_argument( + "--limit_rows", + type=int, + default=-1, + help="The number of rows to limit the dataset to. Useful for debugging.", + ) + parser.add_argument( + "--concat_rows", + type=int, + default=0, + help="The number of rows to concatenate into a single row. Result is a mangled dataset, be careful", + ) + parser.add_argument( + "--shuffle_before_concat", + type=str2bool, + default=False, + help="Whether to shuffle the dataset before concatenating rows.", + ) + parser.add_argument( + "--verbose", + type=str2bool, + default=None, + help="Whether to verbosely print things here and there.", + ) + parser.add_argument( + "--log_raw_series", + type=str2bool, + default=True, + help="Whether to log the raw series metric data to wandb.", + ) + parser.add_argument( + "--log_raw_tabular", + type=str2bool, + default=True, + help="Whether to log the raw tabular metric data to wandb.", + ) + args = parser.parse_args() + + ########################################################################### + # Argument validation and conditional setting + ########################################################################### + + # convert evaluation metrics to list + assert args.evaluation_metrics, "evaluation_metrics list must be specified" + args.evaluation_metrics = args.evaluation_metrics.split(",") + + if args.evaluation_metrics == ["all"]: + all_metrics = SUPPORTED_METRICS + all_metrics.remove("ppl") # by default not running this anymore + all_metrics.remove("detectgpt") # can't run this with other metrics + args.evaluation_metrics = all_metrics + if args.evaluation_metrics == ["all_w_ppl"]: + args.evaluation_metrics = SUPPORTED_METRICS + + # if no output dir specified, use the input dir + if args.output_dir == "": + args.output_dir = args.input_dir + + # check limit_rows + assert (args.limit_rows == -1) or ( + (args.limit_rows > 0) and isinstance(args.limit_rows, int) + ), "limit_rows must be -1 or > 0" + + # convert normalizers to list + if args.normalizers: + args.normalizers = args.normalizers.split(",") + else: + args.normalizers = [] + + # convert roc_test_stat to list + args.roc_test_stat = args.roc_test_stat.split(",") + + if args.roc_test_stat == ["all"]: + args.roc_test_stat = ROC_TEST_STAT_SUFFIXES + + # convert filter_by_columns to list + args.filter_by_columns = args.filter_by_columns.split(",") + if args.filter_by_columns == ["all"]: + args.filter_by_columns = FILTER_BY_COLUMNS + + # split wandb tags + if args.wandb_tags != "": + args.wandb_tags = args.wandb_tags.split(",") + else: + args.wandb_tags = [] + + # split window settings + args.window_settings = args.window_settings.split(",") + + main(args) diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/baseline_comparison.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/baseline_comparison.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..4206da6c07e6756961d2237778c71343303c5ea0 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/baseline_comparison.ipynb @@ -0,0 +1,4063 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "rc('lines', linewidth=5)\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "def plot_grouped_series_data(data_df, x_col=\"idx_T\", y_col=\"avg\", y_err_df=None, y_err_col=None, y_err_join_idx=None, x_name=None,y_name=None, x_lim=None, y_lim=None, limit_x_series=None, limit_x_series_map=None, solid_alpha=0.95, dash_style=\":\", dash_color=\"gray\", dash_alpha=0.4, sortby=\"avg\", series_id_col=\"id\", series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, title=\"Figure Title\", legend_loc=\"upper left\", grid=True, fig_size=(10, 6), save_path=None, show=True):\n", + "\n", + " # get unique series ids\n", + " series_ids = data_df[series_id_col].unique()\n", + " series_readable_ids = data_df[series_readable_id_col].unique()\n", + "\n", + " # check that can make a 1-1 mapping, i.e. the human readble names are unique and map to 1 series id\n", + " assert len(series_readable_ids) == len(series_ids), \"series_readable_ids is not a 1-1 mapping\"\n", + " print(series_readable_ids)\n", + "\n", + " # make human-readable series ids mapping\n", + " series_readable_ids = data_df[[series_id_col, series_readable_id_col]].drop_duplicates().set_index(series_id_col).to_dict()[series_readable_id_col]\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " series_readable_ids = {k:series_readable_id_map[v] for k,v in series_readable_ids.items()}\n", + " print(\"Used dict tom map series_readable_ids\")\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " print(series_readable_ids.items())\n", + " series_readable_ids = {k:series_readable_id_map(v) for k,v in series_readable_ids.items()}\n", + " print(\"Used callable to map series_readable_ids\")\n", + " print(series_readable_ids)\n", + "\n", + "\n", + " # set up figure\n", + " fig, ax = plt.subplots(figsize=fig_size)\n", + "\n", + "\n", + " ####################################\n", + " # # Custom sorting and droping stuff\n", + " # # sort by average y_col value in the series\n", + " if sortby == \"avg\":\n", + " sorted_series_ids = data_df.groupby(series_id_col)[y_col].mean().sort_values(ascending=False).index\n", + " elif sortby == \"mid\":\n", + " # sort by the middle value in each y_col series\n", + " sorted_series_ids = data_df.groupby(series_id_col)[y_col].apply(lambda x: x.iloc[len(x)//2]).sort_values(ascending=False).index\n", + "\n", + " # trucate the series themselves if necessary\n", + " if limit_x_series is not None: \n", + " # only keep up to limit_x_series points\n", + " data_df = data_df[data_df[x_col] <= limit_x_series]\n", + "\n", + " \n", + " # get a randomly dispersed colormap from cmr for these series\n", + " # So that we can tell them apart\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(sorted_series_ids), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "\n", + " ####################################\n", + " legend_skip_mask = []\n", + " # plot each series\n", + " for i, series_id in enumerate(sorted_series_ids):\n", + " if special_color_map and series_readable_ids[series_id] in special_color_map.keys():\n", + " color = special_color_map[series_readable_ids[series_id]]\n", + " else:\n", + " color = cmap[i]\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=COLORS[series_id], alpha=solid_alpha)\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id])\n", + "\n", + " # limit this specfic series if necessary using the limit map\n", + " if limit_x_series_map is not None and series_readable_ids[series_id] in limit_x_series_map.keys():\n", + " # only keep up to the limit in the map for this name\n", + " series_df = series_df[series_df[x_col] <= limit_x_series_map[series_readable_ids[series_id]]]\n", + "\n", + " # add std error bars if the col exists\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=solid_alpha)\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + " \n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=solid_alpha)\n", + " legend_skip_mask.append(False)\n", + "\n", + " # if the series was limited, plot the rest as a dashed line in gray\n", + " if limit_x_series_map is not None and series_readable_ids[series_id] in limit_x_series_map.keys():\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # only keep after the limit in the map for this name\n", + " series_df = series_df[series_df[x_col] >= limit_x_series_map[series_readable_ids[series_id]]]\n", + "\n", + " # do the same err plotting but with dashed lines\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " # ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=dash_color, alpha=0.1, linestyle=dash_style)\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + "\n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=dash_alpha)\n", + " legend_skip_mask.append(True)\n", + "\n", + "\n", + " # set up legend, but exclude stderr if it's there\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " print(handles)\n", + " print(labels)\n", + " if y_err_df is not None:\n", + " # assume they're the first half\n", + " handles = handles[:len(handles)//2]\n", + " labels = labels[:len(labels)//2]\n", + "\n", + " # if series were limited and dashing occured, we need to remove the duplicates where a dashed was also added\n", + " # we can do this by removing every element with a dash as the linestyle, zipped with labels\n", + " if limit_x_series_map:\n", + " # handles, labels = zip(*[(h,l) for h,l in zip(handles, labels) if h.get_linestyle() != dash_style])\n", + " # print([h.get_linestyle() for h in handles])\n", + " # filter based on the legend_skip_mask\n", + " handles, labels = zip(*[(h,l) for h,l,skip in zip(handles, labels, legend_skip_mask) if not skip])\n", + " \n", + " ax.legend(handles, labels,loc=legend_loc, fontsize=12)\n", + " \n", + " # set up title\n", + " ax.set_title(title)\n", + " # label axes\n", + " ax.set_xlabel(x_name if x_name else x_col)\n", + " ax.set_ylabel(y_name if y_name else y_col)\n", + "\n", + " #set upper y_lim to 1\n", + " ax.set_ylim(y_lim if y_lim else None)\n", + " ax.set_xlim(x_lim if x_lim else None)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " fig.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + " \n", + " # show figure\n", + " if show:\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + " x = x.replace(\"no_wm_dipper_high_prefixes_eval\", \" Dipper\")\n", + " x = x.replace(\"no_wm_dipper_high_eval\", \" Dipper\")\n", + " x = x.replace(\"dipper_high_eval\", \" Dipper\")\n", + " x = x.replace(\"no_wm_gpt_p4_prefixes_eval\", \" GPT\")\n", + " x = x.replace(\"no_wm_gpt_p4_eval\", \" GPT\")\n", + " x = x.replace(\"gpt_p4_eval\", \" GPT\")\n", + " x = x.replace(\"prefixes\", \"\")\n", + " x = x.replace(\"core\", \"\")\n", + " x = x.replace(\"gen\", \"\")\n", + " x = x.replace(\"eval\", \"\")\n", + " x = x.replace(\"supp\", \"\")\n", + " x = x.replace(\"simple_1\", \"\")\n", + " x = x.replace(\"algorithm-3\", \"Algo3 \")\n", + "\n", + " x = x.replace(\"50_200\", \"\")\n", + " x = x.replace(\"100_600\", \"\")\n", + " x = x.replace(\"200_1000\", \"\")\n", + " \n", + " x = x.replace(\"_\", \" \")\n", + " \n", + " x = x.replace(\"cp attack \", \" CP-\")\n", + "\n", + " return x.strip()\n", + "\n", + "\n", + "color_map = {k:i for i,k in enumerate(['Dipper', 'GPT', 'CP-1-25%', 'CP-3-25%', 'CP-3-10%', 'CP-1-10%'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "

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1100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.001923
2100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.286538
3100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.290385
4100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.596154
..................
119170.982llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval0.998000
119270.982llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
119370.984llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
119470.992llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
119571.000llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
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1196 rows × 5 columns

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" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 10 0.000 cxiy1v63 \n", + "1 10 0.000 cxiy1v63 \n", + "2 10 0.000 cxiy1v63 \n", + "3 10 0.000 cxiy1v63 \n", + "4 10 0.000 cxiy1v63 \n", + "... ... ... ... \n", + "1191 7 0.982 llq7qgr4 \n", + "1192 7 0.982 llq7qgr4 \n", + "1193 7 0.984 llq7qgr4 \n", + "1194 7 0.992 llq7qgr4 \n", + "1195 7 1.000 llq7qgr4 \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_dipper_high_eval 0.000000 \n", + "1 core_simple_1_200_1000_dipper_high_eval 0.001923 \n", + "2 core_simple_1_200_1000_dipper_high_eval 0.286538 \n", + "3 core_simple_1_200_1000_dipper_high_eval 0.290385 \n", + "4 core_simple_1_200_1000_dipper_high_eval 0.596154 \n", + "... ... ... \n", + "1191 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 0.998000 \n", + "1192 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "1193 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "1194 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "1195 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "\n", + "[1196 rows x 5 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 20})\n", + "\n", + "fig_name = \"baseline_attacked_z_score_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval']\n", + "dict_items([('cxiy1v63', 'core_simple_1_200_1000_dipper_high_eval'), ('jtkisfd7', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('rzrpza5t', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('g2cs5tvw', 'core_simple_1_200_1000_gpt_p4_eval'), ('62luh543', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('llq7qgr4', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'cxiy1v63': 'Dipper', 'jtkisfd7': 'CP-3-25%', 'rzrpza5t': 'CP-1-25%', 'g2cs5tvw': 'GPT', '62luh543': 'CP-1-10%', 'llq7qgr4': 'CP-3-10%'}\n", + "[, , , , , ]\n", + "['Dipper', 'CP-1-25%', 'CP-3-25%', 'GPT', 'CP-1-10%', 'CP-3-10%']\n" + ] + }, + { + "data": { + "image/png": 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2100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.611538
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4100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.657692
..................
98570.964llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval0.998000
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98770.982llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
98870.988llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
98971.000llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
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990 rows × 5 columns

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" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 10 0.000 cxiy1v63 \n", + "1 10 0.000 cxiy1v63 \n", + "2 10 0.000 cxiy1v63 \n", + "3 10 0.000 cxiy1v63 \n", + "4 10 0.000 cxiy1v63 \n", + ".. ... ... ... \n", + "985 7 0.964 llq7qgr4 \n", + "986 7 0.968 llq7qgr4 \n", + "987 7 0.982 llq7qgr4 \n", + "988 7 0.988 llq7qgr4 \n", + "989 7 1.000 llq7qgr4 \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_dipper_high_eval 0.000000 \n", + "1 core_simple_1_200_1000_dipper_high_eval 0.001923 \n", + "2 core_simple_1_200_1000_dipper_high_eval 0.611538 \n", + "3 core_simple_1_200_1000_dipper_high_eval 0.615385 \n", + "4 core_simple_1_200_1000_dipper_high_eval 0.657692 \n", + ".. ... ... \n", + "985 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 0.998000 \n", + "986 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 0.998000 \n", + "987 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "988 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "989 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "\n", + "[990 rows x 5 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval']\n", + "dict_items([('cxiy1v63', 'core_simple_1_200_1000_dipper_high_eval'), ('jtkisfd7', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('rzrpza5t', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('g2cs5tvw', 'core_simple_1_200_1000_gpt_p4_eval'), ('62luh543', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('llq7qgr4', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'cxiy1v63': 'Dipper', 'jtkisfd7': 'CP-3-25%', 'rzrpza5t': 'CP-1-25%', 'g2cs5tvw': 'GPT', '62luh543': 'CP-1-10%', 'llq7qgr4': 'CP-3-10%'}\n", + "[, , , , , ]\n", + "['CP-3-25%', 'Dipper', 'CP-1-25%', 'CP-1-10%', 'CP-3-10%', 'GPT']\n" + ] + }, + { + "data": { + "image/png": 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470.0060005ez7q3yscore_simple_1_200_1000_gen_cp_attack_1-10%_pre...0.008000
..................
1724150.965385plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.994231
1725150.975000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.994231
1726150.975000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.996154
1727151.000000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.996154
1728151.000000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...1.000000
\n", + "

1729 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 7 0.000000 5ez7q3ys \n", + "1 7 0.000000 5ez7q3ys \n", + "2 7 0.004000 5ez7q3ys \n", + "3 7 0.004000 5ez7q3ys \n", + "4 7 0.006000 5ez7q3ys \n", + "... ... ... ... \n", + "1724 15 0.965385 plaqii3p \n", + "1725 15 0.975000 plaqii3p \n", + "1726 15 0.975000 plaqii3p \n", + "1727 15 1.000000 plaqii3p \n", + "1728 15 1.000000 plaqii3p \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.000000 \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.002000 \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.002000 \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.008000 \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.008000 \n", + "... ... ... \n", + "1724 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.994231 \n", + "1725 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.994231 \n", + "1726 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.996154 \n", + "1727 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.996154 \n", + "1728 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 1.000000 \n", + "\n", + "[1729 rows x 5 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp']\n", + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'5ez7q3ys': 'CP-1-10%', 'cdemf9mi': 'CP-1-25%', 'hfp5ofno': 'CP-3-10%', 'mgbk5ci5': 'Dipper', 'n9jnymb9': 'CP-3-25%', 'plaqii3p': 'GPT'}\n", + "[, , , , , ]\n", + "['Dipper', 'GPT', 'CP-1-25%', 'CP-3-25%', 'CP-1-10%', 'CP-3-10%']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Retrieval\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexfpridnametpr
0150.000ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
1150.002ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
2150.030ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
3150.030ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.002
4150.090ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.002
..................
163100.996yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp0.966
163200.996yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp0.978
163300.998yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp0.978
163400.998yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp1.000
163501.000yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp1.000
\n", + "

1636 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 15 0.000 ab7zh7ta \n", + "1 15 0.002 ab7zh7ta \n", + "2 15 0.030 ab7zh7ta \n", + "3 15 0.030 ab7zh7ta \n", + "4 15 0.090 ab7zh7ta \n", + "... ... ... ... \n", + "1631 0 0.996 yeewsgls \n", + "1632 0 0.996 yeewsgls \n", + "1633 0 0.998 yeewsgls \n", + "1634 0 0.998 yeewsgls \n", + "1635 0 1.000 yeewsgls \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.002 \n", + "4 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.002 \n", + "... ... ... \n", + "1631 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 0.966 \n", + "1632 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 0.978 \n", + "1633 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 0.978 \n", + "1634 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 1.000 \n", + "1635 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 1.000 \n", + "\n", + "[1636 rows x 5 columns]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_no_wm_dipper_high_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp']\n", + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'ab7zh7ta': 'Dipper', 'dtrrqo1e': 'CP-3-25%', 'miei424r': 'CP-1-25%', 'yeewsgls': 'GPT'}\n", + "[, , , ]\n", + "['CP-1-25%', 'CP-3-25%', 'Dipper', 'GPT']\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexaucsididx_Tname
0150.541998ab7zh7ta50core_simple_1_200_1000_no_wm_dipper_high_eval_...
1150.490884ab7zh7ta100core_simple_1_200_1000_no_wm_dipper_high_eval_...
2150.456096ab7zh7ta200core_simple_1_200_1000_no_wm_dipper_high_eval_...
3150.184254ab7zh7ta800core_simple_1_200_1000_no_wm_dipper_high_eval_...
4140.524212dtrrqo1e50core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
5140.554044dtrrqo1e100core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
6140.544540dtrrqo1e200core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
7140.493348dtrrqo1e1000core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
8130.518452miei424r50core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
9130.637336miei424r100core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
10130.698908miei424r200core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
11130.618000miei424r1000core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1200.627297yeewsgls50core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
1300.662636yeewsgls100core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
1400.701192yeewsgls200core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
1500.138214yeewsgls300core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 15 0.541998 ab7zh7ta 50 \n", + "1 15 0.490884 ab7zh7ta 100 \n", + "2 15 0.456096 ab7zh7ta 200 \n", + "3 15 0.184254 ab7zh7ta 800 \n", + "4 14 0.524212 dtrrqo1e 50 \n", + "5 14 0.554044 dtrrqo1e 100 \n", + "6 14 0.544540 dtrrqo1e 200 \n", + "7 14 0.493348 dtrrqo1e 1000 \n", + "8 13 0.518452 miei424r 50 \n", + "9 13 0.637336 miei424r 100 \n", + "10 13 0.698908 miei424r 200 \n", + "11 13 0.618000 miei424r 1000 \n", + "12 0 0.627297 yeewsgls 50 \n", + "13 0 0.662636 yeewsgls 100 \n", + "14 0 0.701192 yeewsgls 200 \n", + "15 0 0.138214 yeewsgls 300 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "5 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "6 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "7 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "8 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "9 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "10 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "11 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "12 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "13 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "14 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "15 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_no_wm_dipper_high_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp']\n", + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'ab7zh7ta': 'Dipper', 'dtrrqo1e': 'CP-3-25%', 'miei424r': 'CP-1-25%', 'yeewsgls': 'GPT'}\n", + "[, , , ]\n", + "['GPT', 'CP-1-25%', 'CP-3-25%', 'Dipper']\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexaucsididx_Tname
070.4932665ez7q3ys50core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
170.5066315ez7q3ys100core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
270.5172265ez7q3ys150core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
370.5250925ez7q3ys200core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
470.5542765ez7q3ys250core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
..................
115150.941667plaqii3p800core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
116150.941644plaqii3p850core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
117150.941617plaqii3p900core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
118150.941627plaqii3p950core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
119150.941659plaqii3p1000core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
\n", + "

120 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 7 0.493266 5ez7q3ys 50 \n", + "1 7 0.506631 5ez7q3ys 100 \n", + "2 7 0.517226 5ez7q3ys 150 \n", + "3 7 0.525092 5ez7q3ys 200 \n", + "4 7 0.554276 5ez7q3ys 250 \n", + ".. ... ... ... ... \n", + "115 15 0.941667 plaqii3p 800 \n", + "116 15 0.941644 plaqii3p 850 \n", + "117 15 0.941617 plaqii3p 900 \n", + "118 15 0.941627 plaqii3p 950 \n", + "119 15 0.941659 plaqii3p 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + ".. ... \n", + "115 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "116 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "117 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "118 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "119 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "\n", + "[120 rows x 5 columns]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp']\n", + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'5ez7q3ys': 'CP-1-10%', 'cdemf9mi': 'CP-1-25%', 'hfp5ofno': 'CP-3-10%', 'mgbk5ci5': 'Dipper', 'n9jnymb9': 'CP-3-25%', 'plaqii3p': 'GPT'}\n", + "[, , , , , , , ]\n", + "['Dipper', 'Dipper', 'GPT', 'GPT', 'CP-3-25%', 'CP-1-25%', 'CP-1-10%', 'CP-3-10%']\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate of Retrieval Detection after Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexaucsididx_Tname
0130.530634sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.565264sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.581183sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3130.594298sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.604494sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
5986140.874677321cm0qh995core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5987140.873093321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5988140.870343321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5989140.843053321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5990140.750000321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

5991 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 13 0.530634 sebf8zdh 0 \n", + "1 13 0.565264 sebf8zdh 1 \n", + "2 13 0.581183 sebf8zdh 2 \n", + "3 13 0.594298 sebf8zdh 3 \n", + "4 13 0.604494 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "5986 14 0.874677 321cm0qh 995 \n", + "5987 14 0.873093 321cm0qh 996 \n", + "5988 14 0.870343 321cm0qh 997 \n", + "5989 14 0.843053 321cm0qh 998 \n", + "5990 14 0.750000 321cm0qh 999 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "5986 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5987 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5988 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5989 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5990 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[5991 rows x 5 columns]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_z_score_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval']\n", + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'sebf8zdh': 'Dipper', 'qlczzu10': 'CP-3-25%', 'uoyt86q9': 'CP-1-25%', 'fai4a3qm': 'GPT', 'tfo9p2tr': 'CP-1-10%', '321cm0qh': 'CP-3-10%'}\n", + "[, , , , , , , ]\n", + "['GPT', 'GPT', 'Dipper', 'Dipper', 'CP-3-25%', 'CP-1-25%', 'CP-3-10%', 'CP-1-10%']\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexaucsididx_Tname
0130.493455sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.530634sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.563727sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3130.576089sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.587200sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
5986140.966755321cm0qh995core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5987140.966618321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5988140.969299321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5989140.968422321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5990141.000000321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

5991 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 13 0.493455 sebf8zdh 0 \n", + "1 13 0.530634 sebf8zdh 1 \n", + "2 13 0.563727 sebf8zdh 2 \n", + "3 13 0.576089 sebf8zdh 3 \n", + "4 13 0.587200 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "5986 14 0.966755 321cm0qh 995 \n", + "5987 14 0.966618 321cm0qh 996 \n", + "5988 14 0.969299 321cm0qh 997 \n", + "5989 14 0.968422 321cm0qh 998 \n", + "5990 14 1.000000 321cm0qh 999 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "5986 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5987 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5988 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5989 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5990 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[5991 rows x 5 columns]" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval']\n", + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'sebf8zdh': 'Dipper', 'qlczzu10': 'CP-3-25%', 'uoyt86q9': 'CP-1-25%', 'fai4a3qm': 'GPT', 'tfo9p2tr': 'CP-1-10%', '321cm0qh': 'CP-3-10%'}\n", + "[, , , , , , , ]\n", + "['GPT', 'GPT', 'CP-3-25%', 'Dipper', 'Dipper', 'CP-3-10%', 'CP-1-25%', 'CP-1-10%']\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate of WinMax Watermark Detector after Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "# plot score charts" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
075ez7q3ys500.063819core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
175ez7q3ys1000.110270core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
275ez7q3ys1500.148034core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
375ez7q3ys2000.181076core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
475ez7q3ys2500.207427core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
..................
11515plaqii3p8000.286822core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11615plaqii3p8500.286875core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11715plaqii3p9000.286925core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11815plaqii3p9500.286947core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11915plaqii3p10000.286950core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
\n", + "

120 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 7 5ez7q3ys 50 0.063819 \n", + "1 7 5ez7q3ys 100 0.110270 \n", + "2 7 5ez7q3ys 150 0.148034 \n", + "3 7 5ez7q3ys 200 0.181076 \n", + "4 7 5ez7q3ys 250 0.207427 \n", + ".. ... ... ... ... \n", + "115 15 plaqii3p 800 0.286822 \n", + "116 15 plaqii3p 850 0.286875 \n", + "117 15 plaqii3p 900 0.286925 \n", + "118 15 plaqii3p 950 0.286947 \n", + "119 15 plaqii3p 1000 0.286950 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + ".. ... \n", + "115 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "116 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "117 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "118 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "119 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "\n", + "[120 rows x 5 columns]" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp']\n", + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'5ez7q3ys': 'CP-1-10%', 'cdemf9mi': 'CP-1-25%', 'hfp5ofno': 'CP-3-10%', 'mgbk5ci5': 'Dipper', 'n9jnymb9': 'CP-3-25%', 'plaqii3p': 'GPT'}\n", + "[, , , , , , , ]\n", + "['Dipper', 'Dipper', 'CP-1-25%', 'CP-3-25%', 'CP-1-10%', 'CP-3-10%', 'GPT', 'GPT']\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"mean\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Retrieval Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Retrieval Detection Score of Human Text\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
075ez7q3ys500.056824core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
175ez7q3ys1000.104464core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
275ez7q3ys1500.146198core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
375ez7q3ys2000.182940core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
475ez7q3ys2500.216587core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
..................
11515plaqii3p8000.529383core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11615plaqii3p8500.529549core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11715plaqii3p9000.529740core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11815plaqii3p9500.529876core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11915plaqii3p10000.529974core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
\n", + "

120 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 7 5ez7q3ys 50 0.056824 \n", + "1 7 5ez7q3ys 100 0.104464 \n", + "2 7 5ez7q3ys 150 0.146198 \n", + "3 7 5ez7q3ys 200 0.182940 \n", + "4 7 5ez7q3ys 250 0.216587 \n", + ".. ... ... ... ... \n", + "115 15 plaqii3p 800 0.529383 \n", + "116 15 plaqii3p 850 0.529549 \n", + "117 15 plaqii3p 900 0.529740 \n", + "118 15 plaqii3p 950 0.529876 \n", + "119 15 plaqii3p 1000 0.529974 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + ".. ... \n", + "115 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "116 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "117 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "118 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "119 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "\n", + "[120 rows x 5 columns]" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp']\n", + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'5ez7q3ys': 'CP-1-10%', 'cdemf9mi': 'CP-1-25%', 'hfp5ofno': 'CP-3-10%', 'mgbk5ci5': 'Dipper', 'n9jnymb9': 'CP-3-25%', 'plaqii3p': 'GPT'}\n", + "[, , , , , , , ]\n", + "['Dipper', 'Dipper', 'GPT', 'GPT', 'CP-1-25%', 'CP-3-25%', 'CP-1-10%', 'CP-3-10%']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"mean\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Retrieval Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Retrieval Detection Score of Attacked Text\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
015ab7zh7ta500.808905core_simple_1_200_1000_no_wm_dipper_high_eval_...
115ab7zh7ta1001.066200core_simple_1_200_1000_no_wm_dipper_high_eval_...
215ab7zh7ta2001.431048core_simple_1_200_1000_no_wm_dipper_high_eval_...
315ab7zh7ta8003.144001core_simple_1_200_1000_no_wm_dipper_high_eval_...
414dtrrqo1e500.805541core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
514dtrrqo1e1001.072253core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
614dtrrqo1e2001.444406core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
714dtrrqo1e10003.148789core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
813miei424r500.810479core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
913miei424r1001.060504core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1013miei424r2001.437336core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1113miei424r10003.144430core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
120yeewsgls500.809836core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
130yeewsgls1001.064740core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
140yeewsgls2001.410445core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
150yeewsgls3003.130786core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 15 ab7zh7ta 50 0.808905 \n", + "1 15 ab7zh7ta 100 1.066200 \n", + "2 15 ab7zh7ta 200 1.431048 \n", + "3 15 ab7zh7ta 800 3.144001 \n", + "4 14 dtrrqo1e 50 0.805541 \n", + "5 14 dtrrqo1e 100 1.072253 \n", + "6 14 dtrrqo1e 200 1.444406 \n", + "7 14 dtrrqo1e 1000 3.148789 \n", + "8 13 miei424r 50 0.810479 \n", + "9 13 miei424r 100 1.060504 \n", + "10 13 miei424r 200 1.437336 \n", + "11 13 miei424r 1000 3.144430 \n", + "12 0 yeewsgls 50 0.809836 \n", + "13 0 yeewsgls 100 1.064740 \n", + "14 0 yeewsgls 200 1.410445 \n", + "15 0 yeewsgls 300 3.130786 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "5 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "6 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "7 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "8 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "9 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "10 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "11 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "12 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "13 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "14 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "15 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_no_wm_dipper_high_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp']\n", + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'ab7zh7ta': 'Dipper', 'dtrrqo1e': 'CP-3-25%', 'miei424r': 'CP-1-25%', 'yeewsgls': 'GPT'}\n", + "[, , , ]\n", + "['CP-3-25%', 'CP-1-25%', 'Dipper', 'GPT']\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"mean\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"DetectGPT Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,4),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"DetectGPT Score of Human Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
015ab7zh7ta500.865802core_simple_1_200_1000_no_wm_dipper_high_eval_...
115ab7zh7ta1001.050293core_simple_1_200_1000_no_wm_dipper_high_eval_...
215ab7zh7ta2001.362028core_simple_1_200_1000_no_wm_dipper_high_eval_...
315ab7zh7ta8002.352753core_simple_1_200_1000_no_wm_dipper_high_eval_...
414dtrrqo1e500.813760core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
514dtrrqo1e1001.138531core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
614dtrrqo1e2001.513916core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
714dtrrqo1e10003.131219core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
813miei424r500.815771core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
913miei424r1001.217385core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1013miei424r2001.711331core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1113miei424r10003.459239core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
120yeewsgls500.966074core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
130yeewsgls1001.248599core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
140yeewsgls2001.668495core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
150yeewsgls3002.182142core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 15 ab7zh7ta 50 0.865802 \n", + "1 15 ab7zh7ta 100 1.050293 \n", + "2 15 ab7zh7ta 200 1.362028 \n", + "3 15 ab7zh7ta 800 2.352753 \n", + "4 14 dtrrqo1e 50 0.813760 \n", + "5 14 dtrrqo1e 100 1.138531 \n", + "6 14 dtrrqo1e 200 1.513916 \n", + "7 14 dtrrqo1e 1000 3.131219 \n", + "8 13 miei424r 50 0.815771 \n", + "9 13 miei424r 100 1.217385 \n", + "10 13 miei424r 200 1.711331 \n", + "11 13 miei424r 1000 3.459239 \n", + "12 0 yeewsgls 50 0.966074 \n", + "13 0 yeewsgls 100 1.248599 \n", + "14 0 yeewsgls 200 1.668495 \n", + "15 0 yeewsgls 300 2.182142 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "5 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "6 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "7 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "8 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "9 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "10 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "11 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "12 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "13 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "14 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "15 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_no_wm_dipper_high_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'\n", + " 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp']\n", + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n", + "{'ab7zh7ta': 'Dipper', 'dtrrqo1e': 'CP-3-25%', 'miei424r': 'CP-1-25%', 'yeewsgls': 'GPT'}\n", + "[, , , ]\n", + "['CP-1-25%', 'GPT', 'CP-3-25%', 'Dipper']\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexavgididx_Tname
0130.017216sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.001781sebf8zdh1core_simple_1_200_1000_dipper_high_eval
213-0.020606sebf8zdh2core_simple_1_200_1000_dipper_high_eval
313-0.000840sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.033988sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
7002100.240709i136o2qh996core_simple_1_200_1000_gen_eval
7003100.240324i136o2qh997core_simple_1_200_1000_gen_eval
7004100.242315i136o2qh998core_simple_1_200_1000_gen_eval
7005100.311337i136o2qh999core_simple_1_200_1000_gen_eval
7006100.602194i136o2qh1000core_simple_1_200_1000_gen_eval
\n", + "

7007 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 0.017216 sebf8zdh 0 \n", + "1 13 0.001781 sebf8zdh 1 \n", + "2 13 -0.020606 sebf8zdh 2 \n", + "3 13 -0.000840 sebf8zdh 3 \n", + "4 13 0.033988 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "7002 10 0.240709 i136o2qh 996 \n", + "7003 10 0.240324 i136o2qh 997 \n", + "7004 10 0.242315 i136o2qh 998 \n", + "7005 10 0.311337 i136o2qh 999 \n", + "7006 10 0.602194 i136o2qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "7002 core_simple_1_200_1000_gen_eval \n", + "7003 core_simple_1_200_1000_gen_eval \n", + "7004 core_simple_1_200_1000_gen_eval \n", + "7005 core_simple_1_200_1000_gen_eval \n", + "7006 core_simple_1_200_1000_gen_eval \n", + "\n", + "[7007 rows x 5 columns]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_z_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval'\n", + " 'core_simple_1_200_1000_gen_eval']\n", + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval'), ('i136o2qh', 'core_simple_1_200_1000_gen_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'sebf8zdh': 'Dipper', 'qlczzu10': 'CP-3-25%', 'uoyt86q9': 'CP-1-25%', 'fai4a3qm': 'GPT', 'tfo9p2tr': 'CP-1-10%', '321cm0qh': 'CP-3-10%', 'i136o2qh': ''}\n", + "[, , , , , , , ]\n", + "['CP-3-10%', 'GPT', 'GPT', 'CP-3-25%', 'Dipper', 'Dipper', 'CP-1-10%', 'CP-1-25%']\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,15),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Z-Score of Human Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
013-0.013017sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.118169sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.234424sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3130.325232sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.416801sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
6155142.391800321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6156142.381190321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6157142.408835321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6158142.350119321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6159141.405119321cm0qh1000core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

6160 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 -0.013017 sebf8zdh 0 \n", + "1 13 0.118169 sebf8zdh 1 \n", + "2 13 0.234424 sebf8zdh 2 \n", + "3 13 0.325232 sebf8zdh 3 \n", + "4 13 0.416801 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "6155 14 2.391800 321cm0qh 996 \n", + "6156 14 2.381190 321cm0qh 997 \n", + "6157 14 2.408835 321cm0qh 998 \n", + "6158 14 2.350119 321cm0qh 999 \n", + "6159 14 1.405119 321cm0qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "6155 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6156 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6157 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6158 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6159 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[6160 rows x 5 columns]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_z_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval']\n", + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'sebf8zdh': 'Dipper', 'qlczzu10': 'CP-3-25%', 'uoyt86q9': 'CP-1-25%', 'fai4a3qm': 'GPT', 'tfo9p2tr': 'CP-1-10%', '321cm0qh': 'CP-3-10%'}\n", + "[, , , , , , , ]\n", + "['GPT', 'GPT', 'Dipper', 'Dipper', 'CP-1-25%', 'CP-3-25%', 'CP-3-10%', 'CP-1-10%']\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,15),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Z-Score of Attacked Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
0130.000000sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.445924sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.802980sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3131.066178sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4131.310162sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
7002103.921619i136o2qh996core_simple_1_200_1000_gen_eval
7003103.921713i136o2qh997core_simple_1_200_1000_gen_eval
7004103.921943i136o2qh998core_simple_1_200_1000_gen_eval
7005103.906037i136o2qh999core_simple_1_200_1000_gen_eval
7006103.944808i136o2qh1000core_simple_1_200_1000_gen_eval
\n", + "

7007 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 0.000000 sebf8zdh 0 \n", + "1 13 0.445924 sebf8zdh 1 \n", + "2 13 0.802980 sebf8zdh 2 \n", + "3 13 1.066178 sebf8zdh 3 \n", + "4 13 1.310162 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "7002 10 3.921619 i136o2qh 996 \n", + "7003 10 3.921713 i136o2qh 997 \n", + "7004 10 3.921943 i136o2qh 998 \n", + "7005 10 3.906037 i136o2qh 999 \n", + "7006 10 3.944808 i136o2qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "7002 core_simple_1_200_1000_gen_eval \n", + "7003 core_simple_1_200_1000_gen_eval \n", + "7004 core_simple_1_200_1000_gen_eval \n", + "7005 core_simple_1_200_1000_gen_eval \n", + "7006 core_simple_1_200_1000_gen_eval \n", + "\n", + "[7007 rows x 5 columns]" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval'\n", + " 'core_simple_1_200_1000_gen_eval']\n", + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval'), ('i136o2qh', 'core_simple_1_200_1000_gen_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'sebf8zdh': 'Dipper', 'qlczzu10': 'CP-3-25%', 'uoyt86q9': 'CP-1-25%', 'fai4a3qm': 'GPT', 'tfo9p2tr': 'CP-1-10%', '321cm0qh': 'CP-3-10%', 'i136o2qh': ''}\n", + "[, , , , , , , ]\n", + "['CP-3-10%', 'GPT', 'GPT', 'CP-3-25%', 'Dipper', 'Dipper', 'CP-1-10%', 'CP-1-25%']\n" + ] + }, + { + "data": { + "image/png": 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", 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_defaultColorIndexavgididx_Tname
0130.000000sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.423250sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.915359sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3131.297526sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4131.571870sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
6155145.878581321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6156145.870938321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6157145.901743321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6158145.604085321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6159145.366133321cm0qh1000core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

6160 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 0.000000 sebf8zdh 0 \n", + "1 13 0.423250 sebf8zdh 1 \n", + "2 13 0.915359 sebf8zdh 2 \n", + "3 13 1.297526 sebf8zdh 3 \n", + "4 13 1.571870 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "6155 14 5.878581 321cm0qh 996 \n", + "6156 14 5.870938 321cm0qh 997 \n", + "6157 14 5.901743 321cm0qh 998 \n", + "6158 14 5.604085 321cm0qh 999 \n", + "6159 14 5.366133 321cm0qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "6155 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6156 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6157 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6158 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6159 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[6160 rows x 5 columns]" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_200_1000_dipper_high_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_200_1000_gpt_p4_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval']\n", + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'sebf8zdh': 'Dipper', 'qlczzu10': 'CP-3-25%', 'uoyt86q9': 'CP-1-25%', 'fai4a3qm': 'GPT', 'tfo9p2tr': 'CP-1-10%', '321cm0qh': 'CP-3-10%'}\n", + "[, , , , , , , ]\n", + "['GPT', 'GPT', 'CP-1-25%', 'CP-3-25%', 'Dipper', 'Dipper', 'CP-1-10%', 'CP-3-10%']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"WinMax Z-Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,15),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"WinMax Z-Score of Attacked Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/baseline_comparison_transpose.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/baseline_comparison_transpose.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..e0e6b6301bd5f86fd956150f4a355252dfc58176 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/baseline_comparison_transpose.ipynb @@ -0,0 +1,5064 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "rc('lines', linewidth=5)\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None, add_file_name_to_keys=None, separator=\"#\"):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + "\n", + " if add_file_name_to_keys is not None:\n", + " for add_file_name_to_key in add_file_name_to_keys:\n", + " data[add_file_name_to_key] = data[add_file_name_to_key].apply(lambda x: f\"{x}{separator}{file.replace('.csv', '')}\")\n", + "\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "def plot_grouped_series_data(data_df, string_name_filter=None, shorten_legend_indices=None, legend_sort_indices=None, legend_sort_reverse=False, x_col=\"idx_T\", y_col=\"avg\", y_err_df=None, y_err_col=None, y_err_join_idx=None, x_name=None,y_name=None, x_lim=None, y_lim=None, limit_x_series=None, limit_x_series_map=None, solid_alpha=0.95, dash_style=\":\", dash_color=\"gray\", dash_alpha=0.4, sortby=\"avg\", series_id_col=\"id\", series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, title=\"Figure Title\", legend_loc=\"upper left\", grid=True, fig_size=(10, 6), save_path=None, show=True):\n", + "\n", + " # if string_name_filter is not None:\n", + " # data_df = data_df[data_df[\"name\"].str.contains(string_name_filter)]\n", + "\n", + " # get unique series ids\n", + " series_ids = data_df[series_id_col].unique()\n", + " series_readable_ids = data_df[series_readable_id_col].unique()\n", + "\n", + " # check that can make a 1-1 mapping, i.e. the human readble names are unique and map to 1 series id\n", + " assert len(series_readable_ids) == len(series_ids), \"series_readable_ids is not a 1-1 mapping\"\n", + " # print(series_readable_ids)\n", + "\n", + " # make human-readable series ids mapping\n", + " series_readable_ids = data_df[[series_id_col, series_readable_id_col]].drop_duplicates().set_index(series_id_col).to_dict()[series_readable_id_col]\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " series_readable_ids = {k:series_readable_id_map[v] for k,v in series_readable_ids.items()}\n", + " print(\"Used dict tom map series_readable_ids\")\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " print(series_readable_ids.items())\n", + " series_readable_ids = {k:series_readable_id_map(v) for k,v in series_readable_ids.items()}\n", + " print(\"Used callable to map series_readable_ids\")\n", + " # print(series_readable_ids)\n", + "\n", + " # if the string name filter is passed, filter the df based on the readble ids\n", + " if string_name_filter is not None:\n", + "\n", + " # get the series ids that match the string filter\n", + " series_ids = [k for k,v in series_readable_ids.items() if string_name_filter in v]\n", + " # print(series_ids)\n", + " # filter the df\n", + " data_df = data_df[data_df[series_id_col].isin(series_ids)]\n", + " # print(data_df)\n", + "\n", + "\n", + " # set up figure\n", + " fig, ax = plt.subplots(figsize=fig_size)\n", + "\n", + "\n", + " ####################################\n", + " # # Custom sorting and droping stuff\n", + " # # sort by average y_col value in the series\n", + " if sortby == \"avg\":\n", + " sorted_series_ids = data_df.groupby(series_id_col)[y_col].mean().sort_values(ascending=False).index\n", + " elif sortby == \"mid\":\n", + " # sort by the middle value in each y_col series\n", + " sorted_series_ids = data_df.groupby(series_id_col)[y_col].apply(lambda x: x.iloc[len(x)//2]).sort_values(ascending=False).index\n", + "\n", + " # trucate the series themselves if necessary\n", + " if limit_x_series is not None: \n", + " if isinstance(limit_x_series, dict):\n", + " # for each series id, get the limit\n", + " limit_x_series = {k:limit_x_series[v] for k,v in series_readable_ids.items() if v in limit_x_series.keys()}\n", + " # only keep up to limit_x_series points\n", + " data_df = data_df[data_df[x_col] <= data_df[series_id_col].map(limit_x_series)]\n", + " else:\n", + " # only keep up to limit_x_series points\n", + " data_df = data_df[data_df[x_col] <= limit_x_series]\n", + "\n", + " \n", + " # get a randomly dispersed colormap from cmr for these series\n", + " # So that we can tell them apart\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(sorted_series_ids), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "\n", + " ####################################\n", + " legend_skip_mask = []\n", + " # plot each series\n", + " for i, series_id in enumerate(sorted_series_ids):\n", + " if special_color_map and series_readable_ids[series_id] in special_color_map.keys():\n", + " color = special_color_map[series_readable_ids[series_id]]\n", + " else:\n", + " color = cmap[i]\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=COLORS[series_id], alpha=solid_alpha)\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id])\n", + "\n", + " # limit this specfic series if necessary using the limit map\n", + " if limit_x_series_map is not None and series_readable_ids[series_id] in limit_x_series_map.keys():\n", + " # only keep up to the limit in the map for this name\n", + " series_df = series_df[series_df[x_col] <= limit_x_series_map[series_readable_ids[series_id]]]\n", + "\n", + " # add std error bars if the col exists\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=solid_alpha)\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + " \n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=solid_alpha)\n", + " legend_skip_mask.append(False)\n", + "\n", + " # if the series was limited, plot the rest as a dashed line in gray\n", + " if limit_x_series_map is not None and series_readable_ids[series_id] in limit_x_series_map.keys():\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # only keep after the limit in the map for this name\n", + " series_df = series_df[series_df[x_col] >= limit_x_series_map[series_readable_ids[series_id]]]\n", + "\n", + " # do the same err plotting but with dashed lines\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " # ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=dash_color, alpha=0.1, linestyle=dash_style)\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + "\n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=dash_alpha)\n", + " legend_skip_mask.append(True)\n", + "\n", + "\n", + " # set up legend, but exclude stderr if it's there\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " # print(handles)\n", + " # print(labels)\n", + " if y_err_df is not None:\n", + " # assume they're the first half\n", + " handles = handles[:len(handles)//2]\n", + " labels = labels[:len(labels)//2]\n", + "\n", + " # if series were limited and dashing occured, we need to remove the duplicates where a dashed was also added\n", + " # we can do this by removing every element with a dash as the linestyle, zipped with labels\n", + " if limit_x_series_map:\n", + " # handles, labels = zip(*[(h,l) for h,l in zip(handles, labels) if h.get_linestyle() != dash_style])\n", + " # print([h.get_linestyle() for h in handles])\n", + " # filter based on the legend_skip_mask\n", + " handles, labels = zip(*[(h,l) for h,l,skip in zip(handles, labels, legend_skip_mask) if not skip])\n", + "\n", + " if legend_sort_indices is not None:\n", + " # sort the legend labels, zipped with the handles, by the \n", + " label_tups = [l.split(',') for l in labels]\n", + " handles, label_tups = zip(*sorted(zip(handles, label_tups), key=lambda t: ([t[1][i] for i in legend_sort_indices]), reverse=legend_sort_reverse))\n", + " labels = [','.join(lab) for lab in label_tups]\n", + " \n", + " if shorten_legend_indices is not None:\n", + " label_tups = [l.split(',') for l in labels]\n", + " label_tups = [[lab[i] for i in shorten_legend_indices] for lab in label_tups]\n", + " labels = [','.join(lab) for lab in label_tups]\n", + "\n", + " \n", + " ax.legend(handles, labels,loc=legend_loc, fontsize=12)\n", + " \n", + " # set up title\n", + " ax.set_title(title)\n", + " # label axes\n", + " ax.set_xlabel(x_name if x_name else x_col)\n", + " ax.set_ylabel(y_name if y_name else y_col)\n", + "\n", + " #set upper y_lim to 1\n", + " ax.set_ylim(y_lim if y_lim else None)\n", + " ax.set_xlim(x_lim if x_lim else None)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " fig.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + " \n", + " # show figure\n", + " if show:\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + " x = x.replace(\"no_wm_dipper_high_prefixes_eval\", \" Dipper\")\n", + " x = x.replace(\"no_wm_dipper_high_eval\", \" Dipper\")\n", + " x = x.replace(\"dipper_high_eval\", \" Dipper\")\n", + " x = x.replace(\"no_wm_gpt_p4_prefixes_eval\", \" GPT\")\n", + " x = x.replace(\"no_wm_gpt_p4_eval\", \" GPT\")\n", + " x = x.replace(\"gpt_p4_eval\", \" GPT\")\n", + " x = x.replace(\"prefixes\", \"\")\n", + " x = x.replace(\"core\", \"\")\n", + " x = x.replace(\"gen\", \"\")\n", + " x = x.replace(\"eval\", \"\")\n", + " x = x.replace(\"supp\", \"\")\n", + " x = x.replace(\"simple_1\", \"\")\n", + " x = x.replace(\"algorithm-3\", \"Algo3 \")\n", + "\n", + " x = x.replace(\"50_200\", \"\")\n", + " x = x.replace(\"100_600\", \"\")\n", + " x = x.replace(\"200_1000\", \"\")\n", + " \n", + " x = x.replace(\"_\", \" \")\n", + " \n", + " x = x.replace(\"cp attack \", \" CP-\")\n", + "\n", + " x = x.replace(\"%\",\"\\\\%\")\n", + "\n", + " return x.strip()\n", + "\n", + "\n", + "color_map = {k:i for i,k in enumerate(['Dipper', 'GPT', 'CP-1-25\\\\%', 'CP-3-25\\\\%', 'CP-3-10\\\\%', 'CP-1-10\\\\%'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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..................
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" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 10 0.000 cxiy1v63 \n", + "1 10 0.000 cxiy1v63 \n", + "2 10 0.000 cxiy1v63 \n", + "3 10 0.000 cxiy1v63 \n", + "4 10 0.000 cxiy1v63 \n", + "... ... ... ... \n", + "1191 7 0.982 llq7qgr4 \n", + "1192 7 0.982 llq7qgr4 \n", + "1193 7 0.984 llq7qgr4 \n", + "1194 7 0.992 llq7qgr4 \n", + "1195 7 1.000 llq7qgr4 \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_dipper_high_eval 0.000000 \n", + "1 core_simple_1_200_1000_dipper_high_eval 0.001923 \n", + "2 core_simple_1_200_1000_dipper_high_eval 0.286538 \n", + "3 core_simple_1_200_1000_dipper_high_eval 0.290385 \n", + "4 core_simple_1_200_1000_dipper_high_eval 0.596154 \n", + "... ... ... \n", + "1191 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 0.998000 \n", + "1192 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "1193 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "1194 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "1195 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "\n", + "[1196 rows x 5 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 20})\n", + "\n", + "fig_name = \"baseline_attacked_z_score_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('cxiy1v63', 'core_simple_1_200_1000_dipper_high_eval'), ('jtkisfd7', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('rzrpza5t', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('g2cs5tvw', 'core_simple_1_200_1000_gpt_p4_eval'), ('62luh543', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('llq7qgr4', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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1100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.001923
2100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.611538
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4100.000cxiy1v63core_simple_1_200_1000_dipper_high_eval0.657692
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98570.964llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval0.998000
98670.968llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval0.998000
98770.982llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
98870.988llq7qgr4core_simple_1_200_1000_gen_cp_attack_3-10%_eval1.000000
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990 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 10 0.000 cxiy1v63 \n", + "1 10 0.000 cxiy1v63 \n", + "2 10 0.000 cxiy1v63 \n", + "3 10 0.000 cxiy1v63 \n", + "4 10 0.000 cxiy1v63 \n", + ".. ... ... ... \n", + "985 7 0.964 llq7qgr4 \n", + "986 7 0.968 llq7qgr4 \n", + "987 7 0.982 llq7qgr4 \n", + "988 7 0.988 llq7qgr4 \n", + "989 7 1.000 llq7qgr4 \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_dipper_high_eval 0.000000 \n", + "1 core_simple_1_200_1000_dipper_high_eval 0.001923 \n", + "2 core_simple_1_200_1000_dipper_high_eval 0.611538 \n", + "3 core_simple_1_200_1000_dipper_high_eval 0.615385 \n", + "4 core_simple_1_200_1000_dipper_high_eval 0.657692 \n", + ".. ... ... \n", + "985 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 0.998000 \n", + "986 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 0.998000 \n", + "987 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "988 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "989 core_simple_1_200_1000_gen_cp_attack_3-10%_eval 1.000000 \n", + "\n", + "[990 rows x 5 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('cxiy1v63', 'core_simple_1_200_1000_dipper_high_eval'), ('jtkisfd7', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('rzrpza5t', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('g2cs5tvw', 'core_simple_1_200_1000_gpt_p4_eval'), ('62luh543', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('llq7qgr4', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"WinMax\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexfpridnametpr
070.0000005ez7q3yscore_simple_1_200_1000_gen_cp_attack_1-10%_pre...0.000000
170.0000005ez7q3yscore_simple_1_200_1000_gen_cp_attack_1-10%_pre...0.002000
270.0040005ez7q3yscore_simple_1_200_1000_gen_cp_attack_1-10%_pre...0.002000
370.0040005ez7q3yscore_simple_1_200_1000_gen_cp_attack_1-10%_pre...0.008000
470.0060005ez7q3yscore_simple_1_200_1000_gen_cp_attack_1-10%_pre...0.008000
..................
1724150.965385plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.994231
1725150.975000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.994231
1726150.975000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.996154
1727151.000000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...0.996154
1728151.000000plaqii3pcore_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...1.000000
\n", + "

1729 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 7 0.000000 5ez7q3ys \n", + "1 7 0.000000 5ez7q3ys \n", + "2 7 0.004000 5ez7q3ys \n", + "3 7 0.004000 5ez7q3ys \n", + "4 7 0.006000 5ez7q3ys \n", + "... ... ... ... \n", + "1724 15 0.965385 plaqii3p \n", + "1725 15 0.975000 plaqii3p \n", + "1726 15 0.975000 plaqii3p \n", + "1727 15 1.000000 plaqii3p \n", + "1728 15 1.000000 plaqii3p \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.000000 \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.002000 \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.002000 \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.008000 \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... 0.008000 \n", + "... ... ... \n", + "1724 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.994231 \n", + "1725 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.994231 \n", + "1726 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.996154 \n", + "1727 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 0.996154 \n", + "1728 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... 1.000000 \n", + "\n", + "[1729 rows x 5 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", 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1150.002ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
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4150.090ab7zh7tacore_simple_1_200_1000_no_wm_dipper_high_eval_...0.002
..................
163100.996yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp0.966
163200.996yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp0.978
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163400.998yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp1.000
163501.000yeewsglscore_simple_1_200_1000_no_wm_gpt_p4_eval_supp1.000
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1636 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 15 0.000 ab7zh7ta \n", + "1 15 0.002 ab7zh7ta \n", + "2 15 0.030 ab7zh7ta \n", + "3 15 0.030 ab7zh7ta \n", + "4 15 0.090 ab7zh7ta \n", + "... ... ... ... \n", + "1631 0 0.996 yeewsgls \n", + "1632 0 0.996 yeewsgls \n", + "1633 0 0.998 yeewsgls \n", + "1634 0 0.998 yeewsgls \n", + "1635 0 1.000 yeewsgls \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.002 \n", + "4 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.002 \n", + "... ... ... \n", + "1631 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 0.966 \n", + "1632 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 0.978 \n", + "1633 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 0.978 \n", + "1634 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 1.000 \n", + "1635 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp 1.000 \n", + "\n", + "[1636 rows x 5 columns]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"DetectGPT\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexaucsididx_Tname
0150.541998ab7zh7ta50core_simple_1_200_1000_no_wm_dipper_high_eval_...
1150.490884ab7zh7ta100core_simple_1_200_1000_no_wm_dipper_high_eval_...
2150.456096ab7zh7ta200core_simple_1_200_1000_no_wm_dipper_high_eval_...
3150.184254ab7zh7ta800core_simple_1_200_1000_no_wm_dipper_high_eval_...
4140.524212dtrrqo1e50core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
5140.554044dtrrqo1e100core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
6140.544540dtrrqo1e200core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
7140.493348dtrrqo1e1000core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
8130.518452miei424r50core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
9130.637336miei424r100core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
10130.698908miei424r200core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
11130.618000miei424r1000core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1200.627297yeewsgls50core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
1300.662636yeewsgls100core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
1400.701192yeewsgls200core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
1500.138214yeewsgls300core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 15 0.541998 ab7zh7ta 50 \n", + "1 15 0.490884 ab7zh7ta 100 \n", + "2 15 0.456096 ab7zh7ta 200 \n", + "3 15 0.184254 ab7zh7ta 800 \n", + "4 14 0.524212 dtrrqo1e 50 \n", + "5 14 0.554044 dtrrqo1e 100 \n", + "6 14 0.544540 dtrrqo1e 200 \n", + "7 14 0.493348 dtrrqo1e 1000 \n", + "8 13 0.518452 miei424r 50 \n", + "9 13 0.637336 miei424r 100 \n", + "10 13 0.698908 miei424r 200 \n", + "11 13 0.618000 miei424r 1000 \n", + "12 0 0.627297 yeewsgls 50 \n", + "13 0 0.662636 yeewsgls 100 \n", + "14 0 0.701192 yeewsgls 200 \n", + "15 0 0.138214 yeewsgls 300 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "5 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "6 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "7 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "8 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "9 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "10 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "11 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "12 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "13 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "14 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "15 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate of DetectGPT after Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexaucsididx_Tname
070.4932665ez7q3ys50core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
170.5066315ez7q3ys100core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
270.5172265ez7q3ys150core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
370.5250925ez7q3ys200core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
470.5542765ez7q3ys250core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
..................
115150.941667plaqii3p800core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
116150.941644plaqii3p850core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
117150.941617plaqii3p900core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
118150.941627plaqii3p950core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
119150.941659plaqii3p1000core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
\n", + "

120 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 7 0.493266 5ez7q3ys 50 \n", + "1 7 0.506631 5ez7q3ys 100 \n", + "2 7 0.517226 5ez7q3ys 150 \n", + "3 7 0.525092 5ez7q3ys 200 \n", + "4 7 0.554276 5ez7q3ys 250 \n", + ".. ... ... ... ... \n", + "115 15 0.941667 plaqii3p 800 \n", + "116 15 0.941644 plaqii3p 850 \n", + "117 15 0.941617 plaqii3p 900 \n", + "118 15 0.941627 plaqii3p 950 \n", + "119 15 0.941659 plaqii3p 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + ".. ... \n", + "115 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "116 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "117 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "118 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "119 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "\n", + "[120 rows x 5 columns]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexaucsididx_Tname
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1130.565264sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.581183sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3130.594298sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.604494sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
5986140.874677321cm0qh995core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5987140.873093321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5988140.870343321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5989140.843053321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5990140.750000321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

5991 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 13 0.530634 sebf8zdh 0 \n", + "1 13 0.565264 sebf8zdh 1 \n", + "2 13 0.581183 sebf8zdh 2 \n", + "3 13 0.594298 sebf8zdh 3 \n", + "4 13 0.604494 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "5986 14 0.874677 321cm0qh 995 \n", + "5987 14 0.873093 321cm0qh 996 \n", + "5988 14 0.870343 321cm0qh 997 \n", + "5989 14 0.843053 321cm0qh 998 \n", + "5990 14 0.750000 321cm0qh 999 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "5986 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5987 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5988 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5989 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5990 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[5991 rows x 5 columns]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_z_score_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + 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_defaultColorIndexaucsididx_Tname
0130.493455sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.530634sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.563727sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3130.576089sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.587200sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
5986140.966755321cm0qh995core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5987140.966618321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5988140.969299321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5989140.968422321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
5990141.000000321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

5991 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 13 0.493455 sebf8zdh 0 \n", + "1 13 0.530634 sebf8zdh 1 \n", + "2 13 0.563727 sebf8zdh 2 \n", + "3 13 0.576089 sebf8zdh 3 \n", + "4 13 0.587200 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "5986 14 0.966755 321cm0qh 995 \n", + "5987 14 0.966618 321cm0qh 996 \n", + "5988 14 0.969299 321cm0qh 997 \n", + "5989 14 0.968422 321cm0qh 998 \n", + "5990 14 1.000000 321cm0qh 999 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "5986 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5987 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5988 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5989 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "5990 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[5991 rows x 5 columns]" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate of WinMax Watermark Detector after Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "# plot score charts" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
075ez7q3ys500.063819core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
175ez7q3ys1000.110270core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
275ez7q3ys1500.148034core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
375ez7q3ys2000.181076core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
475ez7q3ys2500.207427core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
..................
11515plaqii3p8000.286822core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11615plaqii3p8500.286875core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11715plaqii3p9000.286925core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11815plaqii3p9500.286947core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11915plaqii3p10000.286950core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
\n", + "

120 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 7 5ez7q3ys 50 0.063819 \n", + "1 7 5ez7q3ys 100 0.110270 \n", + "2 7 5ez7q3ys 150 0.148034 \n", + "3 7 5ez7q3ys 200 0.181076 \n", + "4 7 5ez7q3ys 250 0.207427 \n", + ".. ... ... ... ... \n", + "115 15 plaqii3p 800 0.286822 \n", + "116 15 plaqii3p 850 0.286875 \n", + "117 15 plaqii3p 900 0.286925 \n", + "118 15 plaqii3p 950 0.286947 \n", + "119 15 plaqii3p 1000 0.286950 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + ".. ... \n", + "115 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "116 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "117 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "118 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "119 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "\n", + "[120 rows x 5 columns]" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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PV+sJh8NF4TmZTBY8BnqOEaylDsiyDIfDgWg0ilAoVLLr4HbUgY1cQ221WC/IjI+Pl9xfa/2spr5ValXy+Xyw2+0F48p3SigUWjcEB4NBRKNRnDhxomD7Rh737XyM9Hr9V3P+jd6XnR4TrAaX9coxODgIoPSXpEAuMG3HmP3NhNVq3n/rTTX3dzP1PBwOIxaLFb3fi6KIUCiEeDxe8bWx1X/bierWTi9ETES3pFIpxefzKaOjowoABYAiCIIyOjqqBAKBire12WwKgILjfD6fkkgkCo4LBAKKIAhKJBIpOsfo6GjJ7alUShEEQbHb7dq2WCym+Hy+kmURRVEBUHTt9coei8VK7t9ImdcSBEERBKHiMYlEQjtubdkjkYji8/mUUCikAFBCoZCiKIridrtrui+1UM/ldDorltnn8ymCICiiKFZ13e2oAxu5RigU0ur7WupjX0qtZaumvpV6LFOplGK324ue81rOnUgktNf1Zvh8Pq1euN1uxWazKaFQSEmlUgXXGh0dXbdebORx38xjVOv7gx6v//XOv9nne7NlUKmPTX5drsRutysAFJvNVvE49TVS6r1kdHRUe+9T70t+PVLpUbd9Pp8CoORjuh3vv3q9/iqJRCLa3+9y70Gl1FLP1df2etdQn9NydbjW906i3cKgKIqyXWGbiCpTl30ASk/S4na7K34r6/f7cfLkSQwNDWFgYACiKBZ1e1Sv4/V6tXFtKnXmzXJlU79JFkURAwMDReO0ent7i77xFgQBdrtd696Wb3BwsOgbb0EQcOnSpaL7uZEy5/P7/ZicnKw4+zOQe6zHx8cRjUYxNDSklePo0aPaYxkMBhEIBCCKorY0Ran7AqDmiVzi8TiOHTtW8nFc2yVNkiSIogibzYbh4eGSz3U5W1UHNnsNtTVyYmICoihq93m957mastVa33w+H5LJJKxWKyRJ0sZVl+pCPzAwULJ1Te16XOl5TaVSZe9XOcFgEHa7vWB5GJ/Ph2g0qrUGWq1WOJ3Odes8sLHHvdbHqNb3h7XX2szrfz213pdyr/f8dZerFY1Gy47XFAQBsVis4D6Wq0vq8WfOnClZZvU5Vt831Dqvzj7c29sLIFdv1OsC+tRtr9cLv99fdA6n01nw3G/0/Xe7X39ruVwuxONxJJPJiu/d6423r6ael3odpVKpovcwl8ulfZ7IL8va+1vr+zrRbsAATERERERERE2BY4CJiIiIiIioKTAAExERERERUVNgACYiIiIiIqKmwABMRERERERETYEBmIiIiIiIiJoCAzARERERERE1BQZgIiIiIiIiagoMwERERERERNQUGICJiIiIiIioKZh3ugBERI1MkiSEw2EIggC3273TxaE6wXpBRERUnxiAiYg2yOv1QpIk+Hw+SJKEgYEBJBKJnS4W7bDN1Au/34/x8fGi7VarFclksuRtyu07fvw4AoFAbYXP43K5IEkSZFlGMplEKpXa8Ll2u2g0qj3WVqsVAJBMJmG1WuFyuWC329c9Bx/v7RGPx+H1epFMJiFJ0qZfJ0TUeBiAiYg2wO/3IxwOa8HG4/FAkiREo9GqPuzS7rTZepFIJCDLMpxOJ8bGxiAIAkRR1PargRoAQqEQnE6ntk+WZUiShJMnT8Lv92NiYmJT90Utu8fj2dR5drNoNAqPxwObzQafz1fwXAHQHj+v14tQKFS0Px8f7+0hiiK8Xi8CgQDi8XjZL5aIaPfiGGAiohrJsgyv11vwQVUUxaKw0gzUQOZyuXa6KDtOj3ohSRLcbjdCoRBsNlvR7fJ/X7tPEAQtiPl8PsiyvPE7A8But8PtdsNms23qPLuV3++Hw+GAz+crG25FUUQkEsHw8DAGBgYQDofLno+P9/YQBAF2ux0nTpzY6aIQ0Q5hACYiqlE0GgWAgha9QCCAVCq1awJwtYE2HA5r412bnR71IplMwufzVXWsIAhl942OjlZ1jmqoXXrpFr/fr7Ui5rfClzM6OgqfzweXy7Xua4WP9/ao9Pohot2NXaCJiGp07tw5AMUtcLuJJElVHed2u5FIJDA4OLjFJap/etQLq9Wq2wfz3Vw/d1I0GoXX64XT6axpgrPR0VGcPHkSLpcLiUSCzw8R0Q5hCzARUY3UrqW7uQWh2gAsCAICgQBnOoY+9ULPOrWb6+dOUntHVNtSn0+9DYcMEBHtHAZgIiIqEI1GNz1+lHaeKIpVf5FB1QkGg5BlueT47GrY7XYIgoB4PK51mSciou3FAExERAU20rJF+tBzBuDh4WGOJ9WZulzO8PDwhs+hjhHn0jtERDuDY4CJiEjj8XjYMrWD9FxCaztmE47H4wBudbdWW0d3I1mWtfu7mfvocDgQDof5OiMi2iEMwERU98LhsDbBkCzLSCaTGBsbq/ghVJIkBAIB9PX1adsmJycxPDysrclay4fYeDyujdtTu5X29vZqLWyCICAWi8Hj8WBiYkJbkzWVShWMxVTX+Uwmk5AkCaIoIhaLFVxr7TkURQGQm3l2cnISsixjYmICoiiWXHu01GPh8/kgSZJWFqvVCq/Xq902HA5jfHy8oOtz/v0DcuEsv9XK7/cjEolAkqSS97VUGdTHSr2Oy+UqGfr0fgxqUUtZq60X9aDW52A9sizj2LFjBXXGbrcjEokUHBeNRhEIBLTHRJIk2Gw2bZ1jlV7Pud6vfVX+usqbqW/qbdX7Welc6n1RH+NkMgmr1Qqfz1fxtbaR+1/t8+RyuSBJklYmde3q8fFx7XbDw8NwOp3weDw4deqUdltZliEIAi5dulRU/sHBQcTjca1uOp1OhEKhmsu3ltfr1a7b19eHyclJeDweTkJG1MwUIqI6Njo6qkQikYJtsVhMEQRBcbvdJW8TCoUUp9NZcp/P51MAKLFYbMNlcrvdCgAllUoV7YtEIkogEFAAVDxGPYfNZivaH4vFlFAopJ1DvWYikSg4zm63K4IglLyGKhAIKIIgKKFQqGifz+crud1utyvV/HlQyykIQtn7ql5HFMWi8qdSKcVms5V8HvV8DGqxkbKqKtULPamPydoyVrKZ+1WpPqh1fXR0tOR+t9ut2Gy2ouu63W5FEISC7Xo851v52l/vdV2tWCymnadUWdTHOxKJlHxc1ddcqdfuRu9/rc+T+liIoqikUintmqlUquD5yz8PgIr1TFEUxWazKaIoFpWxlvKpIpGIIoqiEggEivaNjo5qda3c40VEuxcDMBHVrVAoVPJDnroPQMkPN+sFolIfsGpRTdBxOp3rHlMuAKvUD8Kjo6Mlz6N+kPb5fCVvr35ILfUYKUruw6rdbi86d7UBWFXpvvp8vnWfD5vNVvZD6GYfg1pstqz1GoD1eg7WUutPudfS6OhoxXKKoliy/m/mOd/K174aIPUMwJW+gKoUFtX3v7VfDm7k/m/0eVLD6tpyOp3OouCuBuNK73eKknsN6VG+SCRS8b1PvRYDMFFz4iRYRFS3IpEIRkZGSo6VczqdAIonkpFlWesmXY5623qX362vVBc/tRvj2i6nQO5xULv5lVuiqL+/H9FodNNjEctNtCRJErxeL44fP16xi6LP50M4HEY4HC7at5nHoBZ6lLUebdX9kmUZIyMjCIVCJbvTSpIEv98Pt9tdtqup1+stORvyRp/zrX7t55el0jXWk3/b9Z6TcpxOJ0RRLJg0bSP3fzPPk9VqhSRJGBgYKNgeCoWKyi4IApxOJ+LxuDaOupRkMllQnzZaPpfLVfG9T70dETUnBmAiqlvJZBKyLJcNN6IoFi3Xo36gdLlcZZfyGR4ebqg1Uh0OR8X9pT7wBoNBAJU/8KtLsmzVpEXqh+D1ZjZWx5+qYwhL2chjUAs9y1pPtuJ+SZKEkZERnDhxouzrSA0XlZ63oaEhAOW/vKj1Od/q135+ANvMMmH5t600DnW9cjqdTkiSpL3WN3L/9Xieqh0/PjY2BqD87NfhcLionm6kfH6/XxtDXAlnSCdqXgzARFS3Tpw4UbI1QSUIQsngEwgEEI/H0dvbi8HBQXi93oLWgY2u4blTNlLWkydPAkBR60y+UCiEVCq1ZY+FOvlNNedX10Yt98F9q58vPctaT/S+X/F4HIODgwUTqpU7Dqg8W7JapnItght5zrfyta8GLaBwQqxaqRP6CYKwqXqtvrbzg2mt9387nyebzQabzaatpbzWyZMnS04yV2v51Mfj6NGjVZWLiJoPZ4EmorqldpsDcq1O6mzQ6gee/JlI86nd5dSucfF4HH6/H0Cu1aRSy1U92khLhfq47GTQV8tQzWNttVq1WXFLfdjd6tYaPctaT/S8X9FoFKFQCGNjY/B6vfD7/RgdHS15LnVG7LWzEa9VaTbnjTznW/naV3tLxOPxTc3srQa1zS55lT8bsqrW+6/H81TL4+nxeLSZofO7J8fj8ZKBdSPlU2/TSO/xRLS9GICJqK6Fw2FtuR6v11vwgTsajZZtlbDb7YjFYpBlGdFoFOfOnUM0GtXW34zFYg3VCtxoNto6utmuzBvRSGWthd73KxKJaN1XI5EIvF5vySV18q+73hI1W2ErX/v5Aa5cV95K1DKp59oK1d7/nXie3G43vF4vfD5fQQAOBAJFPX12uh4R0e7FLtBEVLc8Hg9cLhc8Hg8ikUhVLSayLBdM5KO2Ivt8PsRiMUQiEW2CqN1svW6LGxEMBgtamyrJ/7BaTRBTQ9dOfCnRSGWthd73Kz+gqOuzqmsgl7vudtqO177b7dbWqd3IRGjqeF2bzbbpFuC1z1et93+nnie32w1JkipOflbq92rlPx5ERKUwABNRXYpGowgGg7DZbGW7Wa79gBOPx3HhwoWKLTN2ux0+n2/TMx+vZ73um1v94UydNCaRSGzpdSpRu6+vN15Snb1WFMUdC5WNVNZa6HW/SoWTQCCgzTK90evqKZlMbstrXw3/tc4iLMuyNsnYiRMnNlUGAFo37OHhYQAbu/878TypAVwtazAYLPulxEbKp773VftlHRE1HwZgIqpL6odM9cNdKWs/4EiShOnp6XU/4KqzH++krQ7gavdCdRKkciq1iK0N6bIs1zQuc71ZX1VqGXdyWZJGKmsttvJ+ud1u2O12+P3+op4G1V5XlmVdH8vteO3b7XaMjo6WDf/ljIyMQJZlBAKBqsaOr/cl2alTpwrmSQBqv/878TyJogi73Y5wOKzN8l/u8dhI+dT3PnUiwHK2M/QTUX1hACaihhQOh4s+NCWTSXR3dwOo/EFekqRNdT+sZuzn4OCgdq1SIpHIloZwQRAQCoXW/eA6Pj5etL9cC0oikShZ5nKPh9p6Hw6HK7bG+Hw+2O32imt2bjU9yrrdY4Kr6UWg13NQ7lr5XaHzj8m/bqVu+OPj47oPR9jK177K5/PB5/PB7/drk0xV4vF4EA6HEQqFqqrngiBUXJJKXepHffzz1XL/d+p5Usvocrkqfsm5kfKpvRNKrV2cbyNjuIlol1CIiOpQIpFQBEFQBEFQEolEwb5IJKL4fD4lFAopAJRQKKQoiqK43W4lkUgoABS3260EAoGi88ZiMcVmsympVGrDZbPZbAoAJRKJlD0mlUopgiAoTqezaN/o6Kh2/9TzlCqPep1YLFbyGup9FQShbDlCoZAiCIIyOjpatE99DMuV3W63a9tisZji8/lKXmO9cgYCAUUUxaL9qVRKsdvtitvtLlt+PR6DWuhR1kr1YrMikYgCQAFQ9vkoZTP3SxRFBUDZ14x6v0u9rgKBgCIIQsnHZHR0tOT2jT7n2/HaXysSiSiiKCpOp7PofSr/mjabrez9WctutyuBQEAJhUIln+Nyz+Vm7v9Gnie1XpS639VQ39+rsZHyhUIhRRTFon2pVEpxu93aa0kQBCUWi+laL4iovhkURVG2N3ITEVVHHTMXjUYxNDSktT4ePXpU6/YXDAYRCAQgiqI2SY86o6i6bAtQOIax3LrC6xkcHCzZCmGz2Uoui6K2vkqSBFEUtTKoM5r29vYCyI0XFgRBO8fAwEDJ1rpQKASn04l4PI5jx44VtcoJgoBUKlW2HBMTExBFUevGrM6uXYokSVqLiiiKGBgYKBqLXerxEAQBly5dKmopliQJPp8PyWQSVqtVW0d2bGysZPdHvR+DWtRa1lrrRa1cLhfi8TiSyWTJ+6s+n+uN9671fvX29pa8Xv4syh6PR5vYSWW32wvWplW7CqtjjFVr699mn3NJkrbstb+ecDisdblVnw/1cXa5XDW1OquzJAO5eQ0CgYB2H2RZLvlaBLDp+1/t81SuXtjt9pIt0uX4/X5MTk5W/ZxUW75StwFy72N9fX2YnJzUulb39vZqryFRFAvqLRHtXg0XgNVZYTfbhSl/Moq+vj4kEgk4HI6CsTRERERERES0ezTEOsDqdPnqmI5Syy7UQpZlDA4OIhQKFXzr7fF4cO7cuS37hpiIiIiIiIh2Tt1PghUMBrXuK3oFU5fLBafTWdTlKxAIIBgMbvnsrERERERERLT9GqoLdDwex+DgICKRyIa7QEuShIGBASQSiZJjRjweDyRJ4jgQIiIiIiKiXabuW4D1pk57X27ChIGBAUSj0aqWlyAiIiIiIqLG0XQBOB6PV1x7Uw3GXCCdiIiIiIhod2m6ACxJkrZEQSlqOC61FAMRERERERE1rqYLwMlksmILsBqO2QWaiIiIiIhod2mIZZD0pFewXVpawtLSkvZ7NptFMplEX18fDAaDLtcgIiIiIiJqZIqiYGZmBnfccQeMxp1vf226AFytycnJivvHx8fx3HPPbVNpiIiIiIiIGtfbb7+NO++8c6eL0XwBWBCEqlqB+/r6Ku4fGxvD008/rf0+NTWFu+66C5cuXcKePXs2W0zaBdLpNL797W/jscceg8Vi2eniENWMdZgaHeswNTrWYdoNkskk7rvvvrrJSE0XgCtNgAXkniAAFccJA0BraytaW1tLnr+7u3vD5aPdI51Oo6OjA319ffyjRQ2JdZgaHeswNTrWYdpN6mWY6M53wt5moihqIbcUtXW43DrBRERERERE1JiaLgDbbLaKXaDV5Y/sdvs2lYiIiIiIiIi2Q9MF4OHhYQBAPB4vuf/cuXMMv0RERERERLvQrgzAsizD6/UiGo0W7bPZbLDb7Th58mTJ24bDYXi93q0uIhEREREREW2zhgrAavfk9WZxDgaD8Pv9cLlcJfeHQiGEw+GiVmCPx4PR0VG2ABMREREREe1CdT8LdDgcRiAQgCRJWgB2uVwQRRGiKMLlcsHtdhfcxm63QxAEHD9+vOQ5BUFALBaD1+uFIAjo6+tDIpGAw+GA0+nc8vtERERERERE26/uA7DT6aw5lNpsNqRSqYrHCIKAQCCwmaIRERERERFRA2moLtBEREREREREG8UATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCmYd7oA1ZJlGePj4wCAvr4+JBIJOBwOOJ3OTZ3T6/UCAJLJJADg6NGjGB0d3XyBiYiIiIiIqK40RACWZRmDg4MIhUKw2Wzado/Hg3PnzsHn89V8zng8jkAgAJ/PB0EQtO3hcBiDg4OIxWJ6FJ2IiIiIiIjqREMEYJfLBafTWRB+ASAQCKC3txcOhwN2u72mc3q9XkQikaLtTqcTyWQSHo8HgUBgU+UmIiIiIiKi+lH3Y4AlSUI0GoXH4ym5//jx4zW3AMfjcYiiWHb/8ePHEY1GazonERERERER1be6D8BqK2y5wDowMIBoNApZlqs+pxqqy0kmkwXdoomIiIiIiKjx1X0AjsfjFcOoGownJiaqPqfdbockSXC5XCX3BwIBDA8P11ROIiIiIiIiqm91H4AlSYLVai27Xw3HkiRVfU5BEODz+RAOh7UWZFU0GoUkSZwJmoiIiIiIaJep+0mwkslkxfG6ajiupQs0AC3ger1eOBwOuN1uCIKAgYEBhEKhdW+/tLSEpaUl7ffp6WkAQDqdRjqdrqkstDup9YD1gRoV6zA1OtZhanSsw7Qb1Fv9rfsAXGuwrcXo6CgEQYDH40EwGIQgCFWFXwAYHx/Hc889V7T99OnT6Ojo0Luo1MBKzTZO1EhYh6nRsQ5To2MdpkY2Pz+/00UoUPcBuFqTk5M138br9WJgYACKosDr9cLv92utwestgTQ2Noann35a+316ehqHDh3CE088ge7u7prLQrtPOp1GJBKBw+GAxWLZ6eIQ1Yx1mBod6zA1OtZh2g02ktO2Ut0HYEEQqmoF7uvrq+m8DocDXq9XWz/Y5/NheHgYLpcLwWAQyWSyYmtwa2srWltbi7ZbLBa+QVEB1glqdKzD1OhYh6nRsQ5TI6u3ulv3k2BVmgALyI0RBlDTskV+vx82m00LvyqbzYZEIgG3241wOMy1gImIiIiIiHaRug/AoihqIbcUtXW40kRZawUCAYyNjVXcb7PZON6CiIiIiIhoF6n7AGyz2Sp2gVaXP1rbmluJJEnrthh7PJ4tnYCLiIiIiIiItlfdB+Dh4WEAQDweL7n/3LlzNYVfINdavN66wYlEAoODgzWdl4iIiIiIiOpX3QdgdazuyZMnS+4Ph8Pwer1F22VZhtfrLTmO1+l0lrxN/m3j8TiOHz++8YITERERERFRXan7AAwAoVAI4XC4qBXY4/FgdHS0ZAtwMBiE3++Hy+Uq2ufz+bTbr+3mHI/H4XK54PP5appYi4iIiIiIiOpb3S+DBORmeI7FYvB6vRAEAX19fUgkEnA4HHA6nSVvY7fbIQhC2VbcUCiEaDSKkZGRgu2iKHLyKyIiIiIiol2oIQIwkAvBgUCg6uNtNhtSqVTFY+x2e83jh4mIiIiIiKgxNUQXaCIiIiIiIqLNYgAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiaAgMwERERERERNQUGYCIiIiIiImoKDMBERERERETUFBiAiYiIiIiIqCkwABMREREREVFTYAAmIiIiIiKipsAATERERERERE2BAZiIiIiIiIiagu4B+KWXXsLY2BguXLigbTt//nzB70RERERERETbTbcA/NJLL8FqtcLpdMLn82FiYkLbd+TIESQSCXzjG9/Q63JERERERERENdElAJ8/fx6jo6Pw+XxIpVLIZrNQFKXgmCeffBKDg4M4e/asHpckIiIiIiIiqokuATgYDCIWi2FkZAQ9PT0AAIPBUHTckSNHEI/H9bgkERERERERUU10CcCiKGrBl4iIiIiIiKge6RKAe3t7qz42kUjocUkiIiIiIiKimugSgC9evFi0be0YYAC4fPlyye1EREREREREW02XADw8PIyjR4/iypUr2ra1Y4DPnj0Lh8MBv9+vxyWJiIiIiIiIamLW4yRHjhzByMgI+vv7MTAwALvdDkmSkEgkIEkS4vE4JEnC6dOn0d3drccliYiIiIiIiGqiSwAGALfbjaGhIYyMjCAQCAAAIpEIAMDpdGJiYoITZREREREREdGO0S0AA4DNZkMsFgOQWxtYEAT09/freQkiIiIiIiKiDdE1AOc7cuTIVp2aiIiIiIiIqGa6TIL1pS99CSaTCWfPntXjdERERERERES60yUAA8DIyAiGhob0Oh0RERERERGRrnQJwAMDA3jxxRermuGZrcRERERERES0E3QJwDabDS+99FJVx3q9Xj0uSURERERERFQTXSbBOnbsGM6ePYuxsTEMDAxgaGgIgiDAarUWHDc5OQlJkvS4JBEREREREVFNdAnAJpMJAKAoCgDAYDCUPE5RlLL7iIiIiIiIiLaSLgG4v78fdrsdLper4nGpVAoej0ePSxIRERERERHVRJcALIoi/H5/VZNgPf/883pckoiIiIiIiKgmukyCFQqFqgq/AHDmzBk9LklERERERERUE10CcE9Pz5YcS0RERERERKQXXbpA57tw4QJOnjyJeDyOZDKJo0ePwuVy4bHHHtP7UkRERERERERV0y0AT09P46mnnkI4HC7YHovFEAgE4HA4cOrUqaq7ShMRERERERHpSZcu0ADgdDphtVqRSCSQzWYL/v3FX/wF9uzZg2PHjul1OSIiIiIiIqKa6BKAv/GNb8DlcuHFF19Ef39/0X673Y5QKIRnn30WL7zwgh6XJCIiIiIiIqqJLgH44sWLGBkZWfe4J598Ejdv3tTjkkREREREREQ10SUA9/X1bcmxRERERERERHrRJQD39vZWfazBYNDjkkREREREREQ10a0L9PT09LrHXb58GRcvXtTjkkREREREREQ10SUAj42N4dixY7hy5UrZYy5cuACHw4Fnn31Wj0sSERERERER1USXdYB7enowPj6O/v5+DA4OYmhoCIIgAABkWUY0GoUkSTh16hQOHz6sxyWJiIiIiIiIaqJLAAZySx0lk0mMjIwgEAgU7Tt9+nTJJZKIiIiIiIiItoNuARgABEFAKBQCAFy6dAkAGHqJiIiIiIioLugagC9fvgyr1Yru7u6C4Hv27FmIorip7s+yLGN8fBxAbimlRCIBh8MBp9O52WIjGAwiFApp3bZFUYTP59v0eYmIiIiIiKh+6BaAv/rVr8Lr9aK3txeTk5MF+x5//HGcOHECBoMBTz31VM3nlmUZg4ODCIVCsNls2naPx4Nz585tOKzKsoxjx45haGgIkUhE2y5JErxeL0MwERERERHRLqJLAP7GN74Bt9sNRVHKrvM7MjKCS5cu4aWXXsIXvvCFms7vcrngdDoLwi8ABAIB9Pb2wuFwwG6311zuY8eOwW63FwVdj8eDiYkJBmAiIiIiIqJdRJdlkBKJBHp6ejA6Oopnnnmm7HH9/f2QJKmmc0uShGg0Co/HU3L/8ePHNxRU/X4/JEkqeVtBEDA0NFTzOYmIiIiIiKh+6dICrCiKHqcpSZ1RWhTFkvsHBgYQDAYhy7I2hrca4+PjcLvdJfepE3kRERERERHR7qFLC3C5bs+lJBKJms4dj8crBls1GE9MTFR9znA4DFmWMTw8XFNZiIiIiIiIqHHpEoBTqRSuXLmy7nEvvfRSza3FkiTBarWW3a+G41q6Vp88eRIAtDHF8XgcwWAQ8Xi8prIRERERERFR49ClC/To6Cjsdjv8fj8+//nPF+2fnp6G1+vFqVOntPWBq5VMJst2fwaghWNZlqs+Z37Q9fv9sNlscLvdiMfjcDgc8Hq9606qtbS0hKWlJe336elpAEA6nUY6na66LLR7qfWA9YEaFeswNTrWYWp0rMO0G9Rb/dUlAIuiiPHxcTz55JMwGAwQRRGiKCKZTEKSJG18bjQaRXd3d03nriXYViuZTEIQBASDQYyOjmrbbTYbQqEQ+vv7EQqFKobg8fFxPPfcc0XbT58+jY6ODt3LTI0rf4ktokbEOkyNjnWYGh3rMDWy+fn5nS5CAd3WAXY6nbh48SK8Xi/Onz+vvVBtNhvsdjuef/55vS5V0tq1hytRQ3WprtWCIMBut8Pj8VQcrzw2Noann35a+316ehqHDh3CE088UXPIp90pnU4jEonA4XDAYrHsdHGIasY6TI2OdZgaHesw7Qa15LTtoFsABnItwXrPoCwIQlWtwH19fTWfs1wLr8PhQDgcRjweL1p7WNXa2orW1tai7RaLhW9QVIB1ghod6zA1OtZhanSsw9TI6q3u6jIJ1laqNAEWkOvODKCmJZDUc5a7jbq/lpmliYiIiIiIqL7p2gKsunDhAk6ePIl4PA5RFDE4OIinnnpqQ+cSRbFiEFVbhytNlLWWzWaratborRh/TERERERERDuj6hbgr371qzAajTCZTDCZTOjr68Pw8DAuXLhQcNyXv/xlDA4OwufzQVEUTE5O4sUXX8S9996L1157reYC2my2ikFUDbLrzdqc7+jRowDKB1y1Vblc92ciIiIiIiJqPFUH4GeeeQaxWAz9/f04ffo0JicncfLkSTzyyCPaMV/60pcQDAZx7NgxpFIpnD59GqdOncLExAS+/vWvw+l0assFVWt4eBgAyq7Re+7cuZrCL5CbsAsAotFoyf3q5FdDQ0M1nZeIiIiIiIjqV9UBeGpqCs8++ywuXryIY8eOldwfDAYhCAJOnz6Nnp6egv12ux1f//rX4fV6ayqgOov0yZMnS+4Ph8MlzynLMrxeb8mQK4oinE5nxXOOjo7WNK6YiIiIiIiI6lvVAfj555+vuJTRqVOnAOSWByrHbrdXNfZ2rVAopM3KnM/j8WB0dLRkC3AwGITf74fL5Sp5zhMnTiAejyMYDBZsd7lcEEURPp+v5nISERERERFR/ap6Eqx4PI7x8fGy+yORCAwGw7rdkRVFqb50qwRBQCwWg9frhSAI6OvrQyKRgMPh0Lozr2W32yEIAo4fP77uOdWQLMsyXC4X3G53zWUkIiIiIiKi+lZ1AF4vuEajUQiCUDAmuJTe3t5qL1lAEAQEAoGqj7fZbEilUrqek4iIiIiIiBpX1V2gKwXX8+fPQ5bldVt/p6amNtQCTERERERERLRZNQXgcssYBQIBGAwGbcbmcp5//nl4PJ7aSkhERERERESkg6oDsM/nw1NPPYUrV64UbH/hhRe02Z+/8IUvlL39hQsXkEqlSs4gTURERERERLTVqh4D3NPTg/HxcRw5cgRHjx6FIAiIx+NIJBIQRRGRSKTk7aanpxEIBPDss88iFArpVnAiIiIiIiKiWlTdAgzkZla+dOkS7HY7FEXBkSNHEAgEcPHiRfT39xcce+nSJXzpS1+C0+lEJBLBsWPH8OKLL+KFF17Q9Q4QERERERERVaPqFmBVT08PnnnmmXWP6+/vx4svvrihQhERERERERHpraYWYCIiIiIiIqJGxQBMRERERERETYEBmIiIiIiIiJoCAzARERERERE1BQZgIiIiIiIiagoMwERERERERNQUGICJiIiIiIioKTAAExERERERUVNgACYiIiIiIqKmsO0B+OjRo9t9SSIiIiIiIiKYqz3wwoULulxQkiRdzkNERERERERUi6oD8OOPP46pqalNXUxRFBgMhk2dg4iIiIiIiGgjqg7AVqsVbrcbw8PDG77Y5OTkpm5PREREREREtFFVB2BRFPH7v//76O7u3tQF+/v7N3V7IiIiIiIioo2oOgCfPn1alwtOTEzoch4iIiIiIiKiWlQdgDfjq1/9KgwGAwRBwFNPPbUdlyQiIiIiIiIqsC0B+JlnngEATE1N4YUXXsBXvvKV7bgsERERERERkWZb1wE2GAyIRCLbeUkiIiIiIiIiADq2AJ89exY+nw/JZBKyLCOZTBbsl2UZAODz+fS6JBEREREREVHVdAnAly5dgt1uh81mw9DQEIDcZFfqz8lkEvF4HH6/H1/4whf0uCQRERERERFRTXQJwH6/H5FIBMeOHdO2nThxAiMjIwXHnThxApcvX8bhw4f1uCwRERERERFR1XQZA9zT01MQfoHchFdrjYyMIBwO63FJIiIiIiIioproEoD7+vqKtl28eBHT09NF23t6evS4JBEREREREVFNdAnABoOhaJvL5cL4+HjRdkmS9LgkERERERERUU106wI9PT2NsbEx/IN/8A8AAMeOHUMgEMAf//Efa8dduHAB8Xhcj0sSERERERER1USXADwyMoJAIACfz1ewzu+pU6cwMjICk8mEe++9F4ODg3C5XHpckoiIiIiIiKgmugRgAHjmmWeQzWbx1ltvadvsdjtOnz6NL3zhC1AUBc8//zyeeuopvS5JREREREREVDVdlkE6evQozp07V3Kf3W6H3W7X4zJEREREREREG6ZLC3AsFsM3v/lNPU5FREREREREtCV06wL9r//1v8aXv/xlvPTSS3qdkoiIiIiIiEg3unSBdjqdOHXqFADg/PnzePbZZ7F371643W50d3frcQkiIiIiIiKiTdElAKvhFwCOHDmCI0eOYGpqCidPnoQkSXA4HHj88cf1uBQRERERERHRhugSgEvp6enByMgIgFyr8NjYGPbu3YuRkRG2ChMREREREdG227IArJqensaZM2cQCAQgyzL+83/+z2VnjCYiIiIiIiLaKrpNgrXW2bNn8dnPfha9vb0YHR3F8ePHEYvFGH6JiIiIiIhoR+gSgI8ePQog19r7wgsvoK+vD3a7HYlEAi+++CKy2SxefPFFHDlyRI/LEREREREREdVMly7QsVgMR48eRTweh6IocLvd8Hg8DLxERERERERUN3QbA5xKpfDiiy9qE18RERERERER1RNdArAoirh48aIepyIiIiIiIiLaErqMAXY6nXqchoiIiIiIiGjL6BKAn3/+ee3nl156CWNjY7hw4YK27fz58wW/ExEREREREW033ZZBeumll2C1WuF0OuHz+TAxMaHtO3LkCBKJBL7xjW/odTkiIiIiIiKimugSgM+fP4/R0VH4fD6kUilks1koilJwzJNPPonBwUGcPXtWj0sSERERERER1USXABwMBhGLxTAyMoKenh4AgMFgKDruyJEjiMfjelySiIiIiIiIqCa6BGBRFLXgS0RERERERFSPdAnAvb29VR+bSCT0uCQRERERERFRTXQJwKXWAF47BhgALl++XHI7ERERERER0VbTJQAPDw/j6NGjuHLlirZt7Rjgs2fPwuFwwO/363FJIiIiIiIiopqY9TjJkSNHMDIygv7+fgwMDMBut0OSJCQSCUiShHg8DkmScPr0aXR3d+txSSIiIiIiIqKa6BKAAcDtdmNoaAgjIyMIBAIAgEgkAgBwOp2YmJjgRFlERERERES0Y3QLwABgs9kQi8UA5NYGFgQB/f39el6CiIiIiIiIaEN0DcD5jhw5slWnJiIiIiIiIqqZLpNg1WJ4eHi7L0lERERERERUewvw9PR00URWFy5cqOq2yWQS0Wi01ksSERERERERbVpNAfiee+7B5cuXkUwmC0Lw448/jqmpqXVvryhK0fJIRERERERERNuhpgCsjutd2wJstVoxNjYGu91e8faTk5PsAk1EREREREQ7oqYAHAqFSm4XRREej6eqNX43Oiu0LMsYHx8HAPT19SGRSMDhcMDpdG7ofOV4PB54vV6IoqjreYmIiIiIiGhn6TIL9OnTp6s+dmJioubzy7KMwcFBhEIh2Gw2bbvH48G5c+fg8/lqPmcp8XgcwWAQHo9Hl/MRERERERFR/diyZZD05HK54HQ6C8IvAAQCAfT29sLhcKzb/boaXq930+cgIiIiIiKi+qTLMkhf+tKXYDKZcPbsWT1OV0CSJESj0bKtssePH9elBTgYDMLlcm36PERERERERFSfdFsHeGRkBENDQ3qdThMIBACg7JjcgYEBRKNRyLK84WtIklTxGkRERERERNT4dAnAAwMDePHFF6uaBKvWVuJ4PA5BEMruV0PrRsYWqwKBANxu94ZvT0RERERERPVPlwBss9nw0ksvVXVsreNsJUmC1Wotu18Nx2orbq3C4TAnvSIiIiIiImoCukyCdezYMZw9exZjY2MYGBjA0NAQBEEoCq6Tk5M1B9VkMlmxa7J6jY10gZZlGZIk6b6UEhEREREREdUfXQKwyWQCACiKAgAwGAwlj1MUpey+cjYztnc94+PjG55Aa2lpCUtLS9rv09PTAIB0Oo10Oq1L+aixqfWA9YEaFeswNTrWYWp0rMO0G9Rb/dUlAPf398Nut687i3Iqldqy7saTk5M1HR+NRuFwODZ8vfHxcTz33HNF20+fPo2Ojo4Nn5d2n0gkstNFINoU1mFqdKzD1OhYh6mRzc/P73QRCugSgEVRhN/vr2oSrOeff76mcwuCUFUrcF9fX03njUQim1o+aWxsDE8//bT2+/T0NA4dOoQnnniiqseBdr90Oo1IJAKHwwGLxbLTxSGqGeswNTrWYWp0rMO0G9TaULnVdAnAoVCo6tB35syZms5daQIsIDdGGEDFmaLX8vv9GBsbq6kca7W2tqK1tbVou8Vi4RsUFWCdoEbHOkyNjnWYGh3rMDWyequ7uswC3dPTsyXHArnWZTXklqK2Dle7hq8kSRAEoabATERERERERI1PlxbgcqampnDq1CkYDAaIoojHH3+85nPYbDZEo9Gy+9VZpe12e1Xni8fjCIVCCIVCZc81MjKitTxzzAUREREREdHuoEsA/uxnP4u/+Iu/KNre09ODkZERTE1NQZIkvPDCC7Db7XjkkUeqPvfw8DD8fj/i8ThsNlvR/nPnzlUdfgHA6XSWXfYoHA7D5XLhxIkTJa9FREREREREjUuXLtDq8kfl9PT04MiRI/jKV75SsTW3FJvNBrvdjpMnT5bcHw6H4fV6i7bLsgyv11vz9YiIiIiIiGh30iUA17K2byKRqPn8oVAI4XAY8Xi8YLvH48Ho6GjJFuBgMAi/37/u0kz51LHGlcYcExERERERUWOquQv05cuXi7Ylk0lcuXKlYkuwJEkIhULaONtaCIKAWCwGr9cLQRDQ19eHRCIBh8NRtjuz3W6HIAg4fvz4uuf3eDyYmJjQyuZyuSCKIux2+6aWSiIiIiIiIqL6UXMAjkQiSCQSiEajiMfjWuvverMwK4qCwcHBDXdJFgQBgUCg6uNtNhtSqVRVx9ZyXiIiIiIiyslkMkin0ztdDNoBFosFJpNpp4tRs5oD8MjIiPazJElwOBywWq14/vnnK95OFEX09/fXXkIiIiIiIqoriqLg+vXr2pKk1JwEQcBtt91W05DYnbapWaBFUUQsFsPx48dx7NgxvcpERERERER1TA2/+/fvR0dHR0MFINo8RVEwPz+PGzduAABuv/32HS5R9Ta9DJIgCDVNNEVERERERI0rk8lo4bevr2+ni0M7pL29HQBw48YN7N+/v2G6Q+syC3R+t+iXXnoJY2NjuHDhgrbt/PnzBb8TEREREVFjUsf8dnR07HBJaKepdaCRxoHrEoCBXPC1Wq1wOp3w+XyYmJjQ9h05cgSJRALf+MY39LocERERERHtIHZ7pkasA7oE4PPnz2N0dBQ+nw+pVArZbLZoSaQnn3wSg4ODOHv2rB6XJCIiIiIi0o0kSfB4PDAYDBgYGIDf74ff74fX64XX60UwGNzpIpIONj0GGACCwSBisRh6enq0baW+DThy5AheeOEFPP7443pcloiIiIiISBeiKCIQCECSJIiiiNHR0YL9Ho8HLpcLoVBI2+b1eiFJUsE2qm+6tACLolgQfomIiIiIiHaTQCAAWZYLWoIdDgeGh4d3sFRUK10CcG9vb9XHJhIJPS5JRERERES0rVwuF7xer/a73W6H0+ncwRJRrXTpAn3x4sWibWvHAAPA5cuXS24nIiIiIqLG9Pk7/wUy6cxOF6Msk8WEb179Z7qc6/jx4/B4PIjH4wByq+HIsqw18kWjUXi9XlitVng8HiSTSciyjMnJSfh8vqqPUfn9foiiqHXLdjqdCIfD8Hq9sNls8Hg8iEQiAFB0WypNlxbg4eFhHD16FFeuXNG2rR0DfPbsWTgcDvj9fj0uSUREREREdSCTziC9XL//9AzngiAAACYmJmCz2YpCp91ux9jYGKLRKGw2G9xutzaW2OPxVH0MkGttVkPv6OgoAoEA4vG4tuqOJEmwWq3sgl0jXVqAjxw5gpGREfT392NgYAB2ux2SJCGRSECSJMTjcUiShNOnT6O7u1uPSxIREREREe0oq9VatE0QBNhsNoiiqG0bGxtDb28vvF4vRFFc9xgACIfDBZNrORwOBAIBBAIBCIIASZJgs9kAQPvvdlAUBQoUKAqwkskgk83i+nQKmdkslleWsZxewnJ2CSvZNNIrS0gmb25b2aqhSwAGALfbjaGhIYyMjCAQCACA1hzvdDoxMTHBibKIiIiIiKhhybIMAOjv70dWUZDJZgEASysryCoKFCWLheUlZJQsphamtW2KOYseoQff+etvo2tfB1Jzk1jJpHF96h0AChRkASjo6elG9C//J+SUjJ6ebvznb/1fAHJDSK+8cxFv/PwnuCb/HDdnr+LQ3QdxTf7ZmhKuHW5abvhppWGp5fcpa35bWc5iZvF9/LfYP8L0yrWSt1mar6/u8boFYCD3zUMsFgOQWxtYEAT09/freQkiIiIiImpCSt7/l9lZ6hdkFAOuyQlgteXSoO1XAMPa4xUsrcxhbimFa/JPiy7zve98HwBw531deHfqp5icu4RMdhk3Z9/UzjK7fA3Z7BJmln6xpoxZpLNTWM7cxIoyDQUrWFFSRXdEwSKmpm7irsMH8UufudWy+0ufGQQAZLEMBWkAWWSRLv14bBNF+9c48zzpGoDzHTlypOD3r371q+jt7cVTTz21VZckIiIiIqJNSq+sYHZ5GTOLM5hemMHc0gxmlmTMLU1jMT2L7EoaA20PYHL2BsxLJmSVLBQlu+Xl2njEUpDFwmrYreY8yuptiu/Tn/6HU/j9f/6PsadnDxTtf+ufc2pqGlNTM/jQww9UdUx3zx78+z/8Rsljeno4pHQztiwAr/XMM89gamoKL7zwAr7yla9s12WJiIiIiBpGOpPBYnoFc0tLSM1N4cp8Et99awJLmTnML01jMT2DxZU5LK/MIb0yj3RmAdnMIjLZRWSVJShKGoqyDGAFQBpAGgZkAGRgMGQAZLX/wpDN/RcKFEN2Ncxltf/PKOpvhfFuj/l23L3/nyKdlaEoRpjMBij6zK27Jcxmfcr29T/6E0xPzeDLv/e76x77+mtvFITVf/+1b+Bv/44Tdx8+VNUxdx8+hIeOPIg//7PT+NXfeEK7zV9959WC36l22xaAAaCnp0ebOY2IiIiIqJ6tZDJYXFnBwnIaUwsLSM3MYHJmGtPzNzG9kMT84hQW0rNIZ2awkplHRplHVlmEoiwBhmUAyzAY0jAYVmA0rsBgyGj/jIYMYMjCYLgVRBVkoRhy8TMDJTfGtCuLdxNVFtgArZWzZpvowfrvf3p84zeuI1cuv43/+/8M4S+/8yruOnwnvv5HfwIASCVlTE/N4O7+Q/h/vnlCO/71136K8X/+h/jF5av413/wNfz+c09r+z788AP4q++8iu6ePfjF5avotQoF+6s55v/55gn86z/4GuTUFITe3FxKv/obT+Avv/MKvv5Hf6Jd92//fVdBsKbKNhSAL1y4gGg0CkEQcPz48apndp6enkYoFGI3aCIiIiKq2cpKBsuLK1iaX8bs3BKmZhdwc3oWN6enkZxPYWoxifm0jMXMFFaUGWSUOWSN84BxCUbDEgymZRiNaZiMGRiNKzAaM7l/hgwMhiwMxuJACkOuK2xWDaRru8WaVv+VoebKqqcBapyhlLvO3YcP4fefe7ooqJbz4Yc/WBCI16qmpXa9Y0qV5ZOfeRSf/Myj6xeQSqo5AH/5y19GMBjUfv/Sl76ESCSCxx57rOC4CxcuYGJiomgpJLfbvflSExEREdGOy2SyuUC6kMbyYhrLC2kszqexvLiCxfllzC0sYXpuEam5BaTmZzCVTmEhm8KSMo00ZpExzgGmBcC0CKNpCUZzGkZzGibjCkzmNEymXFA1GTOr4TQXVBU1oBpy0TSjKMi0ZIGWW2Uzo/IHXQVY7Ri8DgZSonUZYIQJRgCG1Y4IBm1PvXWPrykAP/vsswgEArDb7bDZbJBlGZFIRFv39+6778b09DQGBwchSRKA3DpRKpvNhq9//ev63gMiIiIiWtfKSgZL82kszC5hcW4ZC3PLWJhdxsLsEhbmljE3u4jkzDwmZ2eQXJzGXDaJRWMKGdMMFPMcDJYFGFsWYLIsw9SyDIs5DZNlBWZTBkb1nyELGHMhVW1BzbYryLZnkVFyragAYFn9tx51hOpKuQMYTqmOGFb/f3pqFtNTMzDkxcC1fdNnpuYwPTULI0yAYig6y60Zuwylt8OwWv8LtxsKfr91jCFvW6mfb8VWA6Dkh1hj8Tnzbrm8soTWTBYPv/+vsLJU+nGZmZ0G8NnSO3dA1QF4amoKwWAQ0WgUjz/+eMG+YDCI0dFRnDx5EjabDYIgYGRkBIIgoK+vD4IgYGhoqGhmaCIiIiIqtrKSyYXU2eW8sLpU8PPC7BLk2QUkZ+cwuTSDOSWJJdM0MuYpKJY5oHUR5pZFmFqXYLakYWlJw2xZgdl8K7QajKsTI7VkoVgzyPblgmoGClqg5DeolrVuKypDKunEkPf/uZ9KBMcSoRCroe7WttV4p+T9jDU/K4bVn4wwaPtXf1aMhefJK8d3vvttfP1r/xeuXL4K///6DTz3z/5lXhFzx333u9/G//G1/4grl9+G/5+dwHN/8C8L71+JcdyGUmO7jYUbKw7/rrCz4HGsYgx5flkUYwZmiwl39PfBsDoWwLB6gHrc1HTr+ifdRlUH4Oeffx4+n68o/AKA2+1GNBrFCy+8AKfTieeff17XQhIRERHVO0VRsLy4gvmZJcxNL2J+Zgnz6n9nl7TfZ6YWkZqZx43FaUwbJrHUkgJap2DomIO5fQGmlmW0tKZhaU3D3LICizkDk/nWeFWDJQNYM1CsuS7AGWRhVLLohILOKsqZBbBc9k7o93hQo8ull1vx71b4syjtq1tMMCpGKCVbLW9t08KlYig4I2CEwWCAEcbc+Q1GGGGE0WDSfteOLQhVhsKcaFiNcPk5Tk1fFY4zrA2bBb8aCv6zZmvRD+p5f+PJX8NvPPlrhWVYI/+YRmdcBFrazOh/4BDa2tpKHjM5ObnNpaqs6gAcj8cxPj5edr/b7caXv/xlvPXWW7oUjIiIiGg7KIqCpYU05qYXsTCztBpglzA/sxpeVwPtwmqQnZlezLW8pmUstMnIdMowds7C1LmA1j3LaO1cRktbLsBaWtIwmzMwtq3A2LEC3JaBggwyhizalCwsJdYZXUvtBly68Ho+ElRfbgVQ42rczLVKGld/NgIwAjDlflZys3EZFPPqNgsMsMAICwxogcnQAhPaYDa0wmJsh8XYiTZTB9rNXWg3daGztRud5m60W7pgMXehxdwKs8kCk8kIo8kIg9EAo9EAg9GATHYFyen3YG0/jPb2NhQE0tX/M5QKo0R1QLdlkI4ePcouzkRERLTtVlYymJUXMZuax4z23wXIN2cR++FVXP/BaSzOp7UW2LmZRaTmFzBjmsbKHhnGnjlYepfQJiyitXsZrR1pWNrSaGlZgbklDdO+FRgPrMBgzACGDLLIoA1Z7F9dIbWSsq2tDK4NSo2ft1pDtTCqhlDFCEUxA1kTFMWcC6TZ1TCqtOZCKNpgNrah1diFNnMXOi3d6LT0YE9bL7pae4HlVnR2dsNsMuOVH/41nvhlB7p62tHSbkFLi3nHA+Xi4iLkufdhtphgMleYApuoDukWgHt6enD06FG9TkdERERNRO0+PJ2cx0xqATOpeczKi5iR5zGbWsBMagGzUwur+3L/UlOzSCnTUPZOo/3gPNr3L6LduoS2PUto6VxGi7AM86+mcc2UgdGUW4PVbMhgDzLoQLZ4OZsSqpolmOqAASbkdaVVjLktiglQVv+LXAg1oAUmtMBoaIXZ2AqzsR2tpg60WbrQ0boHXa3d6G4XsKerFz3tVuzptKKtpRsWUyfMppZtDZ/pdBpv/KIde+/ohsVSzbRhRLSeqgNw/mzO5az3hjA1NYUzZ87gC1/4QrWXJSIiogaSyWQxP72YC6+p1TArL9wKtau/z8q3guyUPI/Uwgyy+xbRftc8Wm9fRHvfItqFRbR2LqNNWIblwDLM5jSM5hW0GVbQasigFxmsrBNPGWDrh2E1oKr/y7Wcmm4FVbW7rqEFJkMrzKY2WEwdaGvpQkdLNzpbe7CnXUBPuxU97XtXW0utaG3pgcXUseOtokTUGKoOwHq8qUiShHPnzjEAExER1TlFUTA3vYjpyXlMTc5jenIO06kFzCTnb4VXOe93eQHTqXlMzS1iRUij9e4FtN+xkGuV7V1EW/cSWvuW0XJwGRZLGiZzGntMK9hjWMFtq0E2W6FfcMWJm0hnuW6+Jq2zrzqu1JzrxmuwwGhog9nUDoupHRZTJ1rNnWhv6UZnSzf2tPdCaO9DT3sf9rT1oavNihbLHlhM9TUTLBE1p6oD8Llz5/DHf/zH6O3trXjMSy+9VHJfMplEJBKBKIq1l5KIiIg2TFEULM6nMT05dyvMJudL/Jz3e3IeS8gguy+NtoF5dNw5h459i2jrWUTb3mW0HVqGpTXXKms1r6DPsIKsIYNMFa2yK6iwrittQG5mW5MaVlf/GVcDqwEWGFe7+pqNucDaZtmDjhYBe9p7Ye3YD2vnfgidB9DTvh+tlm6YjLqNkiMiqitVv7vJsgy3213xGEVREA6Hy+4zGAwYHR2trYRERERUYGkhjenk/K1Am1z9txpgp5JrwuzkPNJLK1gxKcj2LaPt3nl0HJxH+4EFdPQuoe22RbS2L6O1ZRm3WdK43ZgGDCtYWSfMslV2cwyrMdWohVWz1gXYaGiBydAGk7EdLeZOtJr3oKOlG12tVgidfejrOIC+rtuwp30/2iwCLGa2rhJR9WRZxsTEBOx2e9n9giBsb6G2SU1f7z3//PMbbsFVW4CJiIjolvTySl54ncdUci73s7otOY+pyfxtc1icTwMAMkYFmb1ptA/Mof2uebTvW0TH7Qtou28JrR1L6G1Zxj5zGgbTChRDLs6uVJj4iS2ztVGja36ANaxOrmQ0tMNs6kCreQ/aLb3obutDb+dtONB9EAe6D6G74wBaLd0wGow7fTeIqAyv1wsA6OvrgyAIsFqtcDqd8Hq98Pl8kCQJPp8PwWAQoijC4/EAABKJBJLJJIaHh+F0OnfyLpQUj8cRjUbhdru1+5JPlmUcO3YMZ86c2ZUhuOoAbLPZ8Mwzz2zqYkNDQzh16tSmzkFERFTvFEXBwuwSJt+dQfL6DJI3Zm79/N6t/6bem8H8zJJ2u6wByPQtof2eebQfmkf7/gW037+Itj2L6GhfRk/rMkyWNIzGFWQNK9rI2XI4AVR5t1pfjTBp4TUXYA2rLa9mo9ry2ovu9r2wdt6GA3sO4vbeu7Gn7QAs5vadvhtEtAXi8ThGRkbg8/kKWkglSYLL5UI8HofP54MoiggEApAkCaIoFvV0HRgYgCRJ6/aAlSQJ0WgUoVCo6gZDv98PIBe2ASAQCGj7otEoAoEAHA4HRFFEJBLB0aNHtTA+MjKihVuHw4FgMAir1ard/uTJkxgbG9uV4ReoIQCr32hshiiKGBoa2vR5iIiIdoKiKJidWswF2Pwwe30Gyfemkbw+g8nV35cW0trtViwZtNw/h877ZtF1aBadR+bR272A29qWYDKnYTCloax2Oc4y0NYk1/aaP961BQa0wWTshNnYhYVZ4I79/RA6D2Bv1224vecQbhPuRmfrPpiMXL+UiIq5XC4EAoGi7sFqK2+1ucjj8cDr9VYMwPF4HBMTE5BlGclksqrzrm219Xg8cDgcWniWZRnxeBzhcBiiKMLr9Ra0REuSpIVbu92OaDSq3VdZlhGJROqy5VovVQfgkZGRTV+sp6cHTz755KbPQ0REpCdFUTCTWsDku9NIvTeLyfdmkHx3urD1drXFdnnxVidhBUC2dxkdD86g655ZdN4/h57eBRzoWoCldQkm0zKyxjTSWIFSYobj7Qq0+SsZKkreqg6KobBUq/uUvJ8Lb1+4IkTBuWo4Lv+iyuqxBsUA0+r/jDAjt2ZrqxZmW1a7Eu9p34+9XbfjYPdd2NdzGK2WTu266pKN6unT6TS+853v4DPiZ2AymbVrJ1PApDJd4rEpvH3+fm2ftlMpe0z+3oJtyprrYe05C38pNSf22vNV3F/y9qWPLXmbUvvXuX3Zc1U4T8VzVDiw6nNULIl20KZVs2RorZdbWVnBT38xj87YFZjNxR/ba7lm8W03fFMYkUFPywpm55exnCn/+m5E/+x//afIKgo+8rFPYnp2qWj/Rz72Sdx19+GCfSuZLJbTmaLjW9s6AQC/uPpe2dbUe+57EPfc9yC+9a2XkMkqJa+ZT5Zl/PDcBK5cva6d87d+++/hM5/8OF57/Q0c7u/H/OIyzn73rwuuOTW7qP2srPn92vUb2u//+Omv4J//i39VsL+S5aUlLCyl8Vfnf4EsSn+pODM9VdW5tgun+CMiorqnKAqyWQVZRUEmq0DJ+zmbvbUvm1VWQ4YCRVGwksliJjWP1I05pN6fRer9Wcjvz2Hq5ixS789BvjkH+eYsppPzWElnAcOtz25ZgwLTHcto659D2wMLaH90CX1dSzC3LsNkWoFiXMnNeKxkV8towBKAxWUDMNkCRWkBYNDCZO7DpiEXBpXV4Kf+V7ujeb+vHq/9mBcuC4Kmknd43m0V7NyaqOriOUYYAZi07sVGQytMxtW1XS170Nnai972Pghd+9He0g2joYoW2WVgIQlcTAIXcRPAzbKHZjIZ/OzqAiwXrsJkYmsvNZ5MJoPU7AquvT9bV3W4xaSga5+CdCYDw0oGH37h32ElU773yk4zm4x4/Sv/sKpj/+xbL+FTn3kM6Uz5ryf/4e/944L9ipL7G7T2NvHzcTz08CPo3LOn4vkAIJPNQilxjrVWMhmcj8eRSCTw8CNHAACHDt0NAJhMJnHnXXcjk1WQyWTLPie9Qq+277UL5/Hghx/GSiaL737nLD71mcfQtae76udzJZtFNqsgNb1Y/GXIqtmZ+arOtV0YgImISAuL+X80FxeXMT2fwY3kHIxGkxYwM9lcuFTDp5K3XT2mZFjNKNqHhExGPTaLbBa5nxUF2UwWWWX1g0BWufVziRaFbCaL2alFzCTnb61HO7WIuelFzE0tYm5mEfPTS8iW+iNuUWC+fRGtB5bQ+oEldHQtw9KahtmyAqNpBYohgywyyOQ1ZSwDWF4BsGIE0LL6b/e7FWZzS+sAFhjRkltWx9SOVnMX2lu60dNmRW/HPuxp3wuLuW2ni01E22glk8XyOsGtUVy+fAl/t/93Kx7z6c88XnH/lCzjP/7HP8GF83F888/+XM/ioUcQkLjyTsG273732wCAw4f7tW3f+tZL2vK15+Mx/MFz/0rb92/+7f+G/+2Pvobf+Z3fxYUL5/E7f+93MSXL+LNvfRNf+7f/Ttfy1iMGYCKiOpbNrgbT1VCaWf19JZNds+9WcM3kHafty2ZLH7saeDPZEt1zMxn8+PIclB9e3pGWh+XF3FI/s6kFTKcWMJOax0xqIfdPnsf81CKya8qtADB0r6D1jkW03rUEa/cyWjuXYW5Jw2RegcGY0daqLdVLrxlmQDbBsBppcy2zaqA1GdthMXeg3dKDnvY+9HXth9BxABZzx04XmYio7l04H8d//A9/ov3+6U8/hn/0e09vy7X/7ddewL/5t/8OPatdnu+++zAeevgRLRCnUin87u/8HfzJf/zTXNk+8zjuPtyPCxfi+J2/lwv7z/3z/xV/8M//JQDgu985i6mpKdx992GtlXk3YQAmItJJNqtgOZ3B8koGy+kM0ukMltIZpFeyWE6vIL1SOYSWCqybGaNVz7JZBfPTi6uBNi/Ypua13/MnkVIpAAy9K2g/tICewQW0dS+hpX0ZZnMaMK2sttpmi8JtdvXfbmRajbOG/EBraIFpdRme9pYedLdZ0dd1AL0dB9BiYaAlIirn8OF+XL50qeIxly9fKmhtBYBHjti0MLmdnvuD/x9+5+9/seDaa0Prb/7mF/BP/r//EFOyrIXkw4f7tfvwX//sm3j4kSPoEQS8duE8XnvtAv7R7z2dC8J5t9ktGICJiFZlswqWV3LBNRda1QCb27acF2jTqyFX/aeGW8pZSWdyXZNTC5hOqa24t4LurLxQumsyAHStoOXwAnpuW0Rbz2rAbUnDaEwja8gUrWObRa578m5hWl2eB2taaI3GNlhMnWiz9GBPmxV9nQfQ13UbWixcioeISC9/4zd+E//tz75V8ZjvfufbOPz3+ises9bjn/4Erly+rP3+e0//k3VbiNe7zX/9s2/icL9YFLz/6599E7/+G5/XflcD7OXLl4rC8ZQs41sv/RetdfiP/vDf4Pf+8T8BkGspXnuu3YABmIganjoe1WQ0aME1vbIaVvMCqhpm17bOattWGGCroihYmF3GtLyAmeRcLtwmFzAjL+S6LMvzWJgtH0mVlixaxAV03raANmEJLZ3LsLQsa2NvS3VPbvSuyQZgdXZjdUKoFhgN7TCbutHe0oOuNiv2rgbaVrbQEhHtmD947l/hv/3Zt/Dd75wtOdZ3Spa1sbW1OPvdv9b1Nt/9zlkA0MLvlCwjJafQK/Tid3/n72Diwo+1Ft4pWQaAolZrINf1+Q//6H/Xfv/RaxdKHrebMAATUd1SFAUz88u4kZzD+8k5XL4m483Lk7gpzyM1vYDk9CLk6UVMzy7i00OH8UtH7trpIu8KiqJgVl5A6sYM3v35DBau/RxzU4sF3ZRX0uUnO1FMCsyHF9F2xzzaepfQ2rkES2saRnMaKBNwG3l9W+Nqi61BW4e2FSZjJ1rNPehq24f9ew7itp47t3RiKIMBMKjLCRnUbYZbP+ftWHusoWD7rduqN9T2o/DY3La111xz+4Iy3iqPetuC39fctlRZSl/z1kny7wOQG8d+46oFA3f2wmw23XoM1pQr/3wlr43Cx6rgHGuOyS9jYTlL379yZVhzlRL7istX/tblnpPy5yulmnOsvW6t56t03prPUWU5qjnXpk9e8hTrn2RlJQ3MJGD/6GGYzZbNX3RtGTZ4P9LLS0jefBdd7S1oa2tFi9m04XNtB4vJhJ7O6t+DT548hS99yYPOthYcO3ZrLWBZlnHq//1P+MpXnik43mwyosVc2zXWWpybgclorOoc8XgcP3/jJ/jCk09i8sY1yLKM0KlT8D77LARBwP/x9a/j4Q89oB1/4uv/CU8++STuuvO2gvP8l/8Sxsc+erRge6+1FyvL8+jpym3raLOgp6t8mRYXgfZWCz41eAdaWlpLHlPt+sbbhQGYiLadGmzfT87lwm1qHjdSt37ObZ/HTXkei8u32v5yMw2XbqWdmqluvTrKyWYVzKYWIN+cxdTNudWlgXLLAk1NziGzGnCz2SyMxsmC2ypGBYY7ltB2cAHtfYto3bOEltY0TOY0FGNuHK6eY3ANhiwMBmX1HwDt5+J/gLIaVBTAsLowUP5/DasLExmU1UCXv2/1/Li1zWwwwgQzTAYLjIY2GA2daDEL6G6/DQd6+nHv/g/hYG8/TCYTjMbcx1mD0aCFO3Wb0WjQAqDBsGabdj9vpbe1YbNcCK3pA3sTSqfTmHy7HR/50B2wWPQPD0RbLZ1Oo6fTjH29nXVVhxcXTZhKGmExm2Axm3D1X4zudJF09ZGPDCEej8Hr9eLs2TPo6+vT1tR99lmvdpwkSQgEAojFYojFYrBaezE2NlZ2zd9S1HNEo1GcPx/HP/2nYxgYGIDb7S55vCzL+OxnHZBlGWNjzxbs++pX/QCAv/U3/ya+9m9e0LanUkmEw+Gi84RDIYRCoYLtf3N4GD967QLuu/ceSJKEe++5B2aTsWz5zSYjjEYDerra0NZWOihn0/W1MoBB2cwK2qSZnp5GT08Ppqam0N3dvdPFoTqQTqfx8ssv43Of+1xd/dHaSoqiYFZtsS0Zald/ThUG22rlls8pHaPuP7wXf/OXP7TZu7CrZFfXwJVX17uden9uNfDOY3pyruCxXM2GMOQW0YXSu4z2e2bRcfssOnuX0Na1CItlCQbzMrLGNHJBM++fUSnepobSom25UIvVoFr5+K16dAywwAQTWmBAG4zohMkooL1lP6ydd0Pc9yF86OBRCB17t6oAtA2a8X2Ydpd6rcOLi4u4dOkS+vv7y4Yeqm9erxcejweiKBbt8/v92nan01nxPNXUhcnJSezdu7duchJbgIloXWqwfT81jxvJOdxIzWk/v5/M+3mDwbZalbLQzNzSll13p5iMBphMRphNxryf87cZoWSzmH5/DqnrM0i+O43Ja9O4+c4UJq9OYfLaNJRMNtcQqiir/809jnsUBdl9i+g6mkTv/VPovm0GHXvmYW5dQNa4hAyyQMmFgupfrjNybuIog9IOo2EPWkxWdLbdgQM9A7j/wCO478CHOXkUERE1LZ/PV3bf6OjuatFfiwGYqMkpioIbyXlceVfGe6uttDeSc7iphdpcd+StDLZ6mJnf+XmAW8xGWCwmtKj/zCZYzEa0WEy57WYTzOZbgdZsMt4Ks6Y1v692jwWApYU03r2UxDVpEtcuJfHupUlck3K/v391CuU68lgAZKxL6PpYCj33y+i5bQYdPfOwrIbcFWSQH3IVAMULD9UfI4ywwAKj0gaDYQ/Mxj7sab8Td/Z+CEfu+gQOWQdgNJTvrkVERETNiwGYqEksLq3g0jspXLom49I7Mi6/I+PSNRmXr8mYX2yE2FPZ7PwyFEXZ1JhIizk3nqnFkguurWpwteTGOLVaigNti+XW8Zu59sLcMq5dnMS7lybxTmJyNfDmwu7Na9MVb5vpXkbnozKE+2V0H5xBZ/ccLK0LUExLSGMFa0Puzn9VUJkRBlhggQltMKATJqMVnS0HcZtwPx4+9HHcs/9DMBlNO11MIiIiakAMwES7SDar4L3JWS3kXnonlfvvNRnXb87udPE2rVLAbGsxI72SRU9X660W2NXgmmuNvRVc1TCrBlc1zBqNWzuh0Nz0Yq4VV1ptwb00iXelJK5dSiL13kzF2650ptH10Sn0PJhCz8EZdPbMoaVNDblpKA0Ucg0woAVmmNEGAzpgNAhoa7kDB/bciwcOfgQfumNwS2dMJiIioubFAEzUgOYWlrVge1kNutdkXLk2VfddlWvVu6cN+62d2Nvbgf3WTpiMBuwVOnCgrwu39XXijn17cKCvC53tFpgqzFK4neZnFnHljRu48uYNXP7pe/jFz27g8hs31g252fYVtB+dgvBhGT13TqNTyIVcmBaxXCLk1uuoZwMMaDWYYVJaVgNuD9rMB2DdM4D79g/hkbs+hvbWPTtdTCIiImpCDMBEdSqTyeKd92dWA66MS9dSWrfl91PzO128TRO6WrHf2ol91k7sWw23+3pzPx+wdmK/tRN9QgdaLPXb1XVxfhm/+Nn7uPLGe7jyxg1cfiMXdt+/OlX2NtnWDNqHpiA8tBpye+fQ2rYAmHMhN5u3WFA9h9w2gxlmtMCgdKxOMrUfQsdhiPsexpG7P4meTs6eTERERPWHAZhoh8kzi7ic12VZ/fkX16eQXtnoyqk7R+hqLQq1+/N+32/tRF9PO1pbGuftZ2kxjatv3cSVN2/gF2+8h8tv3MCVN9/De1fkshNQZVsy2PPJFKy2mxAOTqOzewZG8yKWsLw6w3KOAqAeVzA2G4xoQwsM2TYYDd2wmPaip/0wDlo/hMG7P459PXdxDVoiIiJqOI3zCZSogaVXMrj63rTWbfnS1ZTWfTk1U4/xp1iP2mLb26GF2v0FQbcDfUIH2hoo2K61ks7gncRkrkX3zRvaf68lJpHNlg66iiGL1odnYX30Jqz9Mrp6Z2BuncMylrCSF3Tr8Vk2wYg2QwuMSjsM6Eab+Tb07bkPH7z9UTx818cAmHPrT/5Kfa0/SURERLRRjftJlahOyTOLePVHV3HhZ+/ildgNvPgXJ3H1xgwyZQJUPejubMXhgwLuvr1H636cH24bPdiulclkcf1yEpd/mmvJzbXs3sDVizexks6UvZ3h9kX0PnYDffen0L1vBi3tc8iYFrGs3Bp3vYz6moDKCANaDS0wKW0wogct5gOwdt6DD97xMTxy1yfQ2tJZ9rbpdOPPDk5ERESUb/d8oiXaIYtLK4i/+S5eee0qvv/a23jz0s3cVEWKgpWVFZjNy0AddBU1GQ04dFsP+g8K6L9DwOHV//Yf7EVvd9uu7M6azWZx4+0pXHnjPVx+41bQffut97G8WH6yMKVzBd2fmkTfI5PouX0a7V2zgHkBS3kTUWUALAD5KwztGAMMaF1dNsiIblhMB9DbOYAP3HYUg3d9Eh3tPTtdRCIiIqK6wABMVKNMJoufSO/jldeu4pUfXcX5N9+tq7G61p721WAr4PDqf/sP9uLg/j2wmOt3QqnNUBQFN69N4xdv3tCC7pXV2ZcX58u3YmYNGXQcnYb1ozfRe7eMTmEWppZ5LGG5YDKqeum+nB9yzcZ96O0Qcc+BIXyk/zF0tQs7XTwiIiJqELIsY2JiAna7vex+QRC2t1DbhAGYaB2KouDKu1P4/mtv49UfXcUPXn8HM/M728m1xWLC3bf33Aq4dwg4fLAX/QcFdHe27mjZttr87BKk19+F9OPruPzT93LLDL15A3PTlWOqqX8e1k/dgPW+FLr6ZmBpn8eKYREruNXluR66Lmvr4yp7YDbtQ0/7YQzsG8RH+h+D0LVvp4tHRETUNLxeLwCgr68PgiDAarXC6XTC6/XC5/NBkiT4fD4Eg0GIogiPxwMASCQSSCaTGB4ehtPp3Mm7UFI8Hkc0GoXb7dbuSz5ZlnHs2DGcOXNmV4ZgBmCiEt5PzeHV19/BK6+9jVdffwfXb87uSDkOWDvzuioLOHxHLuTevrerbta83UrJ92Ygvf4uEj96F4nX30XiR9dwTUpWvI2hexk9j9+E9cFJdN8+jbbOOSimRSzhVktwZvXfTjHDDDNaYVS6YDbtxZ62wxD3HsFH+4+hr/u2HSwZERERxeNxjIyMwOfzFbSQSpIEl8uFeDwOn88HURQRCAQgSRJEUcTo6GjBeQYGBiBJUtH2fLIs49SpUwBywVmSJJw4cWLd4On3+7XbAEAgEND2RaNRBAIBOBwOiKKISCSCo0ePamF8ZGREC7cOhwPBYBBWq1W7/cmTJzE2NrYrwy/AAEwEAJhbWMbET67h+z+6ild/dBVv/aJyyNJTW4s5r6tyrruy2n25o605Zt7NZrO4fjm1GnJzQTfx+nWk3pspexvFlEHXx2X0Db2PnkNT6OiZhcGygCUsa+N0gZ3tvmyGCRZ0wAAB7Za7cLjvKD5x7y/jduHuHSwVERERVeJyuRAIBIq6B6utvGpL73o8Hg+8Xm/FAOz1euHxeGCz2bTbuFwuRCKRirfJb7X1eDxwOBzabWRZRjweRzgchiiK8Hq9BS3RkiRp4dZutyMajWr3VZZlRCKRumy51gsDMDWl9EoGr791Q+vW/NrP39vSWZoNAG7b27XaXbk316q72rJ7oK8LRuPum4CqnPTyCn7x5o1c2H3tXUg/fheJ169jYXap/I1aV9Bz7H3sHbyJnjtktLTPIm1cLFhPt8Ktt5wRRrSgFUalGxbTHTjQ/SF8RPwVfPCOR3bl5GJERET5PvofRrGS3cm+VZWZjSb84O/5qzpW7fZcbmys3W6HKIpVnUsNmZXG00qShGg0qgXggYEBrUW4FDXc5p/T4/FgcHBQa4kGgFgsVnULrizL2s+lukTvNgzA1BQURcFbv0ji1R9dxfdfu4pzP3kHC0vlZwHerLtv78FHP3QHsPAunL/+OO45tBdtrc33ctPG677+Li7+6F1IP3oXV968UXmpoa5l9D7xPvoevonuA1OwtM9i2bCkTUqVxc616hpgQAtaYFS6YDLug9B+Lz5052fw6MAxtJh399hrIiKiclayGaQz9RuAaxEOh8uGX5UaktcTi8Vgs9kqBtG1Lb3nzp1b9/oTExOQJEkLzWrozQ+yleR3d47H49p5otEoHA7Hru36rGq+T+TUNN59f0Ybx/vKj65icmphy65l7WnHox++E48+fCcefehO3L5vD9LpNF5++WV84O4+WCy7/6W2kfG6xt4l9P3ydVg/lET3vimYWuewZFgqWGpop/6ctsACk9IOo8GKjpZ+9O/7CD5z36+ht2vvDpWIiIiItpokSRgYGKh4zHoBVZZlBINBTExM4MyZM1VfOxwOQ5ZlhEKhsscIgoBUKlWwLRqNAkBBy/SpU6e0oHvu3LmCVt1AIAC/3w+3242JiQm43W7tuvljiXer3f+pnJrG9NwSfvD6O3j1R7nliS5fk7fsWu2tZgw9eAc+/tAhfOyhO3Hf3dam6eqqjte9+KNrkF6/XtV4XQCw3LEAq+M6rA8ksadvCobWeSznjddNr/7bbmYYYUE7DEoPWswHcVvPQ/jEPb+Gew7cvwOlISIiokY0MTGBYDCo/W632yuO/V0rGAxClmWtNbYW4+PjCAQCWsutKIqw2WxaIE4mk3C5XFqwVrtxq+EXKOz6HI1GIcuydp7dhgGYGtbi8gpe+9l1vPKjq3jltav4SeIGtmoYr9FowEP3HsDHH74TH3voTjx07wG0WHbnmrr5NjReF0BL/wz6HDdgvTeJzt5pGFbX1lXtxHJDRhhWx+nugcm4H0LnAzhyyI6jhz8Bs5lvhURERJQLj+rMyuXkj7VVDQ0NaWFyI9TbBoNB9Pf349KlS1V1RVYn0cq/9trQevz4cXg8noJxw6IoavchHA5jcHAQgiAgHo8jHo9jdHRUC8K7rUs0P/VRw8hmFbx5+aY2cVX8jetYXN66cbz3HOrFxx66Ex9/+BCGPngHujpatuxa9WAj43UBBW0fnEbfYzdgFSfRIcxCscxjOa8tdyfCbitaYFI6AYMVXS0iBg58Ap+575fR3dGzA6UhIiKiRuF0OhEOhyseo66hWwt1kirV2NgY3G43xsfHC5YcstvtkGUZ0WgU4+PjRbfJb1UOh8MYGBgoKks4HC6YxVk9d/64YZUsyzh58qTWOqyWRy3L2nPtBgzAVNcymSz++sLb+LPv/AyvvPY25HVaHjfjgLUTH3soN473ox+6Ewf6OrfsWvUg+d4MfvzKZfzk+1fw41cu49JP3oOiVGpCz6JjUMbeT96AcDiF9u4ZZM0LSOPWlxDbPROzZXWZISgCWsx34o5eGz5936/hrr7D21wSIiKi5mU21nevuFrK5/P5EA6HC5YGyifLcsEkUtWKxWJF2+LxOPx+PzweT8GM0UAutJa6jUod96uGX1mWkUwmYbVa4XK5kEgkiibHKjV7tdfrxYkTJwrKVO0s142qYQKwLMsYHx8HAPT19SGRSMDhcGzqG4l4PI5AIIBkMqk92S6Xa1PdF0gf1ydn8dKZNxCOvoHrN2e35Bqd7RZ89EMH8ejDh/DoQ3ei/6Cwq8fx3nhbxuvfv4zXv38ZP/7+Zbxz8WbZYxVjBt0fn0Tfozch3CWjrWsGK6YFrORNSbXdYbcFFpiVThgMe7Gn/QN4+NBn8QnxM7BYmmOtZCIionpV7RJDjSIUCmFkZAQ+n68gBKuTW9UytrcSm82G0dHRgsB58uRJ2Gy2ihNtqd2UnU4nJEnSWnHVluRAIFBwzmAwCKfTWdSVOb/rs0oQBCSTyV3X7TlfQwRgWZYxODiIUChU0Gzv8XiKZjWrljpIPX+ms2g0CpfLBZ/PV9PaWaSPTCaLv37tbZz6i5/gO7EryOo8oNdsMuLI/bflujU/dCcevGc/zCajrteoF4qi4OpbN7Ww++NXLuP9q1Nljs6i66NJ7D/2LnoOTqGlcxYrxoWCNXa3e9mhVlhgUrpgMOxHT8eDGDr8OXxM/Piu/oKCiIiI6oPNZkMsFoPX60UkEkFfX5+WC/LDryRJCAQCmJiYwMTEBARBKOjOXI2xsTH4/be+QJBlueLM0bIs49ixY5BluWg5JjUTHT9+vOCck5OTRTNLr+36rBoeHtYaBkuNdd4NDErlPo91weFwwGazlQy6vb29CIVC605Hnk+SJITD4ZLf3sTjcQwODsJutxety1XJ9PQ0enp6MDU1he7u7qpvR8B7k3N46ewbCEd+ind1bu29//BePLrarXnwgdvR3rZ9rYXqMkif+9zntryVMpPJ4tKPr+Mnr17RQu/UzbmSx2YNGfQ+/j4OfPo6hDuSUFpmCroxbycDDGiFBUZlDwyG22Dt+jA+cc9v4OFDj+xIeajQdtZhoq3AOkyNrl7r8OLiIi5duoT+/n60tbXtdHFoA9TJs0oFXL/fr21fr7dtNXVhcnISe/furZucVPctwJIkIRqNll2T6vjx40XdE9YTCAS0wd1rqV0OotHorv3Wox5kswr++sLbOHX6J/j2xGXdWntv39uFTzySW5roYx++E9aedl3OW2/Syyu4eOGaFnZ/8uoVzM+U7pSstKxg769cx/6PvYc9+5PIWua0rszbOUGVAQa0oRUGpRsm4+3Y130En/7AF3DfgXu3sRREREREVKkHrV5dvOtV3QdgNfiWC6IDAwPaulnVdjeIRqMIBoOIxWIlz2uz2RCNRptiEPh2u5Gc08b2Xnu/8rqx1ejpasVHP3yn1sp76ED3ruwmu7SQxhs//AV+/Epuwqo3z72NpYXSq+Yau5bR9+vvYr/tPXT1yUib5pBd7c68XYHXCANa0QaD0gOz8SBu6x3CsQeexF3WQ9tUAiIiIiKiYnUfgOPxeMVgqwbUiYmJqluBrVYr4vG4NiMaba1sVsH3X3sbodM/xdlzl5DZRGtvq8UE2wO349GHc8sT3X94L4zG3Rd456YX8dO87sxvXbhWdjkik3UR+z//DvZ9+AbahSksG+ehIPcYb8dEVSYY0Yo2QBFgMd2FO/s+iic++AXs796/DVcnIiIiIqpe3QdgSZIqTjWev65VtSKRSMXuzeq51q6TRbV5PzWHb559E6HIT/HOjc219j44sA/HHR/Er37qPnRs4zje7SK/P4sfv3IZr//1ZfzklSuQfny97JJELXfNYv+vv4O9H7iJ1u4pLBsWty3wmmFEi7bs0GH07/8lOB74dfR29m7xlYmIiIiINq/uA3AymazYDVkNx7W25lY6Zzgchs1mq3jM0tISlpZuxY3p6WkAuckK0unSXVObQTar4Ac/fgfhyBv49sQVZDLZ9W9URnubBZ/7pXvgcjyAB/r3atsb5fFVy1mqvO9fncJPXr2Cn7xyBT959Re4+lb5JYnaHpjCgV99B33iTVg6p7FkuFXvtjLwqmvsKooVbRYRA/s/icc/8Dl0tXYUHdsozwnVplIdJmoErMPU6Oq1DqfTaSiKgmw2i2x245/1qPFls1koioJ0Og2TqfR6y/VWf+s+AG93N2V1yvD8BaFLGR8fx3PPPVe0/fTp0+joKA4Iu93MfAbn3prFD96cQXJmczMK39HXgkcf2IMjA51otczg0hs/xKU3dCroDjh9+jTk64u49ub06r8ZzEyWi64Kuj6awu2fvQ7r3UmY2mewvDpyN4utC7xGGNCGDqSXe5FdOYge5X4cbr0XLcbVt4hlAFeB7139zhaVgOpZLTPiE9Uj1mFqdPVWh81mM2677TbMzs5ieXk7p9SkerO8vIyFhQV873vfw8pK6QwwPz+/zaWqrO4DcLUmJyc3fY54PA6v1wufz7du9+exsTE8/fTT2u/T09M4dOgQnnjiibqY3ns7aK290Tfx7XOXtdZes7n2atXWatZaez8o7tO7qNtKURS8/fP3cf47F3HmWz9E6spK0ZJE6mOkGDLo/szqkkQHkzC03lqSKLP6byvkxu12Atnb0LdnCE88+Nu423rnFl2NGlU6nUYkEoHD4air5TeIqsU6TI2uXuvw4uIi3n77bXR1dXEZpCa3uLiI9vZ2fOpTn6q4DFI9qfsALAhCVa3AfX19m76Wy+WCz+eraurv1tZWtLa2Fm23WCx19Qa1FSbleW1s79vvTd/asYHZlx/o34vjTzyIX/3kvejqaNGxlNsrk8nijR/8Aq+8/AZe/R9v4JqUBACsrKwUfCGgWFZg/ZX3cOBj17HnQApZyywyqzF3K1fitcAEi7IHBsNB3C58HL/x8N/F3u6969+QCM3xvka7G+swNbp6q8OZTAYGgwFGoxFGo3Gni0M7yGg0wmAwVKyj9VR3gQYIwJUmwAJyY4QBVL0EUjkulwsej2fXr3u1Udmsgh+8fhWhyE8R/cElrGxmbG+rGb/6yXtx/IkH8eDAvoZdtmhpIY3Ymbfwyv94Az/8i59herK4e4ehI42+L1zF/sEb2NMnY8V8a0mirRwN0Woww5TthtFwFw7vewy//shvYU9b1xZekYiIiIio/tV9ABZFERMTE2X3q63Dm1mv1+v14ujRowy/JUzK8/jmt99EOPJT/OL69Po3qOD+w3tx/IkP4tc+dV/DtvbK78/i1f/5Jl59+U2c/85FLC8WttsqhgyEX34Pd9rfRqc1hbTp1pJEWzlCpg0tMCk9MBtFfOCOX8bnPvx5tFqKeygQEREREcmyXHEZWVmWN93AWK/qPgDbbDZEo9Gy+9Uli6pdA3itYDCIvr6+kuF3Nz/xlSiKgh+8/g5CkZ8i8qq0qdbetpZbrb0fuqcxW3uvXryJV19+A9//8zfw5rm3i5YnMnSkceC3ruB22zWYu2SkV9t2tzLwdqAVBqUXLeb78Mjdv4HHP/DEhsZeExEREVFpXq8XQG6opSAIsFqtcDqd2pxBkiTB5/MhGAxCFEV4PB4AQCKRQDKZxPDwMJxO507ehZLi8Tii0Sjcbrd2X/LJsoxjx47hzJkzuzIL1f0n5uHhYfj9fsTj8ZITU507d27D4TccDkOW5ZLhV5IkxOPxuqy0WyU5tYBvfTs3tvfKu1ObOtcHDvfhuONB/Nqn7sWezsZqicxms/jZxNXV8bxv4u2fv190jOXuWdz5W5exd+A9ZFqmkUUWCramW7MBBrSjDVD60NHyQTx673E8Kn68Ib9MICIiIqp38XgcIyMj8Pl8BTlDkiS4XC7E43H4fD6IoohAIABJkiCKYlGmGBgYgCRJ6/YylSQJ0WgUoVCo6hm/17uN3+/XwuvavDMyMqKFW4fDgWAwWDDs9OTJkxgbG9uV4RdogABss9lgt9tx8uTJkgE4HA6XfNJlWcb4+DgcDkfJgByPxytWyGg0uuFg3UgURcEPf3INodM/QeRVCemVzbX2fu6X7oHriQfx0L37GyqgLS2kceG7CbzyP97ED//nm0jdmF1zhILOT9zEoV+7gp7bb2LJOA9A2ZLAa1pdkkjJ7kN3x8N47IG/jYfu/PAWXImIiIiI1nK5XAgEAkVZQG3lVVt61+PxeOD1eisG4Hg8jomJCciyrM1ttJ71bqOGX7fbDSCXazweDwKBAIBceFbDrd1uL8g9siwjEons6kbAug/AABAKhTA4OIjh4eGCEKxOWlUqqAaDQfj9fgSDQaRSqYJ96rc3dru9ZAVOJpOIRqNFt9tNUtML+Na3f4bQ6Z/g8iZbe++7ywrXEw/i1z99X0O19k4n5/GDv/gZXn35DcTOvIWlhcI4q5hXsM/5Dg5+/CpahaS2Hq/ea/GatSWJDqBvz1F89kO/DXF/v85XISIiItoaP//+3wGyW7V4ow6MJtz38T+t6lC123O5hjC73V713EP5LbDlWlNtNhtsNhvC4XBV56zmNuPj47h06VJBmR0OhxaA18pfcadUl+jdpiECsCAIiMVi8Hq9EAQBfX19SCQScDgcZb+dsNvtEAQBx48fL9rncDggSRKCwWDZa25mUq16dn1yFv/7//tD/Lfv/XzTrb2/8kv34Ljjg3jovgMN09r77qUkXnn5Dbzy8hv46atXkM0Wjuc19S3ijt++jAMffBdom8LK6hJFeo7ntcCEFnTBgIM4IHwcf+Oh38aBnv06XoGIiIhoG2UzUJStXN9icww1fOQNh8Pr9gJVQ/J6YrEYbDbbtnYlliSpbOBWW3rzuzvnDzONRqNwOBy7tuuzqiECMJALweW+tSjFZrOVbcFNJBJ6FathLC6t4I+/dR5//M3zWFze+Iqz995lxfEnHsTf+PR96G6A1t5sNouLF67h+3/+Bl59+Q1cefNG0TFtD6VwyHkZvXe+j7R5FgoUXdfkbTWYYcl2w2A4hLv2Poa/8dDfQk9nt45XICIiIiI9SJKEgYGBisesF5BlWUYwGMTExATOnDmjZ/HWpU4QvJYgCFpLbyAQgN/vh9vtxsTEBNxuN2RZRigUqilvNaqGCcC0MYqi4OW/uoh/859ewfWba8e1VqfVYsIvf+IeDH/2QTzcAK29y0sr+NFfSnj15Tfx6v98E5PvFi7fpBgysP7qddz5+Nvo6JvEkmExdzudrm+AAR3ogEG5C4bZB/G//Poourv26HR2IiIiIqo3ExMTBb1L7XZ7XS2xarVatfHCajduNfwChV2fo9EoZFmGKIol52BqdAzAu9iP3noP43/8V3jt5+9t6Pb3HOrVWnt7utp0Lp2+ZuQFnIv8HK++/AYmom9hYbZwpK5xzzIO/NYvcPsj12DqTCG92sar13heM4xoUwSYTffjU/d/EY8OfBzpdBovv/wy2lvr+7EjIiIiohxRFNftLarO+pxvaGhIC5P1aO1kWaIoavchHA5jcHAQgiAgHo8jHo9jdHRUC8K7rUs0A/AudH1yFn/4p6/iv3335zXfttViwmc/PoDhzz6IRz5wW1239t54W9bG8/74+5eRWTOmuaV/Bnf+rdxSRSuWGWSRRRbAxkc+F2qFBWZlL7rbP4rP2/4/ONR3p05nJiIiIqKd4HQ6152QSl1DtxaDg4MF3ZPHxsbWbSHeyG3KzWOktuiW2n7y5EmEQiEAuQm0xsbGAORaisPh8K6bEZoBeBfZzDjfgTt7cfyzuZmc67W1V1EUJH70bm593pffgPTj62uPwJ5Pv487P/cLdB94H0vGBQCKrhNYdaAdBuUOHOr7LFxDX0RHa4eOZyciIiJqQEZTTRNNbTujqepDfT4fwuFw2SVRZVkumESqWrFYbFtuI4oiBEEo2Upd6v54vV6cOHFC+z0ej+/ayYBVDMC7wGbG+T7x6AD+7q89hCP312drr6IoeOOHb+M74dfw6v98E+9fLVyySWlZwQHXVdzxsato6UnpvlSREUa0owtG3IMh8bfg+ODn6vJxIiIiItop1S4x1ChCoRBGRkbg8/kKQqM6udVWjO2tdg3gam4zNjZW0EodDodLtljnd31WCYKAZDK567o952MAbnCv/fw9jP/JX+FHNY7z/dDAPox98Zdw5P7bt6hkm/P2z9/Ht0Ov4WzoNbx3pXA2b/P+BRz8O5ex/4F3obRO675UUYvBDEu2F20tj+BXH/oHeOCO+3U6MxERERHVO5vNpi3BGolE0NfXpwXC/PArSRICgQAmJiYwMTEBQRAwNjZWU3hUzxGNRhGPx+H1ejEwMFCxi/V6txkdHYXf79cm5UokEkWzO6/t+qwaHh7WWoFLtSLvBgZFUZT1D6P1TE9Po6enB1NTU+ju3volbq7fnMXX/vRV/Pfv1TbOd39vJ57+7Y/h1z51H4zG+mrJnLw+je+99DrOnnoNF1+7VrCv45EUDj2ZW6poyZRbqkhP7YZWGLIHsL/70zh+9B+gt1PY9DnVSbA+97nPwWKxbL6QRNuMdZgaHeswNbp6rcOLi4u4dOkS+vv70dZWn0PnqDKv1wuPx1My4Pr9fm37euN/q6kLk5OT2Lt377blpPWwBbjBbHScb6vFhN/9zSP44uePoKOtft5A52eX8P3//lOcPXkBr31PQjZ7K9i23T+Fw7+dgHDwPSwa5wEAizpd1wAD2tEBIw7jgTs+j19/eBhmM18ORERERLT7qUselVJPyzdtBX7ibxCKouDP//ItfO0/vYLrk3M13fZzv3QP/slvP4rb99XHWrQr6QxiZ97C2dBr+MH/eBNLC2ltn+XgPA5/8SL6+t/FkmkOChTdQq8ZRrQqAizmD+Kx+0fwEfEjOp2ZiIiIiIgaAQNwA9gN43zVyay+HXoN3/vm65hOzmv7jMIS7h5JYP8D7yBtnkFWx9DbCgtM2X3o6fwYnIP/EHf03qbTmYmIiIiIqNEwANex3TDOV53M6tvh13D98q3JrIwdyzj4xUu4/aF3kGmdQgZZ3WZubkc7DMqdOLzvV+Ac/Ptob+HYFCIiIiIiYgCuS4tLK/jGN+P4k29dqHmc7xc/fwRf/M0jaN/Bcb7J92bw3Zdex9mTFwoms1LMGdzx21dw8GNvA+0prCCjy8zNRhjRpuyByXgPPjbwO3jsfjuXKiIiIiIioiIMwHWkkcf5qpNZffvUa7jw3YQ2mZWCDPY7r+HQY5dh3pPEMlZQfaQvrwVmmBUrOlqP4G888r/gvgP36HBWIiIiIiLazRiA60QjjvNdSWcQP3sRZ0Ov4dWX3yiYzKr3ieu461cltPXexBLSyGLz6/S2wgKTcjsO9BzD8Ee+hJ72nZ9GnYiIiIiIGgcD8A5rtHG+iqLgzXO5yay++83XMT15azKrPR+dxGFXAp37b2BxdUTvZsf1tsAMU/YADghP4O8++o84npeIiIiIiDaMAXiHNNo436tvvY9vh36Es6ELBZNZdTw4hbv/9kUIB9/DgmEBwObX6jXDhBalDz2dn8Rvf/Qr6O0SNnlGIiIiIiIiBuBt10jjfJPvzeB733wdZ0++hrcuvKNtbz00i8O/m0Bv/3UsGXNr9S5s8lomGNGiCOho/Qj+1kefwUHhjk2ekYiIiIiISpFlGRMTE7Db7WX3C4KwvYXaJgzA26gRxvkuzC3j+//9pzh78kLBZFamvkUcfiqBfR+4hiXzDBQd1uo1wIA2pRst5ofxBdszuO82TmRFRERERPXB6/UCAPr6+iAIAqxWK5xOJ7xeL3w+HyRJgs/nQzAYhCiK8Hg8AIBEIoFkMonh4WE4nc6dvAslxeNxRKNRuN1u7b7kk2UZx44dw5kzZ3ZlCGYA3gbvvj+DP/zTV/Hf//Ktmm63XeN8V9IZnP/2RZw5VTiZlalrGXd/UcJtH34HKy3TyCCrT+hFJ0yG+/HZD/8ehu4e2vwdICIiIiLSSTwex8jICHw+X0ELqSRJcLlciMfj8Pl8EEURgUAAkiRBFEWMjo4WnGdgYACSJBVtzyfLMk6dOgUgF5wlScKJEyfWDZ6SJCEajSIUCiESiRTt9/v92jlkWS4ow8jIiBZuHQ4HgsEgrFartv/kyZMYGxvbleEXYADeUvU8zldRFLw5cRXfPnWhcDIrSwYHv3gZBz/6NrJtMlaQ2fREVgDQjnYYcA8+fq8Hx+4/psMZiYiIiIj053K5EAgEiroHq628akvvejweD7xeb8UA7PV64fF4YLPZtNu4XK6SoVYVj8cxMTEBWZaRTCaL9qvh1+12AwCi0Sg8Hg8CgQCAXHhWw63dbkc0GtXuqyzLiEQiddlyrRcG4C2QzSr48796C39Yh+N8p5PzePn//CFO/99xvHtp9QVjyOC2v/kO7vzUFRi7cmv1bnbJIgBoQysM2bvx4bv+Dn7zEScMhu2brZqIiIiItse/OP1JZLLp9Q/cISajBf/sib+s6li123O5sbF2ux2iKFZ1rvwW2P9/e3cf3Mh933f8Q/J4vDvJd3ukLJ+aStYtbGesRra64ElKbbn1aOFxlcSpU+CuaeMktksg006rRE2BMtPEtdsZDpDxdDKdRlmwdpLpTFMKqOU2rv4wcEndqZWxD4Af0vpJxl4cxYklm+CebJ90Oh23f5wXJgiABEA8Eu/XzI11u9gffqS/PPLD31O70dRgJDcIwKFQqD4i3I5lWbIsS/l8vuX9tbU1Xb58uaHPkUikHoB38zyv/t+tpkQfNgTgPvvTZ57Tf3jik/riM8939dyg1/n+xTPf1scf/xMV/+vnfjDFeVu3PfKc7nznZR01bp7V2/kYdXsLmtfM9o8odOZn9A/C79WRI5QYAADAYXZj+7pu+OMbgLXd+Uvz+Xzb8BsIQvJ+yuWyLMvacyrx7pHeS5cu7fv+e3Fdt23gDkZ6d053rlQq9fBdLBYViUQO7dTnAOmkz973b/6H5uaPd/z6Qa7z9X1fn/+Uqycff1qXPvlVSdKx135P9/7Tr+jWM9/Si7omXwc/q3f+B2f13nH6nXrPA/9MxxcWDtx3AAAAYNhc11UoFNrzNfsFVM/zlM1mVSqVdPHixY7fO5/Py/M85XK5jp/ZzXXdltcNw6iP9DqOo0wmo3g8rlKppHg8Xn/fdqPEhwkBeEQGuc735Wuv6FP/7Yt68ref1uX/9y1J0tJP/JVC7/qabhyv6Ya2D3xs0RHN6cj2bTp969/Wex78FZ2+xThwvwEAAIBJVCqVlM1m63+3bXvPtb+7ZbNZeZ5XH43tt8XFxfp64WAadxB+pcapz8ViUZ7nyTTNgfVnlAjAI/ATb329HnvPg31f5+t95/t66qOf1Sc+8hltPf89aeEVnf0Xz+jMvd/Qi7PfP/C63jnN6uj2aZ04/oD+0QNJ3XHqNX3pNwAAADAOTNNUtVrd8zXBrs87LS8v18NkL4Jns9mszp49q8uXL/d1KvLuzbJM06x/DPl8XuFwWIZhqFKpqFKpKJlM1oPwYZsSPTvqDkyTe193u/7L2s/oNx+L9DX8fuMrz+u3fvnj+oV7f1P/ee2iXjz1l3rThz+r+9ef0qk3f0kvzna3EddOM5rRcd/QqSN/R7/4wB/qN376/+hX3/Fhwi8AAAAOnWg0qmKxuOdr9rvfSjgc1unTp+t/MpmMPM9TKpVq2ITKtm15nqdisdjymf2026ArGNFtdX1jY6MewNfW1upTvIMdog8bRoCH4DWLt+hX3vOgfvKh/q3z9X1fn/tfVX3sP35a5Ys3zxe+7d3flPl3v6ZXjm1pW37PI74zmtEx/1bNzd6jd977qMKv/Zt96TMAAAAOn7nZ+a42mhq2udnOlxum02nl8/mGo4F28jyvYROpTpXL5aZrlUpFmUxGiUSiYcdo6eaa3VbP7Mc0TRmG0XKUutXHk0qltL6+3tCnTne5nlQE4AEaxDrfay9d1x/nvqD//vif6M++/JxmT1yXmfqaXnPPn+vFmasHmuZ8TCc0o9fpoTf8kt7+o2/vS38BAABwuHV6xNCkyOVyWllZUTqdbgiNweZW3azt3YtlWUomkw2Bc2NjQ5ZldbQTdKszgCVpdXVVxWKxPqqbz+dbTs/eOfU5YBiGarXaoZv2vBMBeED6vc7X+/b39ImP3Fzfe+U739fxe67oTf/+yzq29Jxe1is9b2q1oAXNbN+t++7+Bb3rTX+Ps3oBAAAw1SzLUrlcViqVUqFQ0NLSUj0Q7gy/ruvKcRyVSiWVSiUZhqHV1dWuwuPq6mrD1GbP8/bdOTp432KxqEqlolQqpVAoVA+5yWRSmUymvilXtVpt2t05mPq8e8fpCxcu1EeBW40iHwYzvu/7o+7EYfDCCy/o1KlTevc//339xj95h+770TN9affPvvScPv47T+uPnviCrl97Wbdf+AvdbX9d1xc8+ert/7oZzWhh+7Refeqn9I/f8piOzh/tS1/R6Pr163rqqaf0yCOPaH6+vzt9A8NADWPSUcOYdONawy+99JIuX76ss2fP6tixY6PuDnqQSqWUSCRaBtxMJlO/Ho1G92ynk1rY3NzUbbfdpitXrujkyZMH7/wBMQLcZx/94E/LME4dqA3f91W++Iye/O2nVfnjr2v25Ms6+6tf1avf8Kxemnmx52nO8zqi2e279NY3/LLsN0YO1EcAAAAAkyk48qiVfk3xHlcE4D47yCZX1168rj964vN68vGn9exXv60T93l68299SUdPP6/ruqGXemz3mE5oftbSL77l3+qvGf0ZmQYAAACASUMAHgO1576r//mRz+oTH/2Mrmx+V2fe86zu/5dVXT96Rb58Xe+hzVnNaGF7SWcW3633/61HNTc31/d+AwAAAMAkIQCPkPt/v6UnH/+0PpX/om6cuKrQo1/WG81v6trMSz1Pcz6qI5rdvlsP35PSW1//1r72FwAAAAAmGQF4yLa3t1UqPKMnH39an/9UVceXN/U3PvwVHTn1bb2iG7rWY7vHdYsWjtyv973lQ3r1ydv62mcAAAAAOAwIwENy7cXrKv7B5/Tx33laf/7153THe7+hB36+qpfnvytfvl7poc1ZzWph+zbd9eoL+vkHf0mzs7N97zcAAAAAHBYE4AHb/KsX9If/6TN66nc/q6uzWwo9+mX9+N3f1DVd63m0d0HzmvNDitz7r/Tg2Qf62l8AAAAAOKwIwAPy9S/8pZ58/Gn974/9qRbuf05v+Hdf1uyrvqMb2u45+J7QrTo+/+N6/0Mf0ulbjH52FwAAAAAOPQJwn10qfE2f/L0v6POf/rr+evyyLMfVy0e+K1/SjR7am9Osjm7frted+Tn97P3v08xM78csAQAAAMA0IwD3WebXfldvfPSyHox/Uy/r5Z53c17QUR3R6/WT9/1r3Xfnff3sIgAAAABMJQJwn937oYuaPzHTc/A9oVfploW3aeVtH9Crjr2qr30DAAAA0JlUKiVJWlpakiQZhqF4PK5UKqV0Oi1Jcl1X6XRa2WxWpmkqkUhIkqrVqmq1mi5cuKBoNFp/bTgclm3bMk1TkpTP52UYhi5cuKDNzU0Vi0VJUrlcHurHOk0IwH22rW1Jc109M6dZLfhndM+PvFd/P/xzg+kYAAAAgH1VKhWtrKxofX1dlmXVr7uuq1gsJtd169dM05TjOHJdV6ZpKplMNrQVCoXkuq6SyaQ8z9Pq6mrDa/L5vGzbbrgWiUQG+NGBc3NG6JiO6la9Wf9wOadff9dFwi8AAAAwYg8//LDS6XRD+JXUMMLbqUQiUR9JrtVqisfjDfcNw2h6JhaLdddhdIUR4CGb0YxO6KROHn+73v/Qr+uWhROj7hIAAADQs/DPZvXKje1Rd6OtI3OzKv9BfP8X6mZgNU1Ttm23vG/bthYXFzt+7yDgep4nz/NaBt7dTNPs+LXoHgF4SI5oTkf9O/Tm1yb0rjdHR90dAAAAoC9eubGt66+MbwDuRrFYrK/ZbScY0e1EuVyWZVkyDGPfdgPtwjf6gwA8YMe1oPmZH9P5+z+o0O2hUXcHAAAAQBuu69Y3vWqnk4DqeZ6y2axKpZIuXrzYr+6hDwjAAzCjGZ3wT2nx1nfo/Q/9mhbmF0bdJQAAAAADVCqVlM1m63/fvbkVxgMBuM9O+HfpbWcf1Tt+7KdG3RUAAAAAXbAsS9Vqtel6sVhUoVBQPp+vb2YVHIUUWF5ebtrkCuOHANxnyUc+ppMnT466GwAAAAC6ZNu28vl8y+vB1Od8Pt8UfjE5OAYJAAAAQM+OzM1q/sj4/jky13nkCYJtqxAsid2ZDwFGgAEAAAD0rNMjhiZFoVBQLBaTYRgNG155nifXdfv6XsHxSBgeAjAAAAAA/IBpmiqXy0qlUioUClpaWpJhGPI8T4VCQZVKpf5a13XlOI5KpZJKpZIMw9Dq6uq+o8SZTEbValWu66pYLCqVSuncuXMdH5WE3hGAAQAAAGCXdut8Lcuq/7dpmkqn012vCQ52h3Ycp/cOoiesAQYAAAAATAUCMAAAAABgKhCAAQAAAABTgQAMAAAAAJgKBGAAAAAAwFQgAAMAAAAApgIBGAAAAEDXfN8fdRcwYpNYAwRgAAAAAB2bn5+XJF29enXEPcGoBTUQ1MQkODLqDgAAAACYHHNzczIMQ88//7wk6cSJE5qZmRlxrzBMvu/r6tWrev7552UYhubm5kbdpY5NTAD2PE9ra2uSpKWlJVWrVUUiEUWj0bFqEwAAADjszpw5I0n1EIzpZBhGvRYmxUQEYM/zFA6HlcvlZFlW/XoikdClS5eUTqfHok0AAABgGszMzOiOO+7Q7bffruvXr4+6OxiB+fn5iRr5DUxEAI7FYopGow1BVZIcx9Hp06cViURk2/bI2wQAAACmydzc3ESGIEyvsd8Ey3VdFYtFJRKJlvfPnz/f9WjtINoEAAAAAIy3sQ/AjuNIkkzTbHk/FAqpWCzK87yRtgkAAAAAGG9jH4ArlYoMw2h7PwixpVJppG0CAAAAAMbb2Adg13W1uLjY9n4QZF3XHWmbAAAAAIDxNvabYNVqtbZTlSXVg2w305X70ea1a9d07dq1+t+vXLlSb5ud8CBJ169f19WrV7W5uTlRh4MDAWoYk44axqSjhnEY1Go1STfPDh4HYx+AB7EOtx9trq2t6YMf/GDT9bNnzx64bQAAAAA4TDY3N3Xq1KlRd2P8A3CnNjc3h9rm6uqqHnvssfrft7e3VavVtLS0pJmZmb73BZPnhRde0J133qlnn31WJ0+eHHV3gK5Rw5h01DAmHTWMw+DKlSu666679lyCOkxjH4ANw+hoxHZpaWmobS4sLGhhYaGpXWC3kydP8k0LE40axqSjhjHpqGEcBrOz47H91Hj0Yg/7/aYgmFPeTfgcRJsAAAAAgPE29gHYNM16IG0lGMnda1OrYbQJAAAAABhvYx+ALcvac7pycFSRbdsjbRPYbWFhQR/4wAeapsoDk4IaxqSjhjHpqGEcBuNWxzP+uOxH3UalUlE4HFa5XJZlWU33Y7GYPM9ToVAYaZsAAAAAgPE2ESPAtm1rY2Oj5f18Pq9UKtV03fM8pVIpFYvFvrUJAAAAAJhcYz8CLN0Ms+FwWLlcrmHENpFIyDAMpdPppmcymYxSqZQMw9DW1lZf2gQAAAAATK6xPwZJurkbc7lcrgfapaUlVatVRSIRRaPRls/Yti3DMHT+/Pm+tQkAAAAAmFwTMQIMAAAAAMBBTcQIMDAKlUpFjuOoVqupUqnINE3FYjHF4/G2z3iep7W1NUnqeFZBL88AB5FIJJRKpdoe9UYdY9xks1nlcjkZhiHp5jGF7ZYqUb8YN8G+NJLqx3CeO3dOyWRyz2eoY4xCIpFQLBbb9zScYdXoQOraB9DEcRzfcZyGa4VCwTcMwzdN09/a2mp6ZmtryzdN0y+Xyw3X4/G4n0wmW75PL88AB1Eul31JTTUXoI4xTra2tnzLsvx4PN5wvVqttqwt6hfjplwu+/F4vOnnhlwu51uW1fIZ6hjDVq1WfcdxfMuyfEl+oVDY8/XDqtFB1TUBGNilWq366XS65b0gPNi23XTPtu22X4yGYbT8x6SXZ4CDsG17zwBMHWOcWJbVsrZs2/YNw2h5nfrFOGn180LAcZymX+4Ez1DHGBbHcfxoNOo7juMXCoWOAvCwanRQdU0ABnZJJpMtR3gDQYCoVqv1a9VqtenaTvF4vOmbYC/PAAcRzGxoF4CpY4yTdDrdMuT6vu9Ho9G+1CL1i0EKRn/bCUa3dqKOMUrBQM9ewXJYNTrIuh77c4CBYSsWizp79qxc1215Pzg2q1Kp1K85jiNJbddUhkIhFYtFeZ53oGeAXgX13K7eJOoY42Vtba3tngu5XE6FQqHhGvWLceO6rorFYtv7tVqtvq49QB1j3A2rRgdZ1wRgYJfFxUV5ntfVF1SlUmn6JrZT8MVbKpUO9AzQK8dx9tzATaKOMT7y+bw8z9OFCxc6fob6xbixbVuu6yoWi7W87zhOU41Txxh3w6rRQdY1ARjYpVAoqFqt1kd6dwtG0nbed11Xi4uLbdsMvoB3jir38gzQi3w+r0Qise/rqGOMi42NDUmNM26y2WzDzJvdqF+MG8MwlE6nlc/n66NVgWKxKNd1m3aCpo4x7oZVo4OsawIw0MJe00Tz+bwsy2p4TatpTDsFX8A7R5V7eQbolud5cl13z5oOUMcYFzuDbiaTUa1Wq89giEQiLaeVUr8YR8lkUul0Wq7rKhKJ1I+hc11XuVyu6fXUMcbdsGp0kHXNOcBAFzKZjCRpfX294XovX3x8I8IwrK2ttT0vdTfqGOMi+MEnm802jJBZlqVcLqezZ88ql8s1nFNJ/WJcJZNJGYahRCKhbDYrwzBahl+JOsb4G1aNDrKuGQEGOlSpVJRKpZROp9tOj97P5ubmUJ4BpJtT7CKRSN/bpY4xaME+DK2mvxmGIdu2O5rW3wr1i2FLpVKSJN/3lUwm5XlefTS4V9Qxxt2warSXZwjAQIdisZjS6XTTeh3p5g9knfymamlp6UDPAN0oFAoNI2T7oY4xLoJpb+3qNxKJyHXdhqnS1C/GUSQSUSQSqU/hT6fTKpfLMk1T2Wy2aYMs6hjjblg1Osi6JgADHYjFYkokEi3Dr6Q9F+lLN6fzST/8oa7XZ4BOZTIZra6udvUMdYxxEdRVu7oJ7u/c/ZP6xbjJZDKyLKvpFzmWZalarSoejyufzzesaaeOMe6GVaODrGsCMLCPVCqlc+fOtQ2/0s1Ns4IvxFaC32Dt3Iiol2eATriuK8Mwuv6mQB1jXHS6zGTn6AD1i3HjOM6ev4h0HEeWZTWcaU0dY9wNq0YHWdcEYGAP2WxWS0tLLcPvzh+8LMvac5pGsEX7zt8C9/IM0IlKpaJcLleferfzT7DmbGVlpX4tQB1jXJw7d05S+01Qgh+KdgZl6hfjJvhl5F4SiQQ/T2CiDKtGB1nXBGCgjXw+L8/zWoZf13UbpiwFB9m3O6Py0qVLTV+gvTwDdCIajapQKLT8E+wIvb6+Xr8WoI4xLqLRqCS1PO5IkqrVqiRpeXm5fo36xbgxTXPfM0qr1arC4XD979Qxxt2wanSgde0DaFIul/10Ot32vuM4frVabbhm27afTCZbvl6SXygUmq738gxwELlczpfkl8vllvepY4yLaDTqR6PRlvdM02xZc9QvxkkymWxbw77v+1tbW75t2/7W1lbDdeoYo1Iulzuql2HV6KDqmgAM7FKtVn3TNP14PN7yTzQa9Q3DaHpua2vLN02zKVjE4/G2X7y9PAMchOM4e37ToI4xLoK6chyn4Xo0GvVt297zGeoX4yIajfrxeLwp5JbLZd+27Za/jKSOMSrBL8lzudyerxtWjQ6qrmd83/d7GzsGDqdQKLTvlCXTNOtT8HbyPE+pVEqGYWhpaUnValWRSKQ+na+VXp4BupVIJFQqleS6rjzPk2EYMk1Ttm3Xp0UHqGOMi6CugjW/nucpFovVj5TZ6xnqF+OiWCzKcZyGa6ZpNv3buxN1jGHJ5/NyHEeu6zb8/GuapkzTbPtv7rBqdBB1TQAGAAAAAEwFNsECAAAAAEwFAjAAAAAAYCoQgAEAAAAAU4EADAAAAACYCgRgAAAAAMBUIAADAAAAAKYCARgAAAAAMBUIwAAAAACAqUAABgAAAABMBQIwAAAAAGAqEIABAEDfeJ4n13X73m6lUul7mwCA6UMABgAAfeG6rtbW1mSaZt/bNk1TqVSq7+0CAKbLjO/7/qg7AQDAIEUiEZVKJUnS4uKiDMPQ4uKiarVafbRycXFRpmmqVqvJ8zzVarX685cvX5ZhGB2/n+d5isVicl1Xrutqa2urq+cnVSQSUaFQaLrWr899pVKR4zhyHGc4HxAA4NA5MuoOAAAwaK7ryrZtra+vNwXRcDisSqWicrncNHKZzWaVSCRUq9W6CrCGYchxHKX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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"mean\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Retrieval Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Retrieval Detection Score of Human Text\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
075ez7q3ys500.056824core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
175ez7q3ys1000.104464core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
275ez7q3ys1500.146198core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
375ez7q3ys2000.182940core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
475ez7q3ys2500.216587core_simple_1_200_1000_gen_cp_attack_1-10%_pre...
..................
11515plaqii3p8000.529383core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11615plaqii3p8500.529549core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11715plaqii3p9000.529740core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11815plaqii3p9500.529876core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
11915plaqii3p10000.529974core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e...
\n", + "

120 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 7 5ez7q3ys 50 0.056824 \n", + "1 7 5ez7q3ys 100 0.104464 \n", + "2 7 5ez7q3ys 150 0.146198 \n", + "3 7 5ez7q3ys 200 0.182940 \n", + "4 7 5ez7q3ys 250 0.216587 \n", + ".. ... ... ... ... \n", + "115 15 plaqii3p 800 0.529383 \n", + "116 15 plaqii3p 850 0.529549 \n", + "117 15 plaqii3p 900 0.529740 \n", + "118 15 plaqii3p 950 0.529876 \n", + "119 15 plaqii3p 1000 0.529974 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "1 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "2 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "3 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + "4 core_simple_1_200_1000_gen_cp_attack_1-10%_pre... \n", + ".. ... \n", + "115 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "116 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "117 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "118 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "119 core_simple_1_200_1000_no_wm_gpt_p4_prefixes_e... \n", + "\n", + "[120 rows x 5 columns]" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_retrieval_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('5ez7q3ys', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp'), ('cdemf9mi', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp'), ('hfp5ofno', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp'), ('mgbk5ci5', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp'), ('n9jnymb9', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp'), ('plaqii3p', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"mean\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Retrieval Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Retrieval Detection Score of Attacked Text\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
015ab7zh7ta500.808905core_simple_1_200_1000_no_wm_dipper_high_eval_...
115ab7zh7ta1001.066200core_simple_1_200_1000_no_wm_dipper_high_eval_...
215ab7zh7ta2001.431048core_simple_1_200_1000_no_wm_dipper_high_eval_...
315ab7zh7ta8003.144001core_simple_1_200_1000_no_wm_dipper_high_eval_...
414dtrrqo1e500.805541core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
514dtrrqo1e1001.072253core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
614dtrrqo1e2001.444406core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
714dtrrqo1e10003.148789core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
813miei424r500.810479core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
913miei424r1001.060504core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1013miei424r2001.437336core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1113miei424r10003.144430core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
120yeewsgls500.809836core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
130yeewsgls1001.064740core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
140yeewsgls2001.410445core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
150yeewsgls3003.130786core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 15 ab7zh7ta 50 0.808905 \n", + "1 15 ab7zh7ta 100 1.066200 \n", + "2 15 ab7zh7ta 200 1.431048 \n", + "3 15 ab7zh7ta 800 3.144001 \n", + "4 14 dtrrqo1e 50 0.805541 \n", + "5 14 dtrrqo1e 100 1.072253 \n", + "6 14 dtrrqo1e 200 1.444406 \n", + "7 14 dtrrqo1e 1000 3.148789 \n", + "8 13 miei424r 50 0.810479 \n", + "9 13 miei424r 100 1.060504 \n", + "10 13 miei424r 200 1.437336 \n", + "11 13 miei424r 1000 3.144430 \n", + "12 0 yeewsgls 50 0.809836 \n", + "13 0 yeewsgls 100 1.064740 \n", + "14 0 yeewsgls 200 1.410445 \n", + "15 0 yeewsgls 300 3.130786 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "5 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "6 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "7 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "8 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "9 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "10 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "11 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "12 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "13 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "14 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "15 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"mean\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"DetectGPT Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,4),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"DetectGPT Score of Human Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexididx_Tmeanname
015ab7zh7ta500.865802core_simple_1_200_1000_no_wm_dipper_high_eval_...
115ab7zh7ta1001.050293core_simple_1_200_1000_no_wm_dipper_high_eval_...
215ab7zh7ta2001.362028core_simple_1_200_1000_no_wm_dipper_high_eval_...
315ab7zh7ta8002.352753core_simple_1_200_1000_no_wm_dipper_high_eval_...
414dtrrqo1e500.813760core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
514dtrrqo1e1001.138531core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
614dtrrqo1e2001.513916core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
714dtrrqo1e10003.131219core_simple_1_200_1000_gen_cp_attack_3-25%_eva...
813miei424r500.815771core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
913miei424r1001.217385core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1013miei424r2001.711331core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
1113miei424r10003.459239core_simple_1_200_1000_gen_cp_attack_1-25%_eva...
120yeewsgls500.966074core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
130yeewsgls1001.248599core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
140yeewsgls2001.668495core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
150yeewsgls3002.182142core_simple_1_200_1000_no_wm_gpt_p4_eval_supp
\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T mean \\\n", + "0 15 ab7zh7ta 50 0.865802 \n", + "1 15 ab7zh7ta 100 1.050293 \n", + "2 15 ab7zh7ta 200 1.362028 \n", + "3 15 ab7zh7ta 800 2.352753 \n", + "4 14 dtrrqo1e 50 0.813760 \n", + "5 14 dtrrqo1e 100 1.138531 \n", + "6 14 dtrrqo1e 200 1.513916 \n", + "7 14 dtrrqo1e 1000 3.131219 \n", + "8 13 miei424r 50 0.815771 \n", + "9 13 miei424r 100 1.217385 \n", + "10 13 miei424r 200 1.711331 \n", + "11 13 miei424r 1000 3.459239 \n", + "12 0 yeewsgls 50 0.966074 \n", + "13 0 yeewsgls 100 1.248599 \n", + "14 0 yeewsgls 200 1.668495 \n", + "15 0 yeewsgls 300 2.182142 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "5 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "6 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "7 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "8 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "9 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "10 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "11 core_simple_1_200_1000_gen_cp_attack_1-25%_eva... \n", + "12 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "13 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "14 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp \n", + "15 core_simple_1_200_1000_no_wm_gpt_p4_eval_supp " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_detectgpt_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp'), ('dtrrqo1e', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp'), ('miei424r', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp'), ('yeewsgls', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexavgididx_Tname
0130.017216sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.001781sebf8zdh1core_simple_1_200_1000_dipper_high_eval
213-0.020606sebf8zdh2core_simple_1_200_1000_dipper_high_eval
313-0.000840sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.033988sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
6001140.240709321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6002140.240324321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6003140.242315321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6004140.311337321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6005140.602194321cm0qh1000core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

6006 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 0.017216 sebf8zdh 0 \n", + "1 13 0.001781 sebf8zdh 1 \n", + "2 13 -0.020606 sebf8zdh 2 \n", + "3 13 -0.000840 sebf8zdh 3 \n", + "4 13 0.033988 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "6001 14 0.240709 321cm0qh 996 \n", + "6002 14 0.240324 321cm0qh 997 \n", + "6003 14 0.242315 321cm0qh 998 \n", + "6004 14 0.311337 321cm0qh 999 \n", + "6005 14 0.602194 321cm0qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "6001 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6002 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6003 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6004 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6005 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[6006 rows x 5 columns]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_z_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "df = df[df[\"name\"] != \"core_simple_1_200_1000_gen_eval\"]\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,15),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Z-Score of Human Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
013-0.013017sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.118169sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.234424sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3130.325232sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4130.416801sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
6155142.391800321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6156142.381190321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6157142.408835321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6158142.350119321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6159141.405119321cm0qh1000core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

6160 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 -0.013017 sebf8zdh 0 \n", + "1 13 0.118169 sebf8zdh 1 \n", + "2 13 0.234424 sebf8zdh 2 \n", + "3 13 0.325232 sebf8zdh 3 \n", + "4 13 0.416801 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "6155 14 2.391800 321cm0qh 996 \n", + "6156 14 2.381190 321cm0qh 997 \n", + "6157 14 2.408835 321cm0qh 998 \n", + "6158 14 2.350119 321cm0qh 999 \n", + "6159 14 1.405119 321cm0qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "6155 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6156 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6157 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6158 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6159 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[6160 rows x 5 columns]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_z_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + 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juHz5MgYGBnDlypXobyOWdOpSZJtiasGMyMZvR6vVYmRkBF1dXRgaGsLU1FROypqMdOtZb28vjEYjBgYGotP6XLlyBcDOw86DWtYKTTotKZn+1rIhm+fbXLcmFfK1IRPZfF+Hcf6NVaZU5er3H+nNYbFYMsrcHgn8Mp0ebXe264hU33u2rhnJ6uvri2b+3j1bicViiRkAH7VreKlgQE0ZiUyTlWg6g4ipqanoyTSS0j+e3SfdSMtkshfxnp4eDA8PZ3ThT/cpfDpd8HYfK9vdTA/zfaTDYrEkFSD39PRgfHwco6OjeQuogZ2HO5FpdwYGBvbcWOWqB8bY2Fi0u9jY2BgGBgbiTgGSy7pUiLL5fjs7O6PTtB1005xr6dYzs9mMiYkJOJ1OjI+P49q1a9Hfzfj4OCYmJoqqlbrYFPr5drdiKmsqsv2+iun8m6vf/+6AMJ2hV5HyRPaVC8m+93x8R729vRgYGMDg4OCegDpWA0G+6xClj12+KW2RoNhoNCZ187m7hbq3txf9/f1x/zx7sUqlq1HkGLsvHKl2l959EkvmAh25GKdzscrlCfMw30eqxsfHDxwrFnHp0iUAO3UonaA18oAlk/X7+vrQ09ODvr4+jI2NJf2kPd2u+hG7L7iR+Skjc8A+K926tHuO0GKSzd/Oe++9h4mJCXR3d+/rMpiqVOvbbunUM6fTidHR0ei/I63cg4ODmJiYwNjYGJxOZ85uZgtFpr+1WFL5Lgv5fPusYiprKrL9vg7j/JupXP/+e3t7oX06T/Lu4yQrMgTPZDJl3EL97PeV6nvP13fU29sLq9W677rybHmO2jW8lDCgprREWnEA7JmEPpFMblBTeSoaCb53B+WRwC2VrpyRbpcHBfNOpzP6YCHdm41kj5XLfWfjfaRiZGTkwAQaEVqtNnohzkdysvHxcQwPD0eT4MXy7IXMYrHAarWmVfciYl1sh4aG9iQCfFY6dSlSxnyOUU9XNn47fX190V42IyMjMBqNCZPc5Eq69ezmzZsJfxdmsxmDg4MZnYOTcVBX1Vx/npn81rKlUM+3sRRTWVORrfd1WOffTNnt9pz//iP3efHedzxOpzOaB+WgYYHJiHQ7jyQrTee95+M7igT0kbIODw/HfcBx1K7hpYIBNaUl8oS2t7c3qW7Vo6OjcDqdaT99s1gs+xKNxRMrUIt0s4kkK4ln95PMg7IzRkT2meqFZrdkj+V0OlM+zmG+j1RYrdaUbs4i38tB3yGw/8bd6XQmvNk/aP3IzUTkIh7LsxeyyFjXdOpeIr29vTCbzbhy5UrMlrh06lKkjJGkTvEc5g1IsjL97QwPD6Onp2dPXYy0aly8eDGpMqRa3+JJt565XK4Db5aTzUORS7kO6LPxW8v0uyzU820sxVTWVOTyfeXi/JsNuf79m81m9Pf3J3yYEMt7770Hp9MZnU3hIAc9dPv444/35JkAUn/v+fiOjEYjzGZz9F54bGws7udx1K7hJSPf83ZR8RkZGREACFqtNqm5J6empqJzf6YjMse12WxOOGG9IHw/N1+sckXKnWiOx/7+/j3zGfb39x84x6HRaIw7H2gqc5tGjpVovsJny5esTN9HMvPLpmJoaCjh9xAPEsxjKQjf15VnP8N48zkmu35krtV4c0+OjIxE58uOGBoain7e6dS9RHVn93y7sb6TdOpSMvOcR+rBYc1Dney8qen+dkZGRuLWjch3lmgu0FTr20HSrWefffbZgfVrZGQko+8tmXNApA7F+x4ic2wnMw91unNZp/NbE4TUv8tE5TyM822izyAVhXZtSCSV80Iur925OP8KQvrfe2Ru4Vz+/iMiv5Nk5mGOnM9izfP9LLPZLGi12oTvIXLs3deodN97ut9RqvPV7xaZi9tsNh/4mRT7NfwoYkBNKXE4HNHg+KDgdmJiInpSiATg6RgcHIz++Ht7ewWTySSMjIzsuehMTU0J/f39gtFoTHgCGhkZiXvSHhwcjHmSGxoairlfh8MhmM3mhDfPRqPxwIv6s8fSarUxT4j9/f0JT5TJ7Dvd9xG5ic/k+BGRi0q8m5FEInUv3o1kpH7uvkmamJiIe/FPdv3IQyGtVrvvuxwbG4vWnd03D89+nqnWvUjdifcZRb4Tk8kUc5106tLIyIhgNBr3LXM4HEJvb2/0u9NqtcLExERObqIjx0j2pi0ilfcbOV8cdIxIfYv320i1vh0k3XoWuans7e2NeV6emJiIW0+Slcw5IPJ5xLpZi9z8RT7TsbGxmOWJHCfeeTzyXhNdT9I5z6f6XR5UzmycbzP5DFJRKNeGRNI5L2Tj2n2Y5990v/fD+P3vNjY2JhiNRqG7uzvmvU3keCaTKemHopEGk5GRkZjfb7zvMpP3ns53lOo93bMi5/dkFOs1/KgSCYIgHNyOTbRj97iPeN2H4nXZMRqNaY1tGx4ehtls3jM9QGRMTCRBhV6vjyaiOEikm8z169dhNBqj3fkiWXVjiRzTbrdDr9dH56O8fPlyzG47Op1u3+cQGQd80JjzSJeqyNiuiETlS1aq76OjoyNmt7bdc34ny2Kx4OLFi/s+l1SmzXqWVqvF1atX92xvtVqjddRoNKK9vf3AaU6SWT8yFmx8fBydnZ3R+n/hwoVo97Ph4WEMDQ3BaDTGnHIjmboXr+7sztDa19e3bwiE2WzeMzdn5L2lWpd2d+kzGo0wGAyw2WzRbmg6nQ5arRZ6vR5Go3HfMdPR09MDi8UCu90e871HPqeDzh/JvN9Yn6/D4dh3Puvp6dmXgEer1cLhcOw7Zir17SDp1DPg+4yxkWl+IuWNSDc7fqrngEgdjwzpiJQhkrFWp9MB2DlnR+o1EH8qxcgQnnjnj1jfye5ypHqeP+i7jPV5aLVaTE9P76tDqZ5vs/0ZpCKf14Z4snFeyNa1O5fn30y/d6vVmrPffyKjo6PRLsaR7yLyOff09KSUgCySBRvYuVcYGhqKlt/pdMY9r2b63pP9jjK5p9vtypUrsNlsSX8fxXINJ6DoAupIBtREP9Th4WGMjIygr68vOnYikh34o48+insiPcju5AoGgwFTU1Po6upKOrESERERERERlY6imIc6kmp+aGgIFosl7pQFEc6n89DFSk//bGtWspxOJzo6OjAyMrJn+76+Ply7di2vc+MSERERERHR4Sv4gHp4eBhjY2Po6urC4OBg0vPWDg0NYWpqKjr3cUdHx54J1VPV09OD7u7ufcH40NAQdDodurq6Mp5fj4iIiIiIiIpHUXX5tlgs6OjowNjYWMLg9cqVK9GJ6LPBarWivb0dU1NTMccs9PX1wWq1chwCERERERHREcJ5qJMQmQsuXgKA9vZ2jI+PHzh/HhEREREREZUOBtRJsFgsCVu7I4E2J0wnIiIiIiI6Oko+oLZYLBgeHo45vUOyIuOw44kE27GmPSAiIiIiIqLSVPBJydIVmaO4s7MTvb29sFgs6OrqwsDAQMrJw+x2e8L5fyPBdqIu3z6fDz6fL/rvcDgMu90Og8EAkUiUUnmIiIiIiIiOIkEQsLm5iYaGBojF+W8fLsmAOhL87s7qbTKZMDQ0hPb2dkxMTKQ0dVY2xka///77+OUvf5nxfoiIiIiIiI66ubk5NDU15bsYpRlQd3d3x3zdaDTCbDajp6cHU1NTWT+uzWaLu+zy5cv4u7/7u+i/NzY20NLSgunpaajV6qyXhYpXIBDAZ599hrfffhsymSzfxSFKC+sxlQrWZSoVrMtUKux2O06ePFkwMVRJBtSJmEwmjI+Pw2q1JuzGvZtWq02qldpgMMRdplAooFAo9r2u1+uh0WiSKgcdDYFAACqVCgaDgRc8Klqsx1QqWJepVLAuU6kplGGz+e90fsja29sBIKUkZYkSkgE7T0kAZG3eayIiIiIiIip8JRdQ9/X1RYPmbDEajdGgOZZI63WyLd5ERERERERU/EouoL5+/TqsVmvcLtqR11NJSmYymRJ2+Y5Ml5Vq9nAiIiIiIiIqXiUXUJvNZgiCELf79bVr16DValNqTX733XcBxO8mfu3aNQbTRERERERER0zJBdTvvvsuhoeHYy6zWq0YHR3Fhx9+uG+Z0+nEwMAAxsfH9y0zmUwwm8346KOPYu53dHQUAwMDmRWciIiIiIiIikpRBdSRrtWJul9HumdfuXJl37YdHR3o7++POa3W8PAwrly5gp6enpj7HRkZwejo6L5W6r6+PvT397OFmoiIiIiI6Igp+GmzRkdHMTQ0BKvVGg2oe3p6YDQaYTQa0dPTg97e3j3b9Pf3Y3x8HH19fbDb7XA6ndBqtbh69WrcsdNmsxlarRaXLl2KuVyr1WJiYgIDAwPQarUwGAyYmppCV1dX3HmviYiIiIiIqHQVfEDd3d2dVsBqNptTajU2mUxwOBwJ19FqtRgaGkq5LERERERERFR6iqrLNxEREREREVGhYEBNRERERERElIaC7/JNREREREREhy8YCmNxbROCANTqy6FUMHx8Fj8RIiIiIiKiErNs28KTRScAoK5Kjdb6yqS2EwQBwVAYDpcXn1+fgT8YBgBIJWKcO1WLU8eqclXkosSAmoiIiIiIqITct67B8mA5+u/JOQes8xX4wbkWyGWSuNs9emLD3ak1uL2BfcuCoTCu31vC9XtLqK+qQIVKjufaqqAuV8Dh8mB+ZRNSiQgt9ZUoL5Pn5H0VIgbUREREREREJcDnD+La3UU8WdrYt2xxbQsjY/cAAOpyOc4cr0FjjQYiESCTSvB41o5rdxeTOs7S+hYA4PGsfd+ymw9XcO5ULZ4zVmfwTooHA2oiIiIiIqIi59r24ZOvpuDzhw5cd3Pbjy9vzUf/rZRL4fUHs1KOsCDA8mAZLrcfF55vgFgsysp+CxWzfBMRERERERWxcFjAHy2zSQXTsWQrmN5tctaOz67NwJeDfRcSBtRERERERERFxusPwuMNQBAE3J9eg3PTm+8i7bNs28InX1uxue3Ld1Fyhl2+iYiIiIiIikAwFMbUnAPX730/1lkqESMYCuexVIm5tnz4/VdTeMPUihp9eb6Lk3UMqImIiIiIiArctseP3385BY9vbxfqQg6mI3z+EK5+M42XTtbAvuHF7PJO0jS1So4X2qvR3qzPcwnTxy7fREREREREBSwcFvCH60/2BdOHQSwS4dQxA6q0ZRntJywIuPlwJRpMA8Cm24+vv1vAV7fmECqCBwOxsIWaiIiIiIiogD2cWU97jPQ7F45hxb6N+9Z1hAUh6e1OtOjRUK1GlU4FpVwKQRAwt+KCw+WFa8uHpfVNBILZCYKtC05YF5yor6pAeZkMbY26oukezoCaiIiIiIioQG17/Lj9eDXl7VrrK/HD8y0AgPpqNU62GuDa9kEIC3g8Z8fcsivutk01arz8YuOe10QiEVrqKtFSVwkACIXCWFjbhD8QQq2+HOpyBby+ID6fmMG605NyeYHv57eenHPgRIsenUUw7RYDaiIiIiIiogLk2vbhXz5/lPJ2CrkEnS807HlNpZRBpZQB2AmwPd4AfIEQ/IEQbjxYwrrTA6lEjGMNleh8viHWbveQSMTR4DpCqZDi4itGfH17Hk+WNuJsmZzHs3a4tn340fkWKOSFG7YWbsmIiIiIiIiOqPvWNVgeLKe1rel0PZQHBKFlShnKngbYf/H6cYTDAgRBgESSWZotqUSMH55vgbp8BXcmU29Z323Fto3ffzWFNztaUVmhzGhfucKkZERERERERAVCEARY7i+lHUw31ahhbNKlvJ1YLMo4mN7t7Mla/OBcM8SizLpsb2778cmXU1h+2h280DCgJiIiIiIiKgBbbj/++6cPcH96/cB1q3Uq/JvX26PJu2RSMY636KPjpgvBsQYtLr7SBoVcktF+/MEwPr02jXWnO0slyx52+SYiIiIiIsqzYGgnaExmaiy5TII3OlqhlEvR9aoRgiBAEFCQCbxq9OX4yQ9P4PajFazat+EPhlCjK8cL7dW48XAZK7btpPbTVKOBobIMdnt6Cc9yhQE1ERERERFRnt2dWsPmtj+pdc+frtszRlokEiHDntU5pVLK8OpLTftef+dCG67dW8TkrD3h9jqNEq+fa4aoAN8kA2oiIiIiIqI82tjy4t7UWlLr1hrK0Z7GGOlCJBaL8MqLjWhv0mFueQMeXxAzi07sni67TCHFmx2tkGZxfHc2MaAmIiIiIqIjSRAEuL0BKOTSvAVs/kAI/+OLx0mt21SjLtiW2kxUaVWo0qoAAK+82Ihv7yzAuuCERCzCGx2tKC+T57mE8TGgJiIiIiKiI2dm0YkbD5bh9gYgFolwolWP4816AECFSp7zAHt5fQtXv51Oev13LhxDfbU6hyUqDBKJGK+dbUalWgmVUhYNtAsVA2oiIiIiIsq7QDCExbUtiERAja4cSkXuQpWFVRe+vDUX7VocFgQ8nLHh4YwNAKCQS2A6XZ/W9FPJuPFgCfesB2fyjnirs/VIBNO7PW+szncRksKAmoiIiIiI8mrZtoUvJp4gEAwD2JkCyvRcfbTFOFt8/iCu31vCzKLzgPVC+Or2PDa2vDh3qi6rXaxnlzeSDqYrKxT4tz84ntX5oSm7GFATEREREVHebHv8e4JpAAgEw/jmuwVsewI4e7I2o/17fUFMLziw6fbj8QHZpJ91z7oOtzeI115q2jMl1caWF/MrLkjEYjTValCh2j/G1+0N4LvJVaysb2HbE0BYEKDTKOFweZM6dplCih+/1s5gusAxoCYiIiIioryx3F/eE0zvdmdyFV5/EC+/0JBSK3E4LGB6wYHr95YQDMXed7JmFp3w+oL4kanlaVfx+T3LbzxYxtlTtXu6KHv9QYx/Y903DVaywTQAmJ6rh1wmyajslHsMqImIiIiIKC98/iDmVjYSrjM5a4fPH8QPzjbHbK3dcvsxNe+A1x+EtkIJlVKKLyyzWS3nsm0LI2P3Yi4LCwJuPFjGltuPzucbIBIBlvtLSc8pHUt9VQWONWjT3p4ODwNqIiIiIiLKi3Wne8+cw/HMLbvwWWAGb5ha97Ta2pxuXP12Om4L92F6PGtPuUt5LNU6FX54viULJaLDwICaiIiIiIjyIpVAeMW2jfFvrHi78xjKlDIEQ2H88cZsQQTT2VBeJsPrZ5tRoy/Pd1EoBQyoiYiIiIgoL0Ipjm92uLwY+9qKty8cg3XegW1PICvlkIhFEISd7tuHTSQCfvLDE9CqlYd+bMocA2oiIiIiIsqLUDj1AHbT7ccnX1nhD4SyUoaLr7ShzlCBUCgMfyAEXyCEP1yfyVqwfpDTx6oYTBcx5mAnIiIiIqK8CKcRUAM7WbQzbU2urFCg2/wc6gwVAACJRIwypQxatRI/fq39UILcOkNFxtOCUX6xhZqIiIiIiPIiFD7c8c9yqRhKpQz1VRV4wVgNhTx2OKRSytD1qhFfWJ5gxbadlWO/0L4zrZY/EEI4LKBGX47W+krOM13kGFATEREREVFeJIqnTx8zYNm2Dedm8nM3x3KsQYtXzjRCmmLgKpdJ8HbnMXz93QJmFp17lknEIrzzchtUShk+uz4D15Yv4b7MrxhRa2CysVLExyFERERERJQXiVqoK1RymF9pQ7VOlfb+nzdW4QfnmlMOpiMkEjFeP9uEl19sREWZDGKRCNU6Fd7qPIYafTkqVHJ0vWpEc50m5vZikQivnmlkMF3C2EJNRERERER5kWgMtVgshkIuxTsvt+HPN2Yxv7qZcF9ymQSvnGnEim0b4XAYzXWVaKhWZ1xGkUiEEy16nGjRx1yulEvxhqkVG1teuD0BlKvk2Nj0IhQWUFdVAWWcbuVUGvjtEhERERFRXiTK8i0RiwAAUokYPzK14ts7C5iad8Rd/9ypOrTUVaKlrjLr5UxGZYUSlRU7icw05Yq8lIEOH7t8ExERERFRXoQTdPkWPw2oI39/9aWmaGKvZ1XrVDjerMt6+YgOwoCaiIiIiIjyIpkW6t3OnarDK2caoZBLoq/VGsrxZkcrRKL96xPlGrt8ExERERFRXoRCicZQxw6Qjzfr0VJXiW2PHxKJmN2rKa8YUBMRERERUV4k6vItEcfvTCuXSSCXleWiSEQpYZdvIiIiIiLKi0RdvuO1UBMVEgbURERERESUF2EhtTHURIWGATUREREREeVFonmoJRKGKlT4WEuJiIiIiCgv0klKRlRIGFATEREREVFehBImJWNATYWPATUREREREeVFwi7fCbJ8ExUK1lIiIiIiIsoLZvmmYseAmoiIiIiI8iJRl28G1FQMGFATEREREVFeCAm7fDOgpsLHgJqIiIiIiPIiXpdvsUgEkYgBNRU+BtRERERERJQXcQNqtk5TkWBATUREREREhy4USjBlloQBNRUHBtRERERERHToEmb4ZndvKhJFF1D39fVhfHz8wPUsFgv6+vrQ09OD9vZ2dHV1YXh4OO3jDg8Po6urC6Ojo3A6nQAAq9WK0dFR9PT0wGKxpL1vIiIiIqKjJiwwIRkVP2m+C5AMq9WK8fFxDA0NwWKxoKenJ+H6kcB5aGgo+tr4+Dh6enowODiIiYkJaLXalMrgdDoxPj6+L5jXarW4evUqTCZTSvsjIiIiIjrKwolaqCVF1+5HR1TBB9TDw8MYGxtDV1cXBgcH0dXVlXB9q9UKp9OJ/v7+Pa+bzWZcvXoVHR0d6OnpwdjYWMplGRoawtTUFKxWK/R6PTo6OtDb25vyfoiIiIiIjrqEY6jZQk1FouAD6t7e3mjQmky36qGhIVy+fDnmMpPJBLPZjPHxcVitVhiNxpTKcunSpZRbtomIiIiI6HuCIGB6wYkbD5bjrsOAmopFyfWlGB8fR1tbG6xWa8zlka7ZHPNMRERERHS4QqEwrn47ja9uz8PrD8ZdTywuuTCFSlTJ1VS9Xg+n0xlNHEZERERERPkXfBpMr9i2D1xXJi25MIVKVMF3+U7V2NhYwu7ckZbrTJKIWSwWXL9+HZ2dnUxGRkRERESUQCgUxp2pNdyZXE16m1p9eQ5LRJQ9JRdQA0g4Nnp0dBQmkynl8dPATndyu92Ozs5O9Pb2wmKxoKurCwMDAzCbzQm39fl88Pl80X+7XC4AQCAQQCAQSLksVLoi9YH1gooZ6zGVCtZlKhX5qMvrTjcePbHjydJGSttJJSI0VJfzd0cxFVq9KMmAOp4rV64AAD788MOUt40E4LuzeptMJgwNDaG9vR0TExMJW6vff/99/PKXv9z3+ieffAKVSpVyeaj0pZOJnqjQsB5TqWBdplKR67ocDAlwuUPY9oYwu+Y7eIMYWmsU+MOnM9ktGJUMt9ud7yLsIRKEBDOqFxiLxYKOjg6MjY0d2CIcb9vBwcF9U2plqqurC1arFVNTU3HXidVC3dzcjPX1dWg0mqyWh4pbIBCIThUnk8nyXRyitLAeU6lgXaZSkeu6vOX2Y3LOjoczdoQzCC/aGrV45cUGiETM8k2x2Ww21NfXY2NjoyDiqCPTQt3T05OTYBrYaak+aCouhUIBhUKx73WZTMYLNMXEukGlgPWYSgXrMpWKbNflmUUnbj9ewea2HwAgEoshSWM/J1r0ONagRQ3HTtMBCu1cfCQC6p6eHvT19eUkmAaA9vZ2ADut4OmMzSYiIiIiKjb3rWuwJJhLOhkKuQT/7o2TUMqPRFhCJajka+7AwAAuXLiQUTDd19eH8fHxhF26iYiIiIhK2caWF7cerWBu2ZWV/cllErzdeYzBNBW1kq69w8PDMBgMMYNpp9MJrVab1H6uX78Oq9Uad5vInNecQouIiIiISpHbG8Cn387A7c08w7JcJsErZxrRUK2GVML5pqm4lWwNHh0dhdPpjBlMW61WjI+PJ70vs9kMQRDiBuDXrl2DVqtld28iIiIiKkkT95YyDqYNlWW4+HIberqeR0tdJYNpKgklWYstFgusVmvcbt7j4+P7WpOdTicGBgZiBtrvvvsuhoeHY+7LarVidHQ0ram4iIiIiIgK3ap9G7PLqc0lHSGTivFCezW6zc/h3/zgOOqqKrJcOqL8Kqou31arFcD3XazjrdPT0wOz2Yy+vr59y+12O8bHx+FwOPa8Pjw8jCtXrmB4eHjfskgW7ytXruwJ0q1WKzo6OtDf34/u7u4M3hkRERERUeERBAET95bS2vYH55rRXKuBhC3RVMIKPqAeHR3F0NAQrFZrNKDu6emB0WiE0WhET08Pent7o+tH5oSO16IMIGbXbLPZDK1Wi0uXLsXcpr+/H+Pj4+jr64Pdbo+Op7569SrHThMRERFRSbLOO2B3eZJe/9ypWjTWaKBVK3NYKqLCUfABdXd3d0qtv+lm4jaZTPtapp9lNpthNpvT2j8RERERUTFYXt/C9IIDa053dH7pRNTlcpxqNeBEiwFisegQSkhUOAo+oCYiIiIiotwTBAFf3prHzKIz6W3euXAMdVUVEIkYSNPRxICaiIiIiOiI2tjy4vGsHcvrW9jY8iW9XXmZDP/ujZPM1E1HHgNqIiIiIqIjJhAM4drdRUwvONPa/vzpegbTRGBATURERER05PzRMoul9a20tq3WqdBaX5nlEhF97/afpiEWiyCRiiGRSSCVSSCViSGVSaAosKrHgJqIiIiI6IgQBAFfTDxJO5iWiEW48EJDlktF9D1BEDBzfyXmMolUjFf/uv2QS5QYA2oiIiIioiPi0RM75lZcaW2rUsrwyplG6DRlWS4V0fdCoXDcZVKZ5BBLkhwG1ERERERER8TknD3lbRqqK9DWqENLXSWnxaKcCwUYUBMRERERUQHadPshFh8clEjEIpw6ZsBLJ2ohYfIxOkTBQCjuMom08OoiA2oiIiIioiNAEAQIQuJ16qsqUFdVAWOTDko5QwU6fIkCaqmMATUREREREeXBQcH0f/jJmcMpCFECCQNqaeF1+S68EJ+IiIiIiLIuUUBdpmA7GxWGUDD+GGpJAY6hZkBNRERERHQExA9TwGRjVDCKLSkZA2oiIiIioiNASNBELRYxoKbCUGxJyQqvRERERERElHWJunyL2EJNBSJxUjK2UBMRERERUR4kCqjZQk2FotiyfBdeiYiIiIiIKOsYUFMxYFIyIiIiIiIqOAISjKFmVEAFgl2+iYiIiIio4CQcQ80WaioQibN8F174WnglIiIiIiKirAsn6vLNpGRUINhCTUREREREBYdjqKkYcNosIiIiIiIqOAnnoWYLNRWIREnJCrGFWprvAhARERERUe4JAhAvbGYLNeWTIAjYsLnh2fJhfckVdz2JTIJQ/AbsvGBATURERER0BAiIH1AzKRnli3N9GxNXH2Pb5T1wXalMAj8DaiIiIiIiOmzs8k2FJuAP4pv/+QA+TyCp9aUyMXBw3H2oOIaaiIiIiOgISJjlm/E05cHa/EbSwTTApGRERERERJQnCbN8M6KmPNh0eJJeVyIRQywuvPCVXb6JiIiIiI6ARAE1x1BTroXDYazNb8C2tIlgIASNQYXtjeT7bytUshyWLn0MqImIiIiIjgCOoaZ8CPiDeDgxj/nJdfi9wbT3U9uszV6hsogBNRERERHREZCggZrTZlFOhMNhfPM/H8C+spXRfioqlTjV2ZylUmUXA2oiIiIioiOAY6jpsK3Nb2QcTGury9FpPgm5ojBD18IsFRERERERZRXHUNNhW190pb1ty8lq1LfpUd1UWZDJyCIYUBMRERERHQHhRGOoGVBTDrhd6U8afaqzGWXl8iyWJjcKN9QnIiIiIqKsSdzl+/DKQUeHe8uX9rYyuSSLJckd/nSIiIiIiI6AhAE1W6gpB9yb6QXUIpEIUhkDaiIiIiIiKhBhJiWjQ+T3BRHwh9LaViornjC1eEpKRERERERpSzQPNZOSUbZN3lxMe1upvHhSfTGgJiIiIiI6AhLOQ80Wasoivy+IydvpB9TFMn4aYJZvIiIiIqIjgWOo6TCszDrwze8fZrSPYgqo2UJNRERERHQEJOryzRZqyoaVWQe+/eRRxvsploRkAANqIiIiIqIjIfG0WQyoKXOTt5YSPrhJloxjqImIiIiIqJAkzPLNLt+UoXA4DPvKZlb2JWWXbyIiIiIiKiRMSka5FPCFstI6DQDlGkVW9nMYGFATERERER0BCcdQs4WaMuTzBBIu11aVJ70vtV6VaXEODQNqIiIiIqIjIFHjIeehpkz5vYkD6s6uk0nvS8OAmoiIiIiICknipGSHVw4qTYlaqJuOVyU9FZZcKYVSJc9WsXKOPx0iIiIioiOA81BTLvk8wbjLFGWypKfC0uiKp3UaYEBNRERERHQkcB5qyqVEXb7lSilEIlFSrdRVjZXZLFbOMaAmIiIiIjoCwgmWcQw1ZSpRl29FmQwAoKtRJ9xHWbkcradrslquXGNATURERERU4tzeALY8objL2UJNmXryYDXuskhAffxsfdy6Vt+qww/+6vnousVCmu8CEBERERFR7ticbox/M5VwHY6hpkysLWwkXC5X7gTJVQ2VePkvTuHxjQVsOj2QK2Wobdai/aX6okpEthsDaiIiIiKiErW0tokvLLPw+eO3TgNsoabMzD1cS7hcUfZ92FnTpEVNkzbHJTo8DKiJiIiIiEqMxxvAZ9dn4HB5k1qfLdSUCadtO+FyeZF1404FA2oiIiIiohLyZGkDf7oxm/T6IhEglTK1EqXPs+WLu6ymsRJSaXJTZhUjBtRERERERCXi4YwN1+8tprSNobIMUgkDakqPzxtAKBg/h/yZH7YdYmkOX9EF1H19fejp6YHZbE64ntPpxPvvvw8AMBgMmJqaQldXF7q7u9M+di72SURERESUDbcereDOZPxMy7FIxCJ0PN+QoxLRUeDZjN86XVahQLlGeYilOXxFEVBbrVaMj49jaGgIFosFPT09Cdd3Op3o6OjAyMgITCZT9PW+vj5cu3YNg4ODKZchF/skIiIiIsrUmmMbn3xlTWmbxho1ypQynGo1QKsu7YCHcsuz5Y+7TFtVfoglyY+CD6iHh4cxNjaGrq4uDA4Ooqur68Btenp60N3dvSfwBYChoSHodDp0dXUd2MJ9GPskIiIiIkqHfcOD6QUHHszYUtquVl+Ov/jBiRyVio4id4Lx02UVxTkVVioKfrBEb28vRkZG0NvbC71ef+D6kdbsvr6+mMsvXbqUcmtyLvZJRERERJSOpbVNfPLVVMrBtFQiwoUX2b2bsuugLt+lruAD6lQNDQ0BAIxGY8zl7e3tGB8fh9PpzOs+iYiIiIjSce3eIkJhIaVt6qsq8GKrCmpV6bcY0uHxuv2w3l2Ou1zFgLr4WCwWaLXauMsjQfH169fzuk8iIiIiolRtuf3Y3I4/ZnU3sUiEH5xrxn/4yRm81dmKcmXpTl1Eh2/T4cYn/4cl4TpqfdkhlSZ/Cn4MdaqsVmvCruGRwNhqTT5xQy72SURERESUKp8/mNR6UokYb5haUF+tznGJ6CgKh8P45vcPE66j0atQUcmAuujY7fa4XbMBRAPjVLpnZ2OfPp8PPt/34wtcLhcAIBAIIBAIJF0WKn2R+sB6QcWM9ZhKBesyFRqf349QKJRwnfIyGX5wrhmGSuW+Osy6TNlgW3Jh0+lOuE59mzYn9a3Q6nDJBdS5GMecjX2+//77+OUvf7nv9U8++QQqlSrj/VPpGRsby3cRiDLGekylgnWZCoVjK4h7s/EDGWOdEmqdDN/8eTLmctZlygbbnBsL911xl0ukIoQNq3gwl/0Rxm534kD+sJVcQJ0smy21rIiZ7vPy5cv4u7/7u+i/XS4Xmpub8eMf/xgajSbrZaHiFQgEolPFyWSyfBeHKC2sx1QqWJep0CysuiC2zMVc1lpfidfPNsVcxrpM2fTIsoBH0oW4yzsuHkf9sYNnaEpHLuK4TJRcQK3VapNqUTYYDIe6T4VCAYVif5Y7mUzGkxrFxLpBpYD1mEoF63LpEwQBK/ZtODY8CAsCdJoyNFSrIQgCRCJRvosXJRJLIZHETi6mkB9cT1mXKRuC/nDcenjibANaTtTm7NiFVn9LLqA+aK5qu90OAAmzdh/GPomIiIgof4KhMBZWN2FzuuEPhDC3vAF/MBxz3YoyGVrqK/HSiVpIJPmdJCccjl1GABCLCyfwp9Lm98Qfx6yvO1qJ8EouoDYajQmnr4q0NCdKMnYY+yQiIiKi/LDOO3DjwTK8SWbM3vIEcM+6jo0tH97qPJbbwh0g0fzT0jwH+3R0eBME1IojNtd5yf3qTCZTwu7ZkamtzGZzXvdJRERERIdDEAQsrW3ixoMljHxyF1/dnk86mN5tYXUTDpcnByVMXigUv4VawhZqOiRed/yAWqkqrC7ZuVZyAfW7774LALBYYk8yfu3atZQD31zsk4iIiIhyZ9vjx3ePV3H1m2n8t3+9g0+vzeCedT1ut+5kLa9vZamE6UnUQi0Wl9ytPRUon9sfd5lcWXKdoBMquXdrMplgNpvx0UcfwWQy7Vs+Ojoac7oAp9OJ999/H11dXfuC43T3SURERESHa255A/en17HmyM3UOum0bGdTKBQ/oJZI2EJNuef3BRGO82BHUSY7cg92iurdRrpWH5Rxe2RkBKOjo/talPv6+tDf3x+zNXl4eBhXrlxBT09P1vZJRERERIfnnnUNX1hmcxZMA4DHl+eAOkFSMnb5psOQqHVaUXa0unsDRdBCPTo6iqGhIVit1mhA3dPTA6PRCKPRiJ6eHvT29u7ZRqvVYmJiAgMDA9BqtTAYDJiamkJXVxe6u7tjHsdsNkOr1eLSpUsxl6ezTyIiIiLKPUEQ4Nr24caD5Zwfy+PNdwt1goCaSckoR8LhMPxP6/4jS/z5p5UMqAtPd3d3WgGrVqvF0NBQ0uubTCY4HI6s7pOIiIiIcmtyzo67k6vYSpB1+CBatRI6jRKacgW23H5Mzce/J8x7l+8EY6jZQk25YFt24fafprHpODghX4Wu7BBKVFgKPqAmIiIiInpWOCzgy1tzeLK0kfY+GmvUeP1sM+QyyZ7XTc/VY2TsXsxtPL70A/dsiDd2FWBSMso+nzeAb3//EAF/KKn1a5q1uS1QAWJATURERERFxbnpxbW7i1i1b6e0nUgElClkMDZqUVtVgTpDRcz15DIJpBIxgjG6V/v8IYyM3UOtvhwvHq+BvvJwW+TYQk2HyXp7KelgWiqToKpBk+MSFR4G1ERERERUNKzzDnx7ZyFhYPmsv3i9HVq1EtIUxhgr5RJseWKPV/YHQphbcWHZtoWLL7fBoFUlvd9MJRpDncr7IzqIzxvA41uLSa9f16o7kr0kjt47JiIiIqKitLDqwle351MKpt++cAxVWlXKwWaZ8uDkSoFgGI+e2FLab6YSZfkWs4WaskQQBFz9f91Men2JVIzTF5pzV6ACxhZqIiIiIip4wVAY33wXP7vwsyRiEV46WYuGanVax1MqkrtNXlrfSmv/6WKXbzoMtiUXgoEkx003VuL5V1uhqlDkuFSFiQE1ERERERW8dYc7qTmg5TIJXmyvxrEGbVKtzPFUVigxB9eB6/mSHF+aLZw2iw6DbWkzqfXe+Jsz0FaV57g0hY0BNREREREVvG2PP+HyijIZ3uw8Bq1amZXjtdZX4u7UKoQDepeHBQHBUPjQxi+zhZoOg8t2cMK/F187duSDaYBjqImIiIioCPgP6H76b394ImvBNLAzN/XrZ5shkx58uxxIsmtsNiQMqNlCTVliW0ncQt3xznEYX6w7pNIUNrZQExEREVHBSxRQm07X7ZtLOhuONWjRVKvBmn0bn16bibueLxDKqHt5KsIJunwzKRllavbhKm5+YU24zl/+X1/mw5td+EkQERERUcHzJQiocxFMR0glYtRXq1FfFXvOauDg1vNsYpdvypW5R2sHBtMavYrB9DPYQk1EREREBS8QjN8ym8uAOkImjX+MwwqoZ5c3EiZmkxzBOYApO548WMWtPyYOpgGg0sAx089iQE1EREREBc/njx9IymW5v6WVy/MbUN98uIy7U2txl4tFInb5prSszDqSCqYBoLHdkOPSFB8G1ERERERU8ALB+EGrIkGwmy2KBK3ggWAIgiBg2xOATCqGQp7dW+y55Y2EwTQASCQMpil52y4vntxfxeTtxaS3qarXoLqpMoelKk4MqImIiIgo5wRBgEi0E/TZnG7cta5hZX0LUqkE7c06vGCsTjg2M19jqCMSZfueuL+EO5Nr8D5tRddUKKCtUEIiEUEpl0JToUBLXWXa5ZxecB64DlunKVnrixv46ncPIBw0J9wuZRUKnHvTGP0N0/cYUBMRERFRTgRDYTyYXseTpQ04N70x1/EHw/ju8SpmFpz4qzdPxr1hT9St+jAC6kTdygUB0WAaAFxbPri2fHvWmbi3hFdfakJrfeotfHaX58B1OH6akhEMhDDx6WRKwXTziWqcvtCMsnJ5DktWvBhQExEREVHW+fxBjH8zHTeQftam24//9q938NN3TsecgipeQC0WiSA9hKzDmQbtwVAYX92ag6GyDBWq5AMTnz+IbU/gwPXKyw5n2i4qbvOP1+FLoj5FdP17EwPpA/BRFhEREdER5fEGYJ134LvHq1hYdSGcYEqmVF2/t5R0ML3brUcr+17b9vgRr0HtMFqngcRjqJMVCgtYXNtMaZsvb80ltV5zrSadItER4vME8GAiufoEAOb/5RyD6SSwhZqIiIjoiNn2+DFxbwnzq649gWqNvhxvdrRmHKTanG7MLDrT2nZm0YmO5+uj01TNr7jw+cSTuOsnyr6dTdkK3Lfc/qTX/fr2PBbXtg5cr61Ri9NtVZkUi46AW19Y4ffGz5a/W+fFE1CplTkuUWlgQE1ERER0hGx7/PjdHx/DH2Ne51X7Nu5Pr+PsydqMjvF41p72tqGwANeWDwKAiXuLWHcmHj+cjZbjZKiy1KU6EIo/n/Zum9s+TM07Eq6j15Th1ZcaodOUZaNoVMIeTsxjeTZxfYr4wV89D0MdezwkiwE1ERER0RFyz7oeM5iOmF5wxA2oPd4A5lc3EQ6H0VijiTsWeNW+nVEZ/3hjFm5vIG43792UWZ6iKtFxqnUqrDncGe0nmOCz3y2Zlulzp2oZTNMe64sbeHxjET5vAOUaJU5faIbb5cVDy/yB21bVa3DurXaoKhSHUNLSwYCaiIiI6AiZX3ElXL7tCWB6wYGWusroNFahUBi3Hq3g8awdwactrNfvLeHlFxtxokW/Z/tAMITNFLo1xytDsmoN5RkdKxWvn23G+DfWuOWrrFDg1LEqTC844gbeiebT3m131vBYyhRS1BoqktoXHQ2r8058/a8Pov922d1YnXOirCLxOOiqeg06zCegiJEMkA7GgJqIiIioBDg3vVixbWHbE4h2mw4EQ/D4gmisUcNQWYawALi9BwerX96ax/V7S/iRqQVlCik+v/4kZpD87Z0F1BnKoS7/vkVr8oDu3uZXjFAqJFh3uPH1dwupv9FdDJVlON6sP3jFLKlQyfFXb5zE3IoLbm8APn8Q7qdjUhtr1Gipq4RYLIJeo8T//HIq5j4CSbZQHxR4v/pSE+eepqhwOIxbX1j3vR4KhbG1ET85oFwhZTCdoawH1L/97W9x7do1vPvuuzh37hwA4MaNGxCJRNF/ExEREVH2TM7Zce3OIsJx+kg/nrXjcYr79AdCuPrN9IHrzS5v4IX2Gmxu+/DlrbmEY55b6yujLcrJBpaxyKViPN9ejdPHqqKt6IdFIhHjWIM24TpSafwyJdvlO9G82+dP16GhWp3UfuhoWJvfgGc79Z4hZ35wjMF0hrIWUP/2t7/Fz3/+czidTgBAe3t7NIA+f/48fvOb3+D69ev4+c9/nq1DEhERER15i2ub+CbDlt5MrDvc+GLiCeYO6EoOANpdWYM15amP05RLxThzorbgM1rLpfETpQVCyXX5ThRQ6zlumnaxLbvwze8fprydTC5BY3th/5aKQVYe6d24cQP9/f0YHByEw+FAOByG8MwT0p/97Gfo6OjAp59+mo1DEhERER15wVAYXySYUuowzK9uJhVMA4BO831ALZdJoI6T1CyW541V+Ku3ThV8MA3kvoX6sObepsJ358sZ/Plf7qW17fGzDVkuzdGUlRbq4eFhTExMoLKyMvqaSLR/TMf58+fxj//4j3jnnXeycVgiIiKikiIIArbcfri9QQiCgFA4jHBYQKVaua9F17Xtw798/ihPJU2dXCpGtW5vArH2Zh1uPlxJuJ1YJELnCw37kp8VMmmCbujJdnVPFFDLEgTsdDQEgyFYrk4mPRVWLPpaDhvIhqwE1EajcU8wTURERETJW3e6cd+6jsW1zWgW7We1NWphbNTB4fJgYW0z46mpDttzxup9LavPG6ux5Qlgas6+b4ospVwKY5MWJ1oMcafnKlQikQgyqThm8BwM7fTkjNX4tBtbqCke59oW/vwv9xBKck7zWFRqBfR1DKizISsBtU6nS3rdqanYGQ+JiIiIjgqvP4jZpQ3MLbuwbDt4vmEAmF5wYnrBmZPyaNVKODfjZwLOhEQswmtnm9Fav7/xRSQS4ZUXG3HmeA1WbFvw+oKQSMTQVChQoysv6izWUknsgBrYaaU+KChO1JLNgPro8vuC+Ob3DzMKpqUyCc6/2X7gQx1KTlYC6snJyX2vPTuGGgBmZmZivk5ERERUygRBwPyKC9MLTqzYtxO2PuaaobIMCrkE5WVy1OjLo1M9ffd4FbcfJ+5+narzp+vwXFvVgTfuKqUMbY3JN9AUA6lUDPhiLwuGEgfU4bAQt6eCXCpmIHSEPbLMw5fCPO27SSRiNB2vwsmOJpSVF1evj0KWlYD63XffxYULFzA6OorW1lYA+8dQf/rpp+jr68PExEQ2DklERERU8IKhMB4/seHBjC2p+Z+zRa8pg921f/qqCy804GSrIeY2J1r1uD+9ltF0VruP096kO/QprQqJTJIg03cwBCD+VEUJx0+zdfpICgZDcK5uwXpnOan13/g/vQiNQQXH6hbcLh+kcgmqGjSQybM+a/KRl5VP9Pz583jvvffQ1taG9vZ2mM1mWK1WTE1NwWq1wmKxwGq14pNPPoFGo8nGIYmIiIgK2qp9G9/eWcDGVpxmyhwxNmrxypkm3HiwhIdPbBCEncRep44ZEib2UsqleKvzGL68NYftpy1ghsoy/MjUgvIyOdYc2/jkK2vCYyvkEvzVGyeh4E07ZLL4DxNW7W4AgNsTgD8YhkImgUIugVgsgj8QgscXjLstu3sfDS67G4tWG1w2NxxrW0m3Smv0Krz50zPRxk1DnQaGulyWlLJ2tuvt7UVnZyfee+89DA0NAQDGxsYAAN3d3bh+/ToTlxEREVHJCYcFOFweeP1B+AMhzC5tYGl9C6Hw4Q1zE4mA1notjjfrUWvYyaTd8XwDnjdWw+sPQimXokwZv0U0okZfjr9+8xS2PH4Ae+eKrtaVo61RG3cct6GyDG9dOMZg+ilZgtb5b++kP2+4LMEc11QaZh+u4vafphFO8RwilUnQaT7BIQGHLKtnPJPJFO3SfePGDWi1WrS1tWXzEEREREQFY3l9C9/eWcCm25+1fUrEImgqFHC4Dk4SppRL0VJfiZOtelRWKPctL1PKkgqkdxOLRfum6Ip47aUm1OrLsbC6CZFIBLFYBJ1GiSqtCtU6FW/kd5HmKPBVsIW6pPk8Adz9+knKwTQAvPaT51BRWZaDUlEiOXuEeP78+VztmoiIiCjvnixt4E83ZrO2P7lUjLoqNc6eqoWmXAF/IIQvb81hYXUzuo5CLkGdoQLqcgXqDBWo0R9uECsSidDerEd7c/HMCZ0v0hzNFa2QM6AuZQtTNgT8qSct/Hf/8WWIxUc3Z0E+ZSWg/tu//Vt8+OGHGBsbwzvvvJONXRIREREVrGAojG++m097e6lEDHW5HDq1Eq0NWtQZKvZNESWXSfBW5zFsuf3w+AJQyKVQq+RsBS4S8hwF1DX68pzslwrDwtR6ytucPN/IYDqPstZC/d5776GzszNbuyMiIiIqGNseP1YWXNEW4nWnO61s2CIRYDpdj+MtekiTzIBdoZKjQsUpboqNvlKV/X1qytBUywS/pWpl1gHHanLz0kdoq8px4nxjjkpEychKQN3e3o5/+Id/SGrdTz/9lK3YREREVLDCYQHrTjfWHNuYXXLiy3ub2BA/huTpNEgKuSTmeOVERCLgVKsBZ0/VJR1IU3FrqK6AulyOze3sjK+v1qnwhqmVSclKVDgcxu0/z6S0zfGXGnD6QhNbp/MsKwG1yWTCb3/7W/z0pz89cN2BgQFcu3YtG4clIiIiyhpBEDC/4sKNB8vRJGOhUAgC9iYH8vlDWLVvJ73fpho1zpyohZ7Jgo4UmVSCtzuPYeL+0p5x8BESsQjqcgUkYhFsG/vnDN+tuVaD188182FMCVu02uFJYoq9+lYdqpu1aDAaIFcwo34hyMq3cPHiRXz66ae4fPky2tvb0dnZCa1WC71+b8IKm80GqzXx/IVEREREh8nnD2Jq3oFHT2zR+ZczUa1ToblWA02FAvVV6n1jo+noUJcr8FbnMQRDYUjEIohEIgiCsDM3+DP1Yt3pxtLaFjy+ANQqOQQAIgA6TRnqqiryUn46PDP3lhMuV+vK8NpPnoOSwz8KTlYC6kgXKEHYeYIbL1mGIAhMpEFERESHIhDcaUnecvuhkEtRoy+H6pkppFZs2/jTjVl4/cGsHffNjlbOxUx77G5ZFolEiHU7XKVVoUqb/XHXVPg8237YV+KPnT5xtgHPvdxyiCWiVGTlbN/W1gaz2Yyenp6E6zkcDvT19WXjkERERERxrTvd+GLiCTy+7wNlmVSMV840obW+EgDgD4Tw+cRMWsnF4ilTSBlME1FKVmYdcZcpVTKc6mw6xNJQqrJyxjcajbhy5Qo0moOzDn7wwQfZOCQRERFRTKFQGH+6MbsnmAaAQDCMr2/Po0anQplShukFR1aDaQDQVCiyuj8iKn3LM/ED6sb2KiYdK3BZ+XZGRkaSCqYB4OrVq9k4JBEREVFM86ubccdCB0NhWBd2bl4PSgSVjmZOaURESXKub+PaJw+xOu+Mu05ti/bQykPpyUoLdWVlZU7WJSIiIkpGIBjCxpYPHm8Af7oxm3DdxbUtvNBeA+emN+F6YpEIlZVlkEmSy/9SpS2DsUmXdJmJqHSFw2FM31nG2vwGRGIRdLVqtJ6ugaJMhlAojG/+9QHWl1wJ9yGTS6CvUx9SiSldWR/kc/PmTXz00UewWCyw2+24cOECenp68Pbbb2f7UERERESwzjtw/d5i0t231xzbuP14BQ5X/ID6pRO1OHXMABHCCDkeQF2jxpLNHXf94806nD9dzzmCiQgBfxDf/M8HexKNrcw58fjmAp5/uQV3v36CcFhIsIcd7O5dHLIWULtcLvz85z/H6OjontcnJiYwNDSErq4ufPzxx0l3DSciIiI6iM3pxle351PaRhCA7x6vxl1eppDizIkaAEAgsBOkv3ymEV/eWsCa4/ugWiQCjjfrceqYAZUVyjRKT0Sl6OYfpmJm7Q4Fw/juy5mk9iGRinHS1JjlklEuZO2RR3d3N/R6PaamphAOh/f8+f3vfw+1Wo2LFy9m63BERER0xAWCIXx2fSbr+9Wq9wfHCpkE5leMuPBCA44363DmRA3+3Rsn8fKLjQymiShqbWEDS0/iJxlL1olzjZxzukhkpYX6n//5n9HT04P33nsv5nKz2Qyz2Yzf/OY3+Md//Ef8/d//fTYOS0RERIfM4w3A7vJgY8u3M7+zTAKtpgzNtRqIxcmNNc6GNcc2Pp94Ap8/lPV9xwqoAUAsFuFkqyHrxyOi4hcMhjB1awkPLan1mIlFW12O42frs1AqOgxZCagnJyeTmg7rZz/7GX7xi19k45BERER0SLbcfjyYWceqfTvuuOPKCgV+cK4ZOk1ZyvsPBEMQi0RYd3rwcGYdzi0vtBVKtDZo0VKngdsbgHPTC5FIhPqqCoTCAv58cy4nwTQAtNQzgSoRHWzT4cai1Y6N9W0sJ5hLOhXa6nK88m9Oc+x0EclKQG0wJP+0NpV1iYiIKL9mFp349s7CgQm/NrZ8+PPNOfzkhycStlT7/EGs2rfh3PRh3bmNdacH/sD+wHhz24+5lf0ZcNXlcrTUVcadFitT7U06VGlVOdk3ERW/cDiMqdtLuH9tLuv7PvsjI5pPMhFZsclKQK3TJT9FhEh0eN3BiIiIKH3X7i7i0RNb0utvbPkwv+pCS93+Fl5BEHDz4TIeztgQSiK7bTyb237cnVo7cD1NhQKvvdSEKq0Kn12bxuLa/gRBz3r9bBPaGjntFRHttzRjh/W7JdiWN7O+71f/7WnUNGmzvl86HFnr8u1yuQ7M4D0zM4PJyclsHJKIiIhyyDrvSCmYjvijZRZvXzgGhUyCSrUS2x4/bE4Prt1dRDCU3LRWmaqsUOxpKe94vgHrf56EP04re1ONGj8ytR7qGHAiKmybTg9WZx3wbPvx5MEqQklOy5eqco2SwXSRy0pAffnyZVy8eBGjo6NobW2Nuc7NmzfR09ODsbGxbBySiIiIsiQQDGHL7YdKKYN9w4PHc3bMLe/vbp2sz67NZK9wKSovk+H1s817gmNNuQJvXTiGW49WYHN6IJWIUalWoEqrQl1VBeoMFXkrLxEVHuudZdz5auZQjnX8bMOhHIdyJysBdWVlJd5//320tbWho6MDnZ2d0Gq1AACn04nx8XFYrVZ8/PHHOHbsWDYOeaDR0VF0d3cfyrGIiIiK1d2pVXz3eDWjbtiF5K/fPBWzpblaVw7zK8Y8lIiIisXSjB3Xxh5lbX8ikQiCEP/c2nqqBq2na7J2PMqPrATUwM7UWHa7He+99x6Ghob2Lfvkk0/Q1taWrcMl5HQ60dPTg6GhIVy6dCka3BMREdGOcFjAnafBdKm4+HIbu20T0R6CIEAkEiEUCmN9YQOO1S04VrbgXN9CwB+CUiVDTZMWWxse2FcOzrWQDLlSilf/7XPQVpVjfnIdt/80jeDT5ItSmQR1LToYX6qHtqo8K8ej/MpaQA0AWq0WIyMjAIDp6WkAOLQgejer1QoA6OvrQ19fX8J1R0ZGkm7JHh4exsjICPr6+mA2m6HVamG1WmGxWPDRRx/h8uXLMJlMGZefiIgoV3z+IK7fW8KTJScSNJwk9O//7YuYW3Hhj5bZ7BYuA6eOGVBXxa7bREdROBzG+oIL7k0fwmEB7k0vbEsubDm9CB2Qu8HrDmD20cGJDg9SoS1DuVoBtU6F1udqUK7Zmc++6XgVGox6bG94EQoJUOvKIJEwi3cpyWpAPTMzA71eD41GsyeQ/vTTT2E0Gg+tu7fVaoXRaITJZIJer4+5jt1uh9VqTalbeKT7+vj4+J7XtVotrl69ymCaiIgKktsbwKMnNmx7AphZdGa0r7968yREIhFa6ipxvFmHybn0517VqpV47aUmqMvlsDk98PgCkErEkEklWFh1wR8IYWl9Cx5fMOF+ag3l6Hye4xCJjppNpwdLVhuePFiFZ9uflzLUt+pw7q12yOTxwyqxWAy1jtPxlaqsBdS/+tWvMDAwAJ1OB5ttb1bQd955Bx9++CFEIhF+/vOfZ+uQcV27dg1jY2MwGuOPlRoYGMDg4GDK+x4aGsLU1BSsViv0ej06OjrQ29ubSXGJiIhy5tETG248WM5Khu0Xj9dAU66I/vuVM01oqtXgTzfmUtq/XCbBmeM1ON1WFX3t2dbl3f9eWHXhi4lZhGM0qVeUyfDD8y2pvA0iKgJetx+O1S1IpGJo9CpsOT1wrG4h6A9hw+bG6rwzb2VrPV2D6sZK6GrVKCuX560cVBiyElD/8z//M3p7e6NjFGJ57733MD09jd/+9rf46U9/mo3DJpQomLZYLGhvb0+4Tjwck01ERIVuaW0TM4vOpFp3DyIRi6DTKHGixYC2Ru2+5Y01Grz7Fy9geX0Ltx+vYM3hjruvjufqoVUrUa1TpdTlsbFGg67XjLj5cBmODQ8E7EyNVV+txqlWAxQJWoaIqDCFw2FsOb0I+IMQiUQo1ygx/3gNs4/WsOnw5Lt4+5RrlDDUqWE8Uw+Nnq3N9L2sXIGmpqZQWVmJ/v7+hOu1tbXhN7/5TTYOmdBB46aHhob2JU4jIiIqZoIgYGbRiYczNtg2MrsZ1VQoUGeowOljBqh3tUgnUldVgbqqCty3rsHyYHnPsobqCrzZcSyjhGFVWhWzdBMVqU2nB87VLXi2fNhyeuFY24J705cwA3YhqKhU4tjzdTj2fA3EYo57ptiyElAX2o8hF129iYiIClE4LODxrA3X7y1lZX/vXDiG+mp12ts/Z6yGVq3E5JwDwVAIDdUatDfrmH2bqIgFAyHM3FvB/OQ6JFIxapq0OH6uAaFgGDK5BCKRCBu2bcw9XMPWhndnI0GA3x+Ec207v4VPU8vJapx7sz3fxaAikJWAOl4371impqaycci0RLp6Z6PLtsViwfXr19HZ2clkZEREdOj8gRAm5+y48UxrcLpeaK/GqVYDypSyjPdVX63OKCgnotwKhcIxh10E/EEEfEGEQgLsy5uwL2/CsbaFLefeXi+O1S08tMwfVnGzqtKgQlVDJerb9Ji8uYjl2f2JFbVV5Xjx9WOHXzgqSlkJqB0OB548eYLW1taE6/32t7/Na2v2+++/H53WK13j4+Ow2+3o7OxEb28vLBYLurq6MDAwALPZHHc7n88Hn88X/bfL5QIABAIBBAKBjMpEpSVSH1gvqJixHueG1xfE3IoL0wvOjLt179b1ahuqtDtjAvmd7cW6TIXOZXfDvelDVYMGoWAYNz+34uHEPDxbfqh1ZfBu+7E674RzdQtra2sY+cUD+HxB/Pz//hdQlO08QPO6/fB7gwdOMVUM1NoyNB43QKVWoLKqHG6XD47VLajUClQ1aqBUfZ9E7Pw7RqwvbGDT6YFnyw+pTILySiXq23QQEEYgUPyfRykqtPOxSMhChGu1WvEXf/EXuHLlCv7mb/5m33KXy4WBgQF8/PHHmJ6ehkajyfSQKRsdHcW1a9cy6u49OjoKAPum2rJarWhvb8fExETc1ur/8l/+C375y1/ue/2//bf/BpWKiQ2IiCg2fzCMRZsfC7bcTAnTXK1AS3Vy46SJKD+EsIC1J9twLnsR9Ifh3QrCuezByuQWbHOxEwEKggBB2Nk2lh/+h2OQKSS5LPahkSrEaDytQYVBDomUY51Lndvtxr//9/8eGxsbeYkrn5WVgBrYCTYvXboEkUgEo9EIo9EYnevZ6XRCq9VifHwc58+fz8bhUtbR0YEPP/wwZ92zu7q6YLVa43Zpj9VC3dzcjPX19YKoCFQ4AoEAxsbG0NXVBZks866XRPnAepwdT5Y28O2dBQRDmV2qDZVlaKxRo6lWjWXbNtyeABRyCWoNFTBUlmWptKWJdZkOiyAIcG/6sDBpw8qsA5sOD9bmN/D45iKs3y3v63adzP5Cu1pYBQDhcAhisQQiAH/d9wqaTlZn903kkEgkgraqHDKlFEJYgM8TgFwhRb1Rj9bTNfkuHh0im82G+vr6ggmoszbPRHd3NyYnJzEwMIAbN25gbGwMAGAymWA2m/HBBx9k61Aps1qtsFgsOR3rbDKZMD4+DqvVGjMpmkKhgEKxvwVAJpPxAk0xsW5QKWA9Ts/mtg/fTa5iesEJQAxJGo1IZQop2pt0ONFqgGrXuOgqHcc2p4N1mTIRDIRw58sZ3Pt2FstPHPB7g1CpFfB5Api+s4z5x2sI+ENZPaZIJAJE2ImksfPX3f9dX9xE63N1WT1mOhRlMvg8O114JVIxQsGdhwCGOg2aT1ah6UQVwuGdqXlTmW6PSlehnYuzOnGj0WjMeIxyLgwNDaU153Qq2tt3sgBaLJacH4uIiEqP1x/E9Lxj35RT6Wipq8SrLzVCJi2N7pxEueTzBvDg2hy01RUo1ygQ8IUgCAK0NRVwu7ywLW0iHApDrpRCppCiwWiAVBb/txUMhmD9bhmTtxaxveHF5O1FTIw/xrbLe4jvaodYLEI4Tg+XtYWNQy1LhbYMNU2VUJTJUKEtg0avQrlGCWBnTuqAPwRFnKSInLGKCllWA+pCNT4+nnGQ29fXh/Hx8bxmKSciotIRDgtYWt/Ewuom3N4AFlY3s7Lfi6+0oc5QkZV9EZWipWk7ro09xHdfzuCRZQGrc86UtlfryvDWz17CX/e9BrlSirX5DSxO2+HZ9GLy9hJufj6FtfnDDVbjEYlFQLyAOgdllEjFqDSoUNuiQ1m5HGVqBco1SkjlEkgTPOATi8VQKBk1U3HKSUB98+ZNfPTRR9HW2o6ODvz85z/PxaGSYrFY9iUSS9X169f3jAd/ltPpBABOoUVERAdyuDz40805uLZ8B6+cgEgEVOvK0daoRa2+HOpyJhcjCofD8Gz5oSiTYcvpwa0/WnHzCyue3F+FfdmFlVlnRvvfdHjwL//8Df7ln7/JToFz6Nlu37uFgiGEguE9SbzkSulOt2qRCDK5BKoKBWQKKZTlcmj0Zaht0cGztZM1W66UobxSiaA/BIlUDIlUDGW5nN2y6chJOqD+1a9+hYGBgeic01qtFmazGZcvX8a5c+ei6/2n//SfMDw8DEEQYDabYbPZ8Otf/xqDg4MYHR3F2bNns/4mErFYLAAAvV6f0X7MZjMmJibiLr927Rq0Wi27exMR0R6CIODRExumF5zw+oPY9mQ+3UeNvhxnjtdAq1FCKT8Snc2IAAD2lU3c++YJHk4sYPbhKvzeIMoq5Og0n4RzbQvf/XkG9755Ar83mO+i5o3GoEL7mXq0nq6FWCLC7T9ZsbbgQkO7AQHJJt7+d6+gvtUAta4MFZVl0NZUQKmSQa6UQpxE32q1TgW1jjPUEEUkfRX+h3/4B5jNZvT09GBoaAgXL17ct87f/u3f4sMPP8TFixcxMjKCysrK6LLx8XF0d3djYmLiULOx2e32pNd1Op14//330dXVtW9O6XfffRfDw8Po7e3dt53VasXo6GhBjh8nIqLD5/UHsWLbxsKq62lisez58WtGVOvKs7pPokLj8wQQ8AfhXNvG8owdd756gi//xz3MPVqLuf5X/7/7h1zCw6cok6H1uVqUaxQQiUXQVlfA9PZxdLxzHGr9ToAbq3XYs+2HIAiQKcT43e9+h5/85JWCS+pEVMySDqg3Njbwi1/8ApOTk3GXDw8PQ6fT4ZNPPtm33Gw245/+6Z8wMDCAf/qnf0q/xCmyWq0AELOb9rOGh4dx5coVDA8Pw+Fw7FkWyeJ95coV9Pf379l/R0cH+vv7M+5WTkRExSsUCuOedR3TCw5surM7Z7RUIsa5U7U4dawqq/slKgSO1S1M3lzA45uLeDAxjyf3V1Ie11wq5EopGtt3MltXaMsgFolQ16ZHxzvH0fpcTVItyM8qK5cD2JkCjoiyL+mA+oMPPkg49dXHH38MALh8+XLcdcxmM371q1+lULzMdXZ2QqvV4sKFCweuazabodVqcenSpZjL+/v7MT4+jr6+Ptjt9uh46qtXr3LsNBHREff5xBMsrW9lfb8vv9iIljoNFOzaTUUuHA5j/vE6HKtb2HS4cW3sESauTsK25Mp30Q6FXCnFuTfbcaHrJAx1Gri3fAgFQ6hr1aPtxTqotZwTnqgYJX11tlgseP/99+MuHxsbg0gk2tdV+lmCEDvTYK6YTKZ9rc2ZrGs2mw98j0REdLQsr29lNZhWyCUwNurw0slaSJngh4rI+uIGtl0+KMpk2N7wwL6yBduyC/e/ncW3v38I59p2vot4oLYX6uB1+7Hl9ETnig6HBbhs7pT2U9uihfFMPYwv1uP4S/U4//ZxKMrY1Zqo1CQdUB8UCI+Pj0Or1e5JUBaLTqdL9pBERERFYX41sxY2dbkcPzzXgsoKBTPkUtEIBkOwXJ2E5bNJ3L82h0eW+XwXKSlisQhtL9ThZEcTNHoVWk5V47mXW1B/LHECW0EQ8M2/PsC//PM3WJhah0gsglQmgVQmQVmFArqaChjq1DC+VI+Od06gurEy4f6IqDQkHVAnCoRv3LgBp9OJnp6ehPvY2Ng49BZqIiKibNn2+OHa8mHZtoWF1U1sewKQSETw+UNp7U8kAk61GnD+dD3EYlGWS0uUPYIgYG1hA49vLGLy1s5458c3F1JutT0sIpEIynI5xBIRapu1eOHVVpx9ox3GM3XQ16rTaikWiUR49SfP4dWfPJeDEhNRsUopoL5161bMaa+GhoYgEonw7rvvJtzHBx98gL6+vtRLSURElCeRaa8ezthiJhsLJhFLi0UiaNVKODe9KFNKIQJQX63Gc21VnDuaCo7PE4DL7sbsg1V89+UMHt9cwOStxYIJno89V4sXXmuFbcmFgD8EjUEFCEBFpRLHXqjDyfONMJ6pSyuBFxFRqpIOqAcHB2E2mzE6OorW1tbo6//4j/8Yze7905/+NO72N2/ehMPhiDndFhERUaH69u4iJmeTn4LxWW+YWlBXVQGZVJLFUhGlTxAErM1vYO7RGpzr2/j29w8weXsJjpUt+Nx+hMOF05tQIhWj9XQNjp9rwOnOZpz5QRuajjPbPREVjqQD6srKSrz//vs4f/48Lly4AK1WC4vFgqmpKRiNRoyNjcXczuVyYWhoCL/4xS84TzMRERWVWw+XMwqmjY1aNNdxHCXlRyi0k1V75t4yZu6tYPbhGracHixM2Qoqs7ZEKkb7mXocP9eA42cbcOJcI6qbKlFeqYQQFiBjhnsiKmApnaHMZjOmp6cxPDyMa9eu4fz58+jv78d77723b93p6WkMDg5G54G+ePEifv3rX8NqteLv//7vs1N6IiKiHAgEQ/ijZTbjzN1NtZoslYjoYD5PAHe/eoInD1cxc28ZX//rg4Lpph0hkYpR36ZH/TE9Gtur0H62Hp3mk9BWlee7aEREaUn5kV9lZSX+4R/+4cD12tra8Otf/zqtQhEREeXTzYcrGQfTdYYKBtSUEwF/EFtOLzxbPqwtbODGZ5O48YcpPHmwCp8nkO/iRZ041wh9nXrnT60aLaerYXr7OCoqOd8yEZUO9qEhIiLaxeMN4NETW0b7OHOiBs8bqyESMXM3Zca5vo27X81g6vYSVuacWJ1zYvLmArzuwgicFWUynDQ14c2fnYHxxXqotUrUHdNDKmPOACI6GnIWUN+4cQOdnZ0IhdKbSoSIiOgwbbn9mF9xYeL+0oHrqlVynG6rQjgswOcPYtsbQDAURrVWheMteiYgo4ytzDrwvw9+ij+M3EYwUBj3UooyGdpfqt8Z53y+EcfPNqD5ZDXnTieiI40t1EREdGR5vAHMrbhw37qGrSS7yppO1+E5Y3WOS0ZHid8XxMPrc5ifXMfcwzXc/foJHt1YyFt5lOVy6GsroNGXo7ZVh/NvteN0ZzOaTlQxeCYiegYDaiIiOnJCoTAm7i/hcYoZvE8fMzCYpowIgoC5R2u4+YUV84/WMD+5jnvfzB762GeZXIL2lxpQ36aHoV6D+jY9jC/WofF4FSoqlRyuQESUJAbURER05Ny1rqUcTOs0SnQ835CjElGpEgQB9uVN3PqjFZbPJnHzc+uhTlklEolw5gfHcPJ8I469UIe6Vh3KKhRoPG6AQik7tHIQEZUqBtRERHSkBIIh3Leup7SNVCLG62ebc1QiKhV+XxDhUBiTtxZx+4/TuP3naUzfWYbLfnhTV1Voy3D2R2148fVjaDpehZOmJmj0qkM7PhHRUcOAmoiIjgyb041PvrIiLAhJb6NSyvDD883QqpU5LBkVk2AghOm7y3hwfR6TtxawNO3A0rQN64uH1/IM7ATP+lo12l+qx+kLzXj5x6dQ16o71DIQER11OQuotVotKisrc7V7IiKimLbcfthdHqw73HB7A1h3urGdxvhUdbkc7U06nGgxQM4pgI60TZsPX/z3O5i6uYQHE/OYur0Ivzd4qGU43dmMs28YUduiRfOJapy+0MypqYiICkDOAuq2tjbY7amNTyMiIopnY8uLmQUnXNt+eP1BNNWooVRIIRaLUaUtg0opw92pNdx+vIIUGqD3Od6sg7FJh2pdefYKT0VFEAQsTK7ji//3HXz+m9uw3l2CVHr70MtR06zFD//6BVz8X87D+GLdoR+fiIgOlnRA7XK5oNFoklp3Y2MDExMT0Ov10Gq10Ov1SW9LREQUCoUxt+LC8voWtjx+rNi2962zat//Wqb+6s2T0JQrsr5fKlyhUBjLM3bMPVzDg4l5PLLMY2HKhtU556GWQ6VW4Pzbx9F+ph6N7QacvtCMmibtoZaBiIhSl3RArdPp0NfXhw8++ODA4LiyshKCIGBqagrXrl3D6OgopqenAexkmwwGD7ebFBERFY9l2xa+vj2fVjftTJhO1zGYPgLC4TC++9MMvvrdfTyyzMN6Z/nQp6wSS8Q43dmEF187hnqjHs0nqnGqo4lduImIilDSAbUgCPj1r3+Njz/+GB9++CH+5m/+JuH6Fy9eBAD87Gc/wwcffIDx8XH8+Mc/zqy0RERU0h7P2nHt7kJGXbbT0Vijxum2qsM9KOVMOBzGwqQNWxteHHu+Fu5NLx5en8eD63P45n8+xOzD1UMtj7JcjpaT1Tjd2Yzzbx/HSz9qg6qCD2+IiEpB0gG12WxGT08P+vv70d3djY6ODoyMjKC1tTXp7T/44ANcvnw57cISEVHpCQRDuD+9ju8eH26QAwAyqRinjlXhzPEaiESiQz8+ZYdt2YWpW0t48mAVd76awb1vZrHl9OSlLIoyGdS6Mpw0NeHsj9rw0g+NaDldDbFYnJfyEBFRbiUdUItEIrz33nu4dOkS+vv78eGHH8JoNGJgYAD/9b/+16T20dvby4CaiIiiNrd9+Oz6DDa3/Yd2TIlYhFPHDDjWoIVWrWQgXYSc69v48n/cw50vZ3Dv21msPHEcehl0NRU41dGEUx1NaD9Tj8qqcjSfqkFZufzQy0JERPmTcpbvyspKDA0Noa+vDz09Pfjggw8wPDyMkZERvP322wm31Wq1aGtrS7uwRERUGoKhMKbmHLh+bzGnx9FUKPCCsRqbbj/C4TDKy+Rora+EQp6zSS4oB7Y2PHg0sYA7X83g1h+teDgxj1AwfKhlaD5ZjU7zSZzubMLpzmZUN1XyYQwREaU2hno3k8mEqakpXLlyBb/4xS9gNpvR1dWFkZERqNXquPvR6XTpl5aIiIremmMbX0zMwuvPLEGlVCJGMLQ/qBKJgKYaDV46WQutWpnRMejwBfxBTN9dwYPrc3j4NOv2/OP1Qy+HWCzC8XONOP+2EWGtDf+Xvm7IZLJDLwcRERW2lLp8x9Lf34++vj78/Oc/x29+8xtotVpcuXIF//k//+esFZKIiIrfqn0bU3N2WBecKW3XXKfBC8ZqAECZUgaV8vugRhAEzK+4MLO4AQDQqpUwNmlRXsZut8VAEAQsTdtx95tZfPfnaTy5t4LpeysI+A53NhBtdTnaXqhD0/EqNB6vwrHnanGyowll5XIEAgH87ne/O9TyEBFR8Ug6oL5+/XrcZZWVlRgZGcH4+Dj6+vrQ39+PoaEhjIyM4OzZs1kpKBERFY9tjx/rrgAePbEhGAJmFp3YSnFqIpEIePF4TcKEYSKRCM11lWiuq8xGsekQBPxBTFydxB//P3dw4w9TcKxs5qUcjcer8Jf/6wX84K9fQHUju28TEVF6kg6onU7ngeuYzWZMTU1hYGAAv/rVr2AymdDT04Ph4eED564mIqLiFgqF8XjWjkezNjhdHjyc90B2fxkSSepz69ZXVaDj+XpUVrDLdilwb/nwaGIef/6Xe/jiv38Hl919qMeXSMUwvli/M/75QjOeu9CC+jb9oZaBiIhKU0pjqD/77LMDE48BwODgIPr6+tDX14ePP/4YY2NjuHLlCv7jf/yP+8ZiExFR8Vu1b+ObOwtwbfky3lfXq0bU6MuzUCrKF58ngLtfP8HNz6dw4w9TmLq9lNPrv1giRtsLdTjV0Yim41V44dVWGM/UY9PhgWfLB0O9Booyjn8mIqLsSynNaU9PDyYmJpKae9poNGJsbAyjo6N477330Nvbi1//+tfY2NhIu7BERFRY1hzb+OQra1b2VaMvx8svNrBVugiFw2FM3V7CjT9M4ebnU7j79RP4vbkdB22o18D0znG89bOX8NzLLTGnq9LVVEBXU5HTchAR0dGWUkBtt9thNBrR29uLrq4uGI1GnDt3LuE23d3d6O7ujnYD5xglIqLiFwyF8e2dBUynmGAsFp1GiTdMrahQMZFYMVmasUcD6JufT2HT4cnZsUQiEZpPVuPU0ymrXvphGxrbDbynICKivEs6oJ6amgKwM5babrfD6XTCarUeGFBHRLqB/+IXv0iroERElF8OlwezSxuwuzxYXNvKaF8iEdBSV4n2Jh3qqioYGBUBl92Nm19M4ebnVtz4wySWZxw5O5auVo1THU043dGEUx1NOGlqhIpToBERUQFKOqBua2vL+GBGoxEff/xxxvshIqLDIwgCvr2zgMm5zAMoQ2UZ2hq1aK3XQqlIqZMUHSKfN4An91ZgX9nCvW+e5HQctFQmwenOJhhfrIfpneM41dEEbTW7aRPR9wKhEDa9PngCO0NJRCJAEACHx4PVrW04tnd6yDi9XjjcHjg8HviDoQP3G+th7u5XBAD2bTfcgQA8gSD8wSB8wRACoRDCggC5VAK5RAKpWAyJWAx/KAR/MASZRLzzumRnuVwigUwihkwigVgkgkiE6HKFVAKFVAr507/LJBJIRGIIECAIgAAB4bAAATvX492vCwIQFgSEwmGEBAH+YAi+YBBqpQJV5SpUlaugU5VBJZdBKZVBKZNCKZVCKZOiTCaFTCyBAAEiiKCUSflwO028myEiorj8gRC+ujWH+dXUpzYqk4vR1qhFhUqB8jI5ag3lHB9doNybXtz/dg53vprBnS9n8HBiHgH/wTej6RKLRTj3VjsuvnsOr/7kOagqFDk7FhHlhyAI8IdC8AaC8AQC8AaDcPsD0X+7fD48XrXhicOJbZ8f7kAAbn8A7kAA2z4/tnx+bPn9ewJpyh2xSIRyhQwVcjlUchnK5XKUK+Qol8tRIZdDrZSjVl0BlVwGjVKJSqUCUvHOQ4IKhRwapRJqhRwapQI6VRlkaczwUawYUBMRUUw2pxt/ujGb8vzRAPBcmwHqYDlePdMImYzZlQuNfWUTd76awd2vnuDu17OYvrOEcDi3s3DUHdPhuQsteO7lFvzgr56Hvlad0+MRUfqCoRDWttxY33bDHfDD7Q9gzrEBu9uDQCiEQDgMfzAEl9cLu9vztFXYC5fXuxMU+3dadMOc3adohAUBm14/Nr3+rOxPrZRDryqDXqVCs7YSTToN1AoFNEoFqsvLUVWhQlV5OarKVShXyKKt9MXYSs6AmoiI9nk4Y4Pl/lLKN0PlZTK89lIz9Bo5FqeK76JYqhyrW7j5xc4UVne/msGi1Z7zY2oMKpx7sx3n32zHuTfbUdeqy/kxiSi2cDgMl9eHda8fd5ZWsB0MweH2YGVzK/pn2fX939e23AyGKSOR4PyJfQM35peS2kYkAioUchhUKujLy1BVXo7qChVk4u9bu2s1FXjv/Au5KnZaGFATEVGUPxDCN98tYHY59SkOz56sxem2KkglYgQCqbdqU2Y2HW48uDaHTacHzSersTa/ge/+PINbf7Ri+u5yzo8vV0rx4mvHcP6tnQDaeKYOYrE458clOkrC4TBsbg+WXVuYXLfhid2JDa8XGx4vFjc2Mb/hgscfQDAc3llfEODy+rDp80EQBASDQUhvPMTekcJEzxIgEgkQicOAOAxAtDOgfN9qol1bPOv7bYSwGMnUOUH4PhCfsTtjrnOqxsCAmoiICpPD5cEfLbPYdKfW3UunUaLz+QbU6MtzVDKKJRwO45FlAdfHH2Pi6mM8ssznvNv2biKRCCfONUQD6OdeaYFCye79RJnwBYOYd7rwxOHErN2J5c0t2N0ezDk2MLVuw4zdiUAonO9iUqEThXfCV9HuwFiAWByGaPcf0e5/712ebYIggki0k1wNgggQRBAiAfmuS5cAEYSQGEL46R9BDEHYab0GALckd/k90sWAmojoiFt3ujE1Z8fUvAPJ9PCTiEV48XgNavTlKFNIoS5nQqnDsO3y4sG1OTy6sYDJW4u4980TONe2D7UMDUY9zr95HOfeMuLsj4xQ61SHenyiUmDfdsNqc2Da5sCUzY5pmwMzdgfmHBtYcmU2JSGVOgEiSQhiSQhiSXjX30N7/y4qvO76kTJFAn2IhPht1gkiVC8YUBMRUYFwbnpx6+FyShm8a/Q7icYYROfe6rwT976Zxb2vn+Du108wfXclJ9NWxaOrVeP42QboaytwurMZ599qR20Lx0ETHcQfDMJqc+D+yhoerKzh/soaHq3ZsPm063W2kj4dFSIRosmsVDJZdMosAQLKZDLUadSorlBBBBHUSgV0ZUroVGUol8uxO79VrNOn8ExH5WfXEQQB5Yqd5Fo7U07JIJOIoZBKIQLgD4UQCIUREsIIhsKQSSSQSyUIhsIIhEI702iFQgg+TeIWCO0Eg2FBQCAUgi8YgjcYhC8YgNO7DadvG9sBN7aCbnhCPnhDXriDHrhDHriDHnhDvqdl3huK7v2XJHoMAQKe/n/0/ey87+gHsLOxsP+zoOQxoCYiOmK8viCu3V1MeZz0i8drcOZ4DcRijr3LhWAghJufT+HaJ49w/eqjQ0kctlt9mx4vvNaKF187hhdfa0WD0VCU2VaJDpPHH8B3Syu4tbCMmwtLuLmwhEdrNgTZLRtlsp35jlWyp/Mfy2RQSqVP50SWokwmQ7W6HKeqq1Cn2ZmOqUy2M12TSi6LTtW0ExgX57nIFwxg3bOJdfcG1txuOD0urLs3sebewJrbhXXPzt/tnq2kHpjKczwVVSTcjhRF2P13QUD4meWR14Vn/p7bh7+FF/gzoCYiOkKcm158fn0mpamwFHIJfnC2GfXVnOYomwRBwKLVhtt/msaD63OwfDqJ9UXXoRxbJBLB+GIdXni1FS+83ooXXm2FoU5zKMcmKlahcBj3ltfw9cwcbswv4ubiMh6urJdkNmyZRIxadQWqK8pRWaaESiaDWiFHq16LMpkMMokEMokYasXOnMM6lRK6sjJoy5SoUMihlEpLMilhWAjD7tnCqnsDGz433AEfPAE/7N5NrLldWHO7YPN8HzBv+jz5LnJKRE//9/vnF6K089cJiATkwk5r+a7AXMDTFvRdwXgxt5IzoCYiOgICwRCm5hy4/XgFgWDyLSfVOhV+eL4FKiabyorVeSdu/XEat76Ywq0vrIcWQANA88lqnH+zHeffaseZH7ahXKM8tGMTFRunx4O7S6s73bZX13F/eRXfLa0UbXftMpkUGqUCgs+LltpaaFVlqFQqYChXoU5TgTq1GrWaCtRWVKBOUwFdmbIkA+J4AqEQ1j0ubPjcEAQBy9sOLG85sbLtxPL20/9uObHqdka7bVNiIgAiiACRCJIUgvJIC3ekdfzZILtGVXgP9xlQExGVsHWnG5b7S1hzuFPe9nljFc6erGMX7zR53X5M3lyE9c4SJm8v4c6XM1iaPrxu3E0nqnDmB20484NjOPP6MVQ1VB7asYmKQTgcxqxzA/dX1rDs2sKcYwN3l1dxb3kV887De9iVqjpNBWrVFahTV6C9Wo8WrRaVZTstxc3aShjKVZCKxdGGxQqFHHKpFIFAAL/73e/wk5/8BDLZ0XhI6g364fBuR8cn29ybWN52YnXbiRX3BlaeBss2z2Yh9iTOG4VUBo1ChUqFCiqZAiIg2hMjLISjLcwAIAjhaOAbGbf9/boCAqEgXH43fMEgJE8f0vhCgbiftwh42sU/duu4WlF4OVwYUBMRlaDFtU18fv1Jyl0RRSKgzlARzeJNyfP7gnh4fQ43v7Di1hdWPLg+h1AKvQHSIZVJ8OLrx/Dyj0+i03wSTSeqIAgCRCJR0Y45JMq2cDiM+Q0XHq6u49GqDY9W1/FwdR13l1ex5SusFmeZRIxmbSVa9Fq06irRpK1EdUU59KoytBl0aDfoUSY/GsHwQQRBgM2ziTnXOmZd65h3reOJax1zrjXYPJtweLfhCyY/vKmUqOVlUMkUkEkkUEhkqJArUSEvg1peBu3TQFmjVEEjf/r3yGuKMmjkKiikua1jgiAgGA4jEA4iEAp+/zoAT9APp3cbG75tOL1ubAU8EEX+TwRUyAuvdxUDaiKiEiEIAhbXNvF41o6FFDJ3AzuB9PFmPc4cr0EZu3cnJRQKY+r2Em5+vtN9++7XT+BLYWx6OhraDXj+lRac7mjGifONOPZ8LeSKvZdyBtJ0lAVDITxas2Fq3Q7L/CK+eTKPm/NL8ASCB298SCoUchgNOrRX6WGs0sNo0OGYXodjei3q1BVHqqt1IpGA2epcwczGKpzebQgQoq3Md9Zmse4u3J4EuSCTSFCtqkSNqhK15ZWoevrfmvKd12pUO39XSuX5LmpCIpHo6Th8CSDb2+KsRTnqKxLPKGGz2XJZvJQxoCYiKmLhsIDZ5Q3cfrSCTXd6LS3VOhVeOdOIyorCe+pbSARBwOzDNdz6oxU3P5/C7T9NY3vDm9Njtr/UgJd+2IYXXm3F86+0QFdTkdPjERWLQCiEJ3YnJtftmFq3Y2rdhrvLq/hucaUggucmrQana6vxXORPXTWOPU3opZDy9jsiLISx5nZhzrWOeZcNc5vrmHPZnrY2rxVdUq90ScUSVKnUqCrToEr19E+ZBtUqDerKtagu3wmctYpyPjQtQPxFExEVoXBYwNyKC7cfr8C15Ut7P+1NOrz8YiPHScexMuvAzS92Auhbf5yGYyW1lv90nDjXiJ/8rxfwyr85zQCa6KmVzS3cWljGZ4+t+MPkNCbX7QUzNdUxvRbnGutxtrEOZxvrcK6xHjpVWb6LVTDCQhhLW05MO1cw61qLds+e37RhYdNe0t2ylVI5qlWa6B9D9O+VqCpTo+rpvysVKohF7JlQrBhQExEVEX8ghMezNjycscHjS78VRiGX4NypOhxv1mexdMVPEAQ8vrGA8f/nDVwbf4TlGUdOjyeRinHS1ISzP9pphT5paoJGr8rpMYkKmSAImLE7MTG3gNuLK/huaQV3l1awtpV6YsVcUCvleLmlCa8ea0ZnSyPONdZBW8bgORAKYXpjBYub9qeJvjawuGWH1bmCaedKSQXNBpUateVa1KgqoZIpoJLKoVaU7WlVrlZVolqlgUpWeAm0KPsYUBMRFbBgKIyltU1sewKwbXgws+jMaH/lZTKcO1WH5loNJBI+DQcA96YXD67P4+vf3cdXv7uf06msRCIR2l+qx9kfGXeC6NePQVXBGy46egRBwMrmFp44nHi8asONhSXcW17Fo1Ub7O78d/OVScQ4WVOF52ur8XxdDU7XVuP5umo0VWqO9Bhnl8/zdEopByYdy5hyLGPSsYQpxzL8ofx3tU+XVCxBTXklDGU7UzIZytSoK9eirkKHunItap/+vVqlgVzC8In2Yo0gIipAm9s+3Hy4gsW1zax1azSdrsOpY1VHvnv3psON61cf4/afpvHg2zk8ebAKIcVs6Mky1Gvw4uvHcPxsA4wv1uHE+UaotWzNoqMlEArhztLOdFQTcwv45sk8rDYHvAUw1llbpsSL9TsBc52mAs3aSrxQV4sT1XrIj+BYZ0EQYPduYd61M5Z51rWO+c31aCZth2cr30VMiVpRBp2yAlplObQKFbTKimhCr9qngXJNeSV0ynJ2uaa0Hb0zBRFRAdv2+DFxfwlzy5m3kkolYjRUq/GcsQpV2qPbjdiz7cedP0/jwfV53P6TFfe+mUU4nJsAukJbhrM/asPZN9px7g0jmk5UMYEMHSlOjwd3l1Zxb3kN95ZXcXd5FXeW8p8oTK8qw3N11ThZXYVTNVU4WWPAyeoqNFSqj9xvNBgOYcW1gblNG2Y3vg+YI0nBPIHCmkosEZlEghP6BrRqqtFSWY0WTRVaNFVoUBugU5ZDKpbku4h0BDCgJiIqEDOLTkzcW4LXn9mNp0wqxgvt1TjZaoBMevRuJsLhMKzfLePGH6Zg+WwSd7+aQcAfysmxFGUyvPj6MZx7w4hzb7aj7cU6dqWnI8EXDOLh6jruL6/h7vJO6/P9lTUsbuQ+cd9BqspVONdUD6NBh3ON9XiltQltBt2RCZw9AT/s3k3YPVtYdW9gzrUTMD/ZWMP9lRn83/63PyCco1452aaSKdCuq4NRW4sGtR5ikQg6ZQWqyjSoq9CiXVcHhYRTPVJ+MaAmIsozQRAwcX8JD2cym1dRJAI6n29AS30llPKjdXpffuLAjT9M4sYfduaEdtlzk8BIKpPgdGfTTgv0m0ac6miC7Ih91nS0ONwefLe0gid2JxY2XHi0uo57K2uYXLMhlKOeHslq1mrQXm3A8So9jlcZ0F6lx+naKjRWako2ePYG/VjccmBx046FTTuWtuxY3nZiZduJ5S0n1j2uuAnABADBUABSkQyF9OkYytRo0hjQrKlCk3qnhblZY0CTpgp6ZUXJfpdUOngXQESUR8FQGFe/sWLdmX4Sns7n63G8WX+kWkaXpu249Scr7n71BN99OYOVJ7nJxh1JInbuzZ0u3C+81gqlSp6TYxHlkyAImHVs4PbiMu4s7WTX/m5xBfPO3CXpS0WZTIrn6qrxUn0dOpobcPFkO+or1fkuVtYJgoB1zyYWN+1Y3Nr5s7Bpx4xzFdMbK7C5898DIB26sgoYtbVoq6xBS2X10+B5J4hmJmwqdgyoiYgOmT8Qwv3pdcwtb2AjgzmkVUoZ/vJHJyCXlW637mAwhLX5DUzdXsSDa/OYvruMJw9WYVvKbSbuUx1NeO0vn8PFd8/BUK/J2bGIDpvHH8C03YGpdTsm1207/12z4/7KGlze9M9H2aSSy/BSQy0utDThXGMdzjTUwWjQQVIi2bW3/N6nSb7WsOZ2YX7ThhnnKha37FjachTtFFNVKg1OGRrRrDagplyLunIt6it0MOpqoVNW5Lt4RDlTsgH18PAwRkZG0NfXB7PZDK1WC6vVCovFgo8++giXL1+GyWRKeb9OpxPvv/8+AMBgMGBqagpdXV3o7u7O9lsgohI0u7yB63cX05pD2lBZBk2FAkq5FA3VatRVleYNinvLB8unj/HJ/27BrT9a4ffmPplR04kqnO5sxunOZlz48UnUNGlzfkyiXBEEAatb23i8ZsOj1XXcX1nD5LodU2s2zG+4UCjDZ2vU5WjRVeKYXof2Kj3ONdbjxfqakumybfNs4rF9EY/sS3hkX8SUYwnzmzZseAtjTu10KKQytGqqUVNeifoKHY7r6tGuq8NxXT30ZaV5TSI6SMkG1E6nE+Pj4xgfH9/zularxdWrV9MOpjs6OjAyMrJn+76+Ply7dg2Dg4MZl5uISo8gCFhc28SDaRuWbalNOaJVK/FcWxUaa9RQlPBY3W2XF9fGHuHz336HifFHOUsiFmGo1+DlvziFC+aTeP7VFlQaynN6PKJcCYfDmLI58M3MHG4tLuPu8iruLq0WTGtzhF5Vhpdbm/BSQy3ONNThtWPNMJSXxuwDvmAAVucKHjuW8Mi2gEf2RTy2L8HmKc7u2ZVK1dPu2NVo1hjQrK6KjnGuUVWWxMMOomwq3bszAENDQ5iamoLVaoVer0dHRwd6e3vT3l9PTw+6u7v3BeNDQ0PQ6XTo6uqC2WzOtNhEVCJCoTBmlzfw3eNVbLpTm4ZEKhHjwgsNMDbpclS6/HJv+XDzD1OY+PQx7n09m9O5oAFAY1Ch03wSL/2wDadMTWh9roY3hVRUQuEwVje3cW9lFbcWlnF7cRm3FpbxxOEsmBZnAJBLJThVU4Xna6vxfF3N0z/VqNcU//RULp8bs0+7ak87VjDpWMakYwmzrvWcnr+yTSwSoa5cuzOOWWNAk3onCViLphpNGgPU8rK8li8UCiEQKM5u75QZqVQKiURSdOeKkg6oL126BK1Wm5V9Wa1WjI+PY2hoKO6xBgcHGVATHXHbHj+23AEsr2/i8ZwdvjRaWhVyCd7uPAZDCc0dHQyGMPtgDbf+aMW1Tx7iuz/PIBjIXSu0XCnFC6+24vxbx3H+rXYYz9RBXCLjL6n0uf1+3F5cwc2FJVjmFnFtdgGzjo2Cm+qoVV/5fdD8NIBur9JDJinevA6CIGDN7YLVuQyrcwVW5wqmnatY2LRhcdOe7+IlRa0og6FMDb2yAjplBeordGjWVKFepcWk5Tv8n//yb1CuzG/QHIsgCFheXobT6cx3USiPJBIJampqUFlZPL0hSjqgzqZIIG00GmMub29vx/DwMJxOZ9aCeCIqDoFgCI+e2DC94MwoyRgAKOVSvH3hGPSVhXezk6xgMIR7X8/im9E5fPX/+N/gWndjadoGrzt3LQ5isQjGM/UwvX0c595sx/OvtkCh5NykVNgimbUn5hZwY2EJtxeWYbU5sLixWTDBs0wixqmaKpypr0WTrhLH9FqcrK7C6doqVCiKOzuzy+fB3fVZ3F+fx7RzBdMbq7A6lrHl9+a7aHHJJVI0qPVoqNChQW1AQ8XO32vLtair0KFapYFcEvv2PhAIYOO2Ne7yfIsE0zU1NVCpVEUTTFF2CIKAYDAIl8uFpaUleDwe1NfX57tYSSnMX1QBslgsCQPlSKB9/fp1tlITHSELqy58891CWknGdqs1lKO5VoPWBm3RzSG97fLiuz/P4ObnU3hwfQ4z91bg8wQQDAYhlebuvTSdqMLrf/k8XvphG05faEa5RpmzYxFlw5bPh29nF/Dd4jLuLK3i65m5gpmWCgDUSjnO1O+McX6poRYv1tfidE0V5Dn8HedSMBzCpGMZVucyZjfWserewOq2E6tuF+yeTaxub+S7iDEZVOqdQFmtjwbMDWo9jNpa1FfoIBaVXm+bUCgUDaYNBkO+i0N5pFaroVAosL6+jpqaGkiKoMdLcZ4hU2SxWHD9+nV0dnamlYwMQHQcdjyRYNtqtaa1fyIqHuGwgKX19JKM7SaXivF8ezWea6uGWFw8T+Jddnc0gLZ89hhL046cjh8s1yjR9kItjGfq8dzLLahr1aGqQQNDfWlkAqbS5Q0EMDG3iD9Pz+LL6Vl8PTMHXzC3CfcOIpWIcUynRXuVHu3VehyvMsBo0OF4lQENlcU7znk74MWMczXaTXvSvoSJ5amCbG1WSuVPxy7vJPqqKlOjpbIabZU1aFDroZQevbnuI2OmVarSGepE6SsvL8fa2hoCgQAD6nwbHx+H3W5HZ2cnent7YbFY0NXVhYGBgZRbke12e9zu3gCiwXa8cR8+nw8+3/ddQV2unSfSgUCAiRdoj0h9YL0oLF5fEE+WN+BwebGwugl/BuN/ZVIx2pt0eN5YBYVcilAoiFB+77ETcm/6cO+bWdz4bArf/XkGM/dWDtxG2PXfdG7PyyoUePnfnMT5N9vx+l89B6Vq/w1mMJj76bSIkjknh8JhLGxs7kxTtWbDw9V1PFhdx93lVfjyVE8rFAqcrDbgeJUex6v0OF1ThZM1BjRrK+OOcS6G35TDu40px9JO9+yNVcw8/bNSgK3NCokU7do6nNDX44SuHid19TBqd+ZkjvvgQsjd9b+Q7y8CgQAEQYAgCAiHw/kuDuVZpC7EC6gLrQ6XbEAdCX53Z/U2mUwYGhpCe3s7JiYmUmqtzjRBwvvvv49f/vKX+17/5JNP+DSOYhobG8t3Eegp+2YAjxa8CIUza4WVS8VoqpKjplKGJasISwXYoUUIC7AverAyuYnlyS0sT27BvuD+PkJOUSiFG3RtnRL1J9U4dl6H1rM6SOVieLGAT/+wkN7BibJobGwMgiBgKxjCmtePVa8Pj13buL+xhUW3F8E8jXkWQYRKuRR1ZQqc1lSgTa1Ca3kZDArZ90HbtgPhaQceTD/Gg7yUMnWCIGAj7MVSYAvLgU0sB7cw73fBFiq8OZxFEEEnKUOtrBz1UjXqZBWol6lhkKggFomADQAbm1id2cQqHuW7uAV5fyGVSlFXV4etrS34/anNikGlx+/3w+Px4Isvvoj5oM/tLqzzQMkG1N3d3TFfNxqNMJvN6OnpwdTUVNaPa7PZYr5++fJl/N3f/V303y6XC83Nzfjxj38MjUaT9XJQ8QoEAhgbG0NXVxdkMiZVyqfFtU3cs65DInbjucr091OrL0dbkxbNtRpIJYU19s3vC+L+t7O48+UTPLg+j0cTC/A8k1hNmkYCGwE7wbREKo3bQq0xqNBx8Tg6Lp7A2TeMqDTw4SIVjlA4jKl1O24tLOH/++U38KgqcG9lHevb2/tXlkhyfkMlFolQr1GjVl2B5+uq8VJ9LV5qqMNztVUoK/JrRSAcwrRzBQ/sC3hgW8BD+yIeO5f2d9cWAVJp/t6rWCRCu7YWrZpqNGuqcKyyBsd1dWirrCmKbtqFfH/h9XoxNzeHiooKKJWlmw/jF7/4BQBEx4lXVlait7cXv/jFL/DBBx8A2Bk+euXKFXz44YcwGo3RxsGpqSnY7XZcunQpGudYrVZcuHABFy9ejDYm/uY3v4FWq8WlS5dgs9lw9epVAMC1a9cO9b1mwuv1oqysDG+88UbM+hAv3sqXkg2oEzGZTBgfH4fVak3YjXs3rVabVCt1vEQKCoUCihjZMGUyWcGd1KgwsG7khyAImF5w4s7UKja3d56Spzp+RyGXoEZfDp26DE21aug0hZOxOxQK45FlAdfHH+GRZR7f/XkGPk/2u06JnvkvAGj0KpzqaMKpjiZ0XDyBk6ZGTmVFBWHT68Od5RXcXVrF3aVV3F5axv3lNXgCQQDC0wR7NuzU6NyPMZaIRTim1+JcYz3ONdbjfNPOf8sVhR+0xRMWwphz2XB/fR4O7xaWt524vz6Hh/ZFbPjcMbv55ms0d4Vcif8/e/8dH2V+3vv/r/u+556mNuoF1ZHoLEXAsr0h1vba6wqLE6c4TkAnOclx4pygw3mk/OJzzpcjUk4S5+REcuzYTmJ7jVzW3l3vrsT2jjSwdBAaCRAgVEd9yl1+f0xBAgk0QkKFzzORJU255x6YFfPW9flclzs1B7crm1JX+HNhSibZCSkLIjjfynx8f6HrOpIkIcvyovx3wePxsGvXLr75zW+OWyHr9XrZuXMnXq839rzLysqora2ltbUVt9tNVVXVuGOVlpbS1tbGnj17GBgYYO/evezZsyd2/Y9//GMqKirG3W/btm0L6s9VlmUkSZr0tTrfXr93ZaAuLS0Fwi/uqQbqmzUkg/Aea0CMzBKEBUzXDd4+fIH2zsFp3d9qkVlTlsWKkox509jHNE0ue3s4/HoLR95o4cibXob7Z79JT0pGAkk5Mk996SHWPVRKSoaTtOyF2/BIWDxGgyHOdffS3t/Ph+fbef1cKx9d6mCuplTJksSG/FzuKy6gPBKcC1NTsCyARjyTGQkFON/fxYWBLlr6rnL4qpfjXecZDt7eWMGZJssyJSlZrM4sZHVGAW5XNiWubDKdouGhMLO2bt3KgQMHbthu6na7qaysvCE030z09nv27KG3t3fc9laYOIvs2LFjWuctTM2iDNSVlZU0NDTM6JJut9tNY2PjpNdHq9dTDeiCIMwfhmFyoaOfI2c6GJ5GtVaWJEoLUlm3LBvbPBh5ZRjhKvQbPz7GO8+foKt9dpv1SJJEXmk6q7YUsv7RUtY+WExKppMXX3yRp566d979Jlm4uwz4/Ry6cIn32y7ybusFGi9eJjiHnbZTnXa2Livl3sJ8VudmcU9uNkn2hTfPOaCHuDrk48JANy3R0VQD3bT1d9IzMr1fSs4Gu8XKxtxSlqXlUZCcTnaCi0xnClnOFFJsTpQFVLW722z8lVo0fX42KLMoMk0/2H3rGxLOJdEtpxOpqKi4ZeFurGhg9vl8+Hy+KRXz3G73lG8rxG/u3/nNgsbGRrxe76QvnGj4jacpWXSZ+GSi47LEDGpBWBh03aC9c4CLHQNc6hyc1j/aeZmJFOW6yM9OxqrObTWpv2eYw6+34HntHI31Z+nrnP44r6nIX5rB2odKuOfBEtY/4saVmTju+vnWgVO4e4wEg7zbepHXznl581wbJzo656z6DJCZ6OTBkiIeKCnkgZJCVmZnLJillyFd53x/eBRVW38n5/u7uDjQzeWhXjpH+qfdrHA2WGSFopTMWJU5+rk0NQfrNPpACHNP0w1C2vwM1PFoaGiYtLdTVDwV6mhjZZfLdcvjRol8MrsW5U+YiooKmpqaJr3+0KFDuFyuuKrJO3fuZP/+/Xg8ngmD+KFDh8SLVRAWiDNt3fzdf3xAS3svv/mpdRDn0j73EhflK3PnvBrd2e6jsaGZd35+giNvejFm8Tf5+UszWLGpgPWPlrL+ETfpuaKZojB/9I2M8uzhY7xw4gwfXrg0JxXovJQkStJTWZaZzrKsDJZnZbAyO5PspJuMSJonNEPnYqTS3Nx3BW9fB+f6Ojjf34VmzK+ZfpIksTQ1l+XpS3CnXgvO+UnpWOSFu0xeWLy8Xu+kPZaippIhfD4ftbW1NDY2xhqNCfPDogzUO3fupLa29oY9BRB+UdfV1XHgwIEbrvP5fOzbt49t27bd8MIuLy+noqKCZ599dsJAXVdXNy/HEAiCcE1v/wh/82/v89zrZwgEw2MYzpzvYXlxxi3va7XILMlOZnVpJimJc9OBVAvpnHj/PI31Z2lsaKbt1K3nQU9HQrKd5RvzWbG5gBWbClixKZ+kVNGBW5g/RoJBXm1u5eCZFt4/f5HTV7vv2GPbVQvLMtMpTkulMC2Fe3KzeaS0mJzkpDt2DtMV0nXaB7tp9XXS0neFc30dtPR10NbfSVCffzOoE6w2lqUtYXlaHkvT8liWlsfStFyc6sJbIi8I09HY2EhtbW3s+4qKinENyIT5YVEG6ujy7P3794970Xm9XjZu3MiePXsmXCJRW1vL/v37qa2tpa+v74brDxw4wMaNG9m5c+e4UF1ZWcmePXtEhVoQ5iHTNGm+0MsPfnmMuoZT+IPj3zS+dqiN5UXpN61Sz1VFWtN0zh25zNG3Wzn6disn3j+Pf3jm53M6k2xseKyUDY+Xseb+YgqWLZwlqcLdIaBpHLpwibda2vgwsh/aH5r9AJiZ6GR1Thb2oQE++/ADrC9YQml66rxuGKYZOleG+mJNwcKfu7nQ38XloV70CbppzzVJksh0JrM8fQkr0/NZmZHPivR88hJT5311XxBupby8fMK+Tg0NDdTX11NXVxdrLlZdXT3uNps2bZqwQCjML4syUAPs2bOHhoYGKisr6e3tje2nPnjw4KR7pysqKmJz2ybicrloamqiqqoKl8tFeno6LS0tbNu2bcp7GARBuDOGR4P86JWT/PTVU5xp68GYZBNlR88Qp9t6WFFyY5U6waHy8IZC0l13rjp72dvDh6+coelgM8ffm50AbXOorHmgmI1PlLH2oRKKVmVjsczfgCDcfTRd58ilDt5saeMt7/k7EqCL01xsKlzC6pws1uRmc09eNtlJiYRCoXCDvbWr5k2DvT7/EEeuttLS18FAYJTB4ChXh8MNwi4N9szL0AzhcVQrMwpYlpZHss1BUUomS1NzKU3NQZbEL/GExamiooK6uroJL48W4+rq6m4I08LCsWgDNYx/oU5FeXn5hJXpsVwuFzU1Nbd7aoIgzBJNN/jBS8f55x810jcYHg8lyxKGPnn3nNcb21hRfK1K7bSrrCnLojQ/FVme3epIKKhx/N3zHHrlDB/Wn+XSuZlfuipJEss35lP+eBnrH3WzYnMB6jzoRi4IUYZhcPJqF2+2tPHmuTbeab3AUGDmf5kUlZWUwIYlueSnhpdsP1ZWQlGaa9Yeb7p6Rgdp7r3Mub6OcGMwXydt/Z10jwzM9andlFWxUJCcQVFKJgXJGRQkZ7Ahu0QEZyEuFmX+vlbiObfq6mrq6uqoq6ubsAAnum8vfOIdlSAIi8LAcIDnXjvN/u+8i26MD8+SJCFL0k2r1KfaunlofSGlBWm4l7hQZukfcsMwOH+qk+Pvneejt7x4Xj3H6NDMz2ZVLDJrHihmy8eW88CnVpFdmDrjjyEIt6NzcIjnT5zhrZbzvOVto2d4dNYeqzQjlS1FBWwpymdLcQHLMtPnzVLikK5zuqedjzrbaB/swa8FaR/oobnvCn2js9ut/3ZYZIWcRBdLktIpSEpnaVoexa4silOyyE5IEcFZuG1THUu1ENTX17Njxw5cLte4Yp/P54tNCpop0XFawp0jArUgCAuWb9DPoROXeefIBX7xxllGA5MvCb1ZlXpFcQaff3wF5avyZvwcA/4QzYcvceL985x47zwnP7zAcL9/xh8HIDndyYNPr2bT1qWse8RNQvLcNE8ThIkYhsGJji7eONfKGy1tvNnSNmvduDMTnTxaVsLjS0t4tLSEJa6570rf7x/mZE875/qu0O8foWd0kNM97Zzr6yCgzd8xczmJLkpTc3G7silOyaLYlUVBUjqZzhQxw1kQpsjtdse2jdbX15Oeno7L5cLn81FfX4/H44nd1uv1UlNTQ2NjI42NjbhcLvbu3XvLKvb+/ftpaWnB6/XS0NBAVVUVmzdvFttS7wARqAVBWFCCIZ2X3j3H9395nKNnp97lWpIkFFket7fQvSSVP/y1LXz8gbIZq1aFghon3jvP4ddbOPH+ec562gkFZ2/sTNGKLDZvW8amimWsfqBI7IUW5pXzvb5YgH7jXOusVqGXZaZzX3EBn1u3ikfcRXPSWE8zdLpHBugaGeDyUC9t/Z2c7bnMie6LXB7svePnE4/MhBRKXdmUpeZSFtnXXJqaQ6JV/GJOEGbKZPukx/Z3crvdVFdXx72nOtqIWWxNvfNEoBYEYd4zTZNj5zr54UvHeemdlhs6dU+VJIGERGFuMr/7zGY+/8SKGQnSnRd9eF4/R2P9WTyvtczKEu6ohGQ79zxUwqaKpWzetoysfNesPZYgxKtneCS2D/r1c6209fpm7bFSHDa2LS/jEyuX8mhZCekJs988UDcM+vxDjGpBrgz1cbSzjWNdF+gc9tEzOsjV4X7MSbaWzAsS5CakxpZmh8NzODgn28RoPEEQhOkQgVoQhHlpxB/itUNtvOU5z7sftdPtG7mt4xXnuXjqoTI2rsxl8+q826rkDvaN4HntHEfe9HLkjRY62m7ezPB2JCTbWfNAMWsfKmHtQyWUrMmZtf3dghCvkWCQ99ou8vq5Vt4418axy7MzGx0gzeng4dIiHi4t5oGSQpZlps/4kuOAHuJ8fxfNvZdp6+/C5x+mc9jHqS4v3zjgoXt0EGOedtCOkSAnwUVRShaFyRkUJmdSmJJBUXImS5LTsSnzo1O5IAjCYiECtSAI84quG/zbC0f5px81MjRy+11+8zKT2PuVh3ji3uLbqkb3XBng3RdO8d4LJ/norVYMffbeVJfek8vmJ5dx75PLWbYxXwRoYd7QdB1P+xVeP9fKmy1tfHi+ndAs/beQaLPyYEkhj5QV87C7mNU5mTOyjDuk63SO9NPnH8Lru4o30kHb67vKxYHuGyrMJqBpISzDKvOjjVm4i3ZxShZrs4tZmppLss1BstVJXlIa+Unp2CwiNAuCINwpIlALgjBvjPpD/N6+F/ng2KXbPlai08qvfHwNv/WZ9biS4t8DODLo50zTJU4dukBj/VlOHbp42+c0GbtTZcPjZdz75HI2VSwlIy9l1h5LEOJ1rquHg2e9vH6ulXdazzPon51xVnbVwpaifB4uLeKR0hI2LMnBokx/JcloKMixrvO09XdyZaiPy4O9XBjoorn3CkF9dmdazxSbRaUsNYey1FyWpuVS4srG7comJyFVNAQTBEGYJ0SgFgRhzvUNjPKjV07yzwcaCYRur4HX2mXZ/KftG3loQ+GU50SGghqtJ65y1tPO2cOXONPYzsWzXbO2F9KeYGXVvYWsvr+I1VuKWLmlEKtN/DgW5ofRYIjXW1p5x3uBg2dbOH115mejRyXbbXx85VJ+deNathTlY1enV1k1TIOWvg7evniKjzrbaO69wsXB7nB5eQHIcCazJrOQ9dklZCekkKDaKU3NYUlSmhg/JQiCMM+Jd3CCIMyJQFDj+Tebee7103x09iohbXrLRrNSE3hscxGbVy/h3jV5ZKYmTOl+wwN+GhvO8u7zJ/nw5TP4R2ZvbE1qdhJr7i9izf1FrNpSRPHqbNGNW5g3DMPgo8tXqT9zjvfbLvLh+XaGg7Pz34PNorClKJ9Hy0p4rKyEdUty4qq0mqZJx7CPE10XaO67Qquvk7b+Tlp9V+f16CkAWZYpc+WwMiM/1j07JyGV5elLyHTO/VgvQRAEYXpEoBYE4Y7xBzR+/sYZXnmvhaPNnbe1R7p8RQ7PfGw1H3+gDKs6tXDa2e7j3edP8v6Lpzn+Xhv6NEP8rdidKusfK+PeJ5ex/tFScopSZ2wslyDMhP5RP682e6k/fY6Gsy10Dd1e07/JSBKsW5LDY2UlPFJazH1FBTisU6tCG6bB1eF+Tve0c7LrIse7L3Ky+yJ9o0Ozcq4zQZZlsp0pZCWkkOVMITcxlRJXNkvT8liWlovdYp3rUxQEQRBmmAjUgiDMOsMweeW9Fv72396nvXNg2sfZsCKH+9fm84kHyygtSLvl7bWQzulDF2l6tZlD9c20HL087ce+GUmSKF2by/pH3Gx4rIw1DxaLJdzCvGKaJqeudlF/5hyvnD7HB+fb0Y3ZWQ9dmpEaq0A/5C4i1emY9La6YdAx7OPCQBcXB7q5ONDNhcjniwPd867qLMsymY5kUmxO7KqV/KR01mUVsyazkAxnMpnOZCyyWH0iCIJwNxHv+ARBmDXBkM7rjW3U1DVxqnV6+zBTEm187dfu46ENheRmJt30tqZp0nbyKk0Hmzn8egsnPzg/a0u5UzISuO8TK9i8bRlrHyohKVXMcBXmj+FAkA8vtPNu6wXebb3AsStXZ62ZWFZSAo+UFvNYWQmPlhWT75q8qV7ncD/Huy5wsvsiJ7ov0njl3PwKzRIsSUzHnZrN0tRcilIySVLtnGk6yuee/CTZSaIZmCAIgjCeCNSCIMw436CfHx88xb8+d4Te/tFpH6c0P5W//to2lhdnTHqbgd4Rjr7tpbGhmaaDzXRfnn4F/FYy81N44JOrePDpVay6r0iMsxLmDX8oFJsH/Y73Ah9d7kCb5XFWjy0NL+NemZ15w5aGoaCflr4rNPddoaXvKq2+Dpr7Ouga7p+Vc4pXZkIK2c4UchJTKXVlU5KaTUlKNiWurBuWZYdCIYaPnSfTmSzCtCAIgnADEagFQZgx/qDG//tRI//2/FH8wemPpVnlzuTXPnkPH3+wDLt1/I+pqxf6ePeFUxx9y0vzkcv0XJm9AJ2/NIPlG/NZvrGAVfcW4L4nV+yFFuYF0zQ53dnNq2e9vNrs5d3WC/hDszcKakV2Bk+vWcHWZW7K8/NQFQXTNOkc6eetiydp7rsSXq7d3037YDcdQ75ZO5epkiSJwuQMVmUUsDQtl7zENHITU8lPzhBNwARBuCO8Xi/V1dXU1tbidruprKwEoKenB4DS0lJ27949l6cozAARqAVBuC26bnDmfA9Hz17l3144Susl37SOk5ps56ENhXzxY6tZvzwnFlwH+0b46C0vH7x8hiOvt8xaBdrmUNnwWCnLN+azbEM+S8uXkOSafO+nINxJ/lCIQxcu8U7rBQ5duITn4mV8o/5Ze7xEm5VHy4p5evUKHigpJCc5kUtDPRzvvMC+d9+lue8Kbf2d9Ptnp5nZdKQ5EilNzWVL3lLuX7KcpaIJmCAIc8ztdlNTU4PX68XtdrNnz55x11dWVrJjxw4OHDgQu6yqqgqv1zvuMmF+E4FaEIRp6faN8K8/O8JPXz2FbygwrWMossT9a/P53BMr2Xa/G4siEwxonPrwIu+9eArPq820nrg6a/OgU7MS2fzkMu59cgWbKpZic0xvBq4gzCTdMDh25SoftLVz9HIHRy93cLqze9aWcANYFJn7i/LZ4s6hODMRlBCXBnt4q+s9/v3cz2kf7EE3Zu/x42GzqKxMz2dVZgHLUvNwp2ZTkpJFin1qI/MEQRDmi5qaGrZt20ZtbW2sUr1t2zZ8Pt/cnpgQFxGoBUGI2wtvNfP1mjcYnObYqwyXk91fKGfnx1ZjUWS8x65Q93dvcvy98xx9u5VQYPaWrua503jgU6t54FOrWL5xCbLYEynMIdM0uejr53D7FQ63X+HIpSt42i/PWgOxyKMiqxrpyQpl2Ulkp9gZMYY513eEZ1t1aJ3Fh45TuiOJguQMVqQvYVVmAaszCihxZYtO2oIgLBo7duygqqoqFqgrKirm+IyEeIlALQjClHT1DfOTg6d5/s2ztLT3TesYyQk2fvuzG3h6i5tT75/nH/7Lz/C8do7ejsEZPttrEl0O1jxQTPnjZWzaupTckluP2xKE2TIaDHG2q4eTHZ28ca6VN1ra6BiYjbnKJrIaQrHoyBYNWdGw2gzsNhNkDUWWUCSZ9kAP7Z2z8PBxSLTaWZGeT0FyOgXJmRQmZ1CQnEFhSgYJqn1uT04QhDnzufyvo4f0uT6NCSmqwk/b/3xGjvXMM89QWVmJx+MBYNeuXfh8PlpaWgBoaGigqqqKtLQ0Kisr6e3txefz0dPTQ3V19ZRvE7V//37cbndsGfr27dupq6ujqqqK8vJyKisrqa+vB7jhvsLERKAWBGFSrZf6eP7NZhpPXsZz6sq059aWLXHx8WVLsHSO8NE/vM9Pjv5khs/0GlmRWbm5gE0VS9m4dSmla3NFFVqYE5quc6azh48uX6Hp4mXeONeKt6ePmdvBYCIrkcA8JjjLFh3FoiErZiw4W2QZOdZQb+6qu6qisCwtjzWZRazOLGB52hLKUnNRFVFxFgRhPD2kEwrOz0A9k1wuFwCNjY3s3r2b6urqWPMyCFes9+7dy44dO6ipqcHtdgPhvdaVlZXU1NRM6TYQrobv3LmT7du3A+Hl5dFQDbBv3z7S0tLYuXMnzz777J36I1jwRKAWBOEGnb3D/NV33uWFt5undwDTRBkKscSQKcLC1feb+cXoyZk9yQjVqlC4Ipuy9XlsfKKMDY+VkpgimokJd56m65zu7Obd1gu8ePIsH5xvv83O2yZIJpJsIMtGuOKsaiiWELKqISs6kjQ2nUtYZAmLLKPIljEB+s6zyApFKZksTcujLDWH0tQcSlKyyE/OwKqItx6CIAiTSUu7cSWdy+WivLw8FpQB9u7dS2pqKlVVVbjd7lveBqCurm5cs7Nt27ZRU1NDTU0NLpcLr9dLeXk5QOyzcGviXzVBEAAYGA5w8INWXn63hXc/uhh/AyTNwNrtx9o5gqMviBrUkSwKF2b4PBWLTMnqHMofL+O+p1ZSti4X1Sp+lAl33mgwxIcX2nmn9QLveM9zuP0Ko3EFaDNSVdbDFWYlEpIteviyGwLzjRRZRomEaFmSudMR2mZRWZaWx8qMfJam5lKYEl6ynZ3gEvucBUEQpiDagGxsEJ4Kl8uFy+XC4/FMet+xt+nt7cXlctHQ0BC7vqenB6/XG/s+3nMQwsS7UEG4y/UNjPLPdU388KXjhLQ4QrRhovb6sfQFUH0BHL4gsgmKIqHIMlhm7s10Xmk66x52s/5RNxufWEpCsthXKdx5hmFwoqOLd1sv8NLpZt5tvUBQu9VyRBNJMZAtGhY1iGzRkeRwWFasoVsG5rEkSUKRpEiIDi/hvmMBWoLchFSKUjJZlpbHxtxSVmUUkOVMEbPZBUEQbkNjYyMAmzZtmtXH8fl8uN3ucU3PRAO0mSECtSDcpdou+/jpq6f5/i+PMTwamtJ9pICO6gugdo5i6xhGChlISNisCpYZDNCJLgfrHi5h9f3F3P/USnKKUmfs2IIQj0F/gBdPnuUXJ07zbusF+kYmm/0cqTZbNBRVw2INxPY2xxOax4oG53CIlrgT8TnDmYzblR2rNOcnpVOUkklBcoaY6SwIgjALampqqK6uju2lniqfz4fP57vp0uyxt3G5XOzbt2/C28T72MJ4IlALwl3mg+OX+McffEjTqSu3vrFuYO0axdoxgtoXQB69tpxVliQsqoJqUW77bb5iiTYSW8aGx0px35OLRRXLRYW50dLdS/2Zc7xy+hzvTFiFNq/tZ1ZDWGwBFDW+avP1ohXnaBMxaRarz5IksSQpDbcrG7crh8KU8BLt4pQs8pPSRcVZEIR5QZnH7wNm6tz279+Pz+djz549t7ytx+MZF3737dvH7t27xy3Tvtlt3G43mzZtoq6uLtaEDMIdwsd+L8RPBGpBuEv4Bv38w/c/4Icvn5j8RqaJpT+I2uPH0h9A7fIjjdlLLUnhvZqqRUaWb+9N95KyDMofK6X8iaWsfbgEZ6Ltto4nCNMV0nXea7vIS6eaeeV0My3d48fCSYqGxRpEsQaxWEMo1uBthWdZkmIf0T3QsxGfE6w21mUVU5qaGxtJlZ+UTm5iqmgMJgjCvDdTY6nmktfrpaamhoaGBtxuN/v37wfCe5d9Ph+lpaWxEVUQDsRVVVV4vV6qqqrGja0qLy+noaEh1jwsPT39hrFWt7pNfX09VVVV9Pb2xpqfbd++nYaGBqqrq2OPW1lZKfZTx0H8iyoIi9xJbxfff/EYL759Dn9wgoZJpok8omHrGMF2aRhlKHjDTSyKjFVVbqtrcEKKnQ2PlVL+eBnlj5eRXSiWcQtzp29klFfPevnlqbM0nG2hfzRAdNm2xaYjq+E9z4oaQrFObUvERCQkZDlceZalcHiesdZhEuQkuCJBOY38pHSWJKdTkJRBfnI6LluCqDYLgiDMIbfbTXV19ZTnOZeXl48L2NebSiX5VreZ6FwqKirEfurbIAK1ICxSV7oG+eZPPBNWpKWAjtrjx9o9itrtR/bfGLQlJCyKhGpRplWNjs6DLn+8jPInyli6YQmKIuZBC3PjYl8/r5w5R+OFSzReuMS57l6uBeggzjQ/FnsAWY6zu/11xgbomei87bInkGxzkmS1k5uYRqkrm5LU8FLt4pRMsa9ZEARBEOaYCNSCsMgMDAf46+++y09ePY1hhJelSpqB2u1H7R5F7QugDN5YhY5SZBmLRcaixB8EEl0ONlUsZcvHV7CpYqmYBy3MmY6BQd7xXoiNtDrb1cO1AB3AmRZAdfhva+k2hAO0IoeXblsi+6DjkepIZEX6EpYkppGTmEpuYirZCS7yElPJTEjBpqi3dX6CIAjCwhdtLna7txFmhwjUgrBIGIbJf7x4lL/67ntomo4yEMR5eRhr5yjK8K2XrCpyeFm3Ekc1WrHIbHislPs+sZLlG/MpXp09o92+BWGqLvkGeKf1fCREn6eluxc50jRMVjSc6eHmYbdbgYZr3bctkWXct/ovJt2ZRH5SOvlJ6axIz6cgOYN0RyJZCS5yElxiWbYgCIIwqYaGBvbt2zfhvup4biPMHhGoBWGBa786wM9eO81P60/RfaYLe8cI1qujSKFbzccNV9dUS7giPZXKmixLFK/KZvmmAlbeW8iWjy0nOc05E09DEOJ2rquHF06d5sfHD3Om5xIWW3jPs2zVSVli3nb1OUpCQlEkVFlBkScP0BnOZJal5ZKfnEFRSiYbc0opScnGoYpl2YIgCML0VFRU0NTUdNu3EWaPCNSCsAAFQzr173v54QEPJ95uxdo1itrjJ9mYeoBQZBmb9daNxqx2C5sqlvHwZ9ew5eMrcCSIcCDceZqhc663gxfPHOet8+c41XWJEXMQxRLe/++c4R53cqSjvUWZeB+0y57APVlFrEhfgtuVzfrsEvIS00S1WRAEQRDuMiJQC8ICousGz/5HI//yj2/i9/ahDIVIiPMYFkVGtdx8aXfBsky2fnE9ax9y416Tg80h9nEKd4ZpmnQM+7g02ENbfycnOtt5v/0crf0dBHUNk8gvjRSY6c0F0X3QE+2FzktK47HC1azNLmZdVrEIz4IgCIIgACJQC8K8N9Q/yqH6s7zww8N4Xj1HaCTcUCzeMKHIMjZ14o7dsiyxrDw/vB/6qZUsXZ8nwoJwRwwERjjedYFjXec53nmBI1db6RkdQjcMNNOINdabDdE50JYxs6CtioV12SUUJIf3PK/NKqY0NYc0e6L4b0IQBEEQhBuIQC0I81B/p59X/sPD28+dpOn1FoL+ELo5vWAhSxI2q+WGivSSsgw2PFrK+kdLWfdIiejILcy6kK5zvr+Tc30dfHilmcYr52j1XUU3zHCANgyMab7Op2KyAF2e42ZlRgH3LVnGhuwSMYpKEARBEIQpE4FaEOYBTdM5fegiTQeb+eCl05w50o5hHkbXDaYbLyRJwmpRUC3h2c+Fy7MoW5/H5m3LWP9oKa6MeBeLC8LUmaZJlzbMj8+8j6ezleNd5+kc7iegh+54gI525A7PiJbZnFtGeY6bjTmlrM0qEgFaEARBEIRpE4FaEOaIaZp4j3fw9nPHefnfPfRdHUQ3TEIhHU03YZodimVJwqLIOJwq9zxQwvpH3Dz6hbXkFM1w1yZBGKNndJDm3suc6+vgaOd5Dl1upmOwF0uvBd0w0QwDfZYDtBRtJBb5yHAmsyJ9CSvS88lOSCHDmcyGbDdpjsRZOwdBEARBEO4uIlALwh1kGAZnPZfwvHqON35yjAtnOgHQdIOQpqNPc79odPxVosvB5q1LeeCTK7n3Y8vFMm5hxhmmQUtfB54OL00dXo52ttEzOkhAuzbr3CTclTtomPgDwVk9H1mSSbMnsyojnwcLl7I2q4hVGYUk28RrXxAEQRDuFJ/PR2NjIxUVFZNe73K57uxJ3SEiUAvCHXClrZeDPzxCww8Pc/V8HwCmCbphEAzp067aSUBOWQYff2Y9W55czvJN+VgsM937WLhb9fuHaexo4UJ/Fx3DPs73d3Ks6wKDgdEbbmtiounhZdyaYUQuY9KZzdNh6DKmZiM/MYONSwqpKFvJttI1OFXbDD6KIAiCIMyOqqoqANLT03G5XKSlpbF9+3aqqqqorq7G6/VSXV1NbW0tbrebyspKAFpaWujt7WXnzp1s3759Lp/ChDweDw0NDezevTv2XMby+Xxs3bqVgwcPLspQLQK1IMySkaEAbz93nPrvH+b4u21AOGDouoGmG9PfHy1LGJkOVjxQzO/+0eNsurdoBs9auFsNBf2c67tCc+8VzvVd4UzPJY50tmFEwvFEDNOMBWj9JreLl2lK6EEVQ7eghyyk2lLYklfKJ1as5OMrl5HisM/YYwmCIAjCbPN4POzatYvq6upxFVyv18uOHTvweDxUV1fjdrupqanB6/XidrvZs2fPuOOUlpbi9XpvuPx6Xq+XhoYGDhw4QH19/ZTOcf/+/UA4vAPU1NTErmtoaKCmpoZt27bhdrupr69n8+bNsXC/a9euWFjetm0btbW1pKWlxe7/7LPPsnfv3kUZpkEEakGYUf09wxyqP8sHL52msf4s/pFry2CDmk4oZFyboxsHU5UJZjtJWJrOzt/czK98ai0piSJUCPEzTZO2/k5OdbfT3HeF5t7LNPde4cpQ35Tur5smmqGj6TO3H1oPqWhBFT1oRQ9ayUlI5xF3MQ+6i3jIXURhaooYWSUIgiAsWDt27KCmpuaG5dDRKnS0En0rlZWVVFVV3TRQezweGhsb8fl89Pb2Tum411eVKysr2bZtWyyM+3w+PB4PdXV1uN1uqqqqxlXKvV5vLCxXVFTQ0NAQe64+n4/6+vp5WVmfKSJQC8Jt0jSdI6+38NL3GnnvxdMY+rVKnWlCSJte+NATVILZTsh28uhTq/hcxUruW5uPRZFn+ikIi5hm6Hh9VznV3c6Jrgu8036aiwPdcR0jWokO6dPfnhA7lq6gh1QMzYIWsKEFrBSkpPFgSSEPlUYDtOu2HkMQBEFY+PL/fD+hGVz9NJNUWab96zevEkdFl3lPtre4oqICt9s9pWNFQ+vN9iOXl5dTXl5OXV3dlI4ZDctjj1lZWcnGjRtjlXKApqamKVeYfT5f7OuJloAvNiJQC8I0mKbJsXfaePXAR7z3/EkGekduuD6kGYS0+CrSWoqNwJIERlNVHJmJfGHrKr7y2fXkZibN9FMQFindMDjedZ532s/QeOUcx7rOj2sYNhUG4bFW0e7c5nRDtAla0BoJzja0oBVMmaK0FB6MhOcH3YUiQAuCIAg3CBkGQU2f69OYWBwJqq6ubtIwHRUN3bfS1NREeXn5jC+dbmxsxOv1Ul5eDhAL0WOD8c2MXd7t8Xhix2loaGDbtm2Ldql3lAjUghCHkaEAB394hBe+9QHnT3fecL02jf3ReqJKIC+BQE4CRqJKapKdewtl/uz3P8uSbNeMnr+w+JimSdfIAI0d53jrwkneaT+Nzz8c1zGiFWjdMNBNc1oB2jQl9JCKHrJghFT0kIp/RMaiqKQ47Hx+zXIeLi3iwZIiClJT4j6+IAiCICxEXq+X0tLSm97mVoHb5/NRW1tLY2MjBw8enMnTw+Vy0dc3fttXQ0MDwLjK+Y9+9KNYcD506NC4qnNNTQ379+9n9+7dNDY2snv3bnw+HwcOHBi3F3uxEoFaEKag7dRVXvjWhzT88DD+4fFjgIxINVqLoxqtJVsJ5CUQynCgJ6kgSVhVhc88tpzf3VHOB++8RlZawmw8FWEBC+oaXt9VzvZe5kzPpdjneAO0boYbiRmGiWGacS/jNk0JLWBFC9rQAza0oArm+K0ICVaV9Rk2dm17nKfXrMRhVeN6DEEQBEG4mzU2NlJbWxv7vqKi4pbNyGbKvn37qKmpiVWW3W435eXlsYDd29vLjh07OHDgQOzc3G53LEzD+KXeDQ0N+Hy+2HEWGxGoBWECwYDG0be8HH27lY/e9HL28KXYdabJtTASWRY7FYZNCVei8xPRk6wAOGwWPv5gGR9/oIxNq3Jx2FVCofiW5wqLU8/o4LjgfLbnMl7fVTQj/uVvJia6EV7GHYpzCbehK4T89kjXbQVDs2BoFiYaiJWVlMBTK5fxydXLua8wj4OvvMJT96xEVUWYFgRBEO5Obrc71jl7MmP3Kkdt2rQpFk7vpKqqKiorK8c99vUh+JlnnqGysnLcvmu32x17DnV1dWzcuBGXy4XH48Hj8bBnz55YsF5sS8BFoBaEMa609fLyvzXxy+8eYqBn/L7oa5Vofeq7omWJYJYTf364Go0cDiGpSXZ+/4v38rknVmC3if8M72bdIwOc7+9iIDhCm6+Txo4WTnW30z0ycFvHHbuMW5tCUxfTlDA0S2zZth5SMULhEH2zadKlGal8cvVyPrlqOZsK8pDlcKVa/GJIEARBEGD79u23bBAWneEcj2jTsKi9e/fesoJ9q/vU1dVRWlp6w7nU1dWN69IdDcRj911H+Xw+nn322Vj1et++fezduxcIV7KvP9ZiIN7JC3e99nPdvPfCKd578RSnPrxww/WGaRIMhTt1T4kiE8h1EshJIJRugzFdufMyk9hesZJf++RaEp3WmXoKwgIwGgrG5jyf7bvMud4rNPddoW90aEaObwKGGV4xMZVu3NFmYXpQRddUjNDEVeeJrMjOYPv61Xxq9QqWZaaLkVaCIAjCjFNled4mFVWe+sSV6upq6urqxo2SGsvn841r6jVVTU1NM3qf6L7paJiOjt1KS0tjx44dtLS03NCsbKLu5FVVVXzzm9+Mfe/xeKbcxXyhmqcvU0GYXRfOdNJ0sJkPXj7DR296J7xNXEFakgil2wnkOgnmJmBaxv+gXVmSwR//xv08sK5gJk5fmMc0Q+fCQDfNveHQfDYy67l9sIdpjCC/qWgVOlqJnvR2hhyZ8Rye9awFrZiGMuXHUWSJe4vy2ZCfy1Mrl/FASaEI0YIgCMKsmupYqoXgwIED7Nq1i+rq6nGhOtpsbDb2Rk91BjUQW5a9fft2vF5vrMq8d+9eXC4XNTU140JxbW0t27dvv2Hp9til3lEul4ve3t5Ft8x7LBGohbtGYDTE6z8+yi+/c4gzTe2T3s40TYKh8MzdWzGcKqNFSQSWJGBaxwcUh83Ctvvc/ObT61hRkiECyCIT7a7dHAnMzZGKs7evg6Cuzc5jQmScVaSp2CRV6HDTMBshvx3Nb5t0z/NkFFliTW429xbl82BJIY8vLSHZbp+ZJyEIgiAId5ny8nKampqoqqqivr6e9PT0WMAcG6a9Xi81NTU0NjbS2NiIy+WKhdqpih6joaEBj8dDVVXVhMu4o3w+H1u3bsXn890wvivaVOyZZ55h//79sct7enpiS7rHHmfsUu+onTt3xqrUE+0VXwxEoBYWvUst3bzw7UPUf9/DkG900tuZQCikE7rlHmmJYJYDf1ESoQw7XBeUH1pfwOeeWMnjm4vF/uhFZCQU4NCVc7x/6Syne9pp7r3CQGDk1ne8TbppxgL0ZFXo2MiqoBoO0QHbDV23b2VFdgZPr1nBw+4iNhbk4bSKLQmCIAiCMJPGjpqaiNvtprq6+pa3m8oxpmqisVkT3eZWVfR9+/ZN+Lh79uxh//79sX3ki23/NIhALSxSI4N+XvpeE6/+6CNajl6+6W11w0DTzVuOvTIcFgK5CfiLkjAc4//TyUx1UrHFzZeeugd3fuqMPAfhzjNMg+6RQXyBYS4N9tDSd5VW31XO9Fyiue/KtOYzx30OmOh6eB60NkFHbkNXwku3Q9c+4q1AA9yTl82n16ygvCCP1TlZZCclzuCzEARBEAThbnKzEH+nxn3NFRGohUWl43wfL32vkRe+/eFNq9EAIc0gpN28eZOWZse/JIFQuj0cosdUoyu2lPCFrStZVZpJZqqYGb2QmKbJpcEeLg72cKq7nVPdF2nxXeXiQDcB7c52px7bTGxsFTpWdR4bnIMqZpyV5yirRWHb8lI+tmIpD5QUUpoRfwMUQRAEQRAEYTwRqIUFL+AP8eHLZ3jpu40cfr3lllVEXTcIhCYP0obdEp4XvSQhNi86SpYlvrB1Jb/59DpRiV5AOob6ONp5nuNdF2jr7+RE90W6hvvn5FxuCNC6iRapMpuGjKFZwt23QyrxVp2vV5zm4tP3rODxpW62FObjsIp50IIgCIIgCDNJBGphQdJCOu++cJJ3nz/FoVfOMDIYuOV9dN0gqE28D9VUZfwFSQRynejJ1hv2RUvAJx9Zxn/euZmi3JSZehrCDDNNE19gGE+Hlw8vN3O65xLtgz1zFp6jDNNEN01U08bwCIz4ZYzInudbzXmOR15KEvcVF1Cen8f9xQVsyM8VzfAEQRAEQRBmkQjUwoJhmianG9t55+cneP3HR+m5MjCl+2m6QXCCirRhtxBYkkAow07INX5e9FhP3l/KH3xxM6UFYonsfBPUNVr6OjhytZXXzh/jaOd5RkK3/uXKbHPZE0i2JBMMKrR3++n0hdA1S9yNwqbCnZ7K02tW8Ok1K0SAFgRBEARBuMMWdaD2eDzU1NTQ29sba9e+Y8eOSdvG30ptbS0HDhygsrKSiooKXC4XXq8Xj8cTm9VWXl4+w8/i7hYKapw+dBHPa+d44yfHuNI6tZl6pgmarhPSbhwtFMoId+gOZjpAnjx83Ls6j6/9xv2sXZp9W89BmDlBXeNY53nev3yW9y+d4WT3xSmNN5stDtVKWWoueQnphIIWLvX4Odbu41j/KKBFPiRg5jpmpyc4eKyshEdKi3mkrJiiVJcI0YIgCIIgCHNk0Qbq2tpaAGpqamKXNTQ0sGPHDqqrq2lqaop7wLjP56OhoYGGhoZxl7tcLg4ePCjC9AwJBjReffYIbz13nBPvnScwOvUmUbphENIMdN0Y16/bcKoEcp34lyRiJE6+j1SWJbasWcKXP72ehzYUiKAyR7pG+vnwcjPvXzqL13eV/sAIA4ERBoKjGJOMjroTchNT2ZDjZn2mm9FRC0cv9vBWcxsvdl+c1cddm5cd3gtd5mb9khxkeeYr3YIgCIIgCEL8FmWg9nq9+Hy+G1q0V1RUcPDgQTZu3MiOHTuor6+P+9g1NTW0tLTg9XpJS0tj48aN0654C+ONDPqp//5h6r7xNt2X4tvzqhsGgeCNy7q1VDsjpcmEMh037IseqyA7md/53AYq7nOTmuyY1vkL0zMQGOGjq20c7WzjWNcFWvo6uDrsm7PzSXMkkpuYSrLNSXFKFm5XDtkJKSSriTS2dvGDw0epvfQ6szlBKzspgU+tWcETS92U5+eSk5w0ew8mCIIgCIIgTNuiDNQ1NTXs3bt3wuvKy8upqKigoaEBr9eL2+2O69jPPPNM3JVt4ebaTl7l+X/5gIPPHsY/Et/IonCjMR3duJZuTFUmsCQRf0HiDV26r+dKtPG7Ozez88nVWFVlWucv3JxhGnQO93N5qI/Lg71cGurh8mAvl4f6aB/o4dJQDzcZ/z1rJElidUYB7tQcVmXkszqjgNLUXBKtdgC6h4Z523uet5sv8I73OKevds/aubgcdrYU5bOlOJ8HSgrZXLBEVKEFQRAEQRAWgEUZqBsaGqitraWpqWnCwFxeXk5DQ0NsX7Vw50W7dP/imx9w/N22uO5rApp23f5oWSKY6SCQm0Aw2zFpg7Eou9XClz55D7s+X05ygm16T0KYkGEaePuu8v7ls3xw6SyNHecYDs5tozBVUViRns89WUWszSqi1JVDYXImDjX8CxdN1znR0cWznhM0XbjEsStXOX6lc9bOx65auK+4gMfKinm0rIR7crNRRIAWBEEQBGGB8vl8NDY2UlFRMen1i7UouSgDdVpaGh6PB5/PN9enIlynp2OAX36nkZe+1zjlLt1RJhDSdEIhAzNS0tRcNvxFSQRynLcM0RCpSD+zic89sZJE58w1irob9fmHON/fRVt/J+f7uyIfnVwY6CagxbfSYCYlWG3kJaZxT1YR9+YtZW1mEVkJLqzKtR93umFw6MIlPjzfzocX2nnjXBtDgeCsnZMsSazPz+GxshIeLSvh3sIl2FUxE1oQBEEQ7iZVVVUApKen43K5SEtLY/v27VRVVVFdXY3X66W6upra2lrcbjeVlZUAtLS00Nvby86dO9m+fftcPoUJeTweGhoa2L17d+y5jOXz+di6dSsHDx5clKF6UQbq+vr6my7n9nq9ALfVRMzj8dDY2MimTZtEM7JbME2T4++28fy3PuCdX5xE1+JrKqUbJiFNR9dNTEz0ZCv+JYkEc5wYjqm9hJcWprF92yo+9/gKEaTjNBgc5UzPJS4OdOPXQjT3Xuad9tNcGeqb61MDIMOZzJrMQlZlFLAxt5SNOW5k6cZfrgQ1jdfOtfKL46d56VQzPcOjs3ZOqiJTnp/HluJ8thQV8GBJISkO+6w9niAIgiAI85fH42HXrl1UV1ePq+B6vV527NiBx+Ohuroat9tNTU1NLMeM7QdlmiZlZWW0tJzjT/7kj8E0ME0j/JnIZ1PH5/NRV/ccSBJebxutrW388//7+zFB1gRMTNMEDDBNTNPgr//2G2CaeFvPA/B/v/G/Y4998NW3+da3/52tTzxGSUkRB199g00b1/P5z30KMPid3/4yL73wLE7bKI89vIF/+se/Ii0tleievgN1P+dP/vg/k2APEfJ3gSQDEhLStXPHADO8JS8U1NG1IXou/BiLPIppapimjmloWO3ZSEnbZvOvK26LMlADN13KXVdXR3l5+bSWezc0NNDb28umTZvYvXs3Ho+Hbdu2UVVVNekSB4BAIEAgcG3Z68BAuDobCoUIheaumjebLpzp5M2fHOeNnxzn6vn4wpdhmmi6gaYZ6IoUnhWdbieYYcdIGFPZu0lnKJvNwiceKOULW1dwz9KsWMfu+f7nHT2/O32epmnSPtjDie6LXBzswevr4FTPJS4MzN7e4XipskyqPZHVGQVsyVvKvblLKUrOHNeNXdd0dMKjtAKaxhstbfz8+Bl+ebqZQf/sLD2XJIk1OVk8UlrEI+5ithTl47SOr0DP99fdTJur17EgzDTxWhYWi/n8Wg6FQpimiWEYczrNY2aZsaC4Y8d2/un//gOPPXofWnAgFiIL8lL4ym/tpKnpEMHRDqIB1NAD6NowgZH2SGjWwTT4ype389/+217+y+/tmPRR/9veP+W3f+uLbFi/BoDf/+qfsvOLX+L557476X3+9M/38z+/fi28//5X/5SnPvXF2H18fd0cPnyUn/z0BUqKC/jaH1XymacfR9eGAWhtO09SkoquDfPYo5swjABPPP5g+L6+AeobDvKZpx9BC02t6bAe0jG0Efr6XkU2e8Zfac8mzf7YlI5zpyzaQD2Z/fv3A/DNb34z7vtGA/jYrt7l5eXU1NRQWlpKU1PTpNXqffv28Zd/+Zc3XP7KK6/gdDrjPpf5arA7wNn3ujn7Xjc9F0bivn84SINhmGgJFoaXu/DnXNehW9Nuegy7VeaxtSk8uCoJu3WY9nNNtJ+L+1Tm3HS60E+VYZr4dD8d2iCXQoO0B/tpDw0wbMzesud4WCSZTEsCJdZUymxp5KlJOCUrqiSHw7Mf8PZz0tvIyevuGzIMjvcN8kG3j6aefkZnaU51hs3K2tRkVruSWOVKJEm1gD7KaPMpXm8+NSuPuRDN5utYEO4k8VoWFov5+Fq2WCzk5OQwNDREMBh+L/LkT/4Xmjk7/4bHb3wBxyLJvPaFr4JkjrneRBr3OexP/3w/pqHxyAMrCI123HDkxx5aT0nREvTQ0JiHC1djDc0/7rYpkakfvr5+XK7kCc+0rfUCr732DhvWrQbAXVzAT37y4qRFKJ9vgCNHjuPr85ESOeZXvryThx79HF5vGyUlhZimydtv/HTcY5pm9BcfZvj/TWPMMftj3//pn+/nf/zlfx13/a2YZnj8rWYGkYzxxZCBwYt89NprUz7WnXBXBWqPxxNb1z+dZdqT7Vlwu91UVFSwY8cOWlpaJrzN3r17+drXvhb7fmBggIKCAp588kmSkyf+D2KhGB0K8OqPjvLmT45x6sNr83gtlqm/vKLVaM0wCWY58RclEkq3gyRN+UWamGDjdz67nh3bFvb+6FAoRH19Pdu2bUOdoX22V4b6+OBKM5cHeznWfYGjnW2MXr/PWQaLfOf39UpAUUom67OKWZtVzJqMAopTsrDIU++6rukGr57zRirR565VoiUprtfhrSzLyuDB4kIqlrnZutSNLIs55ZOZjdexIMwF8VoWFov5/Fr2+/1cvHiRxMRE7PbwFikdg1Dc1eqpjg25zfEiMsjyzSr9194f/PS5l3j88QdvOr71a39UOf56Sbr2Mcbhj06wfv1qXKkTZYfwc3r+598Z933T4WM8/vgDmJJ5/U0BExMDz+HjeNsusGF9OISXFOcD4OsfIPrLgmsfN0pNTbl2jkdOsD4S5l997V2eePyBScP/rUiM/ZMMUy0Kjz/++LSON1vuqkC9Y8cOqqurb5hPPROincMn27tts9mw2W7sJq2q6rz7oTZVnRd91H/fw8+/+T4DPfFXoyEchIIhHV2V8Zck4S9MmvK+6Kjlxel89rEVfPaJ5aQkLp59qtN9bfT7h/H6ruL1XeVcXwcfXW3lePeFG34G3sko6FRtLEvLIy8pjSVJaeQlpoW/TkwjO9GFTYn/eZqmyamrXfzi+Gl+4DnK+d6xy4hm5tmVZaTxSFkxD7uLeKCkkKykxBk57t1kIf+ME4SxxGtZWCzm42tZ13UkSYrkRz2yxBluHnznYObmNB6/te0iv11ScJPbmzzx+P2AMeaSyD7nyGW+vgG+/Z1n8XiO8cLPvzPlau9Pf/YSPt8A//7dv5+0Qu1yJXPpwqFxl732+rsAlBQXxC77yU9/GQvOTZ5j/M+v/0nsun/4u6/zt3/3Tb7y5Z0cPnycr/zWTny+AX76s5f4xt9/fUrnOlUSzLvX710TqHfs2EFlZeWshGmA0tJSgEU/ikvXDTwHm/nFtz6ksf5spKFB/DTdIKTpBJKt+ItcBHISQIkvBK0pzeT3f+VeHt5QOG4P7d1kJBTgfH8XFwe6OdF9kdfOH6PNN3vjnqYq3ZlEqSuHzXll3Je3jNWZhXFVnCdjmianO7t57tgpfnzkBOe6e2fgbMOcVpUHSwq5tyifjQV5rMnNJjMxYcaOLwiCIAh3G9MIoWsjGPoIujaMoQ2ja0Phz6EBgqMdhPxX8PtDhGyfIjiiIGnh9wvhMDnXoXkyZpxLmOO7PSZ4PMf59rd/GLvo8cfu52t/+DtTPsS3//VZfP0DrF+3auqPG/HXf1vLN/7u67HKcnFxAevXraakJByw+/r6+bXf+C/8+/f+AYAnHn+AkuICPJEwDfBnf/HX/I+//K9AuFLd3z9AcXFBrAo+XfI8fE3cFYG6qqqKzZs331aYrqyspKGhYdIl3YtdX+cQL/9beNzV1Qu+aR9H1w2CpslItoPRoiT0lPhmQFtVha33lvCFipXcvzb/rgvSQV3j3fbTHO08z4dXmjnWeX7av9S4XZIksTx9CSUpWRSlZFHsyqQ4JYvC5EwSrTO3UqBraJi3ved581wbDWdbaPfFN25tMhZF5iF3EduWl7IuL4fNhUuwzuDycEEQBEFYqMJBeAhdG8HU/Rj6KKFAF4Y2ApIc7ris+9FCA+ihfrSgDz00gKGPAiamEcLQA5jG1JqBGlIaWMM1WXMeBqbbUVJcQGvrxZveprX1YiysRpVvWBMLp9MRve+3//VZVq/dyomjB6e09PpP//yv+O3f2jnusa8PwZ//3Cf4gz/8c3y+gdgxS0oKYs/hpz97iQ3rV+NyJXP4yAmOfHSCr/3hLl597d1x95me+ff6WPTvHmtra0lPT58wTMczYLyxsRGv1zvpfaIzrxfbCK2ejgF+8o/v8MK3PyQwOv2ukLphIqXb6U5RCSxJwLTGV60sK0jlmSdX8/SjyxbVsu6p6Bzu58PLzbzsPcwHl5vxa3e4cZgEJSnZrMzIJ9OZjFO1sTQ1l825ZaTYZ6eCe/pqF99vOkrD2RZOdXTN2HGtFoUnlrr57D0r+fjKpWKUlSAIgrBgmYaOoY9e+zCCkdFJGqYRwjSCGEYo9rUW8uOyHqX34jASket1P6YRRNeG0UOD6NogemhwykE4di7R/zUZE4jDo5nMMXtvrxUBzNh9TNPElB1Eq76mKY076kL32c98jJ899/JNb/Pa6+9SUnLr8Dx2J/PDj3yOtrb22HV/+LVd/MaXn+Hv/raWP/yj3aSkJiMBDzx2H77+AV55/R3+7m9rx93nq1/bxe9/9Xdiv8b4xXMvk1uSzxe+vJ3+MQ3hXnjuZZ7+zMdiG+osKeH3fydbz3PP+vEVcJ9vgB/+5AX+5bt/x6Cp87//9p/56h/tZtg02PLYffziuZf59Gc+BoS3iJtmbJBX+DJAM02CpsGZ0BCjxgCGGb7WwMRhS2e+rQVe1IG6rq4On883YZj2er14PJ4pD0evqKigqalp0usPHTqEy+VaFMu9NU3n8GstNPzAM6250VEmkJSTyGCGnctOafy4qymwqQrbK1bx6ceWs6Ys866pRuuGwZXQIP969FXeunSKj6623bHHtllUVqbnsz67hKKUTNyubJanL8GpxreSYDrOdnbzoyPHeelUMyeuzNyy9bEh+hOrlpJsFyFaEARBmFmmaWDofgxtBMPwI0kWQEIP9aEFfWhBH6YZnlIiIUVCr4ZphsKfjVBkzm4IwwhiRj9MHUlWw8fWR8PHj3w9ndCbbtfou/QR1yLr2BBsTnAZXB+GY/t7Y3ucZyf4WiQF5Fk59G2zSLcuDEX/ZP7y63/CT597mfrX3uHRxx+IhUeTcJjs9w3gTE1iyNRjf5I6JiEMBkx9zE7q8V5448ANlx07cpJv/P23+OJv7cDmCvd96fSFe8zYUxInvE8wcvS3Xn8PHZNf/fIODEz6fQP4fP24XCns+s0/4p0jL1EU2VPdH1ktmFe8BA0TCRlZkkGS+V9/+X/4m2/8b5DDDYKPfXSKIncpphL+3pQtmIoNxvRClyUFWVKQJBkwMYwQstJPcuYDOOVRlMh1sqTgVF23/LO/0xZtoPZ4PHi93kmXeTc0NNwwN9rn87Fv3z62bdt2w3U7d+6ktrZ23MisKK/XS11dHQcO3PgiXUh83cPU/f1bNPzwMP3dw9M+TkpWItayVE5oAS44lZt2NZyI067y2ceX8zufKycnY3E3gTJMg1ZfJ4evennr4ilOdF2ga2SAYCiIpU+d1cZhSTYHy9OWUJaaw8qMfFZnFuJ2Zc/IXuep8IdCvNN6gYYzLRw820Jz18zthxYhWhAEQYiHaeqRQDyKrg1gaCOYpkbI3xVZyjyCro1i6OH9wEbk6+j+YEMbIRZBxwXP2CNEPksTXDb2OzN28fX3N2847o1B9lrIneR5YmJowZveZr54fXvlnD12dPd2NPgahKujhnntssFIBXf84KyJF6z/v+/8LXu++hf8d77Gw4/dH7u83zfAf3z3AL/31d8mNOae0cfU4/x7umf9Kn73q1+JBV+An//0l9yzbtW4x42SkJEkmeMfneLU0XN85vNP0315iIH+QX5S9xx/suePSUtN5x//6RtsWv0wICFJEt/7f3/DF77weZYXbEKW5EgQDhczH7rvCZYVbIg9RnpaJkoomazEcNExxZ5NZmLJTZ+HX/LTax3myZI/iHV9H6unp2eCe80dyZyrDZizyOv1ThiKo3p7e2loaKCvr2/c5fv376eqqgqXy3XDddHrgXEh3ev1snHjRnbv3k11dfWUz3FgYICUlBT6+/vnfGzWyKCfn9e+z4G/f4uRwfh+2zlWZmk62opUjgwPxx2iAXIyEtn1uXI+/dgyEhwLd+zVZEzT5NJgD29dPMWbF09yuqed3tGhG/ZAm4CmhbBYZjZQ5yS6eCB/BeuzS3C7clidUYAi37lf/fpDIdp6fbzZ0kbDmRbe9p5nNHTzmeLxWp6dwe8+eC+fW7tShOg5FgqFePHFF3nqqafmXTdOQYiHeC0vHKZpxpYvG9rQteZX2lDssnB1N4Ch+9FDA2jBHrRAL4Y+8bSS6yu4Y5cwh//9juz6neVq7UwxubNTPqbKlDMg+XcoLMjCFue2QLh+sJM5Ycgdu7T4+kFQd2rn9v/6i78BIDXNRXJKeKb0r335mdj159su8u//+iO+/506AH71y9v5/T/aFZsPDeOruRbZiiwpKJKKJEnIkoWB/kG+9S//immaSJJEq7eV/7Xvf5DqSotUecMBOBymJXw+HyUlJbHtq2NF36P6fD5qa2tjl/f09NyQe3w+H7t27bqhwLh//37cbjfbt2+PbZ+91RZZv99Pa2srJSUlkwbqjIyMeZGjYJEG6tLSUrxe701v43a7b2gw5vF42Lp1K8888ww1NTUT3q+hoYEDBw7Q29sb20+9d+/euPdOz4dAPdA7wnP//B7P1bzH8ID/1neYgD3BSs6mJZxVDa7o09tjneFy8mufvIff+NQ67LbFtWhiNBTk3UunefviKd6+eIqrw75b3mcmAnVZWi5LU3MpTc3B7cpmdWYhuYmp0zza9F3pH+T5E2d47vgp3m+7iG7M/I+be/Ky+fSaFTy9ZgXLszJm/PjC9IgQIiwW4rV85xl6MNboSgv1YYSGxnWIvhaUh6991ocxjfHvQ8zrQu+YK2LXjw/GkUsXSDiejvkeqAsKslCtyrjKcPQXFkbksvD5S7Gl0PFWcadPioTZcDFCkuRxRREJKbYsefw2RSkcYiMBVkJm7DqDawFZGneb2G0lCTnyWYpUiOejqqoqKisrJ9z+Gg3VwJS22y60QL240kvEdDtxl5eXT1iZHquiomLSyvdCYJomR99q5Z1fnKD++x78I9MLwXnLMzHdKXgCo5wxA6Df+j7XS0m08XvPbGLnx9ZgVe/MMuM7oWd0kPfaz/DepTPUt340603EchJdrMoooCA5g6KUTO5fsoIlSWmz+pg30+7r5xfHz/DcsVN8cL791neIkyxJbCzIo2J5KZ9es4IV2Zkz/hiCIAjC9Bh64KYVYj00hGnqyIodQ/ejaUOY2ghB/1W0kC/clEofHReGif7vBA2tosbXhxZfEF6ITEAj3FwqZJqEol9HPgcx8ZsGg6aGKSlsMXUGTR3LlGp9k98mGmplFJAiQTcWSCNBdZLwOvazLFlQJMu4qq4wuZut1J2tscXzxaIM1MKNNE3nzZ8c49m/fZMLZ6bf8Kns3gKGS5N570ov+CdeHnUrVlXhS5+4h93byxd8x+5+/zCHrpzjo842zvZe5kJ/N5eGemb13/IEq41NOWU8UXwP67KKKXFlz/lvK8/3+vj58dM8d+wUTRcvz/jxl2el81BpMY+4i3i4tJhUp2PGH0MQBEG4xjR1TNOILIvuwwgNYmKiB33o2iCGNoqmDRIMdBMMdIebboUGMc3gBHuAry2VvnEWrwi/81Es9Jrh5lhaJBCPRP7+TEx0TIJmOBT7TYMABkHTINqNOZ5aS4pFQZIUFNmKVbFeC7GMWaIsKcjImJFadbSyG/6wxKrHIvgKd5oI1IvcUP8ov/xOI89/6wM6L/qmdQyr3cLKx0q55FI4eNUHHX3T2yOdnsBvPL2Ozzy2nNTkhReITNOkue8Kp7rbae69zKEr5zjV035H3gtkJqTwZMl67luyjC15S7Fb5n6Pube7l+eOn+K5Y6f56FLHjB+/LCONT9+zgl/fvJ7itDu/XF0QBGEhCe8JHsI0AhhGAFMPouvDhJsIKWMaaY398EcqxyPohh9NG0XXR9C1IczQAERDMEbkaxjfeEuE4bkSrf6GTDPy2UCPLIE2Ad00Y6FWx8Qww18HdQ1TltEigViP3F+PVIujleN4/matihO7moxdcZJscWKzOLEqDlTFgUNNJsGaitPqwm5JxKo4sFkSsFoc2BQnVosTh5oCmoW2tjYyEgonXOIrCPOZCNSLlKbpvPy9Jr77P+sZ7Bud1jHuebCEkoeLeauzl5+3dsHV+I8hAVu3lPDpx5bzSHnRglva3TXSz3uXzvLOxVN8cPksvaNDs/6YFlkmQbFTnJHLhpxSniotZ9UdbiA2mdFgiOeOn+K7Hx7m/baZX859T142n1i5lB3r11CWmT7jxxcEQbjTTNMMd4MO+tBC/eihfkxDj/xiWgLM2DxgQ/dj6gFMDCRkdD08G9jQhseMUwpFRipFvjc1wETXhmMBOPLIsYZa0e9iX93QWCt8uTB9eiTchjDRTBOJ8F9xwDTxmzr+yFLnaDlibNdoIxJoDYgFXz1yGYCMhBa5f7RSrE3r70tCC2moqookyVgVB3Y1EbuaRIIlkTRLArYbPpwokooiW7BZEnCoydgtidgsiTjUJOxqEhb59n/J79en18tHEOYDEagXmcG+EX753XBFuqu9f1rHWLp+CY/+zmZeu9DJNz44M61jJDqtfPbx5fzqJ+6hOM81rWPMhYHACMe7LnC65xL1rUc40XVxVh9PkWUSrXaWpy1hQ3YJG3LcrMsopOHl+nnRAMc0TU53dvNu6wU+aLvIy6fPMeCffif466U4bDyx1M3WZaVsXeYmJzlpxo4tCIIwVeF9u5HKbjTcGkEMfZSgv59k9TR97X4wRsINghQnsmIn5O9EC/aBacSquESWNevaIHqoHz04gGnevF/JxLOAGROQzRv2CJsiDM8obUwgDkWqtNHq7ZCpx/b+hivC4aXQ0cpwiGtzgh2WcEXWanGgyCo2JQEkCVW2osgqo6FBACyyiiKrKJISft1EbqMqdiyyDYtiRZVtSJKCaeo41BQSrK5Ypdei2LDI1th+32joDR9TRZaV2EikaCOrWIO9irl/fyEIi4kI1ItE85FLvPidQ7z2o48IjE6v0dia+4t44iub+WXLFf7sxx9O6xjLi9P51Y+v4VOPLMNhn98/rEO6TnPfZY52tnGs8wLHus7T5pv+/vKpkCSJe7KK2JhTymOFq1mbVXxD5TkUmt7f30waDYb48UcnqHn3EMevzNyfSVZSAsuzMthSlM/WZaVsKsjDoiysVQuCIMxPpqGhBX0ERy8RCnSHOz6bemQvsBZZAj0SXuqshT+bRgA9NEjI3xmp9E5wXCDTodHbfuim3ZEnqwYbZqRP8bgZwiIMzzST6NJmCBJughXd0xu8rjGWHqn0apiMmDojkeXS17NFljI71GQcahJONYkE1UWiLYMEayoJVhcJ1jQSbKnhZc1qCoo8v9/7CIIw80SgXsAMw+DNnx7nx994m3MfTb8RVPkTZWz77Xs52HqVP/nhexhxjjZSZImPP1DGrz61hvXLc+a8QdZkukYGONzh5aPONo51nudUTzsBbfbDq6ooPFq4hm0l63gwfwXJNuesP+Z0BDWND86388qZc3y/8Si9I9PbKnC9JSlJPL1mBZ+5ZyX3Fi5BngdL1wVBWFgMbZRQsBct0IMe6ifo7yAw1IYW6I5UgofGzRE2x341blrSmPFI13USnnhJdPQSg5AeuhaCJSm8WHsRj1eaSxomo5FGV37TIGAasZAc5FqjrOCY78cugbbINlTZhtXiIMmWSYo9G7uaiCMyuzdczVVxqik4rS4SrC7sajI2xYnNkhBeBm1JQpHF22RBEG5N/KRYgIIBjdfrPuIn//gO509Pr3qYsSSFz//nBym6N58fvHGG3//2G3EHaauqsL1iJV/57AbyMuffUt2AHuLDS828cfEEH15unvXq81j5yek8lL+SLUuWsTm3bN6G6K6hYRrOtPD6uVZeOHGG4eDM/IKhMDWFT9+zgs+sWUl5fq4I0YIgTMo0NEKBHrRgD1qgh1CgO/K5Cy3QTSjQjaENh2973RLoyb6e6YB7QwA3TRGhJxGMVIavhd/xFeIgBiChSDKaaWLKlnC1WFYxLYnYLEnYrMkk2zJJtmeRZk2NNLiyoSr22JJoq+KILIu2Y1GssRCtyOq8/cW+IAiLkwjUC0hgNETDDw/z/f2v0dsxOK1juNfk8OnK+ym6v5DvPP8Rf/b/PU+cORqHzcIXP7aG3/z0OrLSEqZ1HrPp8mAvPzv7Ic+eepu+O9BELD85nS15y9icV8bK9HzyktKwKfN3yVfX0DB1R07w0qmzvNt2EU2/foTJ9LjTU8Mh+p6VrMubvysVBEG4swzdjxbsRw/1EfJ3EfR3EPJfJTDaQWD0Mkawn3BbJm7YMzybIVm4OQPGLYsORMYhBQhXjUOmiY6EbHEiqyko1lQUNRnVkoCq2LFZnNgsiThlC1bFSbI9iyRbBkm2dBJtGchitJEgCIuECNQLgK4b1P+Hh3/9+isM9Exv9nNOcSqV/+sp0lZn8Tf/9h5v/eSDuI/htKv85tPr+PVPrcWVNL9GGgwF/TS0fcQ7F0/R0HYU3ZiZkHg9VVFYn+1mQ3YJpak5rM0qZklS2qw81kwa9Ad4/Vwrz584w8+OnSKoxTMdcnLZSQn8ysa1fH7tatbkZokQLQh3CcM0GBi5jG/gNL7+E4S0YSRtEDPYD/ookj6KbASxmBpyJIiFg3H4swjHMy+6TDoagqP7hA1AiVwfjDTUinaLvtaIy0BREnBYklCsSdjVFFRrBqrFjl1NwuXIpdCRR4I1FbslEVVxRCrENhGMBUEAwOfz0djYSEVFxaTXu1yuO3tSd4gI1POYFtJ5/cdH+eHfvMGlc93TOkbpPbl8uvI+Nn1iBd9/5QS1//WNuCuSFkXmc0+s4A9+5V4yXPNn6fJIKMBr549Rd/o9jlxtnbUQnZeUxmNFa3gwfwWbc8vmxQzoqfroUgfffr+JA0eOMxqauOFOvCyKzONlJfzGvRv42IoyVNFUTBAWBdM08WuD+EOD+EY7GNUGMAydoaEWRoa8GKFBpJAPNdSPw9CxRX6BJgO2mxx3dn4yLxwmEDCNWGXXbxpokfFJ4T9B6YYQbGIiIaFhxvYPR8NxdHZwdKySJCnhZdCKA7sl3EArvAc4MTYLWFasJMg2UmQbTmt437BTdeG0ppCgpmJXxX5hQbgTqqqqAEhPT8flcpGWlsb27dupqqqiuroar9dLdXU1tbW1uN1uKisrAWhpaaG3t5edO3eyffv2uXwKE/J4PDQ0NLB79+7YcxnL5/OxdetWDh48uChDtfjpOQ/pukHDDw7zg796jasXfHHfX1Zk7v/kSj5beT/LNufz7CsneeqrP2RgOL5xRxLwqUeX8ce/fv+8WdptmiZvXDjBL1s8vH7hOKOh4Mw+gARuVzb3ZBaxNC2X8pxSVmcULJjKq6brvNN6gV+eaua91gscvTyN4eETyHcl86sb1/JASSGbCpaQYFs4v1QQhLuVYRoE9RGC2ghBfZSANow/NMRwsJd+/1V8ox0M+TsJBbrQg71IoUEcmCRICgmSglNSUCUJJxI3/Cp1gfxMjEc06GpjxiXpQMg08Os6ISm83NkEVCQsUjgID5k6oeiSda7V3kOmiT8Shm9Wj492krariTgsydjVJKyKHVlSsKtJJFrTSbSl4bS6sMhWZEmJXJdMqiMXuyVpwfwbJQh3K4/Hw65du6iurh5XwfV6vezYsQOPx0N1dTVut5uamhq8Xi9ut5s9e/aMO05paSler/eGy8fy+Xz86Ec/AsJB3Ov18s1vfvOWQdbr9dLQ0MCBAweor6+/4fr9+/fHjuHz+cadw65du2Jhedu2bdTW1pKWdm0F57PPPsvevXsXZZgGEajnHc9r5/iXP3uJ1hMdcd83PTeZp35rMx/7tY2k5STxZtN5PvtHP6Ltsi/uY33sgVJ+f+dmSgvmbjnzcMjPu+2nOdp5no6hPq4M+7g02EPPyPT2j08kzZHIPZlFrM0q4p6sIlZnFpJkdczY8e+E4UCQ18+18uLJs/zy1Fn6RvwzduwH3YVUPrCZT6xcKsZbCcIc0o0QvSPt9PuvEtIDaEYATQ8Q0EcYDQ0S0Ibwa0P4Q4OMBgcIBfsYHLmIio4NGbskY4t82JFxSArZkkzR2OW6lvmzAmk6otXcUdNgwNQImiZGZBe2gYluQohro5OiVWEjskd40o0wJmiahsViYbK5WTZLAg41BbslITYHONwoy0qKPYfspFISrenh0Kym4FCTsFsSsVkSRWVYEO4CO3bsoKam5obl0NEqdLQSfSuVlZVUVVXdNFBXVVVRWVlJeXl57D47duyYMCRHeTweGhsb8fl89Pb23nB9NEzv3r0bgIaGBiorK6mpqQHCYTwalisqKmhoaIg9V5/PR319/bysrM8U8VN8HjBNk8Ovt/CT//sOTQeb475/VoGLz/7uAzz15c3YHCqHT1/hP/99PUfPxledlCX41CPL+K3PrGd5cUbc53G7DNPgeNdFnm8+xAeXm2ntvzrj2+yWpuWyMaeU9TklrMsqIS8xdUH+Zr9vZJRXTp/jZ8dO8Wqzd8b2RFstChXLStm6zE3F8lIKU10zclxBuBsFtGGGAr2MhgYY9HcyEuhCNg0k2YosWxkNdOIfvYKh+9GNEKYRRDdCaPooQW0ETR9F1/1ouh/DDGGRJBQkdExUZFRJQkXGKknYkEiSZKyR7yUAa/Jc/xHMmFAk9I5GAnPANBgydfqMEKORKvDYpeWq4ojMBLZgkW0okgUTE7slkUQ1CbslAZslgWhCVmQLDjUZmyURVbaiKnYSbek41BQM3eTtt95h64PbSEnIRJYUAtowQX0UmxIesSRmDwvCzPv6Kw+jG7M/3nQ6FFnlz598a0q3jS7znmxvcUVFBW63e0rHGlshnqzaG600RwN1aWlprGI9mfLycsrLy6mrq5vw+n379tHa2jrunLdt2xYL1Nfz+XyxrydaAr7YiEA9x4682cIP9r1N28n4l+ZmF6Xy5T/bxkOfWY3FonC1Z5h/+ff3+cFLx+Lq3C1L8NRDS/m9nZspznPFfR7T1TM6yJGrrXg6vBzu8NLcd2VW5kKvzMjnV1c/wsMFq0hzJM748e8UwzBoOOvln97+gLe959Hjbc8+icxEJx9fuZSKZaU85C4iLWFhV6kEYTaEtFEGRy8xPNrBsP8qo/4ugsFeDN2PqY8QDPoIhfoxtBEUdBTTwBIJvlZJwoLE9ZHLEfm4KQmw2IH51QhyJhnAqKkzbBqMmjojpsGIqUc+DIZNHQ0TVbaTaEsj0ZZOojWNNFsahZHl0AnWa5cn2tJmdBl0KBTCSTOpziWolvDfoqos3r8PQZgvdCOEbs7PQB1Pc4i6urpJw3RUNHTfSlNTE+Xl5TddOn19JfrQoUO3fPyb8Xq9kwb4aCV67PJuj8cTC/MNDQ1s27Zt0S71jhKBeo79j1/7PhbpZu1cbpSZn8JX/n8f46FPr8aiKgwMB/i/33uPZ18+QTA09UqlLMEXP76GL396PfnZd6aSYZgGr50/znePvsaRq623vsM0WRULDxesYveGJ1mZkT9rj3MnnLraxYHDx6k7cpyLvoEZO+625aX80eMPsKUwX8yJFu4quhFiYLidgeFWhocvMOq/QnC0AzPYi2QEkU0DGQPJ0JBMDdk0Ua5bLqNwszAsgSS2SEQFTRM/RmQ5ts6QqeNHJiRb0S0JOB1LUC1OFFnFoSaRGQ3HtrTY/uFEaxrWBb4kXRCEu5PX66W0tPSmt7lV4PX5fNTW1tLY2MjBgwen/Nh1dXX4fD4OHDgw5ftcz+v1Tni5y+WKVaJramrYv38/u3fvprGxkd27d8ced7Iq9mIiAvUCkpmfws4/epRtXyrHarPgD2p8/xcfUVPXRN9gfPtmV5dm8ue7H+WepVmzdLbX9PuH+enZD6hv/YgT3RcxZqkbd6ojkfuXLOeTpRvZnLewunFfzzRNXm328jevv8ehC5dm5JiKLPHJVct5es1y7i8uZIlr8SwHFe4Opmli6KMY2gimqaGH+jFNndHRywwNtTEa6MGvD2EYWriyEezD0IYw9AAmBpJpYDUNrJiM/RWSGvkQ4mMgEZBVDMWJYksD2YZkdaFY01CtqajWdCxqMskWO6pix25Jwq4mYrMkYJEX7s9nQRCEO6GxsZHa2trY9xUVFTfdO3292tpafD5frFo809LS0mL7raPL1qNhGsYv9W5oaMDn8+F2u2ftfOaSCNQLQFaBiy9VPc4Tz6zHoiqYpslL75zjr7/3Hpe74mvQVbLExZ7ffIBHNhbN+t7hjqE+/u34Gxw49S5+bYa7cY/xUMFKvrDifh4qWIlNWbhvi4cCAV5rbuXlU8384shJBt4/zqQdcOKQ70rmS5vW8Rub15OXIkK0MD+Ypo5phAiOdhAavUIo0IlpaBj6KKFAD6FQP8FQP1poAF0fxTBCSLofydQjbaaYcKaxHPkQ/7hNlxT5t0EishMbU7Zg2jJQ7LlYrC6cCSVkZGzB7shdkD0oBEEQ7iS3201LS8tNbxPt6j3Wpk2bYuF0OqL3ra2tpaSkhNbW1hlden198zK32x17DnV1dWzcuBGXy4XH48Hj8bBnz55YsF5sS8DFe455zJlk41f+62M8vfs+bPZwUDzp7WLft96m6dSVuI6Vkmjj9794L888uQrVMntLEa8M9fHz5g95++IpPupsm/GmYgAWWWFlRj5Plqzn08s2k2pfuPuiAc52dvPN9xr5j8aPIrOizWsdZadBVWQeKS3m6TUreHxpCQWuFPGmV7gjDN2PaeroQR+jw1dIVs/Qe2EAPdSDFuhB14cJBXoxjRCGPgqYmKYZ7rMcmb0bvWyiHx4TXyrcnDTmv/9rIVmSJCRkJNmCbE1FtWXhcOZhteeg2rPCH7ZMFKsLSRJbQgRBEKZr+/btkzb7iorOcI7Hxo0bxy3H3rt3L7t372bfvn3jRlRVVFTg8/loaGhg3759N9znVlXvyRqmRSvOE13+7LPPxpaZR88nei51dXWLruO3CNTzkN2p8uSvbeRX/uRxXBnh+c++QT//59/fp67+ZFxvKGVZYvfny/mNp9fhSpqdJip+LciPT79P3el3aemLf9zXzRSlZLIms5AH81dSkJxBTqKLDEcyygLe86vpOh+cb+eXp5p5+VQz57pvHE8Qr2S7jY+tKONjK5aybUUpyXbRMEeYGYYeQNeGw9+YBlqwl1BkdrEW6Cbk70LXhgj5O9FCfWCCGfm/DEeIzotws5AsTFWkaixFQrFELBzHgnL0MllFtiSiqi6stnQUNQVFTcZiTbn2tZqCxZaBoiaLX7gJgjAvKbIaV/OvOymezv7V1dXU1dWNGyU1ls/nG9fUa6qamppuuMzj8bB//34qKyvHdQSH8J7nie5zK263G5fLNWEVfaLnU1VVxTe/+c1x5zTVLuYLlQjU84gzycYX//gxnvqtzSQkhwORYZj8+OAp/s+/vYdvKBDX8R7dWMQffmnLrI3AujzYy78efZXnzx1iOBjfuU0mzZFIaWou9+Ut5bPLt5DpTJmR4861kK7z0qlmnj9xhvoz52ZkVrTLYeez96zk46uW8lhZCbZpVrSFu4MeGiLov0Jo9ArByIdpBJAVB6ZpgKljGhqmqWGaOpKsRm57GZNwnDMxMc1r1WTTNCLVZZiofmwC0l2doa8tnzYkBVNWMSUFydSRTR1TsoCahKQ4w5ViyYIkqyiyFYviwKLYUS1OLIoDWVJBVpBlG6YRQrY4USwJyIoT2ZIQ/triRLEkIsk2EZIFQVjwpjqWaiE4cOAAu3btorq6elwIjTYbi2dv9M2Ul5ezZ8+ecQH22Wefpby8fEqdvieaQQ3hSvbYKnpdXd2EFfWxS72jXC4Xvb29i26Z91jiHfg8YHOoPL3rPnZ89WGS0651MW06eZn/71tvc6q1O67j3b82n6/9+n2sLp35hmPtA9285D3MkautfHC5+bbHXCXbnHy8dAPlOW42ZLvJTUydoTOdH7qHhvnuocN8+30Pl/vj2+8+mQ35uTyzYQ2/Ur6WFIeoRAtgmgZ6aBA91E/Q30FgyBuuHIcGCQZ7CY52YOjDMC4Ih5OuhBT7OhqIrwXksZ/vXiagA5okY0oWTNmGrNiRLQlIih0UG1Y1FYc9kyRHHnZbJhZLIlZbaiTwOpBE129BEIS7Vnl5OU1NTVRVVVFfX096enosYI4N016vl5qaGhobG2lsbMTlco1bvj0Ve/fuZf/+/bHvfT7fLTuDRx+3oaEBj8dDVVUVpaWlsdC8Z88e9u/fH2uS1tLSckP37uuXekft3LkzVqWeqMq9GEhmeB2ecIcNDAyQkpLCX//BD/nyf/8E6TnXmkUNDAf4fz9q5Hu/+Ciut7JlBal89Vfv44l7i2e8OnGhv4t/PvwyL5xr4nZfMi57AqWpOTxauJrtKx4g0br4QuGxy1epffcQB44cJ6BNfZRZ2Ng91OG/R5fDzu/cv5Evlq+lNCP+ZUHCwqAF+wmOXkYP9aOH+tGC/eihAbRgH3rIhx4aQpItICmxAG2YWqSyHA3J4/clz2Ugjla25xsTCCKhyyqm4kBSk7FY07A58rA5c5FkG8hWbNYUEu05JNiysaliZNPdKhQK8eKLL/LUU0+hqgu38aUgzOfXst/vp7W1lZKSEuxi29qCVFVVRWVl5YSBef/+/bHLp7J/+lavh56eHjIyMujv7yc5ee4b7ooK9Rzb9T8/EXsh9A2M8k8/auSnr55mxD/1ym96ioOvfmkLn3t8BYoyc3uLDdPgnYunOXD6Xd68ePK2x109WLCS31r7BJtzyxblcsR2Xz8/O3qKf/3Ag7en77aPp8gymwuX8KnVK/j1zevEvugFytAD4VAc8hEcuUTI3xke/aT7MfRRTD0Q6WzdTdDfEV5+DbFwHP5/IxyLIwHZvEv3JJtAwDQIRp530DTQMMOVYyUBRU3BoaZgtTiQJRmLmoLTmU+iIwer4sQi27DZs7HbM7Eotrl9MoIgCIKwiERHZE1kppa0z1ciUM8Th05c5g//6iX6Bqa+t9aiyPzm0+v4Tzs2kuCYuZmeg8FRnjv7IT848RYXB+Jbbn697AQXjxet4XPL72NlRv4MneH8EIo0F2s408ILJ87MSHMxgI+vWEqJNsrXnvkCGclJM3JMYeaYpomhDaMFe9FC/ejBSDU5UlXWgwNooX60kC983bhu1pFO1ua15dRm9LMJ87b7yizQMTGAEVNnyNAZMnVCmOimyYipg+LEbkvHbssg0Z5Foi2TZOcS0h05JNuzcKgpKLKKRVZRFfHLJkEQBEEQ5oYI1HPsF2+c5ZfvXcBzOr7u2A+XF7L3Kw9RnOeasXPRDJ0fnHyLf2r65W01GStIzmB9dgmPFq5ma/HaBd2Re6yhQICXTjVz5FIHHQODvOU9T+fg8Iwce21eNh9fuZTt69dQ7ErmxRdfFPuj54hp6ujaMEZoEF0bRA8NEvJ3Rhp5XWZ08Cy6Njx+zFP4jrH9yZEjzd2TmCMaJiHTRMNk2NAZ0kOMSibDGAwbOrqkYrEmI8lWHKoLm5pIsj2TNGc+eY5ckm1ZpDiySbJliJAsCIIgCMKCIAL1HPt67RsoqmPKt8/NSGTvbz/E1ntLZmzZdEAL8f0Tb/KdY6/RNzo07eM8XLiK7Svu59HC1ciLZG7pcCDIO60X+OnRkzx/4gxDgeCMHNdqUXiktJiPr1zKx1aUke+61s08FLq9Rm/CeLGGXdoQwdFLhEYuh7td+zvRgr5wJVkbQZIUTCRMfTRcOzWvLbuO9g0I70u+e6rIEP61wIipE+0EEDINhk2dYdNgxNQZNnX8pkEIE9RkEq3pWC0OVNlB/1WNh9Z9kqK0tbgcOaiKY1Fu9xAEQRAE4e4lAvUCoVpkfu+Zzfzmp9dht87MX5tpmvyyxcM/Nr1I+0DPtI5hVSw8WLCSr6zdyrrs4hk5r7k0Ggxx7MpVXmv28sqZcxxuv8JMtu1btySH//TgZp5evYIE28wt07/b6aFB/ENe/ENeQsE+/MNtBEfaw/uTzRCmEQQzshP5Lt2HrGEyaOgMmjpDpsZQJAhbkDAiy6+jn00TLJJEyISAbMGUVYK6H0VScDnzKHDdQ6Yti2R7JtlJZaQ58rGrSSjytZ9N0eY36/PmX/MbQRAEQRCEmSIC9QJw7+o89v72QzM6T3owOMrX3/4RL7ccjvu+kiTxybKNfGn1I5Sl5mKzLOw3y+e6enijpY13Wy/w4smz+EPajB5fkSU+vWYFlQ9u5t7CfFGhi4OuDRPyX0UL+jCNAKYRIhT0MTLSzujo5XCDr1A/kj6Kaep3VUCOij5jv2kQMA0CGAwaOn1miBFTx5RtJDjySHAWhPceWxLJtmeSmViCIqsEtdFIRdmGqjhQlWufFUkVr1dBEARBEISbEIF6HnPaVf7ma9t4ZGPRjL6pffFcE//7vZ/g88e3/9ep2thWso7fWrcVtyt7xs7nThvw+zncfoWmi5d56VQzhy5cmpXHWZaZzmfXruQ3Nm9giWvuW/rPF6ZpYBohDN2PaQRjn0PBHoIjlwiOXiYwfBH/yIXIXmXjuqXXNwbmxRKhTaDf0BgwtXBAxogF5dHI9xISChA0TUzFTqojD5dzCUm2DBJtaaRY08hRU0h15pHqWEKCNVWEYkEQBEEQhFkiAvU85LBZ2PX5cn7n8+VYZmgMVkALcbqnnWdPvcPzzY1x3bfElc2vrn6Yp5duxqkurFEzpmniab/Cz4+fwnPxMs1dPVydoUZiE7knL5tHSovZuszNo6XFyIukIdtETEPHNEOYRgg9NEAo0IUW7MfQhtC1YXQt2syrA10fRtcD4aXXxtg94pG9yWPmJi+2fcpB0xwXjAdNjZHInmPNNNEw0EyTECZ+IC2hBKc1hQRrKnbFToJkIdW5hBR7NjZLIjaLE5slEZc9B6fVJcKyIAiCIAjCHBKBeh5x2lW+ULGS3/7sBrLSEmbkmIeunON7R1/jvUtnCOrxLWUuTMmk6v7P8VD+ygX3pr21p48fHT7GgSPHaem+/ZnQk5Ek2FKUz+fXruZjK8soTHXN2mPdaYY2in+4lZC/MzwWKtiPFuxDC/bgH2lHD/oYuxf5hvnJEYspHEeFIl2sRwmH5GhY9o8JzoZsQ7I4sVtTSHXkkWLPQVVsFDlySbFnoyr28Idsjy2zTrSmYVHE3npBEARBEISFQgTqeaAwJ5lf/9Q6vlCxckYajo2EAvz4zHu81HKYY53n475/miORXeufZPuK+xfU/uiuoWEOXbjEN99r5PXm1ll5DKtFYesyN9uWl7E8K4PVOVnzfryVYRp0D5yhp9eDrg0jGwH8o1cw9FEwdWR9FEkPIBsBJFMn3N7aQDb1SBgOB+boL1UW4z5lE4j+ykgHAqZBMLLEOlphHo7MSh4yDZwJJeSnriHRlk6SmozDkoRdTcahJpPqzCPJloEsKXP4jARBEARBEO4cn89HY2MjFRUVk17vcrnu7EndISJQz7G//qNtPPXoGpQZWNod0nV+6fXwjUMvcHXYF/f9U+xO/mDTJ/ncsvtQlYURBi70+fjW+0283tzK0ctXZ+UxClNT2FS4hG3LS3lq1TKS7fMnQId0P0OjnQwNtzI01MLI8HlCox2YIR+mEUQ2dWQjiJ1rKwwMpvYf/vV1ZXMm253fYYFIKB4xdQYNjUEz3O162NTRZStOawZ2ixNFUrCpKSTY0kiwpuK0ppCipuBQk3GoSThVF+kJBdgsM7OCRBAEQRCEu0dVVRUA6enpuFwu0tLS2L59O1VVVVRXV+P1eqmurqa2tha3201lZSUALS0t9Pb2snPnTrZv3z6XT2FCHo+HhoYGdu/eHXsuY/l8PrZu3crBgwcXZagWgXqOPbqp+LbD9HDIz/PNTXzro3o6hnzTOsaWJcv4n4/+KtkJrts6lzvhZEcnPzp8nLe8bTM+1gpAVWTuLy5g67JSPrZyKcsy0+dsyXtID9AzfIGRkXaGhryMjJwP70kO9KDoI9hNA/uYmd9q5GO8hbVcfzoMYNDU6DVCDEkKpmTFrzjQLE5kSSXZkU2KPQuXI49CRx4WxUqSLTOyLzlhwW1pEARBEARh4fB4POzatYvq6upxFVyv18uOHTvweDxUV1fjdrupqanB6/XidrvZs2fPuOOUlpbi9XpvuPx6Xq+XhoYGDhw4QH19/ZTO8Vb32b9/fywM+3y+ceewa9euWFjetm0btbW1pKWlxa5/9tln2bt376IM0yAC9YKmGToHTr3LPza9yGBgdFrHcKhW/uKhnXyitHxehgrf6CivnvVy+NIVWrp7OXb5Ku2+gRl/nLyUJL5Yfg8PuovYVJA341Vo0zQZDHTTO9JO51ALfSOX0c0QdksiimwlpPvRQv0Q7CekDTOgXuKVd7+DTRvEJVmwRv5unJGPGGnxNj2D8OzkISNcSQ5homGim4AlAYstDdWWicOZT5KzkGxnLuuTl5Nkm7nxcoIgCIIgCLdrx44d1NTU3LAcOlqFjlaib6WyspKqqqqbBmqPx0NjYyM+n4/e3t4pHfdW94mG6d27dwPQ0NBAZWUlNTU1QDiMR8NyRUUFDQ0Nsefq8/mor6+fl5X1mSIC9QLV3HuZ//76v3Om5/L0DiDBkyXr+eMtnyE3MXVmT+42mKbJ2a4eXj7VzMunm/ngfDu6MbMlaLtqwZ2eytq8HDYW5FGen8e6JTkot9GR2zRNAvowo8EB+v0ddA556R1pp2fkIr0j7QwOt2M3NZJkC0mSgkOSAQkNcEgyKZJlXKW50AGSAcgLZw/7VJiAHulurY8JyNFO10ORpdgDpgbWdLJSVlOYuo4VKStJtmXiUJOxq4lif7IgCIIgLHJn3/01MPS5Po2JyQrLHvj3Kd00usx7sr3FFRUVuN3uKR1rbIV4smpveXk55eXl1NXVTemYU7nPvn37aG291p+ooqKCbdu2xQL19Xw+X+zriZaALzYiUC8wumHwjcYX+Nejr8a9p9VusfJQwUruySxka/FaClMyZ+ksb63d18+bLW1c7Ovn6uAwnUNDdAwMcbl/gCsDQzP+eGtys9i54R6eWrWM4jTXpOOsTNNEMwL4tSH8oSH82iABbZju4fNcHjjDgL+ToUA3o6EBNCOEboTQTQ3dCIGpYUUmeUxozpZVlkoW7NbFN4daB0KmgY6JDoxE9iQHTZOgaRDEIBQJyaotgwRbFopij6xAl5AlBYusoip2LIodlz2HZQlFZCQUkZFQiNXivPkJCIIgCIKweEXGc85HUhwDTOrq6iYN01HR0H0rTU1NlJeX39Gl016vd9IAH61Ej13e7fF4KC8vj12/bdu2RbvUO0oE6gXkXO8V/ubDn/POxVNx3S83MZUn3ev59TWPkZWQMktnd2vdQ8O82dLGc8dO84sTp2d87/P1Up1BntngYkO+TKrTj2a8w4mrb3CsQ0eWFCRJomf4IsPBPvzaEAFtCH9oEN28cbyYDQmnpJAgKSRLCrmSQoIk45RVFMmKgoRzkS2/jobkPiPEkKnHxkONYoAlkURnMQ5bCg41BaeaTKpjCe6EAhxqMlbFiYmBboRItmeRYJ0/qyAEQRAEQRDuFK/XS2lp6U1vc6vA7fP5qK2tpbGxkYMHD87k6d2S1+ud8HKXyxWrRNfU1LB//352795NY2Mju3fvxufzceDAgUmr2IuJCNQLQFt/J9860sBzZz+M635JVgdf2/JpPr/8vjnZH22aJi+dbubHR07wfttFLvUPztpjWZUA6Yl9lGYMsyzLj9N6FcP0IUlwrGPy+9mQSJFVXJISLpzKKg7JhjNSYY5+tizwxl4GEiHFhq440QDJkohiz0aSrUiyCpYkUOxIagKyZEGRbSiyhRxrKsvs2TitKQS1USRJJsGaiqrY5vopCYIgCIIgLFqNjY3U1tbGvq+oqLhlM7I7KS0tLbbfOrpsPRqmYfxS74aGBnw+H263O1a9XkxEoJ7Hjnae5x8OPc+Hl5vjul9OoovfXlfBJ8s2kWi98yOePrrUwS9OnOaXJ89ysqMrjnuOnQZsoioaEiayZGC1BNENBVUJYVcD2FU/CdYR0hN6yU3xkWQb/WeNGgAAG7BJREFURlUUZDl8fxnIVqxkylZcsgUHMglyODRLSEiRR1v4O3ElDEkiKFnQFDuS6kJ15OJMLCbBkY8kW0lOyCfZWYQs396zFVVmQRAEQRCE+LjdblpaWm56m2hX77E2bdoUC6fz0fXNy9xud+w51NXVsXHjRlwuFx6PB4/Hw549e2LBerEtAReBep4xTZNXWo/wZ2/8AL8WjOu+xa4svrr5UzxSsPqOzpEeDYZ48eRZfuA5ytve8wS0aAMJkyT7ELnJV0mwjWCaEhZZw676SXX2Y7MEUGQdRTZQZB0JE91QMEwZVbn5nhlZAosso1rCFeQU2YGKjEWSyJRVChQ76gKvKsdIMqak4FccyNY0FFs6TmchqSkrSUlehs2WNS87tAuCIAiCINzttm/ffssGYdEZzvHYuHHjuOXYe/fuvWUFezr3maxhWrTiPNHlzz77LAcOHADCDc327t0LhCvZdXV1i67jtwjU88RgcJSfnvmA7594k8uDU2txHyXLMl9a/Qj/ZfMnsSmz1xXaNE36RkbpGh6he2iYl043817rRU5evYRFGiI9sZfl2YOkOn0k2EZItg9ivUUwvp4i6yjoSIAFCUUKf1hlGassY5FkEmULqYqFFMlCSqQB2MIgIUlyuEIe+WxiRq4BU7aANRWURHp7B8nOLiAldQ2pGQ+gOnKQFtkebUEQBEEQhEnJSlzNv+6oOFb9VVdXU1dXN26U1Fg+n29cU6+pampquiP3cbvduFyuCavoEz2fqqoqvvnNb8a+93g8U+5ivlCJQD3HLvR384vj9fzs7AeMhuKrSANkOJP5hyd/hzWZhTNyPn5tiIHRTrqG2xjwd/HR5UN0Dl6kb3SYvpERgrqBYcgggYRJScYwq/OmNgNbQUKVJFyyhXSLlSTZgkNScMhybAm2BNglhSRZQY5UXRdO7VWKVIqla6E5EpxlxY7NkYfVkYfVmYdqz0GO7EOWZBtWRy6qPQtJUgiFQrz44ovct+opVHVxjc0SBEEQBEGYiqmOpVoIDhw4wK5du6iurh4XQqPNxmZjb/RUZ1BP5T579+4dV0Wvq6ubsKI+dql3lMvlore3d9Et8x5LBOo5tvNnf4Vij7/BkyRJPFVazp77P0eqPXFaj+0b7eDYlZdp6/XQN3qZ4aCP4WAvhmESMgw0XWfsCOgUxxTPDchUrKQqKqmKSpqikiqr2KY453nuA7QEkkQ0zse+kmRkSUZCjo1+Gn+uMhZbOoqahNWRh81ZgGJNwZG0FKuzQFSYBUEQBEEQ7kLl5eU0NTVRVVVFfX096enpsYA5Nkx7vV5qampobGyksbERl8vF3r174wqj0WM0NDTg8XioqqqitLT0pkvKb3WfPXv2sH///liTtJaWlhu6d1+/1Dtq586dsSr1RFXuxUAE6rk2jdFRjxWt4U/u+ywFyRmYpsloaJDhYG9kJrKOaRqE9FEC2jCyZEFVbAwHfehGuAJ+ZfAsLd0fcHngdOyYhmGiGQa6YaAZUz8pCUiSLaQpKkssdrItVlxxLDuf7fAcDsFKOASPfVDz2tcS8pjK8sQUNRnVloVqz8Riy0C1Z6Hawl9b1PCMadmSiKxYZ/HZCIIgCIIgCAtVtOv1ZNxuN9XV1be83VSOMdP3uVUVfd++fRMeIxrGo/vIF9v+aRCBet6T0UmwDKPKIZ4o3kRFyRbK0rJo632dt1sO0dbbxHCwL/4Dm6AZRuxjqjOhZcClqGQqVrItVopUB2ocldfZDNBSpHocnjEdXW59/Y1kwsFZxjR1JFnF6lyCLaEIRU0GU0dRU1Bt6VisaeHAbE0TQVkQBEEQBEEQJnGzQD6fxn3NBhGo55xJgjJEkjqAKmnYlABOZZhEyxAWWcMiaeGmXIqF4MhJXjzxvek+DAYmpgmarhOaQoh2Sgo5FisZipUURSVDUXFMY/TS1EL0tXFZ47+PlJMlacwlkWqyJEWqy5OFZ4XE1HIS0zdjSyxBtWWgqEmxq03TFN2xBUEQBEEQBEGYNhGo59hDGW/jTLgx2cqSjEWWscg2Jst8pgmaoaPpBsbYdCxJkVxqxuLpVCrQNkkmS7GSbbGRbbGSZbFNq6IsXfdddO9xbD+yRKxp182WWcfziFZHLrZEN4rFiaw4sSUU4UxdF1uOPeG9RJgWBEEQBEEQBOE2iEA9xxRJA65VfRVZQZUVlJs08NIMg6Cmo0+213mK67cVJIpVByVWB2mKSqI8/ZdDbBzUdZVj+TYacSnWVGTZiiRZkGQVSbYgSSqSYsPqyMOeUIwtoQirMz/WMVsQBEEQBEEQBOFOEYF6nrDICqpiQZakyLJsA900Mc1wlTn62YijYdhknJLCWnsSZVYn1gkCr2lKkQJ3+LMkyShSeIyVHG6ATbQOHQ3QUyHJNizWFGTFiWJ14UxegdVZiMWaiiRbwAwPG5QtiZHb2W/7uQqCIAiCIAiCIMwWEajnnIQiKZimxGhICwfnODOzDFgkCRUZVZJQJAlLJPBqmCTJFhJlBQsSWRYb+er4oGoYMoYpYUb2JhP5X4uiYFXk2DzouJ6VbMOeVEZC6jpszkJsCYVYbBlidJQgCIIgCIIgCIuGCNRzzDAgpJvEOz8rS7HitjopUO0kSZZIGJ5ctOKMBLoBIEUq0dfup8gSSmTvtiLHE6IlrM4CnCmrcLpWY0soQbVnIknxNzATBEEQBEEQ7k5mvFUlYVFaaK8DEajn3LWKsCpJGJFu3FZJJkW2kGuxoRtWTN1OgmLiUEwyLDJJSqSqbEqEzGuV5Vu67vUpSxKqoqDK8qTNz8adraSiWFOwJRTjSCrDnlSGPbEMRU2M61kLgiAIgiAIAoCqqgCMjIzgcDjm+GyEuTY8PIwkSbHXxXwnAvUce8KZTmqijVTZyrXBT1Jk3/TkQVkz4n8sOTJ6SpKkcDVallFukaIVaypJ6VtwpKzE6liC1bkEWV4YL25BEARBEARh/lMUBZfLRWdnJwBOp1NMY7nLmKaJpmkMDAwwMDCAy+VCURbGatdFHah9Ph/79u0DID09nZaWFrZt28b27dvnzTFzFCdOyRaZEx2/8F5nGYusIEtjGnxLkQnOZvhrWZrKeCoZqzMfR/Ly2IdqzxE/0ARBEARBEIRZlZOTAxAL1cLdSVEUcnNzSUlJmetTmbJFG6h9Ph8bN27kwIEDlJeXxy6vrKzk0KFDVFdXz4tjGub0mnTJkoRFlrFalPFB+frsO4UsnJC6npScJ0lI2yCqz4IgCIIgCMIdJ0kSubm5ZGVlEQqF5vp0hDlgsVhQFGXBFfMWbaDesWMH27dvHxd8AWpqakhNTWXbtm1UVFTM+TEnI0WXZ0N4abYsh0dWIU1pr/OtyJYEElzrcOU+idO15vYPKAiCIAiCIAi3SVGUBbPUVxBgkQZqr9dLQ0MDNTU1E17/zDPPUF1dHVf4nY1jRqmyjBzZzyxL0wnMEhZbGrLiQJZtGEYQWbEjSQpa0Ies2LE687E6clEsSdiT3NgTlyLJ4oeVIAiCIAiCIAjCdC3KQB0NvW63e8LrS0tLqa2txefz4XK55uyYAE5Vxa5O76/BnrSM5MyHSMy4D9WWNq1jCIIgCIIgCIIgCNOzKAO1x+O5aaiNhuLGxsYpV5Rn45jAdfOeJRQ1BdPUwDQwTQ2LLR17ohtH0jIstgwUSwKyJQHVnoViSZjy4wiCIAiCIAiCIAgza1EGaq/XS1ra5BXbaDD2er1zekyA5OxHySt6HKszH4stY8FtwhcEQRAEQRAEQbhbLcpA3dvbO+nSbCAWjH0+3x07ZiAQIBAIxL7v7+8HQE39PH4zCf8wMNw75fMRFq9QKMTIyAg9PT0LZqC9IFxPvI6FxUK8loXFQryWhcWitzecmczYvOC5tSgDdTxB+U4dc9++ffzlX/7lDZeXlJTc1nEFQRAEQRAEQRDuNj09PfNiXvWiDNRT1dPTc8eOuXfvXr72ta/FvjcMg97eXtLT08Uyb2GcgYEBCgoKuHjxIsnJyXN9OoIwLeJ1LCwW4rUsLBbitSwsFv39/RQWFt50O+6dtCgDtcvlmlJFOT09/Y4d02azYbPZbjimIEwmOTlZ/IMnLHjidSwsFuK1LCwW4rUsLBayLM/1KQAwP85iht3qtxXRdffxBNrZOKYgCIIgCIIgCIKwcC3KQO12u2MBdyLRSvPNmozdiWMKgiAIgiAIgiAIC9eiDNTl5eU3XZ4dHW0Vz7zo2TimIEzEZrPxF3/xFzdsERCEhUS8joXFQryWhcVCvJaFxWK+vZYlc770G59BHo+HjRs30tTURHl5+Q3X79ixA5/PR319/ZweUxAEQRAEQRAEQVi4Fm2FuqKigmeffXbC6+vq6qiqqrrhcp/PR1VVFQ0NDTN2TEEQBEEQBEEQBGFxWpQVagiH440bN3LgwIFxFeXKykpcLhfV1dU33Gf//v1UVVXhcrno6+ubkWMKgiAIgiAIgiAIi9OiHJsF4W7bTU1NsYCcnp5OS0sL27ZtY/v27RPep6KiApfLxTPPPDNjxxQEQRAEQRAEQRAWp0VboRYEQRAEQRAEQRCE2bRoK9SCMFc8Hg81NTX09vbi8Xhwu93s2LGD3bt3T3ofn8/Hvn37AKa88mE69xGE21VZWUlVVdWkIwLFa1mYr2prazlw4AAulwsIj7mcbKuWeB0L81W03w8QG+e6efNm9uzZc9P7iNezMFcqKyvZsWPHLSch3anX6ay8tk1BEGZMTU2NWVNTM+6y+vp60+VymW632+zr67vhPn19fabb7TabmprGXb57925zz549Ez7OdO4jCLerqanJBG543UWJ17IwH/X19Znl5f//9u7/OFH1b+P4dWaeAjimgsUOMFvBFzrQTQWRDmS2Agc7uE0FWehAtoJVOoBTQQgd8PyxA0dXdBMUNXver5mdMwe80TiXiR/uX041nU53jmdZ1poxcoxbtdlsqul0uvddIoqiynGc1jbkGdeQZVlljKkcx6kkVavV6ujjL5XTvrJNQQ2cSZZlVRiGrefqQsR13b1zruse/BBbltX6S6hLG+BUruseLajJMm6R4zitGXNdt7Isq/U4OcYtavsOUTPG7N00qtuQZ1ySMaYaj8eVMaZarVZvKqgvldO+sk1BDZzJbDZr7YGu1cVIlmXNsSzL9o5tm06ne39Au7QBTlWPvjhUUJNl3KIwDFuL5qqqqvF4fJZMkmNcQt07fUjd87aNPOPa6g6lY4XqpXLaZ7b/yH2ogWtIkkSfPn1Snuet5+ut1tI0bY4ZYyTp4HzU4XCoJElUluVJbYBT1Jk+lDmJLOM2zefzg+tXRFGk1Wq1c4wc41blea4kSQ6eL4qiWR+gRp7xEVwqp31mm4IaOJPBYKCyLN/1QUzTdO8P4Lb6Q79er09qA5zCGHN0UT2JLOP2xHGssiz18PDw5jbkGLfKdV3lea7JZNJ63hizl3XyjI/gUjntM9sU1MCZrFYrZVnW9ET/qu7l2z6f57kGg8HBa9Yf/O1e7y5tgK7iOJbv+799HFnGrXl+fpa0OzpouVzujBL6FTnGrbIsS2EYKo7jpietliSJ8jzfW+mbPOMjuFRO+8w2BTVwRseGxMZxLMdxdh7TNkRrW/3B3+717tIG6KIsS+V5fjTXNbKMW7NdOC8WCxVF0Yy08DyvdfgsOcYtm81mCsNQeZ7L87xmG8M8zxVF0d7jyTM+gkvltM9ssw81cAGLxUKS9PT0tHO8y4eWP2K4lPl8fnCf3l+RZdya+svTcrnc6blzHEdRFOnTp0+Komhnb1RyjFs3m81kWZZ839dyuZRlWa3FtESe8TFcKqd9ZpseaqBnaZoqCAKFYXhwOPjvvLy8XKQNUEuSRJ7nnf26ZBmXUq9p0TbEz7Isua77pukMbcgxriUIAklSVVWazWYqy7Lpre6KPOMjuFROu7ShoAZ6NplMFIbh3twm6eeXurfcMbu7uzupDfBeq9Vqp+fud8gybk09tO9Qjj3PU57nO0PDyTFumed58jyvmboQhqE2m41s29ZyudxbsIw84yO4VE77zDYFNdCjyWQi3/dbi2lJRxdHkH4OWZT+/WLYtQ3wHovFQl+/fn1XG7KMW1Pn61B+6vPbK7qSY9yqxWIhx3H2bhA5jqMsyzSdThXH8c7aAOQZH8GlctpntimogZ4EQaDPnz8fLKaln4uY1R/gNvWdtO1Fobq0Ad4qz3NZlvXuPyhkGbfmrVNstnssyDFulTHm6I1OY4wcx9nZW5084yO4VE77zDYFNdCD5XKpu7u71mJ6+8ub4zhHh5/US/dv35Hu0gZ4qzRNFUVRM7Rw+189R+/x8bE5ViPLuDWfP3+WdHghmvqL1XbhTY5xq+qbncf4vs93DHw4l8ppn9mmoAbOLI5jlWXZWkzneb4zHOvh4UGSDu6L+uPHj70Pdpc2wFuNx2OtVqvWf/WK309PT82xGlnGrRmPx5LUuj2WJGVZJkm6v79vjpFj3Crbtn+7P26WZRqNRs3/k2d8BJfKaa/ZrgCczWazqcIwPHjeGFNlWbZzzHXdajabtT5eUrVarfaOd2kDnCqKokpStdlsWs+TZdya8Xhcjcfj1nO2bbdmjxzjFs1ms4NZrqqqen19rVzXrV5fX3eOk2dc02azeVNmLpXTvrJNQQ2cSZZllW3b1XQ6bf03Ho8ry7L22r2+vla2be8VKdPp9OCHvksb4FTGmKN/cMgybk2dL2PMzvHxeFy5rnu0DTnGrRmPx9V0Ot0rmjebTeW6buvNTvKMa6pvxEdRdPRxl8ppX9n+q6qqqlvfNoBtw+Hwt8OxbNtuhhluK8tSQRDIsizd3d0pyzJ5ntcMWWzTpQ3Qhe/7Wq/XyvNcZVnKsizZti3XdZth4DWyjFtT56ueM12WpSaTSbP10LE25Bi3JkkSGWN2jtm2vfe7eBt5xiXFcSxjjPI83/lebNu2bNs++Pv3UjntI9sU1AAAAAAAdMCiZAAAAAAAdEBBDQAAAABABxTUAAAAAAB0QEENAAAAAEAHFNQAAAAAAHRAQQ0AAAAAQAcU1AAAAAAAdEBBDQAAAABABxTUAAAAAAB0QEENAAAAAEAHFNQAAOBmlGWpPM/Pft00Tc9+TQAAKKgBAMBNyPNc8/lctm2f/dq2bSsIgrNfFwDw3/ZXVVXVtV8EAAC3zPM8rddrSdJgMJBlWRoMBiqKoulNHQwGsm1bRVGoLEsVRdG0/+eff2RZ1pufryxLTSYT5XmuPM/1+vr6rvYfled5Wq1We8fO9d6naSpjjIwxl/mBAAB/vP+79gsAAODW5Xku13X19PS0V9iORiOlaarNZrPXs7pcLuX7voqieFdBbFmWjDEKw1DL5fIMP8Htm0wmrT3I53zvHceRJMVxrPF43MvPAQD4b2HINwAAv1EUhaIoai2KB4PBzn+3TadTjcfjTnOCbdvWZDJ5d7uPqJ7f7Lru3rlzv/d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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,15),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Z-Score of Attacked Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
0130.000000sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.445924sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.802980sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3131.066178sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4131.310162sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
6001143.921619321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6002143.921713321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6003143.921943321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6004143.906037321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6005143.944808321cm0qh1000core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

6006 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 0.000000 sebf8zdh 0 \n", + "1 13 0.445924 sebf8zdh 1 \n", + "2 13 0.802980 sebf8zdh 2 \n", + "3 13 1.066178 sebf8zdh 3 \n", + "4 13 1.310162 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "6001 14 3.921619 321cm0qh 996 \n", + "6002 14 3.921713 321cm0qh 997 \n", + "6003 14 3.921943 321cm0qh 998 \n", + "6004 14 3.906037 321cm0qh 999 \n", + "6005 14 3.944808 321cm0qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "6001 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6002 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6003 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6004 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6005 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[6006 rows x 5 columns]" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_scores_at_T_1000_base\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df = df[df[\"name\"] != \"core_simple_1_200_1000_gen_eval\"]\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"WinMax Z-Score\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,15),\n", + " limit_x_series=995,\n", + " limit_x_series_map={\"GPT\": 300, \"Dipper\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"WinMax Z-Score of Human Text as function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
0130.000000sebf8zdh0core_simple_1_200_1000_dipper_high_eval
1130.423250sebf8zdh1core_simple_1_200_1000_dipper_high_eval
2130.915359sebf8zdh2core_simple_1_200_1000_dipper_high_eval
3131.297526sebf8zdh3core_simple_1_200_1000_dipper_high_eval
4131.571870sebf8zdh4core_simple_1_200_1000_dipper_high_eval
..................
6155145.878581321cm0qh996core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6156145.870938321cm0qh997core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6157145.901743321cm0qh998core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6158145.604085321cm0qh999core_simple_1_200_1000_gen_cp_attack_3-10%_eval
6159145.366133321cm0qh1000core_simple_1_200_1000_gen_cp_attack_3-10%_eval
\n", + "

6160 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T \\\n", + "0 13 0.000000 sebf8zdh 0 \n", + "1 13 0.423250 sebf8zdh 1 \n", + "2 13 0.915359 sebf8zdh 2 \n", + "3 13 1.297526 sebf8zdh 3 \n", + "4 13 1.571870 sebf8zdh 4 \n", + "... ... ... ... ... \n", + "6155 14 5.878581 321cm0qh 996 \n", + "6156 14 5.870938 321cm0qh 997 \n", + "6157 14 5.901743 321cm0qh 998 \n", + "6158 14 5.604085 321cm0qh 999 \n", + "6159 14 5.366133 321cm0qh 1000 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_dipper_high_eval \n", + "1 core_simple_1_200_1000_dipper_high_eval \n", + "2 core_simple_1_200_1000_dipper_high_eval \n", + "3 core_simple_1_200_1000_dipper_high_eval \n", + "4 core_simple_1_200_1000_dipper_high_eval \n", + "... ... \n", + "6155 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6156 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6157 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6158 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "6159 core_simple_1_200_1000_gen_cp_attack_3-10%_eval \n", + "\n", + "[6160 rows x 5 columns]" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_winmax_scores_at_T_1000_attacked\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('sebf8zdh', 'core_simple_1_200_1000_dipper_high_eval'), ('qlczzu10', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval'), ('uoyt86q9', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval'), ('fai4a3qm', 'core_simple_1_200_1000_gpt_p4_eval'), ('tfo9p2tr', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval'), ('321cm0qh', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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12118 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 15 0.541998 ab7zh7ta#detectgpt 50 \n", + "1 15 0.490884 ab7zh7ta#detectgpt 100 \n", + "2 15 0.456096 ab7zh7ta#detectgpt 200 \n", + "3 15 0.184254 ab7zh7ta#detectgpt 800 \n", + "4 14 0.524212 dtrrqo1e#detectgpt 50 \n", + "... ... ... ... ... \n", + "5986 14 0.874677 321cm0qh#zscore 995 \n", + "5987 14 0.873093 321cm0qh#zscore 996 \n", + "5988 14 0.870343 321cm0qh#zscore 997 \n", + "5989 14 0.843053 321cm0qh#zscore 998 \n", + "5990 14 0.750000 321cm0qh#zscore 999 \n", + "\n", + " name \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... \n", + "4 core_simple_1_200_1000_gen_cp_attack_3-25%_eva... \n", + "... ... \n", + "5986 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... \n", + "5987 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... \n", + "5988 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... \n", + "5989 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... \n", + "5990 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... \n", + "\n", + "[12118 rows x 5 columns]" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_all_methods_AUC_at_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir, add_file_name_to_keys=[\"id\",\"name\"], separator=\"#\")\n", + "df.iloc[0][\"name\"]\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('sebf8zdh#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('qlczzu10#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('uoyt86q9#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('fai4a3qm#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('tfo9p2tr#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('321cm0qh#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('sebf8zdh#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('qlczzu10#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('uoyt86q9#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('fai4a3qm#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('tfo9p2tr#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('321cm0qh#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-1-25\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " limit_x_series={f\"{namefilter},Z-Score\":995,f\"{namefilter},WinMax\":995,f\"{namefilter},Retrieval\":1000,f\"{namefilter},DetectGPT\":1000},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate after {namefilter} Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('sebf8zdh#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('qlczzu10#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('uoyt86q9#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('fai4a3qm#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('tfo9p2tr#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('321cm0qh#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('sebf8zdh#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('qlczzu10#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('uoyt86q9#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('fai4a3qm#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('tfo9p2tr#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('321cm0qh#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-3-25\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " # limit_x_series=995,\n", + " limit_x_series={f\"{namefilter},Z-Score\":995,f\"{namefilter},WinMax\":995,f\"{namefilter},Retrieval\":1000,f\"{namefilter},DetectGPT\":1000},\n", + " # limit_x_series_map={\"GPT,detectgpt\": 300, \"Dipper,detectgpt\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate after {namefilter} Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('sebf8zdh#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('qlczzu10#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('uoyt86q9#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('fai4a3qm#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('tfo9p2tr#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('321cm0qh#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('sebf8zdh#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('qlczzu10#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('uoyt86q9#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('fai4a3qm#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('tfo9p2tr#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('321cm0qh#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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o96n29vZVxz1QnD59GrW1teH3/FjDX6zv7ZHWX+v7wno/qxYG/paWFphMJlRXV6/6fkxEi7EPMBEtIooiGhsbIQhCuM+nQrlA6ujoSNj+17IP5cJpoy8Coi27KIoQRRFWq3XLBWAliK1Uu9He3o7m5mbYbLZlLw4frTFzOBxr6tOXyHMymccRjWS8/mKlDJi0Wi1oJJul68JWYbPZwmMHrOTSpUsA5oLiapSa1OVq8MfGxla8f7y+mGlpaYm6Gb0gCOHwuBGDYa3nfWE9n1WPPtaCIKCpqQkulyuhXyIRbUcMwES0SHV1NQBEbA6nBOLVLjpEUVz2A/nRCwNRFBf1d13LPpQaGGUQqpXus9wIzauVKxrRll0p51a8aFEek0ghr7W1FcDDUKSM2BrJo/dfrc/cwr/Xe75EK57HEY2NPNa1UkYEFkURp06dium+Z8+e3ZKvgY107ty5Vc+x1tZWVFVVRRVOa2trV+wzrgzWtNz+4tX/3eVyxfRFiPI+vtp7PhD7e/tq66/nfSEen1UL1dTUwG63o7GxMSldMYi2CwZgom1MaSq32rf4wNwHrjK4yHKD0ijfeLe2tq74YXv+/PklH97KN9+PXhg4nc5FF2pr2YcgCGhpaVn1wv/8+fNLlkdbLsVKzQ8Xln21QXHsdnvSmk6uJpbzZLnHSxTFcM3TalpbW5c0W3S73Yse70SeL/ESzXFE08d7KxzrSmpqatDS0rJodNqViKKI6upq1NbWrhh6lMeO0yw9VFdXF+5zGokyzc6rr7666raUbazUhHfhoE6JotSmxmLh2BTLjUQd63t7rOsvZ6X3hfV8Vi33OlACeXV1NV8rRNHa6ImIiShxbDabDECuqqpadh2n0yk3NDTIgiDIVqtV7uzsXHW7TU1NsiAIcltb25JldXV1EW/3eDyyIAiy3W4P39bZ2Sk3NDTEbR8tLS2yIAhyXV3dkmUNDQ1yS0vLusulPKYrPU5NTU0RH0uPxyPb7Xa5pqZm2fuutn2n0ykDkAVBWHYb0fB4PHJDQ4NcV1cnAwhvs66uTm5qalrxvkoZF67X0NAgO53OcBkFQZAFQQjfpmhraws/FwDCz8mjj0kyzpfVxOM4lMdqpf0n41itVqsMYMlxxJPT6ZTtdrsMQK6pqZHb2tpkj8ezaHlDQ4Nss9miep9RHruFj0uytbW1hV8fiXrsYt2H0+mUrVbrkvezzs7OZc+LSNtY7X1MIQjCsu+dkd5rY6Ecu9VqXXSuREMQBBmAbLPZIi6P9XUV7frxeF+I9bNKef0u9xgprxWbzRbz40i0E6lkWZaTmLeJKMEcDgdOnTq15JtgQRCWNPtSmp3ZbDacOXMmpqlMlH5HSl9WhTIq5nL3UWqmrFYrysrKVqx9WMs+lG/WOzo6YLVaw8e83nJVVFQsqXUTBAFdXV0RawdcLhcaGhrgdrthNpvDczaeO3cuYm3HclOpKH3jVnpePR5PxONaiTJ1h7INhbL9mpqaFWs9GhsbceHCBZw8eRJlZWWwWq2Lzh9RFHH+/Hm0t7fj5MmT4W09/vjj4fWam5vR1NQEq9UasRlmMs6X1az1OCKdL8BcLW5nZ2fEsifiWE0mU8Rzxm63h2uO4s3hcODChQtob28Pn9NmsxlWqxW1tbUrvs8sd54r5X7jjTcSPuKt0uzX7XYv+z5qs9nW9fitdx/Keam8hyvbiPZcr6iowMmTJ6PqQ1tfX4/29vYl5219ff2aRyRf7nmOZRqkR0U6P9byuopm/Xi8v0XzWbXc67ezszO8jjIg10J2ux1tbW3LHifRTscATERERLRDNDc3o76+ftkv7yKpqKjAuXPnwuFOmeaHc9AS0VbEAExERES0Q1RWVq5aEx/Jwj6pZWVlm2YMAyKiWDEAExERERER0Y7AUaCJiIiIiIhoR2AAJiIiIiIioh2BAZiIiIiIiIh2BAZgIiIiIiIi2hEYgImIiIiIiGhHYAAmIiIiIiKiHYEBmIiIiIiIiHYE7UYXgIhoK3O5XGhtbYUgCKipqdno4tAmwfOCiIhoc2IAJiJao/r6erhcLjQ0NMDlcqGsrAxOp3Oji0UbbD3nRWNjI86fP7/kdrPZDLfbHfE+yy07ffo0mpqaYiv8AtXV1XC5XBBFEW63Gx6PZ83b2u7a29vDj7XZbAYAuN1umM1mVFdXw263r7oNPt7J4XA4UF9fD7fbDZfLte7XCRFtPQzARERr0NjYiNbW1nCwqa2thcvlQnt7e1QXu7Q9rfe8cDqdEEURVVVVOHfuHARBgNVqDS9XAjUAtLS0oKqqKrxMFEW4XC5cuHABjY2N6OjoWNexKGWvra1d13a2s/b2dtTW1sJms6GhoWHRcwUg/PjV19ejpaVlyfKF+Hgnh9VqRX19PZqamuBwOJb9YomIti/2ASYiipEoiqivr190oWq1WpeElZ1ACWTV1dUbXZQNF4/zwuVyoaamBi0tLbDZbEvut/DvR5cJghAOYg0NDRBFce0HA8But6OmpgY2m21d29muGhsbUVlZiYaGhmXDrdVqRVtbG86cOYOysjK0trYuuz0+3skhCALsdjteffXVjS4KEW0QBmAiohi1t7cDwKIavaamJng8nm0TgKMNtK2treH+rjtdPM4Lt9uNhoaGqNYVBGHZZXV1dVFtIxpKk156qLGxMVyLuLAWfjl1dXVoaGhAdXX1qq8VPt7JsdLrh4i2NzaBJiKK0aVLlwAsrYHbTlwuV1Tr1dTUwOl0oqKiIsEl2vzicV6Yzea4XZhv5/NzI7W3t6O+vh5VVVUxDXBWV1eHCxcuoLq6Gk6nk88PEdEGYQ0wEVGMlKal27kGIdoALAgCmpqaONIx4nNexPOc2s7n50ZSWkdEW1O/kHIfdhkgIto4DMBERLRIe3v7uvuP0sazWq1Rf5FB0WluboYoihH7Z0fDbrdDEAQ4HI5wk3kiIkouBmAiIlpkLTVbFB/xHAH4zJkz7E8aZ8p0OWfOnFnzNpQ+4px6h4hoY7APMBERhdXW1rJmagPFcwqtZIwm7HA4ADxsbq3Ujm5HoiiGj3c9x1hZWYnW1la+zoiINggDMBFteq2treEBhkRRhNvtxrlz51a8CHW5XGhqaoLFYgnfNjY2hjNnzoTnZI3lItbhcIT77SnNSk0mU7iGTRAEdHZ2ora2Fh0dHeE5WT0ez6K+mMo8n263Gy6XC1arFZ2dnYv29eg2ZFkGMDfy7NjYGERRREdHB6xWa8S5RyM9Fg0NDXC5XOGymM1m1NfXh+/b2tqK8+fPL2r6vPD4gLlwtrDWqrGxEW1tbXC5XBGPNVIZlMdK2U91dXXE0BfvxyAWsZQ12vNiM4j1OViNKIo4derUonPGbrejra1t0Xrt7e1oamoKPyYulws2my08z7EiXs95vF/7ioXzKq/nfFPuqxznSttSjkV5jN1uN8xmMxoaGlZ8ra3l+KN9nqqrq+FyucJlUuauPn/+fPh+Z86cQVVVFWpra3Hx4sXwfUVRhCAI6OrqWlL+iooKOByO8LlZVVWFlpaWmMv3qPr6+vB+LRYLxsbGUFtby0HIiHYymYhoE6urq5Pb2toW3dbZ2SkLgiDX1NREvE9LS4tcVVUVcVlDQ4MMQO7s7FxzmWpqamQAssfjWbKsra1NbmpqkgGsuI6yDZvNtmR5Z2en3NLSEt6Gsk+n07loPbvdLguCEHEfiqamJlkQBLmlpWXJsoaGhoi32+12OZqPB6WcgiAse6zKfqxW65Lyezwe2WazRXwe4/kYxGItZVWsdF7Ek/KYPFrGlaznuFY6H5Rzva6uLuLympoa2WazLdlvTU2NLAjCotvj8Zwn8rW/2us6Wp2dneHtRCqL8ni3tbVFfFyV11yk1+5ajz/W50l5LKxWq+zxeML79Hg8i56/hdsBsOJ5JsuybLPZZKvVuqSMsZRP0dbWJlutVrmpqWnJsrq6uvC5ttzjRUTbFwMwEW1aLS0tES/ylGUAIl7crBaIIl1gxSKaoFNVVbXqOssFYIVyIVxXVxdxO8qFdENDQ8T7KxepkR4jWZ67WLXb7Uu2HW0AVqx0rA0NDas+HzabbdmL0PU+BrFYb1k3awCO13PwKOX8We61VFdXt2I5rVZrxPN/Pc95Il/7SoCMZwBe6QuolcKi8v736JeDazn+tT5PSlh9tJxVVVVLgrsSjFd6v5PluddQPMrX1ta24nufsi8GYKKdiYNgEdGm1dbWhrNnz0bsK1dVVQVg6UAyoiiGm0kvR7nvZrewWV+kJn5KM8ZHm5wCc4+D0sxvuSmKSktL0d7evu6+iMsNtORyuVBfX4/Tp0+v2ESxoaEBra2taG1tXbJsPY9BLOJR1s0oUccliiLOnj2LlpaWiM1pXS4XGhsbUVNTs2xT0/r6+oijIa/1OU/0a39hWVbax2oW3ne152Q5VVVVsFqtiwZNW8vxr+d5MpvNcLlcKCsrW3R7S0vLkrILgoCqqio4HI5wP+pI3G73ovNpreWrrq5e8b1PuR8R7UwMwES0abndboiiuGy4sVqtS6brUS4oq6url53K58yZM1tqjtTKysoVl0e64G1ubgaw8gW/MiVLogYtUi6CVxvZWOl/qvQhjGQtj0Es4lnWzSQRx+VyuXD27Fm8+uqry76OlHCx0vN28uRJAMt/eRHrc57o1/7CALaeacIW3nelfqirlbOqqgoulyv8Wl/L8cfjeYq2//i5c+cALD/6dWtr65LzdC3la2xsDPchXglHSCfauRiAiWjTevXVVyPWJigEQYgYfJqamuBwOGAymVBRUYH6+vpFtQNrncNzo6ylrBcuXACAJbUzC7W0tMDj8STssVAGv4lm+8rcqMtduCf6+YpnWTeTeB+Xw+FARUXFogHVllsPWHm0ZKVMy9UIruU5T+RrXwlawOIBsWKlDOgnCMK6zmvltb0wmMZ6/Ml8nmw2G2w2W3gu5UdduHAh4iBzsZZPeTwef/zxqMpFRDsPR4Emok1LaTYHzNU6KaNBKxc8C0ciXUhpLqc0jXM4HGhsbAQwV2uyUs3VZrSWmgrlcdnIoK+UIZrH2mw2h0fFjXSxm+jamniWdTOJ53G1t7ejpaUF586dQ319PRobG1FXVxdxW8qI2I+ORvyolUZzXstznsjXvtJawuFwrGtkbyWorXfKq4WjIStiPf54PE+xPJ61tbXhkaEXNk92OBwRA+tayqfcZyu9xxNRcjEAE9Gm1traGp6up76+ftEFd3t7+7K1Ena7HZ2dnRBFEe3t7bh06RLa29vD8292dnZuqVrgrWattaPrbcq8FluprLGI93G1tbWFm6+2tbWhvr4+4pQ6C/e72hQ1iZDI1/7CALdcU96VKGVStpUI0R7/RjxPNTU1qK+vR0NDw6IA3NTUtKSlz0afR0S0fbEJNBFtWrW1taiurkZtbS3a2tqiqjERRXHRQD5KLXJDQwM6OzvR1tYWHiBqO1ut2eJaNDc3L6ptWsnCi9VogpgSujbiS4mtVNZYxPu4FgYUZX5WZQ7k5fabTMl47dfU1ITnqV3LQGhKf12bzbbuGuBHn69Yj3+jnqeamhq4XK4VBz+L9He0Fj4eRESRMAAT0abU3t6O5uZm2Gy2ZZtZPnqB43A48Omnn65YM2O329HQ0LDukY9Xs1rzzURfnCmDxjidzoTuZyVK8/XV+ksqo9dardYNC5VbqayxiNdxRQonTU1N4VGm17rfeHK73Ul57SvhP9ZRhEVRDA8y9uqrr66rDADCzbDPnDkDYG3HvxHPkxLAlbI2Nzcv+6XEWsqnvPdF+2UdEe08DMBEtCkpF5nKxV0kj17guFwuTExMrHqBq4x+vJESHcCV5oXKIEjLWalG7NGQLopiTP0yVxv1VaGUcSOnJdlKZY1FIo+rpqYGdrsdjY2NS1oaRLtfURTj+lgm47Vvt9tRV1e3bPhfztmzZyGKIpqamqLqO77al2QXL15cNE4CEPvxb8TzZLVaYbfb0draGh7lf7nHYy3lU977lIEAl5PM0E9EmwsDMBFtSa2trUsumtxuNzIzMwGsfCHvcrnW1fwwmr6fFRUV4X1F0tbWltAQLggCWlpaVr1wPX/+/JLly9WgOJ3OiGVe7vFQau9bW1tXrI1paGiA3W5fcc7ORItHWZPdJziaVgTxeg6W29fCptAL11m435Wa4Z8/fz7u3RES+dpXNDQ0oKGhAY2NjeFBplZSW1uL1tZWtLS0RHWeC4Kw4pRUylQ/yuO/UCzHv1HPk1LG6urqFb/kXEv5lNYJkeYuXmgtfbiJaJuQiYg2IafTKQuCIAuCIDudzkXL2tra5IaGBrmlpUUGILe0tMiyLMs1NTWy0+mUAcg1NTVyU1PTku12dnbKNptN9ng8ay6bzWaTAchtbW3LruPxeGRBEOSqqqoly+rq6sLHp2wnUnmU/XR2dkbch3KsgiAsW46WlhZZEAS5rq5uyTLlMVyu7Ha7PXxbZ2en3NDQEHEfq5WzqalJtlqtS5Z7PB7ZbrfLNTU1y5Y/Ho9BLOJR1pXOi/Vqa2uTAcgAln0+IlnPcVmtVhnAsq8Z5bgjva6amppkQRAiPiZ1dXURb1/rc56M1/6j2traZKvVKldVVS15n1q4T5vNtuzxPMput8tNTU1yS0tLxOd4uedyPce/ludJOS8iHXc0lPf3aKylfC0tLbLVal2yzOPxyDU1NeHXkiAIcmdnZ1zPCyLa3FSyLMvJjdxERNFR+sy1t7fj5MmT4drHxx9/PNzsr7m5GU1NTbBareFBepQRRZVpW4DFfRiXm1d4NRUVFRFrIWw2W8RpUZTaV5fLBavVGi6DMqKpyWQCMNdfWBCE8DbKysoi1ta1tLSgqqoKDocDp06dWlIrJwgCPB7PsuXo6OiA1WoNN2NWRteOxOVyhWtUrFYrysrKlvTFjvR4CIKArq6uJTXFLpcLDQ0NcLvdMJvN4Xlkz507F7H5Y7wfg1jEWtZYz4tYVVdXw+FwwO12Rzxe5flcrb93rMdlMpki7m/hKMq1tbXhgZ0Udrt90dy0SlNhpY+x4tHzb73PucvlSthrfzWtra3hJrfK86E8ztXV1THVOiujJANz4xo0NTWFj0EUxYivRQDrPv5on6flzgu73R6xRno5jY2NGBsbi/o5ibZ8ke4DzL2PWSwWjI2NhZtWm0ym8GvIarUuOm+JaPvacgFYGRV2vU2YFg5GYbFY4HQ6UVlZuagvDREREREREW0fW2IeYGW4fKVPR6RpF2IhiiIqKirQ0tKy6Fvv2tpaXLp0KWHfEBMREREREdHG2fSDYDU3N4ebr8QrmFZXV6OqqmpJk6+mpiY0NzcnfHRWIiIiIiIiSr4t1QTa4XCgoqICbW1ta24C7XK5UFZWBqfTGbHPSG1tLVwuF/uBEBERERERbTObvgY43pRh75cbMKGsrAzt7e1RTS9BREREREREW8eOC8AOh2PFuTeVYMwJ0omIiIiIiLaXHReAXS5XeIqCSJRwHGkqBiIiIiIiItq6dlwAdrvdK9YAK+GYTaCJiIiIiIi2ly0xDVI8xSvY+nw++Hy+8N+SJMHtdsNisUClUsVlH0RERERERFuZLMuYnJxEYWEh1OqNr3/dcQE4WmNjYysuP3/+PL71rW8lqTRERERERERb14MHD1BUVLTRxdh5AVgQhKhqgS0Wy4rLz507h69//evhv8fHx1FcXIyuri5kZGSst5i0DQQCAbz11lt48cUXodPpNro4RDHjOUxbHc9h2up4Dm8dwZCEzp4BfNIzhHfu3se1vlFMLmgtulO9cmQv/v3nn8C+ffs2TUbacQF4pQGwgLk+wgBW7CcMAAaDAQaDIeL2MzMz11w+2j4CgQBSU1NhsVj4oUVbEs9h2up4DtNWx3N48xmbmkHXqIhASMKUz4+bA6P4wPkAH7r64J6eXbCmCiq9ccPKuVmkpKWH89dm6Sa64wKw1WpdcYojpXZ4uXmCiYiIiIho+5JlGe87e/H3V+7g3pAbo1OzcE/PYsYfwPDk9EYXb0vZLKF3oR0XgG02G9rb25ddrkx/ZLfbk1UkIiIiIiLaBN6/9wD//u9/hvedDza6KJQgGz8MV5KdOXMGAOBwOCIuv3TpEsMvEREREdEOIUkyLj8YRPX/aMEX/st3GX7jafNVAG/PGmBRFHH+/HlUVlYuCbM2mw12ux0XLlyAzWZbct/W1la0tbUlq6hERERERJRksizjx9edePUdB96714vZQGCji7SERq2GRq2CCiqoVIBqQZpUWharVA9vffT3R9cFFm9jpWWPtlxWtqcCoNdqYNBqYNBqYU5LQV5W2sMV5bnHdv5XPL6nMNrDTZotFYCV5smrjeLc3NyMxsZGNDc3w+PxLFne0tKCiooKnDlzZlEIrq2tRV1dHWuAiYiIiIi2mWBIwhs3u/DJg0G8dvkOrvUNJ3yfxeYsPFG6C0KqEdnpKSg2ZyHdqIdBq4Feo0FmigEFWekwaLXQadTQaTTQatTQqtVQqzdh9ekarDa9bLJt+gDc2tqKpqYmuFyucACurq6G1WqF1WpFdXU1ampqFt3HbrdDEAScPn064jYFQUBnZyfq6+shCAIsFgucTicqKytRVVWV8GMiIiIiIqLk8AdD+NG1e/jdH7yLW4OjCduPRq3GC/uK8cze3SjISsepA6UoEDbH1D/00KYPwFVVVTGHUpvNFrHmdyFBENDU1LSeohERERER0SYzNjWDD5y9+NndHnSPiviwqw/ijDcu21apVCg2Z8KabUKqXoeczDTsNmXi+fJiHN2Vi1QDp6va7DZ9ACYiIiIiIlqJJMn4X+9+gv/U9iH6xcm4bDNVr8M/evY4fu6xfSixZCErxQiDTgONeseNI7ytMAATEREREdGW0Xl/AH/36W3c6B/BxKwPk14/7gyNIShJcdm+TqPBbzx3HN/83NPIyUhb/Q60pTAAExERERHRpiXLMsQZLz509eGP3urAO3fvx30fGUYDjhXl4rm9xfi1p49itzkr7vugzYEBmIiIiIiIkkqWZYxOzWBwfAquURE3+kdwa2AU4qwXk14/Jr1+TPke/lSm1ok3S1oqzjxxCL9V+TSyM1ITsg/aXBiAiYiIiIgoYWRZhnt6Fv3iJO4MufH2nft4/eo9jExOb0h5dBoNnizdhX/zpefxZOmubTPdEEWHAZiIiIiIiNbtRv8IOrr7MTI1g8HxaXSPeuAaFdHrmYA3ENzQsum1Gnx2Xwm+cuIAvnisHEKqcUPLQxuHAZiIiIiIiNbsau8QfutiGz7q6tvooizy3N5i/OpTR3F4Vw7251lg0DH6EAMwERERERFFyR8Moc8zgfvucVztHcYnDwbxt5/cRihOIzCv14H8bPz88f34Zy89jswUw0YXhzYhBmAiIiIiIorIHwzhev8w/vLj63jrVjecI55NEXYzjAb8+tPH8IUje7HbnInMFAPSDXrotZqNLhptcgzARERERES0yMddffjOTzvx+tV7mA0ENrQsKTod0gw65Gak4XhxPp4pK8LPH9/PGl5aEwZgIiIiIqIdbmhiCld7h9FxfwBt113ouN+flP3uz7OgNFtAWa4Z+/MtOJCfjcwUPTIMBmQY9Ugz6KHVqJNSFtoZGICJiIiIiLYxWZYxMevD+KwPw5PTuPxgCDcHR+GZ9mLK68P1/hE88EwktAzZ6anYJWSgICsdQloKDhfm4CvH96PYkpXQ/RI9igGYiIiIiGgbGZ2cwU9uOHGjfxTdoyJ+dq8H4ow3aft/YV8JvnisHEWmTFhzBOyxCEjR65K2f6KVMAATEREREW0DPWPjaPzx+/irj68jEAoldd8qlQrPlu3GNz73NF48sCep+yaKBQMwEREREdEWdndoDP/9rQ782QdXEEzCCM0lliwUmTKxJ1vAsV15OLIrB0d35SIr1ZjwfROtFwMwEREREdEWIMsynCMeOIc96BoVcW/EjbdudePesDuh+zXqtPhMeTGeLS/GL5zYjxKLkND9ESUSAzARERER0SYWkiT85fuX8Z/bPoJr1JO0/eZnpuMfPvsYzj5vQ3ZGatL2S5RIDMBERERERJuQJMl4u9eDbzX8CZwjiQ++xeYsvHSwFEd35eLZvUXYn5cNtVqV8P0SJRMDMBERERHRJhKSJLTf6MK//ps3cbN/GFptfC7Z9+aaYUlLQVaKAWW5ZhzfnYf8rHRkGA3IzUhFkSkTKhUDL21vDMBERERERBtIkmR86OrF1b5hdI2KeO3yHfSuc15elUqFXzi+H198rByFWRk4vjsfqQZORUTEAExEREREtEF+ct2J+tY34tq39yvH96P+C8/iUGFO3LZJtF0wABMRERERJZEsy7g/No7fff1dXLx0PS7bfKwoDy8fLkNVxUEcKMiOyzaJtiMGYCIiIiKiOAuGJAyOT2F0agYd9wfwwD2O+2PjuNY3DOeIB5Isr3nblrRUvHJsLw7kZ6M0W8CJ4nwUChlxLD3R9sUATERERES0RrIsY8YfwN99ehvtN7rQPSZibGoWgxNT8AaCcd1XfmY6futzT+MfPH0MBh0v44nWgq8cIiIiIqJlyLKMXs8E+sUpvHmrC2/d6kafOIlZfxCzgQC8geC6anOjVXnIiv/xq68gJyMt4fsi2s4YgImIiIiIFpBlGe/efYC/u3wbP77mRI97fEPKUZ5rxmPpKvzGFyvxTHkxpygiigMGYCIiIiLa8aa8fozPenG9fwT/7Y1LeOfu/aSXIc2gR1XFQRzZlQtbcT6OFWbjhz/8IZ4oLWT4JYoTBmAiIiIi2pEmvT78l/aP8T3HTThH4jcN0Vp8dn8J/tsvfQHFlqzwbYFAYANLRLQ9MQATERER0Y4gSTKGJqbQJ07i9av38KcfXMHI5HTSy6FSqZBpNKDYnInn9xXj5x7bj6esu1jLS5QEDMBEREREtO30i5N461Y3fnrnPu4NuTEyOY3BiWkEQqGklSE3Iw0llixY0lJQnmfBgQILDuRn42BBNtIM+qSVg4geYgAmIiIioi3PHwzhnTv38cb8SM03B0aTst8UnQ5GnRZZKQbYivPxuSNleG5vMbIzUmHkVEVEmw5flURERES0JXV09+OvHTdxtXcY1/pG4JmZTdi+ynPNsOaYcLAgGy8dKMUTpYUw6rRstky0xTAAExEREdGWcnNgBP/u797Gj687E7ofnUaDX3nqKL758tMoMmcmdF9ElBwMwERERES0ac36A+joHkD7TRc+dPXh5sAoxme9CdvfY0V5KDJl4rMH9qCq4iDMaSkJ2xcRJR8DMBEREREljXt6Fj+724OhiWncG3aje1REIBRCik6HFL0OWSkGpOp16Bcn8cAzgU8fDMIfTOzAVZa0VJz/2ks4ffIQmzTTphAMhDDU48FQjwi/Nwi1WgVLYSZyi7Kg1WuhN2qh0aij3p4kSZiZ9ME3E4BWr0G6kBLT/bcTBmAiIiIiirs+zwTab3ahe1RE//gUprw+3Bly487Q2IaVSaVSIT8zDbvNWdglZCA3Mw1Plu7CF47sRapBt2Hlou1ldtqPB7eH0d/lht8bQGqGAVJIxkCXG8O9IsZHpzE+NgNZkiHkpMGclwGfN4DRvgmM9I9jtG8Cs1O+Ffeh0aqRlZ0GY5oeUmgu3Gp1GqSkG2BM1SPDlIK0LCNkScbYwAS6bwzBN/twXmm9UQu9UQdjmh56gwbBgASVWoWCPWbk7s5CliUNarUKao0aOoMWfc5R9LvcCPiCkGXAmKrDnkN5yNmVBb1RO79NHVLS9TCm6pGSbkBKuh6Z5lQYspY7io3BAExEREREceOZnkXdX7+Bi5eub3RRcKggBy8e2INTB0txZFcOzKkp0Gk1G10s2uKCwRDu3xjCaP8EZqZ8EEem8eDOCIbue3D/1jDGBiYSXoZQUIJ7cDLCkki3LeX3BuH3BjElLh44bui+J+oyXP/w/qrr7LMV4d9erI56m8nAAExEREREq/IHQ7g9OArPjBd6jQbeYBB9nklo1Cqk6HVwDnvgHPHgLz++hpAkbUgZdRoNnikrwunHD+HUgVIUCBkbUg7aumRZhjgyPd/82IOua4MQx2ag12sgjk5jtG8c928NY2Zy5RpampOSvvnmu2YAJiIiIqJl3R8T8Z/bPsLFjhuY9vk3ujhLqFUq/OITR/CNl59CiUWAdof2a6S1kWUZvXdHceXdLlx514WO9rsMt3GUksYATERERESbzOjkDD5w9eKBewKzgQDGZ3240T+CO0NjuD82vtHFW0KlUuHYrlx84ehe/NITR7AnW9joItEm5p3xY/jB3GBS/a4xdN8Ywp1P+nDH0YtJT+LmjibAyABMRERERBtt2ufHjf5RvHblDtquu3BjYGSji7Si/Mx0PFNWhGfLi/GUdRf25pph1PEydieacM9goMsNrV6DLEsqvNN+THpmMTPpw/SEF1PjXoz2jeNWxwOM9I1jdsqflD65FFlKumGji7AE3zmIiIiItjlJknFv2I1PHgzibxy30HbDheAG9dMFAK1ajSJTJir2FODJ0l0oMmUiVa/DlM+PiVkfJr1+pBl0KMsxYbc5E0WmTE5PtI1JkoSR3nHMTPrmnmcV4J8NYLDHgynRi2AghJHecdy/OYTON+9BCm3cuZtMmZZUlB0tQKYlDTMTXgx0u+H3BuGd8WNibGZN29QbtfB7g3Eu6fKMqawBJiIiIqIkGRAn0fyOA3/+4VUMT05vSBmKTJn47S88iyJTJjKMemQY9SjIykBmyuarGaLEkSQJo30TmJ7wIjXDAN9sAN03hvDxT27jUtudNQe6zcqUl4HDTxVDyE7HzJQPMxNehIISispzsPexAuwqy4ZKBYwNTMI9NAmtXoOcXVnI2ZWF1EwD9EYd0rOMEb/4kWUZ42MzmPLMwJimh1qjhjFND1mSMTPpw5Q4iwd3RjAz5YOQnQ5LQQbMeRkw5aVDrZ7rIx8KSZAlGZOeWUiSBK1Og/HRaQzd96DPNYYp0Yu0LCNCQQnT47PQ6bUoLLNg974c6A1a9N0bxejABMZHpyFJMiDPNTX3zvgxO+XH7LQfs1M+7N6XneyHflUMwERERETbjCzL+KOfduBb338HvmDyansWSjPoUfMZG+o//wxS9Jxjd6eYnfbDebkfrmsD6He54R6ahN8bxI2P7m+r/rbGND0OP1WC7F1ZSE3Tw5yfgaLyHOSXmGApzESGkJKwfatUKgjZaRCy05YsS8s0ImdXFkoP56+4DY1GDWgAU256+LYsSxqK9+fi8SjKsHtfTtTlHRvbuLm/I2EAJiIiItpGgiEJ9X/9Bv7nzxwJ2f7z5cUwaDWQZSBFr4VBp4VBq0VQkpCq12GPJQtPlO5CRUkB++nuAMFgCHcdfXC8dQ+fvu3EzUsPEApu/SbKhWUW7DmYNxcmj+QjGAghJU2PQqsF5rwMWAoz50IkbTl8VyIiIiLaJu6PifiVV/8GV/uG47rdNIMeXziyF9/43FM4WBB9zQ9tTdMTXnS+cRf3LvdjatyL6fFZ+GaDCAVD8AxPY2xgHFOiF8Y0PbzTfgQDoY0u8rqkZRphPVqAo8/uwbFnS3Hg8d0wpLDVwnbFAExERES0hfkCQXzo6kNr50386QeX17yd/XkWPFdejEIhA0adFqZUI47sykGG0YBicxbn191mZFmG3xfEyAMRn77jwlCPiO4bgxjqEfHgTnSjgk+JW6NJs06vQX6pGanpBsiSjAKrBSc+W4by47tQfCAHWq1mo4tIScQATERERLTFyLKM9+49QPM7DvzkuguzgUDM2zBotXjpwB48UboLP3d8H/bmmhNQUtosgoEQXNcG8f7f38C197vRfXMI0+PejS7WupjyMpBpSoGQm460TCNSMw1ITTcgy5IGU1468opNKDmYCyEnnc2VKYwBmIiIiGiL6Bkbx4+vO/FnH1zB5d6hmO//lLUIT5cVoaKkAJ/dX4IMI0di3m4Gut249n43uq4N4v7tYfTeHYVneAoB38YMhhYtrU6Dor3Zc6MZyzLUahUshZnILsiCVqdGaqYRQk4aLPmZOPhkcUIHmaLtjQGYiIiIaBPxBYK43j+C95296Ozuh2fGC28giAeeCfR6Jta0zRSdDk2//kX8/PH9cS4tbTTfbAAfvH4THe13cO/Tfty/Fd/+3/FkSNFh974czE77YUzVI9OcgqK92Tj2fClsL5UjNZ1fyFDiMQATERERbQKTXh9+/4fv4U/ev4JJry9u2zWlpuBv/s9qnCguiNs2aWPIsozx0WkMdHvQ7xrDRz+6hY9/fBu+2dibwCeSpSATR57Zg5xdWUhJ06NoXzbyi03YczgfegPjB20snoFEREREG6x7VMQv/PeLcI164rrdgwXZ+MH/9UuwpKfGdbuUeKGQhJHecfRcFfHdaz/FzY8f4I6jD7NT8ftyJB7UGjWystNQfrwQthf34vgLZSjenwOVSrXRRSOKiAGYiIiIaIPcHxPx5x9exR+91YEpnz9u2y3PNeOrtoP456ceZz/fTSgUkuAZmoQ4Mo37t4Yx0OXGlDiLqfFZiCPTGB+dRu+90bkphoJBaLV3k17G7MJM7LMV4eATxXN9c1N10GjVSM0wIHtXFjJMKQj4QtAbtQy7tKUwABMRERElWDAk4c7QGO6PjaN7TMTtwTFc6u7HtTjN15ui06HyUCleOliKUwdKUWzJist2aW2CwRAGu9wYG5zE7JQfUkjC/VvD6Lk9jJ5bw3hwd3RTDEplTNUhNdOIUFCCLMs4/kIZDpzcjWe/fAi5RcKq9zekcGRl2noYgImIiIjiKBiScL1/GD3uCThHPLjyYAg/vHYPM/7499MsFDJw9nkb/tGzj8GUxlFx4yUUkjD8QIRnaAqGVB2mx72Y9MwiJU0PQ6oOw70ixOEpjI/NYKBrDOOjM9Do1NAbtJga98J5ZWBTNVVWq1XQp+iQYUpB2dECHHh8N5790iHs2pvN2lvacRiAiYiIiNYpGJLw7r0e/M0nt/Hap3cwNj2TkP1o1Goc352H58uL8bnDZXiidBe0nN80Jr7ZAHpuD8N1bRCf/NSJfucY1BoVTHkZkEIS+l1jGOz2IBgIbXRR16x4fy6Ov2BF7m4BRXuzcfyFMhhSdBtdLKJNgQGYiIiIKEpTXj/uj4nocU/gxsAIbg+OYXhiGld6h+MeenMy0lD7gg1PlRYhM0WPVL0ORaZMpOgZZGIxM+XDXUcfOt+8iw9ev4m+e2OQZXmjixVXhhQdnvjcfjz+8n6ceMGK7EI2gSdaDgMwERER0SMkScaV3iF03B/A9f4R3OgfwZ2hMXhmvEkJTy/sK8Gf/+YvIDOFA1hFIxSS4J32Y/iBCOfVAYz1T2Cwx4Nblx7g/s3hbRV40zKN2FVmQYHVgvxiAXuPF+KkfR+MqfqNLhrRlsAATERERIS5OVadIx786JoTr77jQPeYmPQyZKen4t9++TP41aeOQqNm0+aFZFnG/VvDuPJuF8ThKXin/Ri470GfcxSDXW4E/Fu3yfJyUtL0SLEYcezJfTj2bCkOP1WCovJsqHluEK0ZAzARERFte0q4HRyfQkiSIUOevx3oHhPxs7s9+NmdHgxPTie9bHmZ6fiq7QA+s68YL+7fs+ObOPu8AbiuDuL+rSFMjM3A7w2i3zWGax90Y6R3fKOLFzemvAxY8jOQmmHAnkN52HMoD2lZRqRnpcCUm45McyrSzQb86Ec/wiuvvAKdbmefF0TxwgBMRERE204gGEK/OImu8Vn8/g/fx1913ECvZ2KjiwVrtgmfPbAHxeZMHMjPRmm2gPI8846s7Z2Z8uHuJ324+2k/xvonEAqGcOXdLty/FZ+poTaaMVWH/Sd3I11IgRSSkLMrCyUH81ByIBfF+3OQYUpddRuBQPxHDifa6RiAiYiIaEua9Prw1q1u3BwYxX33OHrdExif9WHK50ePexz+YAjBYBBa7f2kl02jVuPxPYU4VJiDgwXZOFKYg6NFucgw7rw+vcFACPcu96PPOYYHd0Zw99M+dF0bhGd4aqOLtqLsXVnI2y0g4A9Bp9fAUpCBgD+E2Sk/vNN+ZO/KRHZBFqzHClBYagYA+L1BBHxBZGWnofRIPvQGXmoTbTZ8VRIREdGW4g+G8J/aPsR/feNjTPv8G12cMK1ajc/sK8ZXThzAl46Vw5K+eg3fdhAMhnD9/fu4f2soPB/u8AMRg90e9NwexoR7BqGgtNHFXKSwzILSQ3koOZiH/D1mFJVZMDXuhRSSkLtbQKHVwmmDiLapLROARVHE+fPnAQAWiwVOpxOVlZWoqqpa1zbr6+sBAG63GwDw+OOPo66ubv0FJiIiorgJhiTcHBiBo2cQf/jmJdwZGtuwspTlmLDHIsCaa8LB/Gzsy7MgLzMNu83bc4qioR4Pem6PQKNVw+8NwnmlH2ODk7h/cwjDD0SM9m980/LVFJZZsL+iCAcqimB7cS+KynM2ukhEtEG2RAAWRREVFRVoaWmBzWYL315bW4tLly6hoaEh5m06HA40NTWhoaEBgiCEb29tbUVFRQU6OzvjUXQiIiJao5Ak4QNnL/7nzz7Bj687MeNPfn/IgwXZ+FrFwXB/3UMFOVCrVUkvRyJJkoTRvgn03htFv2sM/c4xTE96EQxI6L4+CNe1wY0uYlQyLanQG3XYXZ6NfSd2hZsw76soQpYlbaOLR0SbxJYIwNXV1aiqqloUfgGgqakJJpMJlZWVsNvtMW2zvr4ebW1tS26vqqqC2+1GbW0tmpqa1lVuIiIiip43EMSHrl68dasbb9+5j5sDo/AGgkktg0atxpOlu/DM3iK8dKAUz5QVQaXaPoFXlmWM9I3j07eduNR2Bw9uj6C/y42AL7mP81pptGrsfawQBx8vRoHVDCEnDbvKsrGrzMJ5cIkoKps+ALtcLrS3ty8bRk+fPo2GhoaYArDD4YDVal12ubJNIiIiSqyQJOEvPryK7zlu4QNXb8IDb0FWOh4ryoNGrYaSa/UaDTJSDDhUkINXju5FsSUroWVIpmAwhCs/68KtjgfovjGEK+92YXw0+VM9xUqlUqGoPBvWowXYe6wAKekGFFotOPjEbgZdIlqXTR+AleC7XGAtKytDc3MzRFFc1JR5JUqoXo7b7Y56W0RERBS9aZ8fnmkvxme9GBifwrdeewdXeocSsq/cjDQYQn6U7iqANdeMzx8uw+cOl227JsyP8vuCcLx5Dx+8fgMf//g2xJHNGXj1Ri3yik3Ye7wQe48VwpCqQ5YlFeXHdyGv2LTRxSOibWrTB2CHw7FiGFWCcUdHR9S1wHa7HS6XC9XV1WhpaVmyvKmpCWfOnFlTeYmIiGgxSZLx2pU7aPzR+7jWF/85XncJGfgX9idxsCAbeZlpSDfokZligFGjxuuvv45XXnkFOt32G5xKEQyGcKezDx3td9B1fRBX3u3CzKRvo4u1SFqWEUef2YPd+3JQfCAX5cd3oag8GxrNzpv/mIg21qYPwC6XC2azednlSjh2uVxRb1MQBDQ0NKC+vh5lZWVoamoKh+f29na4XC42gSYiIloHWZbxw2v38L/f/RRv3+mBLxj/ps05GWn4h888hn9pfxLpxqXNYgOB5A+alQzeGT+uvtsFx1tOXPugG66rA5AkeaOLBQDYX1GEQ08UI6coCykZBhTsMcOSn4ECq4Vhl4g2hU0fgN1u94r9dZVwLIpiTNtVpjqqr69HZWUlampqIAgCysrKItYKP8rn88Hne/jt6sTE3BQAgUBg237gUmyU84DnA21VPIdprS519+Pfff8dfNzdH9ftpui0eHbvbhwvysOJ4ny8uL8Eeq0GQOTzdDucw9MTXtzq6MVAlxsDXW503xjCjY96EAokf17dvBITdu/LRm6RgJKDubAUZmL3vmwYU3QwphuQkrZ831xJCkGSQkks7fawHc5hos12/m76ABxrsI1FXV0dBEFAbW0tmpubIQhCVOEXAM6fP49vfetbS27/yU9+gtTUnTHxPUUn0mjjRFsJz2FajTcoYdTrR++kDz/rF/HJyGTcti3otSjKMOCx7Ay8sEtAul4LyCJC90W0378V1Ta2yjkc9Etw985guHsao/enMdozg8F7k0ASKndTs3QQClKQlWeEqcCIdIsBarUK+lQNckrSkJK5uAm5jGGMBocxeuNe4gtHW+YcJopkZmZmo4uwyKYPwNEaGxuL+T5KE2hZllFfX4/GxsZwbfBqUyCdO3cOX//618N/T0xMYPfu3Xj55ZeRmZkZc1lo+wkEAmhra0NlZeW27ntG2xfPYVpJSJLw5q37aHrHgXfvPUBQelgjqdWu7/LCfrAUrxwpw2f3l6DYvPYRmTf7OTw17sXld1y48WEPbnzUg+4bQwgFF9fsajUJuFRTzTVVLjmQi5OV5Xjs+VKkpBvivx9at81+DhNFYy05LZE2fQAWBCGqWmCLxRLTdisrK1FfXx/u+9vQ0IAzZ86guroazc3NcLvdK9YGGwwGGAxLPyx0Oh3foGgRnhO01fEcpoWGJ6bxzt37aPzh+7g9FN+LmhPF+Wj+tS9hX35sn+mr2ehz2DcbwOV3XPjZ96+h69oQpsQZTIlezEz6IMuJr97VaNU48swePPPFg8gvMWNfRRGE7LSE75fiZ6PPYaL12Gzn7qYPwCsNgAXM9REGENO0RY2NjbDZbEtGjbbZbHA6neEm0e3t7THNL0xERLRdXe0dwrdeewftN7viEtrKckwosWQhNzMdu02ZeGFfCZ4r3w2VamtOUSTLMpxXBtD2Fw5c/6gH4sgU1BoVZiZ9mB73Jr08OoMWFafK8fxXjuCJl/chPSsl6WUgItqMNn0Atlqt6OjoWHa5Uju80kBZj2pqakJnZ+eKyzs6OtDW1sYATEREO5Y3EET7DRe+98kt/N0ntxc1c45VukGPo7tycepQKX7j2eOwpG/u8TJCIQkzkz6EghKGH4iYEmcxNjiJKc8MxgYm4R6ahHtwEp7hKbiHJjElzm50kXH4qRKctJfjyNN7sPd4IYypyw9KRUS0U236AGyz2dDe3r7scmX6o1iCqsvlWrXGuLa2dsWQTEREtF3dG3bjj9+7jAuXrmN4cnpd20rR6fDPXnp82amKNgNZljE77YfeqIVnaAp/0fgW3rr4Kfze+E/dFC9CThpOvLgXjz1vRenhfJQdK+A0Q0REUdj0AfjMmTNobGyEw+GAzWZbsvzSpUsx19JarVa4XK4Va42dTicqKipiLi8REdFWI0ky7gyN4Xr/CH5w9S7+xnEL0jqbOatUKvzKk0fxr7/4HAqFjDiVdP1G+8dxqe0O7nzSh/HRafQ7xzB43wPfbABqjRqQ5U0zp67CUpCJQ08Ww5KfidzdWTj2XClKj+RDrWbgJSKK1aYPwEpf3QsXLkQMwK2trRGHhhdFEefPn0dlZeWSgFxVVYX6+vplB7kSRREOhwPnzp2Lz0EQERFtArP+AN6+cx+fPhhCvziJAXESXaMi7g6747L9E8X5KDZn4WhRLn7+sf1xH8wqWrIsY/iBiNf/5GO89bfX8L1/excajRpSSMJQj7js/aRQ8ufWfVROURb2ndiFsmOFsB7JR0GpGUXl2Qy7RERxsukDMAC0tLSgoqICZ86cWRSCa2trUVdXF7EGuLm5GY2NjWhubobH41m0rKGhAdXV1aitrUVDQ8Oi5tAOhwP19fVLbiciItqKZFnGGze7cKHjBl6/chdTPn9ct29KTcE3Pvc0fv3pY8hMic9UOhPuGcxO+ZCWZYRWp8HgfQ/83iDyS0xIzTDgxkc9uPyOC32uMYgjUxgfmYbfF4AkyZid8mN63ItgIAQACAaD0Go3vn9uJIYUHUx56Tj6bCkqXtqLw0+VILtw7dM+ERHR6rZEABYEAZ2dnaivr4cgCLBYLHA6naisrERVVVXE+9jtdgiCgNOnT0dc3tLSgvb2dpw9e3bR7VarlZONExHRlibLMl6/eg/N73Ti8oNheGbiGwDVKhV+8YkjeHF/Cb50bB9SDWuf4mJqfBb9zjHc6uzFtfe74bzSj35XfGqkN4uUdAMsBRko2puNp145iOOfscKUlwG9YUtchhERbStb5p1XEAQ0NTVFvb7NZltS8/sou93OUZ6JiGjLm/T68Pbt+5jw+jAwPoW//Oha3Jo1L2TQavFV2wH8s5cex5FduTHdd2bSi3e/fx2Ot5wQR6YgSzKGejwrNknealQqFQ48vhu2F/fi1C8eR7qQAq1Og5S0zTn4FxHRTrRlAjAREdFOF5IkdI2K6PNM4qOuPrxxsws3B0YxPpvYeWZPFOej5jM2fOHIXpjSVp9PdrhXxHvfv47bjj44r/RjfHQak57N2Qw5GjlFWVCrVciypCFnt4ADFUXIKcqCJT8T5vwMZJhTEQpKyDClcCRmIqJNjgGYiIhoE/MHQ/ijn3bgbxy34BzxYNLrS8p+dRoNfsF2AHWfexrleZEHswqFJPzsb6/hvdeuY3rcC0OqHn33RvHgzkhSyhhParUqPPpzXokJJ0+V4wv/4CTKjhVucMmIiCieGICJiIg2EVmW0T0qotVxE5/cH8QPrt5Nyn5TdDoc352Ho0V5eL58N17YV4KsVGPEdUf7x/HjP+vEW61X0HdvNCnliydjmh6HnijGwSeKsb+iCGXHCmDOy5gbOEsFaLWajS4iERElCAMwERHRBhqdnMH3L9/BjYER9Hsmcam7H8OT0wnd5+cPl+ELR8ux25yJgqx0FJuzkKrXQa1WLXsfcXQa73zvCjrfvIfON+4iFNz4KYOWo9GqkZZlRHZhJlJyQ/i1f/EllBzIgyTJUKlUyMpOjTitkFbH4EtEtN0xABMRESXY8MQ0fna3B+/de4ArvUOY9gUAAP5QCPcSMFhVJOW5Zpx+/DD+0bOPIScjbdn1gsEQHtwewW1HL+44+uC83I/hXhHiSGJD+aMWNknOyk6DFJLC/YiNaXoc/4wVJ+37sOdQHoScNKRmGKFSzS0zpOigUqkQCATw+uuv49BTxdDp1j5SNRERbR8MwERERAlya2AUv/P9t/Gj607Ispz0/eu1GnzxaDn+w1deRJE5M+I6wWAIAy43Ot+8i8s/68K197sxJSZvwCq1WoXd+3KQW2xCQYkJ+08W4dhzpcguzELAH4RGqw7X1s5MejE77YcpNz1iDS4REdFqGICJiIjiZNYfQPeYiKu9w/iLj67ip7fvJ23fGUYDhBQDntm7Gyf3FKI0W8DJkoJFozbLsozbnb1o/+4nuPJeF0b7JxDwBef6viZB9q4slB0twGOfsaL8eCHMeRnIKcqCTh/5cuTR21MzjEjNiNwvmYiIKBoMwEREROsw7fPjR9ecaOm4gfabXQiEEh8mnyjdBWuOCQfyLTh1sBTluWbotRpoItSKBvxBdLTdxVutl+F48x6mJxI7ZRIwNx9u0b5sHHumFMc/a8WRp/cgLcu4bNAlIiJKFn4SERERrUEwJOGPftqB//iTDyDOJD5U6jQa/OITh/G7X3lx2dGZFxofm8b3/vA9/OhPOzDhnklo2fYcysPexwrx1BcOQMhJR+nhPNbUEhHRpsQATEREtIqQJGFsahaOngHcGhyDc9iDt+904/7YeML2mZORhseKcvFceTFsxQU4VpS7qDlzJLIso/fuKNq+68Brr34I70wgYeUzpOjw/FeO4Odrn8bexzhXLhERbQ0MwERERPOCIQlv3urCR119uNo7jB73OIYnZuCemU3oIFYGrRaW9BR87nAZvmY7CFtJPtIM+qjuOz42jQ9/eAvvvXYD1z/oxsykL2HlLCg1o+Klcjz3c4dx4IndMBg5sjIREW0tDMBERLTj+YMh/PH7l/Hf3vgYPe7E1er+ylNH8fnDZThWlAfN/Jy7WrUaORlp0GqiH9XYPTSJd79/He+/dgNX3+sKTxcULxqtGkefLUVBqRllxwpQ8VI5Ms0pbNZMRERbHgMwERHtWLP+AP7f9o/wnbc7E9qP97P7S/D1yqfxwv6SmO43O+3HrUsPcO9yPzxDk5jwzKD7xjC6rg3ENfRmF2Zi974c7DuxCyft+1B+YhcMKazdJSKi7YcBmIiIto0+zwQ+fTCEmwOjuDkwivtjIvzBELQaNYIhCcd258FWXICgJOFa3zD+7tPbcQ++GrUaz5btxuFdOfjs/hI8t7cY6cbomjMDwPADEa//8SU43rwH59UBSCEpruXTGbTYczAPT3/xIF7+VRuEnHRoYqh9JiIi2soYgImIaEuTZRkfuvrwH3/yAdpvdq3YV/dy7xD+7IMrCSlHWY4J//qLz+Plw1ZkGA1R329qfBaf/NSJB7dHcP2j+/j0p864N2kGgKPPluLzv16BZ750CMbU6AM5ERHRdsIATEREW9KN/hG0dNzAa5fv4O6we8PKUZ5rxj/57En86lNHYdRF/7F699M+/PUfvocPfnADfm8wYeU79lwpfvW3X8LRZ0sTtg8iIqKtggGYiIi2DFmWca1vGP+/v/0p3rrdnbT9GrRaZKenIDs9FeV5FhQK6SgUMnCypBAVJQVQzw9otRxZljE17sVY/wTe/f51vPf96+i+OZSQshrT9Cg5kIuT9n147ucOY8+hvITsh4iIaCtiACYiok1v2ufHf277CH/y/mUMT04nfH8GrRZfPLoXv/7MY7AV5yMzxQCVavmQGwpJGBuYADA3grLeoIVWr0XnG3fQ/pef4vI7zoTOyWvKy8AzrxzEM18+hGPPlUKr0yRsX0RERFsZAzAREW0aSn/eP/vwCu4MjsEbCEKSZTxwT2DCm7j5bRWPFeXh154+hqqKgzClpSxZ7psNoPfuCIYfjEOtUWF0YAIf//g2bn7cg0nPbMLLt5ApNx3P/dxhPP+VIzj0VAkHsiIiIooCAzARESWFJMlw9AxgfNYHIdWIO4Nj6BoV0StOIBCS4PUH8P3Ld5JeLpVKhZf278E/fPYxfPFYOTRqNXyzAfhmA3hwZwS3O3tx29GLu44+9NweTsgAVSvJ3S3g0JPFKCy1wJSXjpxdWcgpElByMJehl4iIKEYMwERElDD94iQ+cPbio64+/ODKXfR6JpKy36esRTjz+GEcKsiGJMv4uLsfI5PTmPEHMTo5DbVKhf352bCV5ONkSSHkiQA+eP0m/s3v/Am6bwxCHEl8M+uVpGUa8fwvHMHP1zzNPrxERERxxABMRERx0TXiQdvNLrx3twddoyJcoyImk9BsWfFYUR6+9Ng+VFccRGmOadGyZ/buDv8uSRL6nWPoc45h9JIb/+FftuN2Z2/SyhmJzqDFs18+hKPPlmLfiV0oPZLP2l0iIqIEYAAmIqJ1eeAex7/7/tv4G8ctSCvMwZsoLx3Yg9/9hZdwqDBnybKe28O4/uF9PLg9gpH+cYjDU7h3ZQDeaX/SyxlJupCCF756FGe+/gJydmVtdHGIiIi2PQZgIiJas9bOG/iXf/WTpNb0AoApNQWf3V+Cz5WWQH9tCn/1L38I99AUtDo1ZqZ8mHTPbHgz5khMeRnYVWbBY89b8eyXD2H3/hxotRyxmYiIKFkYgImIaImxqRlc6x3CR4PjmLh0HX3j0+j1TKDXPYEpnx+peh0euCfgGvUkp0CyjJz7IVgH1cjXp0DnDcH/97fxF8OdCAWl5JQhChqtGnqjDlJIgs6gRVZ2GvYczMVzP38ET79yEIYU3UYXkYiIaEdjACYiojDnsBu/+/q7+LtPbiMoSQgGg9BeG0h6OXL1KTjhS8N+fyqm+qbQe2sYU+65aYZGsLE1uwWlZhRaLdAZtDCk6FC0NxvFB3Jw+KkSWPIzN7RsREREtDIGYCIiwo3+EfzXNz5GS8cNBKXE1ahqvBJUIRkFmekoN2bC4tVAHvIiMOrF9IMpTA5OQa1SQYVJTALoSFhJopNdmImyY4XYX1GE/bYilNt2IUNYOj8wERERbQ0MwEREO9TdoTG03ejCH775MfrEybhuW+2XkN4XgH5SgjmgQdaMGjp3AMFxP7RqNYAZeDGMvkfup1Gp4lqOWGQXZuLxl/fj0JPFOPFCGSwFrM0lIiLabhiAiYh2mNHJGZz7mzdx8dL1+GxQlqGdkaGfCiF1KIjCARmGwQA0ahVUKhVUCIZXnQu/Gy9dSEH58UKY8jJgzk3H4adKUGEvh07Pj0UiIqLtjJ/0RETbnGd6FrcGxzA0MYXvX76DtusuTKxn1GZZhm5aQkZvAGkDAWQ8CEDjn5v+yKDVQK/VAJtsDltLQSYqf/kEDpzcjT2H8pC7W4BqA2ubibYLSZYgy4BKBaig4uuKiDY9BmAiom0mGJLwSc8gPnD14kfX7uF9Zy/kdc7PqwrJMIyHkNcxg9ThILTeh9tTq1XQajXQa9QbcvGbU5SFY8+V4vHKfSgqz0F6lhEarRriyDSCgRAKSs3IsqQlvVxEySDLMoJSCH4pAH/okf8LbvOF/PCHAgiEgvCF/AiEgnO3S/6l9wsF4Z9f3y8F4AsFEAhvZ8HvUgBBKbSkTCo8DMMqAJj/uTAgL1yuggpQqeb7/y+8z/xylfphwIYKc5uY2074PqrwVheF8Ufvo1KpoFapoVWpoVVroFFr536qNNCqH/5f+PfD3+fXVauhVWkfLldroF2wztzyhevPL1NpHvl7wfbm19WqHi5XqzbXF4lE2wUDMBHRFidJMn5yw4nXLt+Fc9iNGwOjGJ/1rmub6oCMzG4/cnoDME1pII/7gdBcLY9apYWsB6BSLj6Tp+xYIUqP5KHipXLk7RZQfCAXaZnGiOtmF2YlsWREc2E0IM0FS2/QN/cz5Icv5Icv6H94uxSAL6jcPhdCvcGH6ywMroH50BkOrZJ/PqA+vE3C+r7gijcZgAwZUL5421zF2zLUUEGr1iDoD+C7P/gZTMYMZBkykGVIn/+ZAcH48G9hflm6Pg2aTdLdhGgzYgAmItrCukdF/OafvIZL3f1x2Z52RkLOTR92OYPQ+mRIoRC0WhmAGtAsWDEJqVelUuGkvRwnK/eh5EAuisqzOc0QxUyWZXiDPkyHZsNBci58KrWic+HTv2CZN+RfFGJ9j4bY0Pz9lRAb3qafWY/iRoIMfyiAoBzE8PQYhmfcUd1PDRUyDGlLgnGWIR1Zxszw74LhYaA2ag1svk47BgMwEdEW9XFXHyr/05+vezv6iRCyXD5k9gSQNhpEqk4HtWquSWIiJkRSa9QQctKQXZCJAqsFRXuzsedQLnJ2CcgpysJI7zh8swHsP1kEg1GXgBLQVhWUQpjwTWHcN4Vx3+SinxMRbhv3TmLSO43/8r2/A3hxTzuEBHn+dTAFYDCq+xg0OmQZ0pG5ICwvDMiCMSO8TDBkINOQBq2aMYK2Jp65RERbRCAYQvvNLnzc1Ye//eQ2XKOemLehDsjQ+CRovTJSBwPI7PEjfSAIrVo991+vj1vlrs6gxYGTu1Hx0l6UHMxD8f4c5BYL0Go1K97PnJcRpxLQZibJEqb8M+EL9Ujh9eFtc7dPBWZj28k6+74T7RS+UADDMx4Mz0T/uZKuS5lvgr24WXaWIR0mYybMKVkQDBnzPzPZLJs2DQZgIqIkm/b5MTY1i12mjIgXBN5AENf6hjE8OY2QJMOg1eC1y3fxt5/cimn0ZnVARsYDP4zuELReCfrxENIGg1DNZwKNWgW9VgOtQR+X48rKTkP58UIcerIEFafKUXIgF4YU1uDuBLIsYybofRhgvXM/F9fKLv59wje16fquElH0pgKzmArMondyeNV1VQAEQwZMKVlz4diYCbMxC6aUrLmf87eZUrKQZUjnAGCUUAzAREQJ5AsE8bef3sZPrrvQPSqi1zOBwYkpAECm0YCvVhzEk6WFuDkwCteIBw/cE7g1OAZfMLjKlheQZOgnJRg9IRg9QaSMBmH0hKCfeNiAWaUCNGo1VOq5kZq1ajU06vXX9X7+H5zEZ75yFPtPFiE13bDu7dHm4Q364J4dx5h3HJ7Zcbi94xAj1MqK839HGg2YtjedWgOdWguVSg3IMub+zX0hIs9/uSEvuH1unUduox1BBuDxTcLjm1x1XY1Kjaz5mmOT8tOYBXM4LD+8LVOfxr7LFDMGYCKiBLnU1Y/f+OPvo8c9HnH5hNeHP37vU/zxe59GvU2DJ4icK16kDQagm5EAGXM1uhGuJLUaFTRqNTQqVVyanlkKMpG7W0CmORVHn92DL/3jJ1nDu8X4Qn6I3km4Z8X5YDsxH2znfrpnx+H2TsA9Ow5vyL/RxaVVqADoNToYNHroNbr533XQqRf8Pn+7XqODfsHt+vllhgU/9fP3ndueFvrwdud/V2vn/55bHo9aunAYlqHE5/DvUrgJuzy/HubXnbtdkqUFwfqRcL1kuw/3J8kSglIIQSmIoCwhJAXn/w4hJIfCvy/+O7jK8rl1QrIUXje67a20fhAhKYQgYvhCdBsIydLc+5E38mfnQlq1BiZDJkzGTJhS5mqVzUrza6Py91x4TtOlMCwTAAZgIqK48wWC+M7bnfh/XnsHQWmdw0hJMjJ7/EgdDiK9L4CUsZVr2VQqIEWni0vtLgCkm/X4tfqX8cV/xLC7WQVCQXi8E/B4x+EJB9m5n+Hb5oPtdKx9aCkmBo0ORo0eBq0eBo0+HEyNWkM4qM4ti/D7/N/h9RaGV7VuUcBVAqhGpdnyF/TKXL1JnU9tCwkEAnjtB3+PZ196HtOSd1H/ePHRfvO+KUz4JiF6J+GXdkZoDkohjMx6MDLrAVbpvqxTa+ZqkucDsmlBM2yTYS5AmwyZyDJmIEOfymbY2xgDMBFRHL19+z6+fvEnuDcc3XQVj9LOSEgdCiDFHYJxLIj0/gDUUV7HqFUqpOi1cyM4r0NKugEvVh/D8c9aMey/hy///JPQ6Rh+kykohTDum4R7dnw+3Cohdnw+2E6Ea28n/NMbXdxNTafSQjBmLgqlStA0LgqhhrkAuySsKiFWD71GD+OCZQvDrV6t2/JhlDYnjUoNc0oW8nTZUa2vTP017puaD8lLB5ZbFJ69k5jwT2/7JukBKYThGXdU00kpzbBNxgwIxsy5/svGTAjG+Z+GzPAykzETRi27AG0lDMBERGsUkiQ8cE9geHIaV3uH8aNr9/CTG65F62hnJKSMBAEVEEhVI2RQzYVbdxD6CQmyGlBJQNCoQnr/XPCN5SpEpQK0GnV4FOf1ePzl/fjFr7+A8hOF0Om1CAQCeP111+p3pKjJsoxx3yQGp8cwMDWCkRn3gmA7MR9sxyH6Jrf9xehaGDX6BaPNpiPLuGB+0/nbFk7jkqo24Cc/+gleeeUVfolDO4ZKpUKKzogUnRH56dGF5pAkYco/HQ7GonfikcHrlNsf/r6du0nE0gwbmGv9MReQlbA8H44NmfMhOWM+UM+FaE4htbH46BMRxeC9ew/w6jsOvHW7G+KMd+kKsozUoSAy+gJIHQogfSAYU6CNhloFaDUaaNVr79urM2ix52Ae9hzOw2PPW3H4qRLkl5jiW9Adaso/g4GpEQxNj2FgenT+91EMTI1icHoUs8HoR/LeznRqzSPTpywIssYMZOrTF92WaUiHURvbiOWBQCBBpSfaXjRq9dwXSsbop6HzBv0L5uF+WKPs8U4u6X7h8Y4jsI0HyvOFAhicHsPg9FhU62foU5fUIitTSs2F5oxwoGZz7PhjACYiisK0z49z33sTf/L+5aULZRnp/QGY7vqQ5fJDtc5uv4AyarMKkozwgC8atRp6jTqm0KtSqXDoyWJ85heOoNBqQV6xCYVlFmg0/DBdK2/Qj8HpEQxOjWJgehSDU6MYnB4JB9xJ/8xGFzHp1FAtCK/pj9TELq2lzTJkIEVrYJNhoi3MqNXDqLUgL82y6rqyLGM6MLuoK4e4ICC75wflU8YzCMpx+CDdxCb9M5j0z+DB5OCq6y7XHDs31Yy8NAvy07ORl2pBpiGd76lRYgAmIlqgzzOB1y7fxScPBpFpNMyNpKxS4++v3EH3gAcmlw+GiRAgAZJWBf2UhJSxIIzu1b/Z1mrUMGg1kAEEQyEEQ3Mf8Gq1GmqVCmrVXGBVz/+PhSkvA3sO5qJ4fy6KD+Qiy5IGc1468veYYcpNX8tDsWMFQkEMTY9hcL72dnB69OHvU6NRTeOxHWToUx/Oz7lgwBillkIwZIQDb5ouhTUURLQslUqFdH0q0vWpKM4qWHFdSZYw6Z+ZHwNBGdxvIvy3e3YcnvkxEkTvxLafTzza5thGjR75adnITbOgYD4Uh39Ps8BkzOT79DwGYCLasSa9Pvzsbg/+6uPrcNwfgGfGi6lZH3QzEgJpaqiDQNpAAEZ3EBq/jP33/HNTD62BUaeFbkGtq0arhWGN78AqlQonPluGXz13CsX7c6BSqzgHbwxCkoTRWQ/655smD06Non8+6A5Nj2JkxrNtL6fStMbwVCGmcLjNDE8TotxmMmZCr2GfWSJKPrVKHW41UopdK64bkiRM+Kfm5yqfCI+E73lkbAX37DjGt/nYCt6QH90T/eie6I+4XK/WIjfNjLy0bOSnzdXcz/0+F5AtKQK0ak2SS70xGICJaMf5wZW7+G9vfIwPu/rCzYuNY0FkX/OipMsX9ajL0dBq1EjRre+tVqNVo2hvNgqsFth/8TiOPVeKDFNqnEq4/UiyBPfs+Hx/rJH5mtuHNbojM+5t1bzOoNHBMh9elRrbh/NhZoVrb03GrJj70BIRbWYatTr8pZ11lXVXGl1f9E3C453AuHcSHt8ERO8kQtvocwIA/FIQvZPD6J0cjrhco1IjJ9WEvPlAXDBfm5yfZkF+WjZyUs3QabZHdNweR0FEO5ovEESfOIlpnx+l2SakGyNf5PsCQfzzv/wRLly6DrVfQtpwEOkDAaT3rj6/bqx0GjV0Gs2a5uPV6jR4+osH8XjlPliP5GP3/lzo11pdvI3JsozB6VHcdd/HPU8P7nl60Ds5jKHp0S0/B6ZePTd1jzllPsTO/y4YMxf9bTZmIUVn3OjiEhFtelq1BpYUAZYUYdV1JVnClH8GYjgQzwVmcX6eZY93Yn7Ar7mwvB2mowvJ0ooDeakAZKeYkJdmnmtaHQ7I2eGm11vlS1ZeURHRljPrD+DH153o6B7A/TERb9zqxrRvbjoGtUqFXUIGdBoNVCogEJJwrCgXU7N+3Hi3G9p70ygfCsLoiW26oZVo1CqoAKjUKmjVc4NUPRp7UzMMUGvU8M34IeSmo+RALnaVZUNn0GKoxwNZlpFfbELZY4U48dkyZFnS4lO4bSIohdAzMYB7np5FgXcqMLvRRYtZlj4N+enZyE/LQX56NnJTTQ+D7XyoTdOlcDATIqINolapkWlIR6YhHcVYuc8yAASlIMZ9U+FALPom4PFOPgzO3gl4fA//9oW23gj1MoCRWQ9GZj3AqDPiOoIhY755dfaiAboM/s3V95gBmIi2BH8whPfuPcAPr93D9xy3MDIZ+dtWSZbxwDMBVUCG4PIhvT+Arm4X1CEgL85lMuq00GqWhl0A2HMoD6d+8QROvGDFnsP54VGXZVlmsFmFN+hHl/gAdz09uOvpwT33fXSN922ZC4ZUrQEF6TnIT8sO/8xPz0ZBWjby03OQyhpbIqJtRavWRl27DADeoG9BjfIjYXkLN8cWfZMQfZO45e5edHtwenNN/8cATESbmi8QxH9q+xBNbzvgmZmr7VMHZJi6fNDOSIBKhaBRBd20NPf1pArQT0rI6vZDHYj/cBcqFaDXaqDXLB0owpyfgZ87+xTsv3QCloLMZe7P8LvQpH8a99xztbl3Pfdx192DnomBTT2qp0Gjmx80JBuF6XOhdi7szjUDy9Cn8XkmIqJlGee/KC1Iz1l13UebY3tmJzA2K84P3Dg3vsXw9BjGt0Ez7GRhACaiTWdsagavXb6L7zlu4u079+dulGRkdfmR0RuAcM8HVQLzkUo119dFpVKFY5hGrYJuvnmz3qhFhikVR5/dgwn3DHJ3Czjy9B48/5Uj7Ku7DFmWMTrrmW/C/DDwLtfXaCNp1RrkpprnLk7mg+7chcpcky6zMYsBl4iIkiLa5tizAS8Gp8fmZjeYHsXQtHvR76tNo7ST8EqNiDaEc9iNv/joGm4PjmJgfApDE9NQq1ToGROR0RNARq8fumkJpQEZKgBpA4kb1EitUkGv1URszpxXYsKhJ4pRaLUge1cm9h4rRNmxAgagFUiyhL7JYdz13F8UeMVNMn+uGipkp5rCNbZzzZNz5vvlZiM7xQSNenP1VyIiIlpJis6IUmEXSoXIU0f5Qn4MT7vDtcZD4bA8hqHpMYzOeDZ166t4YgAmoqToHhXx/733KX56qxuXe4cWLVMFZJjveJHRG8DR3kDcBqdajUo13493PuxkZafhha8exed//SS0Og3M+RlIy2R/zZUEQkF0j/fN1+j2hAenmg1ubH8fszHrkYA711S5YJtN5UBERBQNg0aP3Zn52J2ZH3F5UApiZMaDwekxDE+PYWB6BMPTYxiadmNwegTDMx4EpfjOmLFReAVARAkx6w+g/WYXPnL14b17D3CldwghfwiyCkgZC8J0zwf9hITU4SA0/uR+46hVq6DVaFBcno2DjxdjV5kFJz67FwdOFrFmdwWzAS/uiQ8WjcTcNd63oR+IaVoj9ppLUG4qxt75/7sy8rbMVAxERESbgVatXbFfckiS4PaK4YA8qNQeT41iaGauFnmrDFYZdQD+gz/4A9TX1y+5OKyqqkJDQwP27NmzZP2xsTGoVCqcO3cOmZmRB4Qhoq1t4ajGs/4AfnD1Lq71jeDPPrgCcXgKGT1+pI4GYR0IwDAe31EMNWoVtBo1NCoV1PNTDylROiRJCIYkSPLDcK3VqJG/24Qv/NpJfP7XK5BdmBXX8mwn474p3Bpx4mPvbXz6YR+c4gP0Tg5taOMoszELe03FKDcXo9xUjHLzHhSkZfNLCyIiogTTqNXISTUjJ9UM5JQvWS7LMkTf5FwT6/lQPDg1iqHpUfQM9+HdDSjzcqIOwN/85jdx9uxZnD59Gi6XC01NTTh16tSK6yv+4A/+ACaTCb/5m7+5vtIS0YZzT8/izVtd+PF1F96724OB8Smk6HXwB0MIhOZqArXTEnIvz+LAbS9Uca4cVKkAg1YDrVodMfgot2jVamjVaphy03HseSs++7VjeOwzVqSksWbwUZP+adwe68Zd933cdnfjtrtrbnAqWUYwGIS2Rzv3wCdRYXoOyk0l4cC711Qc9fQSRERElFwqlQomYyZMxkwcsJQuWjY2Noa/wLc3qGRLxdQE2uFwwGaz4Sc/+UlMO/nmN7+JN954A9/+9rfxjW98I6b7EtHGm/UH8KcfXMFffHgVV/qGIcuL6wGnfX4AQMpwAPmds0jvS0wTGK1GDaNOu2Sgqs9WHYOQnY7UTAMMKTqkpBuQlmnArrJslD1WAK126ZRFO9WUfwZ33N24476PO/Nht39qdMPKo1WpUZJVOBd0TSXYay5GmbAb6frUDSsTERERbV9RB+Dx8XF85zvfwcWLF9e0o1OnTqGtrQ3d3d1LmksT0eZ1d2gMv/6//g43BkaWLpRlaLwyMh74kXXfj8z78Q2+GrUKapUKGrUKGrUa6vlayNQMA37nL38Vh58ugZqj9S5rOjCLO+77uOvuxm13N+64u9E7Obxh5TFodCgTdqPcPF+zayrGHmEXDBrWyhMREVFyRB2Af//3fx8NDQ3r2tm5c+fw27/92/gf/+N/rGs7RJQ4nulZtHbexN9+chvv3uuBbioEyw0v9vUEAFmGfkIKz8EbNKqg9a6vV6jSj1e3IMjKmGtKk5Kqw8nKfbj2fjcMKTq88NVjeP4rR7D3scJ17XM7mgl4cddzH3fc93F7rAt33PfxYHJww8qTqU8LD0ylBN6ijHxOL0REREQbKuoA7HA4UFpauvqKK8jKyoLL5VrXNogoPmb9Afzw2j24RkS4Rj248mAIPe4JjM/MImU0hIweP/b2+JEytnwn3ljDr0o13zdXM1ebq1KpljRnfvzl/filb3wW1qP5MBh1aziy7c8b9OGupwd3xuaaMN9x30fPxMCGDVCVm2pe1Fe33FSC3FQzB6ciIiKiTYfTIBHtIJcfDOK7H13D9f4RvHfvASRZhm4yBI1PBlRARm8A+296oZ+K32jNarUKugWhV2HKTcc+WxGOv2BFSroB5vnBqgwpDL0LeYN+OD0984NTdeOuuxv3xwc2ZLJ6FYCijPxFQbfcVIwsY0bSy0JERES0FlEH4HjV3LIGmCi5Zv0BtHTcQMOP3kevZwKQZaT3B5DbH0B6b2DFGt610qhVi2p69z5WiMpfPoGnXjmISfcM0rJSkFcssIbwEd6gH13iA9yaD7q33fdxf7wfITm+00dFQ6NSY09WIXQTMk4dfx4Hsq0oE4qQojMmvSxERERE8RJ1AM7KysLExMS65vMdHx9HVtba5t0URRHnz58HAFgsFjidTlRWVqKqqmrN5VE0NzejpaUFgiAAAKxW67r7OxNtFEmS8fad+/jQ1YuPu/rwvrMXgUk/1EEZ+hCw5ycTcZmPV6eZC7gatTo8KvSjTZoLSs34tX91Ci9WPRa+LbdIWPe+twN/KACX2Bvur3vH3Y2u8b4NCbtqqLBH2IX95hKUm/fggHkPSoXd0MgqvP7663hl74vQ6VgzT0RERFtf1AH4zJkzaG5uXtc0Rq+++irOnDkT8/1EUURFRQVaWlpgs9nCt9fW1uLSpUtrDquiKOLUqVM4efIk2trawre7XC7U19czBNOmNyBO4n+/dxnvOx+gX5yEZ8YL9/RseLl+IoSCD6eR2RO/0Zl181MRLfRoTe5nq47h186dQqHVErf9bmUhSYJLfICbY67wXLtd430ISvGvfV+NGiqUZBVgn3kP9pn3YL95D8pMxTBql47EHAgkZjorIiIioo0SdQCuqamB1WpFdXU1SkpKYt5RV1cXzp8/j66urpjvW11djaqqqkXhFwCamppgMplQWVkJu90e83ZPnToFu92+JOjW1taio6ODAZg2LV8giO+83Ynf/cG78AWDS1eQZOR9MoucK7NQxSljadQqGLSaJaP46gxaZJpTkZ5lxEn7Pvz8P3kaObvW1tJju/CHArg91oUrI3dwZfguro/ew3RgdvU7xpkKQHFmAfaZS7DfXIp9lj0oNxXDqDUkvSxEREREm0FMTaB/8zd/E3a7He3t7TGF4O7ubrz88ss4e/ZszE2oXS4X2tvb0dTUFHH56dOn0dDQEHMAbmxshMvlihhyBUHAyZMnY9oeUbIMeCbxy//2z9FzZQjZEyHoJ0LQBGTopiRoZ+X1T02kmqslVKtV0KjmfhZaLXjSvg+lR/KhUqkw2j8BU146jj6zB7v2ZkOj2dlT20z5Z3B99B6uDt/BlZG7uD3WBb8U4YuJBNudkT8Xdi2l2GcuQbmpBKnss0tEREQUFtMo0A0NDXA4HLBarWhsbMRv/dZvrXqfb3/726ivr4fdbsfv//7vx1xAJfhardaIy8vKytDc3AxRFMN9eKNx/vx51NTURFzW0tISczmJ4m122o9+1xgMKTpMjM3gj/99G7pvDWFwYBySJKNgmfvFGn7VKkCjftifV2nMbD2SjxdPH8dTn9+PovKcdR3LdjM2K+Lq8F1cGbmDqyN34fI8SPqozLvSc7HfMteEudw8V7Obrk9NahmIiIiItpqYp0Fqa2tDdXU1vvnNb6Kurg52ux02mw1lZWUwm81wu91wOp1wOBxob28HAHzta1/DxYsX11RAh8OxYrBVgnFHR0fUtcCtra0QRXFN/ZGJEk0cncaf/V473virTzE97UNIkiHJMoKh+A2OpFGroJ9vzryw92758V147PlSPP8LR1F+vJCjNAOQZRl9k8NzYXf4Dq6M3EH/1EhSy1CYnj3XhNm8B/vMJdhn3sOwS0RERLQGa5oHuKWlBa2traivr0dbW1s46CqUEWEFQUBDQwPOnj275gK6XC6YzeZllyvhOJbplS5cuAAA4T7FDocDHR0dOHny5JJ+xkSJ4JsNYPC+BzMTXvTeG8VI3zhudQ3jiqMHEzfcwHzgleJUqahSannna3qVWGtI0aH+1dN48gv7oVbv7GbMipAkwSk+wLX5/rtXR+7A7Z1I2v7z0yzzYbckHHgzDelJ2z8RERHRdramAAwAVVVVqKqqwhtvvIG2tja4XK5wM2Sr1YrKykqcOnVq3QV0u93LNn8GEA7HoihGvU2HwxH+vbGxETabDTU1NXA4HKisrAw32V6Jz+eDz+cL/z0xMXeBHAgEOHIqAXg4gq7yUxyZwtvfuwbHG/dw7YNuBHxzo1PJsgxvIIhgvNLuI1J0WmgX9NEtPZyHA4/vxrHnS/H4y/ugN2gRCoUQCiV/ROLNwBfy47a7G9dG7uLq6D3cGHNiNuBNyr5zU80oN5Wg3FyC/aY92GvajSxDxpL1Nuo95dFzmGir4TlMWx3PYdoONtv5q5KV6tpNSqVSwWazobOzM+Jyh8OBiooKNDQ0oK6uLqptmkwmAHN9mh/tByyKIkpLS9HS0rJiCP6d3/kdfOtb31py+3e/+12kprJpIs0JBSQM3JlEx/f70Ht9fOlyWYY/JANx6D+qm6/BlWQZKhWgVs0NYgUAaSY9PvfPy1G4b+3zeG8XXtmP/uAYeoOj6AuNYjDkScrcu3qVFoVaC3ZpspGvMSFXIyBNzQGqiIiIaHubmZnBL//yL2N8fDzmAZETYc01wJvN2NhY1OsqtcWRmlYLggC73Y7a2lo4nc5lt3Hu3Dl8/etfD/89MTGB3bt34+WXX94UTywln3fGj462u/jef38fs1M+9N4bQygYhEarhQqAVqtFUJLmmzbLCC2q8V17X1uVCkjV66B+pL+uRqdG8f5cPPOlg/i52qeQkrZ0ntedYHRWxLWRu7g2eg/XRu+ia7wPC7/3U2nU0CL+zb8FYyaOZu/FkZxyHMkuR2nWLmjVmrjvJ5ECgQDa2tpQWVkJnU630cUhihnPYdrqeA7TdhBLTkuGqAPwt7/9bXzjG99IZFkiEgQhqubNFosl5m0uV8NbWVmJ1tZWOByOZfsEGwwGGAxL59LU6XR8g9qG+pyjeO+1G7hztR/37o9gRifDYDLg0JMlOFpegHs/7sLbrZfhnXnYxEO14Kcsy5gNBB8Jvesza9HAUGHBb//ai7AWWnCrsxehQAgHHt+Ng08UQ6tT77h+vbIs48HkIK4Oz43OfHXkDvqnRpeumIDBvQrTc3AsZx+O5u7DsZx92JWRu20GEeP7Gm11PIdpq+M5TFvZZjt3ow7A58+f35AAvNIAWMBcH2EAMU2BZDabV5w2SdlnR0cHB8XawXyzAXzythN/9v/+FHc+7IEvEIL0SIDt+hsnfoC5PKXXaqDXLK7hk2UZgZAEXzCI9XQ28GXNN2/WqTBVoMPk01mo//JzqPmMDSn6uTeVI8/sWfsOtqigFIJLfIArw3dwdeQOrg7fhcc3mfD9qgCUmYpxJHsvjuXuw9GccmSnmhK+XyIiIiJan6gDsMfjwec+9zlUV1dHvXGr1YqTJ0+uq0mw1WpFR0fHssuV2uGVBsp6lM1mi2rU6FgG1qKtb3hiGj+8dg/vvXUH9/76Dvw3l/bZXY4sA75ACP5gCHqNBjKAoCRBkiQgtLbkO2vRYPDxVIRK0/BLTx7BC/uKIc74kG7UwX7QCiF15/UfDUoh3HV345OhW/h06Baujd7DbNC3+h3XSafW4IDFimM55Tiauw+Hs/dyGiIiIiKiLSimPsA2my3qkZ1FUYTL5cLv/d7vYXx8HPX19dizZ0/MBbTZbEumWVpICbLRzgEMAI8//nh4LuBItcBKrTJrf7c/WZYx3Cvif138ABe++xG0I36kjKx9NGRZBnzB6O8/a9HAn6mBT9AgkKJGyKBCSK9C+aECHNubg39cugtVFQeRm5m25jJtZXNTEvXgk6Fb+GToJq4O38FMEgJvmtaIwznlOJpTjmO5+7DfsgcGzc7sQ01ERES0nUQdgK1WK86fPx/Txk+cOIGvfe1r4QD88ssv46tf/WpM2zhz5gwaGxuX7Y976dKlmMIvMDeFU319Pdrb21FVVbVkuTL41cmTJ2PaLiWHLMsI+EPQ6TUr9rH0DE/h+ofdyC8xY8/hPGi1c82TQyEJdzp78dPWK3jvhzfxwDWKkCRj6eQziTP8WApGjxoRMj7so2tJS8U3Kp/EP3mhAnrt1hosKV4kWUKX2IdPhm7ik6FbuDJ8G1OB2YTv12zMwrHcchzNmWvObBV2Q7PD+k8TERER7QRRB+CmpqY17yQrKwvf+c53cPr0adhstphqgm02G+x2Oy5cuBAxALe2tqKtrW3J7aIo4vz586isrFwSkK1WK6qqqnDhwoWIAbi1tRV1dXUx9SumxBsbnMCf/m473vv+DUxPeGEpyMRjn7Gi+v96Hv2uMbT/1SdwD05iqMcDvzeImcmHNYWGFB3UGjUsBRkYfiDC7w1CkmXM+APr6psbNdV86D2yOPQCc1N9/R+fPYlvfO5pmNNSklCYzUOWZdyf6A83ab48dAvj/umE77coIzccdo/l7kNh+vYZsIqIiIiIlpfUeYBFUURtbS0uXLgQ8/0qKirQ0tKyKATX1tZCEAQ0NDQsuU9jYyPq6+shCAI8Hs+y26yvr180F3B1dTVEUYwYqlcyMTGBrKysTTO/1XYx6ZnBX//he/jZ315Fv8sdt+0GJQnewPoGplqOrAJUMhBIU8NTrIU/Rwex1ABZtzhgfaa8BPsLLPiNZ4/jUGFO/AuyCcmyjN7JIXwydBOfDt3G5eFbcHsnErpPNVQoM+0Oh90jOeWwpAgJ3ed2EQgE8Prrr+OVV17ZdCM4EkWD5zBtdTyHaTsYGxtDdnb2pslJSZ0HWBCEFefWXel+nZ2d4UBrsVjgdDpRWVkZsQYXmOsTLAgCTp8+veo2lYG9RFFEdXX1okBMyTHpmUHbdz+BZ3gKWZZUPPtzh9H+3U/w3T94C5IsQwUsqqELSRKC8yMya9QqaJdprhqSJPhDIYQkGbI8N1rzekKv16zBRIkeaQMBpA4FoZrfli9LDXGvAe59BgTTHjZfDgaD0GoXv8y+fGwf/usvf37H1PYOTI3M1/DOhd6R2aVfSMWTXq3FwWxruIb3cM5epOl2xmNNRERERCtLagAGYhuteSFBEGJqhm2z2SLW/K5nm5QYn77txO//5kWMj841fQ2EJPzhv/p7SBIgxZBWNWrVXBjWaKBRqRCUJMz6g4vWWWv4ldI0SHu5EAXP5+Plw2X4pSeOwKjRoL9fxH/48Xu4cPXmsvc1pRpxojgfBwqy8TXbQZzcU7i2QmwRQ9Nj+HS+SfMnQzcxNBO/mvtI0nQpOJKzNzwH737zHug1/JaciIiIiJZKegCmrSsUknDzox70OkdhSNHh0BPFMOdn4N3vX4fz8gD83gAmxVlo9Rp0XRvC+Ng09EYtTrxQhsc+Y0WGkILd+3JgKZhr+jDSN47mf/063v2765ABBIKhmEZQXlI+SUZIkuEPSus6TpUK0Gk0OHzKihf/+ZMoK7HgWFlhxD6ixSUWNNf8HH6zqwIXLt2Ae2oGaUY9Mo0G7MpKh2qwC2dPf3VbN1samxXx6dBtfDJ0A58M3UL/1EhC95eqNeCx3P04kXcQj+UdQBkHrCIiIiKiKEUdgL/97W/jG9/4xrp2du7cOTz++OPr2gYlnyzL+OQtJ179Nz9E982hmO/f7xzDD/6/j8N/5xRlQZZkuAcnEQxJ8AdDCITWF1rXS9IA/kwNhNx0/OY/fh6VVcfDQT0aT5TuwhOluxbdNtdvZyDeRd1woncCnw7dxqfDczW8PRODCd2fUaPH0ZxynMg7iOP5B1BuKoFWvTNHySYiIiKi9Yk6AF+4cGHNAXhiYgLnz59Ha2sr7t69u6ZtUOLIsozrH97HO9+7ipH+CdzueABJksO1td3XB3H/1nDc9jf4QEQgGEJIkiAlbQi2xUJGFWYtWkzs1mHcakAwVY2vVRzEH/3KKzDq2DBioQnfFC4P3w6P1Nw13pfQ/Rk0OhzJ3ovH8g7gRN5BHLDsgVbN54SIiIiI1i/qq0qn04n/+B//I7KysqLeuCiKuHTpElpbWyEIAjo6OtZUSEoMWZZx6Sd38Oe//ybufro01Ch9cuNFkmX4giEE41DbO5ujQdCoRkZvAHgkRM9aNAgZ1ZjcpcPYQSNSxoIw3/ZBOyvBn6nGRIkeUwU6QP2wSfOXj+3D//z1L0Ot5lQ4U/4ZXB25Ew689zw9jz7EcaVTa3AouwzH5wPvQYuVfXiJiIiIKCGiDsCiKKKurg7RzpqkUqnC69bU1OA73/nO2kpICXH5Zy786e+248ZHPQndTyAkITA/CvN6SToVhh8zwmvWYnK3DlCpoPFKSB0KwmvWIJCunuvA+4iZfB1m8iMHKktaKn7lqSP4d19+YceGX2/Qj2sjd+EYuoFPBm/ijvs+pARGXq1KjQOWUhzPO4jjeQdwOHsvjFp9wvZHRERERKSIOgALgoBz585BEISoN261WnHy5MmYao0psYLBEJrPvY7X/udHCduHPzTXp1eKQ+iV1YB7vwEDT6QtmUcXwFxNb0ls4SnTaMDXKg7il588gpMlhTsu+EqyhHueHnQO3EDn4HVcHbkLvxRc/Y5rpIYK+yx7cGK+hvdI9l6k6IwJ2x8RERER0XKiDsBWqxXf/OY3E1kWSjBJkvAHta1453tXE7L9uebNoTX365W0wMjRFEyU6pHiDuG5st34d//3K9hrzcXdITd+euc+hiamcKQwFyeK85GXmYYUvQ7eQBCXuvrxv9//FH9/+S58wYdhLjcjDU+XFeEfPXscx3fnYdoXQIGQvuNGDR6cGkXH4HU4Bm/AMXgD4/74Nm9fSAVgr6l4vknzARzN2Yd0fWrC9kdEREREFK2oA/CZM2cSWQ5KsKEeD/7ps3+I2Slf+DZ5vk9uSJKhUgFajRoalQohWYYkyQhKc3111fPNipU5edUqFfRaDbTzIdIbCIZHcfaaNPCaNZgu0CFkUCFlJIjUkSCM7hA0vsjJWCzTY+ygEf48PX7+5AF8prwEn9lXDGuOKbzOvnwL9uVbIt7fqNPi+X3FeH5fMWb9AWjVamg1asgyltTumtJS1vLwbTmT/ml8MngTnYM30DF4PeFTE1mFIhyfn5roWO4+ZBrSE7o/IiIiIqK1iDoAs/Z3cxvpG0e/awypGQaUHs5HKCjh9f/9MTreuIsbH/XAO+1ftL4ky5j1Bx7W1spASIo8B29oQb9vsUyPkWMpMN31IbPHD1kFiIcMGD2aAilCE+XxUkP4d91UCKa7PqSMhgBZhi9LA0+5ATllZvzD4/vwf372cRSZo596KJIU/cO+vhG6A29b/lAA10edcMwH3jtj3Qntx1ucmQ/bfB/ex3L3QzCu73kjIiIiIkqGpM8t8uabb+Kll15K9m63LVmW8eq//iH+rvlDSFGMrizJMmRZhjcYXVPl6Xwt/BkazOZoMblLB3/W3PyrAxYtBp5Ki6msgXQNhk88bApbffIQvvVzL2CXieEpVrIso0vsDdfwXh6+DV8okLD97UrPxYm8A/MDV+2HJUVI2L6IiIiIiBIl6QG4vr4ely5dSvZut6VQSMJvf/l/4doH95csC0oSZHmuFlTp7zrjD0QcmErSAqNHUjByzAhJn9i+sZa0VBzfnYf/u/IpPL+vOKH72m5GZtxwDN4M9+V1eycStq/8NMvDwJt7ALlp5oTti4iIiIgoWZIagLu6uuByuZK5y20rGAzh//nlv1gSfoOSBG8giChnq4KkBbq+kImZvMTNu2rNNuGfvfQ4fvnJI4uaKNPKZgJefDp0Kxx4708MJGxfWYZ0VOQfQkX+IZzIO4iC9JyE7YuIiIiIaKMkPABPTEzg4sWLaGpqgsPhSPTutjTP8BSuvt8FjUYNc34meu+NwjfjR8WpchTseVgDFwpJ+MPfeg2X2u4AmAu9wZAUrvWNmgroeTEjIeE302jAV04cQM1nTuDIrlyodlKH3DUKSkHcGutGx+A1dA7cwK0xF4Ly6s3a18Kg0eFITjlO5h+GLf8Q9pp2Q63aWSNjExEREdHOk7AA/L3vfQ9NTU1ob28HMNdn0Wq1oqurK1G73JIC/iDee+0GWv/ru3Be6V9x3aPPlkJv1KLzjbvh22YDAQRDaxvsqOvzGZjaFdscutGofaECv/PlF5BqYG3vSmRZxoOJQXQMXkfn4A18OnQTM0Hf6ndcAxWAclMJKgoOoSL/MI7k7IVBE//nnoiIiIhoM4trAP7e976HCxcuoLW1FcDD0FtbW4uamhpkZWXh5MmT8dzllnPz4x588PpN9N4bxfCD8VVD70JX31v85YE/GIo5/Eo6wL3fiIEnUgH10lrZFJ0Opw7uQWaKEWkGHSa9fuRmpOK5vcXIyUjF9xy38Lef3MIDz8P+pxq1Gkd35eKVo3vxa08fQ6GQEVOZdhL37Dg+GbqJjoHrcAzdwPCMJ2H7yk+zhGt4bXkHkWXk80JEREREO9u6A/Cbb76JpqamRaFXEARYLBZcvHgRJ06cWLT+uXPn1rvLLck748e//9XvwvHWvSXLwjMRyTJUKhWWaywsAwhJEiRpbj1fMPK0RY+aLNJh+HgKQkY1fJnqiME3PzMdLf+0CkcKc5fMnbuQraQA/+EXXkRIkjAgTsEzM4s92QIyjIZl77OTBeQgLg1ew+WRO+gcvA6n2JuwfaXrUmDLP4iK/MM4mX8YBek5bHpORERERLTAmgLwp59+iqamJly8eBGiKEKe73haVVWF2tpanDp1Ci+//PKS8AsAX/va19ZX4i3o2gfd+OYr/3PRbUFJgi8QjDgVkU6jhl6rCQditUqFQEiCLxjd4FZDFSmQAfgzNZgs1kecn3ehshwTXv0HX8axoryoj0mjVqPInLnueXu3qkAoiAn/FCb905jwTWPCP4UJ3/T831OY8E/jwfgAPp24CdU76oRMSqxVa3Akey9s+YdwsuAw9pn2hEf8JiIiIiKipaIOwN3d3eGaXpfLtSj0njlzZkmw3ak1Tz5vAHfu9cJ5dQCuq4N4q/Uypse9i9aZDQQRXGHO3kBIQiCKOX0f1fdsGtwHjVGtuy/Pgt947jgO5GfjM/uKd2xwCkohTPtnMO6fwuSCIDvhn8bkfJB9GHCnwuF2Npq+urKMkCxBi/g9tlahCBX5h3Ay/zCO5e6DUcuadyIiIiKiaEUVgF999VXU1tZCpVJBluVlQy8B//DYtyH5NMsu964SftcikK5Gz4vpi0Zz/lrFQTxlLcLo5AxUKuDnj+/H3lwzukY9sGaboNMuX8atSJIlTAdmwwF1wje1qDZ23Pvw70n/w6A7FZjd6KKvKDtFmAu8BYdxIu8gLCnCRheJiIiIiGjLiioAnz17FqdOnUJTUxO6urrw8ssvo7KyMtFl25L83iC0qsjhMiitrWZ3JV6zBq4vZCKUMlfL+NzeYvzgX/zSsuvvz8+O6/4TJSgF4Z6dgNs7jrFZEWOzIkTv5IIa2oc1tpO+aUz6ZyBhbaNhbyYpWgNO5B1ARf5hVOQfQnFmwY5tTUFEREREFG9RN4G2Wq1oaGgAAHzyySeoq6uDx+NBZWUlTp8+jczMndkXNBa+QHDVdabztQimqqGfDGEqXwd/lgb6yRBUQcB8xwd1YC7kSVrAs8+IwcdTw318y3PN+Iuzv5DQY1gvb9AP93ygHZsdh9s793NsVoR7dnw+8I5j3De5DeLs6jQqNQ5aSlFRcBgV+Ydx0FIKrTrh03MTEREREe1Ia7rSPnHiBL7zne8AAN54441wGD5z5gy++tWvxrWAW5kMIBgKISjJUTV7vl+ZgYmS5edmHXg6DbqpEHRTErxmDST9w76l2empaP2n1RBSo+sDHE+yLGMqMPMw1CqB1vsw2M7dLmI66F19g9tccWZ+uIb3eN4BpOlSNrpIREREREQ7wrqrmk6dOoVTp04BAP76r/8ap0+fBgC43e6I63d3d2PPnj3r3e2mF5QkeAPLj9p8354OjV+GSsJcTa8QXZ/cQLoGgfTF6z5tLULzr38JxZas9RZ7kZAkQfRNhEOtUlvrfqTm1uOdgC8UiOu+txPBmLmoH29emmWji0REREREtCPFta3l1772tfDAWEoYtlgsqK2txfHjxwEAlZWVuHv3bjx3u+kEQnPhN5JZiwZdn3/YZ1fx5WP7cKgwB2/c7ML1/hHMBpYPlN+uroRRp4VKBRwsyIGtOD+mfqIhScLorGdB7ay4oK/tw79F7yRCcnz7LG8XqVoDMg3pyNCnIdOQjkx9OrIMaeG/M/RpSNUYcafzBn71S6dh0HO0ZiIiIiKijZawzoZKGB4fH8fFixfxe7/3e3A4HOjq6krULjcFSZbhCwQRTFFh7JARIYMakgaACpi1aOE1axbNCWvUaXHz3/8fMKfNNYP9V198Lrzs1sAomt9x4H3nAwgpRnyt4iD+8XMnoFavHHaDUhDDMx4MTY1icHoUQzNjGJoam/t9egwjM24EGWwBAAaN7v/f3t38NpLnd57/KFNK1aMUosrtsjHldob2sMAs1q6gEnNcuDNYBnqxC+w2Kf0DJUaVb1vYZFiX9dQcrCSreubYHZR9t5Jc760Pzcj2ZYEFLDHctz24GVmGB4N2dYuKlKdyK1uVzT2oI1oUSYlPkkjx/QKESsXDL36p+iozP/o9hJYX39bSmeC6tPjmuc/f6jjfzzrdk5MTNX/6n3VnbjZfMQUAAABMmivfbWd5eVlbW1va2tpSuVzWxx9/fNWPvFFfvTzR83+7pP/y796U7l4+Krv54N8m4fe8//b33tF/3Pyg4/jX3/xKX7441JdfHernX/022P78v/5SX7441C9fRLdiR+RB3Lsz3yWwvqm3773VM9C+vfimFu/2XnMNAAAA4Ha51u1m8/m8SqXSdT7y2oX/45Je/v5bfV279jsr+vf/8//Qcfz/O/laP//qUP/y1ekI7s+/isPuadBtfn087m5PnMW7C0q9tqzU68tafX1ZqdcMpV5f1vLiW1o+E2Tfvvemlhff1uLdBV4XBAAAAOBC1/6+Fc/zrvuR1+rrd+Z1cQxr6fdTb+h/st7Tn/73/0Z/98//929HcH/z3+NffXVNvb1+b86/ptTrxmmofX1Zq68bv/lYVuq1337+5sLrBFoAAAAAY3XtATjeMfr2aunu/Deav/crLdz7lRbunfzm1yf6b37vDZ3oK7389a+0/9VPtf//3HRfx8dYfPtciF0+E3RPQ23qtWW9Ns+UYwAAAAA348oC8D/8wz9ofX1dr169uqpHTCTzv/t/Nf9m+5f1ztyc3ri3oP/665c31KvhzM/dUeo3obZt1PY305HjUJt6famvTaEAAAAA4CaRWsZs7k7n5lOvL0zW+tQ7mtM7b6zoW2+k9M4bhlZeO11nu3pmpHb19WUtLb7FDsYAAAAAbg0C8BV7e/Fe22uPrsP83B39zhspvfvWO/rdN1b1u2+t6t03T3/97lvv6HfeWGHEFgAAAMDMIQVdoTcWFq4k/N67M6/ffXNV33pzVb/35jv61punAffd3xx75/UV3b3DyC0AAAAAnEUAvgLzd+7o3vzdoUPoa3fvnY7Ynhm5TX795qpWXltiajIAAAAADIgAPGZv3VvQ/L2FC695c+H1MyO3p8H2W2+u6vd+M2V5afGtiVozDAAAAAC3wZUFYMMwtLy8fFXNT665OS0vvpWst/3dN387chv/+q17b9x0LwEAAABg5lxZAL5//76azeZVNT+x/s//9T/pW6nfueluAAAAAADO6Xsh6WeffaY7d+7o7t27bR+bm5v64osvul6/vb2t7e1tHR8fj7PPE+21+cWb7gIAAAAAoIu+R4AfPXqkra0tbWxsKAxDeZ6nhw8fXnh97LPPPtPKyoo+/PDD0XoLAAAAAMCQBtpKOAgCWZaln/3sZxeG3/MePXqk+/fv6/PPPx+4gwAAAAAAjEPfAfj58+f64Q9/qMePHw/1oIcPH+qXv/xl1+nSAAAAAABctb4D8OPHj1UsFkd62Pb29shtAAAAAAAwjL4DcBAEun///kgPW15eVhiGI7UBAAAAAMAwBloDDAAAAADAtOo7AI9r5JYRYAAAAADATeg7AC8vL4/8Pt/nz59reXl5pDYAAAAAABhG3wF4c3NT5XJ5pIft7u5qc3NzpDYAAAAAABjGfL8X5vN5maapXC6nb3/72wM/6NmzZ9rZ2dGzZ88GvhcAAAAAgFENNAX6ww8/lG3b+qd/+qeBHvLFF1/ogw8+0NbWlpaWlgbuJAAAAAAAoxpoF+hisag//MM/lGma+v73v9/XPZ9//rnW1tZkmqYeP348VCcBAAAAABhV31OgY7VaTblcTo8ePVKhUJBt27IsS2tra0qlUmo2m2o0GgqCQL7vS5K+973v6cmTJ2PvPAAAAAAA/Ro4AEtSpVJRtVqV67qq1WpJ0I21Wi1JkmEYKhaL2traGr2nAAAAAACMYKgALEnZbFbZbFZPnz5VrVZTGIaKokiGYcg0TWUyGT18+HCcfQUAAAAAYGhDB+DYw4cPCboAAAAAgIk30CZYAAAAAABMq5FHgCXpJz/5SccU6O985zvjaBoAAAAAgLEYOgB/8cUXcl1X1Wq15zW5XE7FYlHf/va3h30MAAAAAABjMVQA/vzzz+W6rlqtlgzD0Pr6ugzDkCRFUaRms6kgCPTkyRNVKhW5rqu//Mu/HGe/AQAAAAAYyMAB+KOPPlK5XFY+n5frurp//37Pa33fl+d5evz4scIw1N/8zd+M1FkAAAAAAIY10CZYn332mQ4ODtRoNPTDH/7wwvArSbZtq1Kp6ODgQAcHB/r+978/UmcBAAAAABhW3wH4+fPn2tvb009+8pNLg+95lmXp4OBAP/jBD3R8fDxwJwEAAAAAGFXfAXh3d1e7u7taWloa6kGGYejJkyfa2dkZ6n4AAAAAAEbRdwDe39/X+++/P9LDLMvS0dHRUPdGUSTXdeW6rkqlkhzHuXAH6mE5jqMwDMfeLgAAAADgZvW9CdbKyspYHri2tjbwPVEUKZ1Oq1KpyLKs5LjjONrf31exWBxL34IgULlcluM4Y2kPAAAAADA5rj0Az83NDXxPLpdTNpttC7+S5HmeVlZWlMlkZNv2yH1zXXfkNgAAAAAAk6nvKdDjmhZ8eHg40PVhGMr3/Z6jshsbG2MZAS6Xy8rlciO3AwAAAACYTH0H4Pv374+8g/OzZ88GXgPseZ4kyTTNrufX1tbk+76iKBq6X3G47/UMAAAAAMD06zsAb25ujjxC+tFHH+mjjz4a6J4gCGQYRs/zcWg9ODgYul+e5ymfzw99PwAAAABg8vUdgN9//30tLS3pz/7szwZ+yPHxsf70T/9UhmHoj//4jwe6NwxDpVKpnufjcDzsFO1qtcqmVwAAAAAwA/oOwJJUqVT093//93rw4IH+7u/+rq97/uqv/kr3799XGIba3d0duIPNZvPCEeA4HA8zBTqKIoVhyNRnAAAAAJgBfe8CHXv69Kmy2axs25ZhGLJtWw8ePJBhGEqlUmo2m2o0GgqCQL7vSzodPX769KmWlpYG7uAoa3svs7OzM/QGWi9fvtTLly+Tz+P10ScnJzo5ORlL/zDd4jqgHjCtqGFMO2oY044axm0wafU7cABeXl5WrVZTuVyW67qqVCqqVqtt17RaLUmn05O3t7f16NGj8fT2AoPuLu37vjKZzNDP29nZ0aefftpx/Mc//rHeeOONodvF7VOr1W66C8BIqGFMO2oY044axjR78eLFTXehzcABOJbP55XP5/X06VPVajWFYagoimQYhkzTVCaT0cOHD0fuoGEYfY0Cr66uDtRurVYb6fVJ29vb+uSTT5LPj4+P9d577+mDDz4YaqQbt8/JyYlqtZoymYwWFhZuujvAwKhhTDtqGNOOGsZtMOhA5VUbOgDHHj582FfQ/eyzz7SysqIPP/xwoPYv2gBLOl0jLOnCdcLnlUolbW9vD9SP8xYXF7W4uNhxfGFhgT+g0IaawLSjhjHtqGFMO2oY02zSanegTbBG8ejRI+VyOX3++ecD3WeaZhJyu4lHh/vdyCoMQxmGMVBgBgAAAABMv5FHgAexvLw8cPC0LCvZTKub+PVHtm331V4QBKpUKqpUKj3b2traSkaeWXMBAAAAALfDUAH4pz/9qXzfl2EY2tjY6HvN6/HxsSqVykDToDc3N1UqlRQEgSzL6ji/v7/fd/iVpGw2q2w22/VctVpVLpfT7u5u12cBAAAAAKbXwAH4448/VrlcTj7/6KOPVKvV9Cd/8idt1/30pz/VwcGBGo2GwjBUEAQKw1D5fH6g51mWJdu2tbe31zWUVqvVrqO0URRpZ2dHmUxmoIAMAAAAALidBgrAf/7nfy7P82TbtizLUhRFqtVqsm1bYRjq29/+to6Pj5VOp5PpxPErkaTTMPuDH/xg4E5WKhWl02ltbm62hWDHcVQoFLoG3HK5rFKppHK5rKOjo76eE681vmjNMQAAAABgOvUdgJ8/f65yuSzf9/Wd73yn7Vy5XFahUEhGaQ3D0NbWlgzD0OrqqgzD0Pr6ut5///2hOmkYhur1ulzXTdpsNBrKZDI9pzPbtp1M0b6M4zg6ODhIQnsul5NpmrJte6RXJQEAAAAAJkffAfjx48cqFosd4Vc6fSew7/v6/PPPlc1m9fjx47F2UjoNwZ7n9X29ZVl9j/wO0i4AAAAAYDr1HYCDINDOzk7P8/l8Xh9//LH+8R//cSwdAwAAAABgnMb2HuAHDx4MPcUZAAAAAICrNrYAvLy8rAcPHoyrOQAAAAAAxqrvAHx2N+de5ubmLjz//Plz/e3f/m2/jwQAAAAAYGz6DsCXhdt+hGGo/f39kdsBAAAAAGBQfW+Ctb+/r7/+67/WysrKhdf0GuFtNpuq1WoyTXPwXgIAAAAAMKK+A3AURcrn8xde02q1VK1We56bm5tToVAYrIcAAAAAAIxB3wFYOn0X8LAjuPEIMAAAAAAAN6HvAGxZlh49ejTSw9bX1/XkyZOR2gAAAAAAYBh9b4LlOM7IDzNNU+vr6yO3AwAAAADAoPoOwFtbWyM/bHl5Wd/73vdGbgcAAAAAgEH1HYABAAAAAJhmBGAAAAAAwEwgAAMAAAAAZgIBGAAAAAAwEwjAAAAAAICZQAAGAAAAAMwEAjAAAAAAYCYQgAEAAAAAM4EADAAAAACYCQRgAAAAAMBMIAADAAAAAGYCARgAAAAAMBMIwAAAAACAmUAABgAAAADMBAIwAAAAAGAmEIABAAAAADOBAAwAAAAAmAkEYAAAAADATCAAAwAAAABmAgEYAAAAADATCMAAAAAAgJlAAAYAAAAAzAQCMAAAAABgJhCAAQAAAAAzgQAMAAAAAJgJBGAAAAAAwEwgAAMAAAAAZgIBGAAAAAAwEwjAAAAAAICZQAAGAAAAAMwEAjAAAAAAYCYQgAEAAAAAM4EADAAAAACYCQRgAAAAAMBMIAADAAAAAGYCARgAAAAAMBMIwAAAAACAmUAABgAAAADMBAIwAAAAAGAmEIABAAAAADOBAAwAAAAAmAkEYAAAAADATCAAAwAAAABmAgEYAAAAADATCMAAAAAAgJlAAAYAAAAAzAQCMAAAAABgJhCAAQAAAAAzgQAMAAAAAJgJBGAAAAAAwEwgAAMAAAAAZgIBGAAAAAAwE+ZvugP9iqJIOzs7kqTV1VU1Gg1lMhlls9mh2wyCQJ7nqdlsKggCmaapXC6nfD4/rm4DAAAAACbEVATgKIqUTqdVqVRkWVZy3HEc7e/vq1gsDtxmuVyWJHmelxzzfV+5XE7FYlH1el2GYYzcdwAAAADAZJiKKdC5XE7ZbLYt/Eqn4bVcLsv3/YHaC8NQURR1jPTatq2nT58qDEPlcrmR+w0AAAAAmBwTH4DDMJTv+3Icp+v5jY2NgUeAPc/rOc3ZsizZti3f9xWG4cD9BQAAAABMpokPwPEUZdM0u55fW1uT7/uKoqjvNn3f1/3793sG3HikOQiCwToLAAAAAJhYE78GOAiCC9fixsH44OBAtm331WYqlVIQBAOFZgAAAACDOTk50atXr266G7gCCwsLunv37k13Y2ATH4DDMFQqlep5Pg7Hg0xXrtVqCsOw56hy3Nb5NccAAAAALnd8fKxf/vKXevny5U13BVdkbm5Oy8vLevfddzU3N3fT3enbxAfgZrPZM6hKSsLxoKO5F7VZrVZlWdaF17x8+bLtG/r4+FjS6U+5Tk5OBuoLbqe4DqgHTCtqGNOOGsa0m9Ya/td//Vf9/Oc/11tvvaXV1VXNz89PVUDC5Vqtll68eKFf/OIXWlhY0PLycs9rJ61+Jz4AX/c05VKpJEna3d298LqdnR19+umnHcd//OMf64033riSvmE61Wq1m+4CMBJqGNOOGsa0m7Yafuedd/Stb31Lb7/9tlqt1sQFIIzHwsKCFhcX9bOf/Uz/8i//0vO6Fy9eXGOvLjfxAbhfh4eHI7cRBIFc11WxWLx0+vP29rY++eST5PPj42O99957+uCDD7S0tDRyXzD9Tk5OVKvVlMlktLCwcNPdAQZGDWPaUcOYdtNYw998842ePXuWBGDcbnNzc3r58qX+6I/+SPPz3aPlOHLaOE18ADYMo69R4NXV1ZGflcvlVCwWVSgULr12cXFRi4uLHccXFham5g8oXA9qAtOOGsa0o4Yx7aaphl+9eqW5uTndu3dPd+5M/AtnMKJ79+5pbm5Oc3NzPWt00mp34qvyog2wpNM1wpIu3Cm6H7lcTo7j9BV+AQAAAPTGmt/ZMI3/nyc+AJummYTcbuLR4Ys2rLqM67p68OAB4RcAAAAAbrGJD8CWZV04BTp+ZVG/7wA+r1wua3V1tWv45T3BAAAAAKTTN8Wk02nNzc3JcZwkh/i+r0wmo7m5OeVyOQVBkNxTKpW0srKidDrddnxQYRjKdV2trKxobW3twmvX1ta0srIi13XJM11MfADe3NyUpJ4Fs7+/P3T4rVariqKoa/gNw1C+7w/VLgAAAIDbJZvNJm+KcV03mYFq27YqlYokyXGcts10C4WCtre3Va/Xk+Ou6yqXyw30bNM0VSwWtb29rWaz2TMb+b4vy7K0sbGhYrE48jLR22jiA7BlWbJtW3t7e13PV6tVua7bcTyKIrmu2zPEBkGgMAx7TnuOiwcAAAAApNNsYhiGqtVq23HDMGQYRhKEzzq/VDOTySSDfIMyDEMbGxvyPK/reUZ8Lzfxu0BLUqVSUTqd1ubmZlsojTet6jYCXC6XVSqVVC6XdXR01HYuDEPlcjnZti3HcTrubTab8n2/4z4AAAAAg/n9//0/6eTVq5vuRlcLd+/qv3z+vw10z8bGhvb29toG0oIg0MbGhp48edIWTqMo6hiFHXb2asxxHD18+LAjBEdRNNK+SLNiKgKwYRiq1+tyXVeGYWh1dVWNRkOZTEbZbLbrPbZtJz8hOS+TySgMQ5XL5Z7PpHgAAACA0Z28eqVffTOZAXgYuVxO5XK5LdzGa3TL5bKCIEgG7Xzfb8srQRBoa2tLURSp0Wgk18QzWnd3dxWGocIw1OHhoYrFYsfzLctSKpVStVpta/vg4KBnuI6iSOVyWaZpqlartU3VLpfL8jxPQRCoUqkom83KcRyVy2Xl8/lbN5V6KgKwdBqCew31d2NZVs8R3LjYAAAAAGAQ8UDbkydPlM/nk+Omaco0Te3t7fVcSmlZlorFYtssVNu2k2PNZjMJtWtrax0zYGPZbFZ7e3ttAfii6c87OztyHEemaSqbzWptbU31el2GYSifzyufz2tlZSUZBEyn023rlm+TiV8DDAAAAACT5OzGV2EYJsExm80m64O7TX+WpFQq1fVYGIZtI7imaSY7TZ/nOE6yoW/ch4vC6vkNfk3T7NgrqVKpKJfLKQxDpVKpWxl+JQIwAAAAAAxkc3NTvu8riqK2Kc+bm5vJFGbf9wda73t+CaZhGGo2mz2vtSxLT548kXQ6tfqiJZyVSkX5fD7pb7PZ7Gjbtm3Ztq1cLtdzmeltQAAGAAAAgAHEAfH8KGqvXaKvguM4yRLRy9boBkGgXC6nJ0+eyDCMnmE5nU4nIfm2IgADAAAAuDILd+/q3vxkfizcvTv078u2be3s7HSEz4teUzROGxsbCoJA1WpV6+vrPa+LokgPHz5UsVhUPp+XaZptU6dj8VRuz/MGfk/xNJmaTbAAAAAATJ9BXzM0LXK5nFzX7ZjmHO8SPerrjrptanV2M1/DMGTbdsdmWOeFYdjxiqR4+nM8dTqKIhWLxSS4x6+LvY4gf90YAQYAAACAAW1sbHR95apt28pms12nJQdBINd1k9cm9TpWKpV0cHAgz/NUrVYVhqEcx1GpVJLjOMnIreM42tzclHQamF3Xle/7yauVoiiSZVkqFApyXVfValXValWVSkW1Wi15VjqdbpvO3Ww2VS6X5TjOrZsOPddqtVo33Ynb4Pj4WMvLy3r+/LmWlpZuujuYACcnJ/rRj36k7373u1pYWLjp7gADo4Yx7ahhTLtprOGvv/5az5490/379/Xaa6/ddHdwxfr5/314eKh33nlnYnISI8AAAAAAgJlAAAYAAAAAzAQCMAAAAABgJhCAAQAAAAAzgQAMAAAAAJgJBGAAAAAAwEwgAAMAAAAAZgIBGAAAAAAwEwjAAAAAAICZQAAGAAAAAMyE+ZvuAAAAAABMg0wmI9/3Zdu2LMvS6uqqJMnzPElSo9G48P5SqSRJMgxDURQpm82qWq2qUChcbceRIAADAAAAQB+azaZqtZps206OhWEo13VVqVQuvNdxHDmOI8uykmO5XO7K+orumAINAAAAAH2wbbst/Eqnwda2bWWz2QvvffLkSVv4laTd3d2x9xEXYwQYAAAAwJX5X/7Nf9Crk1c33Y2u7i7c1f/1n/+Pvq9/8OBB2+fValW+71869VmSoihSGIYyTTM5ZhiGMplM/x3GyAjAAAAAAK7Mq5NXOvnVZAbgQZ0f5XVdV/l8vi3U9mJZljKZjDzPaxtFzufzbdeVy+W2z8+eL5VKybPCMEzWDlerVbmuK8uy5DiOarWaJKlYLLbdFwfwy0arbzOmQAMAAADAgEqlkprNZhIyLxOvEc5kMpqbm0s21DrfZqPRUD6fT4J1tVqVdLpe2LIsZbPZ5CMePc5msyoWiwrDUKlUSpubm0mbuVwuCb2FQkGe5ykIgnF8CaYSARgAAAAABhBvfFUsFmUYRl/3mKapRqOhWq2mQqGgMAyVyWSSgBtFkVzX1fb2dnKP53kKw1BBECS7T59tr9lsJiHaMAyFYSjLsmRZVhKIq9Vq24hvPAo9qwjAAAAAADCAeLrx2enJYRj2da9t2yoWi2o0GioUCtra2pIkHRwcyDCMtkBdqVRUKBR0cHDQdZq1aZrJdOf487N835dhGPJ9P/k4PDzsu6+3EQEYAAAAAPrk+76q1WrHDs7xSGw6ndbKykryUSqVFEVRMtJ7VrFYVBRFyUcvF527SBRFMk0z2b06Dt9nQ/OsYRMsAAAAAFfm7sLdm+5CT8P0zXEc5fP5jlca1ev1tv+eFUWR9vf3u24+ZZqmDMOQZVldg24URbJtWzs7Ox3nwjBsW+97nmVZXe+Loqjvqdu3DQEYAAAAwJUZ5DVDk65UKikMw46Nr+I1uhcpl8vKZDJt63h9309CcbxRValUSnZ3PnvN+vp62zrgeCOri3Z0tm1b6+vrHeuAzz531hCAAQAAAKAP8drf+FVFh4eHSfi97FVIZ19J1O24dLrm13XdttcdxUG1VqvJdd1k/W6j0UhGm33fTza9cl1XjuMk98f3NZtNpVKptjZnEQEYAAAAAPrQarWGus8wjGTDrLMjwN1c9FqlXufi9b3DtDlr2AQLAAAAADATCMAAAAAAgJlAAAYAAAAAzAQCMAAAAABgJhCAAQAAAAAzgQAMAAAAAJgJBGAAAAAAwEwgAAMAAAAAZgIBGAAAAAAwEwjAAAAAAICZMH/THQAAAACASReGoTzPU6lUkmmachxHknR4eKgoiuS6rkzTvOFejkcQBNra2lIURWo0GjfdnbEiAAMAAADAJUzTVLFYVBAEMk1ThUIhOReGodLptJ4+fSrLsvpus1wuK5/P93Wt67oKw1CVSmXgvg/KsiwVi8Uk5N8mBGAAAAAAGIFpmlpfX9fW1pbq9Xrf9w1ybSaTURRFQ/RuOKlU6tqedZ0IwAAAAACuzHeffKxvfv3NTXejq/k78/rRxg/G0pZhGArDsO/ry+WyDg4O+r7etu1huoVzCMAAAAAArsw3v/5GJ79+ddPduFJRFMn3fe3u7naci9cMh2Eo0zSVzWbl+75qtZrCMFSpVJIkFQoFVatVua4ry7LkOI5qtZokaXNzs+ea3G7tx+00m01VKhXZtp1M015fX5fneUqlUiqXyzJNU7VaTY7jDDR9e1oRgAEAAABgAGEYqlqtJr9uNBpd1//mcjltbm4qm81KOp3GbJpmMpobhmHbWuL4up2dHaVSKW1ubmpvb6/nmtxe7WezWRmGIcdxkmeZpqnt7e3kea7rynGc5Pq1tTXV63UZhjHmr9Zk4TVIAAAAADCAODRms1nZtq2DgwM1m822a+KQHIdT6TSgep53YdvxVGrLspLgK3Wuyb2sfdu21Ww2FQRBW9tn7/d9v+33dPbz24oRYAAAAAAYkmVZ2t7eVi6X09HRUXLc930ZhtEWKg8PD/taJ9zP65T6aT+fz8vzPHmeJ9/3tbGxkZyLd5OOokhhGKrZbHaE+NuIAAwAAAAAIzBNMwmScXiNoqhturN08UZWZ+/tRz/tO46jdDotz/MUhmHb+SAItLOzo0wmI9u2b807jC/DFGgAAAAAV2b+zrwW7tydyI/5O+MZD4ynFp+dbmxZVtfR3l6vMjp7bz/6ad80TaVSKVWr1bYp1FEU6eHDhyoWi8rn80mAlzTQTtbTiBFgAAAAAFdmXK8ZmhTNZrNjoyjTNGUYhvb395NdmLPZrNbX1zvW6fq+r2w2m+zcLClZ8zsI27YvbD/mOI62trb07Nmz5FgYhskI8tnfl3QaxG/zaDAjwAAAAABwiTAM5bpuEg5d120bba1UKgqCQNVqNQnItVpN+/v7KpfLqlarbWHVNE3l83m5rivf95NNqIrFYvKsOCAHQZB87rpu8syL2o/l83ltbGy0hXbLslQoFOS6bnJfpVJJXrvU63m3wVyr1WrddCdug+PjYy0vL+v58+daWlq66e5gApycnOhHP/qRvvvd72phYeGmuwMMjBrGtKOGMe2msYa//vprPXv2TPfv39drr712093BFevn//fh4aHeeeediclJjAADAAAAAGYCARgAAAAAMBMIwAAAAACAmUAABgAAAADMBAIwAAAAAGAmEIABAAAAADOBAAwAAABgrHjT6myYxv/PBGAAAAAAY7GwsKC5uTl99dVXN90VXIMXL15I0tS8p1qS5m+6AwAAAABuh7t372p5eVm/+MUv9PLlSy0tLWl+fl5zc3M33TWMUavV0osXL/Tll1/KMAzdvXv3prvUt6kJwFEUaWdnR5K0urqqRqOhTCajbDY7UW0CAAAAs+zdd9/V66+/ri+//FLHx8c33R1cIcMw9O677950NwYyFQE4iiKl02lVKhVZlpUcdxxH+/v7KhaLE9EmAAAAMOvm5uZkGIaWl5f16tUrffPNNzfdJVyBhYWFqRr5jU1FAM7lcspms21BVZI8z9PKyooymYxs277xNgEAAACcmpub0/z8vObnpyJyYEZM/CZYYRjK9305jtP1/MbGxsCjtVfRJgAAAABgsk18APY8T5JkmmbX82tra/J9X1EU3WibAAAAAIDJNvEBOAgCGYbR83wcYg8ODm60TQAAAADAZJv4AByGoVKpVM/zcZANw/BG2wQAAAAATLaJX5HebDZ7TlWWlATZQaYrj6PNly9f6uXLl8nnz58/T9o+OTnpuy+4vU5OTvTixQsdHh5O1cvBgRg1jGlHDWPaUcO4DZrNpqTTdwdPgokPwFexDnccbe7s7OjTTz/tOH7//v2R2wYAAACA2+Tw8FDLy8s33Y3JD8D9Ojw8vNY2t7e39cknnySf//rXv1az2dTq6qrm5ubG3hdMn+PjY7333nv653/+Zy0tLd10d4CBUcOYdtQwph01jNvg+fPn+oM/+IMLl6Bep4kPwIZh9DViu7q6eq1tLi4uanFxsaNd4LylpSX+0sJUo4Yx7ahhTDtqGLfBnTuTsf3UZPTiApf9pCCeUz5I+LyKNgEAAAAAk23iA7Bpmkkg7SYeyb1oU6vraBMAAAAAMNkmPgBblnXhdOX4VUW2bd9om8B5i4uL+ou/+IuOqfLAtKCGMe2oYUw7ahi3waTV8VxrUvaj7iEIAqXTadXrdVmW1XE+l8spiiLVarUbbRMAAAAAMNmmYgTYtm3t7e11PV+tVuW6bsfxKIrkuq583x9bmwAAAACA6TXxI8DSaZhNp9OqVCptI7aO48gwDBWLxY57SqWSXNeVYRg6OjoaS5sAAAAAgOk18a9Bkk53Y67X60mgXV1dVaPRUCaTUTab7XqPbdsyDEMbGxtjaxMAAAAAML2mYgQYAAAAAIBRTcUIMHATgiCQ53lqNpsKgkCmaSqXyymfz/e8J4oi7ezsSFLfswqGuQcYheM4cl2356veqGNMmnK5rEqlIsMwJJ2+prDXUiXqF5Mm3pdGUvIazgcPHqhQKFx4D3WMm+A4jnK53KVvw7muGr2Sum4B6OB5XsvzvLZjtVqtZRhGyzTN1tHRUcc9R0dHLdM0W/V6ve14Pp9vFQqFrs8Z5h5gFPV6vSWpo+Zi1DEmydHRUcuyrFY+n2873mg0utYW9YtJU6/XW/l8vuPfDZVKpWVZVtd7qGNct0aj0fI8r2VZVktSq1arXXj9ddXoVdU1ARg4p9FotIrFYtdzcXiwbbvjnG3bPb8ZDcPo+ofJMPcAo7Bt+8IATB1jkliW1bW2bNtuGYbR9Tj1i0nS7d8LMc/zOn64E99DHeO6eJ7XymazLc/zWrVara8AfF01elV1TQAGzikUCl1HeGNxgGg0GsmxRqPRceysfD7f8ZfgMPcAo4hnNvQKwNQxJkmxWOwaclutViubzY6lFqlfXKV49LeXeHTrLOoYNyke6LkoWF5XjV5lXU/8e4CB6+b7vu7fv68wDLuej1+bFQRBcszzPEnquaZybW1Nvu8riqKR7gGGFddzr3qTqGNMlp2dnZ57LlQqFdVqtbZj1C8mTRiG8n2/5/lms5msa49Rx5h011WjV1nXBGDgnFQqpSiKBvqGCoKg4y+xs+Jv3oODg5HuAYbled6FG7hJ1DEmR7VaVRRF2tzc7Pse6heTxrZthWGoXC7X9bzneR01Th1j0l1XjV5lXROAgXNqtZoajUYy0ntePJJ29nwYhkqlUj3bjL+Bz44qD3MPMIxqtSrHcS69jjrGpNjb25PUPuOmXC63zbw5j/rFpDEMQ8ViUdVqNRmtivm+rzAMO3aCpo4x6a6rRq+yrgnAQBcXTROtVquyLKvtmm7TmM6Kv4HPjioPcw8wqCiKFIbhhTUdo44xKc4G3VKppGazmcxgyGQyXaeVUr+YRIVCQcViUWEYKpPJJK+hC8NQlUql43rqGJPuumr0Kuua9wADAyiVSpKk3d3dtuPDfPPxFxGuw87OTs/3pZ5HHWNSxP/wKZfLbSNklmWpUqno/v37qlQqbe+ppH4xqQqFggzDkOM4KpfLMgyja/iVqGNMvuuq0ausa0aAgT4FQSDXdVUsFntOj77M4eHhtdwDSKdT7DKZzNjbpY5x1eJ9GLpNfzMMQ7Zt9zWtvxvqF9fNdV1JUqvVUqFQUBRFyWjwsKhjTLrrqtFh7iEAA33K5XIqFosd63Wk03+Q9fOTqtXV1ZHuAQZRq9XaRsguQx1jUsTT3nrVbyaTURiGbVOlqV9Mokwmo0wmk0zhLxaLqtfrMk1T5XK5Y4Ms6hiT7rpq9CrrmgAM9CGXy8lxnK7hV9KFi/Sl0+l80m//UTfsPUC/SqWStre3B7qHOsakiOuqV93E58/u/kn9YtKUSiVZltXxgxzLstRoNJTP51WtVtvWtFPHmHTXVaNXWdcEYOASruvqwYMHPcOvdLppVvyN2E38E6yzGxENcw/QjzAMZRjGwH8pUMeYFP0uMzk7OkD9YtJ4nnfhDyI9z5NlWW3vtKaOMemuq0avsq4JwMAFyuWyVldXu4bfs//wsizrwmka8RbtZ38KPMw9QD+CIFClUkmm3p39iNecbW1tJcdi1DEmxYMHDyT13gQl/kfR2aBM/WLSxD+MvIjjOPx7AlPlumr0KuuaAAz0UK1WFUVR1/AbhmHblKX4Rfa93lG5v7/f8Q06zD1AP7LZrGq1WtePeEfo3d3d5FiMOsakyGazktT1dUeS1Gg0JEnr6+vJMeoXk8Y0zUvfUdpoNJROp5PPqWNMuuuq0Sut6xaADvV6vVUsFnue9zyv1Wg02o7Ztt0qFApdr5fUqtVqHceHuQcYRaVSaUlq1ev1ruepY0yKbDbbymazXc+Zptm15qhfTJJCodCzhlutVuvo6Khl23br6Oio7Th1jJtSr9f7qpfrqtGrqmsCMHBOo9FomabZyufzXT+y2WzLMIyO+46OjlqmaXYEi3w+3/Obd5h7gFF4nnfhXxrUMSZFXFee57Udz2azLdu2L7yH+sWkyGazrXw+3xFy6/V6y7btrj+MpI5xU+IfklcqlQuvu64avaq6nmu1Wq3hxo6B22ltbe3SKUumaSZT8M6Kokiu68owDK2urqrRaCiTySTT+boZ5h5gUI7j6ODgQGEYKooiGYYh0zRl23YyLTpGHWNSxHUVr/mNoki5XC55pcxF91C/mBS+78vzvLZjpml2/Nl7FnWM61KtVuV5nsIwbPv3r2maMk2z55+511WjV1HXBGAAAAAAwExgEywAAAAAwEwgAAMAAAAAZgIBGAAAAAAwEwjAAAAAAICZQAAGAAAAAMwEAjAAAAAAYCYQgAEAAAAAM4EADAAAAACYCQRgAAAAAMBMIAADAAAAAGYCARgAAIxNFEUKw3Ds7QZBMPY2AQCzhwAMAADGIgxD7ezsyDTNsbdtmqZc1x17uwCA2TLXarVaN90JAACuUiaT0cHBgSQplUrJMAylUik1m81ktDKVSsk0TTWbTUVRpGazmdz/7NkzGYbR9/OiKFIul1MYhgrDUEdHRwPdP60ymYxqtVrHsXF97YMgkOd58jzven5DAIBbZ/6mOwAAwFULw1C2bWt3d7cjiKbTaQVBoHq93jFyWS6X5TiOms3mQAHWMAx5nqdisahyuTyG38Hky+VyXUdox/m1tyxLklStVpXNZq/k9wEAuN2YAg0AuPWazaYqlUrXEJtKpdr+e1Y+n1c2mx1qTatpmsrlcgPfN43i9bm2bXecG/fXvlgsamdnZwy9BgDMIgIwAODW29jYGPpex3EURdH4OnMLua4rx3G6nhv3194wDK2vr8/MyDoAYLwIwACAWy2KIq2trQ19f7w2Fd2FYaiDg4Ouo79X9bXP5XIqFotDtwsAmF0EYADArdZsNkfaldg0TUaAL+B5Xs9R3qv62tu2rWazyauRAAADYxMsAMCtZprmyK/lyefzY+rN7eP7fs/R2Kv82m9sbMj3/WRjLAAA+kEABgDgEvEGTlEUaWdnR2tra4qiSIeHh1pbWxs4IDuO07a5k+M4ya7GQRBob28veUaj0ZDjOEnQO/uKpWazqXq9Lul0Z2RJOjw8VBiGXXddlqRSqdR2PIoiWZalMAyHCvpBEGh9fX3g+/rVa/ftdDqtSqWiQqFwZc8GANw+BGAAAPrg+75c19XTp0/bQlm5XFYmk+m503E3uVxOmUxG+Xxerusmo6Tlclme5yWhVjoNqOl0WsViUdlsVoZhqFKpaGdnR6VSSWEYKgiCtiDouq7S6bQajUbbc3v1M51Oa3Nzc7AviE7Dr2EYN/KO4/X19a6vXQIA4CKsAQYA4BJRFPUMj/l8XqZpamtrq+/2arWa6vW6PM9Lwm8QBHIcR5VKpe1awzDkum5b+4ZhJIHV87yOUdB4hNn3/eRYvF62W1gddkOpUdf4joK12QCAYRCAAQC4xNbWlizL6hn2XNdVtVrta1Om+JVB59eubm1t9Vwzu7GxoSiKkmnOZ2UymY5j8Xt1zwdE3/e7vtO42w7O/Rjm/cjjRggGAAyCAAwAwCWq1eqF61zj0Lq3t3dhO5lMRpubm11DbhAEPYNoPGq7v7/f89ndrj/7CqE4wKfTaTmO0xGmh1lLG0VREravW7ffIwAAl2ENMAAAF4hHOftZ59prBDgMQ3mep4ODA+3s7HRMc47vC8NQ5XK5axue53UN4YME0Hq9Ltd19eTJk+Q5lmVpd3d3qN2UDw8Pb2T971mMAAMABkEABgBgTHqNRnqeJ8/zks2vqtVqsuuz9NtwbVnWlb5yyTCMpC++7yc7TqfTaXmeN/Cz19bWbvxdvDe1BhkAMJ2YAg0AwAXigNXPSGOvadLxJlO2bSufz2tra6utvfgZV7mmNg68Mdu2VSgUVK/XVSgUhtpROZVK3dgU5Pjrd9Mj0ACA6UIABgDgErZtt+2ofF58LpfLXdqW53lKpVId12az2UtHU0cZbY2iqOca5WKxqCiKBp5ObBjGjU1BbjabhF8AwMAIwAAAXMLzvOR9u73O27bd927K8RTks+t9d3d3O15ddFa3HaAHdVEbpmkOHChN07yxnaCDILixDbgAANOLAAwAmGlxgLtoKq9pmqpUKsrlch2Br1qtKgzDjo2tpN9O0z3ftm3bsixLjuO0vZ+3Vqsl7/A9KwgCNZvNto2q4ja79bvXqGyz2VSpVOo4Xi6X5ThO13suEofmYUNwP1/7i+4d9vVNAIDZNddqtVo33QkAAK6T4zg6ODhQGIZta0lN01QqlZLneV03VwrDUMViUWtra5JOd0FeXV3teIVQFEV6+PBh0r5hGFpfX1etVpN0GprPToG2LEv1ej25N16PGz/Hsqwk7HVr2zRNPX36VIZhKJPJ6ODgoO3c7u6ums2moiiSZVnyPE+rq6vJ803TbNuUaxDxxl79bqA17Nf+vHQ6re3t7aH7DQCYTQRgAAAwNN/35Xle1xHwqxJFkVZWVsQ/YQAAg2IKNAAAGJpt2wqC4Fo3w3ry5MmVvi4KAHB7MQIMAABGEq8rPj8V/Kqk02lVKhXeAQwAGBgjwAAAYCSFQkF7e3vXMgpcrVa1vr5O+AUADIURYAAAMDLf91WpVOR53pU+J5PJqFKp8A5gAMBQGAEGAAAjs21ba2trPd9jPA6u66pYLBJ+AQBDYwQYAACMTbValWVZY5+ifFXtAgBmCwEYAAAAADATmAINAAAAAJgJBGAAAAAAwEwgAAMAAAAAZgIBGAAAAAAwEwjAAAAAAICZQAAGAAAAAMwEAjAAAAAAYCYQgAEAAAAAM4EADAAAAACYCf8/qE24Dvpqa28AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-1-10\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " # limit_x_series=995,\n", + " limit_x_series={f\"{namefilter},Z-Score\":995,f\"{namefilter},WinMax\":995,f\"{namefilter},Retrieval\":1000,f\"{namefilter},DetectGPT\":1000},\n", + " # limit_x_series_map={\"GPT,detectgpt\": 300, \"Dipper,detectgpt\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate after {namefilter} Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('sebf8zdh#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('qlczzu10#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('uoyt86q9#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('fai4a3qm#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('tfo9p2tr#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('321cm0qh#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('sebf8zdh#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('qlczzu10#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('uoyt86q9#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('fai4a3qm#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('tfo9p2tr#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('321cm0qh#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-3-10\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " # limit_x_series=995,\n", + " limit_x_series={f\"{namefilter},Z-Score\":995,f\"{namefilter},WinMax\":995,f\"{namefilter},Retrieval\":1000,f\"{namefilter},DetectGPT\":1000},\n", + " # limit_x_series_map={\"GPT,detectgpt\": 300, \"Dipper,detectgpt\": 800},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate after {namefilter} Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('sebf8zdh#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('qlczzu10#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('uoyt86q9#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('fai4a3qm#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('tfo9p2tr#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('321cm0qh#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('sebf8zdh#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('qlczzu10#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('uoyt86q9#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('fai4a3qm#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('tfo9p2tr#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('321cm0qh#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"gpt\"\n", + "savename = \"GPT\"\n", + "\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(50,1000),\n", + " y_lim=(0,1),\n", + " # limit_x_series=995,\n", + " limit_x_series={f\"{namefilter},Z-Score\":995,f\"{namefilter},WinMax\":995,f\"{namefilter},Retrieval\":1000,f\"{namefilter},DetectGPT\":1000},\n", + " limit_x_series_map={f\"{namefilter},Z-Score\": 300, f\"{namefilter},WinMax\": 300, f\"{namefilter},Retrieval\":300},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " special_color_map=color_map,\n", + " sortby=\"mid\",\n", + " legend_loc=\"lower right\",\n", + " title=f\"Detection Rate after {savename} Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('sebf8zdh#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('qlczzu10#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('uoyt86q9#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('fai4a3qm#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('tfo9p2tr#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('321cm0qh#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('sebf8zdh#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('qlczzu10#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('uoyt86q9#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('fai4a3qm#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('tfo9p2tr#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('321cm0qh#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexfpridnametpr
0150.000ab7zh7ta#detectgptcore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
1150.002ab7zh7ta#detectgptcore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
2150.030ab7zh7ta#detectgptcore_simple_1_200_1000_no_wm_dipper_high_eval_...0.000
3150.030ab7zh7ta#detectgptcore_simple_1_200_1000_no_wm_dipper_high_eval_...0.002
4150.090ab7zh7ta#detectgptcore_simple_1_200_1000_no_wm_dipper_high_eval_...0.002
..................
119170.982llq7qgr4#zscorecore_simple_1_200_1000_gen_cp_attack_3-10%_eva...0.998
119270.982llq7qgr4#zscorecore_simple_1_200_1000_gen_cp_attack_3-10%_eva...1.000
119370.984llq7qgr4#zscorecore_simple_1_200_1000_gen_cp_attack_3-10%_eva...1.000
119470.992llq7qgr4#zscorecore_simple_1_200_1000_gen_cp_attack_3-10%_eva...1.000
119571.000llq7qgr4#zscorecore_simple_1_200_1000_gen_cp_attack_3-10%_eva...1.000
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5551 rows × 5 columns

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" + ], + "text/plain": [ + " _defaultColorIndex fpr id \\\n", + "0 15 0.000 ab7zh7ta#detectgpt \n", + "1 15 0.002 ab7zh7ta#detectgpt \n", + "2 15 0.030 ab7zh7ta#detectgpt \n", + "3 15 0.030 ab7zh7ta#detectgpt \n", + "4 15 0.090 ab7zh7ta#detectgpt \n", + "... ... ... ... \n", + "1191 7 0.982 llq7qgr4#zscore \n", + "1192 7 0.982 llq7qgr4#zscore \n", + "1193 7 0.984 llq7qgr4#zscore \n", + "1194 7 0.992 llq7qgr4#zscore \n", + "1195 7 1.000 llq7qgr4#zscore \n", + "\n", + " name tpr \n", + "0 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "1 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "2 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.000 \n", + "3 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.002 \n", + "4 core_simple_1_200_1000_no_wm_dipper_high_eval_... 0.002 \n", + "... ... ... \n", + "1191 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... 0.998 \n", + "1192 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... 1.000 \n", + "1193 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... 1.000 \n", + "1194 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... 1.000 \n", + "1195 core_simple_1_200_1000_gen_cp_attack_3-10%_eva... 1.000 \n", + "\n", + "[5551 rows x 5 columns]" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"baseline_attacked_all_methods_ROC_T_1000\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir, add_file_name_to_keys=[\"id\",\"name\"], separator=\"#\")\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('cxiy1v63#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('jtkisfd7#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('rzrpza5t#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('g2cs5tvw#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('62luh543#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('llq7qgr4#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('cxiy1v63#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('jtkisfd7#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('rzrpza5t#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('g2cs5tvw#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('62luh543#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('llq7qgr4#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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1IKLgfffuD/Czv/u3cefA+yDGSdAYrnZ/W/StFutUpLlRMfvARwD8w8FW8IjQB2wymXQdYJIktW25NhIEob5LjlNezvHizu5d/LNf/dddj3nHmVl8/PL78bHL78fMcXbjEgUtqHuae/t3cffuXUxPT4di5GtYffzUbXz45G3Eove0hOlRC2eTiNz3owOqWWehD9hJc3D3AP/br/5r/PmNmx2PeUQ6g1/XFK5hTBQwO1T/y/evD7sqYynWZSrdPdEYHnvnI0g9+hG899g+blx/Ep2m6jRaOJvE/Q99ytNqfH5jwIbIsa27WP+bX8FrN17relymkGS4EgWg8xzM8dEt1ILWGJrSA71bmLfM69i+8a9wY1t3VL4drmHBgA2J2Ov7ePj/3MH2/hSmuwxQ+pELZ3F68f4B1owo3Pzquh2HwUPtwtNtqIXFLfM6Xv7W52E5/D8NW7gCDNjQWPjWbUy/afXsAfml/zExmAoRDVFQCxOMqk6tzlENTye2b3xlpMMVYMCGxsnv934jfeDj5/C+Dz48gNoQBa9TiE5KaPYyMxXD5//S3xu74HTqzZ3nHR0X1nAFGLDhcGDh+Fb3D5VHpDP4+//s53nvlYbu6//1eXz5T7W+umTHKUT9uKdp7R8gNjU91i1Stw72O6/SZItEZ0IbrgADNhTu/fPuc99+8ufO4de+mOR0HOqLH/cq39y9jen/yOkk73/wfb6F4N7eHhf7P+KW2XvUdiQaw+lzTwygNt4xYENA+NPdro9f/ocfZbiSK0fD1JcWoxWCxV2H5MT0MbYsB+jlb611ffzEvIS50x/DCeGxAdXIGwZsCNz3cvfWxDtOzw6oJjSqJmF6iVv9dN2yq3Z4Xn3xGVgHdzo+Hp26F2fOfXaANfKOATtkU28e4J6dzttV/cwvLfG+K3Wlv/IcVv/Dr0/EMntOFyZgKI6ew2k5a13DFQCOzz46oBr1jwE7ZCde6d56/Tv/+OMDqgmF3aSMum0MUYbmZHAz53Xu9McGUCN/MGCH7OT3O7c6/vIvxjE1xV1xJkW3QUijEKJeu2QZouR0zmskOhP6+66NGLBDdqx2F53+G/6bj7x3sJWhgQvDWrdugtGeTgIwGMk/txwuhRj2UcNHMWCHbGqveWTmVMMyie+Nnxl0dWiAhnHvNBad8hyMnE5CQXAyJQc4XFBilFqvAAM2dBqHM01Ns3t4XOmvPIdf/XdPB/48nF5CYXW4kP9XHLVew7xaUzcM2BCJ8X7rWApkTmoP90SnsfahX2GoUii9+uIz2Hqp5OjYM499buRarjYGLJEPhjnCl6NuaVQ4nYpjOzEvjWy4AgxYor799je/jH/xrX8TWPlHByExRGkUud1+DhitKTntMGCJHBh0C9XPtW6JwsDN9nPA6E3JaYcBS9RD0C3URrx3SuPK6fZzwGgs5O8EA5aoi0GG66Tv/0njzWnrdVQW8neCAUvUwSDurfJ+Kk2CW+Z1WFb3gB3VqTjdMGCJjtBfeQ6f/Y//FLv73vZMbcQRvjTp7MFN3YzyVJxuGLA0kYIetPSL534Wf+PHP+FLWUSj6pZ5HTeuP9n1mEgkNpbhCjBgaQy0C8s7d+7gf//d9t27fo78ZQuVqJWb+a6R6Pguu8mAHbLokbWIG0Wi3Ae2m45duZaFfesAe/t3gYD20mULlag9t/NdR2l/V7cYsEM2ddtqXoD4LTPHY7hv7vjgKzQC/LxH6gXDlag9J13CjSLR2MgvJtENAzZEIg2tLfHHHkA0yrWJgeYu4Ft3bw+1LgxXovbcrC9sO33us2N7/xVgwIbKdEOgio+9a4g1Gb4w7JPaiHNUiTq7ZV53Fa6HC0mMd7gCDNhQmWq45zqpATvs7l8OWiJyx3238AxOn3ti7MMVYMCGx5H7sIsTErBBdv/Gpnq/vRmiRO652cu10bjOd+2EARtC0WgED/3oDw27GoEJsvt3ZiqGf/CBv4M/qxi4dOkSYrHxnQJANAxe7rVOSpfwUQzYEDrznndg5vj4BMMgBik13iPd29vDn8EI5HmIJoXdSn1z5/n6lJteyx22M0ldwkcxYEPonWdnh10F3wS5nu+J6WPs3iXymdtN0buJRGfwyAe+5EOtRhMDNoQiAS2OMGhBhCv3SSUKjpfu307GZcu5fjBgyXd+jwTmFBmi4HgdsNTNJHcLN2LAkq/0V57D6n/4ddw5uNtXOez+JQqeny1WYLz2cvUDA5b65tcgJnb/Eg2On+E6jnu5+oEBS33p5z4rW6lEg9M4Kvhg/w3P5UQihzMcItEYjs8+yhZrFwxYcq3feaxcz5docPwYFcx7qt5MbMCWSiUkk8lhVyPU2u2z2u9eqgxXosHxoxuY3b/eTWTAmqaJVCoFVVWxvLwMQRCGXaVQCWo94H/84V9jVzBRgPzqBgY4YMkPIxOwpmlibW0NALCwsIBqtYpEIuGpFWoYh6v8KIoCRVG6HlssFuvPUSgUUCwWoSgKZFmGIAgwDAO6rmN9fR2rq6uQJMl1fcIiqGC9JzqNtQ/9CsOVKEB+DVpii9U/IxGwpmkiHo+jWCw2BZiiKNjY2EAul3NVnmEYEEURkiRhfn6+7TG1Wg2GYTQFuGma0DQNmqY1HSsIAq5duzby4erH9JpGHMRENBgM13AaiYBNpVJIJpMtAaaqKubm5pBIJCDLsuPyNjY2UC6XIYpix2Oy2Wzb4FZVFdVqFYZhYH5+HvF4HOl02vmLCSH9lefwq//uad/K431WosHwYwBTdOpejgYOSOgD1jAMaJoGVVXbPr68vIxcLucqYAF0DVdd17G4uNj2mHG6Z+t3lzDnsRINzmG4fr6+EL8bHBU8GKEPWDtYOwXi4uIiCoUCTNN0HHy97ruqqtox0Adh+p6p3gf1qZ/5q/am5NxLlWg43G5y3ojdwIMT+oDVdb1rcNrBu7m56bgV66VreJD+wvseDKxsr61WrgdMNHxeu4TZDTwcoQ9Y+15nJ3b42iOD+2F3DTtpCeu6js3NTSwtLfk+uOknftb/EOunO5jTa4iGy2uwsrU6XKEP2Fqt1rXFaYevaZp9P9fa2hqKxWLXYzRNQ61Ww9LSEtLpNHRdRyKRQDab7dqC3t3dxe7ubv3fOzs7HY/9oYdmsbfn31SZr//X5/E//eE/wx2X4XrPVAz/y0/+XTy28B5f6xM0u66jVOdRwOsajF7X9c2bf4w/ez7verPzudM/j9nTn5zY/68wvO7QB6wfwelEqVTqGuTA213LjaOGJUmCqqpYXFxEpVLp2JpdW1vDk0+2u2diHf6xgLt3D6fI/MEf/AGmpqOeXkc7v3vrD/HG3puuzpmOTOGvHLuAP6sY+DP03zswDOVyedhVGEu8rsFod12PT30fD574quuyvn/rL+NPaieB68/6UbWR9MYb/S204YfQB6xTW1tbfZ2/traGK1eudD2m06IWoihClmWkUilUq9W2x6yuruLxxx+v/3tnZwdnz54FEDn8EwGmpw//Oz760Y9iOubfQKdfv/qv6mX3MjN9D/7BB/4Ozv/Qo749/6Dt7e2hXC4jkUggFosNuzpjg9c1GJ2ua+2lq9h++RrcfExHIjG869EM3jv7YwHUdLT0mwl+CH3ACoLgqBW7sLDg+Tns1Zj6uZcqSRI0TasvYnHUzMwMZmZmHJUVi8V8C9jf/uaXgUjE0bHjNn81FosxCALA6xqMxut6y7wO8+Xfg7Pf3EOcetMsDO/R0AdstwFOwOE9WgB9zU1VVbVn93Avi4uLAA4HP/Vbll/0V55zNBWHI4SJwuXlb605PpbBGl6hD1hRFLG5udnxcbt120+oaZrW83xFUaBpWscu4DC6+nzvezccIUwULrfM645HC5957HMM1hDzbyRNQCRJ6tpFbE/PcbuSU6Nec22Bw3m2hmF0rIv987CsR6y/8lzP/Vrf/+D7GK5EIeJ0AYlINMZwHQGhD9iVlRUAhyHYzsbGRt/hCvTuipZlGZZldQzijY0NCIIQiu5he+H+XlKPfiT4yhCRI7WXrjoM1xmcPvdZhusICH3ASpIEWZaxvr7e9vFSqYRsNtvyc9M0kc1mW3a+Ocq+h9vLysoKCoVC28cMw0CpVOo5CnkQ7IX7e+2K84vnfpatV6Ihu2Vex589n8Piqf8D2y//Xs/jI9EZPPKBLzFcR0ToAxY43JO1VCq1tGIVRUEmk2nbgi0UCsjn80ilUl3LtruYe3UR213V+Xy+5fx4PI5MJuNpb1o/OW25Ahir0cJEo8herP8N8xuOzzl97ongKkS+C/0gJ+Aw/CqVCrLZLARBcLThur0h+vLycteyl5aWIAgCLly40LMemUwGmqZBURTUarX6BgNh2AvWzZZz73/wfQHXhoh62b7xFVc74USiM2y5jpiRCFjgMGTd7HAjSRK2t7d9O84my3Jf93yD4Kblek90mvdeiULgzZ3nHR8bicbYeh1BIxOw1NnV57/a856rbe1Dv8J7r0RDdMu8ju0bX8HBvrOl/DjPdXQxYMdAr+k4wGHLleFKNFh2mL658zysgz3XC/ZzN5zRxoAdUforz+Hq8191FK4AW65Eg+R1eznbiXmJe7eOAQZsCPXaSce+5+qkW5gtV6LBskcHuxnA1Cg6dS/OnPusz7WiYWDAhkxsZhqRHovz854rUXj02w181PHZ0d3JipoxYEMm/Y8+2vOYP/7BdxyVxaUQiYLVb2v1qEg0hrnTH/OlLBo+BmzInFq4t+cxdxz+MnM6DpE/jrZSbf22VhvdK5zHwtmP877rGGHAjqC9g/2ex3ApRCLvGgPV6XQaNyKRGCLRGI7PPopTP/RR/Ps/+h4u/eSlUOxhSv5hwI4Y/ZXnuj7+/gffh9SjH2G4Ennkd7dvo3Y74Ozt7QH4nu/PRcPHgB0x3fZ4jUWnsPahXxlcZYjGROAt1miMO+BMIAbsiOk2wOmeKLuXiNx69cVnsPVSyfdyG7uBOad1MjFgR0y3AU6PvfORAdaEaPTdMq/7Hq5srZKNATtGOGqYyJ3tG1/p6/xI5O1eI7ZW6SgG7BjhwCYi526Z13FrW+99YIPo1L0MUXKMATtiOk3RiUWnBlwTotFljxR2it2+5AUDdoT89je/POwqEI0Fp5uds8VK/WDAjgj9lefwL771b4ZdDaKx4KRr+L0f9H9kMU0WBuyI6Db/FeAUHaJe7LmuTsL1xLw0gBrRuGPAjoheC/xzig5RZ27munLBffILA3ZE9Frgn1N0iFp52ficg5nILwzYEaC/8lzXBf65sD9RMy/BChx2DTNcyS8M2JDTX3kOq//h17se8zd+/BODqQzRCOhn6UN2DZOfosOuAHV39fmv4s7B3Y6Pc/4r0dv6CdeFs0m2XslXbMGG3H/5/vWuj3P0ME2idhuge938/MS8xHmuFIiBBewXvvAFzM3N4Zd/+ZcH9ZQjr9ferwBHD9Pk8Wu/1oWzSdz/0Kd8qhVRq4F1EX/mM59BKpXC008/PainHHmf/Y//tOvj90SnOXqYJs7h4CXv4RqJzuDMY59juFLgBtpFPDs7C0EQBvmUI0t/5Tns7nf/EFn70K9w9DBNBDeLRHQSic7g9Lkn2BVMA+MpYL/xjW9A0zQIgoDl5WWcOnXK0Xk7OzsoFovsJnag18pN73/wfQxXmgh+dAmzO5iGwXXAfvrTn0ahUKj/+2/9rb+FcrmMn/7pn2467hvf+AY2NzdRrVZhGAZ0XYdhGEin0/3XegL0WrmJXcM0KZwuzN8Jw5WGxVXAPvHEE1BVFbIsQ5IkmKaJcrkMWZZhGAZ++Id/GDs7O4jH4zAMAwBgWVb9fEmS8MUvftHfVzCmuq3cNDMVY+uVJoabbmF7A3Rufk5h4Dhgb968iUKhAE3T8OEPf7jpsUKhgEwmg/X1dUiSBEEQcPnyZQiCgIWFBQiCgKWlJZw/f973FzCJPv+X/t6wq0A0ELfM7tPUGp157HMMUwoVxwH71FNPIZfLtYQrAKTTaWiahqeffhrJZBJPPfWUr5WkZmy90iS4ZV7HjetPOjqWi0RQGDkOWF3Xsba21vHxdDqNT3/60/jOd7rfO6T+cOUmmgT2wKZeuEgEhZlv03QuXLjALmAi8oWTua4n5iWcOffZAdWIyD3fFpqYnZ3FhQsX/CqOiCbULfO6o11wuDA/hZ3jgG0cDdxJJBLp+vjNmzfx5S9/2elTEtEE2r7xlZ7HRKIz7Bam0HMcsL3C0wnDMLCxsdF3OZOg2/6vROOs17ScSDSG0+eeGFBtiLxzfA92Y2MDv/Vbv4W5ubmux3RqodZqNZTLZYii6L6WE8bJIv9E48TNUoinz32WrVcaCY4D1jTNnqswWZaFUqn9XoyWZSESiSCTybir4QTqtUwi0bg4HC285uieK8C5rjRaXI0ifuqppzy3QO0WLPXWbZlE7v9K48BtsNoYrjRKHAesJEn4zGc+09eTLS0t4erVq32VMQm6LZPI/V9plHkNVuBwWg7RKHEcsIqi9P1koihiaWmp73ImGRf5p1HV7644nJZDo8ZxwF6+fLnvJ5udncUnP/lJT+eapllfSWphYQHVahWJRALJZNJTeYVCAcViEYqiQJZlCIJQ3/VnfX0dq6urkKTWb8x+18MtLpNIo6qfXXG4FCKNooFuuO6VaZqIx+MoFotNoacoCjY2NpDL5TyVqWkaNE1r+rkgCLh27VrHcPW7Hu10mqLDZRJp1Nijg9/ceR4H+2+4Pp9LIdIocx2wOzs7yGaz9WBKJBJ46qmnHG+67kUqlUIymWwJPVVVMTc3h0QiAVmWXZerqmp9v9r5+XnE4/GuI6WDqkej6t3v9nU+UVi8+uIz2Hqp/ayCbiLRGZw+9wRDlUaeq4D9+te/DlmWsb29Xf9ZtVrF1atXce3aNfz4j/+47xU0DAOapkFV1baPLy8vI5fLeQq25eVlCIIw9Ho0+qPdTaD/NT2IBq7f1iqDlcaNq4BNpVKYm5tDoVCoT9epVqtYW1vDhz/8YWxtbfleQTvQOk0PWlxcRKFQgGmajsMyzPX47v7LHf9XOEWHwspra9XG+a00jhwvlfiFL3wBoijiT//0T/HJT34S58+fx/nz55FMJlGpVJBMJvH000/7XkFd17sGlh14m5ubvj/3MOpxF52XSOQUHQqjfsP1xLzEcKWx5LgFq2kaCoVCx8dVVcXKyoovlWpk3x/txA49wzA8P4eu69jc3MTS0lLbwU2DqgcA7Fv7mEL7wUycokNh0s+cVlskGuP0GxpbjgO2VqvhoYce6nqMkx133KrVal1Xj7JDzzRN12VrmoZarYalpSWk02nouo5EIoFsNttyL7Xfeuzu7mJ3d7f+752dnZZj9hbfPPxLh+v42MJ7sLfnbZrDJLGvEa+Vvxqva+2lq9h++fc8lxWdOo5j9z0K4V2XcM+JRyf6/4rv12CE4Xo6Dlgn4dmtheeVl+B0wg7LxlHDkiRBVVUsLi6iUqk0tWb7rcfa2hqefPLJNo9Yh38s4M2fNIH9fVg4aDlqKhLFs88+21cdJg2X5gxG5Ws5zM1809O527s/jtruW79Xfw7A+B6A7/lWt1HG96u/3njD/UA7vzkOWCfhGeQgo17cDrDqtDCEKIqQZRmpVArVatW3eqyuruLxxx+v/3tnZwdnz57F4ZDhCBAB9h/exT1TU5iabr01fm/sOC5duuS6PpNob28P5XIZiUQCsRgHhvnlta1v4OXnnkJsOgJEnI+PbGytvnf2xwKs4Wji+zUYQQy6dcvxb4mT/WCdHPP000/j137t15w+LQRBcNR6XFhYcFxmL5IkQdM0GIZRb+n2W4+ZmRnMzMx0P3n6rV6CNtfxfe98hL98LsViMV4zn7z64jN49aUSIpF9IDLtaCbZwtkk7n/oU4HXbVzw/eqvMFxLx6OI/bK+vu7q+F4t51qtBsDf1vPi4iKAw8FPw6xHIw5wokG7ZV7HjT/+PP7kPyVdjxJmuBL5vOG6ruv4zd/8zY6P26smuSGKYtepL3ar0s02eoqiQNM0V13AQdTDDa5BTIPEVZiI+uf7huu9btQ76UZuZHfXdmIHtpsVlDY3N2EYRsdFIeywbBzkFEQ9nOIaxBSkxhWYrIM9WJb3BfnZaiV628A2XAcOW7BuF8RfWVlBPp+Hrutt56hubGy4DjVZllGpVDo+vrGxAUEQml5rEPUgGiY/5rHaGK5ErQa64ToA1xuuS5IEWZaxvr7eNthKpVLbVrO9rVy7BfhXVlZQKBTatsgNw0CpVEKxWPSlHkRh42ewskuYqDPHg5z82HDdaznFYhGlUqlp0JFdViaTadtyLBQKyOfzSKVSLY9JkgTTNJHP55t+bhgG4vE4MplM22k8Xurh1MF7bsOa9n+hDiLbLfM6vv1Hv4Ab15/0rdX6yAe+xHAl6mCgG657LUcQBFQqFWSzWQiC4Gijc3sT9eXl5baPZzIZaJoGRVFQq9Xq92M77QXrtR5OHLznNvYvD3/OFo0Pv+6rtnOvcB4LZz/OYCXqwXHA7uzsoFar1QcHbW1t4ebNm0in04HuBWsTBKHjVnHtSJLUtK1eO7Isu251uq2HEwc//frbc2CJ+nTYBfx5WAf+LhU3d/rn8X9fP4lLP3kpFHMMicLOccA+9NBDuHnzJpLJJBRFwfnz5/Hwww8HWbeJYYndu+u4TR25sX3jK76EayQSQyQaw/HZRzF3+mO458SjwHUu10nklKtRxL/xG7/hW1cxNejReuU2deTGmzvPez6326ClMCyeTjRKXC2VyHAdvHui01zFiRy7ZV7Hwb77Rc45GpjIf44DttsKTm68+OKLPbe9o7etfehXuIoTdWUPaLq1rfc++AgGK1FwHAesX2vsKoqCr371q76UNe5i0SmGK3XkZT7r0fuqYQvWvb097O/vD7saA7W3t4fp6Wncvn174l67F1NTUyMzyM5xwPq1W429KD4ReeN1oYjo1L14z0/884Bq1Z+dnR28+uqr2N3dHXZVBs6yLDzwwAN46aWXXC8lO6lmZmZw//33D2QGSz8cB6xhGPjud7/bV1fx1taW68X+ieht/UzBOT77aAA16t/Ozg5efvllnDx5Evfffz9isdhEBc3BwQFef/11nDx5EtHowDc4GymWZWFvbw83b97Eyy+/DAChDlnHAbu1tRXYTjFE5IzXKTiRaAxzpz8WQI369+qrr+LkyZM4c+bMRAWr7eDgAHfu3MGxY8cYsA4cP34c9913H27cuIFXX311PAIWAM6fP99zX9RuqtUqXnzxRc/nE026cRvItLe3h93dXdx///0TGa7kTSQSwezsLF5++WXs7e2F9p6s44DttR+qU/0E9Nia4ipO1JnXUcIn5qVQDmRqZA/qCesHJIWX/Z7Z398P7ftn4IOc2M3c7GBxF/zeTp243fg8zK3Vbth6JbdG4T3jOGD9Gv27tLTkSznj4uCDr4PbqVM7t8zrrsL1zGOfG7lgJRpnjgPWNE1fnvA3fuM3fClnbDy8B3SIWK5BPLlumddx4/qTjo8/MS8xXEMokUhA0zTIsgxJkuo9gfaGIdVqtev59paagiDANE0kk0mUSiVkMplgK06+cNWCfe2113DfffcFWZ/J0+X+K9cgnkz2VBw3wjpCeNLVajWUy+WmXbsMw0A2m0WxWOx6rqIoUBSlafvMdvtbU3g5HhNuWRbXIh4wrkE8mdxOxVk4m2TrNaTabYmpKApkWe65h/TVq1db9qa+cuWK73Wk4DhuwcbjcWxubmJhYQHLy8tYXFyEKIr4xCc+EWT9JhqXSRx/RzdGB+B4c/RRGCXsxc+f+QfY3wvnkoFTsSn83o3/2fHxFy5caPp3qVSCpmk9u4aBw9tyhmE0DQwVBAGJRMJ5hWmoHAdsuVxu+vfNmze57GGAYlEOfRp3XldlikRn8MgHvhRQrYZvf28fe3fCGbBuHW2lZrNZpNNpR7MpJElCIpGAqqpNreB0Ot10XKFQaPp34+P5fL7+XIZh1O/dlkolZLNZSJIERVHqn++5XK7pPDvge7W2qT3Py4bMzs5yw3Uij+xBTO7DNYbT554IqFYUpHw+j1qtVg+xXux7tIlEApFIpD5g6miZ1WoV6XS6Htyl0uHI81QqBUmSkEwm63/s1m8ymUQul4NhGJifn8fKykq9zFQqVQ/VTCYDVVWh6+4XOKE+ApaIvHn1xWdcjRBudPrcZ8euS3gS2AObcrmc453JRFFEtVpFuVxGJpOBYRhIJBL1ADVNE9lsFqurq/VzVFWFYRjQdb0+ermxvFqtVg9pQRBgGAYkSYIkSfXALZVKTS1WuxVN7rlaKpGIvOlnz1Ybp+KMLrs7trH79uj91U7sgVK5XA7ZbBaXL19GMpnE5uYmBEFoCmy71VsoFNqWLYpi06jmo8domgZBEJpaytykxTsGLFHA+tkBxxbmxfqpO03TUCqVUKlUWn6eTqdx4cIFVKvV+spEq6urSKfT0DSt5d5nLpdDPp+HaZpd1ybwum6BaZoQRbGp5Xt0FDQ5x4AlCpDbBSNskcjhIiNh3hw9KFOx8A7w81I3RVGQTqdbptzYgbuxsYGdnR2cOnWqvpuOaZrY2NhoO7hIFEUIggBJktoGqWmakGUZa2trLY8ZhtF0v/UoSZLanmeapuOubXobA5bIZ/10Bx8OYprs+6xupsGEXT6fh2EYLQOb7Huk3RQKBSQSiaYWZGOr1h6IlM/nm1Z2so9ZWlpqug9rD1TqNiJYlmUsLS213Idt15qm3hiwRH1qnMt6sP+G53JGdaF+6sy+92pPpdna2qqHa6/7r41TZtr9HDi855rNZpum49hBWC6Xkc1m6/dPq9VqvdWsaVp9UFM2m4WiKPXz7fNqtVp99zOGqzcMWCIP/Bi01GjhbBL3P/QpX8qi8LAsb1tRCoJQHxDV6x5ot2k/nR5rt8KU0zLJOQYskQuHA5bWYB3c8aW8cV2NiYgYsESO+TEa2MZ7rUTjjwFL5JDbRfg74b1WosnAgCVy4JZ5ve/7rewOJposDFiiI47ucON0d5ujolP3TtwcViJ6GwOWqEG/91nZSiUiGwOW6C1eV10CgDOPfY6hSkRNGLA08fqdesNF+ImoHQbssE15m4hO/fNjTisX4SeiThiwIWPvqEHB8meHG063IaLOuOF6iEQQQXSKARukW+Z13Pjjz+PG9Sddh2skEkN06l6cmJdw5rHP4ZEPfInhSh2VSiXE43FEIhEoilJfE1jTNCQSCUQiEaRSqfoi/MDhusNzc3OIx+NNP3fLXmN4bm4Oi4uLXY9dXFzE3Nwcstms523uqD22YEMkOhUB3mrB3hONDbk246Wf7mCuukReJJNJiKKIeDyObDZbX0zf3rFmbm4OiqJAkiTs7OwAQH1XnMbdcewF++3N1J0QRRG5XA4LCwtYW1uDrust2+UBh2EvSRLm5+e5/nAA2IINkcbu4cfe+cgQazI+bpnX8e0/+oW3WqxewnWG4UqeSZIEQRBQKpWafi4IAgRBaBuaR3fZSSQSXfdw7UYQBCwvL0NV1baPs8UaLLZgQyr16EeGXYWRdnzq+3jh//klzwOYeH91eB78tf8Ve/v7w65GW7GpKXz/6b/v6pzl5WWsr683tUp1Xcfy8jKuXr2KL37xi/Wft9vYvNduOr0oioKLFy+2hKxpmj23zKP+sAUbUtIDPzrsKoys2ktX8eCJr+LAY7jy/upw7e3v487dcP7xEvz2fdbG1qJ9j9Q0zaZ7rY0bpAOHQRyPx5vuo2qahng8Xr9PWyqVkM/nkc1m2z6/3QV8tBW9ubnZttsYOAzffD6PUqkERVGa6lgoFOr3lu0yFUWp32tmq/htDNgQikWnhl2FkWEPWvrOf/5r+PYf/lX8yX9KYvvl3/NUViQa44IR5DtZliEIAq5evdr0c1EUIYpiy88bSZLUcm9UlmXkcjmYpolarYZkMolMJoNSqdRxYFQymcT6+nrTz7oF4draGpLJJJLJJFRVRSqVqh+fTqdRqVQgCEK9BRyPx1GpVKCqaksLfJIxYGlkvfriM7hx/Unc2tZxsP+G5zWDgcPFInivlYIiy3L9fqthGPVgSiaT+N3f/V0A7buHAWB+fr7tzwzDaGrtiqJYH6l8lKIoKJVK9ZA0DKNj69V+XNO0prIb/w0AxWIRqVQKhmFgfn6+a3mTamTuwZqmibW1NQDAwsICqtUqEokEksmk5zJ1XYeqqqjVatB1HaIoIpVKIZ1Otz2+UCigWCxCUZT6t1LDMKDrOtbX17G6uso32QD4tek577PSoKysrNRbgbqu1z+3VlZWkM/n8eKLL+Lb3/42lpeXHZd59P6pIAio1Wodj5UkCVevXkU6nW6qQzv2lwHTNGEYBmq1WkvZsixDlmWkUilUKhXH9Z4kIxGwpmkiHo+jWCw2BZiiKNjY2PA0vLxQKABA041/TdOQSqWQy+XqXSBH66FpWss3OUEQcO3aNYZrwBisNKrsMDv62WGPMv793/99/MiP/EigdVAUBaqqIp1O9+zG1XUda2trSCQSkGW542CoeDwOTdM6TgOadCMRsKlUCslksuU/UFVVzM3N1d8EThmGAdM0m0b1AYffyK5du4Z4PI5UKoVyudxyrqqqqFar9W6ReDzescVL/bO3jut3L1aAwToqYlPhHYPQT91kWcba2lpLgyCVSuF3fud3Ap+Hury8XO8q7vZ5aZomLl68iEqlUg/Wxq5l+2f23+17tNVqNdD6j6LQB6x9L6DTPK7l5WXkcjlXAauqKlZXV9s+JkkSZFmGpmlNb6bG5+NN/OD51Vq1LZxN4v6HPuVLWRQst9NgRkUqlUI2m235rEomk7hy5Urf03HaDVpqDD1BECDLMtbX17t2D9sNkMbPPrt72L6VZpomcrlc/XNZluV6C5neFvpBTvZ/WKcuisXFRWia5mpouKZpePjhhzsOCLBbyv0sVUbe9LswRJ0VRXTqeH1ZQ4YrDdvy8nLbe6yyLOPnfu7n2n5x13W9vpKTPQ2n3c/y+Tw2NzehqipKpRIMw4CiKMjn803LNCqKUl+0wjRNZLPZ+m0ve9qQJEnIZDLIZrMolUoolUooFov1Hr18Pl/vGrbVajUUCoWWKT2TLvQtWF3Xu7YY7eDd3Nx0/A1wfn6+ZV4aDZdfLdaFs0nMnv4knn32WVz64CXEYlxyksJBEISOLbzf+Z3faftzSZJablW1+1kmk2m55aWqasvzNbZcBUFALpdr2zXd7meNq04dfS43yzhOktAHrH2vsxM7fDu1Rtspl8ttu38bnxNA15v2uq5jc3MTS0tLvLnfJ793ttnb814OEZFfQh+wtVqt63Jedvi6bY12K7NUKkGSpLbHaJqGWq2GpaWl+nD3RCLR9t5Ko93dXezu7tb/bS/u3cI63B92kkLi5W+t4cBjuEaj9+CB934Gx2d/DMDhdbOv3SRdw0EI4rru7e3BsiwcHBzg4ODAt3JHifXW77x9HciZg4MDWJaFvb09TLUZfBaG3//QB+ygu3Hz+TwA4MqVKy2P2YHbOGpYkiSoqorFxUVUKpWOrdm1tTU8+eSTXZ/7wDrA3bt3Ye0f4Nlnn/X6EkbK/IyOuZk3XJ/3xt0zMHfP4c39B/H/vfo9AN9rOabdKHDqn5/XdXp6Gg888ABef/113Lnjz4C2UfXaa68Nuwoj5c6dO3jzzTfxta99DXfv3m15/I033H+u+C30AevU1tZW32XYgwdyuVzboOw08k4UxfqE605D1VdXV/H444/X/72zs4OzZ882HRONRDE9PY3Y1DQuXbrUxysJvzdv/jFe+ZMvvLVesLO34dHWaid7e3sol8tIJBK8B+ujIK7r7du38dJLL+HkyZM4duyYL2WOGsuy8Nprr+G+++5r2lGLurt9+zaOHz+On/qpn2r73vEjE/oV+oAVBMFRK3ZhYaHv57IXmTh6A98JSZI6Tu0BgJmZGczMzPQu6K1fsHENhqODmZx8nHidvxqLxcb2Og6Tn9d1f38fkUgE0WgU0WjoJzUEwu4Wtq8DORONRhGJRDq+H8Pwux/6gO02wAl4e35Wv3NTU6kUFEXxFK4A6rtd2PPEvBjnL69eRwlz8X0iGlWh/7okimLH9TWBt+/R9rOvYTabxYULF7qGq6IoTVtGBSE6Ffr/Dk/sRfkZrkQ0SUL/iS5JUtcuYntKjddVUAqFAhYWFtqGa+Pzbm5u1lc4acf+eT9TdsYxYG+Z17H1Uqn3gUcsnE0yXIlopIX+E91edaTT6iAbGxuew9XevqlduB7drkmWZViW1bEremNjo2l/RC8i0fHrI375W2uuz+GyhkQ0DkIfsPbawEc3C7aVSqX6cmGNGpcBa0fXdRiG0bFbWNO0ptboyspKfQeeowzDQKlUaju1Z5K9+uIzrrqFI9EZLmtIRGMj9IOcgMNluOLxOFZWVlq2q8tkMm1bsIVCAfl8HoVCAdvb202PGYaBVCpVX6D6qFqtBk3Tms6zRwnn8/mmUDYMA/F4HJlMpq+9acfNqy8+47hrmLvc0DgyDAOqqiKfz0MUxfpnzdbWVr0B0E+PV5jouo7Lly/DNE3uqtNgJAJWEARUKhVks1kIguBow3V7Q/R2i2snEgkYhtGxRQq0HzSVyWSgaRoURUGtVoNpmtwLtg2n4cpgpXEmiiJyuVx9ZkG7L+bXrl3DX/yLf9FxmYVCwfH2mPaGAINYJ1iSJORyubYNlkk2EgELdF8oux1JklparrZ+vmHJstz3tlK93BMd/vwtL9xMxYlEZ/DIB740gFoRhY8oilhaWsLly5exsbHh+LxKpeL42EQiMdCV8HpNqZxEIxOwk+Sxdz4y7Co45nVD9NPnngioRjTqLl39NO4etC59FwbT0Wk8u/xFX8oSBMHVJiWFQgGbm5uOjw+6IUC9MWBDKPXoR4ZdBUe87oLDKTjUzd2Du9g72B92NQJlmiY0TWs7MNK+Z2uvCpdMJqFpWn0XMHu99EwmUx/kKUkSFEWprxO9srLS8Z5ou/Ltcmq1GorFImRZrndjLy0tQVVVzM/Po1AoQBRFlMtlKIrCW2M9MGBDSHrgR4ddBUe2b3zFU7hylDBNGnumgf33arVaH7vRuINOKpXCyspKfWxJIpGor3Vun9t4L9c+bm1tDfPz81hZWcH6+nrHe6Kdyk8mkxAEAYqi1J9LFEWsrq7Wny+bzUJRlPrx9gYn/a6iN85CP01n0sSirdsuhdEt87rrbmGGK00qO5SSySRkWcbm5mbLCnV2CDcO3EwkEj3HnthdzZIk1YMVaL0n2qt8WZZRq9Wa1hxoDM+jawOIothxGiQdYguWXHMzBcfGcCU6JEkSVldXkUqlmgZiapoGQRCaQmtra8vRfVon032clJ9Op6GqKlRVhaZpTbMw7NHIpmnCMAzUarWuy9gSA5Yc8jqYiVNxiFqJolgPqoceeggAcPPmzabuYKD7QKVOO3d1Yppmz/IVRUE8HoeqqjAMo+lxXdextraGRCIBWZbHZg5vkBiw1JOXwUwn5iXMnf4Yg5Vcm46G92PJr7rZXa+6rtcD9vz583jqqadajrXn2x/lducuSZKwtta6dGlj+aIoYn5+HqVSqamL2TRNXLx4EZVKpf6c9hQgt0E/ScL7Tqah89pqPTEv4cy5zwZUKxp3fk2DCYtardYSkKIoQhAEbGxs4BOf+AR+//d/H7/4i7+IpaWllvukmqYhmUzWR/4CqN9zdUOW5a7l2xRFweXLl/HCCy/Uf2ZvdNIYpHb3cD9bdI47DnKiFrfM6/j2H/0Cblx/0kOXcAxzpz8WUM2IRodhGE3LIWaz2aaFH4rFInRdR6lUwuzsLACgXC5jY2MDhUIBpVKpKQxFUUQ6na6vsW4PMsrlcvXnsgNY1/X6vxvXau9Wvi2dTmN5ebnpS4EkSchkMshms/XzisVifVpQp+ebdBHLsqxhV2IS7ezsYHZ2FvF/ksTU8cOVm+49dQyx6BT+7aeGt2mA17mtQHjut+7t7eHZZ5/FpUuXEIuN5qpYYRTEdb19+zZeeOEFPPzwwzh27JgvZY6ag4MD7Ozs4NSpU4hG2eZxqtd7Z2trC/fffz9u3ryJU6dODaGG7CKmI7zMbQU4SpiI6CgG7ASz77G+ufN8PVQty124cjATEVF7DNgJ1U9XMHB4r/X0uc8yWImIOmDATiivXcEAW61ERE4wYCfUmzvPuz7nzGOfY6gSETnEIWsT6mD/DVfHn5iXGK5ERC4wYCfQqy8+4+p4zm0lInKPXcQTxslC/ZHI4RzHSDSG47OP8n4rEZEHDNgJ4iRco1P34j0/8c8HVCMiovHFgJ0Ah1Ny1mAd3Ol57PHZRwdQIyKi8ceAHXNu927lvVYifxiGgVwuh0KhAFEUoSgKgMMl/ABgcXER6XR6mFXsyV5XeGFhAcDhLkD2esj2xu6dXme1WkWtVsPKykp9vWPDMBCPx5u2uyuVShAEASsrK9ja2qrvV1upVAb6WoPAgB1jt8zrrsJ14WyS91qJfCKKYn1fVVEUkclkmh5XFAWpVArr6+uOyywUCr6GcqfydF3H5cuXceXKlaZdewzDQCqVatqkvdfrXFxchGEYyGQyME0Tq6urTceUSiXIstz0s0Qi4dtrHCaOIh5Tt8zruHH9ScfHcy1hosFSVRWmaaJQKDg+x+9WXafyLl68iFwu17IlXmML1SlFUeot4Vqt1hLo7fa6TaVSrp4jrNiCHUP2MohOMVwpTL79n/974GB/2NVoLzqFR37iX/pWXCqVQjabxac+1fv3r1AoYHNz07fn7lSeoigQRRGyLLc9T5blps3Ye7ED1DTNjpvHHyWKouNjw4wBO4YOBzQ5WwaR4Uqhc7DvetOJQYkc+Fve8vIyFEXBN7/5TXzwgx8EAOTz+frm6qIoIplMQtM0lMtlGIaBfD4PAE1dqu3OsR1tIafT6a7lHd2AvR03e75WKhVIkgRBEHqWa+sU7qOGATtmXn3xGUejhcOydyvRJLNbaF//+tfxwQ9+EKlUqmlQUCKRaGpN2vcyG3U6R5Ik5PN5bG1t1QckaZrWtMl6u/IMw6gPaurESQDa3d+bm5u4du1az+PHEQN2xDVuOed0+cNIdAaPfOBLAdeMiNwwDAOlUgnFYrH+s0QiAVVVoaqq63NyuRyy2Sy2t7frj6mqigsXLgT2GjY3N5tazEcHL00aBuwIskP11rbu+tzDbeaeCKBWROSWaZoAgIceegiapkEQhPo0FeBwSk/jiN2jup2zubkJQRCa7mM2BnEnkiShWq22fa5yuYxSqVQfrGS3jG1LS0uhn3o0SAzYEeJmwYhOuIcrUXjYg4zOnz+PZ555pmVwUbeuWMMwYJpmx3NKJedT9Ozy7LLanSvLclPZR8OVWnGazoh49cVncOP6k32FK7ebo5EQnUIkEgvlH0SnfH2pqqriqaeewuzsLM6fP9+2tWq3co/SdR2SJHU8R5Kktud2Kw9APTg7BfQ4jO4dFLZgR4DbBSPa4SISNCr8nAYTZvl8HqZp4jOf+Qx2dnYgyzKWlpaaBiEBb4/qtUcJA4etTUmSIIpi13OSySTy+XzTfdBu5dnK5TJSqRQEQWhqHZum2bXL2gt7+s44YsCOgO0bX+nrfE7FIRo8wzCgqio0TYMoivXpMFtbWzBNE4uLiyiXyzg4eHvuT7lcRjabRa1Wq881tYNTFMX6MoWNyyx2O6dYLCKbzdan8Tgpz36sUqkgm82iXC5jYWEBgiDANE2Uy+V6a7fxdW5ubtbv+66urvZs5ebzeVSrVRiGAU3TkM1mceHCBcdTeUZBxLIsa9iVmEQ7OzuYnZ1F/J8kMXX8cHu4e08dQyw6hX/7qStNx37nP/811xukR6fundit5vb29vDss8/i0qVLiMViw67O2Ajiut6+fRsvvPACHn74YRw7dsyXMkfNwcEBdnZ2cOrUKUSjvGvnVK/3ztbWFu6//37cvHkTp06dGkIN2YIdCU7D9cS8NJGBSkQURgzYkHv1xWe6Ps4FI4iIwokBG2JOBjdxwQgionBih3+I9RrcFJ26d0A1ISIitxiwIXXLvN5zpabjs48OqDZEROQWu4hDZjG2i2//0S84WlBi7vTHBlAjIiLyggEbIj9z8nV85OQbsA56T1fgwhE0TjhbkNwahfcMu4hD4r3H7yJx0vlcVy4cQeMgFoshEong1q1bw64KjZhbt24hEomEeq47W7AhIc/tOj72xLzU+yCiETA1NYXZ2Vn8+Z//OXZ3d3Hq1ClMT08jEokMu2oDc3BwgDt37uD27dtcaKIHy7Jw9+5d7OzsYGdnB4IgYGrK3/Wh/TQyAWuaJtbW1gAACwsLqFarSCQSfS2r5aXMIOoBAD924i6A3h8qkWiM915prDzwwAM4fvw4fvCDH2BnZ2fY1Rk4y7Lw5ptv4vjx4xP1xaIfU1NTeNe73oXZ2dlhV6WrkQhY0zQRj8dRLBabFqRWFAUbGxuetk3yUmYQ9QAOu4ed4KISNI4ikQgEQcDs7Cz29/dx966z34dxsbe3h6997Wv4qZ/6qVB3d4bF9PQ0pqamRuLLyEgEbCqVQjKZbAo14HCrp7m5OSQSia77JvpVZhD1AIC/fbr7vVcGK02CSCSC6elpTE+PxMeSb6ampnD37l0cO3aMATtmQt/hb++0oChK28eXl5ddtxy9lBlEPQDgLxy/i1ik+2i4Rz7wJYYrEdGICX3AqqoKAPWtlo5aXFyEpmmu9hP0UmYQ9QCAnxa6D27igCYiotEU+oDVdb3rvoJ24G1ubgZaZhD1AIAfubf7/SYOaCIiGk2hD1jDMOqbCLdjh55hGIGWGUQ9eolEZ9g1TEQ0okIfsLVarWvL0Q49N12zXsoMoh69nD73hG9lERHRYIV+uJ6fgdVPmf3WY3d3F7u7b99vvXnzJgDg1hsNXcSRCCIA9mOHE6dv7z+I21tbfT3vJNrb28Mbb7yBra0tjsr0Ea9rMHhdg1Gr1QAMd0nF0AesU1sBBJGXMjuds7a2hieffLLl55f+6r/vUtr9rp+fiIjetrW1NbQFKUIfsIIgOGo9LiwsBFpmv/VYXV3F448/Xv+3aZr44R/+YXzve98L/Woko2ZnZwdnz57FSy+9hFOnTg27OmOD1zUYvK7BuHnzJt797nd3HTsTtNAHbK+LY3cDdLs/6keZ/dZjZmYGMzMzLT+fnZ3lL1VATp06xWsbAF7XYPC6BmOY6zuHfpCTKIr18GrHblV2mp/qV5lB1IOIiMZX6ANWkqSuXbP2tBg3SxR6KTOIehAR0fgKfcCurKwAOFzooZ2NjQ3XoealTL/rMTMzg8997nNtu42pP7y2weB1DQavazDCcF0j1ghsC59IJCBJUtu1fiORCMrlcku42dvKdVqA30uZXs4hIqLJNBIB222bOEEQ2gZePp9HNpuFIAjY3t72pUwv5xAR0WQaiYAFDsPNDkwnG53ruo6LFy9ieXm5vlB/v2V6PYeIqJNSqcTPjzE1MgFLRDRuTNPE3NwcVFXF8vKyq+mGFH4MWBfs+7oAfGu9eikziHoMUxCvR9d1qKqKWq0GXdchiiJSqRTS6XTb4wuFAorFIhRFgSzLEAQBhmFA13Wsr69jdXW16bbAKPD7unq9Rny/dqbrOuLxuKNji8Vi/TnG8f1qUxQFqVSq7/EsofhstciR7e1tSxRFq1KpNP08nU5bmUxmYGUGUY9hCuL1qKpqqara9LNyuWwJgmCJomhtb2+3nJPL5SwALX8EQWip2ygI4rp6uUZ8v3ZXLBYtURStZDJppdPptn+SyaQlSVLTeeP2fq1Wq5aqqpYkSRYAq1wu91VeWD5bGbAOybLc8SILguDpDeGlzCDqMUx+v55qtWrlcrm2j1UqFQuAJctyy2O5XM5SVdXKZDL1D7ujIT1KgnifeLlGfL92l8lkrGq16vqYcXq/qqpqJZNJS1VVq1wu+xKwYflsZcA6UK1WLQAdfxHS6XTbD22/ywyiHsMUxOvJZDJtW6g2WZbbPmcul+t63igJ6n3i9hrx/dpbr5ZRpVJpG5zj9H5tZH8J7idgw/TZGvqFJsLAHoXcaRnExcVFaJrmaks7L2UGUY9hCuL1aJqGhx9+uOPG9/Z9qU4LhoyDsLxPwlIPvwTxehRF6fmcncYNUHth+mxlwDqg63rX0X32f8rm5magZQZRj2EK4vXMz8/DNM2R+dAOQljeJ2Gph1+CeD3d1i7PZrOcW+9BmD5bQ7+bThgYhtF1Nx37P6ZTq8mvMoOoxzAF8XrK5TIMw+j4wWWX1W2Epa7r2NzcxNLS0kiOxBzE+8TJNeL71Ttd17G4uOho2s6ov1/9FqbPVrZgHajVal3f6PZ/jJtWk5cyg6jHMAX1erq1CkqlEiRJanuMpmkoFAoAUO+WSyQS0DTN1fMPW5DvEzfXiO9X79bW1np2DY/L+9VvYfpsZQvWgSA+ALyUOSofRE4N+vXk83kAwJUrV1oeswO38UNNkiSoqorFxUVUKpWRaR0EdV3dXiO+X70plUo9t70cp/er38L02cqA9dHW1lYoygyiHsPkx+vRdb1+T6vdB0+nieSiKEKWZaRSKVSr1b7rESZur2tQ14jv12Zra2ttvwQ2msT3q98G8dnKLmIHBEFw9A1nYWEh0DKDqMcwDfL1pFIp5HI5ZDIZ1+dKkgTDMEbmXuEw3iftrhHfr+7ZqzH10/octfer38L02cqAdaDbzW/gsP8eQNc+fD/KDKIewzSo15NKpaAoiqdwBQ6H6AOjM7VnGO+TdteI71f3VFXt2T3cy6i9X/0Wps9WBqwDoijWL3A79jcfN78YXsoMoh7DNIjXk81mceHCha7hqihK/UNpHARxXb1cI75f3dM0ref54/Z+9VuYPlsZsA5IktS1+8DuinGzOLWXMoOoxzAF/XoKhQIWFhbahmvj825ubsIwjI51sX8+KoNGgriuXq4R36/u9ZqPCYzf+9VvYfpsZcA6sLKyAqBzl8vGxobrC++lzCDqMUxBvp5SqQTTNNuGq2EYTVMZZFmGZVkdP9g2NjYgCMLItLSCuK5erhHfr+7Y5fbqrhy396vfQvXZ6npxxQnVbSFodFg7c3t728pkMh3X1fRSppdzwiyI61qpVDou+G9Zh4uLN6452mm9V8t6e43SYrHY7WWEjt/X1es14vu19/vVZi90n06nux43ju9Xm9O1iEfls5UB65CXrYzsLaUEQfCtTG7/1f26VqtVSxTFrlt/tTsvl8u1hHK1WrUEQeB1bXjc7TXi+7X3dbWpqmoBcHRdxu39aisWi46+IIzKZys3XHfBNE1ks1kIguBoM15d13Hx4kUsLy/XF5Put0yv54SZn9d1cXGx5/QEURTbzhHUNA3FYhG1Wg2maUIQhJHeuDqI96uXa8T3a+/r2njclStXHF2bcXm/lkolqKraMrVIFEWIoohUKtWyqtWofLYyYImIiALAQU5EREQBYMASEREFgAFLREQUAAYsERFRABiwREREAWDAEhERBYABS0REFAAGLBERUQAYsERERAFgwBIREQWAAUtERBSA6WFXgIj6k8/noaoqarVa/WdLS0tNx9RqtZZNELa3t+t/LxQKUFW1vh+mIAhNZdhlz8/PI5FItN1nt1cZNkmSsLq62nNjcaKR52kPHiIKnUwmYwHouhdutVq1ksmkBcDa3t5uedzeBqzbfqOyLLfd1stpGaqqjvy2akROsIuYaEwsLi4CQNeWoSiKKBaLEEWx7bZ+oigCOGypdjq/XC4DAC5evAjTNF2XkU6nUSwWkc/noShKx7oSjToGLNEEymazTV3KbuVyufremV7IsgxZllEoFOpdykTjhgFLNIFkWe65MX03ditV0zTPZdgbg/dTBlGYMWCJJpAoim27dwfJfn4OdqJxxYAlmgClUqmlxZpMJj2XZ5cly7LnMuyW6/LysucyiMKMAUs0Adrdb7W7eb1YW1uDIAjI5XKezi8UCjAMA+VymS1YGlucB0s05kzThKqqfbU2GymKAsMwcO3aNVfhaJomNjc3oaoqAKBarfYV8kRhx4AlGjO5XA7FYhHA2wtMuL3fqqoqNjY26v82TbPeCr5w4ULTIhWdrK+vN3VLb2xsQNd1KIrSdqEKonHDgCUaM9lsFul0GsDbrcZUKuWqjFQqVS/Dq5WVlbb3ebPZLBYXF1GpVNg9TGON92CJxpggCJBlGaurq8OuSl0ul4MgCIjH48OuClGgGLBEEyBs9zqXlpZgGAYXmaCxxoAlmgCyLIcqZO2u4c3NzeFWhChADFiiCRC2e50LCwsADkcSE40rBiwRDZwd+P0s10gUdgxYIvKVPZ2n22YC9j6xR+/B5vP54CpGNGAMWKIxYc917WeNYbtF6aXr1jRN6Lpe386uXC5D1/W29ZEkCZIkNc3RNU0zdF3ZRP2IWJZlDbsSRORdPp+vL+pgh5UoivW9X52EVqFQgKqq9TIEQYAoilhZWXG8KESpVGpanMJ24cKFjuse26tCpVIpmKbJBShorDBgiYiIAsAuYiIiogAwYImIiALAgCUiIgoAA5aIiCgADFgiIqIAMGCJiIgCwIAlIiIKAAOWiIgoAAxYIiKiADBgiYiIAsCAJSIiCgADloiIKAAMWCIiogAwYImIiALw/wMTg4ibt5JTrQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-3-25\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " legend_sort_indices=[1],\n", + " legend_sort_reverse=True,\n", + " sortby=\"mid\",\n", + " special_color_map=color_map,\n", + " legend_loc=\"lower right\",\n", + " title=f\"{namefilter}\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('cxiy1v63#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('jtkisfd7#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('rzrpza5t#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('g2cs5tvw#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('62luh543#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('llq7qgr4#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('cxiy1v63#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('jtkisfd7#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('rzrpza5t#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('g2cs5tvw#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('62luh543#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('llq7qgr4#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-1-25\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " legend_sort_indices=[1],\n", + " legend_sort_reverse=True,\n", + " sortby=\"mid\",\n", + " special_color_map=color_map,\n", + " legend_loc=\"lower right\",\n", + " title=f\"{namefilter}\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('cxiy1v63#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('jtkisfd7#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('rzrpza5t#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('g2cs5tvw#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('62luh543#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('llq7qgr4#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('cxiy1v63#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('jtkisfd7#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('rzrpza5t#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('g2cs5tvw#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('62luh543#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('llq7qgr4#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-3-10\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " legend_sort_indices=[1],\n", + " legend_sort_reverse=True,\n", + " sortby=\"mid\",\n", + " special_color_map=color_map,\n", + " legend_loc=\"lower right\",\n", + " title=f\"{namefilter}\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('cxiy1v63#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('jtkisfd7#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('rzrpza5t#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('g2cs5tvw#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('62luh543#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('llq7qgr4#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('cxiy1v63#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('jtkisfd7#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('rzrpza5t#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('g2cs5tvw#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('62luh543#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('llq7qgr4#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"CP-1-10\\\\%\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " legend_sort_indices=[1],\n", + " legend_sort_reverse=True,\n", + " sortby=\"mid\",\n", + " special_color_map=color_map,\n", + " legend_loc=\"lower right\",\n", + " title=f\"{namefilter}\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('cxiy1v63#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('jtkisfd7#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('rzrpza5t#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('g2cs5tvw#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('62luh543#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('llq7qgr4#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('cxiy1v63#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('jtkisfd7#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('rzrpza5t#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('g2cs5tvw#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('62luh543#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('llq7qgr4#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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ui9PLA4POVU+rUsfpIl3+iGFgWAwFoFNr8bHLboOKU0GjUuPytgtwcet2aDhN2nMxSWkJhsLwjJ1YDqiHDmP48PGMlspL5J07NuHGiwKYnVRmFieAAiypUIwxhFgYPb/8fxidOha1LRgO5S2wAgB7UwP27QYgs+mjMuNiBgYxxgCOg1aliQykvf7LF0N1rmkQDodx/NgxXLzLgC0drdDWLn98NOsacfkaA9bUJl/WkVSOcd8U3AdHceDQYTzxxhFMzS/ktfx37tiExz7fDd9b9ryWm28UYEnFWAoF8MTYEPp+/72CnZPNcmD/3AAUMxc5x6FKtZyQQMWpoFoVWWsbdFiz6fwUnTWbm9Bhugjv/+w10GiiR7tSAg8Sz+ziEp5+axzug6P47aFRvH1avlbll//oWnz11utRpVFDuW3XZRRgSUVYCC7ii4N9eHsy/qT0TLEwgEMasINaYDbJiF1PFapCWnCawo/q5cBBda7/9tJrtkZtq67V4orrtuOPPm5E28bU818JWSkcZnjl2CnsP3gYBw4dxu+FowiE5MnOpW9rxkIwiPdebsD//cANaK2vleU8cqAAS8oaYwzPH38Fe558MH9lhgH2H3XA76uiXufOtQ41KnVUcEORHi02r2vAnV9+Dz5017uKUwFSVk75Z3Dg0GG4D47iiTeO4Mx0/tbJXamxWoebLt6GWy7dgd2X7MDW1tL9AkgBlpQlxhh++vYB/MsLj+S/8N/qIsFVq9ZAzanPB9MCMrxjA77wzQ9BVxPbXaur0WLDjpa0ViUhJJ6FQBDPCUex/9yz1FeOybNijYrj0L5tA3ZfugO3XLID7ds2QKMujwFvFGBJWQmFw/jXFx6Ba+o30HjiJ09PB1sC8JRuuQt45vw/do5xqD5WC05b2MB197/egSuv3w7u3ICjlvUNUc9HCckVYwxvnpqIzEl9+q1xzAfkyYa0ubkRt1yyA7sv3Y73XLQNzXXlmcWKAiwpG/7FGXz40S8hl3XPWBi4YeEaPH/PkXOt0vOBNN8hdftl6/DO9ybOEFTfXIurb9TDcOUGaokSWUzOzuOJN45g/6HlVurRHOakJlOj1eKGC7dg96V63HLJdly4rjJ6VyjAkrLAGFsOrpketwTAq0HzRDNaZ1px9GdTGMbRhCnv8qWhuQb/+Ku7UNtQekuGkdIVDIUxfPg49h8axW8PHoZn7ERe5qTGc+Xmdbjlku245ZIdeJd+E3Taygs3lfeOSUlbCC7CdWgQ33/5xwCAKtXyLbwUjl1pAwBYALGrqL2lAftNDXBQg2qNDipOhQUAx+AHl/d2aqzmdQ34u32fpOBKCuLIhLjc7XtwFE+8eQTTC/JMyF7TUIebL9kO06U7cNPF27CukdJMUoAlJWP4xKv4yoFvRr0WL7AyBuBXtQgP1wAnErdEdeeCa75U12rxF9/+aNJ9NmxvgeGqjVCXySAOojwzC0v43Vtj51qpo/CeyV/SlJWqNGpcq9+Mmy/Zjt2X7sAVG9dGkpIUyuzkiwU9X6YowBLFedN3GM8dexknZs6v9fjr0WfSXqOG/bgW3G8Stw6r8xxYJf/1ei/qm8pzsAZRrnCY4eWjpyLdvs+PHpNtTupF61ojrdR3X7AVtbriJRwJLsnzxSGfKMCSomCM4ej0Kbw9OYYnx4YxE5hDjUaHp4++kFu5SwCeiA2uapUaVWpt3ruAVWoVLt21Bfc81EnBlRTMCXEaB944Nyf10BFMzM7Jcp6mmmrcfG5O6i2XbMeWFuXMSZ2bej3FHsXvJaIASwruW0P/jcfe+q08hR9Vx6QlzNdC1r0PW3DBlRujXmtZ34C6RnqWSuQRDIVx/6+fxStHT8N/7tnp2Zk5HDxxVpbzqTgOu7ZvPNdK1cO4bb1iF2EIB5Mnuqiq3VygmiRGAZYU1N8+/V0cGBvKa5nsTQ3Yf9cB8xwwFd1C1WmqEhyVHpVahb/454/AeMsFaF3fmFNZhKQSCofxP394FT/xHIL74GhBzrmluRG7L9Nj9yXLc1KbasvjC6NKXfwF7inAEtkFQkG8PuHFU2PDOQdXFsZyK/WIBpjjwB5d2To9H1xVAKrU2oyn27z/M9egaU0dWtY1YOdNBmzUt+ZUX0LStRQM4UPfegTDR47Lep7aKi1uvHDrcirCS3fAsKa57OakNm+8rdhVAEABlsgkGA7hH559GAfG/pC3MtksB/ZVPmrZN7VKDZ06tpUaDAahjrOgdlPb+UW3tToNLn/XNny4510xyfAJKaQQY9jY+y3Zyr9q87pIbt9rdmws/zmpnDLenzJqQcrGbGAeD3n24ufep/JSHnumCuxpHXBYA6waGJnpaOB33XoJvv6jT+SlXoTkYiEQxAtjJ/GsdxzPvj2OX73yFjSa/H0cr2usj5qTuqahLvVBJO8owJK8eWNiFH/667/LW3nsgA54pB5Vas1ySuFzd2vUSjUZuMhY/EEPpPIwxuCbncfIkRN41nsUz3mPYmTsBJaC+ZtKo9NocJ3h/JzUyzeuKbtu31JEAZbkxcEJAX/2629kdSw7rAZe0WLtzFpsalgLrUoDFafCiz8/nLeenrrGatzwkSvyUxgh58wsLOHQybM45Z/FyakZnJ6exSn/LE77l/8+6V9+LZ/BVHLJ+rZIK/X6C7agpqp4c1JJfBRgSc6eGhvG15/+16yOZc9UgfuvBlSrdZhGEIdwfoBHPr5/cxwHw5Ub8MVvfgibL2jLQ4mkkoXDDEcn/Xhx/CQ++f3HCn7+xz7fjZa6amzkGyq+2ze4JBa7CilRgCVZOT59Gt8e+RGeO/5yxseyF7VgL1YBb2vAndHkPJVmtf7HPwvPy3/ATTffhJY1DWhors1r+aT8McZwbHIah06excETZ3Hw5FkcPH4Wh06exdySPEu4JfKHr30WF6xtUex81GKZGNtX7CqkRAGWZOz/+8X/xejUsbT2ZYsA3tICs9zytJr/qYVapYGa46BWqcFpcm+nfvTPrkdjSw2uutGAi9s3IRQKQTj9MjbuaIFWS91mJDHGGE5OzeDQyYnlQHribCSoypUUPxNDX/sTXLSepoqtFg4V/3eTDgqwJKmZpTnc//y/4alxD5p1DZhcnE77WPakDuyHy63HKk0VNJwayGO8++Rf7cbH7rkpZjBHSKY8rKR0McZwZnouKoAeOtcyFecWil09AEBdlRbv1G9Cx/aNuGbHJlxn2Iw6XX57d8qF7+hPk26vqt24etJBUVCAJQkdOPIH/O0zD0V+nlycXk70cEQNvK0FVvSUsTe0wMFzt1M1gHOfWYnmqebib/d9CrvMF+W1TFI+Js6lElwOphPLgfTEWdny9WZrbUMdrjNsxjXbNyJwXIDV8lHUVBc/+1ApSNU9XMdfDX/yTIoFQQGWxPXEkSHc+ysHcLAKbFy9vKZqgAMOpPEBIDUIOC6vwVVXo8Vdf38rBVcSZSkYwqMjBzH4uoDfC0dxXEy/l6UQOI5DW30tNjTV48rN63CtYROuM2zBjjYeHMchEAjg8cdPQENLGKYlsJg6D7O2ug2YnShAbZKjAEuiPHP0Bfz1U98GG1eD/VMTMJPdM1KNSoMqdfb9wV9xWlBbdz441zZW45JdW1Clo1uWLI/m/cUrb+EnLxzCoyMHi10dAMBGvgGfffdOrGusW/GnHm31tRQ882hOfCXp9pbNHy5QTVKjTysCAPi18Azue+77AJYXLGffrc86uGa73qpKxeHiji346ve6sHYLn9W5SfmbmlvAnc4f41nveFHO31JXg0s3tOGS9W24dEMbLtu4Bu/csYmCaIGkmp7TurW7MBVJAwXYCvS78RHsPfgraFRqcODw4uk3onc4pQLOZvZhodPooOK4rNZb/dt9n0Lrhkas2dRIU2pIQowxjPmmcOX/cxTkfE011cuBdEMbLj0XTC/d0IY1DbWUJUnBVHke85ELCrAV5HHvU7j/+R+k3vGF9G/QTLuCL7x6E/RXbkDrugaY/ngnNmxvSftYUpkOnxXxoPt5/OY1L47J8Hy1Xld1PpCuCKbrm+opkJaYli23F7sKUSjAVgDGGB5+yYX/ef2Xqfc9pAH7SfIFymu01Rm3VGsbdPjOk5/Hhh0UUElic4sBjE9O4ejkNMZ8U9j/+ih+9vKbeSm7RquNDqTngumm5gYKpCWEhRMn+lCplDUKmwJsGQuGQ/CcfB22J/4prf3ZSRXYNxsSbuc4Djq1Liq4dpguxBXXbY/8rKvR4oprt0P/jvVQUeYZsgJjDGdn5jDu82N80r/8t28KR6X/nvTDNzufl3PVVmnxwasuOh9IN7RhS3MTVCoKpKWuFDI4SSjAlgnGGN6eHMPIydfxC++TODp9OvMyvt6UcFuVumr5mS3H4RuPfhqX7NqC2nplfVskxbUUDOG4OH0uWE5FguZR6e9JPxYCQVnrUKPV4rHPd+FdBlo5qRwFFjL/XCsmCrBl4PSsD90/vSejY9gxNTBUBbZ47hv9K9rlua4rcJwKOrU2akTwV7/fBePNF+RaZVKC/POLGJtewK9fE3DcP4ujK4LnuG8KJ/2zYIylLkgmv/6Lj+OaHZuolVrGTnn/Lel2dVXiRkIxVGyAdblc6OzsLHY1cnZy5iw+9r+9ae/PGMC+wgP+xB9CKk6FKnUVVKueS13SsQXXffCybKtKFCwcZjjpn8HRST/GfMvPQMd9fhz1TUW6c/0LiwgGg9A8f7jY1Y2ordLC+p527Ln1eui0FftxVjEWZw8n3V7HX1mYiqSpIu9IURRhsVjgcDjQ1dUFnueLXaWsTC1MZx5cP98MrOql02l0556qcjFBdaX7f/kn0GjUWdWVFNf8UgDHpO7bc0FzzOfHsXMB9bg4g0AJ5XDWtzXj72+/Ge++YCsaa+hRRaXgVMlnOGir1xaoJukpmQAriiL6+voAAK2trfB6vTCbzVm1QgVBAABYrVZYrdak+w4MDETO4XQ6MTAwAKvVCpPJBJ7nIQgCPB4P9u7diz179sBoNGZcn2wEw0F8/jd/n/b+jAF4rCYquGYyxeax41+n4KpQjDFMzi1g3DeFMZ8/0go9dm4k7tHJaZyZVkBi1jzQtzXDdut1uPOaK4pdFaIwmy77arGrEKMkAqwoimhvb8fAwEBUALNarRgaGoLdbs+oPEEQoNfrYTQa0dISf9qIz+eDIAhRAVwURbjdbrjd7qh9eZ7H/v37CxZcAeDQxGEcm0n9wJ+FAYypgZeqwH5ZHXldp9FBnWa2pb3ev4KuhpZ9K5ZgKIwTU9NRwfPo5DTGJ6bO/ezHfKCwa5TKpUarxZaWRmxpbsTmlsbIf29paTr3dyNNqSFxVdfri12FGCURYC0WCzo7O2MCmMPhQHNzM8xmM0wmU9rlDQ0NYXBwEHp94l+IzWaLG7gdDge8Xi8EQUBLSwva29vR09OT/pvJky8O/kPKfdgRNdi3GyLPWzUqDTQqdUZpDD9773vR2ELZlQrhqM+P37wuRLVEj076cVycRriIg4fyaU1DHTY3N2BrSxM2nft7c3MjtrY0YnNzI1rqaiiAkrKh+AArCALcbjccjvjp0bq6umC32zMKsACSBlePxwODwRB3HyU8sx068WrS7SwI4DUttA+1QK1SgdNm94HV8/e34qN/dn1Wx5LkvKd9eOKNIxg9K+LopB+/PXQYU/PKWJc0WxqVKipoRrU+WxqxiW9ATRX1hJDKofgAKwXWRAHRYDDA6XRCFMW0A1+q564OhyNhQFeCfQd/nXAbEzmw/kbUTNWCy2C6gvnjRlz2zq0AgKaWOrzj3dtR35Q8oxNJLRxmeOnoSTz15hhO+mfwrweGi12lrDVW61AHDd6h34qtrTy2tDRGWqObmxuxrrEOakouQkiE4gOsx+NJGjilwDs8PJx2KzabrmGl8M1PYfjkazGvs8NqsJ/UAgc1qFJXZRRc33PHlbj7O8rK4VnKphcW8cLYSQwfPoF7f/ZksauTFo7jsKGpPtLy3NzcGHnmKbVCazQqPP7447jtttug1VJLlJBUFB9gpWediUjBVxoZnAupazidlrDH48Hw8DA6OjoKOrgp3rNXdkwN9k8NwLz0rDX90b4cx+HzD3wwb/WrNIuBIF49fgYjR05g5MgJvHDkBN487StqwoV4qrWaFUGzKarlubW1ERuaGlCVYpR4oEwGUpHSFQpMFbsKGVF8gPX5fElbnFLwFUUx53P19fVhYGAg6T5utxs+nw8dHR3o6emBx+OB2WyGzWZL2oJeXFzE4uJi5Ge/3w9g+UMr3Q+uQCiI43FSILJnqiLBVadJf04gp+Lw5X/9KKrrNGX14Sm9l3y8p6ffHsdjL76B4+JMzLZT/hm8fuIsAqFwzufJVUtdDTbzDZFnndLfW1sasYlvRFt9isFDLIxAIPn7yOd1JefRdU1POLSIUDDxdLNAMAimOn8NlXA9FR9g8xE40+FyuZIGcuB81/LKUcNGoxEOhwMGgwEjIyMJW7N9fX249957Y14/cOAAamvTG6U7E15AMBiby5V74/yvkYXCCCL5B6V+VwvW6eux7SoeM9XjePzx4ixcLbfBwcG092WMYWIhgPHpRYzNLGBsegG/P6GMb8tqjkNztQZt1VVoq9GirVq7/HeNFq3nXtNFLfY9D8zOA7OncPwYcDzP9cnkupL00XVNrlYzjg21iXNZ79+/HyF2/rN0bm6uENVKSvEBNl0TExM5Hd/X14eHH3446T6Jklro9XqYTCZYLBZ4vd64++zZswd333135Ge/348tW7bg5ptvRmtra8r6+ZdmYXvym9Boon9l7Bkd2Pjya1q1BhpV4l9pVbUGX/vPO7HzJkPK85WyQCCAwcFBmM3muM8KpxcW8fqJs3j9+FkcPHkWrx0/i4MnzsK/sBi13+prXQgtdTV4546NuPni7bh8Yxs28Q3Y0FSviMFDqa4ryQ5d1/T4xvdi8ljif5Nm821Qac4H2FxjQj4oPsDyPJ9WKzadIJWIlI0pl2epRqMRbrc7ksRiNZ1OB50utvtWq9Wm/Ec1vTSLPU89CK94FFjRzcde14D9V935slSJy/n//t97Yf7jneDX1KfzdsoCp1LDe3YKrx4/jdePn8Vrx07jteNnMD7pL3bVIq4zbEHPjcbIwKK1DXWKT1afzj1LMkfXNTkVx5KuQq2riU70r4RrqfgAm2yAE7D8jBZATnNTHQ5Hyu7hVAyG5Vahx+PJuazVfiU8g7cmx2JeZ3/QRVbASfR8bedNBvz5tz6CdVub81onJfOMncQ/eo7gTw58G0sKy69788Xb8b4rLoB+DY/rL9iCOl3y3KqEkNTqWtqLXYW4FB9g9Xo9hocTzx2UWre5BDW3253yeKvVCrfbnbALWE4/fPVnMa8xBuDZ8x/O8bIzcRyHPf/WjYbmysnENPi6gM7vDiyv+lKELl7JRetasXPrerRv24D2bRtwxaa1qKbVXgiRRX1L4WZyZELx/+KlrtdEpOk5mWZyWsnj8aRcNGB4eBiCICRMaCEF+nxP2VkILmFqKc7IufHoKRXxkvZfcNXGigquc4sBdH43+ShwOWxuboRx63oYt22AcesG7Ny6nlZ4IYQoP8B2d3ejv78/4TPSoaGhnIMrkLor2mQyYWRkJOH2oaEh8Dyf9+7hV8+8GfMaCwHsG42RnzUqDbg4Tyf+4tsfzWtdlCwcZrj9X/fJUvbm5uVrfes7LsAHrrwQmnMDjjQqFXas4bGusXKeaxNC0qf4AGs0GmEymbB37964AdblcsUd3i4tb5dqIQDpGW4q3d3dcDqdcRP7C4IAl8uVcg5tNo7PnIl98dnzraNES879x8v3YO0WPu/1URL//CJePXYaj734BhxPJv7yk66Gah0u37gGl21cg8vP/blsQxuaaqtTH0wIIasoPsACy2uytre3o7u7O2a5ut7e3rgB1Ol0or+/H06nE5OTkwnLlrqYUw2Skrqq+/v70dt7fpFzQRDQ3t6O3t7erNamTWQ+sICfv/0k/vWFvTHb2NPnA2y84FrXVF3WwXUhEMTn/usXeOzFN7JaZUajUuHCdS1RgfTyjWuwuZmWQiOE5E9JBFie5zEyMgKbzQae59NacF1aEL2rqytp2R0dHeB5Hrt27UpZj97eXrjdblitVvh8vsjz2HyvBTsfWMCeJx/ES6fjdA8HAYwuP39VJ0iJ+KUHP5y3uijRh7+zF88JRzM65r2XG3BH+6W4bEMbLlrXCh0NOCKEyKxkPmV4ns9ohRuj0Zi05ZrpfhKTyZTTM990DB7+fdzgCgAQzv/KErW2rr6xvBJJhMJhvHrsNH731jh+8MyLeOt0et36ks9cfzUevPO9MtWOEFIIU6dKY+GMlUomwFYSxwuxg3UYA3BcDfaD84kl4k3N+fqPPlHyC6SHwwyvHj+Np98ax+/eOoJn3j6a9Vqpt1yyHf/YZc5zDQkhhcRYGKGAWOxqZIwCrMI8fdSDuWB0yj4WANjnYxNFqOME2HfdeolsdZNLOMzw+okz+N1bY3j6rTE8/fY4xLn8LD7+6Oe6FJ8ZiRCS3NJcinzpXPoriBUSBViFsf/++1E/s3D84Fqt0cVMzbnqxvxOEZJLOMxw8MQZPP32OH735nJAnZybz+s5Lm6uxc/u+QwFV0LKQDiU/POhpuGiAtUkMxRgFeSJI0OYCZy/kVgYYPc1xuxXo62OO+/1qhuUF2Cn5hbgPTOJYDiMF8dPLbdQ3xrHxGz+V7porq3Bl3Zfgz/edRmef+oA1jbUpT6IEKJ4CzOjSbdX1W4pUE0yQwFWIaaXZnHvM9+NfvEPVcDhlV0fHGq1iedkXv6ubfJULgsvjp3Ee+7/j4Kd7/v/54PobL8MgDLWgSSE5M/ksdh0sZKaxosVO72OAqwCLIUC+JDrizGvs9ei57hq1cl/XZdeU7xvcYwxvDR+Cq6Rg3hk6DWcmU68MHI+1OmqYNy6HjddvB1/dlMHanXFXzmDECKPwMLphNtUauX2VFGAVYAnxobib/BHD2LSJlnr9cdH/wbaqsL+OoOhMIYPH8fPXn4Tv37Vm/H0mUzUVmlxrX4zbrhoK264cCuu3rIeGnXx10glhMgrFEz+OKm64YIC1SRzFGAVYPjEq/E3HDz/66lSxy5r9nHbLbjpjndg0wVtBe0imV8K4EH387jvl8/Ido4arRbXGjbh3RduxY0XbsPVW9ZBq1HmSEFCiHxmfZ6k2xvX3lCgmmSOAqwCzAZip6Qw8XzAVHEqaFZlbbL23YaP/Ol1stUpGArj16958ccP/xgAIgnug+GwLOer0WrxLv1yQL3hwq3YuXU9qiigElLx5v2Hkm7X6tYUqCaZowCrAMFwnEXB3zz/TLFaE7v02RXXbpetPguBID7ynb34/Yp0hPkOrNVaDd6l34TrL9iKGy/cCuO2DRRQCSExGAsm3c4leXRWbMqtWQX5w4lXYl+cX27B6uIEVwDYdunavNZhZmEJLx89hZePnobt0cTr7+bqr257N264cCvat22gfMCEkJw0rru52FVIij7hiuzsXGweZBYG2A+TpzvMZUDT/FIAzwnH8NLRU3h5/BReHD8J4awIlsXKNOmo1mrwzx97H7p3XS5L+YSQylTXfHWxq5AUBdgiO+Q7HPviH84PaIo3dCmXZ6/Opzz4h188nffMSZLNzY347Lt34jrDZrQ11KJGq8Gm5thkGYQQUu4owBZZvOev7OD556/xEvpzWab/+/lLb+IrA7GL0+fLD//ko/jAVcpMWUYIIYVGAVaJ/Mnnd+64fF3GRTLG8PHv/STbGkWpPvfsdE19Lep0VXik53bsWBObL5kQQioZBVgF0yQYHWe8JbOJ1fNLAaz/8jdzrs+Xdl+Dv/uIsgcVEEKIUlAqnBJz1zduRev69J9pDo0ezzm4chyHT193Fe790E05lUMIIZWEWrBKlCRX/SUd6ecbfvXYaZi++V9p7ctxHC5c24IrN6/DVVvWYXtrE1QcB51Wg45tG9BcV5P2eQkhJF+mTh0odhWyRgFWYRgD8GZ+fi3fHHwurf0+eOVFcH7qA5QwnxCiKCwcAFicRDwlggKs0pzJrteeMYYXx0/ieeE4ho8cx8jhExDOxs6xXe1Lu6/B3374JsUu90QIqVwL096k2zmFP+WkAKsw7KH6pNur62KT/r927DQ+99+P46WjpzI6180Xb6dBS4QQxQqFki97Wd1gKFBNskMBVkGYTwUcTZ6Pd3WKxJmFJdzp/DHGfFMZnevGC7fhsS90Z1xHQghRCm11flPG5puy29cVhIUB1t+QdJ/mdQ1Qr1oD9em3xzIOrgDw2Be6Mj6GEEKUoq7FWOwqpEQBVimOqgFf8l/HX/1bbIvz1WNnMj7V/7n+aqhV9KsnhJQulTp5vnYlKNin7P3334/vfe97hTpdyWG/qk65z2Xv2hr188mpGfzdz59K+xwcx+GjOy+B/Y7dGdePEEJIZgr2DPYrX/kKpqam8MADD+Cee+4p1GlLx3Ds4KWVPvpn10O1otV51OeH+Z/+O2Wxl29cA+O2DWjftgHvuWgb9JTSkBBCCqKgg5yamprA83whT1kSUqwnDAD4uC16tO8XfvRLHBenkx7zxFc+hZ1bN+RSNUIIKZrZyZeKXYWcZNVF/OKLL+KBBx7A9773Pfj9/rSP8/v9GBgYyOaU5S2cfPM9D3WirvF8F/L8UgBPvz2e9JibL95OwZUQUtLE448Xuwo5ybgF+7nPfQ5OpzPy85/+6Z9icHAQN98c3cJ68cUXMTw8DK/XC0EQ4PF4IAgCenp6cq91hbnuA5dF/Xx2Zg6BUOLsJnxtNb7Z/UdyV4sQQmTDwklyxgLgVMrPPJdRgP3qV78Kh8MBk8kEo9EIURQxODgIk8kEQRCwbds2+P1+tLe3QxAEAMsZhiRGoxHf/e538/sOysFS4ixKao0KNauSS1zx9YeSFjfwp530rJUQUtKOH3ow6fbaxksLU5EcpB1gp6am4HQ64Xa7ccstt0Rtczqd6O3txd69e2E0GsHzPO666y7wPI/W1lbwPI+Ojg7s3Lkz72+gLCQZ4FTPRyfZdzw5krSoGy7cimt2bMpLtQghpBgCC2cxM/F80n3qW68pUG2yl3aAve+++2C322OCKwD09PTA7XbjgQceQGdnJ+677768VrLcsSTJ/Rfnz3eTzC8F0OtyJy3rvZcrO3UYIYSkcvLN76TcR61NnlZWCdIOsB6PB319fQm39/T04HOf+xzeeuutvFSsoiRpwa5Mwu8aOZiyqM++m3oJCCGlbW7q1aTb69veVaCa5CZviSZ27dpFXcBZ8Lz1RtLtf/Tx8+nA/vfF5Ptesr6NlpwjhJS0cGgx5T4tmz8if0XyIG8BtqmpCbt27cpXcRXjyZ8nn+f1njuuBACIcwv4zetC0n0P3POpvNWLEEKKgYWXkm5v2/7HqGm4oEC1yU3aAXblaOBEUq0pOjU1hR//+MfpnrIisEdrkm43XLkBC4Egttm+lXS/n33xTmq9EkJK3ok3/yXp9pZNHyxQTXKXdoDNx4LcgiBgaGgo53IqhYrjUKXT4L5fPpN0v3pdFY0cJoSUvHn/Icz6hhNuV6lrS2L+qyTtQU5DQ0P4/ve/j+bmxPMrh4aGErZQfT4fBgcHodfrM69lhfrkN3ZjfimAfxp8Lul+X9p9Daq1tLQvIaS0jb3010m3c6rS+pxLu7aiKKbMwsQYg8vlSriN4zj09vZmVsMKpVap8d4Pd+C9//TDlPvebS6NEXWEEJJIKDiXch9+460FqEn+ZPR14L777su6BSq1YEl6NCoN1m7h8dLRU0n3+7uP3AytRl2gWhFCiDzCaQTY1i2dBahJ/qQdYI1GI77yla/kdLKOjg7s27cvpzIqRW1TFcS5hZT7fWm38rOZEEJIKjO+5FnqNl765byMBSqktAc5Wa3WnE+m1+vR0dGRczmVgAEpp+V8+2PvK0xlCCFEZjNnf590e0PbtQWqSf6k3YK96667cj5ZU1MT7rjjjqyOFUUxkkmqtbUVXq8XZrMZnZ3ZdRk4nU4MDAzAarXCZDKB5/nIqj979+7Fnj17YDQaY47Ldz1WYwCOXqrD0CUqPPGfP0+676euuyov5ySEkGILBWcSbtPWbCxgTfKnJIZkiaKI9vZ2DAwMRAU9q9WKoaEh2O32rMp0u91wu6Nz+/I8j/379ycMrvmux2rHL6rC+OXV4Dgg2WD0i9e15nwuQghRDC5xh2oprJwTT8YB1u/3w2azRQKT2WzGfffdh8bGxrxXTmKxWNDZ2RkT9BwOB5qbm2E2m2EymTIu1+FwRNarbWlpQXt7e9KR0nLVY6UTF+rS2u8aPc17JYRUhuZNtxW7ClnJKMC+8MILMJlMmJycjLzm9Xqxb98+7N+/H1ddlf8uS0EQ4Ha74XA44m7v6uqC3W7PKrB1dXWB5/mi10OypOOwVJP6sXhLXQ3+0vTOrM9DCCGlhFMlXhBFyTLKRWyxWNDc3IyBgQGMjIxgZGQE+/btw7Zt2+IuY5cPUkBLND3IYDDA7XZDFEVZzl/IepzZmjpDiWFNMx77fBcMa1uyPg8hhBD5pR1g77//fuj1erz99tu44447sHPnTuzcuROdnZ0YGRlBZ2cnHnjggbxX0OPxJG1lSgFveDhxeq1Sqcd0W/IOhU9fdxWetn0GV21Zn/U5CCFEiRZnks+aKEVpB1i32w2n05lwu8PhkCXPsPR8NBEp6AlC9r8cj8cDp9MJj8dT1HqEU/w2/vlj76OE/oSQsjMxFj8DYKlL+xmsz+fD9u3bk+6Tzoo7mfL5fEmzR0lBL5uuWbfbDZ/Ph46ODvT09MDj8cBsNsNms8U8S821HouLi1hcPL/Ood/vz6iuf2m6BoFAIKNjKpV0neh65RddV3lU+nUNh5dw5sgjSfcJBoPgMrw+SrieaQfYdIJnshZetuR6tioFy5Wjho1GIxwOBwwGA0ZGRqJGC+daj76+Ptx7770xr7NzfwBA3HC+dcrY8k0lqfGdwOOPP55THSoNpeaUB11XeVTqdV1b/RQaqoJJ9/ntgacRYrUZlTs3lzr1otzSDrDpBM90R+TKYWJiIqP9EyWG0Ov1MJlMsFgs8Hq9eavHnj17cPfdd0d+9vv92LJlCzgAHIDQqnTCHAdoNOd/Pddeey2uNWzOuD6VKBAIYHBwEGazGVotdannC11XeVT6dfU+919IFoq0unV477szT+STaUyQQ9oBNp0ckOns88ADD+Cee+5J97TgeT6t1mNra/4SLxiNRrjdbgiCEGnp5loPnU4HnS7xHFd/igFOWq22Iv/x5YKumTzousqjEq/rvP8QUkWNtm2WrK6LEq5lRtN08mHv3r0Z7Z+q5ezz+QDkt/VsMBgAIGrQk9z18G1KfjNcuqEtq3IJIUSJGGM4fujBpPvUtXSgad1NBamPHPK64LrH48H3vve9hNulrEmZ0Ov1Sae+SK3KTJbRs1qtcLvdGXUBy1GPlU7pk0+k5mursyqXEEKUKDB/HMHFs0n32XDR5wtUG3nkfcH1VA/qM11uSOquTUQK2JlkUBoeHoYgCBBFMW6LUwqWKwc5yVEPCUtxST557ZUZl0kIIUq2MHs46XZNVTNUmvrCVEYmBVtwHVhuwWaaEL+7uxv9/f3weDxxE/APDQ1lHNRMJhNGRhKvPTg0NASe56Peqxz1kKQKsDddvC2rcgkhRKkmjiRfG7y+9Z0lt/7ragVdcB1AxguuG41GmEwm7N27N25gc7lccVvN0rJy8RLwd3d3w+l0xm2RC4IAl8uFgYGBvNQjWytnRZkuzf5LDSGEKNHS/LGk29fqP12gmsinoAuuZ1vOwMAAXC5XTKYlq9WK3t7euC1Hp9OJ/v5+WCyWmG1GoxGiKKK/vz/qdUEQ0N7ejt7e3rjTeLKpRzoC1bHf0lZ+c6Pnr4SQcrI0fyrp9pYtd4BTFX8UcK4KuuB6tuXwPI+RkRHYbDbwPJ/WQufSIupdXV1xt/f29sLtdsNqtcLn80WexyZaCzbbeqTCABy8vi7mdU3V8sTYtvrMJlcTQojSzfqS52xvaCuP1cLSDrB+vx8+ny8yOGhiYgJTU1Po6emRdS1YCc/zCZeKi8doNEYtqxePyWTKuNWZaT1SmW9QYa5JHfO6WrXcgm2oLs1lmgghJJFUA5x0dTsKUxGZpR1gt2/fjqmpKXR2dsJqtWLnzp3YsaM8LkIxzfKxwRUAOPVy7/279JS9iRBSZpKl3uVUJT+4SZLRKOKHHnoob13FZNn45fGfr0r311+//4YC1oYQQoprzfZPFrsKeZP2ICeO4yi4yiCgizPASb382nsu2obNLfJ3vxNCiFJoq9cUuwp5k3aATZbBKROHDx/OSznlTGq93ngRzX8lhJSf4JKv2FUoiLS7iPOV69dqteLXv/51Xsoqd6ZL6Rk3qSyBQAChUKjY1SioQCAAjUaDhYWFinjvk8d/hZmpowAXP7/7UgBYWFhIeLxarVZEIv90pB1g87VajZQUn6R29db1xa4CIQXh9/tx9uxZLC4uFrsqBccYw/r16zE+Pl42g3sSCS5NgoVbgLpPJNzn5EQ1VOJo0nJ0Oh3a2toKMoMlF2kHWEEQcOTIkZy6iicmJjJO9l+pmmtril0FQgrC7/fj2LFjqK+vR1tbG7RabdkHmpXC4TBmZmZQX18PlargC5wVTHDJj1Ag/qyJlTS6Nqg18ef/M8YQCAQwNTWFY8eWM0EpOcimHWAnJiZyykNMMjM5N1/sKhBSEGfPnkV9fT02b95cUYFVEg6HsbS0hOrq6rIMsIwxBJcmAW46kkAnGV1tEzhV4v1qamrQ0NCAo0eP4uzZs+URYAFg586dKddFTcbr9dIgpzRta20qdhUIkV0gEMDi4iLa2toqMriWO8YYAgsnEQ7OpbU/p6pKGlwj+3EcmpqacOzYMQQCAcU+k007wKZaDzVduQToSvLlP7q22FUgRHbSoB6lfkCS3ASXJtMOruA4VNWmn1hHumdCoZBi75+CD3Kibub0bG2hFiypHNR6LT8sHEJoKXm6Wom2eh3U2szWfi2FeybtDv98jf7t6OjISznlbgslmCCElCjGwlhMkW9Yoq7iMw6upSLtFqwoink54UMPPZSXcsqdYU1+EnsQQorHbDbD7XbDZDLBaDRGegKlBUO8Xm/S46UlNXmehyiK6OzshMvlQm9vr7wVz1EwzZarSlMLTVX5PjZMO8D6fD5MT0+joaFBzvoQAOuCXEl0fxBCkvP5fBgcHIxatUsQBNhsNgwMDCQ91mq1wmq1Ri2fGW99a6VhjCG0JKbcT6NbA7W2oaw/69LuImaMUS7iArmqhZaoI6QcxFsS02q1wmQypVxDet++fTFrUz/88MN5r2O+sXDqZCEqbQM0VY1lHVyBDFqw7e3tGB4eRmtrK7q6umAwGKDX63H77bfLWb+KdPW1NMCJVK6Pbv5bhALKTBmo1qrxk6N/k/b+u3btivrZ5XLB7Xan7BoGlh/LCYIQNTCU53mYzeb0K1wEoTRGDWt1bQWoSfGlHWAHBwejfp6amqK0hzK4+Pez4D+nK3Y1CCmaUCCEwJIyA2ymVrdSbTYbenp60ppNYTQaYTab4XA4olrBPT09Ufs5nc6on1du7+/vj5xLEITIs1uXywWbzQaj0Qir1Rr5fLfb7VHHSQE+VWt7pVBwOun2qtrN4LjyS6gRT9bvsqmpiRZcl0EZJnIhhGA5aPl8vkgQS0V6Rms2m8FxXGTA1OoyvV4venp6IoHb5XIBWH5eazQa0dnZGfkjtX47Oztht9shCAJaWlrQ3d0dKdNisUSCam9vLxwOBzweT1p1ZowB4WDiHTg1VOrKaUDQx7kCtdXSCGJCyok0sMlut6e9Mpler4fX68Xg4CB6e3shCALMZnMkgIqiCJvNhj179kSOcTgcEAQBHo8nMnp5ZXk+ny8SpHmehyAIMBqNMBqNkYDrcrmiWqxSKzodqUYPa3T5yadQKijAKtA1G64odhUIIXkkdceu7L5Nd+ETk8kEu90Or9eL3t7eyGDT4eFh8DwfFbAHBgbQ29uL4eHhuN3Qer0+6nHf6n3cbjd4nofb7Y78SXeRlsDCmZSJJVSqyhrASQFWgS5tMxS7CoSQPHG73XC5XDEjgKWW5K5du7B9+3a0traiubkZ/f39EEUx0lJdyW63QxTFyJ9Ess1bIIoi9Hp9ZPSzFNxXj8FZLRScRSjgT1k+V2EBNqNk/0R+5T1onZDU1NrUyd6LJZu6Wa1W9PT0xEy5GRkZAQAMDQ3B7/ejsbExspqOKIoYGhqKO7hIr9eD53kYjca4gVQURZhMJvT19cVsEwQh6nnrakajMe5xoigm7NpmLITA/MmEZUpU6pqyn5azGgVYQoiiZDINRun6+/shCELMwCbpGWkyTqcTZrM56jmq2+2OBF1pIFJ/f39UZidpn46OjqjnsNJApWQjgk0mEzo6OmKew64872qhwEzS9yFRJVjjtZxRgCWEEJlIz16lqTQTExOR4Jpqqs7KKTPxXgeWn7nabLao6ThSIBwcHITNZos8P/V6vZFWs9vtjgxqstlssFqtkeOl43w+X2T1s2RBObh4NvWF4FRQaepS71dmKMASQohMGGNZHcfzfGRA1OpMUKslm/aTaFu8DFPplslYOLIMHQsvJa0bAIBTo6pmPVQqZS4pJycKsIQQQtLCWBhL8yfAQgtp7c+pq6Gr3SRzrZSLRhETQghJS3DxbNrBFQC01WtlrI3yUYAlhBCSUji0gFAgeRrE1SqxW3glCrCEEEJSWkpjKs5KVRXcNSyhZ7CEEEISYowhFBABlv4CDNrqtVCpq+WrVImgAKswLFDsGhBCyDLGGAILJxFOYwk6AFBpaqCpaqHgeg4FWKWpzW5YPyGE5FM4tIiluaNp7aupXgu1pr7iMjWlQgFWYereTTcoIaS4wqEFLM0dS3t/jbZBxtqULhrkpDDXXHp5satACKlgjLGMgqu2ZoOMtSltFGAVpk5befk6CSHKwcKLae+r1jZAXYE5htNFAZYQQmTgcrnQ3t4OjuNgtVojOYHdbjfMZjM4joPFYokk4QeW8w43Nzejvb096vVMSTmGm5ubYTAkX/7SYDCgubkZNpsNoiim3XrVVK+p+EQSqdAzWEIIkUFnZyf0ej3a29ths9kiyfSlFWuam5thtVphNBrh9y+vpSqtirNydRwpYf/AwEDa59br9bDb7WhtbUVfXx88Hk/McnnAcrA3Go1oaWmB3W7H0vxJhIOpy6+q3QyVWpd2fSoVtWAJIUQmRqMRPM/HLJ7O8zx4no8bNFevsmM2m5Ou4ZoMz/Po6uqCw+GIu33lerLLCfxnU5apq99BwTVN1IIlhCjKxnv+CYFQ+kkNCkmrVuP4A3+Z0TFdXV3Yu3dvVKvU4/Ggq6sL+/btw3e/+93I6/EWNk+1mk4qVqsVu3fvjgmyk5OT2L5tE1g4gFDAj+CiL2VZVbWbwHHULksXXSlCiKIEQiEsBZX5J5vALz1nXdlalJ6RiqIY9ax15QLpwHIgbm9vj3qO6na70d7eHnlO63K50N/fD5vNFvf8Uhew1IpmLIzA4gR+/7uf4YpL1iIcZ1CTKPrxjw868ePHfokv/Plf44UXXwUAcCodnE5n5NmyVKbVao08a175PisdBVhCCJGRyWQCz/PYt29f1Ot6vR56vT7m9ZWMRmPM2qwmkwl2ux2iKMLn86GzsxO9vb1wuVwJB0Z1dnZi7969CAamsTgzitCSCHHKn/C893/zIdz+4ffh9o/ciu986xv4+Ke+iNnFanAch56eHoyMjIDn+Uh3dnt7O0ZGRuBwOGJa4JWMAiwhhMjMZDJFnrcKghAJTJ2dnXj00UcBxO8eBoCWlpa4rwmCENXa1ev1kZHKq1mtVrhcLpw9+TYAYHR0DDuvSjznfvTwGH77xLMryjbgwBO/j9pnYGAAFosFgiCgpaUl7iCqSlcyAVYURdhsNthsNvT390dumFx4PB5YrVZYLBYYDAaYzWY4nc6E+zudTpjNZrhcrkg3iCAIcLlcMcPtCSFE0t3dDbfbHekSloJRd3c3BEHA4cOHY7qHU1k9GIrnefh88Z+j6vV67Lz6Cjz6k8cBAC+89Bp27NiasOwf/ed38NnP3AlR9OPl1w5jUvTHlG0ymWAymWCxWNDZ2Zl2vStJSQxyEkUR7e3tGBgYiPqWZLVaMTQ0FNOFkg4pkK588O92u2GxWGC32yNdIKvr4Xa74Xa7o17neR779++nb3CEkLikALT6s0MaZfzTn/4Ul156ad7PGw4HEVg4jVBgGp/9zJ34/r//Dz77mTvBNzUmPe6FF1/F/d98CKbdN+O9t94eE8wl7e3tcLvdCacBVbqSCLDSN6TVv0CHw4Hm5maYzeaMvvkJggBRFKNG9QHL38j279+P9vZ2WCwWDA4OxhzrcDjg9Xoj3SLt7e3o6enJ7o0RQmJo1epiVyGhXOpmMpnQ19cX0yCwWCz4wQ9+kFVDIZFwaAGBxbMILU1GFkm/46O34Qt//tf48WO/xC03XZ/wWFH047YPfQp/eO53uOCiK8BxqqgeOynYSv/tcDhgsVjg9XrzVv9yofgAKwgC3G53wnlcXV1dsNvtGQVYh8OBPXv2xN1mNBphMpngdrujbqaV56OH+ITIJ9NpMKXCYrHAZrPFfFZ1dnbi4Ycfznk6jhQEQ8E5BOZPAACE0bHIdp5vxC03Xw/Xj3+B2z9ya2wBnApqbROOnZqAKPpx4cVXRjZJ3cMejwd6vR6iKMJut0c+l00mE6xWa8LP6Uql+Gew0i8sUReFwWCIPNtIl9vtxo4dOxIOCJBayvRMlRCSL11dXejq6op53WQy4cMf/nDcL+4ejyeSyUmahhPvNbvdjuHhITz03W9j7//8G0ZHx/CFP/9rfPNBJ77w53+N0XOB9rOfuROdt78fwHJL9Wt/048DTzyLA08+j6//3UOYnVehveMa9Pb2wmazweVyweVyYWBgINKj19/fH+kalvh8PjidTlitVvrcXEHxLViPx5O0xSgF3uHh4bS/Aba0tMTMSyOEEDnxPJ+whfeDH/wg7utGozHmUVW81/7yS5/Gn/9Z9ECj73zrG/jOt74R9drKlivPN+Lv/7YX9933D9DqWqP2i9ddvTLr1OrHa5mkcawkig+w0rPORKTgm6g1Gs/g4GDc7t+V5wSQ9KG9x+PB8PAwOjo66OE+IaRoQoGZtFIcxqOuaoamqjnPNSISxQdYn8+XMBAC5+eIZdoaTVamy+WC0WiMu4/b7YbP50NHRwd6enrg8XhgNpvjPltZaXFxEYuL5zOmSMm9VwuHwwgEAhm8E7KadP3oOuaXHNc1EAiAMYZwOIxwOJy3cksJYyzyd6bXIByaQ2DhVMbnVKmroa3eEDmvVIdSEg6HwRhDIBCAOs7gMyX8+1d8gC10N25/fz8A4OGHH47ZJgXclaOGjUYjHA4HDAYDRkZGErZm+/r6cO+996Y8/9jYETz++OPZVJ2sEm8UOMldPq+rRqPB+vXrMTMzg6WlpbyVW4qmp6czPCIMnSp1/uCVAqweYVYNhID5pcSZnErB0tIS5ufn8dRTTyEYjF0CaG5urgi1iqb4AJuuiYmJnMuQBg/Y7fa4gTLRZGq9Xh+ZcJ1oqPqePXtw9913R372+/3YsmVLzH4X7tiB2267Lct3QIDlb66Dg4Mwm83QarXFrk7ZkOO6LiwsYHx8HPX19aiurs5LmaWGMYbp6Wk0NDSA47i0jwsHZxFYTG9/jtOgqnYLymkNnIWFBdTU1ODGG2+Me+/kIybkSvEBluf5tFqxra2tKfdJRUoysfoBfjqMRmPCqT0AoNPpoNOlvr13NDVQUMgTrVZL11IG+byuoVAIHMdBpVJBpVL8pAZZSN3C0nVI+zgEkTK8cipoqniotXxGwbsUqFQqcByX8H5Uwr99xd/RyQY4AefnZ+U6N9ViscBqtWYVXAFEVrvIdYh6lVrxvxJCiAKEgsm7QFXqGlTX74CmqrnsgmupUPynuV6vT5hfEzj/jDbZoKVUbDYbdu3alTS4Wq3WqCWj5LD2cGU/gyKEJMcYw9L8SSxMe8FCC0n31dZsKFCtSCKKD7BGozFpF7E0pSbbLChOpxOtra1xg+vK8w4PD0dSLMYjvU5TdgghcmAsjMUZIa0pOZqqFmq1KoDiA2x3dzeAxF2vQ0NDWQdXaVWceMFVStEoMZlMYIwl7IoeGhqKWh+REELyaXFmNO19OXWVjDUh6VJ8gJVyA+/duzfudpfLFUkXtpK0vN3q1SskHo8HgiAk7BZ2u91RrdHu7u6ES9lJS9bFm9pDCCG5WO4Wzmyuq0pdmSOylUbxo4iB5TRc7e3t6O7ujlmurre3N24L1ul0or+/H06nE5OTk1HbBEGAxWKJJKhezefzwe12Rx0njRLu7++PCsqCIKC9vR29vb20JiIhJEIQBDgcDvT390Ov10c+ayYmJiINgNU9XowxsHAAjAXBwksILmY+1WS5e7iwKxJ5PB7cddddEEWRVtVZoSQCLM/zGBkZgc1mA8/zaG1thdfrhdlsThjUTCYTeJ6Pm1zbbDZDEISki6vH6+rt7e2F2+2G1WqFz+eDKIp5XQtWFSy9bCqEkPj0ej3sdntkBZp4X8z379+Pq6++GhwCWJpN3QX8/X9/BJ/9zJ0Jt6s09dDollMfSgsCFCJPsNFohN1uj9tgqWQlEWCB5Imy4zEajTEtV0ku37BMJlPOy0ol0nQmNhsJIaT86PV6dLS340/+5LN45kkXqlQMDFzKea0vvPhq3Nc5VRW01W1QqWsir5nN5oJmwks1pbISlUyArQT8SQqwhNy273MIhpX5b0Gj0uDxru/mVAZjDIGFU2ho0MLrTb8L+Pv//gg8L7wS87qufgc4LnY4jVwNAZI+CrAKog4Btc3llMyMkMwFw0EEwqFiV0MWjDEszggQRT8OPPEs/uWf/z5mn3980Ikd27dg9PA4dmzfgts/cit+e+AZ7D/wNEYPj+MfH1x+tPXlv+jBYz87gK/93z+C0WiE1WqN5Inu7u5O+ExUeiYsZZ3r7OyMDBb1+XwYGBiAyWSKdGN3dHTA4XCgpaUFTqcTer0eg4ODsFqtNC0xBQqwCiE9f91wCV/cihBC8k4QBOzb9z8ILk5g9PA4RkfH8Pj//id2Xn0FVo68+ONPfQGdt78/sm7r+z/8aezYvgW33Hw9AODw4XF8+S+WFxvhVFp03flpaKp49PX1oaWlBd3d3di7d2/CZ6IWiwXd3d2RsStmszkSZHmeh9VqjbR89Xo99uzZE3l2bLPZYLVaI/tLC5zkmkWvnCl+mk5FqWdQUapEQsrOju1b8KFbr8HtH7kVt9x0HTwvvILJyamofUZHx/CTx34VtSj6LTdfj+//+yNR+6k0tdDoWlFVsxEqlRY8z0MQBBiNxkhgBWKfiUrTCVcODDWbzZGxLSaTCT6fLyrnwMrguTo3gF6vTzgNkiyjFqySXFn89QsJIbljLIxwaAEsHEA4tIhwaD6ybefVV+Ceu/8UH//0F3Fi7Hww++0Tz4LnG/HbA89EXpucnMbo4WNQa5ugrV4HTqVDVZwUiOkkuHG73eB5PiooTkxMRLLhActLcTocDjgcDrjd7qhZGNJoZFEUIQgCfD5f0jS2hAIsIYTkVWBxAqElccUrsYuo79i+BaLox+joGLbv2AoAmJryR7qDq+q2QqXS4rYPfSpyDKeKntuaaOWuRERRjCytKVk9EMpqtaK9vR0OhwOCIERt93g86Ovrg9lshslkoqx1aaAASwhRFI1KuR9L8erGWBihwDSCi2fTLodvagQAvPDSa5EAa2zfhQe+6YSuXh+VR1iab7+aNL82XUajEX19fTGvryxfr9ejpaUFLpcrqotZFEXs3r0bIyMjkXNKU4AyDfSVRLl3MiGkIuU6DaaQWDiIxbkxgCVOEjM5KaKpqSHqtR07toLnGzHieQUf/cit2PeTp/HJT34KHR0OPProo1HPSd1uNzo7OyMjfwFEnrlmwmQyoaOjI+Y5rFS+xGq14q677sLo6PnEF9JCJysDqdQ9nGmgryQ0ooYQQrK0OHskYXAdHR3D1/6mH9u3bwEAfO1v+iGK/sj2H/7Ht/HSy4fws1+OoKmJBwAMDg5iaGgITqcTLpcrKhjq9Xr09PREcqxLg4zsdjsEQYhkbgKWg57088pc7cnKl/T09KCrqyuq1Ww0GtHb2wubzRY5bmBgIDItKNH5Kh3HWJKvXkQ2fr8fTU1NUH9sD7iqaqiCDO86fRYP/IcVuzZcUezqlbRAIIDHH38ct912G7RabbGrUzbkuK4LCwsYHR3Fjh07UF1dOgnql5eOS391m3jUVc3Q6loQDofh9/vR2NgIlYraPOlKde9MTEygra0NU1NTaGxsLEINqYuYEEIyko/gqq1eC7W2IfWOpKRRgFUQriV2tCEhRFmCS/FznCej0taD47RQqauhUlfHTW1Iyg8FWCW5nObBEqJ00VNwklNp66HVrY0aFUwqBwVYBeEMykxwTkilCoeDCAdnEQ4vAowhHJxJ67iq2i1Qqatkrh1ROgqwSkFfcAlRlHBoEUtzRzM+rqp2MwVXAoACLCGExGAsnFVwXZ0kglQ2CrCEEHIOYwyh4DSCC2cyPlalrqHgSqJQgCWEEADhcABLs2NZH6+tWZ/H2pByQAGWEFLxQoEZBBZOZX18Ve0WmnpDYlCAJYRUtHA4kFNw1dXvoOBK4qIASwipaOHgbEb7L3cFc1CpdeA4dcL9BEGA3W6H0+mEXq+H1WoFsJzCDwAMBgN6enqyrnchSHmFW1tbASwvwC7lQ5YWdk/0Pr1eL3w+H7q7uyP5jgVBQHt7e9Rydy6XCzzPo7u7GxMTE5H1akdGRgr6XuVAAZYQUnHC4QBYaDHjlmsmrVW9Xh9ZV1Wv16O3tzdqu9VqhcViwd69e9M+v9PpzGtQTlSex+PBXXfdhYcffjhq1R5BEGCxWKIWaU/1Pg0GAwRBQG9vL0RRxJ49e6L2cblcMJlMUa+Zzea8vcdion4NQkhFCAXnsDR/EgvTXizNjmUUXFWa2nNTcPL3kelwOCCKIpxOZ9rH5LtVl6i83bt3w263xyyJt7KFmi6r1RppCft8vpiAHm+tW4vFktE5lIpasIQQRXnz2U8A4VBey2RgAMsu13dUN7BKjYuu++881Wo5kNhsNtx5550p93U6nRgeHs7buROVZ7VaodfrYTKZ4h5nMpmiFmNPRQqgoigmXDx+Nb1en/a+SkYBlhCiLOEQGMtvXm6WdXBVRR3L5Xk9jq6uLlitVrz00ku44YYbAAD9/f2RxdX1ej06OzvhdrsxODgIQRDQ398PAFFdqvGOkaxuIff09CQtb/UC7PFksubryMgIjEYjeJ5PWa4kUXAvNRRgCSEljJ1b75whfr7RXJa7lj9phNRCe+GFF3DDDTfAYrFEDQoym81RrUnpWeZKiY4xGo3o7+/HxMREZECS2+2OWmQ9XnmCIEQGNSWSTgCUur+Hh4exf//+lPuXIwqwhJASwsBYoqCZSzBdjSt4ViZBEOByuTAwMBB5zWw2w+FwwOFwZHyM3W6HzWbD5OT55fUcDgd27dol23sYHh6OajGvHrxUaSjAEkIUbTmg5jN4JrccWAsTXEVRBABs374dbrcbPM9HpqkAy1N6Vo7YXS3ZMcPDw+B5Puo55spAnIjRaITX6417rsHBQbhcrshgJallLOno6FD81KNCogBLCCkaxhjAlluljDGwcAAM4ayfmWaHO/e/wucRlgYZ7dy5E4888kjM4KJkXbGCIEAUxYTHuFyujOoiPb81mUxxjzWZTFFlrw6uJBZN0yGEFAQLBxAOLSIcWkQoMI2Tb34XYy99DYHFs1iaG8fijICluXFwUIHjNAX5o1LpoFJVQcVVgeO0Kf9AlTixRDYcDgfuu+8+NDU1YefOnXFbq1IrdzWPxwOj0ZjwGKPRGPfYZOUBiATORAG6HEb3Fgq1YAkhsgiHFsBYCBNjj2Ly2P/G34drAXTRr2296hsFqB2gq9sGTlW8j8D+/n6IooivfOUr8Pv9MJlM6OjoiBqEBJwf1SuNEgaWW5tGoxF6vT7pMZ2dnejv7496DpqsPMng4CAsFgt4no9qHYuimLTLOhvS9J1yRAGWEJKBMEKBKSz4BcxPvQ4WDsbsMXVyf96n2eSTRtcGtbZB9vzBgiDA4XDA7XZDr9dHpsNMTExAFEUYDAYMDg4iHD7fHT44OAibzQafzxeZayoFTr1eH0lTuDLNYrJjBgYGYLPZItN40ilP2jYyMgKbzYbBwUG0traC53mIoojBwcFIa3fl+xweHo48992zZ0/KVm5/fz+8Xi8EQYDb7YbNZsOuXbvSnspTCjiWeEgekZHf70dTUxPUH9sDrqoaqhDDdbceQf/Nd2PXhiuKXb2SFggE8Pjjj+O2226DVqstdnVKQig4h3BoLvb1pSnM+EawNHcU/rPPIhgMQqPR5O1pZZhrQaDuE9i2dT10Vdl1v3IqLVSaenAqzbk1WRO3G5S4Xms4HIbf70djYyNUKnpql66FhQWMjo5ix44dqK6ujtk+MTGBtrY2TE1NobGxsQg1pBYsIRUnHFpAcGkKADB1chC+o48Vt0LZUGmgVtdAU9UKLs/PRQnJFwqwhJQ5xhhmJ1/E1Ek3ZiaeL3Z1sqauaoJa0whOpVVkS5SQ1SjAElLigksifOM/wdL8MajUNVHbGBhmzj5XpJplQXouysLgVBpodGugUlfTequkJFGAJUQmjDEEFk5lvN6oZHFuDNNnnwNYaHmKyCrh8CLmxJdzrWZRqDUNgEoDoGn52am2Ebr6tRRISVmhAEtInjEWhu/oT3H28A+LXRXF0FS1Irg0gdatXWjb1hV5XRqooq3iKbiSskMBlpA8YIwhMH8CE0d/Av+pA8WuTkHVtRjR0HZdzOsqdTVqmi6DRlucEZyEFBsFWEKyxMIBnB1zwTf+aLGrkleaqlaoNLVRrwUWz0CjbcLJs5vR/s4PoZ6/JK+jd2m2IMlUKdwzFGBJ2QsFprEw/TYYi7+I98KMAP/pp5afBapi59PFE1yaQHBpMvWOCqfS1EOrW4PA4mnwG96Htm3dCbtqA4EAXn38cVQ3XJS34KrVLo8Inp2dRU1NTeoDCDlndnYWHMcpeq47BVhSMOFwAAvTbyEUmMq9rOA8Jk/8CoGF09Dq2qK2McawpW4S4y8dQGD+aM7nKkdbr+pDdcMFRZ/uolar0dTUhDNnzmBxcRGNjY3LiSwqaBpOOBzG0tISFhYWKNFECowxBINB+P1++P1+8DwPtVq586BLJsCKooi+vj4AQGtrK7xeL8xmc05ptbIpU456lIvg0hTm/W+AhRcwefxXWJh+G1W1GwEAS3PyBbrF4EzUzwxAlTqIpXl/EdZHKb61hs+iqmZj3G1VtVug1bUUuEbJrV+/HjU1NTh9+jT8fn+xq1NwjDHMz8+jpqamor5Y5EKtVmPDhg1oamoqdlWSKokAK4oi2tvbMTAwEJWQ2mq1YmhoKKtlk7IpU456lCrG2LnEBUNYmj+KwMLpuPvJGVhLDqdCbdPlGR8WCvhRVbsFjWvfA5UqfneYWtuEqtrNJfkBzXEceJ5HU1MTQqEQgsHY/MblLBAI4KmnnsKNN96o6O5OpdBoNFCr1SVxr5dEgLVYLOjs7IwKasDyUk/Nzc0wm81J103MV5ly1KOYGAthceYwJsYfxczEH6DWNoJTVaV1bHDxrMy1Kx/1LbvQtv1j0NVtLXZVFI3jOGg0Gmg0JfGxlDdqtRrBYBDV1dUUYMuM4u9kaaUFh8MRd3tXVxfsdntGgS2bMuWoRzy1muSDbELBOcxPvY55/6FIDlm1ls/4PKGAGOe1yuuek0st/w7U8Vehvu1aVNWsK3Z1CCFFoPgAKwU0aaml1QwGA5xOZ0aLAGdTphz1OI9hc8MC3lUzj3WLr8F37BDmxJcx61teEkqlqQcAhFc9a5TEC5ak8Fq23IHWLR+FSp3eSGRCSHlTfID1eDxJA5YU8IaHh9NuPWZTphz1AIBf3PEiWhqWR8GpNQwTo/8Vs0+iwEoyx6mqUN96TdxtLByArm4b6ls7wKl0cfeJR6NthFrbkK8qEkLKhOIDrCAIkUWE45GCniAIspYpRz0AoEoVBrAcYDUVtuxW49obAS7H98xCUGsbUdfSDq1uLQAgGAzgwIEncPPNN0GjWX6mpVLroKniczsXIYRkQPEB1ufzJeyWBRAJeqIoylqmHPVYTflj4tLHqXRoXHsDVCod6lp2oqp2s7QFmqpmWfPOcoEAgqwB2up1NGiEEFI0ig+wuQSsfJaZaz0WFxexuLgY+XlqajnZwuzc+SkJ4aAGiyU6z7y6/mK0bvs4NFUtMWn2FsLAQlQvt7wZkAKBAObm5jAxMUEBNo/ousqDrqs8fD4fgOKmVFR8gE3XxMSEIspMdExfXx/uvffemNc/+In9GZ9Due4vdgUIISTKxMRE0RJSKD7A8jyfVuuxtbVV1jJzrceePXtw9913R34WRRHbtm3D2NiY4rORlBq/348tW7ZgfHwcjY20kku+0HWVB11XeUxNTWHr1q1Jx87ITfEBNtXFkboBMpkak02ZudZDp9NBp4sdmdrU1ET/qGTS2NhI11YGdF3lQddVHsXM76z4J356vT4SvOKRWpXJBiDlo0w56kEIIaR8KT7AGo3GpF2z0rSYTOaeZlOmHPUghBBSvhQfYLu7uwEsJ3qIZ2hoKOOglk2Z+a6HTqfD17/+9bjdxiQ3dG3lQddVHnRd5aGE68qxElgW3mw2w2g0xl2thuM4DA4OxgQ3aVm5RAn4sykzm2MIIYRUppIIsMmWieN5Pm7A6+/vh81mA8/zmJyMnXeZTZnZHEMIIaQylUSABZaDmxQw01no3OPxYPfu3ejq6kq4Ak6mZWZ7DCGEJOJyuejzo0yVTIAlhJByI4oimpub4XA40NXVlcVKXETJKMBmQHquCyBvrddsypSjHsUkx/vxeDxwOBzw+XzweDzQ6/WwWCzo6emJu7/T6cTAwACsVitMJhN4nocgCPB4PNi7dy/27NkT9VigFOT7umZ7jeh+Tczj8aC9vT2tfQcGBiLnKMf7VWK1WmGxWHIez6KIz1ZG0jI5Ocn0ej0bGRmJer2np4f19vYWrEw56lFMcrwfh8PBHA5H1GuDg4OM53mm1+vZ5ORkzDF2u50BiPnD83xM3UqBHNc1m2tE92tyAwMDTK/Xs87OTtbT0xP3T2dnJzMajVHHldv96vV6mcPhYEajkQFgg4ODOZWnlM9WCrBpMplMCS8yz/NZ3RDZlClHPYop3+/H6/Uyu90ed9vIyAgDwEwmU8w2u93OHA4H6+3tjXzYrQ7SpUSO+ySba0T3a3K9vb3M6/VmvE853a8Oh4N1dnYyh8PBBgcH8xJglfLZSgE2DV6vlwFI+A+hp6cn7od2vsuUox7FJMf76e3tjdtClZhMprjntNvtSY8rJXLdJ5leI7pfU0vVMhoZGYkbOMvpfl1J+hKcS4BV0mer4hNNKIE0CjlRGkSDwQC3253RknbZlClHPYpJjvfjdruxY8eOhAvfS8+lEiUMKQdKuU+UUo98keP9WK3WlOdMNG6AxKekz1YKsGnweDxJR/dJv5Th4WFZy5SjHsUkx/tpaWmBKIol86EtB6XcJ0qpR77I8X6S5S632Ww0tz4LSvpsVfxqOkogCELS1XSkX0yiVlO+ypSjHsUkx/sZHByEIAgJP7ikspKNsPR4PBgeHkZHR0dJjsQsxH2SzjWi+zV7Ho8HBoMhrWk7pX6/5puSPlupBZsGn8+X9EaXfjGZtJqyKVOOehSTXO8nWavA5XLBaDTG3cftdsPpdAJApFvObDbD7XZndP5ik/M+yeQa0f2avb6+vpRdw+Vyv+abkj5bqQWbBjk+ALIps1Q+iNJV6PfT398PAHj44YdjtkkBd+WHmtFohMPhgMFgwMjISMm0DuS6rpleI7pfs+NyuVIue1lO92u+KemzlQJsHk1MTCiiTDnqUUz5eD8ejyfyTCveB0+iieR6vR4mkwkWiwVerzfneihJptdVrmtE92u0vr6+uF8CV6rE+zXfCvHZSl3EaeB5Pq1vOK2trbKWKUc9iqmQ78discBut6O3tzfjY41GIwRBKJlnhcW4T+JdI7pfMydlY8ql9Vlq92u+KemzlQJsGpI9/AaW++8BJO3Dz0eZctSjmAr1fiwWC6xWa1bBFVgeog+UztSeYtwn8a4R3a+ZczgcKbuHUym1+zXflPTZSgE2DXq9PnKB45G++WTyDyObMuWoRzEV4v3YbDbs2rUraXC1Wq2RD6VyIMd1zeYa0f2aObfbnfL4crtf801Jn60UYNNgNBqTdh9IXTGZJKfOpkw56lFMcr8fp9OJ1tbWuMF15XmHh4chCELCukivl8qgETmuazbXiO7XzKWajwmU3/2ab0r6bKUAm4bu7m4AibtchoaGMr7w2ZQpRz2KSc7343K5IIpi3OAqCELUVAaTyQTGWMIPtqGhIfA8XzItLTmuazbXiO7XzEjlpuquLLf7Nd8U9dmacXLFCpUsETQS5M6cnJxkvb29CfNqZlNmNscomRzXdWRkJGHCf8aWk4uvzDmaKN8rY+dzlA4MDCR7G4qT7+ua7TWi+zX1/SqREt339PQk3a8c71dJurmIS+WzlQJsmrJZykhaUorn+byVSct/Jb+uXq+X6fX6pEt/xTvObrfHBGWv18t4nqfrumJ7pteI7tfU11XicDgYgLSuS7ndr5KBgYG0viCUymcrLbieAVEUYbPZwPN8Wovxejwe7N69G11dXZFk0rmWme0xSpbP62owGFJOT9Dr9XHnCLrdbgwMDMDn80EURfA8X9ILV8txv2Zzjeh+TX1dV+738MMPp3VtyuV+dblccDgcMVOL9Ho99Ho9LBZLTFarUvlspQBLCCGEyIAGORFCCCEyoABLCCGEyIACLCGEECIDCrCEEEKIDCjAEkIIITKgAEsIIYTIgAIsIYQQIgMKsIQQQogMKMASQgghMqAASwghhMiAAiwhhBAiA02xK0AIyU1/fz8cDgd8Pl/ktY6Ojqh9fD5fzCIIk5OTkf92Op1wOByR9TB5no8qQyq7paUFZrM57jq7qcqQGI1G7NmzJ+XC4oSUvKzW4CGEKE5vby8DkHQtXK/Xyzo7OxkANjk5GbNdWgYs2XqjJpMp7rJe6ZbhcDhKflk1QtJBXcSElAmDwQAASVuGer0eAwMD0Ov1cZf10+v1AJZbqomOHxwcBADs3r0boihmXEZPTw8GBgbQ398Pq9WasK6ElDoKsIRUIJvNFtWlnCm73R5ZOzMbJpMJJpMJTqcz0qVMSLmhAEtIBTKZTCkXpk9GaqW63e6sy5AWBs+lDEKUjAIsIRVIr9fH7d4tJOn8NNiJlCsKsIRUAJfLFdNi7ezszLo8qSyTyZR1GVLLtaurK+syCFEyCrCEVIB4z1ulbt5s9PX1ged52O32rI53Op0QBAGDg4PUgiVli+bBElLmRFGEw+HIqbW5ktVqhSAI2L9/f0bBURRFDA8Pw+FwAAC8Xm9OQZ4QpaMAS0iZsdvtGBgYAHA+wUSmz1sdDgeGhoYiP4uiGGkF79q1KypJRSJ79+6N6pYeGhqCx+OB1WqNm6iCkHJDAZaQMmOz2dDT0wPgfKvRYrFkVIbFYomUka3u7u64z3ltNhsMBgNGRkaoe5iUNXoGS0gZ43keJpMJe/bsKXZVIux2O3ieR3t7e7GrQoisKMASUgGU9qyzo6MDgiBQkglS1ijAElIBTCaTooKs1DU8PDxc3IoQIiMKsIRUAKU962xtbQWwPJKYkHJFAZYQUnBSwM8lXSMhSkcBlhCSV9J0nmSLCUjrxK5+Btvf3y9fxQgpMAqwhJQJaa5rLjmGpRZlNl23oijC4/FElrMbHByEx+OJWx+j0Qij0Rg1R1cURcV1ZROSC44xxopdCUJI9vr7+yNJHaRgpdfrI2u/phO0nE4nHA5HpAye56HX69Hd3Z12UgiXyxWVnEKya9euhHmPpaxQFosFoihSAgpSVijAEkIIITKgLmJCCCFEBhRgCSGEEBlQgCWEEEJkQAGWEEIIkQEFWEIIIUQGFGAJIYQQGVCAJYQQQmRAAZYQQgiRAQVYQgghRAYUYAkhhBAZUIAlhBBCZEABlhBCCJEBBVhCCCFEBhRgCSGEEBn8/1f8eUzuf9/0AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"gpt\"\n", + "savename = \"GPT\"\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " legend_sort_indices=[1],\n", + " legend_sort_reverse=True,\n", + " sortby=\"mid\",\n", + " special_color_map=color_map,\n", + " legend_loc=\"lower right\",\n", + " title=f\"{savename}\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_items([('ab7zh7ta#detectgpt', 'core_simple_1_200_1000_no_wm_dipper_high_eval_supp#detectgpt'), ('dtrrqo1e#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval_supp#detectgpt'), ('miei424r#detectgpt', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval_supp#detectgpt'), ('yeewsgls#detectgpt', 'core_simple_1_200_1000_no_wm_gpt_p4_eval_supp#detectgpt'), ('5ez7q3ys#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-10%_prefixes_eval_supp#retrieval'), ('cdemf9mi#retrieval', 'core_simple_1_200_1000_gen_cp_attack_1-25%_prefixes_eval_supp#retrieval'), ('hfp5ofno#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-10%_prefixes_eval_supp#retrieval'), ('mgbk5ci5#retrieval', 'core_simple_1_200_1000_no_wm_dipper_high_prefixes_eval_supp#retrieval'), ('n9jnymb9#retrieval', 'core_simple_1_200_1000_gen_cp_attack_3-25%_prefixes_eval_supp#retrieval'), ('plaqii3p#retrieval', 'core_simple_1_200_1000_no_wm_gpt_p4_prefixes_eval_supp#retrieval'), ('cxiy1v63#winmax', 'core_simple_1_200_1000_dipper_high_eval#winmax'), ('jtkisfd7#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#winmax'), ('rzrpza5t#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#winmax'), ('g2cs5tvw#winmax', 'core_simple_1_200_1000_gpt_p4_eval#winmax'), ('62luh543#winmax', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#winmax'), ('llq7qgr4#winmax', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#winmax'), ('cxiy1v63#zscore', 'core_simple_1_200_1000_dipper_high_eval#zscore'), ('jtkisfd7#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-25%_eval#zscore'), ('rzrpza5t#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-25%_eval#zscore'), ('g2cs5tvw#zscore', 'core_simple_1_200_1000_gpt_p4_eval#zscore'), ('62luh543#zscore', 'core_simple_1_200_1000_gen_cp_attack_1-10%_eval#zscore'), ('llq7qgr4#zscore', 'core_simple_1_200_1000_gen_cp_attack_3-10%_eval#zscore')])\n", + "Used callable to map series_readable_ids\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "namefilter = \"Dipper\"\n", + "savename = namefilter.replace('\\\\%','')\n", + "\n", + "color_map = {k:i for i,k in enumerate([f'{namefilter},Z-Score', f'{namefilter},WinMax', f'{namefilter},Retrieval', f'{namefilter},DetectGPT'])}\n", + "cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(color_map), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "color_map = {k:cmap[i] for k,i in color_map.items()}\n", + "\n", + "plot_grouped_series_data(\n", + " string_name_filter=namefilter,\n", + " data_df=df,\n", + " x_col=\"fpr\",\n", + " y_col=\"tpr\",\n", + " x_name=\"FPR\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,1),\n", + " y_lim=(0,1),\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " shorten_legend_indices=[1], # assumes commasep\n", + " legend_sort_indices=[1],\n", + " legend_sort_reverse=True,\n", + " sortby=\"mid\",\n", + " special_color_map=color_map,\n", + " legend_loc=\"lower right\",\n", + " title=f\"{namefilter}\",\n", + " fig_size=(5, 4),\n", + " save_path=f\"{figure_dir}/{fig_name}_{savename}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/core_robustness.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/core_robustness.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..0b55e3d8ed440b29121645fcbd2504bd22e59c1b --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/core_robustness.ipynb @@ -0,0 +1,2077 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "rc('lines', linewidth=5)\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_bar_data(data_df,x_col=\"x\",series_readable_id_col=\"name\", arb_text_list=None, figsize=(8, 5), series_readable_id_map=None, x_label=None, y_label=None, special_color_map=None, num_colors=None, title=\"Figure Title\", grid=True, save_path=None, show=True):\n", + "\n", + " # make a simple bar chart of the data labellinig each by it's series_readable_id_col\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", (len(data_df) if num_colors is None else num_colors), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " \n", + " #plot using plt.bar\n", + " # but lets make subplots for heirarchical groups\n", + " # first level, on left we want bars where name contains 50_200 and right is where name has 100_600\n", + " # in each of those groups, we want to split into set where contains cp_attack and where doesn't\n", + " # them finally we sort each final group by x_col\n", + " # mak sure we position them separately on the x axis with some space between them\n", + "\n", + " fig, ax = plt.subplots(figsize=figsize)\n", + "\n", + " # group level 1\n", + " left_group = data_df[data_df[series_readable_id_col].str.contains(\"50_200\")]\n", + " right_group = data_df[data_df[series_readable_id_col].str.contains(\"100_600\")]\n", + "\n", + " # group level 2\n", + "\n", + " left_left_group = left_group[left_group[series_readable_id_col].str.contains(\"cp_attack\")]\n", + " left_right_group = left_group[~left_group[series_readable_id_col].str.contains(\"cp_attack\")]\n", + "\n", + " right_left_group = right_group[right_group[series_readable_id_col].str.contains(\"cp_attack\")]\n", + " right_right_group = right_group[~right_group[series_readable_id_col].str.contains(\"cp_attack\")] \n", + "\n", + " # sort data_df by the x_col, i.e. the bar heights\n", + "\n", + " left_left_group = left_left_group.sort_values(by=[x_col], ascending=False)\n", + " left_right_group = left_right_group.sort_values(by=[x_col], ascending=False)\n", + " right_left_group = right_left_group.sort_values(by=[x_col], ascending=False)\n", + " right_right_group = right_right_group.sort_values(by=[x_col], ascending=False)\n", + "\n", + " all_groups = [left_left_group, left_right_group, right_left_group, right_right_group]\n", + "\n", + " # hardcode 27 bar positions leaving out the 3 required for the gaps\n", + " # 6 bars per group, 4 groups, 3 gaps\n", + " # width is 7 bars - the 1 gap bar\n", + " width = 7 \n", + "\n", + " widths = [8,4,8,4]\n", + "\n", + " offset = 0\n", + "\n", + " overall_position_list = []\n", + " for width in widths:\n", + " overall_position_list += list(range(offset, offset+width))\n", + " offset += width + 1\n", + "\n", + "\n", + " global_idx = 0\n", + " all_labels = []\n", + " for i, grp in enumerate(all_groups):\n", + " if isinstance(series_readable_id_map, dict):\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(series_readable_id_map)\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(lambda x: series_readable_id_map(x))\n", + "\n", + " for j, x_val in enumerate(grp[x_col]):\n", + " label = grp[series_readable_id_col].iloc[j]\n", + " all_labels.append(label)\n", + " color = cmap[j]\n", + " ax.bar(overall_position_list[global_idx], x_val, color=color, alpha=0.8)\n", + " global_idx += 1\n", + "\n", + " # Set the x ticks to be the names located at the center of the correct bar\n", + " ax.set_xticks(overall_position_list, all_labels)\n", + "\n", + " # draw dotted vertical lines at the gap positions\n", + " ax.axvline(x=overall_position_list[8]-1, color=\"black\", linestyle=\"--\", linewidth=0.7)\n", + " ax.axvline(x=overall_position_list[12]-1, color=\"black\", linestyle=\"--\", linewidth=0.7)\n", + " ax.axvline(x=overall_position_list[20]-1, color=\"black\", linestyle=\"--\", linewidth=0.7)\n", + " \n", + "\n", + " # turn on grid \n", + " ax.set_axisbelow(True)\n", + " ax.grid(grid,zorder=0,axis=\"y\")\n", + " # increase horiz grid density \n", + " ax.xaxis.grid(which=\"minor\", linestyle=\"-\", linewidth=0.5, color=\"black\", zorder=0)\n", + " ax.set_yticks(np.arange(0, 1.1, 0.05))\n", + "\n", + " # plot text below the x axis ticks\n", + " if arb_text_list is not None:\n", + " for text_tup in arb_text_list:\n", + " ax.text(*text_tup, transform=ax.transAxes)\n", + "\n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_label)\n", + " plt.ylabel(y_label if y_label else x_col)\n", + "\n", + " # set y lim to be 0 to 1\n", + " ax.set_ylim(0.5,1.0)\n", + "\n", + " # angle labels\n", + " plt.xticks(rotation=45, ha=\"right\")\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + " x = x.replace(\"dipper_high_eval\", \" Dipper\")\n", + " x = x.replace(\"gpt_p4_eval\", \" GPT\")\n", + " x = x.replace(\"core\", \"\")\n", + " x = x.replace(\"gen\", \"\")\n", + " x = x.replace(\"simple_1\", \"LeftHash \")\n", + " x = x.replace(\"algorithm-3\", \"SelfHash \")\n", + "\n", + " x = x.replace(\"_eval\", \"\")\n", + " \n", + " x = x.replace(\"_\", \" \")\n", + "\n", + " x = x.replace(\"cp attack \", \" CP-\")\n", + "\n", + " x = x.replace(\"%\",\"\\\\%\")\n", + "\n", + " if \"50 200\" in x:\n", + " x = x.replace(\"50 200\", \"\")\n", + " # x = \"T=200, \" + x\n", + " elif \"100 600\" in x:\n", + " x = x.replace(\"100 600\", \"\")\n", + " # x = \"T=600, \" + x\n", + " elif \"200 1000\" in x:\n", + " x = x.replace(\"200 1000\", \"\")\n", + " x = \"T=1000, \" + x\n", + " return x\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Name_wandbattacked_z_score_roc_auc
0core_algorithm-3_100_600_dipper_high_evalNaN0.990193
1core_simple_1_100_600_dipper_high_evalNaN0.987282
2core_simple_1_100_600_gen_cp_attack_1-25%_evalNaN0.985382
3core_simple_1_100_600_gen_cp_attack_3-25%_evalNaN0.984610
4core_algorithm-3_100_600_gen_cp_attack_3-25%_evalNaN0.972066
5core_algorithm-3_100_600_gen_cp_attack_1-25%_evalNaN0.967350
6core_algorithm-3_50_200_dipper_high_evalNaN0.965516
7core_simple_1_50_200_dipper_high_evalNaN0.925570
8core_algorithm-3_100_600_gpt_p4_evalNaN0.924650
9core_simple_1_100_600_gpt_p4_evalNaN0.922727
10core_simple_1_50_200_gen_cp_attack_1-25%_evalNaN0.909171
11core_algorithm-3_50_200_gpt_p4_evalNaN0.905611
12core_algorithm-3_50_200_gen_cp_attack_1-25%_evalNaN0.903595
13core_simple_1_50_200_gen_cp_attack_3-25%_evalNaN0.896936
14core_algorithm-3_50_200_gen_cp_attack_3-25%_evalNaN0.881188
15core_simple_1_50_200_gpt_p4_evalNaN0.856686
16core_simple_1_100_600_gen_cp_attack_1-10%_evalNaN0.825337
17core_simple_1_100_600_gen_cp_attack_3-10%_evalNaN0.819821
18core_algorithm-3_100_600_gen_cp_attack_1-10%_evalNaN0.804194
19core_algorithm-3_100_600_gen_cp_attack_3-10%_evalNaN0.789260
20core_algorithm-3_50_200_gen_cp_attack_1-10%_evalNaN0.701791
21core_simple_1_50_200_gen_cp_attack_1-10%_evalNaN0.699294
22core_simple_1_50_200_gen_cp_attack_3-10%_evalNaN0.666288
23core_algorithm-3_50_200_gen_cp_attack_3-10%_evalNaN0.648853
\n", + "
" + ], + "text/plain": [ + " Name _wandb \\\n", + "0 core_algorithm-3_100_600_dipper_high_eval NaN \n", + "1 core_simple_1_100_600_dipper_high_eval NaN \n", + "2 core_simple_1_100_600_gen_cp_attack_1-25%_eval NaN \n", + "3 core_simple_1_100_600_gen_cp_attack_3-25%_eval NaN \n", + "4 core_algorithm-3_100_600_gen_cp_attack_3-25%_eval NaN \n", + "5 core_algorithm-3_100_600_gen_cp_attack_1-25%_eval NaN \n", + "6 core_algorithm-3_50_200_dipper_high_eval NaN \n", + "7 core_simple_1_50_200_dipper_high_eval NaN \n", + "8 core_algorithm-3_100_600_gpt_p4_eval NaN \n", + "9 core_simple_1_100_600_gpt_p4_eval NaN \n", + "10 core_simple_1_50_200_gen_cp_attack_1-25%_eval NaN \n", + "11 core_algorithm-3_50_200_gpt_p4_eval NaN \n", + "12 core_algorithm-3_50_200_gen_cp_attack_1-25%_eval NaN \n", + "13 core_simple_1_50_200_gen_cp_attack_3-25%_eval NaN \n", + "14 core_algorithm-3_50_200_gen_cp_attack_3-25%_eval NaN \n", + "15 core_simple_1_50_200_gpt_p4_eval NaN \n", + "16 core_simple_1_100_600_gen_cp_attack_1-10%_eval NaN \n", + "17 core_simple_1_100_600_gen_cp_attack_3-10%_eval NaN \n", + "18 core_algorithm-3_100_600_gen_cp_attack_1-10%_eval NaN \n", + "19 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval NaN \n", + "20 core_algorithm-3_50_200_gen_cp_attack_1-10%_eval NaN \n", + "21 core_simple_1_50_200_gen_cp_attack_1-10%_eval NaN \n", + "22 core_simple_1_50_200_gen_cp_attack_3-10%_eval NaN \n", + "23 core_algorithm-3_50_200_gen_cp_attack_3-10%_eval NaN \n", + "\n", + " attacked_z_score_roc_auc \n", + "0 0.990193 \n", + "1 0.987282 \n", + "2 0.985382 \n", + "3 0.984610 \n", + "4 0.972066 \n", + "5 0.967350 \n", + "6 0.965516 \n", + "7 0.925570 \n", + "8 0.924650 \n", + "9 0.922727 \n", + "10 0.909171 \n", + "11 0.905611 \n", + "12 0.903595 \n", + "13 0.896936 \n", + "14 0.881188 \n", + "15 0.856686 \n", + "16 0.825337 \n", + "17 0.819821 \n", + "18 0.804194 \n", + "19 0.789260 \n", + "20 0.701791 \n", + "21 0.699294 \n", + "22 0.666288 \n", + "23 0.648853 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_attacked_AUC_bars\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "plot_bar_data(\n", + " df,\n", + " x_col=\"attacked_z_score_roc_auc\",\n", + " # x_label=\"Watermarking Settings\",\n", + " y_label=\"Attacked ROC-AUC\",\n", + " series_readable_id_col=\"Name\",\n", + " num_colors = 8,\n", + " arb_text_list=[(0.007, -0.42, \"T=200\"),(0.18, -0.42, \"T=170,190\"), (0.45, -0.42, \"T=600\"),(0.66, -0.42, \"T=500,300\")],\n", + " figsize=(8,6),\n", + " series_readable_id_map=name_extractor,\n", + " title=\"ROC-AUC of Watermarks after Machine Attacks\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + " show=True\n", + ")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "def plot_grouped_series_data(data_df, x_col=\"idx_T\", y_col=\"avg\", y_err_df=None, y_err_col=None, y_err_join_idx=None, x_name=None,y_name=None, x_lim=None, y_lim=None, limit_x_series=None, limit_x_series_map=None, solid_alpha=0.95, dash_style=\":\", dash_color=\"gray\", dash_alpha=0.4, series_id_col=\"id\", series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, title=\"Figure Title\", legend_loc=\"upper left\", grid=True, save_path=None, show=True):\n", + "\n", + " # get unique series ids\n", + " series_ids = data_df[series_id_col].unique()\n", + " series_readable_ids = data_df[series_readable_id_col].unique()\n", + "\n", + " # check that can make a 1-1 mapping, i.e. the human readble names are unique and map to 1 series id\n", + " assert len(series_readable_ids) == len(series_ids), \"series_readable_ids is not a 1-1 mapping\"\n", + " print(series_readable_ids)\n", + "\n", + " # make human-readable series ids mapping\n", + " series_readable_ids = data_df[[series_id_col, series_readable_id_col]].drop_duplicates().set_index(series_id_col).to_dict()[series_readable_id_col]\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " series_readable_ids = {k:series_readable_id_map[v] for k,v in series_readable_ids.items()}\n", + " print(\"Used dict tom map series_readable_ids\")\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " print(series_readable_ids.items())\n", + " series_readable_ids = {k:series_readable_id_map(v) for k,v in series_readable_ids.items()}\n", + " print(\"Used callable to map series_readable_ids\")\n", + " print(series_readable_ids)\n", + "\n", + "\n", + " # set up figure\n", + " fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "\n", + " ####################################\n", + " # # Custom sorting and droping stuff\n", + " # # sort by average y_col value in the series\n", + " sorted_series_ids = data_df.groupby(series_id_col)[y_col].mean().sort_values(ascending=False).index\n", + "\n", + " # trucate the series themselves if necessary\n", + " if limit_x_series is not None: \n", + " # only keep up to limit_x_series points\n", + " data_df = data_df[data_df[x_col] <= limit_x_series]\n", + "\n", + " \n", + " # get a randomly dispersed colormap from cmr for these series\n", + " # So that we can tell them apart\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(sorted_series_ids), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "\n", + " ####################################\n", + " legend_skip_mask = []\n", + " # plot each series\n", + " for i, series_id in enumerate(sorted_series_ids):\n", + " if special_color_map and series_readable_ids[series_id] in special_color_map.keys():\n", + " color = special_color_map[series_readable_ids[series_id]]\n", + " else:\n", + " color = cmap[i]\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=COLORS[series_id], alpha=solid_alpha)\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id])\n", + "\n", + " # limit this specfic series if necessary using the limit map\n", + " if limit_x_series_map is not None and series_readable_ids[series_id] in limit_x_series_map.keys():\n", + " # only keep up to the limit in the map for this name\n", + " series_df = series_df[series_df[x_col] <= limit_x_series_map[series_readable_ids[series_id]]]\n", + "\n", + " # add std error bars if the col exists\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=solid_alpha)\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + " \n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=solid_alpha)\n", + " legend_skip_mask.append(False)\n", + "\n", + " # if the series was limited, plot the rest as a dashed line in gray\n", + " if limit_x_series_map is not None and series_readable_ids[series_id] in limit_x_series_map.keys():\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # only keep after the limit in the map for this name\n", + " series_df = series_df[series_df[x_col] >= limit_x_series_map[series_readable_ids[series_id]]]\n", + "\n", + " # do the same err plotting but with dashed lines\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " # ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=dash_color, alpha=0.1, linestyle=dash_style)\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + "\n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=dash_alpha)\n", + " legend_skip_mask.append(True)\n", + " \n", + "\n", + " # # print the final seriesvlaue for each\n", + " # print(f\"{series_readable_ids[series_id]} final : {series_df[y_col].iloc[-1]}\")\n", + "\n", + " # set up legend, but exclude stderr if it's there\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " print(handles)\n", + " print(labels)\n", + " if y_err_df is not None:\n", + " # assume they're the first half\n", + " handles = handles[:len(handles)//2]\n", + " labels = labels[:len(labels)//2]\n", + "\n", + " # if series were limited and dashing occured, we need to remove the duplicates where a dashed was also added\n", + " # we can do this by removing every element with a dash as the linestyle, zipped with labels\n", + " if limit_x_series_map:\n", + " # handles, labels = zip(*[(h,l) for h,l in zip(handles, labels) if h.get_linestyle() != dash_style])\n", + " # print([h.get_linestyle() for h in handles])\n", + " # filter based on the legend_skip_mask\n", + " handles, labels = zip(*[(h,l) for h,l,skip in zip(handles, labels, legend_skip_mask) if not skip])\n", + "\n", + " ax.legend(handles, labels,loc=legend_loc, fontsize=12)\n", + " \n", + " # set up title\n", + " ax.set_title(title)\n", + " # label axes\n", + " ax.set_xlabel(x_name if x_name else x_col)\n", + " ax.set_ylabel(y_name if y_name else y_col)\n", + "\n", + " #set upper y_lim to 1\n", + " ax.set_ylim(y_lim if y_lim else None)\n", + " ax.set_xlim(x_lim if x_lim else None)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " fig.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + " \n", + " # show figure\n", + " if show:\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + " x = x.replace(\"dipper_high_eval\", \"Dipper\")\n", + " x = x.replace(\"gpt_p4_eval\", \"GPT\")\n", + " x = x.replace(\"core\", \"\")\n", + " x = x.replace(\"gen\", \"\")\n", + " x = x.replace(\"eval\", \"\")\n", + " x = x.replace(\"simple_1\", \"LeftHash\")\n", + " x = x.replace(\"algorithm-3\", \"SelfHash\")\n", + "\n", + " x = x.replace(\"_eval\", \"\")\n", + "\n", + " x = x.replace(\"50_200\", \"\")\n", + " x = x.replace(\"100_600\", \"\")\n", + " \n", + " x = x.replace(\"_\", \" \")\n", + " \n", + " x = x.replace(\"cp attack \", \" CP-\")\n", + "\n", + " x = x.replace(\"%\",\"\\\\%\")\n", + "\n", + "\n", + " return x.strip()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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..................
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39714v7rn2qwo199core_simple_1_50_200_gen_eval1.000000
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398 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T name \\\n", + "0 13 jk4jivka 0 core_algorithm-3_50_200_gen_eval \n", + "1 13 jk4jivka 1 core_algorithm-3_50_200_gen_eval \n", + "2 13 jk4jivka 2 core_algorithm-3_50_200_gen_eval \n", + "3 13 jk4jivka 3 core_algorithm-3_50_200_gen_eval \n", + "4 13 jk4jivka 4 core_algorithm-3_50_200_gen_eval \n", + ".. ... ... ... ... \n", + "393 14 v7rn2qwo 195 core_simple_1_50_200_gen_eval \n", + "394 14 v7rn2qwo 196 core_simple_1_50_200_gen_eval \n", + "395 14 v7rn2qwo 197 core_simple_1_50_200_gen_eval \n", + "396 14 v7rn2qwo 198 core_simple_1_50_200_gen_eval \n", + "397 14 v7rn2qwo 199 core_simple_1_50_200_gen_eval \n", + "\n", + " tpr_at \n", + "0 0.000000 \n", + "1 0.000000 \n", + "2 0.000000 \n", + "3 0.000000 \n", + "4 0.025995 \n", + ".. ... \n", + "393 0.981335 \n", + "394 0.982759 \n", + "395 0.981818 \n", + "396 1.000000 \n", + "397 1.000000 \n", + "\n", + "[398 rows x 5 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_clean_TPR_at_T_200\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_algorithm-3_50_200_gen_eval' 'core_simple_1_50_200_gen_eval']\n", + "dict_items([('jk4jivka', 'core_algorithm-3_50_200_gen_eval'), ('v7rn2qwo', 'core_simple_1_50_200_gen_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'jk4jivka': 'SelfHash', 'v7rn2qwo': 'LeftHash'}\n", + "[, ]\n", + "['SelfHash', 'LeftHash']\n" + ] + }, + { + "data": { + "image/png": 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..................
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2388 rows × 5 columns

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" + ], + "text/plain": [ + " _defaultColorIndex id idx_T \\\n", + "0 0 zj35kp99 0 \n", + "1 0 zj35kp99 1 \n", + "2 0 zj35kp99 2 \n", + "3 0 zj35kp99 3 \n", + "4 0 zj35kp99 4 \n", + "... ... ... ... \n", + "2383 15 t2x3945h 193 \n", + "2384 15 t2x3945h 194 \n", + "2385 15 t2x3945h 195 \n", + "2386 15 t2x3945h 196 \n", + "2387 15 t2x3945h 197 \n", + "\n", + " name tpr_at \n", + "0 core_algorithm-3_50_200_dipper_high_eval 0.000000 \n", + "1 core_algorithm-3_50_200_dipper_high_eval 0.000000 \n", + "2 core_algorithm-3_50_200_dipper_high_eval 0.000000 \n", + "3 core_algorithm-3_50_200_dipper_high_eval 0.000000 \n", + "4 core_algorithm-3_50_200_dipper_high_eval 0.007899 \n", + "... ... ... \n", + "2383 core_algorithm-3_50_200_gen_cp_attack_3-10%_eval 0.000000 \n", + "2384 core_algorithm-3_50_200_gen_cp_attack_3-10%_eval 0.000000 \n", + "2385 core_algorithm-3_50_200_gen_cp_attack_3-10%_eval 0.000000 \n", + "2386 core_algorithm-3_50_200_gen_cp_attack_3-10%_eval 0.052632 \n", + "2387 core_algorithm-3_50_200_gen_cp_attack_3-10%_eval 0.111111 \n", + "\n", + "[2388 rows x 5 columns]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_attacked_TPR_at_T_200\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_algorithm-3_50_200_dipper_high_eval'\n", + " 'core_simple_1_50_200_dipper_high_eval'\n", + " 'core_simple_1_50_200_gen_cp_attack_1-25%_eval'\n", + " 'core_algorithm-3_50_200_gpt_p4_eval'\n", + " 'core_algorithm-3_50_200_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_50_200_gen_cp_attack_3-25%_eval'\n", + " 'core_algorithm-3_50_200_gen_cp_attack_3-25%_eval'\n", + " 'core_simple_1_50_200_gpt_p4_eval'\n", + " 'core_algorithm-3_50_200_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_50_200_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_50_200_gen_cp_attack_3-10%_eval'\n", + " 'core_algorithm-3_50_200_gen_cp_attack_3-10%_eval']\n", + "dict_items([('zj35kp99', 'core_algorithm-3_50_200_dipper_high_eval'), ('yow2ywpi', 'core_simple_1_50_200_dipper_high_eval'), ('momt7pue', 'core_simple_1_50_200_gen_cp_attack_1-25%_eval'), ('p6zpm1ev', 'core_algorithm-3_50_200_gpt_p4_eval'), ('x8w6lb1t', 'core_algorithm-3_50_200_gen_cp_attack_1-25%_eval'), ('68097wck', 'core_simple_1_50_200_gen_cp_attack_3-25%_eval'), ('u7qgizi6', 'core_algorithm-3_50_200_gen_cp_attack_3-25%_eval'), ('dikfqi40', 'core_simple_1_50_200_gpt_p4_eval'), ('0uqlxayc', 'core_algorithm-3_50_200_gen_cp_attack_1-10%_eval'), ('rjw7wkkg', 'core_simple_1_50_200_gen_cp_attack_1-10%_eval'), ('ym33hyv3', 'core_simple_1_50_200_gen_cp_attack_3-10%_eval'), ('t2x3945h', 'core_algorithm-3_50_200_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'zj35kp99': 'SelfHash Dipper', 'yow2ywpi': 'LeftHash Dipper', 'momt7pue': 'LeftHash CP-1-25\\\\%', 'p6zpm1ev': 'SelfHash GPT', 'x8w6lb1t': 'SelfHash CP-1-25\\\\%', '68097wck': 'LeftHash CP-3-25\\\\%', 'u7qgizi6': 'SelfHash CP-3-25\\\\%', 'dikfqi40': 'LeftHash GPT', '0uqlxayc': 'SelfHash CP-1-10\\\\%', 'rjw7wkkg': 'LeftHash CP-1-10\\\\%', 'ym33hyv3': 'LeftHash CP-3-10\\\\%', 't2x3945h': 'SelfHash CP-3-10\\\\%'}\n", + "[, , , , , , , , , , , ]\n", + "['SelfHash Dipper', 'SelfHash GPT', 'LeftHash Dipper', 'SelfHash CP-1-25\\\\%', 'LeftHash GPT', 'LeftHash CP-1-25\\\\%', 'SelfHash CP-3-25\\\\%', 'LeftHash CP-3-25\\\\%', 'SelfHash CP-1-10\\\\%', 'LeftHash CP-1-10\\\\%', 'LeftHash CP-3-10\\\\%', 'SelfHash CP-3-10\\\\%']\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexididx_Tnametpr_at
0121854n7sn0core_simple_1_100_600_gen_eval0.000000
1121854n7sn1core_simple_1_100_600_gen_eval0.000000
2121854n7sn2core_simple_1_100_600_gen_eval0.000000
3121854n7sn3core_simple_1_100_600_gen_eval0.036591
4121854n7sn4core_simple_1_100_600_gen_eval0.019372
..................
119311ytdcxelt593core_algorithm-3_100_600_gen_eval0.993789
119411ytdcxelt594core_algorithm-3_100_600_gen_eval0.993773
119511ytdcxelt595core_algorithm-3_100_600_gen_eval0.993663
119611ytdcxelt596core_algorithm-3_100_600_gen_eval1.000000
119711ytdcxelt597core_algorithm-3_100_600_gen_eval1.000000
\n", + "

1198 rows × 5 columns

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" + ], + "text/plain": [ + " _defaultColorIndex id idx_T name \\\n", + "0 12 1854n7sn 0 core_simple_1_100_600_gen_eval \n", + "1 12 1854n7sn 1 core_simple_1_100_600_gen_eval \n", + "2 12 1854n7sn 2 core_simple_1_100_600_gen_eval \n", + "3 12 1854n7sn 3 core_simple_1_100_600_gen_eval \n", + "4 12 1854n7sn 4 core_simple_1_100_600_gen_eval \n", + "... ... ... ... ... \n", + "1193 11 ytdcxelt 593 core_algorithm-3_100_600_gen_eval \n", + "1194 11 ytdcxelt 594 core_algorithm-3_100_600_gen_eval \n", + "1195 11 ytdcxelt 595 core_algorithm-3_100_600_gen_eval \n", + "1196 11 ytdcxelt 596 core_algorithm-3_100_600_gen_eval \n", + "1197 11 ytdcxelt 597 core_algorithm-3_100_600_gen_eval \n", + "\n", + " tpr_at \n", + "0 0.000000 \n", + "1 0.000000 \n", + "2 0.000000 \n", + "3 0.036591 \n", + "4 0.019372 \n", + "... ... \n", + "1193 0.993789 \n", + "1194 0.993773 \n", + "1195 0.993663 \n", + "1196 1.000000 \n", + "1197 1.000000 \n", + "\n", + "[1198 rows x 5 columns]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_clean_TPR_at_T_600\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_100_600_gen_eval' 'core_algorithm-3_100_600_gen_eval']\n", + "dict_items([('1854n7sn', 'core_simple_1_100_600_gen_eval'), ('ytdcxelt', 'core_algorithm-3_100_600_gen_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'1854n7sn': 'LeftHash', 'ytdcxelt': 'SelfHash'}\n", + "[, ]\n", + "['LeftHash', 'SelfHash']\n" + ] + }, + { + "data": { + "image/png": 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028g4dlm730core_algorithm-3_100_600_dipper_high_eval0.000000
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228g4dlm732core_algorithm-3_100_600_dipper_high_eval0.000000
328g4dlm733core_algorithm-3_100_600_dipper_high_eval0.000000
428g4dlm734core_algorithm-3_100_600_dipper_high_eval0.006766
..................
71830xwkvsx4i593core_algorithm-3_100_600_gen_cp_attack_3-10%_eval0.014028
71840xwkvsx4i594core_algorithm-3_100_600_gen_cp_attack_3-10%_eval0.014199
71850xwkvsx4i595core_algorithm-3_100_600_gen_cp_attack_3-10%_eval0.011416
71860xwkvsx4i596core_algorithm-3_100_600_gen_cp_attack_3-10%_eval0.196721
71870xwkvsx4i597core_algorithm-3_100_600_gen_cp_attack_3-10%_eval0.600000
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7188 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T \\\n", + "0 2 8g4dlm73 0 \n", + "1 2 8g4dlm73 1 \n", + "2 2 8g4dlm73 2 \n", + "3 2 8g4dlm73 3 \n", + "4 2 8g4dlm73 4 \n", + "... ... ... ... \n", + "7183 0 xwkvsx4i 593 \n", + "7184 0 xwkvsx4i 594 \n", + "7185 0 xwkvsx4i 595 \n", + "7186 0 xwkvsx4i 596 \n", + "7187 0 xwkvsx4i 597 \n", + "\n", + " name tpr_at \n", + "0 core_algorithm-3_100_600_dipper_high_eval 0.000000 \n", + "1 core_algorithm-3_100_600_dipper_high_eval 0.000000 \n", + "2 core_algorithm-3_100_600_dipper_high_eval 0.000000 \n", + "3 core_algorithm-3_100_600_dipper_high_eval 0.000000 \n", + "4 core_algorithm-3_100_600_dipper_high_eval 0.006766 \n", + "... ... ... \n", + "7183 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval 0.014028 \n", + "7184 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval 0.014199 \n", + "7185 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval 0.011416 \n", + "7186 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval 0.196721 \n", + "7187 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval 0.600000 \n", + "\n", + "[7188 rows x 5 columns]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_attacked_TPR_at_T_600\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_algorithm-3_100_600_dipper_high_eval'\n", + " 'core_simple_1_100_600_dipper_high_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_3-25%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_3-25%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_1-25%_eval'\n", + " 'core_algorithm-3_100_600_gpt_p4_eval'\n", + " 'core_simple_1_100_600_gpt_p4_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_3-10%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_1-10%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_3-10%_eval']\n", + "dict_items([('8g4dlm73', 'core_algorithm-3_100_600_dipper_high_eval'), ('qnufjt3o', 'core_simple_1_100_600_dipper_high_eval'), ('yidwfqh1', 'core_simple_1_100_600_gen_cp_attack_1-25%_eval'), ('hwgl9y2i', 'core_simple_1_100_600_gen_cp_attack_3-25%_eval'), ('jcodgemc', 'core_algorithm-3_100_600_gen_cp_attack_3-25%_eval'), ('ve3ueyzu', 'core_algorithm-3_100_600_gen_cp_attack_1-25%_eval'), ('hw21adf2', 'core_algorithm-3_100_600_gpt_p4_eval'), ('dw54wt06', 'core_simple_1_100_600_gpt_p4_eval'), ('2781ti07', 'core_simple_1_100_600_gen_cp_attack_1-10%_eval'), ('i9oqcslk', 'core_simple_1_100_600_gen_cp_attack_3-10%_eval'), ('m71q07va', 'core_algorithm-3_100_600_gen_cp_attack_1-10%_eval'), ('xwkvsx4i', 'core_algorithm-3_100_600_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'8g4dlm73': 'SelfHash Dipper', 'qnufjt3o': 'LeftHash Dipper', 'yidwfqh1': 'LeftHash CP-1-25\\\\%', 'hwgl9y2i': 'LeftHash CP-3-25\\\\%', 'jcodgemc': 'SelfHash CP-3-25\\\\%', 've3ueyzu': 'SelfHash CP-1-25\\\\%', 'hw21adf2': 'SelfHash GPT', 'dw54wt06': 'LeftHash GPT', '2781ti07': 'LeftHash CP-1-10\\\\%', 'i9oqcslk': 'LeftHash CP-3-10\\\\%', 'm71q07va': 'SelfHash CP-1-10\\\\%', 'xwkvsx4i': 'SelfHash CP-3-10\\\\%'}\n", + "[, , , , , , , , , , , , , , , ]\n", + "['SelfHash Dipper', 'SelfHash Dipper', 'SelfHash GPT', 'SelfHash GPT', 'LeftHash GPT', 'LeftHash GPT', 'LeftHash Dipper', 'LeftHash Dipper', 'SelfHash CP-1-25\\\\%', 'LeftHash CP-1-25\\\\%', 'SelfHash CP-3-25\\\\%', 'LeftHash CP-3-25\\\\%', 'SelfHash CP-1-10\\\\%', 'SelfHash CP-3-10\\\\%', 'LeftHash CP-1-10\\\\%', 'LeftHash CP-3-10\\\\%']\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"tpr_at\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"TPR\",\n", + " x_lim=(0,600),\n", + " y_lim=(0,1),\n", + " limit_x_series=595,\n", + " limit_x_series_map={\"SelfHash GPT\": 300, \"LeftHash GPT\": 300, \"SelfHash Dipper\": 500, \"LeftHash Dipper\": 500},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " special_color_map={\"Human Avg\":\"black\"},\n", + " title=\"Detection Rate of Watermarking after Attack\\nas function of Tokens Observed (@ 0.1\\% FPR)\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexaucsididx_Tname
0120.6604681854n7sn0core_simple_1_100_600_gen_eval
1120.7208271854n7sn1core_simple_1_100_600_gen_eval
2120.7659231854n7sn2core_simple_1_100_600_gen_eval
3120.7891101854n7sn3core_simple_1_100_600_gen_eval
4120.8135651854n7sn4core_simple_1_100_600_gen_eval
..................
1193110.999789ytdcxelt593core_algorithm-3_100_600_gen_eval
1194110.999797ytdcxelt594core_algorithm-3_100_600_gen_eval
1195110.999790ytdcxelt595core_algorithm-3_100_600_gen_eval
1196111.000000ytdcxelt596core_algorithm-3_100_600_gen_eval
1197111.000000ytdcxelt597core_algorithm-3_100_600_gen_eval
\n", + "

1198 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 12 0.660468 1854n7sn 0 \n", + "1 12 0.720827 1854n7sn 1 \n", + "2 12 0.765923 1854n7sn 2 \n", + "3 12 0.789110 1854n7sn 3 \n", + "4 12 0.813565 1854n7sn 4 \n", + "... ... ... ... ... \n", + "1193 11 0.999789 ytdcxelt 593 \n", + "1194 11 0.999797 ytdcxelt 594 \n", + "1195 11 0.999790 ytdcxelt 595 \n", + "1196 11 1.000000 ytdcxelt 596 \n", + "1197 11 1.000000 ytdcxelt 597 \n", + "\n", + " name \n", + "0 core_simple_1_100_600_gen_eval \n", + "1 core_simple_1_100_600_gen_eval \n", + "2 core_simple_1_100_600_gen_eval \n", + "3 core_simple_1_100_600_gen_eval \n", + "4 core_simple_1_100_600_gen_eval \n", + "... ... \n", + "1193 core_algorithm-3_100_600_gen_eval \n", + "1194 core_algorithm-3_100_600_gen_eval \n", + "1195 core_algorithm-3_100_600_gen_eval \n", + "1196 core_algorithm-3_100_600_gen_eval \n", + "1197 core_algorithm-3_100_600_gen_eval \n", + "\n", + "[1198 rows x 5 columns]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_clean_AUC_at_T_600\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_simple_1_100_600_gen_eval' 'core_algorithm-3_100_600_gen_eval']\n", + "dict_items([('1854n7sn', 'core_simple_1_100_600_gen_eval'), ('ytdcxelt', 'core_algorithm-3_100_600_gen_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'1854n7sn': 'LeftHash', 'ytdcxelt': 'SelfHash'}\n", + "[, ]\n", + "['LeftHash', 'SelfHash']\n" + ] + }, + { + "data": { + "image/png": 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_defaultColorIndexaucsididx_Tname
020.5933718g4dlm730core_algorithm-3_100_600_dipper_high_eval
120.6179858g4dlm731core_algorithm-3_100_600_dipper_high_eval
220.6436148g4dlm732core_algorithm-3_100_600_dipper_high_eval
320.6583098g4dlm733core_algorithm-3_100_600_dipper_high_eval
420.6739058g4dlm734core_algorithm-3_100_600_dipper_high_eval
..................
718300.802884xwkvsx4i593core_algorithm-3_100_600_gen_cp_attack_3-10%_eval
718400.800351xwkvsx4i594core_algorithm-3_100_600_gen_cp_attack_3-10%_eval
718500.800121xwkvsx4i595core_algorithm-3_100_600_gen_cp_attack_3-10%_eval
718600.882827xwkvsx4i596core_algorithm-3_100_600_gen_cp_attack_3-10%_eval
718700.733333xwkvsx4i597core_algorithm-3_100_600_gen_cp_attack_3-10%_eval
\n", + "

7188 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex aucs id idx_T \\\n", + "0 2 0.593371 8g4dlm73 0 \n", + "1 2 0.617985 8g4dlm73 1 \n", + "2 2 0.643614 8g4dlm73 2 \n", + "3 2 0.658309 8g4dlm73 3 \n", + "4 2 0.673905 8g4dlm73 4 \n", + "... ... ... ... ... \n", + "7183 0 0.802884 xwkvsx4i 593 \n", + "7184 0 0.800351 xwkvsx4i 594 \n", + "7185 0 0.800121 xwkvsx4i 595 \n", + "7186 0 0.882827 xwkvsx4i 596 \n", + "7187 0 0.733333 xwkvsx4i 597 \n", + "\n", + " name \n", + "0 core_algorithm-3_100_600_dipper_high_eval \n", + "1 core_algorithm-3_100_600_dipper_high_eval \n", + "2 core_algorithm-3_100_600_dipper_high_eval \n", + "3 core_algorithm-3_100_600_dipper_high_eval \n", + "4 core_algorithm-3_100_600_dipper_high_eval \n", + "... ... \n", + "7183 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval \n", + "7184 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval \n", + "7185 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval \n", + "7186 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval \n", + "7187 core_algorithm-3_100_600_gen_cp_attack_3-10%_eval \n", + "\n", + "[7188 rows x 5 columns]" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"core_attacked_AUC_at_T_600\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['core_algorithm-3_100_600_dipper_high_eval'\n", + " 'core_simple_1_100_600_dipper_high_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_1-25%_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_3-25%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_3-25%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_1-25%_eval'\n", + " 'core_algorithm-3_100_600_gpt_p4_eval'\n", + " 'core_simple_1_100_600_gpt_p4_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_1-10%_eval'\n", + " 'core_simple_1_100_600_gen_cp_attack_3-10%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_1-10%_eval'\n", + " 'core_algorithm-3_100_600_gen_cp_attack_3-10%_eval']\n", + "dict_items([('8g4dlm73', 'core_algorithm-3_100_600_dipper_high_eval'), ('qnufjt3o', 'core_simple_1_100_600_dipper_high_eval'), ('yidwfqh1', 'core_simple_1_100_600_gen_cp_attack_1-25%_eval'), ('hwgl9y2i', 'core_simple_1_100_600_gen_cp_attack_3-25%_eval'), ('jcodgemc', 'core_algorithm-3_100_600_gen_cp_attack_3-25%_eval'), ('ve3ueyzu', 'core_algorithm-3_100_600_gen_cp_attack_1-25%_eval'), ('hw21adf2', 'core_algorithm-3_100_600_gpt_p4_eval'), ('dw54wt06', 'core_simple_1_100_600_gpt_p4_eval'), ('2781ti07', 'core_simple_1_100_600_gen_cp_attack_1-10%_eval'), ('i9oqcslk', 'core_simple_1_100_600_gen_cp_attack_3-10%_eval'), ('m71q07va', 'core_algorithm-3_100_600_gen_cp_attack_1-10%_eval'), ('xwkvsx4i', 'core_algorithm-3_100_600_gen_cp_attack_3-10%_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'8g4dlm73': 'SelfHash Dipper', 'qnufjt3o': 'LeftHash Dipper', 'yidwfqh1': 'LeftHash CP-1-25\\\\%', 'hwgl9y2i': 'LeftHash CP-3-25\\\\%', 'jcodgemc': 'SelfHash CP-3-25\\\\%', 've3ueyzu': 'SelfHash CP-1-25\\\\%', 'hw21adf2': 'SelfHash GPT', 'dw54wt06': 'LeftHash GPT', '2781ti07': 'LeftHash CP-1-10\\\\%', 'i9oqcslk': 'LeftHash CP-3-10\\\\%', 'm71q07va': 'SelfHash CP-1-10\\\\%', 'xwkvsx4i': 'SelfHash CP-3-10\\\\%'}\n", + "[, , , , , , , , , , , , , , , ]\n", + "['SelfHash Dipper', 'SelfHash Dipper', 'SelfHash GPT', 'SelfHash GPT', 'LeftHash Dipper', 'LeftHash Dipper', 'LeftHash GPT', 'LeftHash GPT', 'SelfHash CP-3-25\\\\%', 'LeftHash CP-3-25\\\\%', 'LeftHash CP-1-25\\\\%', 'SelfHash CP-1-25\\\\%', 'SelfHash CP-3-10\\\\%', 'SelfHash CP-1-10\\\\%', 'LeftHash CP-3-10\\\\%', 'LeftHash CP-1-10\\\\%']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"aucs\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"ROC-AUC\",\n", + " x_lim=(0,600),\n", + " y_lim=(0.4,1),\n", + " legend_loc=\"lower right\",\n", + " limit_x_series=595,\n", + " limit_x_series_map={\"SelfHash GPT\": 300, \"LeftHash GPT\": 300, \"SelfHash Dipper\": 500, \"LeftHash Dipper\": 500},\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=name_extractor,\n", + " title=\"Detection Rate of Watermarking after Attack\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/data_model.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/data_model.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..3188fb377f5db191e1bf340615f47b3b3533d804 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/data_model.ipynb @@ -0,0 +1,1258 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 20})\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_scatter_data(data_df, x_col=\"x\", y_col=\"y\",x_name=None,y_name=None, series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, color_marker_map=None, num_colors=None, num_markers=None, num_cols=None, filter_list=None, legend_sort_indices=None, shorten_legend_indices=None, legend_unique_indices=None, title=\"Figure Title\", marker_size=None,figure_size=None,legend_loc=None, bbox_to_anchor=None, grid=True, save_path=None, show=True):\n", + " \n", + " # give each point a unique marker and color\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", (len(data_df) if num_colors is None else num_colors), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " # markers = [\"*\", \"s\", \"^\", \"p\", \"v\", \"<\", \"P\", \">\", \"h\", \"H\", \"+\", \"X\", \"D\", \"|\", \"d\", \"x\", \"_\", \"o\"]\n", + " markers = [\"o\", \"X\", \"v\",\"^\", \"s\", \"p\", \"<\", \"P\", \">\", \"h\", \"H\", \"+\" , \"D\", \"d\", \"x\", \"p\"]\n", + "\n", + " if num_markers is not None:\n", + " markers = markers[:num_markers]\n", + " \n", + " all_possible_color_and_marker_combos = [(color, marker) for color in cmap for marker in markers]\n", + " \n", + " #plot using plt.scatter\n", + " # make figsize larger if num_cols is not None adn num_cols > 1\n", + " # and scale marker size\n", + "\n", + " fig, ax = plt.subplots(figsize=figure_size)\n", + " marker_size = marker_size\n", + " \n", + " # sort data_df by series_readable_id_col\n", + " # data_df = data_df.sort_values(by=[series_readable_id_col])\n", + "\n", + " if filter_list is not None:\n", + " # remove data where series_readable_id_map[row[series_readable_id_col]] is in filter_list\n", + " # print(f\"Col for filtering:{data_df[series_readable_id_col].apply(series_readable_id_map)[0]}\")\n", + " data_df = data_df[~data_df[series_readable_id_col].apply(series_readable_id_map).isin(filter_list)]\n", + "\n", + " for i, row in data_df.iterrows():\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " label = series_readable_id_map[row[series_readable_id_col]]\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " # print(row[series_readable_id_col])\n", + " label = series_readable_id_map(row[series_readable_id_col])\n", + " # print(label)\n", + " else:\n", + " label = row[series_readable_id_col]\n", + " \n", + " if color_marker_map is not None and isinstance(color_marker_map, Callable):\n", + " # print(f\"Using color marker callable\")\n", + " color_idx, marker_idx = color_marker_map(series_readable_id_map(row[series_readable_id_col]))\n", + " if isinstance(color_idx,int):\n", + " color = cmap[color_idx]\n", + " else:\n", + " color = color_idx\n", + " if isinstance(marker_idx,int):\n", + " marker = markers[marker_idx]\n", + " else:\n", + " marker = marker_idx\n", + " # print(f\"color: {color}, marker: {marker}\")\n", + " else:\n", + " if special_color_map and row[series_readable_id_col] in special_color_map.keys():\n", + " if isinstance(special_color_map[row[series_readable_id_col]], int):\n", + " color = cmap[special_color_map[row[series_readable_id_col]]]\n", + " else:\n", + " color = special_color_map[row[series_readable_id_col]]\n", + " else:\n", + " # color = cmap[i]\n", + " color = all_possible_color_and_marker_combos[i][0]\n", + " # marker = markers[i]\n", + " marker = all_possible_color_and_marker_combos[i][1]\n", + "\n", + " ax.scatter(row[x_col], row[y_col], label=label, color=color, marker=marker, alpha=0.8, sizes=[marker_size])\n", + " \n", + " # sort legend the value of y_col and then x_col\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " x_vals = data_df[x_col]\n", + " y_vals = data_df[y_col]\n", + "\n", + " if legend_sort_indices is not None:\n", + " label_tups = [lab.split(\",\") for lab in labels]\n", + " # label_tups = [tuple([lab[i] for i in legend_name_indices]) for lab in label_tups]\n", + " # sort by label_tups in their order\n", + " # handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: [[t[1][i] for i in legend_sort_indices],t[2]], reverse=False))\n", + " handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: ([[t[1][i] for i in legend_sort_indices],t[2]] if t[1][0] != \"Wiki\" else [[\"C4-z\",-1],-1]), reverse=False))\n", + " if legend_unique_indices:\n", + " legend_dict = {tuple([label_tup[i] for i in legend_unique_indices]): [handle,label_tup] for handle,label_tup in zip(handles,label_tups)}\n", + " handles, label_tups = zip(*legend_dict.values())\n", + " if shorten_legend_indices:\n", + " label_tups = [[lab[i] for i in shorten_legend_indices] for lab in label_tups]\n", + " labels = [\",\".join(lab) for lab in label_tups]\n", + " legend_title = f\"\"\n", + " else:\n", + " # sort by x/y_vals\n", + " handles, labels, _, _ = zip(*sorted(zip(handles, labels, x_vals, y_vals), key=lambda t: (t[3],t[2]), reverse=True))\n", + " legend_title = f\"(Sorted desc. by {y_name if y_name else y_col})\"\n", + "\n", + "\n", + " # sort by labels if num_cols more than 1, make the legend outside the plot to the RHS\n", + " # and increase marker size\n", + " # if num_cols > 1:\n", + " # # ax.legend(handles, labels, bbox_to_anchor=(1.04,0.5), loc=\"center left\", ncol=num_cols)\n", + " # # make legend taller\n", + " # ax.legend(handles, labels, bbox_to_anchor=(1.04,0.5), loc=\"center left\", ncol=num_cols, handletextpad=0.1, columnspacing=0.2, title=legend_title, fontsize=12)\n", + " # else:\n", + " # ax.legend(handles, labels,loc=legend_loc, ncol=(num_cols if num_cols is not None else 1), title=legend_title, fontsize=12)\n", + " if bbox_to_anchor is not None:\n", + " ax.legend(handles, labels, bbox_to_anchor=bbox_to_anchor, loc=\"center left\", ncol=(num_cols if num_cols is not None else 1), handletextpad=0.1, columnspacing=0.2, title=legend_title, fontsize=12)\n", + " else:\n", + " ax.legend(handles, labels, loc=legend_loc, ncol=(num_cols if num_cols is not None else 1), handletextpad=0.1, columnspacing=0.2, title=legend_title, fontsize=12)\n", + " \n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_name if x_name else x_col)\n", + " plt.ylabel(y_name if y_name else y_col)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + " \n", + " x = x.replace(\"50_200_\", \"\")\n", + " x = x.replace(\"core_\", \"\")\n", + " x = x.replace(\"gen_attacked_\", \"\")\n", + " x = x.replace(\"pile_\", \"\")\n", + " x = x.replace(\"c4_\", \"C4-en_\")\n", + " x = x.replace(\"free_law\", \"Law\")\n", + " x = x.replace(\"pubmed\", \"Med\")\n", + " x = x.replace(\"github\", \"Github\")\n", + " x = x.replace(\"wikitext\", \"Wiki\")\n", + " x = x.replace(\"uspto\", \"Patents\")\n", + " x = x.replace(\"gpt_eval\", \"GPT\")\n", + " x = x.replace(\"gpt_p4_eval\", \"GPT\")\n", + " x = x.replace(\"dipper_eval\", \"Dipper\")\n", + " x = x.replace(\"dipper_high_eval\", \"Dipper\")\n", + " x = x.replace(\"simple_1_\", \"C4-News_llama-7b-base_\")\n", + "\n", + " x = x.replace(\"llama-7b-base\", \"Llama-7B\")\n", + " x = x.replace(\"opt-6-7b\", \"OPT-6.7B\")\n", + " x = x.replace(\"llama-7b-vicuna-v1-1\", \"Vicuna-7B\")\n", + "\n", + "\n", + " tup_x = x.split(\"_\")\n", + " \n", + " # return x_dict\n", + " return \",\".join([str(elm) for elm in tup_x])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"data_model_ablation_z_psp_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# name_col = df[\"Name\"]\n", + "name_col = df[\"Name\"].apply(name_extractor)\n", + "# name_col" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# (dataset,model,attack)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "color_order = [\n", + " \"Github\",\n", + " \"Law\",\n", + " \"Patents\",\n", + " \"Med\",\n", + " # \"C4-News\",\n", + " # \"C4-en\",\n", + " # \"Wiki\",\n", + "]\n", + "\n", + "marker_order = [\n", + " \"Llama-7B\",\n", + " \"Vicuna-7B\",\n", + " \"OPT-6.7B\",\n", + "]\n", + "\n", + "\n", + "def color_marker_map(x):\n", + "\n", + " x_tup = x.split(\",\")\n", + " assert len(x_tup) == 3\n", + "\n", + " dataset = x_tup[0]\n", + " model = x_tup[1]\n", + "\n", + "\n", + " if dataset == \"C4-News\":\n", + " color = \"black\"\n", + " marker = marker_order.index(model)\n", + " elif dataset == \"C4-en\":\n", + " color = \"gray\"\n", + " marker = marker_order.index(model)\n", + " elif dataset == \"Wiki\":\n", + " color = \"saddlebrown\"\n", + " marker = marker_order.index(model)\n", + " else:\n", + " color = color_order.index(dataset)\n", + " marker = marker_order.index(model)\n", + "\n", + " return color, marker\n", + "\n", + "filter_list = [\n", + " \"algorithm-3,Dipper\",\n", + " \"algorithm-3,GPT\",\n", + "]\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"f_200p25m25_w_wm_output_z_score_mean\",\n", + " y_col=\"f_200p25m25_no_wm_output_vs_w_wm_output_p_sp_mean\",\n", + " x_name=r\"Z-Score $(\\rightarrow)$\",\n", + " y_name=r\"P-SP $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,1],\n", + " legend_unique_indices = [0,1],\n", + " shorten_legend_indices = [0,1],\n", + " filter_list=filter_list,\n", + " num_colors=4,\n", + " num_markers=3,\n", + " num_cols=2,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " legend_loc=\"upper right\",\n", + " title=\"Watermark Strength (Z-Score) vs.\\nSimilarity of Unwatermarked and Watermarked Outputs (P-SP)\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"data_model_ablation_z_logdiv_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Namef_200p25m25_w_wm_output_z_score_meanf_200p25m25_w_wm_output_repetition_2_mean_wandb
0pile_uspto_opt-6-7b_gen_attacked_dipper_eval9.9356770.290999NaN
1core_algorithm-3_50_200_dipper_high_eval10.0572360.112082NaN
2pile_pubmed_opt-6-7b_gen_attacked_dipper_eval10.0123690.265712NaN
3pile_pubmed_opt-6-7b_gen_attacked_gpt_eval10.0123690.265712NaN
4pile_free_law_opt-6-7b_gen_attacked_dipper_eval7.6002580.198272NaN
5pile_uspto_llama-7b-base_gen_attacked_dipper_eval7.9515180.235688NaN
6core_simple_1_50_200_dipper_high_eval9.1936400.108495NaN
7pile_uspto_opt-6-7b_gen_attacked_gpt_eval9.9356770.290999NaN
8pile_pubmed_llama-7b-base_gen_attacked_gpt_eval7.7397210.149759NaN
9core_algorithm-3_50_200_gpt_p4_eval10.0572360.112082NaN
10pile_pubmed_llama-7b-base_gen_attacked_dipper_...7.7397210.149759NaN
11pile_uspto_llama-7b-base_gen_attacked_gpt_eval7.9515180.235688NaN
12core_wikitext_llama-7b-base_gpt_p4_eval9.7937390.194513NaN
13pile_free_law_llama-7b-base_gen_attacked_dippe...7.6998180.122125NaN
14pile_free_law_opt-6-7b_gen_attacked_gpt_eval7.6002580.198272NaN
15core_simple_1_50_200_gpt_p4_eval9.1936400.108495NaN
16pile_github_opt-6-7b_gen_attacked_gpt_eval4.0228660.285722NaN
17pile_pubmed_llama-7b-vicuna-v1-1_gen_attacked_...5.3917680.118112NaN
18pile_pubmed_llama-7b-vicuna-v1-1_gen_attacked_...5.3917680.118112NaN
19pile_uspto_llama-7b-vicuna-v1-1_gen_attacked_g...5.3627660.212157NaN
20pile_uspto_llama-7b-vicuna-v1-1_gen_attacked_d...5.3627660.212157NaN
21pile_free_law_llama-7b-vicuna-v1-1_gen_attacke...5.1221580.111523NaN
22core_c4_llama-7b-base_gpt_p4_eval9.1412090.160294NaN
23pile_free_law_llama-7b-base_gen_attacked_gpt_eval7.6998180.122125NaN
24pile_free_law_llama-7b-vicuna-v1-1_gen_attacke...5.1221580.111523NaN
25pile_github_opt-6-7b_gen_attacked_dipper_eval4.0228660.285722NaN
26pile_github_llama-7b-base_gen_attacked_dipper_...4.7631470.214511NaN
27pile_github_llama-7b-vicuna-v1-1_gen_attacked_...3.2818430.155464NaN
28pile_github_llama-7b-base_gen_attacked_gpt_eval4.7631470.214511NaN
29pile_github_llama-7b-vicuna-v1-1_gen_attacked_...3.2818430.155464NaN
\n", + "
" + ], + "text/plain": [ + " Name \\\n", + "0 pile_uspto_opt-6-7b_gen_attacked_dipper_eval \n", + "1 core_algorithm-3_50_200_dipper_high_eval \n", + "2 pile_pubmed_opt-6-7b_gen_attacked_dipper_eval \n", + "3 pile_pubmed_opt-6-7b_gen_attacked_gpt_eval \n", + "4 pile_free_law_opt-6-7b_gen_attacked_dipper_eval \n", + "5 pile_uspto_llama-7b-base_gen_attacked_dipper_eval \n", + "6 core_simple_1_50_200_dipper_high_eval \n", + "7 pile_uspto_opt-6-7b_gen_attacked_gpt_eval \n", + "8 pile_pubmed_llama-7b-base_gen_attacked_gpt_eval \n", + "9 core_algorithm-3_50_200_gpt_p4_eval \n", + "10 pile_pubmed_llama-7b-base_gen_attacked_dipper_... \n", + "11 pile_uspto_llama-7b-base_gen_attacked_gpt_eval \n", + "12 core_wikitext_llama-7b-base_gpt_p4_eval \n", + "13 pile_free_law_llama-7b-base_gen_attacked_dippe... \n", + "14 pile_free_law_opt-6-7b_gen_attacked_gpt_eval \n", + "15 core_simple_1_50_200_gpt_p4_eval \n", + "16 pile_github_opt-6-7b_gen_attacked_gpt_eval \n", + "17 pile_pubmed_llama-7b-vicuna-v1-1_gen_attacked_... \n", + "18 pile_pubmed_llama-7b-vicuna-v1-1_gen_attacked_... \n", + "19 pile_uspto_llama-7b-vicuna-v1-1_gen_attacked_g... \n", + "20 pile_uspto_llama-7b-vicuna-v1-1_gen_attacked_d... \n", + "21 pile_free_law_llama-7b-vicuna-v1-1_gen_attacke... \n", + "22 core_c4_llama-7b-base_gpt_p4_eval \n", + "23 pile_free_law_llama-7b-base_gen_attacked_gpt_eval \n", + "24 pile_free_law_llama-7b-vicuna-v1-1_gen_attacke... \n", + "25 pile_github_opt-6-7b_gen_attacked_dipper_eval \n", + "26 pile_github_llama-7b-base_gen_attacked_dipper_... \n", + "27 pile_github_llama-7b-vicuna-v1-1_gen_attacked_... \n", + "28 pile_github_llama-7b-base_gen_attacked_gpt_eval \n", + "29 pile_github_llama-7b-vicuna-v1-1_gen_attacked_... \n", + "\n", + " f_200p25m25_w_wm_output_z_score_mean \\\n", + "0 9.935677 \n", + "1 10.057236 \n", + "2 10.012369 \n", + "3 10.012369 \n", + "4 7.600258 \n", + "5 7.951518 \n", + "6 9.193640 \n", + "7 9.935677 \n", + "8 7.739721 \n", + "9 10.057236 \n", + "10 7.739721 \n", + "11 7.951518 \n", + "12 9.793739 \n", + "13 7.699818 \n", + "14 7.600258 \n", + "15 9.193640 \n", + "16 4.022866 \n", + "17 5.391768 \n", + "18 5.391768 \n", + "19 5.362766 \n", + "20 5.362766 \n", + "21 5.122158 \n", + "22 9.141209 \n", + "23 7.699818 \n", + "24 5.122158 \n", + "25 4.022866 \n", + "26 4.763147 \n", + "27 3.281843 \n", + "28 4.763147 \n", + "29 3.281843 \n", + "\n", + " f_200p25m25_w_wm_output_repetition_2_mean _wandb \n", + "0 0.290999 NaN \n", + "1 0.112082 NaN \n", + "2 0.265712 NaN \n", + "3 0.265712 NaN \n", + "4 0.198272 NaN \n", + "5 0.235688 NaN \n", + "6 0.108495 NaN \n", + "7 0.290999 NaN \n", + "8 0.149759 NaN \n", + "9 0.112082 NaN \n", + "10 0.149759 NaN \n", + "11 0.235688 NaN \n", + "12 0.194513 NaN \n", + "13 0.122125 NaN \n", + "14 0.198272 NaN \n", + "15 0.108495 NaN \n", + "16 0.285722 NaN \n", + "17 0.118112 NaN \n", + "18 0.118112 NaN \n", + "19 0.212157 NaN \n", + "20 0.212157 NaN \n", + "21 0.111523 NaN \n", + "22 0.160294 NaN \n", + "23 0.122125 NaN \n", + "24 0.111523 NaN \n", + "25 0.285722 NaN \n", + "26 0.214511 NaN \n", + "27 0.155464 NaN \n", + "28 0.214511 NaN \n", + "29 0.155464 NaN " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"data_model_ablation_z_repetition2_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"f_200p25m25_w_wm_output_z_score_mean\",\n", + " y_col=\"f_200p25m25_w_wm_output_repetition_2_mean\",\n", + " x_name=r\"Z-Score $(\\rightarrow)$\",\n", + " y_name=r\"$(\\leftarrow) $2-gram Repetition\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,1],\n", + " legend_unique_indices = [0,1],\n", + " shorten_legend_indices = [0,1],\n", + " filter_list=filter_list,\n", + " num_colors=4,\n", + " num_markers=3,\n", + " num_cols=2,\n", + " marker_size=50,\n", + " figure_size=(14,6),\n", + " # legend_loc=\"upper right\",\n", + " bbox_to_anchor=(1.01,0.5),\n", + " title=\"Watermark Strength (Z-Score) vs.\\nWatermarked Output 2-Gram Repetition\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_bar_data(data_df,x_col=\"x\",series_readable_id_col=\"name\", fig_size=(8, 5), series_readable_id_map=None, x_label=None, y_label=None, y_lim=None, y_tick_spec=None, y_err_df = None, all_groups = None, overall_position_list=None, special_color_map=None, num_colors=None, title=\"Figure Title\", grid=True, save_path=None, show=True):\n", + "\n", + " # make a simple bar chart of the data labellinig each by it's series_readable_id_col\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", (len(data_df) if num_colors is None else num_colors), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " \n", + " #plot using plt.bar\n", + " # but lets make subplots for heirarchical groups\n", + " # first level, on left we want bars where name contains 50_200 and right is where name has 100_600\n", + " # in each of those groups, we want to split into set where contains cp_attack and where doesn't\n", + " # them finally we sort each final group by x_col\n", + " # mak sure we position them separately on the x axis with some space between them\n", + "\n", + " fig, ax = plt.subplots(figsize=fig_size)\n", + "\n", + " global_idx = 0\n", + " all_labels = []\n", + " for i, grp in enumerate(all_groups):\n", + " if isinstance(series_readable_id_map, dict):\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(series_readable_id_map)\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(lambda x: series_readable_id_map(x))\n", + "\n", + " for j, x_val in enumerate(grp[x_col]):\n", + " label = grp[series_readable_id_col].iloc[j]\n", + " all_labels.append(label)\n", + "\n", + " if special_color_map is not None:\n", + " color = special_color_map(label)\n", + " if isinstance(color, int):\n", + " color = cmap[color]\n", + " else:\n", + " color = cmap[j]\n", + " ax.bar(overall_position_list[global_idx], x_val, color=color, alpha=0.8)\n", + " # if y_err_df is not None:\n", + " if y_err_df is not None and label in y_err_df[series_readable_id_col].values:\n", + " print(label)\n", + " print(y_err_df[series_readable_id_col].values)\n", + " y_err = y_err_df[y_err_df[series_readable_id_col] == label][x_col]\n", + " print(y_err)\n", + " ax.errorbar(overall_position_list[global_idx], x_val, yerr=y_err, fmt=\"none\", ecolor=\"black\", capsize=5, capthick=2, zorder=10)\n", + "\n", + "\n", + " global_idx += 1\n", + "\n", + " # Set the x ticks to be the names located at the center of the correct bar\n", + " ax.set_xticks(overall_position_list, all_labels)\n", + "\n", + "\n", + " # turn on grid \n", + " ax.set_axisbelow(True)\n", + " ax.grid(grid,zorder=0,axis=\"y\")\n", + " # increase horiz grid density \n", + " ax.xaxis.grid(which=\"minor\", linestyle=\"-\", linewidth=0.5, color=\"black\", zorder=0)\n", + " if y_tick_spec is not None:\n", + " ax.set_yticks(y_tick_spec)\n", + "\n", + " \n", + "\n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_label)\n", + " plt.ylabel(y_label if y_label else x_col)\n", + "\n", + " # set y lim to be 0 to 1\n", + " ax.set_ylim(y_lim)\n", + "\n", + " # angle labels\n", + " plt.xticks(rotation=45, ha=\"right\")\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def color_map(x):\n", + "\n", + " x_tup = x.split(\",\")\n", + "\n", + " dataset = x_tup[0]\n", + "\n", + " if dataset == \"C4-News\":\n", + " color = \"black\"\n", + " elif dataset == \"C4-en\":\n", + " color = \"gray\"\n", + " elif dataset == \"Wiki\":\n", + " color = \"saddlebrown\"\n", + " else:\n", + " color = color_order.index(dataset)\n", + "\n", + " return color" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"data_model_ablation_clean_AUC\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "df[\"Name\"] = df[\"Name\"].apply(name_extractor)\n", + "\n", + "# sort, but make \"Wiki\" first\n", + "df[\"Name_for_sort\"] = df[\"Name\"].apply(lambda x: \"C4-z\" + x if x.startswith(\"Wiki\") else x)\n", + "df = df.sort_values(by=[\"Name_for_sort\"])\n", + "df = df.drop(columns=[\"Name_for_sort\"])\n", + "\n", + "df = df[~df[\"Name\"].isin(filter_list)]\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_3305098/319256877.py:19: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " all_groups[i][\"Name\"] = all_groups[i][\"Name\"].apply(lambda x: \",\".join(x.split(\",\")[:2]))\n" + ] + }, + { + "data": { + "text/plain": [ + "[ Name _wandb z_score_roc_auc\n", + " 6 C4-News,Llama-7B NaN 0.999471,\n", + " Name _wandb z_score_roc_auc\n", + " 22 C4-en,Llama-7B NaN 0.981624,\n", + " Name _wandb z_score_roc_auc\n", + " 12 Wiki,Llama-7B NaN 0.999125,\n", + " Name _wandb z_score_roc_auc\n", + " 26 Github,Llama-7B NaN 0.891280\n", + " 25 Github,OPT-6.7B NaN 0.818759\n", + " 27 Github,Vicuna-7B NaN 0.847493,\n", + " Name _wandb z_score_roc_auc\n", + " 13 Law,Llama-7B NaN 0.992832\n", + " 4 Law,OPT-6.7B NaN 0.865817\n", + " 21 Law,Vicuna-7B NaN 0.979616,\n", + " Name _wandb z_score_roc_auc\n", + " 10 Med,Llama-7B NaN 0.998791\n", + " 2 Med,OPT-6.7B NaN 0.997903\n", + " 17 Med,Vicuna-7B NaN 0.991420,\n", + " Name _wandb z_score_roc_auc\n", + " 5 Patents,Llama-7B NaN 0.999444\n", + " 0 Patents,OPT-6.7B NaN 0.998106\n", + " 20 Patents,Vicuna-7B NaN 0.996100]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "# the Name is a tuple with dataset, model, attack\n", + "# we want to group by dataset, then model, then attack\n", + "# and drop the second attack group 'Dipper' since were plotting clean AUC here\n", + "all_groups = []\n", + "for dataset in df[\"Name\"].apply(lambda x: x.split(\",\")[0]).unique():\n", + " dataset_df = df[df[\"Name\"].apply(lambda x: x.split(\",\")[0]) == dataset]\n", + " # all_groups.append(dataset_df)\n", + " # for model in dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[1]).unique():\n", + " # model_df = dataset_df[dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[1]) == model]\n", + " # # all_groups.append(model_df)\n", + " for attack in dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[2]).unique()[:1]: # just take the first attack\n", + " attack_df = dataset_df[dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[2]) == attack]\n", + " all_groups.append(attack_df)\n", + "\n", + "# for all grps trim the attack from the name tup\n", + "for i, grp in enumerate(all_groups):\n", + " all_groups[i][\"Name\"] = all_groups[i][\"Name\"].apply(lambda x: \",\".join(x.split(\",\")[:2]))\n", + "\n", + "all_groups\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_3305098/240164332.py:22: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(lambda x: series_readable_id_map(x))\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# hardcode 27 bar positions leaving out the 3 required for the gaps\n", + "# 6 bars per group, 4 groups, 3 gaps\n", + "# width is 7 bars - the 1 gap bar\n", + "# width = 2 \n", + "\n", + "widths = [1,1,1,3,3,3,3]\n", + "\n", + "offset = 0\n", + "\n", + "overall_position_list = []\n", + "for width in widths:\n", + " overall_position_list += list(range(offset, offset+width))\n", + " offset += width + 1\n", + "\n", + "plot_bar_data(\n", + " df,\n", + " x_col=\"z_score_roc_auc\",\n", + " # x_label=\"Watermarking Settings\",\n", + " y_label=\"ROC-AUC\",\n", + " fig_size=(8,5),\n", + " y_lim=(0.5,1.0),\n", + " y_tick_spec=np.arange(0, 1.1, 0.05),\n", + " series_readable_id_col=\"Name\",\n", + " all_groups=all_groups,\n", + " overall_position_list=overall_position_list,\n", + " num_colors = 4,\n", + " special_color_map=color_map,\n", + " series_readable_id_map=name_extractor,\n", + " title=\"Detection Rate of Watermarking across Datasets and Models\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + " show=True\n", + ")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"data_model_ablation_attacked_AUC\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "df[\"Name\"] = df[\"Name\"].apply(name_extractor)\n", + "\n", + "# sort, but make \"Wiki\" first\n", + "df[\"Name_for_sort\"] = df[\"Name\"].apply(lambda x: \"C4-z\" + x if x.startswith(\"Wiki\") else x)\n", + "df = df.sort_values(by=[\"Name_for_sort\"])\n", + "df = df.drop(columns=[\"Name_for_sort\"])\n", + "\n", + "df = df[~df[\"Name\"].isin(filter_list)]\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "\n", + "# the Name is a tuple with dataset, model, attack\n", + "# we want to group by dataset, then model, then attack\n", + "# and drop the second attack group 'Dipper' since were plotting clean AUC here\n", + "all_groups = []\n", + "for dataset in df[\"Name\"].apply(lambda x: x.split(\",\")[0]).unique():\n", + " dataset_df = df[df[\"Name\"].apply(lambda x: x.split(\",\")[0]) == dataset]\n", + " # all_groups.append(dataset_df)\n", + " # for model in dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[1]).unique():\n", + " # model_df = dataset_df[dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[1]) == model]\n", + " # # all_groups.append(model_df)\n", + " # for attack in dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[2]).unique()[:1]: # just take the first attack\n", + " # attack_df = dataset_df[dataset_df[\"Name\"].apply(lambda x: x.split(\",\")[2]) == attack]\n", + " all_groups.append(dataset_df)\n", + "\n", + "# all_groups\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_3305098/240164332.py:22: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(lambda x: series_readable_id_map(x))\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "widths = [2,1,1,6,6,6,6]\n", + "\n", + "offset = 0\n", + "\n", + "overall_position_list = []\n", + "for width in widths:\n", + " overall_position_list += list(range(offset, offset+width))\n", + " offset += width + 1\n", + "\n", + "plot_bar_data(\n", + " df,\n", + " x_col=\"attacked_z_score_roc_auc\",\n", + " # x_label=\"Watermarking Settings\",\n", + " y_label=\"ROC-AUC\",\n", + " fig_size=(12,6),\n", + " y_lim=(0.5,1.0),\n", + " y_tick_spec=np.arange(0, 1.1, 0.05),\n", + " series_readable_id_col=\"Name\",\n", + " all_groups=all_groups,\n", + " overall_position_list=overall_position_list,\n", + " num_colors = 4,\n", + " special_color_map=color_map,\n", + " series_readable_id_map=name_extractor,\n", + " title=\"Detection Rate of Watermarking after Attack across Datasets and Models\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + " show=True\n", + ")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/detector_ablation.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/detector_ablation.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..1d73bcc25e7a3c5872f87629b9367b902e8768e6 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/detector_ablation.ipynb @@ -0,0 +1,904 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 16})\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_scatter_data(data_df, x_col=\"x\", y_col=\"y\",x_name=None,y_name=None, series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, color_marker_map=None, num_colors=None, num_markers=None, num_cols=None, filter_list=None, legend_sort_indices=None, shorten_legend_indices=None, legend_unique_indices=None, plot_unique_indices=None, legend_title=None, x_lim=None, x_tick_spec=None, y_lim=None, y_tick_spec=None, title=\"Figure Title\", marker_size=None,figure_size=None,legend_loc=None, grid=True, save_path=None, show=True):\n", + " \n", + " # give each point a unique marker and color\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", (len(data_df) if num_colors is None else num_colors), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " # markers = [\"*\", \"s\", \"^\", \"p\", \"v\", \"<\", \"P\", \">\", \"h\", \"H\", \"+\", \"X\", \"D\", \"|\", \"d\", \"x\", \"_\", \"o\"]\n", + " markers = [\"*\", \"s\", \"X\", \"D\", \"P\", \">\", \"h\", \"^\",\"v\", \"p\", \"<\", \"H\", \"+\", \"d\", \"x\", \"p\"]\n", + "\n", + "\n", + " if num_markers is not None:\n", + " markers = markers[:num_markers]\n", + " \n", + " all_possible_color_and_marker_combos = [(color, marker) for color in cmap for marker in markers]\n", + " \n", + " #plot using plt.scatter\n", + " marker_size = marker_size\n", + " fig, ax = plt.subplots(figsize=figure_size)\n", + " \n", + " # sort data_df by series_readable_id_col\n", + " # data_df = data_df.sort_values(by=[series_readable_id_col])\n", + "\n", + " if filter_list is not None:\n", + " # remove data where series_readable_id_map[row[series_readable_id_col]] is in filter_list\n", + " # print(f\"Col for filtering:{data_df[series_readable_id_col].apply(series_readable_id_map)[0]}\")\n", + " data_df = data_df[~data_df[series_readable_id_col].apply(series_readable_id_map).isin(filter_list)]\n", + "\n", + " labels_so_far = set()\n", + "\n", + " for i, row in data_df.iterrows():\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " label = series_readable_id_map[row[series_readable_id_col]]\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " # print(row[series_readable_id_col])\n", + " label = series_readable_id_map(row[series_readable_id_col])\n", + " # print(label)\n", + " else:\n", + " label = row[series_readable_id_col]\n", + "\n", + " # enforce the uniqueness condition based on the plot_unique_indices and labels_so_far\n", + " # note, this is not the same as the legend_unique_indices\n", + " if plot_unique_indices is not None:\n", + " label_tup = label.split(\",\")\n", + " label_tup = tuple([label_tup[i] for i in plot_unique_indices])\n", + " if label_tup in labels_so_far:\n", + " continue\n", + " else:\n", + " labels_so_far.add(label_tup)\n", + "\n", + " \n", + " if color_marker_map is not None and isinstance(color_marker_map, Callable):\n", + " # print(f\"Using color marker callable\")\n", + " color_idx, marker_idx = color_marker_map(series_readable_id_map(row[series_readable_id_col]))\n", + " if isinstance(color_idx,int):\n", + " color = cmap[color_idx]\n", + " else:\n", + " color = color_idx\n", + " if isinstance(marker_idx,int):\n", + " marker = markers[marker_idx]\n", + " else:\n", + " marker = marker_idx\n", + " # print(f\"color: {color}, marker: {marker}\")\n", + " else:\n", + " if special_color_map and row[series_readable_id_col] in special_color_map.keys():\n", + " if isinstance(special_color_map[row[series_readable_id_col]], int):\n", + " color = cmap[special_color_map[row[series_readable_id_col]]]\n", + " else:\n", + " color = special_color_map[row[series_readable_id_col]]\n", + " else:\n", + " # color = cmap[i]\n", + " color = all_possible_color_and_marker_combos[i][0]\n", + " # marker = markers[i]\n", + " marker = all_possible_color_and_marker_combos[i][1]\n", + "\n", + " ax.scatter(row[x_col], row[y_col], label=label, color=color, marker=marker, alpha=0.8, sizes=[marker_size])\n", + " \n", + " # sort legend the value of y_col and then x_col\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " x_vals = data_df[x_col]\n", + " y_vals = data_df[y_col]\n", + "\n", + " if legend_sort_indices is not None:\n", + " label_tups = [lab.split(\",\") for lab in labels]\n", + "\n", + " # try to convert each elm in sort indices for each tup to int\n", + " # if it fails, then it is a string\n", + " for tup in label_tups:\n", + " for idx in legend_sort_indices:\n", + " try:\n", + " tup[idx] = int(tup[idx])\n", + " except:\n", + " pass\n", + "\n", + " # label_tups = [tuple([lab[i] for i in legend_name_indices]) for lab in label_tups]\n", + " # sort by label_tups in their order\n", + " # handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: [[t[1][i] for i in legend_sort_indices],t[2]], reverse=False))\n", + " handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: ([[t[1][i] for i in legend_sort_indices],t[2]] if t[1][0] != \"simple\" else [[\"00000\",-1],-1]), reverse=False))\n", + " if legend_unique_indices:\n", + " legend_dict = {tuple([label_tup[i] for i in legend_unique_indices]): [handle,label_tup] for handle,label_tup in zip(handles,label_tups)}\n", + " handles, label_tups = zip(*legend_dict.values())\n", + " if shorten_legend_indices:\n", + " label_tups = [[lab[i] for i in shorten_legend_indices] for lab in label_tups]\n", + " # labels = [\",\".join(lab) for lab in label_tups]\n", + " labels = [\",\".join([str(elm) for elm in lab]) for lab in label_tups]\n", + " legend_title = legend_title if legend_title else f\"\"\n", + " else:\n", + " # sort by x/y_vals\n", + " handles, labels, _, _ = zip(*sorted(zip(handles, labels, x_vals, y_vals), key=lambda t: (t[3],t[2]), reverse=True))\n", + " # legend_title = f\"(Sorted desc. by {y_name if y_name else y_col})\"\n", + " legend_title = legend_title if legend_title else f\"(Sorted desc. by {y_name if y_name else y_col})\"\n", + "\n", + "\n", + " # sort by labels if num_cols more than 1, make the legend outside the plot to the RHS\n", + " # and increase marker size\n", + " if num_cols > 1:\n", + " # ax.legend(handles, labels, bbox_to_anchor=(1.04,0.5), loc=\"center left\", ncol=num_cols)\n", + " # make legend taller\n", + " ax.legend(handles, labels, bbox_to_anchor=(1.04,0.5), loc=\"center left\", ncol=num_cols, handletextpad=0.1, columnspacing=0.2, title=legend_title, title_fontsize=12, fontsize=12)\n", + " else:\n", + " ax.legend(handles, labels,loc=legend_loc, ncol=(num_cols if num_cols is not None else 1), title=legend_title, title_fontsize=12,fontsize=12)\n", + " \n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_name if x_name else x_col)\n", + " plt.ylabel(y_name if y_name else y_col)\n", + "\n", + " # set x/y limits\n", + " if x_lim:\n", + " plt.xlim(x_lim)\n", + " if y_lim:\n", + " plt.ylim(y_lim)\n", + " if x_tick_spec is not None:\n", + " ax.set_xticks(x_tick_spec)\n", + " if y_tick_spec is not None:\n", + " ax.set_yticks(y_tick_spec)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + "\n", + " is_not_run_length_specd = \"%_eval\" in x\n", + " \n", + " x = x.replace(\"core_simple_1_100_600_gen_cp_attack_\", \"\")\n", + " # x = x.replace(\"%_F_succ_T_runs\", \"%-F_succ_T_runs\")\n", + " # x = x.replace(\"%_T_and_F_runs\", \"%-T_and_F_runs\")\n", + " x = x.replace(\"%_F_succ_T_runs\", \"%-Gr Runs\")\n", + " x = x.replace(\"%_T_and_F_runs\", \"%-Gr+R Runs\")\n", + " x = x.replace(\"%_eval\", \"%\")\n", + "\n", + " if is_not_run_length_specd:\n", + " # x += \"-F_succ_T_runs-max_plus_1-True-0-pearson\"\n", + " x += \"-Gr Runs-max_plus_1-True-0-pearson\"\n", + "\n", + " tup_x = x.split(\"-\")\n", + " # tup_x[-1] = tup_x[-1].replace(\"-\", \".\")\n", + " # tup_x[-2] = tup_x[-2].replace(\"-\", \".\")\n", + " \n", + " # tup_x[1] = str(100-int(tup_x[1].replace(\"%\",\"\"))) + \"%\"\n", + " tup_x[1] = str(100-int(tup_x[1].replace(\"%\",\"\")))\n", + "\n", + " return \",\".join(tup_x)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Namecp_attack_effective_attack_percentageattacked_z_score_roc_auc_wandb
0core_simple_1_100_600_gen_cp_attack_5-50%_eval500.998331NaN
1core_simple_1_100_600_gen_cp_attack_5-5%_T_and...950.657927NaN
2core_simple_1_100_600_gen_cp_attack_5-5%_T_and...950.657927NaN
3core_simple_1_100_600_gen_cp_attack_5-5%_T_and...950.657927NaN
4core_simple_1_100_600_gen_cp_attack_5-5%_T_and...950.657927NaN
...............
150core_simple_1_100_600_gen_cp_attack_1-10%_F_su...900.826168NaN
151core_simple_1_100_600_gen_cp_attack_1-10%_F_su...900.826168NaN
152core_simple_1_100_600_gen_cp_attack_1-10%_F_su...900.826168NaN
153core_simple_1_100_600_gen_cp_attack_1-10%_F_su...900.826168NaN
154core_simple_1_100_600_gen_cp_attack_1-10%_eval900.826168NaN
\n", + "

153 rows × 4 columns

\n", + "
" + ], + "text/plain": [ + " Name \\\n", + "0 core_simple_1_100_600_gen_cp_attack_5-50%_eval \n", + "1 core_simple_1_100_600_gen_cp_attack_5-5%_T_and... \n", + "2 core_simple_1_100_600_gen_cp_attack_5-5%_T_and... \n", + "3 core_simple_1_100_600_gen_cp_attack_5-5%_T_and... \n", + "4 core_simple_1_100_600_gen_cp_attack_5-5%_T_and... \n", + ".. ... \n", + "150 core_simple_1_100_600_gen_cp_attack_1-10%_F_su... \n", + "151 core_simple_1_100_600_gen_cp_attack_1-10%_F_su... \n", + "152 core_simple_1_100_600_gen_cp_attack_1-10%_F_su... \n", + "153 core_simple_1_100_600_gen_cp_attack_1-10%_F_su... \n", + "154 core_simple_1_100_600_gen_cp_attack_1-10%_eval \n", + "\n", + " cp_attack_effective_attack_percentage attacked_z_score_roc_auc _wandb \n", + "0 50 0.998331 NaN \n", + "1 95 0.657927 NaN \n", + "2 95 0.657927 NaN \n", + "3 95 0.657927 NaN \n", + "4 95 0.657927 NaN \n", + ".. ... ... ... \n", + "150 90 0.826168 NaN \n", + "151 90 0.826168 NaN \n", + "152 90 0.826168 NaN \n", + "153 90 0.826168 NaN \n", + "154 90 0.826168 NaN \n", + "\n", + "[153 rows x 4 columns]" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"detector_cp_perc_auc_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "# drop where the attack percentage is < 50\n", + "df = df[df[\"cp_attack_effective_attack_percentage\"] >= 50]\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 5,50,Gr Runs,max_plus_1,True,0,pearson\n", + "1 5,95,Gr+R Runs,max_plus_1,True,2,pearson\n", + "2 5,95,Gr+R Runs,max_plus_1,True,2,cressie_read\n", + "3 5,95,Gr+R Runs,max_plus_1,True,1,pearson\n", + "4 5,95,Gr+R Runs,max_plus_1,True,1,cressie_read\n", + " ... \n", + "150 1,90,Gr Runs,max_plus_1,False,1,pearson\n", + "151 1,90,Gr Runs,max_plus_1,False,1,cressie_read\n", + "152 1,90,Gr Runs,max_plus_1,False,0,pearson\n", + "153 1,90,Gr Runs,max_plus_1,False,0,cressie_read\n", + "154 1,90,Gr Runs,max_plus_1,True,0,pearson\n", + "Name: Name, Length: 153, dtype: object" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# name_col = df[\"Name\"]\n", + "name_col = df[\"Name\"].apply(name_extractor)\n", + "name_col" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "# (num_insertions, insertion_percentage,[counting_scheme, bin_scheme, mask_zeros, mask_leading_bins, test_type])" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "color_order = [\n", + " 1,\n", + " 3,\n", + " 5,\n", + " 10,\n", + " 20,\n", + "]\n", + "\n", + "marker_order = color_order\n", + "\n", + "\n", + "def color_marker_map(x):\n", + "\n", + " x_tup = x.split(\",\")\n", + " assert len(x_tup) == 7\n", + "\n", + " num_insertions = int(x_tup[0])\n", + " # insertion_percentage = x_tup[1]\n", + " # counting_scheme = x_tup[2]\n", + " # bin_scheme = x_tup[3]\n", + " # mask_zeros = x_tup[4]\n", + " # mask_leading_bins = x_tup[5]\n", + " # test_type = x_tup[6]\n", + "\n", + " color = color_order.index(num_insertions)\n", + " marker = marker_order.index(num_insertions)\n", + "\n", + " return color, marker\n", + "\n", + "filter_list = []\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Namecp_attack_effective_attack_percentageattacked_winmax-1_z_score_roc_auc_wandb
0core_simple_1_100_600_gen_cp_attack_5-50%_eval500.998271NaN
1core_simple_1_100_600_gen_cp_attack_5-5%_eval950.646539NaN
2core_simple_1_100_600_gen_cp_attack_5-25%_eval750.986632NaN
3core_simple_1_100_600_gen_cp_attack_5-10%_eval900.836206NaN
5core_simple_1_100_600_gen_cp_attack_3-50%_eval500.998082NaN
6core_simple_1_100_600_gen_cp_attack_3-25%_eval750.992175NaN
7core_simple_1_100_600_gen_cp_attack_3-10%_eval900.895655NaN
8core_simple_1_100_600_gen_cp_attack_20-5%_eval950.505192NaN
9core_simple_1_100_600_gen_cp_attack_10-5%_eval950.581537NaN
11core_simple_1_100_600_gen_cp_attack_1-50%_eval500.998201NaN
12core_simple_1_100_600_gen_cp_attack_1-25%_eval750.996451NaN
13core_simple_1_100_600_gen_cp_attack_1-10%_eval900.954315NaN
\n", + "
" + ], + "text/plain": [ + " Name \\\n", + "0 core_simple_1_100_600_gen_cp_attack_5-50%_eval \n", + "1 core_simple_1_100_600_gen_cp_attack_5-5%_eval \n", + "2 core_simple_1_100_600_gen_cp_attack_5-25%_eval \n", + "3 core_simple_1_100_600_gen_cp_attack_5-10%_eval \n", + "5 core_simple_1_100_600_gen_cp_attack_3-50%_eval \n", + "6 core_simple_1_100_600_gen_cp_attack_3-25%_eval \n", + "7 core_simple_1_100_600_gen_cp_attack_3-10%_eval \n", + "8 core_simple_1_100_600_gen_cp_attack_20-5%_eval \n", + "9 core_simple_1_100_600_gen_cp_attack_10-5%_eval \n", + "11 core_simple_1_100_600_gen_cp_attack_1-50%_eval \n", + "12 core_simple_1_100_600_gen_cp_attack_1-25%_eval \n", + "13 core_simple_1_100_600_gen_cp_attack_1-10%_eval \n", + "\n", + " cp_attack_effective_attack_percentage attacked_winmax-1_z_score_roc_auc \\\n", + "0 50 0.998271 \n", + "1 95 0.646539 \n", + "2 75 0.986632 \n", + "3 90 0.836206 \n", + "5 50 0.998082 \n", + "6 75 0.992175 \n", + "7 90 0.895655 \n", + "8 95 0.505192 \n", + "9 95 0.581537 \n", + "11 50 0.998201 \n", + "12 75 0.996451 \n", + "13 90 0.954315 \n", + "\n", + " _wandb \n", + "0 NaN \n", + "1 NaN \n", + "2 NaN \n", + "3 NaN \n", + "5 NaN \n", + "6 NaN \n", + "7 NaN \n", + "8 NaN \n", + "9 NaN \n", + "11 NaN \n", + "12 NaN \n", + "13 NaN " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"detector_cp_perc_auc_winmax_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "# drop where the attack percentage is < 50\n", + "df = df[df[\"cp_attack_effective_attack_percentage\"] >= 50]\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"cp_attack_effective_attack_percentage\",\n", + " y_col=\"attacked_winmax-1_z_score_roc_auc\",\n", + " x_name=r\"Attack Percentage (severity $\\rightarrow$)\",\n", + " y_name=r\"ROC-AUC $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[1,0],\n", + " plot_unique_indices = [0,1],\n", + " legend_unique_indices = [0],\n", + " shorten_legend_indices = [0],\n", + " x_lim=(40,100),\n", + " y_lim=(0.4,1.0),\n", + " y_tick_spec=np.arange(0.4,1.04,0.05),\n", + " filter_list=filter_list,\n", + " num_colors=5,\n", + " num_markers=5,\n", + " num_cols=1,\n", + " marker_size=50,\n", + " figure_size=(6,6),\n", + " legend_loc=\"lower left\",\n", + " legend_title=\"Number of Insertions\",\n", + " title=\"WinMax Detection under Copy-Paste Attack\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"detector_cp_perc_auc_runlen_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "# drop where the attack percentage is < 50\n", + "df = df[df[\"cp_attack_effective_attack_percentage\"] >= 50]\n", + "# df\n", + "\n", + "# use the name extractor to get the name and add each field as a column\n", + "df[\"Orig_Name\"] = df[\"Name\"]\n", + "df[\"Name\"] = df[\"Name\"].apply(name_extractor)\n", + "df[\"num_insertions\"] = df[\"Name\"].apply(lambda x: int(x.split(\",\")[0]))\n", + "df[\"insertion_percentage\"] = df[\"Name\"].apply(lambda x: int(x.split(\",\")[1]))\n", + "df[\"counting_scheme\"] = df[\"Name\"].apply(lambda x: x.split(\",\")[2])\n", + "df[\"bin_scheme\"] = df[\"Name\"].apply(lambda x: x.split(\",\")[3])\n", + "df[\"mask_zeros\"] = df[\"Name\"].apply(lambda x: x.split(\",\")[4])\n", + "df[\"mask_leading_bins\"] = df[\"Name\"].apply(lambda x: x.split(\",\")[5])\n", + "df[\"test_type\"] = df[\"Name\"].apply(lambda x: x.split(\",\")[6])\n", + "df[\"Name\"] = df[\"Orig_Name\"]\n", + "\n", + "\n", + "topk = 1\n", + "# topk = 2\n", + "# topk = 3\n", + "# topk = 5\n", + "# topk = 10\n", + "# now group by the attack percentage and the number of insertions\n", + "# and only keep the top 5 for each group by the run length statistic auc\n", + "df = df.groupby([\"cp_attack_effective_attack_percentage\", \"num_insertions\"]).apply(\n", + " lambda x: x.nlargest(topk, \"attacked_run_len_chisqrd_statistic_roc_auc\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"cp_attack_effective_attack_percentage\",\n", + " y_col=\"attacked_run_len_chisqrd_statistic_roc_auc\",\n", + " x_name=r\"Attack Percentage (severity $\\rightarrow$)\",\n", + " y_name=r\"ROC-AUC $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[1,0],\n", + " # plot_unique_indices = [0,1],\n", + " # plot_unique_indices = [0,1,2],\n", + " legend_unique_indices = [0],\n", + " # shorten_legend_indices = [0,4,5],\n", + " shorten_legend_indices = [0],\n", + " x_lim=(40,100),\n", + " y_lim=(0.4,1.0),\n", + " y_tick_spec=np.arange(0.4,1.04,0.05),\n", + " filter_list=filter_list,\n", + " num_colors=5,\n", + " num_markers=5,\n", + " num_cols=1,\n", + " # num_cols=2,\n", + " marker_size=50,\n", + " # figure_size=(15,6),\n", + " figure_size=(6,6),\n", + " legend_loc=\"lower left\",\n", + " # legend_title=\"Run Length Test Spec (counting scheme, bin scheme, mask zeros, mask leading bins, test type)\",\n", + " legend_title=\"Number of Insertions\",\n", + " title=\"Run-Length Detection under Copy-Paste Attack\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": 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b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/figure_data/baseline_attacked_detectgpt_scores_at_T_1000_attacked/wandb_export_2023-05-23T03_49_39.394-04_00.csv new file mode 100644 index 0000000000000000000000000000000000000000..11bc05354bd1c321bb955fc7a945535806882ebc --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/figure_data/baseline_attacked_detectgpt_scores_at_T_1000_attacked/wandb_export_2023-05-23T03_49_39.394-04_00.csv @@ -0,0 +1,17 @@ +"_defaultColorIndex","id","idx_T","mean","name" +"15","ab7zh7ta","50","0.8658020782572","core_simple_1_200_1000_no_wm_dipper_high_eval_supp" +"15","ab7zh7ta","100","1.0502928843096002","core_simple_1_200_1000_no_wm_dipper_high_eval_supp" +"15","ab7zh7ta","200","1.3620276661472","core_simple_1_200_1000_no_wm_dipper_high_eval_supp" +"15","ab7zh7ta","800","2.3527532960194004","core_simple_1_200_1000_no_wm_dipper_high_eval_supp" 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0000000000000000000000000000000000000000..28f16a08a38729f3a65eaf9c127f27ab7812f805 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/figure_data/baseline_attacked_gpt_dipper_lengths/wandb_export_2023-05-21T21_25_52.664-04_00.csv @@ -0,0 +1,3 @@ +"Name","_wandb","f_1000p25m25_w_wm_output_attacked_num_tokens_scored_std","f_1000p25m25_w_wm_output_attacked_num_tokens_scored_mean" +"core_simple_1_200_1000_dipper_high_eval","","112.54539309492836","803.9480769230769" +"core_simple_1_200_1000_gpt_p4_eval","","135.24830020599606","313.38653846153846" \ No newline at end of file diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/figure_data/baseline_attacked_retrieval_AUC_at_T_1000/wandb_export_2023-05-21T22_37_17.367-04_00.csv b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/figure_data/baseline_attacked_retrieval_AUC_at_T_1000/wandb_export_2023-05-21T22_37_17.367-04_00.csv new file mode 100644 index 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import rc\n", + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 16})\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 20})\n", + "rc('lines', linewidth=4)\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "def plot_grouped_series_data(data_df, x_col=\"idx_T\", y_col=\"avg\", y_err_df=None, y_err_col=None, legend_loc=None, y_err_join_idx=None, x_name=None,y_name=None, series_id_col=\"id\", series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, legend_rhs=None, title=\"Figure Title\", grid=True, save_path=None, show=True):\n", + "\n", + " # get unique series ids\n", + " series_ids = data_df[series_id_col].unique()\n", + " series_readable_ids = data_df[series_readable_id_col].unique()\n", + "\n", + " # check that can make a 1-1 mapping, i.e. the human readble names are unique and map to 1 series id\n", + " assert len(series_readable_ids) == len(series_ids), \"series_readable_ids is not a 1-1 mapping\"\n", + " print(series_readable_ids)\n", + "\n", + " # make human-readable series ids mapping\n", + " series_readable_ids = data_df[[series_id_col, series_readable_id_col]].drop_duplicates().set_index(series_id_col).to_dict()[series_readable_id_col]\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " series_readable_ids = {k:series_readable_id_map[v] for k,v in series_readable_ids.items()}\n", + " print(\"Used dict tom map series_readable_ids\")\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " print(series_readable_ids.items())\n", + " series_readable_ids = {k:series_readable_id_map(v) for k,v in series_readable_ids.items()}\n", + " print(\"Used callable to map series_readable_ids\")\n", + " print(series_readable_ids)\n", + "\n", + "\n", + " # if isinstance(series_readable_id_map, dict):\n", + " # series_readable_ids = {k: series_readable_id_map[k] for k in series_readable_id_map.keys()}\n", + " # elif isinstance(series_readable_id_map, Callable):\n", + " # series_readable_ids = {series_readable_id_map(k): series_readable_ids[k] for k in series_readable_ids[series_readable_id_col]}\n", + " # print(\"Used callable to map series_readable_ids\")\n", + " # print(series_readable_ids)\n", + "\n", + " # set up figure\n", + " fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "\n", + " ####################################\n", + " # Custom sorting and droping stuff\n", + "\n", + " # sort the groups by the largest y_col value, avg etc.\n", + " # sorted_series_ids = data_df.groupby(series_id_col)[y_col].max().sort_values(ascending=False).index\n", + " # sorted_series_ids = data_df[data_df[x_col] == 1000].groupby(series_id_col)[y_col].max().sort_values(ascending=False).index\n", + " \n", + " # sort by avg y_col value and drop series that don't have an x_col value of 500\n", + " # sorted_series_ids = data_df[data_df[x_col] == 500].groupby(series_id_col)[y_col].mean().sort_values(ascending=False).index\n", + " # nvrmnd, just sort by avg y_col value\n", + " sorted_series_ids = data_df.groupby(series_id_col)[y_col].mean().sort_values(ascending=False).index\n", + "\n", + " print([series_readable_ids[i] for i in sorted_series_ids])\n", + " print(f\"droping {len(series_ids) - len(sorted_series_ids)} series\")\n", + "\n", + " \n", + " # get a randomly dispersed colormap from cmr for these series\n", + " # So that we can tell them apart\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(sorted_series_ids), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + "\n", + " ####################################\n", + "\n", + " # plot each series\n", + " for i, series_id in enumerate(sorted_series_ids):\n", + " if special_color_map and series_readable_ids[series_id] in special_color_map.keys():\n", + " color = special_color_map[series_readable_ids[series_id]]\n", + " else:\n", + " color = cmap[i]\n", + "\n", + " series_df = data_df[data_df[series_id_col] == series_id]\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=COLORS[series_id], alpha=0.8)\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id])\n", + "\n", + " # add std error bars if the col exists\n", + " # ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=0.8)\n", + " if y_err_df is not None:\n", + " # plot the stderr col in the df matching it to the x_col in the series_df\n", + " # get the error series that corresponds to the idx col values in the series_df\n", + " y_err_subdf = y_err_df[y_err_df[series_id_col] == series_id]\n", + " err_series = y_err_subdf[y_err_col]\n", + " # err_series = y_err_subdf[y_err_subdf[y_err_join_idx].isin(y_err_subdf[y_err_join_idx])][y_err_col]\n", + " ax.errorbar(series_df[x_col], series_df[y_col], yerr=err_series, label=series_readable_ids[series_id], color=color, alpha=0.1)\n", + " \n", + " if series_readable_ids[series_id] == \"Human Avg\":\n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=0.8, zorder=5)\n", + " else:\n", + " ax.plot(series_df[x_col], series_df[y_col], label=series_readable_ids[series_id], color=color, alpha=0.8)\n", + "\n", + " # set up legend, but exclude stderr if it's there\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " print(handles)\n", + " print(labels)\n", + " if y_err_df is not None:\n", + " # assume they're the first half\n", + " handles = handles[:len(handles)//2]\n", + " labels = labels[:len(labels)//2]\n", + "\n", + " if legend_rhs is not None:\n", + " ax.legend(handles, labels,loc=\"center left\", bbox_to_anchor=(1, 0.5), fontsize=12)\n", + " else: \n", + " ax.legend(handles, labels,loc=legend_loc, fontsize=12)\n", + " \n", + " # set up title\n", + " ax.set_title(title)\n", + " # label axes\n", + " ax.set_xlabel(x_name if x_name else x_col)\n", + " ax.set_ylabel(y_name if y_name else y_col)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " fig.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + " \n", + " # show figure\n", + " if show:\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
0121.021466l2nl3pg40user_all_eval
1121.067726l2nl3pg41user_all_eval
2120.948718l2nl3pg42user_all_eval
3121.154701l2nl3pg43user_all_eval
4121.251271l2nl3pg44user_all_eval
..................
210651424.29686971qr1vhn1178user_21_eval
210661424.26976671qr1vhn1179user_21_eval
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210691424.25575671qr1vhn1182user_21_eval
\n", + "

21070 rows × 5 columns

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" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T name\n", + "0 12 1.021466 l2nl3pg4 0 user_all_eval\n", + "1 12 1.067726 l2nl3pg4 1 user_all_eval\n", + "2 12 0.948718 l2nl3pg4 2 user_all_eval\n", + "3 12 1.154701 l2nl3pg4 3 user_all_eval\n", + "4 12 1.251271 l2nl3pg4 4 user_all_eval\n", + "... ... ... ... ... ...\n", + "21065 14 24.296869 71qr1vhn 1178 user_21_eval\n", + "21066 14 24.269766 71qr1vhn 1179 user_21_eval\n", + "21067 14 24.309887 71qr1vhn 1180 user_21_eval\n", + "21068 14 24.282808 71qr1vhn 1181 user_21_eval\n", + "21069 14 24.255756 71qr1vhn 1182 user_21_eval\n", + "\n", + "[21070 rows x 5 columns]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"human_clean_z_at_T\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['user_all_eval' 'user_12_eval' 'user_17_eval' 'user_19_eval'\n", + " 'user_18_eval' 'user_16_eval' 'user_10_eval' 'user_22_eval' 'user_7_eval'\n", + " 'user_3_eval' 'user_15_eval' 'user_24_eval' 'user_13_eval' 'user_11_eval'\n", + " 'user_21_eval']\n", + "dict_items([('l2nl3pg4', 'user_all_eval'), ('043jwr3j', 'user_12_eval'), ('260gyudz', 'user_17_eval'), ('2to75l83', 'user_19_eval'), ('l7v88zn5', 'user_18_eval'), ('mok6demm', 'user_16_eval'), ('o95l8xtj', 'user_10_eval'), ('6p9426oe', 'user_22_eval'), ('99085874', 'user_7_eval'), ('g7729nt5', 'user_3_eval'), ('75uimguq', 'user_15_eval'), ('frx0ovrn', 'user_24_eval'), ('m1qrluzf', 'user_13_eval'), ('y4rnvzwa', 'user_11_eval'), ('71qr1vhn', 'user_21_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'l2nl3pg4': 'Human Avg', '043jwr3j': 'Human 12', '260gyudz': 'Human 17', '2to75l83': 'Human 19', 'l7v88zn5': 'Human 18', 'mok6demm': 'Human 16', 'o95l8xtj': 'Human 10', '6p9426oe': 'Human 22', '99085874': 'Human 7', 'g7729nt5': 'Human 3', '75uimguq': 'Human 15', 'frx0ovrn': 'Human 24', 'm1qrluzf': 'Human 13', 'y4rnvzwa': 'Human 11', '71qr1vhn': 'Human 21'}\n", + "['Human 17', 'Human Avg', 'Human 16', 'Human 10', 'Human 12', 'Human 7', 'Human 18', 'Human 11', 'Human 15', 'Human 3', 'Human 19', 'Human 21', 'Human 13', 'Human 22', 'Human 24']\n", + "droping 0 series\n", + "[, , , , , , , , , , , , , , ]\n", + "['Human 17', 'Human Avg', 'Human 16', 'Human 10', 'Human 12', 'Human 7', 'Human 18', 'Human 11', 'Human 15', 'Human 3', 'Human 19', 'Human 21', 'Human 13', 'Human 22', 'Human 24']\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " series_id_col=\"id\",\n", + " legend_loc=\"lower right\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=lambda x: x.replace(\"user_\", \"Human \").replace(\"_eval\", \"\").replace(\"all\",\"Avg\"),\n", + " special_color_map={\"Human Avg\":\"black\"},\n", + " title=f\"Z-Score of Watermarked Text\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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_defaultColorIndexavgididx_Tname
0120.133235l2nl3pg40user_all_eval
112-0.062807l2nl3pg41user_all_eval
212-0.076923l2nl3pg42user_all_eval
3120.088823l2nl3pg43user_all_eval
4120.139030l2nl3pg44user_all_eval
..................
16978144.51970871qr1vhn1171user_21_eval
16979144.50092471qr1vhn1172user_21_eval
16980144.48215671qr1vhn1173user_21_eval
16981144.53077771qr1vhn1174user_21_eval
16982144.51201571qr1vhn1175user_21_eval
\n", + "

16983 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex avg id idx_T name\n", + "0 12 0.133235 l2nl3pg4 0 user_all_eval\n", + "1 12 -0.062807 l2nl3pg4 1 user_all_eval\n", + "2 12 -0.076923 l2nl3pg4 2 user_all_eval\n", + "3 12 0.088823 l2nl3pg4 3 user_all_eval\n", + "4 12 0.139030 l2nl3pg4 4 user_all_eval\n", + "... ... ... ... ... ...\n", + "16978 14 4.519708 71qr1vhn 1171 user_21_eval\n", + "16979 14 4.500924 71qr1vhn 1172 user_21_eval\n", + "16980 14 4.482156 71qr1vhn 1173 user_21_eval\n", + "16981 14 4.530777 71qr1vhn 1174 user_21_eval\n", + "16982 14 4.512015 71qr1vhn 1175 user_21_eval\n", + "\n", + "[16983 rows x 5 columns]" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"human_attacked_z_at_T\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['user_all_eval' 'user_12_eval' 'user_17_eval' 'user_19_eval'\n", + " 'user_18_eval' 'user_16_eval' 'user_10_eval' 'user_22_eval' 'user_7_eval'\n", + " 'user_3_eval' 'user_15_eval' 'user_24_eval' 'user_13_eval' 'user_11_eval'\n", + " 'user_21_eval']\n", + "dict_items([('l2nl3pg4', 'user_all_eval'), ('043jwr3j', 'user_12_eval'), ('260gyudz', 'user_17_eval'), ('2to75l83', 'user_19_eval'), ('l7v88zn5', 'user_18_eval'), ('mok6demm', 'user_16_eval'), ('o95l8xtj', 'user_10_eval'), ('6p9426oe', 'user_22_eval'), ('99085874', 'user_7_eval'), ('g7729nt5', 'user_3_eval'), ('75uimguq', 'user_15_eval'), ('frx0ovrn', 'user_24_eval'), ('m1qrluzf', 'user_13_eval'), ('y4rnvzwa', 'user_11_eval'), ('71qr1vhn', 'user_21_eval')])\n", + "Used callable to map series_readable_ids\n", + "{'l2nl3pg4': 'Human Avg', '043jwr3j': 'Human 12', '260gyudz': 'Human 17', '2to75l83': 'Human 19', 'l7v88zn5': 'Human 18', 'mok6demm': 'Human 16', 'o95l8xtj': 'Human 10', '6p9426oe': 'Human 22', '99085874': 'Human 7', 'g7729nt5': 'Human 3', '75uimguq': 'Human 15', 'frx0ovrn': 'Human 24', 'm1qrluzf': 'Human 13', 'y4rnvzwa': 'Human 11', '71qr1vhn': 'Human 21'}\n", + "['Human 15', 'Human 22', 'Human Avg', 'Human 7', 'Human 11', 'Human 16', 'Human 21', 'Human 3', 'Human 17', 'Human 18', 'Human 12', 'Human 10', 'Human 19', 'Human 13', 'Human 24']\n", + "droping 0 series\n", + "[, , , , , , , , , , , , , , ]\n", + "['Human 15', 'Human 22', 'Human Avg', 'Human 7', 'Human 11', 'Human 16', 'Human 21', 'Human 3', 'Human 17', 'Human 18', 'Human 12', 'Human 10', 'Human 19', 'Human 13', 'Human 24']\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map=lambda x: x.replace(\"user_\", \"Human \").replace(\"_eval\", \"\").replace(\"all\",\"Avg\"),\n", + " special_color_map={\"Human Avg\":\"black\"},\n", + " legend_loc=\"upper left\",\n", + " title=f\"Z-Score of Watermarked Text after Paraphrasing\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_scatter_data(data_df, x_col=\"x\", y_col=\"y\",x_name=None,y_name=None, series_readable_id_col=\"name\", series_readable_id_map=None, special_color_map=None, title=\"Figure Title\", marker_size=10, grid=True, save_path=None, show=True):\n", + " \n", + " # give each point a unique marker and color\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", len(data_df), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " # markers = [\"o\", \"v\", \"^\", \"<\", \">\", \"s\", \"p\", \"P\", \"*\", \"h\", \"H\", \"+\", \"x\", \"X\", \"D\", \"d\", \"|\", \"_\"]\n", + " markers = [\"o\", \"v\", \"^\", \"<\", \">\", \"s\", \"p\", \"P\", \"*\", \"h\", \"H\", \"+\", \"x\", \"X\", \"D\", \"d\", \"|\", \"_\", \"o\", \"v\", \"^\", \"<\", \">\", \"s\", \"p\", \"P\", \"*\", \"h\", \"H\", \"+\", \"x\", \"X\", \"D\", \"d\", \"|\", \"_\"]\n", + "\n", + "\n", + " #plot using plt.scatter\n", + " fig, ax = plt.subplots(figsize=(10, 6))\n", + " for i, row in data_df.iterrows():\n", + "\n", + " if special_color_map and row[series_readable_id_col] in special_color_map.keys():\n", + " color = special_color_map[row[series_readable_id_col]]\n", + " else:\n", + " color = cmap[i]\n", + " if isinstance(series_readable_id_map, dict):\n", + " label = series_readable_id_map[row[series_readable_id_col]]\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " label = series_readable_id_map(row[series_readable_id_col])\n", + "\n", + " ax.scatter(row[x_col], row[y_col], label=label, color=color, marker=markers[i], alpha=0.8, sizes=[marker_size])\n", + " \n", + " # sort legend the value of x_col for each id\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " x_vals = data_df[x_col]\n", + " # sort by x_vals\n", + " handles, labels, _ = zip(*sorted(zip(handles, labels, x_vals), key=lambda t: t[2], reverse=True))\n", + " ax.legend(handles, labels,loc=\"lower right\", fontsize=12)\n", + " \n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_name if x_name else x_col)\n", + " plt.ylabel(y_name if y_name else y_col)\n", + "\n", + " # turn on grid\n", + " ax.grid(grid)\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Namew_wm_output_attacked_z_score.meanw_wm_output_vs_w_wm_output_attacked_p_sp.mean_wandb
0user_all_eval4.8534250.925806NaN
1user_12_eval3.3453300.869875NaN
2user_17_eval2.9987510.917081NaN
3user_19_eval3.2180940.929195NaN
4user_18_eval3.4551250.919629NaN
5user_16_eval5.2830190.888357NaN
6user_10_eval4.8290220.899860NaN
7user_22_eval7.3580460.942407NaN
8user_7_eval6.1035720.960798NaN
9user_3_eval4.6335140.929342NaN
10user_15_eval12.2238380.987510NaN
11user_24_eval-0.3322280.886011NaN
12user_13_eval0.4680470.855645NaN
13user_11_eval5.2168580.931937NaN
14user_21_eval4.5120150.879057NaN
\n", + "
" + ], + "text/plain": [ + " Name w_wm_output_attacked_z_score.mean \\\n", + "0 user_all_eval 4.853425 \n", + "1 user_12_eval 3.345330 \n", + "2 user_17_eval 2.998751 \n", + "3 user_19_eval 3.218094 \n", + "4 user_18_eval 3.455125 \n", + "5 user_16_eval 5.283019 \n", + "6 user_10_eval 4.829022 \n", + "7 user_22_eval 7.358046 \n", + "8 user_7_eval 6.103572 \n", + "9 user_3_eval 4.633514 \n", + "10 user_15_eval 12.223838 \n", + "11 user_24_eval -0.332228 \n", + "12 user_13_eval 0.468047 \n", + "13 user_11_eval 5.216858 \n", + "14 user_21_eval 4.512015 \n", + "\n", + " w_wm_output_vs_w_wm_output_attacked_p_sp.mean _wandb \n", + "0 0.925806 NaN \n", + "1 0.869875 NaN \n", + "2 0.917081 NaN \n", + "3 0.929195 NaN \n", + "4 0.919629 NaN \n", + "5 0.888357 NaN \n", + "6 0.899860 NaN \n", + "7 0.942407 NaN \n", + "8 0.960798 NaN \n", + "9 0.929342 NaN \n", + "10 0.987510 NaN \n", + "11 0.886011 NaN \n", + "12 0.855645 NaN \n", + "13 0.931937 NaN \n", + "14 0.879057 NaN " + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"human_z_psp_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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0140.488527hoacxsvt0vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...
1140.062807hoacxsvt1vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...
2140.128205hoacxsvt2vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...
3140.266469hoacxsvt3vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...
4140.536259hoacxsvt4vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...
..................
4268158.489768oqkrcdb91264vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...
4269158.470187oqkrcdb91265vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...
4270158.450624oqkrcdb91266vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...
4271158.495932oqkrcdb91267vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...
4272158.476377oqkrcdb91268vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...
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_defaultColorIndexididx_Tnamestderr
014hoacxsvt0vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...0.306196
114hoacxsvt1vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...0.216535
214hoacxsvt2vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...0.234349
314hoacxsvt3vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...0.172366
414hoacxsvt4vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt...0.179909
..................
426815oqkrcdb91264vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...NaN
426915oqkrcdb91265vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...NaN
427015oqkrcdb91266vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...NaN
427115oqkrcdb91267vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...NaN
427215oqkrcdb91268vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter...NaN
\n", + "

4273 rows × 5 columns

\n", + "
" + ], + "text/plain": [ + " _defaultColorIndex id idx_T \\\n", + "0 14 hoacxsvt 0 \n", + "1 14 hoacxsvt 1 \n", + "2 14 hoacxsvt 2 \n", + "3 14 hoacxsvt 3 \n", + "4 14 hoacxsvt 4 \n", + "... ... ... ... \n", + "4268 15 oqkrcdb9 1264 \n", + "4269 15 oqkrcdb9 1265 \n", + "4270 15 oqkrcdb9 1266 \n", + "4271 15 oqkrcdb9 1267 \n", + "4272 15 oqkrcdb9 1268 \n", + "\n", + " name stderr \n", + "0 vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt... 0.306196 \n", + "1 vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt... 0.216535 \n", + "2 vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt... 0.234349 \n", + "3 vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt... 0.172366 \n", + "4 vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filt... 0.179909 \n", + "... ... ... \n", + "4268 vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter... NaN \n", + "4269 vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter... NaN \n", + "4270 vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter... NaN \n", + "4271 vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter... NaN \n", + "4272 vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filter... NaN \n", + "\n", + "[4273 rows x 5 columns]" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "std_err_df = get_data_df(data_path=f\"{data_dir}/stderr.csv\")\n", + "std_err_df" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filtered_eval'\n", + " 'vicuna_lfqa_600_0-25_4-0_0-7_1-0_dipper_high_filtered_eval'\n", + " 'vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filtered_eval']\n", + "Used dict tom map series_readable_ids\n", + "{'hoacxsvt': 'Average Human', 'i3xytq1d': 'Dipper', 'oqkrcdb9': 'GPT'}\n", + "['Dipper', 'GPT', 'Average Human']\n", + "droping 0 series\n", + "[, , , , , ]\n", + "['Dipper', 'GPT', 'Average Human', 'Dipper', 'GPT', 'Average Human']\n" + ] + }, + { + "data": { + "image/png": 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BMDmy1GGPWhmKYGVlRQt21GFH6imvyVPT/LcakE1NTWF+fn5PQdxuf5R38za7fF2dbobYze3Yi8nJSQQCAW14o9dffx1Xr16tO//U1BSCwSACgQB8Ph+CwWDTJl6BQEAbrsHr9VYEVJ1onbCfx7GX9nu/1bK4uKg1iV9cXITX660YAkR1WPd5PZ3c3osXL8LlciEcDjd8wdANvTjHdjpK51I393c/HNtu2+02ezweLC8vay+Dr1+/rv3OBYPBimGIumV2dhbXrl3DlStXKoY9LC8TObooACZHkhrEulyulh6eymuAp6en21rX0tJSy8Gsuo7yHwr1QU8dO7CZ8ocfddzMRtSAcbfNjPZLN7djLy5fvoxAIIA33ngDfr+/abPXV199FTMzM9rLkYWFhYb9z2dmZrQxCjv5oD8/Pw+PxwOXy3UoH5j3a781U958cGFhAQ6HA1NTU1U1lbvd5+r9oJtN/Tuhk+eY+kB75coVeL1euN3uXfdfLb8O2tWrcww4/NdvLd3c391alzrebj80P9/NNqsBr1qTqtaqqn+rL3hnZmbazgGyV8FgsCKPiHqdiKJYNfYwOXqoDzA5ctRaA6D0gNqKVvt41tJOcq2lpSUAlf241NrBdpr6qT8+6vLqEUVRexGw2x/gVte1n8vuxHbsVnm/3vn5+aZ9isqTlQUCgYbzBoNBzM/PawnTatkZCIVCoYbN6erZz+PYbd3cb+V2PlAJgqC9FFGTFJXbzT5X7wd7LWsvdOIcm5mZ0VrtLCwswOVyNUzAs196dY7Vc5iu31q6ub+7uS61RrWVhID7abfb/NZbbzV8xvF4PFpLp25bWFjAq6++iunpafj9fvh8Pvh8Pvj9fgp+CQXA5OhRExdNT0+3VDMbCARaqoGsJxQKNczwWK5W9mC1xnln5uCdRFHUknqpTXCbBd/qMms9nLeq1XWJotj2erq5HXtR3jy+lT5Fajboa9euNewvrL6gUeevZedDV73awZ2fiaJY0bdqP49jt3Vyv+3V9PQ0PB4P5ubmqpoP7mafq/cDNTlePf0YCO31HJufn8fU1FTFS67FxUWIoohXXnmlpTI0uw5a1e1z7Chdv7V0c3/v531353eCwSAEQWi7ZVmn7XabE4lE0+C21TwonRaNRg/ki0LSHRQAkyMlEAggFApBEIS6mQ7LqUOZ7NXCwkLTIHh+fh7BYLAqIZda09HsweXatWvadPUtbiAQaJqwy+Px7OnHt3xdjfpEXbt2relwRo2Wvdvt6EafYPWlSqs10OW1xupQSrsRCASqXuJEo9GKh416NYYrKysV8+3ncdwPewlWW9lvnSyT+nC5s6ZyN/tcrVUOhUINHzy7Pawb0PyY7OUcCwQCWF5ermrq7HK5sLCwgFAo1PC8bPU66JRWzrFW7k2H4fpVt3M/a+n365re67oaDc2n/l632hKtl+pt8+DgIIDGL5/D4XDNLgr7/dt86dIlXLlyhYJgUluvByImpFtisRgTBIEBYH6/v+G8y8vLbHZ2lgFgAJggCLtap8/nY5OTk4yx0qDvbrebLSwsVAz8vrKywmZnZ5nL5ao5WLxqYWGBCYJQc+B2n8/HFhYWqj73+/01lxuLxZjH42HT09N11+dyuZoOcL9zXYIgsMXFxapps7OzNT9v1V62w+12MwB7Wn8zsViMAWA+n6/l77hcLubxeBrOs7KywgRBYIIgVB2HxcVF7bgD0I7/zn2hnvfl61peXq5b1t0cx3bPFfWY1DvfV1ZWml53Pp+PAah57Dux39rdJnX+8mu7nLrNbre7ap7d7POFhQXmcrmqpsViMTY9Pc0WFxe1fbi8vFy3XHulrqed87+d7VXvj82Wr97b690L2r0OmunEOdbKvakfr992qdvZ7H7XSDev6U6sy+PxaM8atZ43Jicna16/5Tpxn9zvbVbLMD09XXM7l5eXa97zWtm+vW5/LBbTtn/nf4IgsMnJSebz+fbt3kj6G8cYY/sWXRPSR+bn5ytqUWqp94ba5XLtariNnQlWwuGw1h9GffvpdDoxOTnZUo20Wgu8tLQEl8ulNYFTszbWoq4zGo3C6XRqSZquXr1aswm4w+Go2g+CIMDj8TR9U632dVT746oala9V7W7HhQsXataElI+53EnqsCytbufc3FxLTd9EUcS1a9cQDAZx8eJF7dy9dOmSVpM8Pz+vrbvWMCfhcFg7910uF8bHxxsmOWn1OLZ7rtQbQkxt+h8KhfDKK6/UXGYsFtPKoPbhLzc5OVmxzt3ut3a3qd785VlP1eQy5TweT0VSmN1cO+V9i10uF4aHhxGJRLTmsA6HA4IgwOl0wuVydSwJzdTUFEKhEKLRaM1tV+9Lje6ZrWxvrX1bK3nN1NRUVX/68nOmfJ3tXAfN7PYca/fe1C/XbzvqXcvqOr761a+2PdJBt67pvaxLNTExgWAwCMYYQqFQRYuMaDSKS5cu1T2GnbhPdmubAWj9a9Uh4NR1qXY+29Q6/wVBwK1btyAIQke2H3iUBEtNFKcODxaJRLQklOXjq+82kR45mCgAJoQQQgghpEPKA2DSfXNzc/D7/VheXm7YDF7NHxAKhSgz9BFDfYAJIYQQQgghB57aUq6VbM9qawSgeaJRcrhQAEwIIYQQQgg58NQM+K02aRYEYdfd3MjBRQEwIYQQQggh5MBTcxA0yoa+Uzgcxvj4+H4VifQhCoAJIYQQQgghB57b7cbk5GTL413PzMzA7Xb3fCxm0l0UABNCCCGEENIhahbjdmohSecsLCxoGdfrjZceDocxNTWFcDi8LyNDkP5GWaAJIYQQQgjZo/Hx8arhwVwuF/x+Pw2z0wPq0E71hrjsxBCN5GCiAJgQQgghhBBCyJFATaAJIYQQQgghhBwJFAATQgghhBBCCDkS9L0uACGEHHbhcBiBQACCIFCmSaKh84IQQgjpPgqACSFkH3m9XoTDYfh8Pm2swZWVlV4Xi/TYXs6Lubk5XLt2repzp9OJaDRa8zv1pr366qvw+/3tFb6MmkVVFEVEo1HEYrFdL+uwCwaD2r5WxyqNRqNwOp2YmppqKUkS7e/uCIVC8Hq9iEajCIfDe75OCCH9hQJgQgjZJ3NzcwgEAlpgMzMzg3A4jGAwSBlBj7C9nhcrKysQRRGTk5O4evUqBEGoyGSqBtRAaTiQyclJbZooigiHw3j99dcxNzeHpaWlPW2LWvaZmZk9LecwCwaD2lijPp+vKuusuv+8Xq82fEs9tL+7w+Vywev1wu/3IxQK1X2xRAg5mKgPMCGE7ANRFOH1eiseVF0uV1WwchSoAdnU1FSvi9JznTgvwuEwpqensbCwALfbXfW98r93ThMEQQvEfD5f3eFBWuXxeDA9PQ23272n5RxWc3NzmJiYgM/nqxvculwuLC4u4vLlyxgfH0cgEKi7PNrf3SEIAjweD1577bVeF4UQsg8oACaEkH0QDAYBoKJGz+/3IxaLHZoAuNWANhAIaP1dj7pOnBfRaBQ+n6+leQVBqDttdna2pWW0Qm3SSx6Zm5vTahHLa+HrmZ2dhc/nw9TUVNNrhfZ3dzS6fgghBxc1gSaEkH1w/fp1ANU1cIdJOBxuab7p6WmsrKzgwoUL+1yi/teJ88LpdHbswfwwn5+9FAwG4fV6MTk52VaCs9nZWbz++uuYmprCysoKHR9CCNkHVANMCCH7QG1aephrEFoNgAVBgN/vp0zH6Mx50clz6jCfn72kto5otaa+nPod6jJACCH7gwJgQgghbQsGg3vuP0p6z+Vytfwig7Rmfn4eoijW7J/dCo/HA0EQEAqFtCbzhBBCOocCYEIIIW3bTc0W6YxOZgC+fPky9SftMHW4nMuXL+96GWofcRp6hxBCOo/6ABNCCGnLzMwM1Uz1UCeH0OpGNuFQKATgUXNrtXb0MBJFUdvevWzjxMQEAoEAXWeEELIPKAAmhBwKgUBASzAkiiKi0SiuXr3a8CE0HA7D7/djeHhY+ywSieDy5cvamKztPMSGQiGt357arNThcGg1bIIgYHl5GTMzM1haWtLGZI3FYhV9MdVxPqPRKMLhMFwuF5aXlyvWtXMZjDEApcyzkUgEoihiaWkJLper5tijtfaFz+dDOBzWyuJ0OuH1erXvBgIBXLt2raLpc/n2AaXgrLzWam5uDouLiwiHwzW3tVYZ1H2lrmdqaqpm0NfpfdCOdsra6nnRD9o9Bs2IoohXXnml4pzxeDxYXFysmC8YDMLv92v7JBwOw+12a+Mcqzp1zDt97avKx1Xey/mmflfdzkbLUrdF3cfRaBROpxM+n6/htbab7W/1OE1NTSEcDmtlUseuvnbtmva9y5cvY3JyEjMzM3jjjTe074qiCEEQcOvWraryX7hwAaFQSDs3JycnsbCw0Hb5dvJ6vdp6h4eHEYlEMDMzQ0nICDmsGCGEHHCzs7NscXGx4rPl5WUmCAKbnp6u+Z2FhQU2OTlZc5rP52MA2PLy8q7LND09zQCwWCxWNW1xcZH5/X4GoOE86jLcbnfV9OXlZbawsKAtQ13nyspKxXwej4cJglBzHSq/388EQWALCwtV03w+X83PPR4Pa+UnRC2nIAh1t1Vdj8vlqip/LBZjbre75nHs5D5ox27Kqmp0XnSSuk92lrGRvWxXo/NBPddnZ2drTp+enmZut7tqvdPT00wQhIrPO3HM9/Pab3Zdt2p5eVlbTq2yqPt7cXGx5n5Vr7la1+5ut7/d46TuC5fLxWKxmLbOWCxWcfzKlwOg4XnGGGNut5u5XK6qMrZTPtXi4iJzuVzM7/dXTZudndXOtXr7ixByMFEATAg50BYWFmo+5KnTANR8uGkWENV6wGpHK4HO5ORk03nqBcAq9UF4dna25nLUB2mfz1fz++pDaq19xFjpYdXj8VQtu9UAWNVoW30+X9Pj4Xa76z6E7nUftGOvZe3XALhTx2An9fypdy3Nzs42LKfL5ap5/u/lmO/nta8GkJ0MgBu9gGoULKr3v50vB3ez/bs9TmqwurOck5OTVYG7Ghg3ut8xVrqGOlG+xcXFhvc+dV0UABNy+FASLELIgba4uIgrV67U7Cs3OTkJoDqRjCiKWjPpetTv9rvyZn21mvipzRh3NjkFSvtBbeZXb4iixx9/HMFgcM99EeslWgqHw/B6vXj11VcbNlH0+XwIBAIIBAJV0/ayD9rRibL2o/3aLlEUceXKFSwsLNRsThsOhzE3N4fp6em6TU29Xm/NbMi7Peb7fe2Xl6XROpop/26zY1LP5OQkXC5XRdK03Wz/Xo6T0+lEOBzG+Ph4xecLCwtVZRcEAZOTkwiFQlo/6lqi0WjF+bTb8k1NTTW896nfI4QcPhQAE0IOtGg0ClEU6wY3Lperarge9YFyamqq7lA+ly9fPlBjpE5MTDScXuuBd35+HkDjB351SJb9SlqkPgQ3y2ys9j9V+xDWspt90I5OlrWf7Md2hcNhXLlyBa+99lrd60gNLhodt4sXLwKo//Ki3WO+39d+eQC2l2HCyr/bqB9qs3JOTk4iHA5r1/putr8Tx6nV/uNXr14FUD/7dSAQqDpPd1O+ubk5rQ9xI5QhnZDDiQJgQsiB9tprr9WsTVAJglAz8PH7/QiFQnA4HLhw4QK8Xm9F7cBux/Dsld2U9fXXXweAqtqZcgsLC4jFYvu2L9TkN60sXx0btd6D+34fr06WtZ90ertCoRAuXLhQkVCt3nxA42zJapnq1Qju5pjv57WvBlpAZUKsdqkJ/QRB2NN5rV7b5YFpu9vfzePkdrvhdru1sZR3ev3112smmWu3fOr+uHTpUkvlIoQcLpQFmhByoKnN5oBSrZOaDVp94CnPRFpObS6nNo0LhUKYm5sDUKo1aVRz1Y92U1Oh7pdeBvpqGVrZ106nU8uKW+thd79razpZ1n7Sye0KBoNYWFjA1atX4fV6MTc3h9nZ2ZrLUjNi78xGvFOjbM67Oeb7ee2rrSVCodCeMnurgdpeh7wqz4asanf7O3Gc2tmfMzMzWmbo8ubJoVCoZsC6m/Kp3zlI93hCSOdQAEwIOfACgYA2XI/X66144A4Gg3VrJTweD5aXlyGKIoLBIK5fv45gMKiNv7m8vHygaoEPmt3Wju61KfNuHKSytqPT27W4uKg1X11cXITX6605pE75epsNUbMf9vPaLw/g6jXlbUQtk7qs/dDq9vfiOE1PT8Pr9cLn81UEwH6/v6qlT6/PI0LIwURNoAkhB9rMzAympqYwMzODxcXFlmpMRFGsSOSj1iL7fD4sLy9jcXFRSxB1mDVrtrgb8/PzFbVNjZQ/rLYSiKlBVy9eShyksraj09tVHqCo47OqYyDXW283dePan56e1sap3U0iNLW/rtvt3nMN8M7j1e729+o4TU9PIxwON0x+VuvvVpXvD0LI0UMBMCHkwAoGg5ifn4fb7a7bzHLnA04oFMJbb73VsGbG4/HA5/PtOfNxM82ab+73w5maNGZlZWVf19OI2ny9WX9JNXuty+XqWVB5kMrajk5tV63gxO/3a1mmd7veTopGo1259tXgv90swqIoaknGXnvttT2VAYDWDPvy5csAdrf9vThOagCulnV+fr7uS4ndlE+997X6so4QcrhQAEwIObDUh0z14a6WnQ844XAYiUSi6QOumv24l/Y7AFebF6pJkOppVCO2M0gXRbGtfpnNsr6q1DL2cliSg1TWduzndk1PT8Pj8WBubq6qpUGr6xVFsaP7shvXvsfjwezsbN3gv54rV65AFEX4/f6W+o43e0n2xhtvVORJANrf/l4cJ5fLBY/Hg0AgoGX5r7c/dlM+9d6nJgKsp5tBPyGkeygAJoQcWoFAoOqhKRqNYnBwEEDjB/lwOLyn5oet9P28cOGCtq5aFhcX9zUIFwQBCwsLTR9cr127VjW9Xg3KyspKzTLX2x9q7X0gEGhYG+Pz+eDxeBqO2bnfOlHWbvcJbqUVQaeOQb11lTeFLp+nfL2NmuFfu3at490R9vPaV/l8Pvh8PszNzWlJphqZmZlBIBDAwsJCS+e5IAgNh6RSh/pR93+5dra/V8dJLePU1FTDl5y7KZ/aOqHW2MXldtOHmxByADBCCDmgVlZWmCAITBAEtrKyUjFtcXGR+Xw+trCwwACwhYUFxhhj09PTbGVlhQFg09PTzO/3Vy13eXmZud1uFovFdl02t9vNALDFxcW688RiMSYIApucnKyaNjs7q22fupxa5VHXs7y8XHMd6rYKglC3HAsLC0wQBDY7O1s1Td2H9cru8Xi0z5aXl5nP56u5jmbl9Pv9zOVyVU2PxWLM4/Gw6enpuuXvxD5oRyfK2ui82KvFxUUGgAGoezxq2ct2uVwuBqDuNaNud63ryu/3M0EQau6T2dnZmp/v9ph349rfaXFxkblcLjY5OVl1nypfp9vtrrs9O3k8Hub3+9nCwkLNY1zvWO5l+3dznNTzotZ2t0K9v7diN+VbWFhgLperalosFmPT09PatSQIAlteXu7oeUEI6R2OMca6G3ITQkjnqH3mgsEgLl68qNU+Xrp0SWv2Nz8/D7/fD5fLpSXpUTOKqsO2AJV9GOuNK9zMhQsXatZCuN3umsOiqLWv4XAYLpdLK4Oa0dThcAAo9RcWBEFbxvj4eM3auoWFBUxOTiIUCuGVV16pqpUTBAGxWKxuOZaWluByubRmzGp27VrC4bBWo+JyuTA+Pl7VF7vW/hAEAbdu3aqqKQ6Hw/D5fIhGo3A6ndo4slevXq3Z/LHT+6Ad7Za13fOiXVNTUwiFQohGozW3Vz2ezfp7t7tdDoej5vrKsyjPzMxoiZ1UHo+nYmxatamw2sdYtfP82+sxD4fD+3btNxMIBLQmt+rxUPfz1NRUW7XOapZkoJTXwO/3a9sgimLNaxHAnre/1eNU77zweDw1a6TrmZubQyQSafmYtFq+Wt8BSvex4eFhRCIRrWm1w+HQriGXy1Vx3hJCDiYKgAkhhBBCCCGEHAnUB5gQQgghhBBCyJFAATAhhBBCCCGEkCOBAmBCCCGEEEIIIUcCBcCEEEIIIYQQQo4ECoAJIYQQQgghhBwJFAATQgghhBBCCDkSKAAmhBBCCCGEEHIk6HtdgINCURSsrq5iYGAAHMf1ujiEEEIIIYQQQgAwxpBMJnHy5EnwfOM6XgqAW7S6uoozZ870uhiEEEIIIYQQQmq4d+8eTp8+3XAeCoBbNDAwAKC0UwcHB3tcmmr5fB5f+cpX8KUvfQkGg6HXxTny6Hj0DzoW/YWOR3+h49E/6Fj0Fzoe/YWOR//o12ORSCRw5swZLWZrhALgFqnNngcHB/s2ALZarRgcHOyrk/GoouPRP+hY9Bc6Hv2Fjkf/oGPRX+h49Bc6Hv2j349FK11VKQkWIYQQQgghhJAjgQJgQgghhBBCCCFHAgXAhBBCCCGEEEKOBAqACSGEEEIIIYQcCZQEa58Ui0Xk8/murS+fz0Ov1yOXy6FYLHZtvaS2g3I8DAYDdDpdr4tBCCGEEEJIV1AA3GGMMayvr0MUxa6vd2xsDPfu3Wsp+xnZXwfpeAiCgLGxsb4vJyGEEEIIIXtFAXCHqcHv6OgorFZr14IKRVGQSqVgt9vB89SyvdcOwvFgjCGTyWBzcxMAcOLEiR6XiBBCCCGEkP1FAXAHFYtFLfgdHh7u6roVRYEsyzCbzX0bcB0lB+V4WCwWAMDm5iZGR0epOTQhhBBCCDnU+vfJ/ABS+/xardYel4SQ1qnnazf7rBNCCCGEENILFADvA+pLSQ4SOl8JIYQQQshRQU2gSVPhcBg+nw/z8/NwuVyYmZkBAEQiEQDA+Pg4pqene1lEQgghhBBCCGmKAmDSlMvlgt/vRzgchsvlwuzsbMX0mZkZTE1NYWFhQfvM6/UiHA5XfEYIIYQQQgghvURNoMme+f1+iKKI+fl57bOJiQlcvny5h6UihBBCCCGEkEoUAJOOmJqagtfr1f72eDyYnJzsYYkIIYQQQgghpBI1gSYd8eqrr2JmZgahUAgAcOXKFYiiiJWVFQBAMBiE1+uF0+nEzMwMotEoRFFEJBKBz+dreR7V3NwcXC6X1ix7cnISgUAAXq8XbrcbMzMzWFxcBICq7xJCCCGEEEKOJqoBJh0hCAIAYGlpCW63uyro9Hg8uHr1KoLBINxuN6anp7W+xGpSrVbmAUq1zWrQOzs7C7/fj1AohMnJSfh8PoTDYTidTmqCTQghhBBC2pZJScgkc8ikpF4XhewDqgHugv/h1/8AiUhmn9fCUCgUoNfrATQe1mZw2Ip//O9/ZV9L43Q6qz4TBAFutxsul0v77OrVq3A4HPB6vXC5XE3nAYBAIFCRXGtiYgJ+vx9+vx+CICAcDsPtdgOA9v+EEEIIIeToyKQkgDGA42C1m9r6bmwzhehaHOB5OEbtcI7ad7Uc0p8oAO6CRCQDcSu1r+tgjKFYLEKn0/VkXFdRFAGgInBthSAIEAQBoVCo7nfL54lGoxAEAcFgUJseiUQQDoe1v9stAyGEEEIIOVzKg9iTjzsxPDbY8neljIztB3Ek41lEnDacGh/B8IlBCoAPCQqAu2Bw2NqFtbRXA9xpS0tLAICLFy92fNnlRFGEy+WCx+PRPiv/NyGEEEIIOXrUGt9sWkY2JeHux1vYXhUBAMloBoNOC4ZG7LAOmGoGw5mUhGwyh+hmGlv3RSTjWaQTEgAOA44Mhk+0HkCT/kYBcBfsd3NjAFAUBYlEAoODg+D57nft9vv98Pl8Wl/gVomiCFEUGzZVLp9HEARcu3at5jztrpsQQgghhBx8mZSEtfA2ohtppOIZSNk80nEJspQHAMi5CNZuc7AOmDA0bMOg0wKTxQgpK4MxAGCQcwVkMzKi60nkc0Xtu+TwoQCY7Nnc3BxEUdQSVjUSCoUqgtVr165henq6otlyo3lcLhcuXryIQCBQMcxSMBikYZcIIYQQQo6YUvAbwd1PNhFdT9cMXPNyAQAg5/LIJHJYu81Bb9ShIBch5wpgTAHPcTCYDBT4HgEUAJOmwuEw/H4/gsEgXC4X5ubmAJT63oqiiPHxcW3IIaAUwHq9XoTDYXi93oqM0G63G8FgUEtWNTw8XJUxutk8i4uL8Hq9iEajWrKtyclJBINBLQu01+vFzMwM9QcmhBBCCDmk1Jrfux9vIbpRO/jdSZYeBcMAkElKYAoDx3PoRqdF0nsUAJOmXC4XfD5fy+Pput3uioB4p1ZqapvNU6ssHo+H+gMTQgghhBwRsc0UNu6KiG6kqOaWtOzABcAzMzOYmppqGuiIoqj1FR0eHsbKygomJiaomSwhhBBCCCEHXCYlIb6VQiKWoeCXtOVABMDhcBjBYBB+vx+hUAhTU1MN5xdFERcuXMDCwkJFcqWZmRlcv3695ZpM0llqMqu9zkMIIYQQQo622GYK4lYK6bjU66KQA6b76YLbND8/D6/XC6B2s9dapqamMDk5WZVZ2O/3Y35+vmIMWdIdwWAQ165d0/rn7nYeQgghhBBCpIwMKSNT7S9pW9/XAE9PT2N6ehpAKblSM+W1xbW8+uqr8Pl81Fe0yzweD5aXl/c8DyGEEEIIOdoyKQm5tAzpYUIrQtrR9zXA7VID33rZf8fHxxEMBqmZLSGEEEIIIQdANiUhtpbBzXce4P7NLazdilDzZ7JrfV8D3K5QKKSNH1uLGhgvLS1RLTAhhBBCCCF9LraZQvRBBh+y+7DaTQDPQ85I1PyZ7MqhC4DD4bA2NmwtanAcDoe7VCJCCCGEEELIbmRSEsStNLKpAjJJCVKGgl6yN4cuAI5Go3WbPwPQguNmTaAlSYIkPWpWkUgkAAD5fB75fO0LL5/PgzEGRVGgKEqbJd8bxpj2/91eN6l2kI6HoihgjCGfz0On0/W6OB2nXq/1rlvSXXQ8+gsdj/5Bx6K/0PHoH1sPYohuJCCnC2BFBcUOL79YLD0H8az071rTi4UCCg1igKOkX6+Ndspz6ALgTvXtvXbtGn77t3+76vOvfOUrsFqtNb+j1+sxNjaGVCoFWZY7Uo52JZPJnqyX1HYQjocsy8hms/jmN7+JQuHwJpNYXFzsdRFIGToe/YWOR/+gY9Ff6Hj0lpwtInIvhchqFoU8w0effLwv6wADwAFGS3VFgMmqx70tC26uWWETjB1f/0HVb9dGJpNped5DFwC3KhKJNJx+9epV/L2/9/e0vxOJBM6cOYMvfelLGBwcrPmdXC6He/fuwW63w2w2d7S8zTDGkEwmMTAwAI7jurpuUu0gHY9cLgeLxYIvfOELXT9vuyGfz2NxcRETExMwGAy9Ls6RR8ejv9Dx6B90LPoLHY/+ENtI4tYHm7hv3URo6R08/dR5cLrO5vDNJKVSDTAHWAaqn4Nsg2accjnx2LPH4Tg+0NF1H0T9em2orXVbcegCYEEQWqoFHh4ebjjdZDLBZDJVfW4wGOoe7GKxCI7jwPM8eL67CbbVZrbq+klvHaTjwfM8OI5reG4fBod9+w4aOh79hY5H/6Bj0V/oePSW3mCAXs+Dfxj0cjoeug4HwDodD6YwcDxXc9k6HQ+dXg89nQsV+u3aaKcshy4AbpQACyj1EQbQMFM0aczr9QJ49BJBEARMT0/D6/XC5/MBKCUZ8/l8mJ+fh8vlwszMDABgZWUF0WgUly9fxuTkpDbvhQsX4PF4tP7bgUAAgiDg8uXLiEQiCAaDAEDjBBNCCCGEEEJ27dAFwC6XC0tLS3Wnq7XDjRJlkdpCoRCuXLmC1157DW63W/s8HA5jamqqIrO2y+WC3+9HOByGy+XC7OxsxbLGx8cRDocxOzsLURRx9erVinkCgQA8Hk/FZxMTE/u4dYQQQgghhJDDrr/bZu6C2+1u2ARaDdJoDOD2vfLKK/D5fBXBL4CKGt5WzczMaDXJ0WgU09PTFdNr1dBPTU21V2BCCCGEEEIIKXPoAuDLly8DKNVW1nL9+nUKfndhZmYGLper7r7zeDxNm5+XUwNcURQhimJLTdJdLlfHsnwTQgghhBBCjp5DFwC73W54PB68/vrrNacHAgGt5pG0LhgMNn1x0M5+XV5ehtvthiAIWl/gZjweD/XdJoQQQgghhOzagQqA1ebLzWoBFxYWEAgEqmqBZ2ZmMDs7SzXAuxAOh5tmzm5lv4qiiLm5OSwtLeGrX/1qp4pHCCGEEEIIIU31fRKsQCCgJVNSA+CpqSm4XC64XC5MTU3V7D+6vLwMr9cLQRAwPDyMlZUVTExMtFzb2EnTf/oHiGZbH5x5NxhjKBQK0Ov1TceddVqsmP+FX9nX8pRbWlrC/Py89vfO5FaEEEIIIYQQ0g19HwBPTk7uKmgVBAF+v38fStS+aDaDrXRqn9fCUCwWodPpADQOgHfD7XZjZWWl6vNgMIjFxUUEAgEtmZU6FJLq4sWLVS8pCCGEEEIIIaTb+j4APgycFuu+r6PdGuB2eTweBAKBmp+rTZ8DgUBV8EsIIYQQQggh/YIC4C7oRnNjRVGQSCQwODgInu98126fz4dAIIBAIFCzRr7VTM6EEEIIIYQQ0isUAJOWLS4uYmpqCoIgVCS8EkVR65/dKerwSIQQQgghhBDSKRQAk5a5XC4tudji4iKGh4chCAJEUcTi4mJF1u1wOAy/34+lpSUsLS1BEARcvXq1aS3x3NwcVlZWEA6HEQwG4fV6cenSpZ4kLyOEEEIIIYQcLhQAk7bV6+frdru1f7tcLvh8vrb7BKvZofslgRkhhBBCCCHk8DhQ4wATQgghhBBCCCG7RQEwIYQQQgghhJAjgQJgQgghhBBCCCFHAgXAhBBCCCGEkL6TTcuQMnnkpUKvi0IOEQqACSGEEEIIIX0lsp7A+u0IttfikKVir4tDDhHKAk0IIYQQQgjpC5H1BDJJCfdvbCEeSSOdkHpdJHLIUABMCCGEEEII6alMSkI2mcPtjzYR30ohtpUGWK9LRQ4jCoAJIYQQQgghPRXbTGEtvI3V21Hkc0XIUr5nZYluJHHnw02ce2YUTGFIRNM9KwvpPAqACSGEEEIIIT2TSUmIb6WwvZZAOp7raVmYwvDd//ghMskcbrz5ADzPw2wz4h/9+1+B8/hAT8tGOoOSYBFCCCGEEEJ6JraZgriVQjre+/6+m/dFZJKVQXixUET4ndUelYh0GgXAZFeCwSDm5uZ6XYx9Fw6H4fV64XA4MD4+Dq/XC1EUAQBerxcXLlwAx3GYmZlBKBTqbWEJIYQQQg6ATEpCJpkr/f/D2t9ELNPTZs+qOx9u9roIZJ9RE2iyK36/H6FQCLOzs70uyr5yuVzw+XwIBoO4ePEifD6fNs3n82Fubg7hcBh+v7+HpSSEEEIIORgyKQlr4Qiim0nIuQIAhmQs27HaX3E7hchqEql4FnKugLPnj8FoMSCXlnHs1BD0Bh0AoJAvYvOeiEQ0C72Bx4Ob29i4K2rL4XU6nBp34sHNCADKx3WYUABMdsXpdCIcDiMcDsPlcvW6OPvO6XTW/FwQhO4WhBBCCCHkgCoFv9u4+/EWohupjtT4FgtFbNwVEfraSlXTZQC49d669m/7kAWf/enzyGby+PD7dxHdSIIpDIwBHAdwPKfNe+6ZY3CM2h8FwAqFwIcFBcCkbYFAQKsV9fv9FbWihBBCCCGEqDIpCdH1BGKbKSSiaa22txPBbzYlIfgHbyGbaq32OBXPIvgHbzWdb2jEihe/4MK9j7e0zxQKgA8N6gNM2hYOhyEIAiYnJxEIBKqmBwIBjI+Pw+FwIBgMat9xOByYmJhAOBwGAMzNzSEQCGj/X/7dqakpBINBeL1eeL1eAIAoitq8tfrciqKImZkZzM/PY2ZmBnNzcwgGg5iamtLmqbXOTgqFQpiYmMCTTz6pfTYzMwOHw4H5+XkApf7TFy5cwIULFxAKhRAIBLQyA8D8/DwCgQCmpqZqbmO9fVBruXNzc9r+I4QQQgjplkxKwv2bW/jgB3fw3vdu45PQA9z9eAuxzc7U/DLG8M3/8F7N4NdsM+FzP/MMBp3WtpY5ekbApz53Dl/6tQswmvTgHlUIUwB8iFANMGmLKIpas181yAyFQnC73do8k5OTEAQBMzMz8Hg8AEp9aa9evar1GZ6amsLly5cxOTkJAJiYmIDL5dL+vnbtGpxOJy5fvozXX39d+2xmZkabb3x8HMvLy1p5rly5oi0zHA5jYmICKysrWhnqrbO87I0sLS1VJf5aXFys+NvtdsPr9WrBLFDqL60G/QDg8Xjg8/kwMzODaDSqlUdNslVeo37lyhUsLy9rfzfaB42We/ny5Za3kxBCCCGkXWpNL2OAdcCEXCaPux9tYu12bF+SW628s4749qPxeU+OD8N5fADDJwYwfHIQer0Ox88JWF2JwnHcjthGCj/8i48rlvHUhdMYPTWEux9v4uzTozjpGq5cSVkETE2gDw8KgLvgr//1v45IJLKv62CMoVAoQK/Xgyt/XVXD8PAwfvd3f3dX63njjTfw6quvAoAWPL7++utVwZXH40E0Gq0IjtVANRwOIxAIYGFhQZt/YmICfr8ffr8fgiAgHA5r31P/PxwOIxgMYnp6Wlt/MBjUAj21abY6rbyPcrN1tuLixYtVSb8EQcDS0lLFZ7X6C+/sK6z2oVaDc7XM5dxut5ZxWtVsH9Rbbvn+JIQQQgjptNhmCnc/2kQ8moHZagSgIBnL7kvwm07k8M63b2l/n3QN48d+/lNV8xlNBjz27HEAwNCwDWefHkVkLQHHqA0AoDfokUlKGBqxVfT/VVU8U1P8e2hQANwFkUgEm5v7n1K9WCxCp9Pt6zoWFxergrL5+fma/YCnp6e1ADMYDGqBczAYhCAIWvNooLSPymtJayXWUoNXURQRDocRjUYRjUa16W63uyopl/rvVtbZbTu3URAEjI+PV3xWvn1A831Qb7k75yGEEEII2atMSkI2mUN0M42t+yK21+JIJ/Z/LN+3vxlGQS4AAEbPOvCjP/9sS9/jeQ7HTg21vJ7KJtBKW2Uk/YsC4C4YHh5uPtMetVsDvBuiKFY0IQZKQa7D4ahqBg2UmkhfuHBBawKs1kqKogiXy1VRS1n+73pCoRCuXbuGiYkJeDyeqkBvZmYGfr8fFy9exPz8fEXN7m7X2Sk7XxrsVrN9QAghhBDSDZH1BNZuRbF1L4ZkIod8rrgvtb2MMcQ2kxDXs5BdefAcj9Vw6cW+0WTAZ3/qfNNn390qXy61gD48KADugt02N26HoihIJBIYHBwEz+9PbrM33nhDa3qrEgQBbre7ZlNil8sFp9OJQCBQ0SzY7Xbj2rVrVcsv719ca9orr7yC5eVlLehTg8ryWt/XXntNaxJcHhzuZp2d1Ika2Fb3ASGEEELIfsqkJGzcieH+zVJSq/20tHgD4ffXIeUkRMNvYfyFMSjFUm3s6adGYLYZ923dFS2gKQI+NCgLNGlZeTKmcpcvX8Ybb7xRc9rMzAyuXLlSVfN68eLFqizM5c2TdwqHw1otrkoNKtVMyGoyqJ3B727XWa5eAFurZlftc1s+j/pfI82mt7IPdrNcQgghhJBmMikJkbU4bry9ig9+cAd3P9lEOr6/zZ1XwxHcev/ROL7ZtIT3v3dH+/vc08f2df3lETBlgT48qAaYNKUORxQKhTA+Pl6RCCoYDGr9gicmJjAzM1PVRHplZaWqlnVxcRFerxfRaFSrHZ6cnEQwGITP50M4HNayKavJtmZnZ+H1enHp0iUApf6wXq8Xly9fBlBKasVxHARBgNPp1DJRq7XW9dbZSDgc1ppwi6IIr9eLq1evQhAEeL1eBAIBbfilmZkZuN1uCIKAf/bP/hn+5b/8l3jmmWfA87xWSy4IAi5evAiv16tto8/nw9zcHJaWlrSyuVwuXLt2rWKdzfZBKBRqutxm20sIIYQQAjzK6pxNyaU4kOMgbqWwvZZEWtyf5FY7vfud23WnWQfMGDnZen/e3ShvAs0YBcCHBcfoaLYkkUhgaGgI8Xgcg4ODNefJ5XK4desWHn/8cZjN5q6WrxtNoPuZGvS99tprEARBSxLl9XoxNTVV1XR7vx2k49HL87Yb8vk8vvzlL+Onf/qnYTAYel2cI4+OR3+h49E/6Fj0l6N6PMqHMkpEM4hvpbC9lgAAGC0GyLn8vvX13SkRTeM///tS68NBpxVDj/G4G0qBAwCOw4/+3LM4Nb73PDuZpASmMHA8B+uAqWLa/Rvb+P6XP4LBpMPP/tefxX/5D39iz+s76Pr12mglVlNRDTA5FPx+P2ZmZrSaZrVvss/na3mYI0IIIYSQo6x8KKNivghFUbSszulErqtlEbcy2r/HHndC78zir/7t5xHbSME6aMaAYNn3MpQPjURNoA+P/q6aIqRFExMTFWP8qoLBICYmJnpQIkIIIYSQgyGTknD/5hbufLiB7bU4xK0UkmK2K0Ma1VPMF7V/myylOjudXofjZx1dCX4BABXJpSkAPiyoBpgcCmqSrbm5OS1JlJoZmfq9EkIIIaSRlCwhJeUAjoPdaIKJO1p1RLm0jI27MWyvdmcc31YUC4/G3dUb9Cg2mHe/VAyDVKQA+LCgAJgcGh6Pp6tj+xJCCCHk4EvJEm7HtnE3LsJiMOCxoWGcHmjch5Dsv0K+oP1bp+/NC4nKYZCU+jOSA4UCYEIIIYQQciSpwe+NyBY20ikYOR6SXICYSUGUZaRkCY4+SvRzlBTKaoB1eh4oNJh5n1TUAFP8e2hQAEwIIYQQQo6krXQK9+IiNtIpyHIeMoDbhQgeJGJYl9PYSqfgsNl7XcwjqZAvC4ANvQmA+fIaYBo459CgAHgf0AVCDhI6XwkhhBxFKVnCdjqFWC4DWX40rI9cLCBbUJAqFJAt7P9wP6S28iRYer2uN4UoHweYskAfGkerh/8+0+tL7xMKhR68oiJkl9TzVT1/CSGEkKMgI8vI5CXIeXpu60flSbB0ht73AVaoDfShQQFwB+l0Ouh0OiQSiV4XhZCWJRIJ7dwlhBBCjop0XkYmn0dO6UV+YdJMZRboPqgBpgrgQ4OqfDqI4ziMjo5ibW0NJpMJNputovP8flIUBbIsI5fLgefpvUavHYTjwRhDOp1GIpHAiRMnunauEkIIIb2UkiVsJBO4Ed3CejJe0fyZ9I+qJFg9UJkFmiLgw4IC4A4bGhpCNpvF9vY2tra2urZexhiy2SwsFgsFMn3goBwPjuMgCAKGhoZ6XRRCCCGkK7bSKXwS2cSdeIyC3z5W0Qe4RzXAlVmgKQA+LCgA7jCO43DixAmMjo4in+/eTTWfz+Ob3/wmvvCFL8BA6fp77qAcD4PBQE2fCSGEHBn1El/12vfu3sIPHtzGrzx3AaP2AXz//m1sJJNYTyfw6nMvw2mx9bqIXVfstxpgagN9aFAAvE+63adSp9OhUCjAbDb3dcB1VNDxIIQQQvpHSpaQknLYzqQRyab7KvHVH7yzjP/l+98AAHz/3m38zFOfwv/vh9/Wpn/n7gr+t1/4VZj0zZ8nMimp1FmV42C1m/atzPupkC9i834ckbWHOXU4rocBcFkf4CIlwTosKAAmhBBCCCGH1kYqgdtiBKvxOLKFAuRC/yS++hff+zreePdN7e+7Yqwi+C0UivjgwRp+6w/+FL984nkAgMlqgMVmgjA6AOuACVa7CZmUhOh6Aut3YoACCMftOOkaPnBB8MdL9/D2t25VfOY8bu9ZdzKubCBgagF9eFAATAghhBBCDoWNVAIbqSQimRQsBgM4jkMsm8VaQkQyJ/W6eAAAMZfB//ydr0HP8/iLGx/VnU9RFBTkAswFHZ5YH8SNzVUAgNGkh8Gsh33IApPFgEGnBXKugEQkg+hGCowx2Nfj2Lgbw6DTAsfoAJxjg6WF9mntsJzN481vhnHng42qaS9+wdWDEj1UHndTAHxoUABMCCGEEEIOvJQs4a4Yw43oJraTKRj1enAcB8ahJ/1974kx/JOv/RlGbDb8+GNP4pzgxIjVjl/6g/+t5vx2kxEpSUahUESxUEQhr+Ci6QT+C90TyMuPmmzLUgGyVEA6ngNQCojBcQADZKm0nbHNFGKbKRhNetiGzBhwWAEwQOFgshkwds4B59igVnsc20ggEckgL/WmZvz7f/5Rqfa6jMlixE/9+gWYLAYUe9T8uLzmuVjsj1YDZO8oACaEEEIIIQdeRpaRyUta/1650Nt+vn924318vL2Jj7eB79y5BY7j4HI4a8575eLn8Dfdn8M//ov/C1/+8H0wmeE3uRcwItmQR+PtkKX602WpAPlhMKwyGPWQsnlwD4dpXAtHcPeTTUQ30loA3U3vfPtWVfA7/uJJPPvpMzBZeptHhaMa4EOJAmBCCCGEEEI6bCudqvibMYaVaKRqvtNDAv6m+3PIpCT8+pgbtlXAGOcxUtyfzM95uYBkLIM7H21g7VYE26txpONST4Lfux9v4aPr97S/BwQLLv3kUxg52R/DM6ovCQBAKVIEfFhQAEwIIYQQQkiHqJmYuSLTmjMrBQUcX8pmrNPrwPM8PnPmHN5bW8UvnfgUbrz1AIloGolIBk+lnZCL+xuMpuM5pBNSRbPpbhG3Uvho6T627seRTT3ql/3sZ87iU58717OEV7VUZIHuYTl6LbaVxNb9BJ586WSvi9IRFAATQgghhBDSJjXzcmwzBSkja59LuTygAPc3tpFLy1CKCopFBdzD4XwMRgWzn3sFP/+pF7EW3sbdj7fwwcd3UZCLXQtIGzWb3gtFYeD5ygB2/U4M73zrFkZODiKdyGHtVrTqeyOnhvou+AV2jAN8xNJAM8Zw+4MN2IbM+Ke/8YdIRDL4/F99Dr/2D3+810XbMwqACSGEEELIkbaZSuL97XUMmcx4aew0snkZ93Lphv2IY5sp3P1oE2u3Y1VBa44VsJlPIK+Uvj9jcCOHAv5D4ROM6qwY2zDjw/QdLXNzL5ofd1JeLuDrb7yDdELC8z9yDk+8dBLZtIRULIvvf/kjyLk8xK1Uze+eemIEn/7Jp/ou+N1JUY7WOMB/8XshvPE736j47Fv/4T0Mj9mB4z0qVIcc+gBYFEV4vV4AQDRaeuN06dIlzM7O9rJYhBBCCCGkD2TzMv6vG+8hly8FoVuZNFaiW5AkCbbQ93Hp7OM1vydlZEgZuWbwu61kEFdyKKAIPXTQczqc4+34b3SfBgBE7sYR4RI9aYK8H+59vKUFuKGv38QHP7iHXFYuDbtUw6DTimc+cxbHzwgw24zdLGpbeF1ZE+gjEP+uhiO4d2ML7p94Al/5veWa8/zlH7+Lz/3NkS6XrLMOdQAcCoXg9/vh8/kgCIL2eSAQwIULF7C8XPvAEkIIIYSQg2MjlcBmOolYNtPyd/LFIr734Dbe3VgFKwvUbkQ2tf6e11fvtF0WGUUkISMNGQUwcFCgQ2Xt5n41Qe62YqGId759GzfefFDxeS5TPebygNMKvYHH2fPHcP7CmW4VcU84lAfAh7sJdCKWxv/463+AbErGyfFhiJvVNfZnzo/g7/zOz+N7179RYwkHx6EOgL1eLxYXF6s+n5ycRDQaxczMDPx+fw9KRgghhBBCOuVeXMQdMYIHiTiM+tYeb7/34DbeWX/QfMY2SayAPCtARhEMpeRJOwPggy66nsD1xU8Q327+wsFxfOBh0Hu6CyXbP8ohT4P1gz//CNlUqS/76kp1tvK//o9ewY/+3LPg+KpJB86hDYBDoRBcLlfd6a+++ip8Pl8XS0QIIYQQQjppI5XARiqJ9zfuI5bNIiPnYTeamn4vmk3jvY017W+r0YTPnjoHhTHkCnl87/5tAIDD0t5QRDlWQIrJSLE8CmUBkw4HP2qIbiTx/vfvQtxMVWRvLvcjP/csdAYe737rNgDgM//FeQwN789wTt3AlSf0OoQ1wIqiIBXPYuXtdXz5f1+qmq4z8PifvvybkLJ5HD/jAADk8we/yf6hDYDD4TCCwWDd6dFotKJZNCGEEEIIOThSsoS7Ygw3opt4EE9AYQx8C4mUsnkZi+GPoTzs1Pni2Cl8/ux4xTxvb64iIcttJT7KsQKSTEKSSShAqagx1B/AGuDV21G8/93bADgIx2y49d56zfl4HY8zT47gpS+6YLKW+vOeOOfsXkH3UXltZ/GQjQOczxfwT3/9D3Hnw82Kz01WA6RMKch98QsuCCP2XhRvXx3aANjj8SAcDmNqagoLCwtV0/1+Py5fvtyDkhFCCCGEkL3aSqewnUkhIdWujaxlNRHHn37yLooPA1uO43BhrLo/qhpIF9vIfJRkEraUDEQlhwIUsPIAmNO1vJxey6YlvPn1Fdy/sa19FttIVs3H8Rwmfu3lQxkgqTiOA8dzD8dwPngvMeq5+c4q/vR//W5V8AsAX/ovL2DkxCBuvruKX/rbP9KD0u2/QxsAC4IAn88Hr9eL8fFx+P1+eDweAEAwGEQ4HKYm0IQQQgghB1BKlrCdTiGWy0CWW2uSuZ1J4T/d/EALfgHgzJAAq7E6CzH/sOqv2GINsNr0WWQ5ZFFKcKXWAHNASzXTvSZlZHzvzz/G5t1Yw/kGHBacemIEZ58+dmiDX4NRD7tghtlmhNGsh96gg0538JuxA0A8msY//1sByNnqRGw6A48f+dlncPyMA5//xed6ULruOLQBMABtqCOv14uJiQlMT09DEASMj4/XrBUmhBBCCCH9KSVL2EgmwDhAyueRyUuQ842zKUuFAlJyDm9tPMCHWxsV075w7gmcHx6t+T2162exzjA+5eJKDttKFptKCjk8CsbVb/IHoPnzBz+4i/e+e7vq89EzAoZGbFqW53NPj+LTP3W+78fs3Su7YMaZp0Zx6olhmC2lFyTKIekD/P0vf1QV/I6/eAKnnxjBpYmntL6+h9mhDoCBUhAsCAJmZmYwPz8PQRBaCn4lSYJU1qQmkUgAKHX87sfO32qZ+rFsRxEdj/5Bx6K/0PHoL3Q8+gcdi8ZSsoTbsRhuxjaRlWXoeB5MYUhLEopMQZEpyOZlrMS2kZbziMtZrCerm+2qLp06g0+NjgGo3cxZDVrzShH5fB7bsSTu349ibSsGvczBaDGgmCgglcwiXpQQUdKIs1zFMh7VAHMoFvt3ENlUPId3dwS/VrsJL3z+cZx+sjTe6wuffzQWcikQ7G4wyB7uP1ZUUOzwsotFBYwx8Kz0b4NJD+uACXbBBLPNoA2RVSwUD8X1+b0vf1gx7Ncrf+1FXP77X9T+braN/Xqvaqc8HGMtvNo6wNQm0NPT0/B6vZibmwMATE9PNxwC6bd+67fw27/921Wf//7v/z6sVuu+lZcQQgghhDySKxaxIWexkcsiVpBQqPHomlOKCCWjEAty0xpXM6/DZweHYdbVrwf6bnwL6WIBeo7Hfz/+Im6vx3F/PYXNRAZcgYOR56EHB73CIVMsIqtXkNVVhmYfDKVQ5BjMRR3+2oOTu9v4LkhGJdz4zqNhb579iWMw2ww9LFF3ydliKZ7nAKNFB5NVD2HMgpGzVlgHDfjd/+ebAIDhM1b8zH/7dG8Lu0ff/N1buP1mqYm73sDjc6+exZkXhqA3HJw+6vVkMhn86q/+KuLxOAYHBxvOe6gD4ImJCXi9Xq3vL1AaHmlqagrhcBiTk5N1a4Nr1QCfOXMG29vbTXdqL+TzeSwuLmJiYgIGw9G5afUrOh79g45Ff6Hj0V/oePQPOha1ldf8biaTkJXa9X8pWcLvvbOEglLU+u+WM+kN+PFz4zhms8NuNDXtk/tHH7yF+9EozEYT/sHTX8CD+zFsppJIZku1vDrw4MBBD6AAgIGhiMpa3m/jPopgGIQJs4bP7Wr7u2H9Tgzf/tP3AQDjL5zAyz8+3uQb3ceKCj765GM8/dR5cB3si2sbMKGYL8JkM6BQYHCO2mG2GXH8jADn2AAsdhOmL/0rAMDZp0fxj3/3r3Vs3d12+4MN/NNff137+2evfAY/P/2ZtpfTr/eqRCKBkZGRlgLgQ9sEem5uDm63uyL4BQC3242VlRWtSXQwGKyaBwBMJhNMpupx5AwGQ18d7J36vXxHDR2P/kHHor/Q8egvdDz6Bx2LSmIqgfVMApFcFkXGoKsR3AKlpqsFRQEHDsdtdvzcU8/h48gmFMYwZLbgzIAAo77+Y29eLkKWZAAcwAFKkaFQVJCT87j+0S0UJQV5KNq4sKXmzayiOS63o+ZZbVnNg9tTAiXGGORcAdmUBIvdBKNZX7MPbjqRwyehB7ANmeF6fgx6fWu1eqzItJKbzIa+TPak7mdOxzctn5rACjwPOSMhnZBgNOlhMOkBDsjnipClPAxGPUbPOCAcs+P4GQG5bB7OUTvAcbDaH8UAHM8DrHS8D9q1mU1L0Bt0KOSLuPYbb1ScN5//xef2tD39dq9qpyyHNgD2+/1YXl5uOH1paQmLi4s1A2BCCCGEENI77WR6zhQeTbebzLAYjHhp7HRL68nLRcSjKaRiWeTzCjgOkFIyigUFHBQkshKMfHtNRNOKjDyK0IGHbpdJsAqFIlbeXkP4vXUkoxntc5PFCMeoDcfPOfCU+xQ4joO4lcK3/uR9ZFOl1otv/eUKeB0P4ZgNzuMDEEbtyCRycJ4cxMnHKsfoLeQfhfE6Q/8Fv82oAe+AwwqTWQ+T1QDH6ADAcRA3U9i8F4PJasTQiA0AsHU/hkQsB5PFgKFhG0485oTz+EDd5XNcKf5lDZJgZVJSaaYdwXOv/OHvfANf+d1SHGQw6ZCXKltO/N//P7+A0VNCD0rWHw5tABwOhyEIQsN5ZmZmGgbJhBBCCCFk/22kEthIJQEwHLeXmi/ejkURjm01Hee3UCziG3dWtL8t+kc1QXm5iHQyh7xcgMGoh23A/HBKqdOnLOeRjGUR20ohnyugUCgFCgWlCLWTIGsz4dMtRUQYovb3boZAYgrD9b/4BPc+2aqaJmVlrN+RsX4nhg++fxd5uXYmbKWoILqeRHS9MhmYcMyOi54n4Bwr7edi4VHT7YPWF9Rg1MM5NoCz50dx0jVcFXw6jw/gxGMOMHCwDpSmCSM2ZFMyOA4QRgdgtlUPg1WO13EoKgzqiFiZlIRsMlexzLVwBOlUDla7uWY5umF7LYF/81t/AaVQxI3Qqvb5zuD36U+f6ctm7t10aANgl8uFcDgMl8tVd56VlRVcuHChi6UihBBCCDmaIuuJh8EYg3NsEMMPA7CULOGuGMON6CZych5Oiw3gFMSyWSRzjYNfqVDAn37yDiKZlPaZ9WFTSLVmV9xMQ8rlwet5WKwPg2MFAF+q/ZSyeUi5yiCyvDlzOwGwrBRwqyz4BQClzXQ7qXgOf7nwDjLJXNU0k8UIKStrf9cLfhsRt1L4+sK7eOWvvQjhmL2iBvggBcDNgl+glM165+fWJ461tR71/YVaAxzbTGF1ZRscz8ExOgCz1YCNeyK2V0XYhVKi3PLyfPnfXcc3/8N7+Nn/6hJ+7Bf2Z2zdpJjB7/u+ho9/eK/pvL/xTyb2pQwHyaENgCcnJ+H1eusmuRJFEaFQCFevXu1yyQghhBBCjg418L1/cxPJWBZ2wQqdXqcFwBlZ1sb0TUkSUk1qfFVLq3fx/fu3tb8ZY1AYQyFRwN3sJpSCgmwmX1GzqzYRbqa8IXA7AxhtIlMVLufQWpCqKAzvffc2PrpeGcSMv3ACL33RBd3DPr1JMYuPrt/Dg5sRyLlHTb9HTg7ix37xOci5AsTNFBKxDG69u4F0Ilu1rmKhiBtvruLSl56qDID1B6cJtF0w4/hZx77XuPI6HoCCTErCt//0XfzlH72LD5fu4dlPn8HFifMoSnn82b9fwvqtGI6dHsKXfs2NXEbG2DknErE03vgX34RSVPBvf+srsDuseOkL9SvnmolHUjCaSy9xFv7Ft/DdP/ugakzfutuh5/Gvvv5/64sm2r12aANgn8+HqakpzMzMwOfzVTSHDoVC8Hq9VZ8TQgghhJDOyaQkbNyJ4e4nm4htlmpp1VqyvdjOpPDDB3eqPh/V22CL89iWE3tafnkNsNJCDTBjDGEm4jbiVdOO5cyQWR5GS3WSnly61JRZp9fhve/eQjJWGay++PnHcf7imYrPBgQLLk08hYsehkQ0g7e/EYZwzI7nf+wxcBwHo0kP+1Cpqfeznz5b8d1UPIcv/9sfAiglzQJ29AE29l8NsMGox6DdgKFtE5zHbMimC2CMYcBhhXDMvu8BnaIwFPJFrN+J4l/9vf+IYr4IBoal4A2Evr4CpWyM5427MfzeP/saBpxWPPcj53Dvk21kkhJ0eg48z2H+v/sz/Hf/7ldw+okR7Tvbawn863/wHzHotOI3/4efgn3Qok3LpiX84e98A8NjA5Ayefz5v1vCoNOCc88ex7vfvt2w3M9+9iz+/r/+ZcQjadx6fwMv/NjjfZngrBcObQAMAAsLCwgGg7hy5UrF5y6XC4uLiz0qFSGEEELIwZZJSYiuJxDbTEHKyBXThkZssAyYAcawfieG7dU40vHWal5b9dVbn0BhTOun+9LoaZwfHIEYSaMg5iG1VW9brbzXbrMm0IwxvMnWEYOk/a2XOYwnh7C9Hgf3QQJ/Ev0+hpwWOI4P4NnPnoN9yAxZyiP4B2/VbOp86okRPPXySRw7LdQvI8dhaNiGL/zS8y1vl23ABI7nwRQFUrZUe1zIP9pXhj5sAm0XzDj5uBMiJ+DUE8ewdisKOVeA2WqEpUn/3U7IpWXk8wXkpSIURalIhlUe/KoYY0hE0vjuf/wAAMDzPHheB0VhyKXz+Jf/zZ/gn/zer2Lg4YugP/nX38Xt9zcAAP/6H/wn/P1//ctaoPof/r/fwbf++L2K5Sei2YbB7+d/6TkU8wp+4W99DhzHQRix4+Uv2ve0Dw6bQx0AA4DH46Esz4QQQgghLdoZ3KpZdZ1jg8imJETXk9i8H0MylkU6LkGWKjM02wZNMFmNYAqQjueqpgNALiOXAr9dJIjaTqawnkyAKQwmTo+fHjsPGHjkC3sLestV1gDXF99K4b38FtJDCngjD5ZXUEwUYdngEN+MwZ7hYSiU0gjHIxnEIxnc+2QbT186jdVwpCr4tdhNePmvjFfUEHYSx3MwWQzIpSVImdJxKVb0Ae6vGkKDUY8BhxVDx2ywR4wYO+eATscjl8pjaMTWNIFVJ9iGzIhtJMEUBqYw6I162AZNiG+nK+YbGrEivp2psxTAZDWiKBcReZDA/+Ov/K+wDZnx9MUzWP7qDW2ej354D//nP/sa/sY/8kBRFHz3P33YcjmNFj1+6m9cxC/MfK7mMFnkkUMfABNCCCGEkPrUPrrx7VITZSmXrwhu1WRDg8MxyNkCtldFpBP1a3TTCanh9JSYwSbPwWDUY/jEIGCrPV95BmdOx+F67D6SuRzWUgkUCgoYGM5yVmRiEni7Hua9t6zW6MBrITADA2MMeVaEkS89OiclCR++fRe5AYaMA0ASUB6OVis84GCL1g8ki4Ui3v9edfNtvVGPL/zScxgarrNDOsRsLQXAuWweiWgatz/Y0Kbp+qwG2GjWV9T0OscGMOCwdXXIoZe+OI6vv/EWOJ7D+HMn4Pm1C8ilclj+6k28993bWrm++MvPg+M4vPud27jx5gPt+8MnB/FTf+Minv+Rx/C//Ld/ipRYeumRjucqgl/VXwbeQSYlYXs1jkyyccuJX/zbn8NfmXpRq00mraEAmBBCCCHkiFHHLY1uprBxJ4oHK9t1g9a8XEB0PVnqw8tQs0a3HemEBDlXhKIwcDwHw/HaQUwmJSG+lUQqIeFGMYpwPlYaj5UxMDBw4HCcWaEUFHSi3tLwcCl68LBCD54BPDjIUBBi6xAhwazooQeHuJyFcra6abTzDgdr4mEQyXM49/xxvPTEOZxgNuQyeXz4w7u49d56xXd+9Oc/BbPFAJPNqPXd3U8mtS8yY/jP/75sOFCOg8lc3U+533Q7idPU3/08nvn0GayuRPH0pdMYOTmEjTtR8DyHZz9T6mNtMOphNOthtBjwE5dfxOd/4VNgrPQSRzhmx9g5B049MYK/889/Dr7frJ2g1/3KEwh99SYA4If/+eOKaWefHoXJosfk3/08eB2P/+N/XMToaQd+5r/6DPXr3QUKgAkhhBBCjphcWkZkLYEHK1tIRDMNa2yB3Q2302x50fUk5FweBTuHhF1GrJiGYgLU8XkTsTRSiRw2MincRKSqJ+5ZDMDClwI2pVBENsuQz+bBdtEUWg8eQ5wJBuhg5QxYU1LgGQcOHN7FpjafltF5xyr0WWA8NgDDoB6KhcE8aMToOQHDOgt4HtDzOtiHdLg08RRsg2Z88IN7MFsNeO5HzuHU+HDb5d2LY2eGsHE3VvX52fPHutKk+CA6cc6Jk4854Tg+gOGxQVhsRpgsBmzdi0OS8xgQrBgasWFopNTXNpeWAcYgZWUMjdhhHSgNx3T+whn8zf/Xl/Dv/t+LFX2Jn/uRc/g7/9PP4f/0fQ1fe/3tqvX/w3/zKszWR8fmt//wb+z/Rh9iFAATQgghhPRIZL3Ul7VYLDacT62xbaXZZ2Q9gUxSQnw7BcZQlaQKqG7m3At5uYDYZgqJDQlRcw7buhyYnlWMz5vKSPi4LPh1wozjsMMAHiNcKVtuIV9ELlYK4AsFBgvXWjNeC3SwwggjdNBzPAZ5EwY4E0ycHp8Uo2WNoKuVBy86hx4vj57A8OOWuvOXe/YzZ3H+winwPA+O735fzWcunYF9yIKbb68im5IxcmIAo2cEPPbs8a6X5SAw24yllxRl197w2CAsdhNOPOZEJp2HxWbUgtxmPv+Lz+HZz52DXs/he1/+GI5jNnzmp54GAPzq7F/B5l0R75U1kf/8Lz1XEfySvaMAmBBCCCGkC9TAVMrIYOCQS0vYXhWhFAGjWYfoWhbR9WSpP5+axOZhM2VxM4lcKg/ogCGnDRa7Ec6xQVjtpqqkVUkxAylTQDopdaTJcjdkM3lklByy7FFZZaWAN7GJFEqfGaHHCxiFjq9s8lksKpClPBSFgec5wNRaAGzljTjBD2CYe9R/0syVHo1NO4JoI3Sww4AYcqVgnAHGFCCs8njq0knY+faaLqtj+vYCx3E4e/4Yzp4/1rMyHCT1glqrvRTw7qb+fvj4AADgp/76hYrPeZ7H3/6ffw5f+b1lWAfMGD0t4JlPn6m1CLIHFAATQgghhOyT8uB0e1WElMlDlooAB+RzRS045fU8Vm8l8I5wC1arGaXuqAxQOCSTOciZUr9ZjudgMOpgNJey45rM+r6ozd2rjCIjoUjQP6x1XWcZfIAtbboePJ7HSFXw2y49eNighwUGOGGBHUYt6C1nQWVf2DMYwGO8oP1969Yq0tFSMiOLof/7zR5URrMeZpvxSDXNNluM+Pkrn+t1MQ41CoAJIYQQQjosk5KQTeawdkfE1r0YohuphsFpXiogE5excVdsmtRGzuWRTqCUlOqAk5UCFvIfIMxiKILBCB104JDGo32lB4+XcRyD/N6SHxnAw8IZcIy34RhvwyBXf3nPccfw58pHKAAwQIeTqBxHtVh42ASa46Dj+ytz8mFgMOphF8w49cQxjJ1zwNLlxFfkcKMAmBBCCCFkF9T+u7lsHs5Ru9ZHMLKewNqtCLbuxZFMZCtqekmlFSbiHktof2tJpso8AaGl4FcHHjw4DMIIA3QwgEceCvAwY7SFM8DM6eHkrDCicdBq443wbI7AfG4EIv8wQRgDCoUiOK7U7BoAOJ5HR1JQE41t0ISRkwLOnj+mNfPP5+n6IZ1DATAhhBBCSJsi6wnc/mAd4lYahUIR9gELwAMmsx5JMVNqktwkszIBZFY/+ZcDJpzCII7zrY2LWxq+yIDTuiEMPkxmJbECGAAOgOlhU+daTZ7r4R72xc4mZdx+ax3FXGWAzhso+u0U26AJAw4bTj8xDOfYIIbHBntdJHJIUQBMCCGEENIGNfgtHzs3up7scakOpkLZeEJPwgkJBWSQxxjsOMZbG3yzkg48DOAxACOGeLPWvLmdYLeeYlHB7dA6ijWGgtLru5/F+bApb+588nEnBb5k31EATAghhBBSR2Q9geh6EvHtR/1tqYa3PYVCEdHVBO5+sg0AGDvnwKknhsFxHJSy0X0NHI/TnKOtZevBgwdghAl2GDAKW9Pmza1iYLj1zgbub0YqPud0PNjDJtDmgerkTHrwMIIHQ6n/MGnMLphx5qlRPP6psZaGESJkrygAJoQQQsiRpWZpzqZkWOxGWOwmZFNSxZBCFOzuXlLM4uuvv41c2VjE4XfX8NmffgZnzx9DjhWggJV66jKGBkPv1mTl9LDBiCEYYIQeQzC3XesrZfO489EGxM00Bp0WjJ51IJOScPdNEQkdA8oqoh976QTswxbEt9MoykUMnahunm3geAxxZnDgOlIDfVAYjPrSuMY1ht4ymvSlob3Kpu1MdEXBL+mWo3NVEkIIIYQ8pAa+63di2F6NQ8oVYDLrYbIYIGXzB3pIoW5gjCERzQAATGYD9CYd9DvGtmWMYfmrNyuCX1V0I4mz548hw/IoQNGC4HZYoIPAWXCSH4ABHFhZbXKr0okc/uzf/HDHp7fBAGQseWC49KisM+px8plh2I9ZAABDo48CX7UW2gw98mAYhBF2zgg7jDBy+nZj+gNLG5rLokcimqm4hmxDZphtRhgMpWG7TBYDBp0WOEYHtERXhHQLBcCEEEIIOdDUIYcYOFgHHj5IM4boZgpMYeA4wDk2iGxK0poz1xo7N5NosJIjoFgoguN5yNk87n6yheHjA+B4IJOScdI1DJ7noCgM9z/ZwofX7yG+nda+y+t4WO0mjJ4VMOi0wDpgxo23HmDrfrxiHuVh0+FUNofNYgpRJQMFDAys7UDRyhsxyJswxJuRQf0a+nQih+0HCZxwOWE06cEUhkQsA9uQGV97/e2G6zBYdDj+4ggGR+sn4jJwPGwwYJS3AwwY4E3gAAzx5ja36OAqZW4ewtnzx2CxmyBuJhHdSEOW8jCZ9RgascEyYIbFatCuUwp6Sa9QAEwIIYSQA0sdcmjzXhzgAJPFAIABCpBMSkCxCHAcBhxWyDmZmjPXIEt53L8RwdLiJ3XncRwfwIuffxzLX7uJ5MOa33JKUUEqnkXq3WzN73/2p5/BsVOD+JN/+30UDAwbXBpmJY4kJK0fMN9GCFzqZ6tr2N+XMYYPf3gPH/7wHoqFUrbp8iB8J6PJAJNVD71Rj4JchGwu4LEvnEPGXDtTtVrza4UBDt6CY7zt0Dd5VpsyG4y6RzW+DwPc8szNFrsJJx4f1oYGI6SfHO6rlBBCCCGHglrLG91MI5eWADBwHIdENIvtVbFpUBvbTDWcfhQU8kXoDaWAkSkM+XwRt95bx3vfvaMFiPXENpL4y8A7FZ8ZzQZYB0xgTEF8uzooVp3+zHFg3Ij7xSTiziIUHUMkI6J4T4/CyUfNlrkmAbAePGzQwwID7JwRSDBs3InA/tSjx9lCvgimMEQ3kvjOf/zw4bnySL3g98UvuHD+wmnt72JRwbdvvg2TyQAZDDwABjwcV7hUFoEzwQYjHLwFZk6/r8GvwaiH0VJqTi3XGVda7VNrshjAFIZ0Igf2cAyoRt9rul6zvrQABtgFCwaHrRhy2mCxG+s2X6agl/QzCoAJIYQQ0nd2Zl+WcnnImTySiRzyuSIAVpVUp98xxpCXi6VmuIwhl5bx1jfDkDJ5fOpHztX9XjqRwzvfugXncTueunBaG5u2XLFQRC6TR3Q9hXgkhWQsCylT2i/WARM278WRSeYwekbAyOkhhN9ZrwoOVUazAUpRgU6vQ7GooLBj+B+DUY+LE0/hpMsB3cN+vw/CEWQTEsw2Izbvi1CKDGabAdZjFuAxA+6zBHJcHlmhCAaAcQz3P4nAdPLRkDfNRtS1cnoMyWYkfhjDx29taJ9/8p37+PRPPonNe3HcePNBKRFTG049MVIR/NZarw2lbM8SK6AAhiHOhEHehJF9rvVVx8YdOTkAi80EBg65tIRENF3VhF/Npjx2zvGwC0AaYOzhZVL6XquJ3dRgeuTkEIQRW6mBOmMNg15CDgoKgAkhhBDSF+6vbCO2nkAimoUsHZ7mylsP4niwEsGDmxGk47WbCG+8LoI3Kkjc5jA0YsPxswI++P5dxDbTkLKlJFL3PtnC29+6hacvncF59ykojCG6kcInyw+wdV9sqSyb90Rs3que1zFqx8nxYZx6YhjCiL2q/N/4o3ehFBXYhiz4wi89hwGhlAwqxwpIKDnoz5lwjLPBxOkx8oQAiZWC5m0lgxjLIcfyyEOBcciI3MNjyooKCvkiYCitZ2cNcCaRQ/ReAhzP49jYIG6+swnllgRLurLZcyFfwNvfvIVsjWRbvI7Hi19w4YkXTmD1dhTZpATHMTsGhi3geR6xzRQcx+1V3ytn4HQY5q2wwwgGQGYFDD7s37vftb7DJ4bw2LNjOOUarpimJnGLbaaQiKYBhcPgMRvGzjm0ZsjDJ4ZqLrfWONY71+scG8DZ86M46RqmYJccOhQAE0IIIaTnIusJ3HzrPh6EI8il84+SWR1g6UQO3//yR4istZZdK5vI496Nbdy/sY33v3en7nwfXb+Hj67f60gZjSYDXvpxFx579njdeY6dGsLEr72MdLxUg6w2o86xAraVDNaVFPKsAMPDPrkKGAoPmwpnUMryrDYdHnM5cfutNW3Zebk8AH4k+iCF1Y+2AKXURDpxOwlLioetWLvPb0rMgj1sFAAAZpsJwycGcMnzJIyW0gp2BpHqtjWiB6/1N+5mUis1CD1+1gHHaHWAbrWbYH3iGE4/cQyZlAR141sJVofHBhHfTiOxna4IgMtrfcfOOaimlxxaFAATQgghZF+UZ2fmOMBiMyK6mUI2KWlNm1VJMYP1OzFkk3LbTVj7CWMMa7eiuPvxFu5+tNnVdavjsBYLCiw2I4ZGrHj+xx5DMpaDxWaA3WHF7Q/WkUvncdLlxPCJUk1hrSbVOw0N2zA0bEOOFVBgBUisgCSTsa6kkGA5LcBtxn7MgrGnhrH+SQQAELubQP4YwJt4SHweGcahkCtirSz45RmglwGDxEGX5zB8YhAvfcEFs92IH/7FxxWZpgHgzFPH8LmfeaadXVeTnnFwchboOR4D3P4Hgmo/X/uQBYNOa8tBaCeCVKr1JUcJBcCEEEII6bhMSsJaeBvrd0RIuTzAcTAZ9Ugmc5AzUs2ml5lkdRPWfqUoDNv3RaQSElJiFoV8EbyOh7iZqtnEGABe+LHHcMI1jMhaEhzHwTFqw4DDAp1eh7VbEby7/AmOHRtFfDuD+FYadsGMEy4ndDoOp588hkK+iPXbUTxYiWL7QSnoG3BaMXpGgOtTx+E4PlBzvYPOR0P4PPVy/b6urZBRhKjkICpZpFkeWeRbDn5V5gHjoz84AEWApRVsv7+FRE6Hoo6B4xj0BQ4DJhOYxIGPFWCHCT9x+Xk4y7bTbDVWLX9g2LrbzatgKepwjLdBx/N7auqsZk6u1V9drXU1WowYHLLAPGDE2Dln14cJMpr1GBq2wXl8gIJfcuhRAEwIIYSQjtjZLzEZyyEdzx2YJFWt2rwn4i//6N1Ss9Mm9EY9XvlrL2Jo+FEQWv5v1ehZB06mB/HMM49Dp6ufDmpo2Ian3KcRWUsgny9i7KyjpRrcTkojDxESstjdcbU7LDhxfhibdxIAVyg1fWaALa6HJcVD0TMwBlgMJnzplRdgMhsg3k3h2KlBmG2VAe/OvwFUBMh7YWSlwFfHNUvPVVt5k2Kz1QDGUJW8qjxxlcVmpGGDCOkCCoAJIYQQsmel8XijuH9zqyIz7WGTlwt48y9Xmga/g04rXviiC0NOK2yDne07ynEcRk427rva1zhg+OwQhFMDyKTXIOsksGQRdqMJ50aGYBsyQzhmx+knhmF6WMM78FTtfWg0Vz7KHj/nwInHHPu+CY006kurviRavxODlM5XJa4ihOw/CoAJIYQQsifNssoeZOJWCnc/3kI8kkF0LallZFY9+fIp6A06ZFMSbn+wAbPVBNeLY3j64mno9bUTNpESnY6HwW6ADgXoLHp8/q8+h8d0QlvLOH5W0BKGnb9wGk9dONXVGnHboAkmqwlMUSDnCjCa9Q2TSKnJq5xjg20lriKEdA4FwIQQQgjZFbU26+7HW9heFQ9k8CtLBYTfXYPJbMBjzx5HoVBE6GsruPPhw3FmOa5mbS+v4/Fjv/Cp0pirD336J893q9iHBsOjfatD+4HryMkheH7lJeTSeQyN2Loe/J4aP4bjD8fdzabklsfJpaCXkN6hAJgQQgghuxLbTOHuR5tYux07cE2emcLwceg+3vnWLe2z64uf1JixMvg1mg2wDZnxqc+dqwh+ye6U711+FwEwADjHBpFJSmBK8z7ZnWQXrHCM2nF6fKSr6yWE7A0FwIQQQghpqjzBlZQpNQNOihkkY9m+CH4L+SI4DtCVNTvOywXo9bqqYZWKhSK+/acfYONurKVlP/6pMTx14RRsg2ZtDFzSGeU1wLsNgEn7TFYjTFYjjCZDX1y/hHQTBcCEEEIIaaifE1yJ2yn84M8/Qnw7A6PZANfzY9heTWjDBAHA8bMOvPTjLmzciWHjjoi129Gq5egNOnA8j7yUh96gx+PPHYdj1I7hk4MYECzd3KS+EldyyLFSpuZBvrPJvABAoQC4JxyjduRSAqRsHtGNFIxmPcw2Y82s2oQcNhQAE0IIIaRKZD2B6HoS8e2UVtPb6z6+STGLex9vYdBpxejZIay8vYYPfnAPxUIRACDn8vjo+r2q723cjeEv/o/lmss89/QoXvjC47DYTGCMIZOUYDDpS2O3HlE5VoDECogrEkSWhYwiOACjKILbQ5BqMuvBczwUpkDKFQBUNoHeTR9gsjtWuwknXCMwWY2IbaZgthpa6rtMyGFwdO/uhBBCCKmiBr73b272NOiNR9K498kWlAKDyWpAbCOFux9vdnQdT758Ci99waU1keY4rumQRXElh7giIc8KADgw4OG/S+y8EYO8GUP7UFu6X9SAlwEwc3okmYRtJYMtJYMCimAAeABysQg8DFILKLa8fJ2Oh9FigHDMDr1Bh1xaQiKShpQrVDSB1nPUvLyb1IzUp5841uuiENJVFAATQgghBECpn+/GnRjufrKJ2Gaqq+tmCsNqOILb768jEcuhIBeaf+mhc0+P4uUfH8f6nRgehCPgOA4Gow5jjzkxNGLDjTcfILKaAK/jcPqpEZgsRpw454DRYqi7zByrXn9CySHCcthSUihA0T7Pl/17GBbw4DGEgxEA51gB20oG20oGBVaEATzyUJBBHllU7gMZlUNA6XS8lnW5UKgfEBstBjhH7XCODsJg1CGykYCUliHlyvci+rr+12DUw2jRwz5kgcligJyTYR/qz6bxqVQKjDGk02nYbKXM2Ha7vdfFIqRvUABMCCGEkKp+vt2US8v47p99iK17ojo0alXiqnLHzzkeBrQ8nv/Rx+B6fgwcx+Hs06M4+/Ro1fwv//h4a+VgBSSUHBKKjDSTwFAKyjhwUMCQQwEyilWB4UGWZBKiLIMoy0DRlYJVi9UAm94AQzaPvKwgL5W2Vw1yTWY9TBYTbEMmcBwHxgApIyEvl2qIC4oCRS5AyhVgMpeCRrtggcFYWcPLGEMKMnhwpf91cQijdhnNeoycGMK5p0fhOD6AbKqUdbrRedorm5ubiMfjEEURp0+fxuDgIAXAhJShAJgQQgg5xDIpqTRGaVpGNiVVjFVayOchZwuIricRWU3i/s2tfa/53bgbQ2Q9iWQ0C3ErBaWgIClma85rH7Lg7DPHwPM8FMYwemoIo2cEAKVMzoxh11mZ1WA3x0r9WxmAFJMRZzlkka+o1d1PtkETTFYjinIB+pv1gymjSf9wTGK0nITMYNTDLpgBnodBz4PX8QAUJGNZ5KUiwHFgeQ6FIqA3GmAbNGPQYYVtwAyDUYd0Koe8VEQuI0PKyEjFS8dpcNgO53E7bPZHtdx5uQhZkgFwyOcV5KU8smkJFpsR1gFzxbyqdZbW/t2v/X8NJj2GnFaMnBzC2DkHHMcHSk2H+7Cv7Pr6OtbX13Hz5k2k02nwPA+z2YzBwcFeF42QvkIBMCGEEHJIZVIS1sLbiG6kkYpnIGXzkHMFGM16DDisKBaKuPOuiHe52yjIxY7W/CoKw4c/vItULAuFMcQ2UkjVCXRVHM9Bp+MhHLPh2c+dw4lzjrq1guXDHbVLbfa7rqSQYbIWABeg7EvgqwaiAw4rTObKR6+hERssA2YU5AJubX6CJ148gWxSgpTJAxwHk8UAo1EPk80IjgOy6TyiGwnkc0UtEK63fJPVAMfoAMBxMFsMWm1ldD2JXEZCSswhm2TIygwDQ9ACX5XNbgbsAIZtSKdysA6aAbCaAa3BqIPB2HqT4FwxjzBE7W9zDx9J1f1nshggZfNIxyVkMxKMFj1OPubA45860dcJolKpFJLJJD766CPcu3cPm5ulvvKDg4PIZhtfc4QcRRQAE0IIIYdQo6GL0gkgtplCsaggtprF+lAMOh3fkfVm0xLufbKN9793F/lWh0viOJx+YhhPXzoDk7kUqFkHOhdslDdtzrMC8lCQRn7fa3rVwEqtPWwUROXzeZx+eggXfuJJJCJZZJISOA6w2E2w2Iyl2l8A2WQO0c00tu6LyKYk8DoeIycH4BgdaDlIGx4r1QhG1hNQInoURR3iaPzyw2avXYvbLjGXxeLaDaym41A4Bo6VtutndU/sedm7YTDq4RwbwNnzo3CM2pFNSYhtppBOZpExruMp92kcP+PsSdmaUQPfra0tbG1tYXV1FfF4vPkXCTniKAAmhBBCDojyoYmAR7WHYAyxzRSkzKMkRd0euqhQKOLOB5t48y9XoBTrB5Ucz+GJF0+C44BT48Nwjg2Af5hMKZMs9avshPKhfLrdtNliN2LsmLMiMFWMQJExpGQJdmPjIHV4bBDDY7WnWe0mDJ8YgvO4XeuDqga07RoeG4SDS2MAacTF/TlPQmv38OH2BgAgls0AABgDdPpSc2y+yOEzOAEDv7safbVpeEEuQsq2Pz610azH0LANzuMDcB4fAACcfuIY8vk8NnI34Bwb2FW59tv6+jpu3bqFe/fuIZfLQZIk7f8JIY1RAEwIIYQcAJH1BG5/sI4HK9taUKv2H2UKkI7nWu4b2mnpRA7f/ON3kYxVN7e02E0Yf+EEhGM2GM16mG0m2If2P0NykknYUjLYVtL71rQZeDTEj8VqAK/nYdMZwDmMyJ/SAydMiCGP++IqcnkZTosdY/bBpgFwK+oFvSlZAmOslPm3A+tphjGGuJSD3WCEXqeDwkovMIqKgj+78T7uJ8Sq73ActJrfTxtPQSgY21qnbdCEAYcNA4IZJqsBcq6A1ZUIopspFPLV2agNRn2p+TcDDCZe+y7wqJm42dZeGXppfX0dH3zwAW7cuIFkMtnr4hBy4FAATAghhPS5WsEvAKQTUs/G6QVKQxfd+mADb30jXDVs0dmnS01Kn3z5FPgOZMotr9EFADOnwyBvhpmrfJRRx+ndVFI1h/LplPJMyBabqaL/bAFAOBfF6v1EqexKESZOB87JY8y+vwmJMrKM9VQCHIBR+wCOl62vPDgGgI1kAncTMcRzu+snKhUK+LMb72E1mYCO52HSG5DNy2CseS3+gNGMzzpOQYkXgUL9+WsFr6efGIZzbFB7CRDdSCIZyyARz1YEwEaTHrahUhN0s9UAxgCz1VDx3YMmlUrhzp07uH//PgW/hOwSBcCEEEJIn1KbPN+/udnV5sytyKYlfO31d5COPwqerANmvPgFF04/OdyxIW3UgDamZLTxaQHACB5DihnDvBWDfKk2L6HksK6kILLcvg5VpNPxsA2a4RgdxJDTWnMeuViAXHxUBpNp90m72pHOy3iQEBHLZXAqIyAtyzhmsyOTl7GVTmEznQTPOHA8EM1msJFOQZbbbzkgFQr4k4/fwVa61By/qCjIyLXPT5vRhHHnCO4nYjg96MDnTj2GfLaAyEYCCWTqrsM2aMLISQGDTgtymTxMZgOcJwZxyjXcsGzt9L0+aDY3N7G1tUV9fQnZAwqACSGEkD6xc8iiux9vYXtV7JvANy8XkNjOYGDYgne+easi+HUct+MzP3Ueg07brpefgIQEckghD4tsAACkka9Zk5sFkGYFxIs5WIqleTMo7Fs/X52Oh96gg9FsgMlqwKDD2jdBVUqWsJFMYCubwnpCRCybRTInISfnsZaMY9BkgVzMI1vMIy5JgFKqBWYc2gp+GWP42p0biGcziOVyyOblpt85M+TAl1znYTHsaGJsBCw2I6R0HgYDDytvhlVnBMpG4bILVoydc8D13Ant2kCDFysGox7mEQPOPXP80AW+QKn2d2trC9FolPr6ErIHFAATQgghPZRJSYiuJxDbTCERTQMKB1nOa8Ox9KpfbzlxO4W3vnEL0bVEzT6Wn/7J83js2eO7WrbatDnHCriPOGLIIY08LGjeJ7MABXHIiKN5INYONdjlAHA6HgajHrYhE/RGHaw2E4wmQ8VwQb2UkiXcjm3jRmSrqjY3JUlISRI2U51pKruajOPDzfWKz3Q8j5954lkIFiviuSwGTGaYdDqsJhM4OTBYHfg+ZDDqMOS0Q2/Qw24wYcxoh8s+DH3yUXPooREbhkZKL1RaCWTtQ2Y4Ru149jPnDl3gu76+jjt37uDBgwdU+0vIHlEATAghhPRQbDOFux9tYu12rC+CXdVqOIKUmEUimkX43bW6833qc+faCn7jSg45VkBKkcEAZJgMGUXkoSCCDOR9bLpcy84kVkpBAa/XwWjSQ2fQwWDQwWDSdWQIoE5Ra3wZB0j5PCKZNOLZ7K6aMre33uoXDX/lsSdxVigNEzRoerSPxp0jTZdnMOogDNswYDLjlHMErtExjNp3l3XZLlhhG7LCeXzgUAW/AJBOp3H37l2srKwgkUj0ujiEHHgUABNCCCFdlklJFeO5bq/F+yb4lTIyVt5dx3vfvV1zOq/TQSmWaoHPPHUMz3z6bEvLVcfiXVdSSDMZORTAgIrmyjIKUMDAozP9h5sxmfWwD1kwNGLXkljl5SIABoCrquWVCgV88+4K7iVEXDp5FiadDjdiW9hMpXB6UEBcymLIaMGPnX28bs3nXqiB771EDGvJOBgAnvFgnIKcUl0zv1dryTi+fucGEpKEL559ArJSeY4+OzqGp0d2V/PfacfPOsDzHBzH+3PYIkJI/6AAmBBCCNlHO/v1qk2d5UweyUQO+Vyxb4Lfux9tYil4o2YzZ+uAGZ/5qacwcnII22sJWOytDWek1vhGlSzSyCPBch3vo6vX89DpS8FqsaCgUGgcDKq1vsIxOwYdlora3dupKJbX7qKoMPzo6cfxmGMYuXwe25k03ttaw83oFgDgG7dvVCzz44dj3a4jAQUMPzn+dMvlT8kSZDmPDSmLtWQCJqMBNqNJ69ebfVjzmivkIeayiEvSvtX2MsZwW4wiLEbw4daj5s7fuHMTLxw/of39k+PP4MnhY/tShnaZbUaYrQaA4w5d7S8hpPMoACaEEEL2SSYlYS28jehGGql4pq/69e60vRrHD/7iEzClMjg989QxOI/b8ZT7dGk4GgDHTg01XV75cEQyisg9bNrcyeBXDWRtg2ZY7EYAHApyEfmy4FApKMhm8sjnCtDpOeiMeljtRljsZgw5rCjyCvLFIvLFIhZvfYx78Zj23f90430Y9XrIhfaaZSekxsMKlSetysoycoU88oUibmTiGLofxpDJBotRv6csze0Qc1l8uL2OMdsgPo5sakF+uYJSxFY2rf1t1vfPIyQFvYSQdvTP3YsQQgg5RCLrCazdiuL+za2+CHoZYygWFej11cmbVm9FcP0/Pwp+x8454Hr+BE490f5wRuVNnTs9HFF5f10A4PU6WOwmCE5b3aRUebmIdDKHbFqG3sDBYDJCZFl8a+MWNu4nUVSUUkbkOmPXNgp+x+wDGLMPggEQzFatVjhb4ztSoYDVpIiMLAM8g5jNIS7lIOdL50WRKYjn81hNJBDT58DxHBigTd8v726u4Tv3wigUmzehvic+ejlgMRj2s1iHmprUijGGgYEBjI2N9bpIhBwpFAATQgghHVKe0Xl7Vez52L2KwnD3w02kkznceHMVslSAY9SGx58dw7EzQwi/tw4xmcbK/RWt2fPQiBU/8nPPQm+on+VYDXIZADOnx9DDcXjjSg7bSgabSnrPwxGZzHqYLCYYLY/KYTDqYbGZYBtQmyzX7qtbzmDUYdBphWQqIibl8L17nyAp5SrmKQ9+9bwOF06eRiSbwc1IZU2oQafHy2OncOlkqd/zzpcDobV7SEo55GoEwHKxgK1UClupVNW0WvOi8116qzxIiFVNuVVGvR5PjxyHgeexvHqvarpJRwFwM+vr60gmk9je3sbIyAh4ngdjTMvmzBjDmTNnAICCYEK6iAJgQgghZJci6wlE15OIb5eCGimXRzKWQzqe63mNr6IwfOOP3sXWfbHi89hGCrGNmwBK4aOUk2Aym8ABcIza8cVfer5h8Fse5AIMBuhgQ+Mxe1tltBhgMOthMRswMjwA64B519mXc/k87sRjiEkZfBLZQiJXu1nyoNmChy27YdYb8JmT53BmyAEAkM89iWyhAKOOh8VgBGOsYY24Wa9HUgLyxQIUxsC3WXvebe9srlb8bTWaIJjNGLUO4NMnz8Ko1+OOGMUyKgNgHc/D0kdNoPtRKpXCnTt3cPv2bWxtbWFgYAA6nQ6KoiAej2vj+HIcB5vNBrvdDrvd3uNSE3I00N2LEEIIaZNa03v34y1sr4pdreUt5IsQt1Jg7FFfXHErhXRSgm3QBDAgHsng7W/cQi7TRrk4Dhc8T8JoKQWz8Yc1vBwAE6dHQskhocgQWbYqyI2gcZ/XevR6HgazAXqDHgYdh6KFg32oFPTajbvr15kvFrCeSiJ46xOk5frbf2JgEF9yPY0BU/0A26jXw1gW6DVrDm7Wl/YdYwy5fB5WoxFpWUJCymE1FceYbRCnBoX2NmgfxXIZAKXtmnb/CAy66hcfZ4YcOCs4cC8uAiht40tjJ6GvMS95ZHNzE1tbW9jc3IQkScjlcjXny+VySKfTSKfTFAAT0iUUABNCCCFt6GXf3ptvr+Gtb4S1YYha5ThuB8/zGH/hBIxWA8LvrGE1HAUYA8dzcIza8OxnzsE6asFmMaUFugwMHDgYoUMa+T03awYqmzarTZoNJh2MRj1Ssgydga/6TjSbxt14DJm8jK1sGlIhj8eFYVw4cbaillUq5PFHH72NaCZTtYxhqw2C2YqUnMPzoydxfni07f7NTbetLFj+t299v2q6jufx6y98GlZj54dI2o3Uw+RaNqOpZvALADzH4eefer6bxTrw1tfXcfv2bTx48ECr6SWE9I+OB8B//Md/jOvXr+Py5ct46aWXAABvvvkmOI7T/u62+fl5LCwsQBAEAIDL5YLP5+tJWQghhBxckfUEbn+wjgcr212t9WWM4eOle3jn27fb+p7BZMCnPncGT718uuLzk485UcgXwfEcPvzwQzzzzDNIcTIeFBMd6b+r0ul46A06GM0GGIw8eD0Pi81Yt2nzdjKKj1Y3kJRlnBoYwuNDTnz3wW1sp6v7zW6mUrgTj+H50ZM4N+jAD9fu4J311ar5BIsFrzx2HicGBve8Pc0MmSwNpxcVBdFsZl8DYKlQgFQsYLBBzTZQyvwsF0oBsL1PAvLDQG36fP/+fSSTyZa+k81msbGxAUVRMDAwQDXBhOyzjgXAf/zHf4zf/M3fhCiKAIDx8XEt4H355ZfxR3/0R1haWsJv/uZvdmqVTYmiiFdeeQUXL17E4uKi9nk4HIbX66UgmBBCSEOR9QSYwpDL5gHGetLkGQA++MFdvP+9O03nM1mMGHCYYTAbcOzkAJ546VTN/rxxJYc4JyGXlyHqZGwWUxB5GVtKqiNZm9XA1zpogsVmwoBggdFkqJms6rYYRa6QRySbxvLqPa3ZdTSTxrsb1QFtufVkAuvJRM1pJwcG8eLYaYw7Rva8Pa166fhJpGUJYTGqBZc7SUrnsmJXLbuQxx++/xZScg6fOjaGL557QqvlvheP4fsPbsOo0+NJ5zF88+6K9r3dNjcn1dSmz/F4vKX5c7kcVldXEY1GIQgCzp07B5fLRUEwIfuoIwHwm2++idnZWfh8Prz66qsYGhrCa6+9VjHPL//yL+PNN9/E1772NfzET/xEJ1bb1CuvvAKPx1MV6M7MzGBpaYkCYEIIIZpMSkI2mQMDh1xGRjYp4f7NTShFoFBQwBSl602ec2kZK++u4cMfPkpCdHJ8GJ/+yfPISwXcePMBxK00jp0ewvmLp2sOcQSUsjZLrIAcKwVfUZZDjGWRhoyYWQKniChC6UjwazLrYR+ywDpkhtVmqgh888UC7sRFKEzBSiyClRrjzdZjN5lh1uvwhOMYBk1mfPNuGLm8XHPeM0MO/ML57jfbtRiM8LjOAwBuxSK4m4jhKecxrKbi+N692wCAfJvN11uVy+fxzuYqkg/HIH5vcw3pgoxBoxk8x+HNtfvavOVjHQPAmQFhX8p0FGUyGWQymZabPsuyDFmWEY/HEYvFkMvlsL29jTNnzmi1walUCtns7vrZE0KqdSQAnp+fx/LyMoaGhrTPavWrefnll/HP//k/70oAPDc3h3A4XDPIFQQBFy9e3PcyEEII6W/lwxYlomlImTzAcZDlIuSM1LMhjBhjCL+7jre/GdaGJwKA8RdO4MIrTwIAjCY9XvrieMPlqMMVRZQs0kzWmjXnUUQBSino1RWRhAQOe+sPq/btHRqxVDVxVhjDD1fvYOnB3abLefH4SZwbcuB7D26DMcDlGMYLoydh21FL+YTzGN7eeIC3N1aRy+eh43k4LBacG3LguWMn9rQtnfC4YxiPO4YBANvZR32SpeLeXzKkZQlbmTQGHjZd/oP3QjXnuxWNNFyOjufxE489hfMjo3suE9k7WZaxvr6OjY0NbG1t4bHHHoPVakUymUQsFmu+AEJISzoSALtcrorgtx9cu3YN09PTNactLCx0uTSEEEL6TSmZVQT3b0Z6OmxRXi7gzodbiG0mkUvLMJj0uH8jUpXoauycAy9+0dVwWeXj88qsCBnFjvbprUWn42G0GCAcs2PQYakIfJOShO/cD1eNp1uLUa/Hc8dO4LnRE+A5Dr/6XOMX1TzH4eWx03h57HTT4Yl6zVSWYEpuEABnCnlk83nYjSbki0V8sL0GPafDoMkMqVhEJi8jLmXx9vqDXZWD53g4rVZsp1Owm8z4xfPPQzA37rdMukutOd7Y2IAsy+A4DsViEclksmK8akLI7nUkAHY4HC3Pu7Ky0nymPQoEAhBFEZcvX973dRFCCOm9TEoCGAM4Dla7Sfs7m5YBxpBJ55FLy8ilJUiZUrPZpJhBMpbtWS0vUBrS6Guvv4X4dnXWYpV1wIynL53B+PNj4PjaQV5cySGuSIgpGWRQAMCQBwPAOtKsuR61ufPQiB22AbPW1Dmbl/FRZBPfuRuu+g7HcThms0HP6/C44ITDZMU5wQmO45CSJSi7eMjv5+AXAIy6R49bctmLjUKxiAfJON5cv48HyTiyuRyW3knh82fHcUvcxl2x/Vq/4/YBTLiexlY6he89uI1ELoshswUnB4dw3jmKUwNDiOUyGDSa+2IoI6NOD8FiwbDV1jfZsfuBLMvY2NjodTEIOZQ6EgDfvHmz6rNab6lu377dlbdXr7/+OgDA7XYDAEKhEJaWlnDx4kXtM0IIIQef2oR5/U4MUlqGyWaE2WpALpOHlM5DlvNgCis1ac7lkc8Ve1bTq2IKw7vfvY2Prt9rOB+v4/HpnzyPs+eP1Z1HDXw3lVTV2Lz7TafjYRs0Qzg2gCGnFUCpqfN37oXx3uYaikpljbOO5+E+cRovHT8F08Pxco8KI/8o0NzOpvFnN97HrVhl82T16aioKPjG7RttLV/H8/jZJz+FM0OPKiQEswVPDtc+d5wWW1vL30+DZjNODzrwmHO45WRcqVQK6+vrSKVSsNvtGBsbo6RRhxhjDL/3e7+H7373uzh9+jQMBgNeeOGFXheLHGAdCYAvX76MS5cuIRAI4Ny5cwCq38Z+7Wtfw8zMDJaXlzuxyoZCoUd9Yebm5uB2uzE9PY1QKISJiQl4vV54PJ6Gy5AkqSKBQSJRyjKZz+eRz/f24akWtUz9WLajiI5H/6Bj0V92czyyKQmMlRJCZVMyYtsJgHHgOEDK5hF5kEAqkYMsFWE06cCDgwIGWdqfZEPtuvHmA0TWkhg6ZsXm3Tgi60koxdrNkSWTAtNJE+zn7HAeH0DOCazJCQzyZpi5yp/sHCtgS0ljXUkjhd3VYrOHYRcDQ6MW0kazvjSckckAjuegM3DQ6XWw2o0w2vQoMgUKY/jL2zfw0fZm1fdHbXZ89vRjOD0oAACKrPbKikwBAwNj9ec5iPR6XgtwW6nVLa8qcFiscFgskAoFFBUFpwcFmPV6nB8+jlRegp7XYdBoKjWVPUD7bMBkgmC2wCWMYNQ+ABPH170vpFIpJJNJpNNp2Gw2bG9v486dO1hbW4PFYoEgCBgeHobVaoXNZoPNZtvzcEK7/e3I5/MoFApQlN4fC0VRUCgU+urZNZ/Pw2Bo7wXY17/+dfzO7/wOkskkvv/90vjaf/fv/l38xm/8xj6UkDTTr89V7ZSHYx2qkp2fn8ff+lt/C+Pj4/B4PAiHw3C73QiHwwiFQgiHw/jKV76CV155pROra0htku3z+ar6AYuiiMcffxwLCwsNg+Df+q3fwm//9m9Xff77v//7sFqtnS0wIYSQmlIxGfHNLDLxPJS8gnxegZwugKEUAIMxFPL91y+uWFCwfSeDrdtpyJnKQFzRM22oH75Qell84vwAhs/b/v/s/VmUHOd5349/qrqW3reZ6dkBzGCwgwQILuIiiqIISoksxZZEWLb+Ocn5OaIZX+QqNinl5CI5JydanJvfVUTKWc+JfhJJyZYdS5ZJ0eYmiitAEjsGMxjM1tPTe1cv1UvV/6LRjenZB5gN4Ps5h4eYWt/u6q5+v/U8z/choZZJqRWKjvo+DltCs2RCFQV/VcVj1UVwWbLIKhWSSoWCUqMmrf97IMkyqiqhajKaX0VRJFSXjG3DRLXIpFnAIUl4HAolyyJfq2DOm/R7HQq7XT66V+iP26Bk1ZrvjVPeuvRcl6wgy2DZUFyDaZUiyUhSPWJVnTO9KtWq/GN64YOBBjL1KHGbquN1KIwUDSq2xaDLy173xvcv3kgUScbtUNBkqSnsdVkmpDoJKhpBdeW052g0SjQaJZVKoSgK1WoV0zRbnJFt20bTNFRVxePx0NbWRldX15rK9NaDsbExxsfHmZ1dvcP5RuF2u+nu7mbHjh0Eg8GtHg5vvfUWP/3pTzlw4AD/4l/8C0zT5P333+fgwYN0dCyd6fI//+f/5OTJkwuW/8mf/An79+/fyCELbiEKhQLf+MY3yGQy+P3L3zfXTQBDPfL65JNPLviQPvHEE/zwhz/cNKOsRvT5hRde4Iknnliw/sSJE3zwwQfL1iMvFgHu7+8nHo+v+KZuBZVKhZdeeonHH398zU/WBOuPuB7bB3EtthfLXY9kNEfymhGUJNWjkolJg2yqQCG3dXW6a6FSrlIu1fjNX58hk2yt6605bMpOi2pQRvU7sPIQCOrsPNyFHlCpYFGgQoEqtXnhWB0HHjTc1xK3ltt2LdjYxGKzRCIdTRdoh+pA1xTcwXr/XpffSRWLjFlktmBwamYKY4UWL11eH1/Zf+eaa3ONsomNjQR4NeeK2683mkMh4NQZCLZj1mrECwaT2XTLNo3IZVBbKOpdqkq6VCRZLBAv5pvLbdvmp+c+JJY3AHCrGgc6ItzR0YNLVZEkCatmceHiBfbt3UfFtjAqJm3bKFV5OTTlWuaFVa/DDzh1nA4VTVFwKxr9gSAeTce2AcnGq+lr6j18+vRpzp07x8TExJLb5HK5ZtQ1EAjQ39/P/v37OXz48IrHNwyjaaTWiBrf6G/Hasa6Wfj9fgYHBzl48CCdnZ1bPRz+6I/+iFOnTgHw4IMP8pvf/AYAj8fD//gf/4OhoaHmtqZp8vTTTxOLxbhw4QJQv8Y+nw+Ae++9l//3//1/cTo3/z7xSWe7zquy2Szt7e2rEsDrkgLd4NixY80U55MnTxIMBhkYGFjPU6yKYDBIOp1eMsL7+OOP8+KLL/LBBx8sWROs6zq6vvDmrKrqtrrY89nu4/ukIa7H9kFci+3F/OtRMEwSUzmuXoyRz5S4poCb9boOh7xVQ12WbDLP9GiSXKrEzNU0+cz1iNRc6Wc6bXz7fWgRieDuADXZQqX+mjJUqMxLYZ7fkqiMRZkSiyXP3lT7Iuv6MSRZoiZZRFWDlGxSzFWJWF4ippcPo1NUreuR7MXOKEkSXk1nVzDMfT07UG4gguuQZCzbRpYkHNLGX3OvrhN2eQi4nGRKBVRZJeLxcaCzi9m8UX9PsNAd9aulKQptbi+7QmE6vYtPsM7OTGPGo6RKc/q2SvC1/UdIX+vR2+byLHw4cO3tkh0ybknBvYrI6GagKQpOpT5dLFk1yuXWNEPNodDp8xF2udE1FWybDo8Pr6bjVrXm5+JmUFUVRVGQ5aU/E411siwjyzIOh2NV933DMBgfH2dmZgbTNAmHw0QiEdra2prnXstvx2rGulnIsoyiKNvm929kZKT5uX/rrbea/y4UCvzpn/4p/+f//B+CwSC2bfOTn/yEN954A6jfW2zbRpZlduzYQTgc5r/9t/+27c3vbne2y+eqwVrGsq4CeC533XXXRh16RcLhMOl0esl0j3A4DMB7770nTLEEAoFgG5CKGaRnDfIZk7K5eUZON8PEpTi//eX5Jet5Abr2t9H/QBc5T4W0XaI4J2K7UW2JboQaFpMYjJGFmoTDrqfyjmdSjGcWr1m9u6effl+Imm2Rr5Tp9wfx6ds/GqM5FAIuJ0HdTW8wQKfXT6fXz4yRbYrvhmBzKQo7gmE8moYENyXoFIeDdvetYdSkORQkWcKn64SdHsIeN8ligWg2Q5lKy3adPh972iJrMrGay2LR182gkVY9MTFBMpkkk8lgmia6rhMMBvF6vXz00Uf09vbS19dHV1cX0WiUXC5HoVAgEokgSRIej2fTx36r0t/fz9mzZxddNz4+zhe/+EV27tzJmTNnFt3mX/7Lf8m/+3f/bluJLsGtyboI4H/9r/81P/zhD3nppZf43Oc+tx6HvCkatccrkU6nN34wAoFAIGhSNEyMlMnk5TjegAe3rz5hzszWU5232qF5NeSzJU7+42WmLicWrDN1i4rTwtvtZt99O1D9KlG7QNHeuD68a6Vi1ThLnAIV/Og41ApXiZK3a8iKhCLXxe9iHOnqpc8XpMcXQFc27Bn6ujJX8Do1BZeq0uHx0en1twi2+RHdtabp3up49XrEVlcUdIeKR1fpDYTwaToSEsVKvX1YQxyrDgchp+uGxW/DyXlsbIx8Pk9HRwcejwfLsigUCkiSRHt7ezPldb1oCN/h4WESiQS5XK5lvWmazMzMMD09zejoKO+++y5XrlxpZhfm83nK5TKBQABZlgkEAvh8Pnbu3EmhUCAWi5FKrb191SeBpYzBHA4HtVoNwzCWFL9+v5+DBw9u5PAEnyDW7dfrySef5J57lm9av1k0HKmXigInk0kAEf0VCASCDaTRoigVMzALZQLtHgqGSXw8zxnGcHmc6C4VsOv9eDPbv8738kfTfPAPw9jWdfuM9t4A/h43sl+lFLYxtAqOgEJSKmHbpS0XvmXV4pyVoGhXiCgeZqt5CrUqtm1TpEDFV0GT6u7OsiwxEGrDq9UjnZZtY9k2EY+P/W0dqI7tL3rnCjSXotDtDdAfCi0QvILreHWd3eEO+oMh3KoK16LcjfcrZlwXibqiEHK56fb7afd4b/h9zefzXL16lcuXL5PNZolGo8iyTK1Wo1wuI0kSPp8Pj6deB32jorIhtGOxGIVCgXQ6vajwXYqG+/R8MpkMUC+ZczqdXL16lXK5TD6fX/WxP2k0BLAsyzz11FPEYjH+7M/+jNOnT/PNb35z0X0efPBB+vv7eeyxx0RfZMG6sS6/ZLt37+bP/uzPVrXtK6+8suFR4ieeeIJnnnmGl19+eVETrIb51XYR7AKBQHA7UTBMirkS02NpZsdTJGcMymYFj1/Htm3S0yYpPU/WUVz5YFuMbdmYxQqK5uDkP15m9HS0uc7ULfqPddJzpJ2qAgW7TJUKCsqWi14AwypzWUqRqprIiowsSUxhgFJvy2PVbCQJLGQcmgOXQ+Wzu/awLxLZ6qG3oDkUdFVBV1QkbHRVRbahWKuQMc0FNal+p5M2l4fuYACPqm0b4aspSr2WUWLBmLcSzaHQ7QuwIxhmINy2qn1CLjcDoXr7ovWi0W5yLqVS6abclAuFAiMjI1y4cIFoNNpibrpeNExTG4JYsDQNAawoCn/yJ3/SXH7ffffx7//9v+c//af/1LL9fffdx3/+z/+ZcDhMpVLhF7/4xaaOV3D7si4C+NixY/zsZz/jq1/96orbPvPMM7z77rvrcdolGRwc5IknnuAnP/nJogL4xRdf5Omnn94WlvACgUBwK1IwTLDrjq9ub6u4mB5NMD2aZGY83WJklc+a1GoW5eL2rPHNZ0skowaBdhclo8zHvxkjE89TrSzsJxza6aPzM52YAZtJO4dtb21Nr8NRN48at7KMWhnKVJEkCdkh4VBkZGl+WrPEZweGKFRM3rkyQm8wwGO79hLaYtfhkMtN0OUiqLtBtrEtCbeq0ub14Fbrn7NGPe5sPselxCwzGJTLlabADLrd9AdCHOzs3pLX0ObxMGRHcKlq/SuChFNVkCRIF4uki8WWOtqtxu900u720rFCDatTVXEqGhbbr+3YUiQSCWq12oaJX8HamBsBns/v//7v093dTTKZ5L777qOzs3NbGIkJbk/WRQA/9thjvPLKK3z7299m9+7d3HPPPQSDwabZVINEIrGq2tz14Ic//CF33303zz33XEsv4BMnTjA4OMj3vve9TRmHQCAQ3C40RG8xXyYdy5GcySPJ4HTXJ/pmoV4jOH0lQTZVpJSvNGt8tytTIwnGL8ZJTGUxsqW6qF8GU7fouqeDyJEweam6JbW9ulNBd+loLgdW1eJKIcUHhWkkWQIJbNnGgYwsS9cccSWcqkqPL0C7y02hUmFnIMxAqI2abeHLFjiw/8CmuC7PRXMoOFUFv+7Cpao4VYU2t6dpSmWUzevmSItEcD2ajkvRmC0aFMvlZjuhNrcX3xZGfBvjHwy3t4w/ZuQ4NztNuri9Mh+ciopH05aNkrs1jZ2BMG5Vx8bGo2q4te3hUr0UpVKJSqVCrVYT4nebsJwABnj44Yc3cziCTzDrIoAdjrp3f6Ol8FK25I0fgs0gGAzy/vvv88wzz3DixAmgbnp14sSJFkEsEAgEgpUpGCbTI3GSM3mMTAGzWLlWs2svaFlUyJnYll0XZNuYj94Y5fy74y3Lag4b02lR1m0s+boYVssS/pCLPfd3UW6XiLKwJnC9qFo1HJJM1baoYeOUr/9U604Ff5uXcKcXzaXy+thlzmRmUa9FGOczFO7gszuHcG4T19S5hlQhjwuPpjdb5swXYCulLXs1HW9bB7vp2Mgh3zDbIe16Jby6TpvbQ5tn+ch/4/p0+QKbNLKbJ5PJNNvnCLYHtVo9m0ZEdgVbzboI4IGBAY4fP94UmkuRSqV46qmn1uOUqyIYDPLss89u2vkEAoHgdmOpet5bidRMDs2lYhbKGBmTomFy5UyUTKLQsp2tSZR9NobLouyy6mnOu0NUTRun5MDp0ihLNkU2JoW7ZFUZJkmMYsukPWw5uZMIbrfWFL8er5NXrlzkbDzaInx7/cF6Gx9dZzDQxkBodTWdG01D+ApDqo2nYQJmA+VKa8uigMuJS1GxJRsbiV5vkF3hpXsa38qIqO/2RfTvFWw16yKABwcH+f73v4/fv/IN9Lvf/e56nFIgEAgEG0jDwTk6liKXKJDLFqmUattW/Nq2jVmooLtV4lNZ3nvpIrlUEYfioFZdWMM7F6db4+7je7C7HCT1EnGr0JLW7FDABoobXLd5ngQJFqbHJinxGuNIpsRgsZ39pU4uTF1iPH3dFfdIVy/3dPfjUrdXWqoQvmvDJSsEnE4kSSJXMputiWygWK1QqdWwAU2WCbs8IFmkikVypetir2ECpmsK07kMpWoVbAi6XPT4gkQ8PlyqssDpWSDYaKrV+sNDEQEWbDXrIoBfeOGFVYlfgF//+tfrcUqBQCAQbCCpmMHV8zGmr6S2rehtUMybvPHzM6RmjAXrFhO/NYcNEii6yp1372DvsV6ytsmUZZC2Nq5tkW3bxO0iaUr40WnHRRqTWfJMk1/UXEhCQpIkJAc4FJnxfJqJkXTLNke7+vj0jsENGfONMD/NebGeu4I6DYfrgNOFVatRdbnZ396Jw6GQKBi0ub10eLzYtk2+WqZYKWMDbkVtRm1njByT2RS2JSEBvcEAnV4/Hk1nJpclXy0jAW5Vb9b6imuxtbz//vsMDw/T39/Pvffei7pNShQ2CyGABVvNugjgQGD1NSFr2VYgEAgEm0sj5Tk6liSbKmxr8WtbNidfvczwqalltzN1i4rTQgmrhLp82DpIDpnduzvpcgUwqZG0i6Ts4oakN1esGsOkmKVIheWj0QCDBNklBVB0B5ZX5lwlQaKcX7TGtz8Q4lO9O9d9zDeDrij0+IIciHSta5uc2wVdUfA7nfh1F2G3mzaPhw6Pj2qlSnX4Cgc6ulBVdVkDsLksZrjVwNu2PeujPwmYpsmbb76Jw+FAVVVM02Tfvn2cOnWK8+fPAzA5OcnFixf5/Oc/T09Pz7qdu1KpkEgkOHfuHKqqcujQoXU79s0gaoAF24V172h/6tQpfvKTn/DBBx+QTCa59957OXHiBI8++uh6n0ogEAgE60jD6Gp6LE1yJkultLJY22jMQpmP3rxCPlMiNp6uL5SkJd2aG9Hdtm4fqWyRitvGc8BH+74QRblV3MYpUKhW0XCQp0JpnVOcbdtm2s5zjviy2zWjvBJEFDcH3V24nAqegBO3z8ld3l1M5zJcySRJlYp4VI0Ot5eBYHhbpTzPTXfuCwa3vUvwZuPWNPr8IUJuDxIsMP+qVCq4HApeTV9zRFBEdLcXpmnywgsvEIvFWpafPHlywbbJZJKf/OQnfPOb38Tnu/EHRoVCgbfffrvlHJIk8Y//+I888sgjN3zctWAYxvUHMdfaakWjUSzLQpblpreBEMCCrWbdBHA2m+Wb3/wmL774Ysvy999/n2effZbHH3+c559/ftWp0gKBQCDYHObW+8anMuQz5pZFfivlKnbNZuRMlImLcQo5k9K19kpNFhG/ktvBvsd3MJ5KIXsdRHaFCUsWBSoUqS4a2S1So7hIze2NUrMsxskCUKZGlMKCiK8DGR/1dj1pTCRJwq9qBJxu7uzsps8bQJJkNF1F1RzN/bp9Abq3kQPv3DRnp1afSrhUVaQ7L0PDtfqTTDQaJRqNUigUkGWZ4jZrCbVevP766wvE71wcDgc9PT2Mj9dd6G3bJh6P37AAHh8f5//+3/+75PsZi8UYHNy4MomG8L1y5QrZbBZZlhkYGADg7NmzxGIxfD4fmUyGarXabIckEGwV6yaAn3jiCQYHB7l8+XLzQ9/g5Zdf5tlnn+Wxxx7j3XffXa9TCgQCgeAmSESzJKM5YhMpcqnilgrf1KzBey9dIhUzmgK3Ec01PRaWYlN1gKMKElC99uvlqMKRx3bj7nWTsUu4+rxUsJjZwDZFDSpWjSJVfJJGzi7zITHKi6Q4S9T7896hRuhRfbicOp6AjinV8DqduJzqAsG73ZgveIXYFawVwzAYGxvjwoULpNNpXC4XcPu5NSeTSc6cOdP8e34rJp/Px1e/+lXa2tp44403eOedd4C1vQ+2bfPqq69y7ty5VT1E2GjBmc/nyWazjI+PE4/XM15KpRIAExMTxGIxdF0nm81SrVabZlgCwVaxLgL4L/7iLzhx4gRPPvnkouuPHz/O8ePH+elPf8p/+S//hT/90z9dj9MKBAKBYBkakV3bBrdPx+XVSUazpGIGZqFMLl2oC9/s1k5Ay8UKr//lGUp5s6UPb1WzsbGpqeDf4SXc6cbr1VGdCuMXZnFoDnYOdVCQIWvnNsy8ajEylsmHzNTPuUSbUUmS8Ck6B0IR9gY7cMgOVNWBqjvweJ2bNta14NV1wi4PuurAtuvi3akKwSu4efL5PPl8nlKpRLlcplwur7zTLYZlWfziF79o1rrecccdHD9+nEqlgqZpmKaJLMvNFPfGQwBg1e9HKpXir//6r0kkEouudzgcfOYzn2FycpJLly4BbHgv5Hw+z9jYGJOTk5RKpbor/zVB3xDCpmlSqVSwLEv0ZhZsOesigIeHh1fV3uhrX/sa3/rWt9bjlAKBQCBYhkY979ULs1g2uLwamq5saopztVpj7FyMVCzXFNn5TBEjbzD61rtUzCqdO4JMXr4+kbP8MrUQGI4yelDDG3IS7g2gua//XFWx6T7cDrBhPXmXwrSqZDD5mNlF10tIBBSdAU+IgNfN3kiEQMCzqWNcDY2IrlWzuOJQ0BwKYbebwVAHu8JhPJq+ahMmgUBQ58yZM83UZ5/Px2c+8xkkSUK7Vg+v663fpbl/ryYCnEgk+N//+38vKiB9Ph9/+Id/2Ky9nZmZaa5rCPKNwDAMZmdnmZqaIpPJNJcvJuhFDbBgu7AuAritrW1DthUIBALB2pkrfpMz9dqs9KwENpuW4lyr1XjtL89QyJauL7sW3c3LRXS5hqJJZKMxymEbRxUcioNDv7OLot/adGG7GI3JWsY20amnJ79LtKWut2lgJYPmcPDp9l3samvH43Nuq5Tmej9ZHVuyyJgmflVnKBzBr+skLlziaGcPXcGgiPAKbgnS6TSXL18mEonQ19eHtJhF+hYwO3v9wdgjjzyyQPDOR5tjFLecAJ6amuL06dOcPn26Zfnu3bvZtWsXHR0ddHV1tQjLue/JRkZcY7EYs7OzLeJ3KYQAFmwX1kUAh0KhVW+7XW5SAoFAcKuTiGaxLRtJlmjrum4wmIoZzFxNk5wxNkTwmoUyv/nbc1g1m/u/uB+P30nJrpK1SpTsGvHJJGf/bgy1JiHJUrMNUclpU9ZtTAnKjiqOqoSNRE23kWo2O/aFt1z85q0yE+SIUaRCdans5qbwfahtB5FQgL72EJq+7o0VbopGOnPA5aTN7cGrObFtm9mi0ewjG9Zd7HT7uK9/1yeuF6ng1iCfz3P58mXa2trw+/2Mj4/z0ksvtUQ1H330UXp6ehgdHWVkZATLsohEItx3330Eg8FNG2sj3RdY1XmdzuulEEulQFcqFX76059SqbTey7/+9a/T29u75LHnzrfXOwIcjUbJ5XIUCgWSySTJZHJVEexGVolAsNWsWwp0Nptd0eH5ypUrDA8Pr8cpBQKB4BNNwTCZGUuRnMkhO2QifQFsJEp5k/hUmlyquO7id+Zq3Szr6oVZ4pP1p/1/+9/eoedQB/FqnqyrTL5axsyUUdsl9KIDxZaoOm3U3S6K6RwAqlth3/07MXMV8hmTQtpEdzvw7vJuqfhNWyVOEaO2Qi2xJEnsdAfZ2xHhYE/Ptor0QiPaq7Er1Ean189AuDXzajfXnYjnT6oFgu3GL37xi6Zb8lL8wz/8Q4vIczgcxGIxkskkf/AHf7DRQ2wyVwTOFbdLMTcCfOrUKdrb27njjjtaRGI6nV7wPf293/u9ZcUvtArg9TTBapiZNRyfoVX4L4dlWTgcDhyO7XXPFHzyWBcB/O1vf5vHHnuMF198kZ07dy66zalTpzhx4gQvvfTSepxSIBAIPrE0UpxnrqZIzhiATXwqAxJUSrV1E77Vao3ZyQzegIuP3xhl4tLCfrY1h83FiWkKPpuyZWFLNjW3jem2KdVsXLbK0c8PUZKrRGptVEo1UrkEsiTjDjpxB52w+M/GplKyKnw4T/xK1NsWVecs0yQHn+7Yxf4d3dvKyGqxaG+HxyuiLYJtjWEYnD17lmKxyF133YXX66VSqaCqKoZhADA5OXnDx08mk+s11FUxVwiuRgDPT5F++eWXOXPmDI8++ihtbW2oqsrExETLNp/73OdW1dJoowRww8wsk8k0BbBAcKuxLgI4EAjwne98h4GBAe6++27uueeeZupHOp3m5ZdfZmRkhOeff55du3atxykFAoHgE0OjXRHYSLJMKV9mYni2xcyqbK5v5NSybF772elmpHcxag6bordWF7+uuvgFsBx1Y2R3r4eBfZ3k5Hpqn+yQ0VwS5LZOlFWtGiOkcaLQL/mRJImKVeMDZppC14PKXsJ40XCpKpZtM+3Io6oODnV1EQh6tp343R3uYH+kk07v8plYAsF2oFqt8vLLL3P27Nnmsvfff3/F/ZxOJ6VSic7OTn7/93+fmZkZ3nrrLbLZbNNduqOjo2lEtZoMh0qlwnvvvUc8HqdarVIsFtm7dy933nkntm2vqX62kcY81+l5pdczn+npaX70ox+hKApOp7P5IADqdcVHjx5d1Vjm1tmuZw1wPp+nUCjcUPsqUQMs2C6sW8HS8ePHSSaTPPnkkzz77LML1v393//9gv7AAoFAIFieRqrz1YsxyqUKsixjWdaGti66+MEEp14dWXRdpD9Iz6F2/Ds8XE2mOXlqlLJcxRvx4A5oFI0yVYdNqN+HpjqQtsE8x7Sqzd7AV7gu6BN2kZ12gGmHQdm2cMgyuqzwWHg3LqU+eVU1BUmSGHB3bUr7ormR3AaZUoFUsUiutPCaC/EruFWYK5zGx8dbxO9quO+++/jUpz7F7Oxs0/Cpr6+PEydOAJDL5bAsC1mW+eu//mtmZmao1WrNZYtRqVT467/+a8bGxlqWR6NRXn31VUzT5M033+Txxx9n9+7dK46xIQo1TVtV9oXL5WLnzp0Lzg/1hwRzxS/UnZ5Xy0bUAEejUa5cucLk5ORN9W8WAliw1ayrY0cwGOSFF14AYHR0FECIXoFAILgBGlHf2ES97nazWheVzSofv9k6Gas5bDzdbnZ/pg89rFOwy2QxKHXa7PnCjgX9d/OmiWVtbZ9H27aZtvNMkSNLGXsRO6sUJmlpFtkhocgONFXh6wePEnJtXduioNPN3vYIBzu7m8tmjCwzRo5EwViwfZvbQ6fXL8SvYFsRjUaJRqMUCgU8nvr3aWJioimc8vl8y/Yul4tisQiAoihUq60ZLYqicPDgQVRVpaenZ8XzK8r16W2lUmlJNb5w4QLvv/8+mUwGy7JWFHL5fJ6f//znBINBHA4H5XKZXC7XXL97924efPBB/H5/83Wt5P48ly9+8Yu88847hMNhnE5nSx/h+YTD4VUfd71ToKPRKGfPnuXSpUstr3+1zI2mi9IMwVazrgL4ypUrhMNh/H5/i/B95ZVXGBwcFOnPAoFAsAQNR+d0PI9t2UwMx+rCdwMjvfO5emGW3/7iXPPvmsOm594IgTt9VFWJBCZVu7hA8G4XilaFq2RJU8Jg+YcFEhKyLCGrMg5ZRpLggb6dWyp+NYeCS1VxqVrLciFwBbca8XicixcvEo1GcblcQL0+tiE256YmP/rooxw+fJjR0VF0XWfHjh3kcjl8Ph9TU1PUajW6u7vX5FI+v71QQ5Cm02l++ctfLhCEsizzqU99iq6uLq5cucKVK1cW1A+n0+lFz3X58mUuX77csmw19b8NXC4XjzzySPPvf/Nv/g2WZfHLX/6S0dFRAoEALpeL/v5+2tvbV33c9RTADeOriYmJGxK/0JqGLSLAgq1m3QTwn//5n/PMM88QCoVIJBIt6z73uc/xwx/+EEmS+OY3v7lepxQIBIJbnoJhkoxmuXphlqJhUjTMDU9xnks+W+I3//csqZnW6GLNYdP9UCeeO3wkMbet6IX6xOqynWKMxQ1ZJKnesqhH99Guuuly+ag5bM7kZynYFUIuF3d19rE7vPrJ5VrRHAqSLOHTdWRkdEWmVK2iqyouWcWp1cVvh8dHh9e7YeMQCDaTcrm8aHufuRFOVVVRVZW9e/c2lzW6iqzkdLwUc8Xy7Owso6OjfPjhh5RKpQVisL+/nwcffLB5rkYAp1wu89577zWNutYiIo8cOXJD44a6OJRlmS9/+cs3fAxY3z7ADeOr1bo9L8bc908IYMFWsy4C+C/+4i/44z/+42X7ez355JOMjo7ys5/9jK9+9avrcVqBQCC4ZSgYJtg2SBJu7/X0uFTM4Or5GNNXUpuS4tygbFb48NVRRs9EF12/66FePEe8xK3Clolf27bJ2xV0HEySI0mJKhZOFMrU8KAiIzFDgQqtKYMN0StJ8JnOQYbaI3i8GiA12xYd3ST7aa+u0+MLEvK4aHN7kZFwqyr5SgWPpuHVdLza6lMmBYJbnbmieG668noxNwL885//fNFtfD4fDz/8MPv37190vaIo+P1+7r//fh599FEqlQrVahXTNPnggw+wbRvLsjh//jxQv+c4HA4eeughDh8+vO6vaa2sZwT4ZoyvGswV4SIFWrDVrMtd5/LlywQCAZ5++ulltxsYGOCnP/3pepxSIBAIbhkabYvyuTKyQ0J3aWDbmMUy2WSR+HRmQ8Tv7GSGkY+m6dndRvdAmLO/vUohZxKfylLI1Z/km7pFxWlRVuuTE7/Pyb3/dD9FuULaKm26+LVtm6JdwaDCORItLYga5KhPnjNcn4xJSCCBLjvYpYfIOSr4nDqPDe5FdSib1qtXU+qmWT6njtuhNdsSiTRmwe2KYRhEo1EMw6BYLGLbNlNTU6RSqSX3mVvju5bU5tWy3DEjkQgPPfTQmjxqGlHqBl/4whea//7sZz+Lw+FA0zRs29420c31MMEyDINcLsfY2BjJZHLdBLDoAyzYatZFAK+nvbpAIBDcTjTE79ULs+TSdZMXpHowuFqugc2GiN903ODVn36MVbMYOx9rLq85bEynRTlsY8k2VR0qmkXfPREUpwOPx8mElMG22RLx+5EdI05xzftKksSgL8zD/btxOVU0Xd1w0dtIa7YBLBtdVej0+vGoKr3BED5NF6JXcNvSEL5jY2NMTk422xDZtr2iUJoryDY6Agywa9cugsEghw8fJhKJrOu53G5389/bKbI5V4jfSATYMAxGRkYYGxsjGo3eVPoziAiwYHuxLnedtXyQ5xsFCAQCwe1Io7Y3OpYiPpXZNBdnALNY4a2/PY9VWzjpqak2pqfevxe3g51HIug+tflE3gbKmyR8y1aVOCUMTJwoWNiLil8XCj40vGgUqaIgoaNgY5OTyoQ0N0e6e2lv921qf16/00mby0PA4wLbxqPpdHh8IqVZcNvTEEcXLlwgGo2uOTI41wRrIyLA8/m93/u9bROZ3QrWKoCj0SgzMzNcunSJZDJJNru4v8KNjuGTfC0E24N1EcCpVIqxsTF27ly+nupnP/uZiBYLBILbnrlR3+SMsam1vamZHP/409NUFjmnqVv0PBChEKhRVUEPaziUjU9FK1kVZimi4yCKQSxgcIkyZZZPy3OjsIsQ/ZoP1anicqvIioxVtaiUa4CE7lbxh9x4fM5NSXPWHAq6quBUFLp8AXYF2xgIt234eQWCraaRDpvP54nH44yPj9+Q+IWNT4HetWsXb7/9NpIkfWLF73ImWNFolFwuhyRJdHV14Z1jvNdodzQ+Pk4ul1u3ebuIAAu2E+sigJ9++mmOHz/O97//fb7yla8sWJ/NZnnmmWd4/vnnm/2BBQKB4FZkrpkVQDFXIhnLN2t6bRuyyfyG9+6duZri4zfHsG2buz+3m3CXH7NQ5q2/Pd8Uvw7FwYNfPsAHH4ySrZns+Fw3kk9Co4q2wvHXQtIqEqNAhhIOZLokN340ylhIVoX3mG5Jp67KNtIi4leiblwVUp08GhhAckjIioyqKbg8elPkVso1ymYZkDYl1XkufqeTPn+Q3mCoaWAlENzOzE11TiQSzXZGc9sarZW5AngjUqB7e3v5xje+gSRJdHZ2rvvxbwUWM8FqPMQ4f/48sVgMWZbZt28fg4ODAM11ExMTzM7Orut4RBskwXZiXe46g4ODfOc73+FrX/tavQ5rcJDBwUGSySQjIyOk02mCwSAvv/xy09peIBAIbkVK+TKJ6SyZRB6zWKZcqJDLlja0pteybKyahaLWhd7o6SjvvnSxuf7l/+/Ugn3cPicPfvkA7oiLg/2DTFsGOXv9WyvFrQIfEmtZlpJL2DJIgMzKT/p1lPq2isRAsJ37enfU04rnODbPRdUcqJprfV7AInh1nbDLQ8B1PZ06UypQs6Dd7WVfpFPU9gpuC6LRKNFolHg83lzmdruJRCJ4vV5s22ZsbOymor2LsdECGKCrq2tDjnurMNdoqlAoMD09zdjYGLOzs82a3oYojcfj2LZNIpEgk8ncdL3vYogIsGA7sW53nSeeeILh4WGeeeYZTp48yUsvvQTAsWPHOH78ON/97nfX61QCgUCwZRTzZWYn0pvWtiiTyPPGX50hnzMJtLmpVSyMzPImUbJD5lP/ZC/uiIu4VSBhFSnZ6ztW27aZtvOcI770RjLIkowkAxK4JRVsCJZUDvTuIl0tElbd+CQNWXHg8uoEw55NjejOx6vr7A53sH+eyJ0xsli2jSxJQvwKtoRGJNa2bXw+300JvIbwHR4eJpFIkMvlmus0TSMUCuFyubAsqymI1kv8mqbZUgO8UQL4k85ckZlOpzlz5gyjo6MLruX09DQzMzOrMi+7GYQLtGA7sa53ncHBQV544YX1PKRAIBBsCxqmVlcvzG5Y26L5WJbNO393gXy2/jQ+E8+3rA91eqlVLLLJAjWHDRL0DrWz564e7A6FkWqKjF2iSGXdHJ1t26ZqW4xJWa6SRULCxkZC4gF6SFBkmBQVyUJCQlYlHLLMvX07uDPYTc2yuHRxmMMH+nFI9TS4ej2vzVIR381iKfELCNEr2DLmuy0Hg0EGBwdXLYAXi/Km0+kFwrdBuVxmZmZm3cY/95yvvPIKV65caVm+GSZYn0QaArharRKLxbh8+fKS13szEBFgwXZCPHYTCASCZUhEsySjOWITqQ2r6y3ZVbJWiZJdwyk5sJM1zrwySnxqaefNjt1BDv7TARJlg5OvXSGTLtB/qJ3A/jCzmORrxroIX8MqEyOPhc0kBjVsJElCcoBDlrEtG6+lsccK45JV+lDxo5FTq1gaVHXYEQ5zd28/siRRsy10d6vI3WzR2+jVa0tQLtev5XLiV/DJwDAMbLv++Z5rCrRRzBem1WqVkZERPvroIxwOR3N5qVQimUySyWSatbflcploNLrgmG63G4/HA0A+n6dQKCwrdjeLcrnM888/j2EYC9aJaODGUq1WSSaTW3r9QbhAC7YXGyKAT506xU9+8hM++OADBgcHufvuu/nmN7+5EacSCASCdaUR6U3FDMxCmVy6UBe+2RtPDSvZ9Xq3rFW6FucEv+zEKSmU7CojiTjvn71CvmrSHvKT+iiFMy+jOK49JZdgz7EedFRSMYP+vR2E9weYwiCulWl/rIP2a+eKkl9sCGvGtm2u2hmukL0ueiVwOGRkh1RPbZZgXzDCEW8XpUI9imBVLdySiz7VgT/oJuTd2pTmuTQcnBu9eou1KtPZNLaNEL+3OQ2xWSgUWgQi1KNRtm2TTCaxLAtZlgmHw806WI/Hsy6ieL7gnS9MLctidHS02Vd2KcGSzWaXbEujaRouV70+fj3Tlm+WK1euLCp+29raRDRwg5BluRl13awo73KICLBgO7FqAfznf/7nPPPMM80PbTAY5Pjx43z729/m6NGjze3+5E/+hOeeew7btjl+/DiJRIIf/OAHfO973+PFF1/kyJEj6/4iBAKBYL1IxQyuno+tS41vI7Ibt4qks3kyhRKBiBtddtBJjUBF55VfnWaqmKXorWFLNoXCLHJQouSu4ahKgIQnqCEfc6M4VDpwUwLGamnyVKiu0EroRrkqZblMBlmWkCUJhyLXU5rl6xOXzw3s5WBHaxpmpVzDKJewbNB1ZVuI34apVZff19KrN1826fEFAJtOr/8TL37ntrmBukB0u93NetPVREgb6bqxWIxCoQBcN1Wa225ls6Kt82tdTdNsEYi2bTeFwlyxOLcONhAI0NnZyeDg4JrHOvf9mJqaWjESWywWyWQyNxwhK5fL20LszKdYvO5b8NBDD3HgwAEuXbrUdB8WrD/LtUHaCoQLtGA7sWoB/Gd/9mccP36cEydO8Oyzz/LYY48t2OZf/+t/zQ9/+EMee+wxXnjhBQKBQHPdyy+/zBNPPMH7778vnKAFAsG2pGCYZGYNsqnCTYvfjFUibhWYqRqc+3iCdKwe/XAGdDq6A0xYCaY/SlCtWVScFrZUnxzYEtQUm5oCoT4f7f0BdLfKrFwElje/Wi8mrSyjUgZZkVAcDiRJIuL1srctwoG2ThLFPBGPF9Wx8CdE1RyoKFjbYMLVEL6DbW2LClyvpgvRaxhMT09z6tSppvhNp9NNQahpGh6Ph2AwSKlUakZI+/r66OrqagrjhshLJpMt6bpwXUz29PSwc+dOurq6iMViTE9Pk0qlcDqdtLe3N4+3Hixn8rQagTi3DlbTNKLRKFevXiUcDiNJEi6Xi2KxiG3bFAqFBSK/8TBhIxyUb0XmCmCfz4ff7+fuu+/ewhFtLZsRqd/OAlhEgAVbzaoFcCaT4Vvf+hbDw8NLrn/uuecIhUL8/d///YL1x48f57/+1//KM888w3/9r//1xkcsEAgE60wj7Tk6liI+lSGfufnJyFQiw2guwehEjFLu+oS7lDEZz1xrG+Rs3Ud1qvgiLhRNwdfuxuVbz269i2PbNoZdQcfBNAZxCmQoI8sSDofM0Z4+PrNjd8s+vWpww8d1I8xvX9Tm9ojI7iLMTcU1DINz585hWRaWZS3qBLtYP9CpqSnC4TA9PT2USiUSicSSIq8hJlOpFFNTU4RCoeY+DWHq9/sZGhoCbr59TTQa5ezZs1y6dGld6h4b45+ZmUHTNGRZRlVVKpVK8/3SdZ1gMEgoFMLpdFIqlSgUCuvuoHyrMvf1N4TfJwFd15sp9o33wO/309vbS19fH1BvQTQ5Odny0Gg9WKwP8FYiXKAF24lVC+Dvfve7y7Yyev755wH49re/veQ2x48f58///M/XMDyBQCDYeNYz7RlgJp/hzV+fJeesYqkrPHmXJHYd6cLb7mIVLXPXhZxVF+Q1LC6QIE+1WeOLRDPleV9bJ5/uvzVSFDWHQrcvwP6OLgbCbVs9nG1JI1J74cIFJiYmyOVyzTY3hmGsKS2xUYc6NTW1aArxYswVkosdb3h4mGKxyL59+xZEUmOxWNPUaSU20vSpET2e3yfVNM0lX5ug9f3SdX0LR7J5NIRuOBxuZgoAC7IdZmZmkCRp3R+UbLco63aIQgsEDVYtgD/44AO+853vLLn+pZdeQpIkjh8/vuxxxBdAIBBsFwqGSTFXIjqWvOm055JdJZbMMXY1xsfnJzFdtRbx274rgOZUKRgmlWKVUr6KBPTsC+Pt2LyIyEUrwTjXhYEkSciO6zW+jUlTu8fD54f2I2+TSZTmUHCq9Z8sW4JytdZ0cfbqOj2+IHs6OujYBPfeW5VYLMb58+cZHR1dt4n2etabZrNZMpkMk5OThEKhZqRYRFJvfT5pEWBN0+jp6eHAgQNbVue83VKga7XrfhUiAizYalYtgFf68rz88ssEg8EWQ6zFCIVCqz2lQCAQbAhzU55ziTy5bIlKaWkzqYaLM4BSlTBLVdxejStnY1y9EKNarjGRTVHy2BQ9NSwfzZpegPZdQbr2hAEIb9zLWpGcVGYCox7tRUKSqTs6yzJ+l4s2lxufptPm9rIn1L7l4ldzKARcToK6m5DHhUfT4Vrf4WKljA0Uy+XbLtW5EfWEer0kcFOGUXMjv5OTk9taRBqGQTabZXJysvnaBbcmlmVdyyyRWmqA50eA/X4/brcby7IolUpN4WbbNuVyuTn/nJtK7Pf7CYfDOJ3OZs154zujaRqdnZ1IkkQ+n9/09j+aptHd3c2OHTuIRCKbeu65bDcBPJftFp0WfPJYtQBeTriePHmSdDrNiRMnlj1GJpPZdl9CgUBw+1Mu1khM58ilSmDbZJN5sokCyRljxahv5pqLs2lXcFYcnHnxMsVEPZ2v5rBBAlO3MN02BU9r1Ncb8bDrzs5NS22ej8Mho7lUkCVsLM6VkziqMhIgyfVWRt0+H7+7707UbfJEvtGqSFdUgrqLHaEQu0JteLVPRtok1CO1IyMjJJPJZkscy7Lo6OhgYGCgaTzVSA12u93NNORYrF5fHolEkCSJXC7HxMTEAmMqgWCjME2T1157jXPnzuFyuXC5XM3PJYDTWa/Rb5ijDQ0NEYlE6n4EhtEigBtGY9DarioUCtHd3U0kEmkasCUSCWzbxu12s2vXLpLJJFeuXNl0ARwMBtmxY8cNuYavJ3NF5tzo61Yh+gALthNrEsAffvjhom2Mnn32WSRJ4utf//qyx/jud7/LU089tfZRCgQCwRwaqcs2Em6fjtu7uDhKRLPEJlNcPZPiY2uEUqGCZUO1XAObFcVvya6StIvM2AbFWoWpj2Pk5TxOT/3Hu6LblDWLmlYXww3xq7pVuveE8Uc86/vC14DDIeP2OQlGvCiqg9dmLpMoFVEVB7Ik8f8c/RTFagW/5kTZJuIXwO900ucP0hsM4dE0vJp+24jfueZTDdfgRp3r3LZBS9WwRqNRJicnm47MjdRgTdNwOBzNel7btgmFQlsWARN8snnppZe4ePEiUO9lPPfz19vb2xQ/TqeT3t5eBgcH6ezsXPXx57fQGhoaahqozeX06dM3+UpuDKfTicfj2VLxC60ic7sFn4QAFmw1qxbA3/ve9zh+/DgvvvgiO3fubC7/L//lvzTdn7/61a8uuf+pU6dIpVKLtk8SCASC5UhEsxRyJmahTDDiIxM3SM3kKJWqBNs9dO0MtwjhRDSLbdlcvRgjPp0lOVFkxpfB4bj+ozs3rdkpKc1lWatEya4hAaZd5fL0LMlCnqnLCQDkIJQ9FlhSi+gF8EW87LwjAlv8294Qv/4ODyeNKS6n49Qsq9nD91hPPy5Vw6VuvMv0csxNcXZq9WtwO6UzNybqsViMXC7X0pKnkSbp8XjI5/OrapPTMJ5aDcKMSbBZlMtlPv74Y2zb5s477+TKlSuLbud0Ovn85z9/0+fbSGHp9/uRZZlarUYmk9mw82wG2y0FWkSABduJVQvgQCDAd77zHe666y7uvfdegsEgH3zwAZcvX2ZwcJCXXnpp0f2y2SzPPvss3/rWt3jhhRfWbeACgeD2p1Gre/XCLNmEQblcwxtwUS7XKBdMyqUayWiWTDxP4JoQLhXKzIwlKRplCkaZyiJR3pJdJW4VyFomEjZtshtdUsjZZaKWQb5mIiExdmaG2elsSz2vJUHXkTa8YTfVchV3wLllKc5LoToVLC9cMuNcTMZa1t3Z1cP9vbs2dTyaQ0GSJWxAkaBd07mjoxuv20mHx0en178lUd75AjUej99UP9q5EV6g2Tc3m80uiMSWy2Wmp6dX7aAsEGw3Ll++zHvvvUc0Gm2m2L722mvN9R6Ph3vuuYeRkRH27dvHnXfeuVVDXZZGKnYoFKKvrw9ZlrEsi2g0SrFYZMeOHS01xrcKmymA33//fVKpFH19fVSrVQ4ePIgsyxSLRc6fP8/OnTtFH2DBtmLVAhjqbYxGR0d57rnnePfdd7nrrrt4+umnefLJJxdsOzo6yve+9z1GRkYAeOyxx/jBD37AyMgIf/qnf7o+oxcIBLcljYhvbDxFNpknGc0305Xzmdb2I5VylXKxWk93Hk83xXHFrIEkUavWI70lu0rVsshYJoZdJmOXKFLBBjK1Em5JwyiXuHQmSjJdwKpcixDP+53uOdBOuK8endTca7qFLknFqpGkRA2bTtw4VvF0XJYlyrqNrMh4bJVMoUAVi7DLwyVHmrFYqhnxBXCqGocjXXyqZ+cyR70x5kZyTavM1XSKbOm6oPM7nbS5PAQ8LjRbRh2b5pHBPaiquu5jWQ0NU6ixsTHy+XyLQI1EIqRSKWzbxufzLRltikaj5HI5CoVCM4o7MTHRbC+0GtbTQVkg2Cxs2+bv//7vOXPmzLLb7du3j7vvvpu77757k0Z2YwSDQfbu3cuhQ4davu+VSgXTNDl27BiJRGJVtfSapuF2u5u1+1vJZgngiYkJXn31VQA++ugjAMbGxvjiF7/Iyy+/zKVLl1AUhYceeqi5j4gAC7aaNc/eAoEAf/Znf7bidgMDA/zgBz+4oUEJBIJPJq0R3zz5nLmqWt1KuUqlXF0gjgFqtXraVc42SVklZq0CVWpUuJ6OlaFMwa4yejZKJpZvifgCODSF9l0BPCEnbv/qI5VVq34ekxpTGGQxCaAzSBBdvpZ2bVV4lyhl6hGUCTQOWG14JQ1JkqhZFg6njN/joWpVKJVrOCSJ92rTZGsmUq3uily79nrksoxDllvE7962CJ/fvX/V414LmkOh0+djT1uEXeE28mWTLl+CZD5P1ixhYRFyutnb0clAuI1KpcL4FqZeG4bByMgIFy5cWDTtOJ1OY5oms7OztLW1sXPnzmZP2rkR3nQ6TT6fp1wuo+s6pmmKNj2C2x7btjl//vyK4jccDi/qGbMd0DQNl8tFIBDA7XbT19fX/I4vRldXF/39/QwNDTUNt5LJJJZlNYVc49/hcJhIJLKl7s8NNqoG2DRNPv74Y/r6+ujs7OTkyZMLtrlw4QIej4dLly4BUK1WmyIZRARYsPWsT/hCIBAIbpKCYTI9EufqhdlVuTMvR8YqUbLrfXYVSybtKFOpGeRkkyLVhTvYMDESJx0zQKo7JCtOBc3pINDtJ9yz9pqzslXjXaYpzTtfngpR8hyyOuiQXJwj0RS/ADnKvMM02KDZDqpYSGUJ2ZaRpbrYBZAleU6kWEJWr0925s4tfLqLR3ftWfP4V8Pc/ruNNGavpjfrd2eMLDnTRJLYFv15o9Eoo6OjXLp0ackoTrlcplwuk8lkiEajTE1NEQqFcDqdS5pTCQS3M7ZtMzo6yunTpxkeHm5Z5/F4+PKXv0xXV1ezV3N3d/cWjXR1BINB+vv72b9//7JZHvOZa7g114gLbq5N2UaxUQL417/+NefPn19xuw8++GDJdSICLNhqNkwAnzx5knvuuWdbWK8LBILtTSKaZXo0wcRwgnymdMPit2FiFbUM8nYZCZAtmWndJEgBi4WTgFq1xpWTUYrp62KobUeg2bf3RihbVc4QXyB+G1jYnCWObEtUWPoeWcG6JsjrorYe1V38ybnqcBB2uciYJpZtM9TWTr8vSLc3cNMtjjRFQZIkfE4dt0Mj4Kq3MVnJsKq+7qZOvW5Eo1HOnj3LpUuX1pSiPDMzIwylBNuCq1ev8sYbb2CaJl/4whfo6em5qeNZlsXFixf56KOPyGQyDA0N4fV6KZfL7N27l0qlQrVa5eWXXyadTi/Y3+/380d/9EdNMbNcu8ztwNy2S412YjfKdhK6q2G9BLBhGEuK3wcffJChoSHOnz/PO++8s+xxtms9uOCTg4gACwSCTWOum7ONRClvAjZGukQmkScVM27ouA3hG7eKzdreRoqzjU1BqeHDQpovHi0WiF9Zrac73wwXSJJkYTr2XGpYLdL3Ti3CrFUgWsuDXU8RkxwgO+r9ehdLGesPhPjy3sPUrBogbUgv30aUN+Rx0eb24psT4d1ONOp659buNvrk5vN5pqamRPRWcEsSjUb527/92xZX4vfee49/9s/+2Q0dz7Ztzp49y2uvvUaxWGwun5vK+vbbby97jLa2Nn7v935v20fynE4nnZ2dhEKhZnrycunOW4nT6aRcLq+bKd5G1ADPNTmbyxe+8AUOHToEwEMPPUQ6nebixYv4fD6+9rWvIUkSf//3f08ikeCrX/0qx44dW5fxCAQ3ihDAAoFg08jE80yPJEjM5ECCSqnGNbXHIsHZVdFwdI5aBlm71FLbuxzZWJ6rH16P7EkOmXCvl47BEIp640JyxsoTo9D8ew8hehw+vG4nyBJls8wHpSgJikhISJJEm+7irh39IMmkzALUbMYrWfpCIXaEQri1es2sZdtczaQ4G4/S6wtwsL0LWZKQHRtzK/fqOrvDHeyPdG6K6J3f33Op9fl8vjmh8/l8AM263oYpldPpbPbJFbW5gtUwOzvLyZMnm6muoVBow4zaisUiv/3tb4nFYnR1dTXdwiuVCj09PVy4cIHJyUm8Xi+XLl2iUmnNikmlUi1/V6vVphidn/p65swZzpw5w+TkJG1tbVSr1TW3+JFlmaNHj9LR0UFvby+BQGDb13G63W76+/vZtWsXg4OD21L0Qj2NvL29vekl0LjHNcz5yuUykiStWRivtwAuFArNml6Aw4cPUy6XufPOO9mxY0fLeX/nd36HY8eO0d7ejnbt9+vrX/86QMu2AsFWIQSwQCDYFBLRLKlYjsRMlnx2/cRIzjZJ2oVlxW+5WGXy/CzFbJlwr49a1SY2nGzZpmsoRNuOxSO/FauGskQUtsG4leUi148pIdEte9jjbEdzqgQjXlRNoWJWCOd9TJYyTJUNegNBjvX1o+n123GE+hj2sTC9UZYkdgXD7AreeHr2ami4Og+GOtgVDm+4+J3vyizLMk5nPc26vb0dn8+HbdvN9eVyudlTsuG2OteddXZ2dkPHK7j1SCQSzXY9mqbx2muvUSqV8Pl8hMNhSqUSk5OTze1/+9vfAqDrOoFAgM997nOLphwbhsHk5CS7du1C15c2yLNtm6mpKWZnZxkbG+Py5cvNdY3zNgTO2NjYiuIykUjw4osvIssyhUKBWKze7kyWZfbs2UMoFCKRSHD58uWW/quJRKLlOD6fj0996lO0tbVx4cIF8vk8hmFgWRYzMzNomobH4+GLX/winZ2dy45puxGJROjo6Nh2tbnz8Xq9DA4OLqgpbrRnKxQKlEql5md4tSJ4PWuATdPkueeea36W9u7du2xPZ0mSbjpFXyDYSIQAFggEG8bclOdMssDsZGbdxK9ZKJNJFCh3y5SxFopfG6YvxklOGpTLZdRrUdLp84kFx9J9GqFe34LlNcviA6JkKeOyFe6yO3HJCyNC01a+RfwC+GWNuwK9hMNenG4Nj8+Jql2PLO9g611Cl0JXFHp8QQbCbUS8C9+X9WQlV2a/34/b7cayrGXbjwgEi1EoFHj33Xd5//33F12fSqUWRFPnYpomsViMH//4x7S3t7Nv377mQxbDMFoE5dDQEA899BChUIhXXnmF8fFx/H4/sVisJdX4RnC5XJw4cYLXX3+d0dFRoF4TPB/Lsrhw4cKKx3M6nTzyyCMcPHiwKbp6e3tvaozbje0seuez2Fgb2S0AMzMznDlzhlQqdUP3wLkPQdZKtVrlxz/+ccsxHnjggRs+nkCwHRACWCAQrCuJaJZkNEcmbpBLFzALVcrluiNzubR2UzzbsvnwjVGGT01h1Szauv3Yts3sbBbTaVHw2wx8rhc5eE1c2lAyKqSmMiSuZpc8blWxcA142NXfju6oi9q0VSJFCTcqfjQukSRLvVdrkSq/YZJey8cAAXRZoWLVSFHiLPWIo4QEEjgkmUfaBgi3+QmGPS3Cdzsy3+Sqy++jw+Nrpl5vBA3xMDY2xuTk5JLiNpvNks0ufR0F64dpmgwPDxMKhWhvbyebzRIOh9dU51mpVLh69Sq5XI6Ojg66u7u3pE50fHycDz/8kEuXLq06+iXLMoqi0NbWxvT09IL18XiceDy+5P7Dw8MLXJKXE9eSJLF7927C4TChUAhd13n99dcB6OjowOfzEYvFkGWZz3zmM7S3t3P06FHGx8epVhc32FuKffv2cfDgQWzbplarsWvXri3rwy3YWDRNQ5ZlfD5fS0T5RhkZGVnwoKetre2mxykQbCUbJoCDwSCBwM0ZyQgEgluLgmEyM5bi6sXYDRtaAWRTRRwOiYlLs3z42mjLusR0XQyVPRZFv03JW+Psu2PsONKJ5tIYPzODmSsveWwbGzMskd0nY7tNYkQZtEJIwHniK5YiT5IjTYmApTNF/TU2hK8sS/R5gny2bwiPS0PT1W0pfjWHgiRL2IBVKhFxegl5XfR3dCKXK3R46hMnr7b6nsfzMQyjxYSqUKjXRVerVU6dOoVt22SzWRHV3WJGRkYYHh4mk8nw/vvvLyqs+vr6OHjwIMVikd7eXrq6ulpEbaVSYWZmhmg0ysmTJ1uMxjRNo7u7m127drFnzx78fj/RaJRTp05RrVZRFIVSqcTAwMC6OcO+/fbbvPnmmwuWy7JMf38/MzMz7Nmzh0cffZSrV68yMjJCV1cXhw4dagoGy7KYmppC13VOnz69aK/TG6G7u5uDBw/i9/uJRCJ4PJ7mOsuyKJVKHDx4cMmHBgMDA/yrf/WvePvtt5mamuLAgQPs3r0bl8uFLMucOXOGiYkJQqEQfX19BAIBNE1rlgoIbh8a/YyhLnBdLlfT7EuSJK5evYrT6aRareJYxCDRsizGxsZoa2vD719Y5pLP5/nwww85d+5cy/JPf/rTG/OCBIJNZMME8MDAAMlkcuUNBQLBbUMpX6aYNymX1hadmMvkSII3f35m2W1qDpuK06aiWdhSXbLONbSaj7dTJ3SgnaiWZ6aWB/m6QUiZGudZOqoDoOJotiuSJImSVKNEARkZCZAcEiHdze8OHcLrdm256M0mkti2hSTJ+NsW1gv7nU7aXB4CHhfJySlqyST56QpXxqOUSiV0Xaezs7M5QV+phi4ajWJZFrIs09XV1ey3Oz4+vsCEyrIsRkdHmxN2weZSqVR45513uHLlCjMzM826U13Xl6w7nZiYYGJiovm3JEkEg0Gg/kBjOWftcrnM2NgYY2NjvPrqqwQCgUUNmEZGRigUChw+fHjJY82tkYR6xPrq1au0t7czPDzM1atXGRsbW7Cf1+vl2LFj3HHHHQvqdAcHBxkcHFywjyzL9PX1AfDoo49y+PBhEokEw8PDzM7OEg6HOXDgAH19fWiaxrlz53jppZea+7e1tTWjZpFIhEcffZSenp51MY7yeDx87nOfW3Td0aNHOXr06E2fQ7B90XWdYDBIT08P7e3tQP274fV6WxyufT5f8/M+XwBXq1X+5m/+htHRUTRN4w//8A+bUd1sNsubb765QPgqisKf/MmfiMwBwW3BqgVwNptd9AnRYjSeJIfDYYLBIOFweNX7bgZPPfUUzzzzzKI/egKBYO00an1j4ymyiQIV88b7f1/6YHLR5fcc34Msy1w8P0XBVSO4z00smyU+tXx6bO8dnUTVFB9q19KUHaufgKo42EOYbtnDJDku2ilkVcIxT7gNhNv4/OA+dGVrJgbzBa+RTpNJJCgZeTr6+tDdLmxsjFQaj9tD2+BuesMRnKUKiXiaqYmJBVG7aDSKy+VqptP19fXh8/makaRGqyHDMBgbGyMajaIoCuFwmMnJSaampsjlcssaAwk2l2w2y09/+tNl03IbaJpGtVpdtHbQtu1lj9Hb28uOHTuaxmZzj7Gc+/Bbb71FMpnkyJEjBAIBLMuiVqvx0UcfcerUqea+iqLg8/nIZDLL1jbefffd3HPPPS1R1hulo6ODjo4O9u/fv+j6O+64g/3795NMJolEIkiSRCKRaEZpFUVUnEG9pr8xN3S73Qui4ILF8Xg87Nixo2kOuJp2TvMfFk1PTzM8PExnZycff/xx82FRuVzmf/2v/wXUTQeXSvPv7+8X4ldw27DqO3IoFOKpp57iu9/97opiNhAIYNs2ly9f5t133+XFF19smjZIkrTm2pX15IMPPuC5557jqaee2rIxCAS3CwXDpJgrceV8jPSsQXq23sO2bFZW3nkemUSeK2dniI2nF6x75Gt30LkjRMYqsXufSszKU6RCFxod+8NMnY+TnSkgyTKugAZ7dSbNDCXNYsY9S6VSRZ1zu1OR2U2ILjykMblIggL1+9I9dBOQdWqWhSxJOF0qukunOxDm0+49vJG4wnQ+R5fXx/09OzfcJGopzEKRTDKBkUqTmU1g12pIDhmX10fRMChks5QKefLZHJrTiW3ZFI08IZ8Hb6GENpugmDMWTUEul8vMzLRG1KempnC73c2WFm63G6fTSalUajow27bN6OhoM+ory7IQwNuERCLBj370owXtdBq0t7czODjIQw891IzMW5bF5OQkExMTjIyMkE6n0XW96RI8n7vuuouhoSH6+vqak2/TNHnzzTeZnZ1ldnaWcvl6ecKjjz6Kpmn86le/ai47e/YsZ8+eBRZGrRpUq9UVRfyxY8d45JFHlt1mvVFVtcUpua2tTdRKzkHTNHp6ejh48KAIQKyRRmuuoaGhVe8z96HLmTNnOH369Ir7LCV+HQ4H999//6rPLRBsd1YtgG3b5gc/+AHPP/88P/zhD/nKV76y7PaPPfYYAF/72tf47ne/y8svv7ysZfpm8cwzz2z1EASC24ZSvsz0lRTxyQxGunRDwhfg6vkYv/3l+ZZlmlPl8AM72X2ku552bFdJ2kVm7Dw5rgs2h0Om/1AEDtVNrIZJkSEDLpBYmGLbi5cBguhy/fbXhot7rW7GyOJDIyBfSxmTZXSngr/NS7jTi8dbf/L+5falUzQ3i2wiSXxqmtnxSYpGnlp1roCNtmxrFvKYhTwAmqKi1mxKiSRjRoG1sBYzqrkiR7B2CoUChUJhzQZUS3Hp0iV+9atftYjfQ4cO0dnZSVtbG6lUisOHDy84V6Nmtr+/v8X1teHIPTs7y1tvvUWlUuELX/gC/f39C86t63ozXbdSqXD69GlqtRr79u1rutweOHCA3/72t7zzzjvUaqvPHpEkCUVR8Pv96LrO0aNH2bFjB6qqikjVNsTpdOJ2u0XEd5NYKd1elmU+97nP8corryyZSeH3+/nUpz5Fb28v4fDGtt8TCDaTVQvg48ePc+LECZ5++mmeeOIJ7r77bl544QV27ty56v2/+93v8u1vf/uGB3uzPPfcc5w4cYKXX355y8YgENwuFAyT1EyW2Yn0TYnfbDLP+69cblk2eEc3dz821PwBz1gl4laBmJWnxMLzZC2TD4lRZunJ8wABBqTgopMCRXawmxAAulNBd+loLgcuj4bb52yK3+2AWSiSiEaZHZ/ASK+cygp14etWVdo8bnyaC5++fV6PoJVcLsePfvQj8vk8bW1t7Nixg8nJSXRd55577mFgYGDR/VKpFGfPniUSidDb24tlWfzt3/4t09PTCya3n//855u1tg0xuxZkWSYUChEKhdi7d++C2tylUFWVu+66a9HjPfjggxw6dIiXX36ZkZGRBdsMDAxw/PhxTNNsmYiLOnKBYHGWyqCAenT4d3/3d9m5cyf79u0jGo1y7tw5zp8/j2VZHDx4kEOHDhGJREQWj+C2ZNUCWJIknnzySX7/93+fp59+mh/+8IcMDg7yzDPP8J//839e1TH++I//eMsEcOMHVaTdCAQ3TiPluZCvkInnmR1PkZwxViV+bcvm1GsjTA4nsG2basVCkqBcat23d6idI58ZaJlQG5RJUSLLQrfguFXgY2ax5vg3K8j04iVFCQmJcFZloG1x8TsXh0PG43cSivgJhLePa2o2kSSbTGKkMlTKJoWsQXGVEVyHw0FAd9Lh9dHmFpGXrSKbzfLGG2+Qz+eJxWK43W6+8IUv0NHRQSwW4+rVq5RKpRa34UQi0dJ+ZHx8nH379mHbNslkEtM0KRaLqy4ramtr45/9s39GKBRa19e2HsZOUC+f+vznP8/ExASJRII777wTr9fbInLn9kYVCARLs9j3cmhoiB07drBz587mfUDXdXbu3MnOnTv5whe+sOS+AsHtxJpdGQKBAM8++yxPPfUUJ06c4Lvf/S7PPfccL7zwAo8++uiy+waDwSWfXm80zz77LN/73vdE9FcguAnqKc9JZicy5DJFKqXaqiO/Fz6Y4NLJxQ2uABRN4Xf+n3vQ3dd7z5bsKlmrRMIqULAXptWWrCqnibeI3xBODtOBJtefftuWzUwttuL4dKeCN+Ai0O7F7V3fJ96NtkOaw0G5VsOWoFyutKwPuJy4FJVirULGNJvrs4kk0StXmB2fpHQtlRnqwtar1SO5FauGWW29DpqioskOvLoTr67hFU/xtwTLsnj11VcXtNExTZMf//jHaz7ehQsX1ryPLMvcddddPPzww7dExLSnp6dpuiYQCG6MSCSCpmmYponH4+EP//APV/xOCeEr+KSwphrguRw7dozLly/z/e9/n29961scP36cxx9/nBdeeGHZL9h6P3leDS+++KIwvRIIlqER2bWRcPv0pgCcu1ySIB3LMTuRWXXUt0EymuX0bxa2J5nLvrt7m+K3IXzjVpGMXaJIhQqtaZw1y+IMs9SuLfehsZsQYcm55h/xxWp914OGsO32BnDpKi5Vo1gpkyoWmc6myZXqEW2/08lQOEK710ssnyVpFMiYJaajU8yOjZONxtBtG5/bB7JNuVYDJIK6C01RsLDIz6u79WgqukPDo2lIkoTuEC60K1GpVFAU5YYngdlsFsMwME2TM2fONKO6N8LnP/95LMtCVVUCgQDvvfcew8PDK+7X29vbNJuSZZkvf/nLzbpYgUDwycHr9fIf/+N/5KWXXmJgYGDBPF4g+CSzphToxXj66ad56qmn+OY3v8lPf/pTgsEg3//+9/m3//bfrtsgb4Z0Os3IyAhPPPHEVg9FINiWFAyT6ZE40bE0SNC5I0TPYBtur04qZjA9ksAsVZBkCTNfXn3Ks20zdi7Gh6+NYhZbxVmg3cOeu3rp293GlfMzuL1Oeofqbqklu0rcKhC1DLJ2aYHwbRz7faLkqB9XRuIIkaax1WpxOGQU1YEv7MYfcq+r+PXqOj2+IHs6OvAg41G1Zj/dGSOLS1EYScYxKzVCLjftHi8dHi8uRaFd0Rkbn2Q2lsSVN1BUFa/Hh3bN1bNcqWBaFrrDgaYoQtzeIFevXuXNN9+kUCigKAqZTAa3282XvvQlurq6lt03lUpx8uRJUqkUgUCAYrHI8PDwipPMu+++mx07dvD2228zNTXVXB4Khejo6MDv93Ps2LEF7U2+9KUv8Zvf/IZoNEpHRwd33303qqoiyzKjo6O0t7c3a2MNw+DChQv09fW1uBILBFuJ0+nE4/EIE6xN5P7778fn8zE8PLxqE0OB4JPAqmdN77333pLrAoEAL7zwAi+//DJPPfUUTz/9NM8++ywvvPACR44cWZeB3ijf+c53+N73vrfm/UzTbGkN0rhxVCqVJdtIbCWNMW3HsX0S2a7Xo2iYJKMGqXgWbAmXR8MsVohNZEjN5LCRSM/mMDIFQh1e0vE8M+NJjKyJDNjYlJfp8Wuki/zmb86STRUXXS87ZL70zXvR9OvRqN139gBgWTYlu0LcKjBjGWQwm9Hd+cxSaIpfgG48aDiwrYXiw76WHm1jM/dwmlPB43fhDei4fDqKrlCzl+4puhLZRBKzUKBsmviCQULd3XT7fGj5EhdHR7Esi+7ubgYHB9EqNbylKr2oSB43O4JhgrpOJV8gda136vT0NNV0mrCsgUdrOZeq6cydQi7XC3UrsCyr5b+5zP1ubEVU0rZt3nnnHc6cObOo+VMmk+H//J//g8/nY2hoiHvvvRePx4Nt20xOTjIyMsLly5dJp9NrOq/L5eKf/JN/wq5duwDo6uritddeI5FI8PDDD9Pb29uy/WLX9MEHH1z02I3WKI193G5302xqpc/GVl+P+Sz32bnd2W7X4mZp9A1vvJa+vj56enrQdX3b/TYuxnb9HV8LjTlrrVbbNt+nWq12Q3Pp2+F63C5s12uxlvFI9ipzIhwOx6rbEzzzzDP8+Z//OZIkceLECZ577rlm7+B7772Xd999d9UDvBka9b7Hjx9vWfb444/z/vvvc+zYsSX3/Q//4T/wH//jf1yw/Ec/+hFu9/YxxxEIVkO5WANs0jMmuXiRzEw9rVlRZSTqhlTVyvVbgeZSUJ0Stg3lfLVl3XKcf32WQnrpG1C4z8WuuxYvgyhLFlmlQlKpUFBq1KTFz2ljc8FfoOSo/5h3lFR6ijoSC7NUpGv1jg4HIEk4VJAkkCQZzSXj9Gro7qWdMldDpWSSz2bITM9QNPJYVpWQP0TE56PL46eSzZLL5YD6hNDj8VAul5sP2Do6OggEAgDMzMyQTCYpFArb7odlLRSLxaYzsMvl2urhNCkWi7z33nsr9pCdi6qq9Pf3k0qlVrVfw7RJURT27duH3++nUqksiOgKFme7fnYEy+NyuZrzxGKxiMvloqenh46ODpxOJ7Zt43K5xDXdZNLpNFevXmV6eppCYW2t7zaKjo4O+vv7V91FRiBYLYVCgW984xtkMpmm7lyKVQtgWZb59a9/vaLRVYORkRGeeuopfv3rXxMKhfj+97/Pv/pX/4p77rln2WjyevLMM88siP6uVgAvFgHu7+8nHo+v+KZuBZVKhZdeeonHH3/8tnhyfKuzna5HMppj+kqSTDxPPluiVKhQyC10U55PtVwFG5DqBlXLUTYrjJ2N8eHrowvW7TrYyc79HTgcMqFOH5LcKlQb9b5Jq0iaEgWqCyK/DtWBrimobpUzRpRLxSQ24JM1HtT6sGoWtcrCp9tuT72dUSwTY9fOHXj9LiTAoSkggbbC62qgKQ5kJCzLJj47Sy6ZxCyVkCSJSskkM5ugXCiAVUN3KLT7ArR7vHhVdUUh24iSWJZFOp2+pYVvg1wu14w2NMR9g0qlwqVLl9izZ8+mfjemp6d58cUXF3VMfuCBB+jv76darfLSSy81H1gshyzLdHZ2Uq1WMQyDcDjM5z//eYLB4AaMfuPYquuxFMt9dm53ttu1WAlN0wgEAgSDQfr7+5EkCcuySCQStLe309nZuWIpwXZmO/2O3ygzMzOcOXOGkZGRVd3XNoP+/n7279/fbMW2Wm6H63G7sF2vRTabpb29fVUCeE2FYydOnOD9999f1VObwcFBXnrpJV588UWefPJJ/viP/5gf/OAHa+43eKN8//vfv6mWS7quL9r7TFXVbXWx57Pdx/dJY6uvRyKaZeJSnMnLcfLZ66LX4VjZCdas2tiWjSRL6K6lt0/PGvzD8x9RKVebMVhVU7j7sSF8IRehzqVN8Up2lZRVIirlyMpms953bjS34c6sB3V+PTNMws6jaDK2DYfbu4m4gxipIgXDpFqtNfv4KqqE7tJxehSKcppIbwiHdP11eHWdsMuDrjpIl4pkTBNNkgm7PARcTjKlAjULHJJMl99HNJFgZGKciQuXyM7GqVTKgAy2Ta1axqs58bt9RLzeel2uLFOr1VZ03c3n8+Tz192dbwWX3pVovAZZlhe8nsb3oVG/ul6Uy2XGx8fx+/10dHS0rDtz5gy/+tWvgOt+FkeOHGHv3r0L+lz+83/+z5mZmaFarfLOO+8wMzPTXKcoCvfffz+dnZ20t7c3axlX2wd3O7JR1+NGWe6zc7uz3a7FcmiaRnd3N/v27WNwcPC2znDY6t/xm6ExdofDsW0+Uw6H46be01v5etxubLdrsZaxrEkAJ5NJBgcH+eM//mMef/xxBgcHOXr06LL7PPHEEzzxxBMtadEbzcjICMFg8JZ7Ei8QrCcFw2RmLMXsZKZF/K4nIx9P897LlxYsf/grh2jvWTl6k7NNknaBrG22mF3pTgWH5sCpqeg+HX/IxRszo6RKBWRZQr7W3ueewZ04bBlFldHcKla1hifgxO1zomkqYFO1LZjTBakhfAfb2uj0+vFoOjO5LOPZFE6HSqfXz0C4jRmjnrocj8WwxqPEx64wOzlBYXaWilmmVrseSdQUFZ/TRcTrxaevn5GWYHFSqRQff/wxoVCIw4cPMzY2xs9+9jOgLnDvuOMOLMtieHh4URfmxx9/nMOHDy/6e+R2u5vt+vbs2cPo6CinT5/G7/dz1113LfpU+VYVv4JbD7/fj3zt4dpWRvSCwSA7duy47cWvQCC4PVm1AL58+TJQrydIJpNNd+WVBHCD733vezz11FN861vfuqGBroUPPviAF154gRdeeGHBupGREQCefPLJpmPmSy+9tOFjEgg2m1TMID1rkM9sjPhNzRq8/8rllmWK6uDwgztXJX5LdhXDLmPYC1scaU6NQNhFKOIjXSrxk+EPKZSvv44DHZ083L+76YocCHsJhOv52qrWWtMr2xaKJNPh8dDm8tEbDNDp9dPpvS5kvG0ddPr8LZG8Tq+ffCxOfHyS0dFRsoU8WqVCm+YibUPNUlBkGaeq4tFUfJpLiN8bxLIsLl68yPT0NPl8vhmp2LdvX9MZeWpqildffZV0Ok2xeN1kbf7927ZtPvrooyXP9Qd/8Af09PSsemwDAwNb1r9eIGjg9/sJh8MMDQ2RTqeJxWLrJoA1TWvW5pZKpZbyr8b6UChEKBTC6azf49rb2+nq6hLiVyAQ3JKsWgCvxwRgcHCQ559//qaPsxKNqPNivPjii5w4cYIf/vCHy9YACwS3MgXDJDNrkE0V1tSvdzUYmRLlYpnX/vIM9hxXyWOPDjF0dPXCokyNEjWq88Sv7lRwejQKepVyyeCvzreKmYd2DHBXV3/Lsvmit9F/16WoyEgUnVe5t2cnvaEwXq2e7moYBtFoFNu28fl8zVo1wzAYvjpOLBZjamqKRCKBaZrojnq7IU1VcZc0kEB3KEL03iSVSoW/+Zu/4cqVKwvWnT9/Hqi3T7nRfroNQqEQX/va17alh4Nge9AQgg3TJtM0sSyLSqXS/HuxfWRZXnL9csyN5pqmiW3bi6bwaZpGT08PBw8eZHBwkNOnTxOLxRY54tpoiOqenp5mOn8+n28xSyqVSui6Tmdnp4j2CgSC2wbRPFIguI0oGCbJaJboWIr4VGbdo79j52O886sLLe2GAu1uHv39Iy2tjZYjY5XIWCZpq0ieClXq7vKKIuNQ6j15L9dSnB6dXrDvoUg3Rzr7lj2+5lDo9PnY0xahw+tFRaZ44TKD4faWyWUsFuP8+fMkEgk8Hk+zZKJUKpFMJslkMotOaHWHgu4Rk8AbwbZt0ul0s1duoVDgr/7qr4hGo8vuN1/8SpKEbdvIsozD4UDTNCzL4mtf+xq5XI5z586RyWTI5XLs3r2bY8eO0dbWtmGvS3Dr0RB/QDProKenp6W2O5/PY9s2xWKRZDLJxMQEuVyuKZQDgQBtbW243W5s224+MMvlcvj9/qa53fx7ydxorizLWJZFoVCgWq1SKBTYu3dvSw10Q4BGIpGber0ul6tZ7+52u+nr66Orq2tZoyrDMJqZMUL8CgSC24VPnABOJpMt/xcIbmUKhgm2DZKE26uTihlcPR9j+kpq3SK/lXKVasWBbcPbf3ehfr5rKJrCvY/vXbX4LdlVknaRadsgR6spl8vrxBXQOFOKcTEdZ35Z5Z1dvXxmx+4lj92o7e3y++jw+Oj0+vFq9X6TTkdrhDgajXLlyhUmJyfJ5XLMzs6uavyCG8O2bWZnZ/nlL39JPB7HNE1effVVqtVq0/FXlmUOHTqEJEk4HA4+/PDDBX0rh4aGuO+++/B4PPh8i5urRSIRdu9e+nMi+GTSEJ1OpxPLsujo6GhmtuVyOSRJWjalNxqN0tvbSzwex+124/F4iEQi+Hy+5j7RaJRoNEo8Hqe9vR2Hw9G8t0iS1EwhbqQPzxeelUqFVCrFZz7zGRRFaZZjLCdAG6+r8QAvnU6TSCQol8vNdGVN05ptZxptHOeOezmE6BUIBLcjnxgB/NRTT/Hee+81a4BPnDjB4OAgx48fX9AqSSC4FSgYJtMjcfK5MrJDQndpzE6kiU9n1iR+K+Uqp14dIT6ZoX9fB96Ai/beALIsMfzhFOffm0Bzqiiq3CJ+QxEv935+L8GO1U+QcrZJzjYp2a3j01wq/rCLs+VZLmVaxW+Pz8+Bjm72tS0e/WikOw+GOtgVDrfU9i6GYRiMjY01ozmfdCzLwrIsFGV9fw5mZmZ4++23l3y4YJpmc4KvaRpf+cpX6O3tba7/7Gc/S7VaZWpqisnJSfr7++nv71/0WALBUsyNtjYE7nxBuZpWPStFShfbZmZmhlqthsvloqOjY9U1s16vd1k30/b2dvbu3Us4HF4gphsivFAoNCPZbre7pcxDIBAIPul8YgTws88+u9VDEAjWlVTMYOZqmvh0tr5Agkqptqz4rVaqRK+kkWSJcrHCuy9dbFl/9rdXgbqZVXuPn6mRJJIEFbNCZU428Kd/7zA9A+E1jTdjlcg7q5RqNrqu45JkNJcDq2qhu3TGyhnOxK+nwioOB/+/w3evWGPrdzoZCkc40NnVrO9djlgsxuzs7Ka1ZNsKGjV8jWjPUmQyGX784x+Tz+dxOp3s3Lmz6aK8WrFp2zYzMzPkcjl27NiBw+Hg17/+NZcu1d3BHfOi73PRdZ1du3bx8MMPL6jNlSQJVVXZuXPnqlrvCQQN5po2rSbNd6PweDzs3r173dOHl3s9W/VaBQKB4FbiEyOABYLbgUQ0SzKao1QwMdIlsqkC+ezqzIFSswav/+wMpcLKdcHVSo3p0cXLBO54aNeaxW/JrpJWypT94HY68QacIEmgSbw8cpGr0RRAS+T3iQNHlhW/cyO/O0KhVYlfwzCYnZ0lmUyu2bBmu5JMJnn77bcJBoPceeednDt3jtdff71ZZ/vggw/S09PD6dOnmZycZP/+/Tz88MOMjo7yD//wD80exKVSiQsXLgBw4cIFPvvZzxIKhejo6GhGkgCq1WozWmyaJj/72c+Ynm6t167VaouOde/evXz2s5/lww8/ZMeOHXR3d6975Flw48x3+12pHn4p5qYb38j+N4Ou63R1dW2L/rQifVggEAi2J2LmIRDcIiSiWa6cjTJ5OU7FrNXVor3yfmahzKVTU5x9++qS24S7fIQ6fSSmsqRnjdaVkoSmq1iWxd5jvRy4b8eax16mhsPtQPVIeNv0pmvz3w6fYTybQpLAKpep5PKELQf39/RhJzKYONDdrkWPqSsKPb4gA+E2It7WetCGw7NhGOi6TrFYxDAMxsfHuXr16m0R/R0dHeX999/n6tXr1/Wtt95asN1vfvOblr/fffdd3n333WWPbds2//AP/9D8uxGNLZfLQF1k9Pf3c+XKFarV6lKHAWDXrl0cPXqUrq6upilQIBCgt7e3afIj2Hx0XUeSJGRZJhgM0t/fT3t7e4vbb+N71HBEz+fz5HK5puNxwwG5YQo1v8bV6/USjUYZGxsjkUiQyWSabXbm1642xLZpmqt2/J7bvkfTNDweDz09PUQiEdGiRyAQCARLIgSwQHCLkInnycbz5LOri6RUKzUunpzk/DvjVCvXI3KaU0WSJMxiXcwc+cwge+/qRZLr4ddcusipV0eYHc+w80AH++/tx+O/sVY/Hr+OEtCQdQ1LLVHQrKb4HU0lGE0msMplqrk81UyGSE1ml+omemmEzPQMgY4O2ro68beFFwhhXVFwqxpuTcMwDHK5HPl8nnw+TzweZ3JyklKphKqqDA8P43Q6yWazmxqN2ghs2+aDDz7g1VdfXZfj+Xw+du/ejaqq6LrOb3/72wWi1rbtpviFeuR3eHh4yWN6vV727dvHXXfdRSgUWpdxCtYPv99Pb28v4XC4abb06U9/mmAw2JKu6/V6GRoaYmhoiGg0Si6XIx6PY9s2hUIBt9vdbJPj8/kWjbg2am9zuRyxWKzZZmd+7aphGIyMjGCaJtFotOUzuFgfWqBpRtX4t6hzFQgEAsFqEAJYILgFKBgmpXwZ01w+2tagWq3x6x+fIhPPtyxXVAcPffkAgQ4PU8NJugdC6G6tZRtf0MXDv3uIQs7EtuymUdFqUDUFzamguVTApr07gNrlJO0uUUwmqFyL7Fi2zStX6jWiVSNPOZ6gvybRpanUqnWhZaTLFPMGmdlZ3H4fqqajOetRq2A4TFtPL64wRK+ONyNMjehS4/9QN3manJwkEAjcFhHHN954Y9EI7txeuZFIhMOHD3Py5ElSqRSKonDgwAFyuVxLv91Dhw7x2GOPtaQhHzt2jNdff52RkRGq1SrVanXZBwbhcJgHHniAXbt28fbbbwNw+PBhHA7HbfF+3040hOTQ0BADAwN0dXVRqVSYmpqiq6trWeOlhljds2dPy/LVtMnxer14vV66u7uXPL7X62VwcBDbtrl48SL5fB6v10swGMTtdouorkAgEAjWDSGABYJtTsPteeZqatV9fcfOxhaI3yOfGaRndxu+YD2SuutQ57qPVXMqtPcE6OwPork1XB6N2ZpBoVChZNWj0PGCwT+ODVOslKkaBp5ShXt97ZSvGTfNpVapYKRTGOl6jbBD0VAVmWpbG96MgTaboJgzbvmo7kpcunSJiYkJJEni5MmTzeWyLPP1r3+drq4uJEnCMAxM02z2vD169CiVSqUpRm3bJh6PU6vV0HV90eisoig8+uijPProo8D1BwhjY2OYpklHRweVSoVkMsnOnTvZs2dP8yHJZz7zGaDeVmZ+CyPB1tFIFe7q6mLnzp3rWhu7noLU6/Vy5MgROjs7sSwLWZZFRFcgEAgE644QwALBNqVgmCSjWaJjKeJTGfIZc4HDs5EpUavWCLTV0wCrlSoTFxO8/+tLLdt94V/c3dxmI/D4dXwhD+09PkIRH+EuP26vzoyRJTZrEM1lKJcrnIlN849jw1RyOaq5PJVEmj6nhzKri2w7sPE7VDxVi1IyyVgmu2GvaauxLIvx8XFOnjzZbN82lyNHjvDYY4+1LGtE2uYyN6onSRIdHR1rGocsy6IF0SYzt7Z1bjbDjRwnFArR09NDe3v7gr612xUhegWC7Y3f70eWZWq1Grlcbt3uWQLBZiEEsECwTUnFDK6ejzF9JbVoa6OpK0l+89dnsSybB3/nAKEuH6++8BFGptjcxhdy8U/+5T1rSmO+EbxBNzv3Rxg83M2MkWXYiJOIGWRKBVLFIrmSiVmt8vr4CJVcDjOWoJJIoVSr+HUvrGJ4DoeDgO6k3eujzb1xYn69sSyLRCKB3+9H11d2qgYol8v8/Oc/Z3x8fNH17e3tzWir4NahMWlsGEw1Jo/zaZhShcPhZs0sQDqdJpFINPdpmFDZto1t2806Wai3wnK5XOse8RUIBJ9s/H4/Q0NDtLe3k8/nmZ2dxePx0N7eTrFYZHx8nGg0KkSwYFsjBLBAsA0pGCaZWYNsqrCo+L1ydoZ3fnWh+fdHb4wS6vS2iF9FVXjgdw5sqPhtRH77htpQAiqXE7NcSs4ynU2TK13/8StXq/xy+CzlYpFKKkMtmyOATH+gA8cqxqcpKkHdSZvXi3eVInIzyWazvPHGG+RyOVwuFw888AAdHR0UCgX+5m/+hsnJSXw+H9/4xjfweDxUq1Wy2Sw+n68lQtvoqfvzn/+82Z4I6lHcvXv3Mjs7SzAY5JFHHlm2XlOw/dA0jZ6eHjo6Oujv7ycejxOPxxkfH0eW5RaDp/kGUQ2i0SjRaJR4PA7UjZ8kSWq2vGrUyQJNkXwrRHwFAsGtQzAYbPpMzPcAMAyj2X++IYIbjvMN93iBYDsgBLBAsI1IRLMUcibZRJ5MokC51JoaXDYrVMwaH71xpWW5kS5ipK+L34FDXew51kOwfeMmvqqm0NYdoGNPGF+Pm6uZNJMzKWbyBuVyq2h/Y2KEiWyaqpGnVihy1BtEZ2mDJIfDgcuh4lJUHIqMR1Pxaa5l+wJvFRcuXOC1115rieQNDw/T29vL5ORkc1kul+PZZ5/F7XZTLBaxbZtgMMhXv/pVTNPktddeWzTi29PTw5e+9CUhYm5B5kZ8fT4f+/btaxo59fT0EI1G6e/vR5KkVRk8LSaKl0J8XgQCwUqsVZxqmobb7W6K3Pn3mYaZXYNoNEogEMDj8WBZFtFodH1fgEBwgwgBLBBsEwqGycxYiuhYEiNTAol6v99rpGZyvPSjk8scoc7eu/s4+pnBFbe7UTRdwRNw0t4TwNfjIauVGZ5OEstlKVm1BeK3UqtxMT5L1TCopLPscThXFL9eTafD4yXs9qA7ts9tqlwuc/r0ad59992WCO1izBW/cynMMftKp9P89//+3xfdTtM0HnnkEQ4dOiTclLcp8+vedF1v6W3b3t6OLMvN/88Xr2sRtAKBQLCeaJpGV1cXHo+HfD6/qrTlYDBIR0cHkUhkyW3mimCn04nL5aKzs5NCoYBlWS0CWiDYKrbPzFIg+IRRMEyKuRI2EpIEpXyZdDyPkSmRz5Zatq1Va7z+87MLjnHw/h1kE0UmLs0CMHhHN4cf3LlhY1Y1hVCnjx37IvQMtjFTMZidjXI1k2oK32wiSalQoFIy8YaCjGdTFGbjlOMJwlWboL50/e52Fb+Tk5P85Cc/WXabxsTg0qVLC9YNDQ1RLBaJxWLUajWCwSDlchnDMBY9VltbG1/60peabs6CjWGx/rLz62yXotFLt6+vD4B8Po/b7RaiViAQ3BI4nU7a2trYtWtX87doKRHceNjXKONYKcOkIYIbpos+nw/DMAiHw0iStKyAFgg2g+0xuxQIbiMKhkmlXKFcrC1YnoxmKRplJAmQJNKzBmahUq/ztWxy2VJL1LfBb395gVK+9UdJkiV239mN062RiffjC7lwKI41jTVjlchYJhI2ftlJQHbi8evXIo52S9slVVNwRZy07Q4S6POSw+RqOtF0eG5gpNMkpqfJJFK4vW5+Ex2nmM9TK5XwugNLjmU7it/Lly/z0UcfMTo6uux2jz76KEeOHEGWZVKpFDMzMwSDQWzbJpPJsHfv3mYUt1EvZRgGP/3pT0kkEs3jDA4OcvDgQfbu3buhr+uTjt/vJxwO09PTs6C/7Nw621KpRDKZJJPJtJhMOZ3OJet0BQKBYLsyN+XZ6XTi8XiIRCJEIhHcbjcXLlxgYmJigbOz3+8nEomwf/9+fD7fqs41vyuB1+sV90vBtmHrZ5gCwW1GKV8mkzDIp8sUDRM1pF7r5Zvg6sUZcql6erPmVCmXKlRKtUWNrhqkZw0mh+PNvwcOd1Et19h5qBOXp24IFexYW71fya6StUrElRIFdxWHomA5q7idMh072/BLTtIxg1giQ0mywKpRUm0qgSojjhRTs3nMWvm6w3OhSCaZwEilycwmKGSzmIU8M6kEyVQ9Oq1KEm1O14KxOBwOFMmBz6kTdLo2Vfw2etXOTTG2LItCocCFCxd49dVXF+zT2dnJwMBAUxR9+tOfxu/3N9fPdeIF6O7ubtm/YUrm9Xr5gz/4A86dO4ckSezdu7c52RBsDH6/H5fLxeDgIN3d3S21ag3milrDMIhGo8RiMYAFYlkgEAhuBQKBAG63m87OTrLZLNVqFY/H0xLNHRoawuv14nK5iMViKIpCT08P6XQav99PMBhc8HsmENyqCAEsEGwA6USeQrpMKmbgD3mvpTcb5FLX05vzmdIKR6kzemam+e999/Rx5OG11/eW7LqZVk0Fh9dBvGaSqhQxlRrudjdur4aqKVguDaXXScQTwtftxs6pTObSZPMlylYVy1HFNkowJ3PXLBSJT08xMzZONp6iUCqSqRSwbYnhXKq5XcTpRZlXy9qI+gZ1FyG3G01RNk38Xrp0iV/+8pf4fD52795NKBTC4XDw1ltvkclkFt3n/vvv54EHHlg3Z21d1zl69Oi6HEuwMsFgkF27dnHgwOrc0b1eL0NDQwwNDW3C6AQCgWD9cblc9Pf34/P52LVrF7FYDMuyFk1Fbjz8279/P8VikUgkQiwWw+VyCS8KwW2FEMACwTpTzJfJJQukp4tcPR+jUqpRKlbJJgqLpjcvhW3bTFyKc+nkNTMlSWLvsd41j6dkV4lbBUp2Bdmr4mtzU9McOKtunIDH50TV6qnTJapMZFMUKiaFaoVoKUO2ZiI5YbFmva3iN0mqYHA6PdtsyzKX0Lzo71amPJ8/f55f/OIXAKRSKd57770ltz18+DCPPvqoaDu0zZjvXjrfkGpuHZuu683eujt27Fh1Cp9AIBDcyng8Hnbt2gVcb4m20v1vfpqyuF8KbkeEABYIbpKGmVUylqeUN4lPpUnN5slnK0xfSZKazSMB5RVSnedSNqv89hfniV5JNpcNzEl5Xgs52yTvrFB0WvjaZSpecLucLObBWK5VmcnliOUNsmYJs1JBliS8Wv282UQS27aQJBnd5WqJ/KYKBh+nYouOYcAbIqBpzb+3UvyePXuWv/u7v1txO0VRuPfee7n//vs3tJeyYG00jKt6enpwu93Ytk0ymUTX9eZEbXx8nFQqhSRJBAIB2tra2Llzp0hfFggEnyjm1+EKBII6QgALBDdBIpplejTJ7HiqbmB1TeTWavXa0rJZo1ZdXarzXN751YUW8avpKkc+PbDm41ga4HTgCrvRvRIe78p9dMu1KtSgUq0uWGek0xTzBsVcAVXXSMfiGEaWaDbDWG5h2rAqSewJthHSrp9XU1SCupM2rxef7txU8VupVHj99debf3u9Xh544AHK5TLJZBJJkuju7mbv3r0oiiKE7ybRELUulwtN05qpdoVCgUwm09JiaDHjKsMwmuZiUG8/ZBhGM8WvEfkQCAQCgUAgEAJYILgBGlHfK+djzE6kScUWb2ezVqrVGkWjzNTIdfHr9jl56MsH0FwLU3BVTUGSJbBZEF2uqVAO2mjtOngB+ebEXDaRxEinSUVnKRYKYNsYxQJn0rOYVmtq955AiIhzYbsjh8NBQHfS7vXR5l66HdJG8dFHH7X0733iiScIh8ObPg7BdTRNo7u7m3379hGJRPB4PE0hm8vliMViK7YYmi9uLQ9GYAAAX7FJREFURc2uQCAQCASCpRACWCBYIw1H59RsjkTUoFxaGCm9ESYvJ3jzr8+0LNuxP8L9/3T/ott7/DrtPUEkCTKJPOVYXQCrmkJBq1IO2BjeGrLXsS7iN3rlCrPjk5QKdQFZsy1Op2Yoz6n31WUHd4Q70R0LzTIaac8BlwuvvvZU7pvFsixOnTrV/PsP/uAPhPjdZPx+P36/n3g8jtfrRVEUent72bdv36LpyV6vV7iOCgQCgUAgWFeEABYI1kAj5XlieBaQqJYXit+JS3EyiTw1p9VcVi5WuHhyktRsHrdXI9Tpw7ZspkaTdO0MMXAownsvXVpwrP339C05Fm/QTdfOELpbY+xslHzGRNVl5HaNsq9MWi5RkyTkmxC/ZrGIDOSiMxiZDMl0mlmzQEh3MVvKt4hfWZI5FIwsK37XUvNr2zaVSgVtTu3wShiGwccff8zs7CxTU1Ps3LmTffv2MTIywq9+9atmZLG7u5uenp5VH1dw8/j9foaGhtizZw+lUolDhw6hqqropSsQCAQCgWBTEQJYIFgFBcMkGc1y9cIs8ak0+ayJpisg1dOPG2QSeX7zt+ewbRtXSOLwHWBbNq/+5cekZuamSU9f/9dIgpP/MLzgnIce2Llof19VU9BcCv6wG92tEYp4KRkhbGx0l0YuaFF2FiFtouJY9nXlTBMbG7++eG2wkUqTi8fJxuJcjs8wnk5i2RYThVzLdneEIviXEaqK5MCt6ng1fVHx2+jH+/bbb3Pp0iVkWW72Xr3nnnt48MEHUZT6fqlUCl3XcbvrNl75fJ5z585x8uRJcrnWcZ07d46zZ89imib6nKjzsWPHln1fBDePpmk4HA58Ph9ut5uhoSEGBgZoa2sjFApx9OhR4awtEAgEAoFg0xECWCBYBaV8mZmrKeJTGfLZenuVsrkw+hu9koRrUdH0dIk3fn4GTVfmid/l2XNXL4ce2FkX2PNopD1H+gIEIz7cPh23V8ff5yWtlYiXiqRrRQql8ornGUsn+cXwWWqWhU938eW9B/FpOuo1gZpLJvno0gU+vHgRKksfr8flW1b8AqiyjC7LaMrC1zQ5Oclf/uVfUi4vfo733ntvQZsiRVF44IEHuHDhQlMor5bOzk727Nmzpn1uZxqmU412QuuBqqp0dHTQ3t7O7t278Xq9zRTnSmV1TugCgUAgEAgEG4EQwALBChQMk9RMdsk+vlOjSUY+nsbp1hj5eLplXXQstUj33OU5eF//ouJX1RTaugPsPNCJElGp2DY5TNzoGFKFmFxkrJKiXF5ZYCQKBn93+Ty1a5HXnFnkRx+/D8AfHj6GVrV5//RHfHjxAlahgLxIpM6taAz4ggS15aN4DocDl6ri1hdGfwuFAr/85S+XFL9LUa1WW9yc5+JyuQgGg5RKJVRVJZlMoqoqu3fvJhQKcddddzVdhm8X/H4/brcby7LIZDLouo4sy6iqSi6Xw7btelbCvD65DQOqtrY2nE4nhUKBUqlEMpkkk8msWhD7/X7C4TBOpxPLspBlmb6+PpHeLBAIBAKBYNshBLBAsAKlfJl0PE8uXVzgtJxN5nnjr04vvuM85avqKl9+8l4UVaFaqZGeNfAGXJx/b5yLH0wCcPSRQXT3wmiqqimEu3x07ghR8dgMz0YxzDKKJBPwuIhm06SKxUXFb75s8sHwRdosCV12cKqQZtpaXCRb5TKvnPyAVGyG6Pg4tZIJ1vUc7z2BEG26m1zFxK/qyCu0CXI4HLgcKm5VQ3O0pmNHo1Gef/55qnPaLamqypEjR1AUhXg8TiqVIpFILHsOqLe9ueOOO5BlmT179jTTowFqtRpnz57l0KFDt53wbbQPGhoaIhKJYNs2sVgMt9uNLMu4XC7i8Tj2tawEj6fuvB2Px8nn83g8ngX9cQ3DYGRkhAsXLhCNRheIYF3XkSSpKaob5x8YGMDr9TbbEYm2QwKBQCAQCLYjQgALBCtQzJcxC5UF0d/JkQRv/vzMovvc+dAuUoU4+Smwqhb+dg/7jvWiqPWvnKI6aO8JAHD0kd0cfWT3kucv2VVkzYEW1NDDOtGKwWQuQ7ZQQpIl7AyUl0grzWSyPP/RO6SmpqlksshVG8uloeguFI8L3e3iyK5BTs7UBXg5mWE4nqBiGFQLJbgmZrpcbnpcAVxqXcQGtZX7CQO4HCp+p4uQ291Mf7ZtmytXrvCP//iPTfEryzKPP/44e/bsWWB6ZVkWpVKJc+fOYRgGd955J4VCgTNnzpBOp+nq6uLTn/70kuJWkqTbsp+v3+9f1EF5fgugxdK95/bNXcx5eXBwELfbTSwWo1AotKx3u91NAQws6MkrEAgEAoFAsJ0RAlggWIJENEshZzJxaZZsqtCM/hbzJuffneDSyckF+0T6g+zcH6F/fwfnz+f41MMHcCziirxaSnaVuFVAlco4JQ+uikG8YpA1Tcq1KizMyG7ht5fOkZyYopLKYFUr1GoWmCVsyaAv3M4OxU1wOsWjkpuTs1OMx2PUSiWoXXewHvD46Pevvl2Qpqi4VRWnquLRVHyaC98ck62PPvqIX//61y37fOMb3yASiSx6PFmWcbvd3H333c1loVCI3t7eVY/pdkPTNHp6ejhw4ACDg4Nr3n8lser1ehkaGhL9dAUCgUAgENx2CAEsECxBJp5naiTBzHi66fRcrdZ47WenycTzLdt6/E4e/soh/OF6imltjoBc8TxWiYxlImGjSwp++bpYjFsFZh0FFFVDtXMUs1CsmivW+dq2zYfjY3w0NkI1l8Oal8Z6INhGUNEoZ7LEMlkAerEBnatWCVuS6Hf5aFN1pDWkDWuKSpvbS6fX2yJ6G0xMTCwQv1/5yleWFL+ChTTqdnfs2CHeN4FAIBAIBII1IgSwQHCNRDRLMpoDbFw+J6V8GSNTpFyqMHEpztj5GInpHKV8q5g8/NAuDt6344bOmbFKTFkGs5aBKslotoLLKlKxq0hIVNwg+xScbTolpUrMyK54TLNa5RdnP+TylStUM7l6He8c9gXCBDV9kT0ler0e2p11o6RyodBsT7QaVhK/tm3z2muvtSx76qmnmnWpgoU0zKWCwSBQN6/SdZ3Ozk4GBwdF2rFAIBAIBALBGhECWCCg7vQ8M5bi6sV6S51AuxfbsimXqhiZEm/94jz2EmKwa2do2WOX7CqmXaVkV9ElBee1/0p2laRdJGUXKVKlYsuUqJKhRAUL3angD3kJdXrxeFdXcwvwVx9/wPj4OJVrtbxOZA63dWHZFk7VgbSCL7Wu1CO+q/FlbphcuRQVv1tfkO48l48++ohoNNr8+ytf+cptJX7nOzE3zKOWWr4cc82tBgYGmk7Ky9XuCgQCgUAgEAhWRghgwSeeRDTL9GiSieFZ8hkT264LXySomDXik5mm+DV1C5dXI9zpI34uTXu3j1DH8kIkZ5vErQJ5u0JIduJH//+3d6fBcaR3fue/mVmVdRcKhZM3WWQ3u9nd6mmwW/dIGjcgyRPjne0QKY3H3o1Zx4h0+N36BRl6Zc+b7WC/8kuD7fWEvR6tW6TsUWgtjYbokTWHriYh9X2imjcBEKj7PjL3RbGKLAIgQTZxEPh9IjqayKrKyso/wOQPz5P/h5xTYc4pk3UrVGhNZ25wM2Bblkko6ifaG+wKv7n5FK7rYBgm0b6b9+VWS2VcXCbe/C0XLl+gPp+mWakQwsOB3n5sywQefAdkj2ER8Qe6Rn3r9Tqzs7Ns2bKl05gqnU53LVv0T/7JP2HPnj0P/HjWwu2dmIvFIjMzM52g29vbSzQaJRAIdDWVWmy5Idu2CQQCDA8Ps2vXrgWjvAq9IiIiIp+MArBsWqVClXK+wvn3Zrl+OUN6ttB5rF67uTTPR69fpWm5VP0OpahL4g+G8dk+dn9pC3E7RI4q2UbrHt6o6affH8bjODi2S8VtUKBGkTolq4Y35KVu1ihVq2RKJep0jypblokd8HbCr2U5zF6+TK1cwecPUMzlaDbrmKYHX6DVxRmgWikzc22aN995m2apjFOrMRwIsvcemlfdC8uyWuHX5yNkezsdnguFAv/1v/5XcrnWVO3Pf/7z5HI53nnnnc506kcffXTRzsQPk/aobjQaXbCUUKFQYM+ePZ3O07eO2N7aVOrW5YbS6TSBQICtW7fS39/P4OAgkUhEgVdERETkAVMAlk0rPVvgWnKOq+dT1CuLt1Oeu5rl+vUc5XCTUsRl71e3U7AdCpSpe5qAieEazFOm5FQZIEzQ66c3GqA5aDAXKTNfrlBxmnjCNt5BHy7gFkw8lher7tBoODQarfe3A17ig2Hig1HK+SyzF69x/dIV6rUaXtsLpoHH4+FKKc9bVy/y+PA2DMPgtYtJpq5c7urgvDMce6Dn69buzj7TwuuxCNt+bI8Hn+UhnU7z53/+512v+fnPf971dU9PD//oH/2jB3pcq6E9MtvT00MwGGT79u1EIhEGBwcXTEdebmi9dbmhQqFAOBzWckIiIiIiK0wBWDac9shuqXizU3IgZBOM+AiGbzZ/qpZq5FMlitnKkvt6+90rFGJNSiGH0PYgZsC6+T5ug7RTBgxqNCnT5LpTwHAthoMxSoMGse1e7KIfG5dAyEco4r9xPF6ivWHq9QalbJlCtkyj7hAIevEHfZTzWabPn+f6pStUSsUbx9t632vVMsl8FnC4fP4CpmEyU853LV20L9KL9x66N9+JZUDY9tMXDNEbDC56j++FCxf4/ve/f8f9BINB/uiP/ohgMPhAjms1tKc3r9TI7O2jwiIiIiKyshSAZcNpjezOMzedA1x8fi+230tPXxB/0MYX8lEp1rh+OUM+W15yPzPFLO9dm6YUbeL6YOun+rseb+CQdat4PCam1yLiC+K1TZwek7SvQs3vEoj7CfctDHxeO9D5czFs4wvaVApV/CEfTrNGZnaa9Mz1Tvhty9fqJDPzna+vF/ML9t1r+xlcZsi0LAtuNMVqNhsLHjdMk5DPx3A0SjwYwmct/Ctjfn5+Qfh95JFHyGazzM62moqFw2H++I//+KFqehWNRtm2bRv79+/XyKyIiIjIBqEALBtKqVAle73A3LVs555e2+cBw2D+Wg4MsP1eapU69UqTWnXx9XQvfTDHxN+/QT3i4nhdQr1BLGvhiGodB9NjEYzaxAYiBMM+vLZF013+8kGhsB/b9lKL1aiWK2TnZknPzFIulKjUHa6UswQ9NnE7wLuZ2SX302P7eCTah88y4C6dntsCVmtaMyZkyxWqje7z4fNYhH2+Tvit1WoYhoHX6wXgl7/85YJpzs8//zyf+tSnFtwDux7dusxQJpOhWCximia9vb1s376d4eHhTgdmEREREXn4KQDLQ+3W6c6VYo3sXIG5q1mK2ZtLzdSqrZHNWqUV7u405bnt9TfPU7Oh7m0F2fj2yKLP8/k9hHv89PSHO+H3fnhtC68doFkvUysVKOfz1OsV3srMUHWaQJEk6SVfbxomO0M9+BYJ6XdimSY9gSAh2ybiqzBfLFCuN6g26vh8HmJeP32BVvi9fv063/ve96jX62zZsoWenh7eeeedrv3903/6T9myZUvXtvUcfvft28eBAwcYHh5menqafD6PYRga8RURERHZoBSA5aFVKlS5lpzn2sUUhUzlrqO6d+K6Lq//3cekpvMM7IsxXcxRDTs4Xpct+/voGeyeuuvxmFgei0g8SE88RE/8/u9rLdaqvHn9Gv2BMLFyjWqlQrlS5Tfz7fC70Eh8C5Zp4LrgtQwMg7uu73urdkOrvlA7/Ppb/9l+0qUSxXoVw+MnEvAR9QVwHIef/vSnneV6rly5wpUrV7r2+ZnPfGZB+F2vbg+/gEZ7RURERDYBBWB5KLXC7xwX379OaqZwX6H3Vh+9fo13f3sJDLiUSdEMgWO5xHdG6dvZ0/VcyzIJhP34wzaRnsB9j/oCpMtFfvDB2xSqFRqFAtXZeerzaZxabcnXDAeCBLzLf0/LsvAarefXcbAw6AuGu9bubYv4Wl2dXdelWCjgMUxc1+W///f/zuXLlxfs2zAMvvzlL/PMM8+s25He29m2zdatW9m9e7cCr4iIiMgmowAsD6VKsUZmrkg+U/5E4TefKfPury4y9f405XCTmtel4XNpWuBYENvamvpsWWbr3lefh2DYpqc/jNdnYdselnu/7e1S5SL/7b03qdRrOLUa9XSWRi63IPzuj8XptQPMV0u4DstucNUWsLxE/QG8pkmxUcVjeugNBBbt5gx0Gl3VLQ+vv/46v/jFL240y2oZGRmhWq0Si8XYt28ffX199/jJ11YsFmNgYIDBwcG1PhQRERERWWUKwPJQKhdrVEt16tXFpwgvRz5T5sd//hoAtZBDNQjlsINruBiWyfC+OMFIa9kkj9fCF7DpGQgSDPsIhRcPj4uZvHaJuVKRnT29RGwf26IxsnPz/PCDN8llsxi2l0YmSyObp1mpdr12OBCi39cKvIP+e+ugfOs054gdwPZ4qNXrYBjYnrv/6F+4cIFf/vKXXdueffZZvvSlL93Tcawntm0Tj8cZGBjQPb4iIiIim5ACsDxUSoUqqekcF9+/zty17H2P/pYLVX7856/RtFyqfodSxIW4yWNf3Eaz5mL5zAVdn31BLw0vpJsVgq5vWVN+z6fn+fmljwH4YL7VwXlvuIdwpsj0+Qs0qzW8Xg+P2xHeLddoOvBYrA8XqDtNBgP3t2yQ7fEuOs15sWWMbvfhhx/ywx/+kGaz+5cL27ZtW/fht71ubyAQwLZtarUa+XyeaDTK0NAQW7duZWhoSKO/IiIiIpuUArA8VCrFGjMX061Oz7nq3V+whHd+dRGAptelGnKJPBKk70Avlsfi9oxoWSZ1r8tP5j+gPNfAMMD2ePjijgT7evvxWhZX81nigSABr915XanR4FcXp7r21SgUeOviFWqpNE69gdt02N3TQ6DR4JnePlwXzAdwL23A4yV8o7mV4zhcuXIFv99PX18fprl4p+hGo8HExMSCzs6WZfHVr36V/fv3f+Ljuhe2bWOarXuQ2823AHy+1i8f2ttvXcooGAwyODhIOBwmFApRLBZJp9OUy2U+85nPsG3bNgzD0OiviIiIyCalACwPlbtNfa6Warz1iwtkrhdp1Jv4g61Aavs9PPmF3URiAa5fyTL1xjUAmpbL8ONxIk9GqbP42r1lu8m56mUcA9rZtNZo8Dcff8DffPxB53k+j5c/fPRJBkJhctUKf5+7jte2MQCnVqORL1Kbm6eRK3Td5xszWtOsDQweRB8p2+MlaPswm03eeOMNfvOb3zA/Pw9Ab28v3/jGN4hGowte95Of/IT333+/a9uuXbv46le/SiwW++QHtgzt0Nseye3r68Pv95NKpSiVSgD09fURDAYplUoUi0UGBgbYs2fPog2tIpEIfX19fPDBB+zdu7ezfrGIiIiIbE4KwPJQqZZqVEu1Jac+v/XLi51wC5Cl2PnzpQ+udz23abkEtwUZeKqPvLtwNLnqNPiYLDPlEobXwLPEyGnn+Y0633vnNwC4gOO6nce2B8LUshU+yt8Mv5ZhsifSg89zb2v33k179PenP/rxgqWK0uk0/+E//Aeef/55du/ezbvvvkuhUMBxnAXh96mnnuKzn/1sVwOsleLz+YjFYmzdupVgMEggECAcDnfW4y0UCuTzeaAVatvbXNfViK6IiIiILJsCsDw0SoUqlWKNarWx5HNmL6aXta+m5VLzOwwe6KGxyMhv2qnwOrM4uJiG0ZmWfHDrDgq1Gu/PzSz7uP1em89v2U0Omy31JqV8EdsycLm3tXtvZXu8mJi4OFQbdSzLImB5CXi8RIM+0jMzC8LvrV599dU77v9f/st/SbPZxHEWHxV/kKLRKNu2bWP//v2dwHu7cDi8YLtCr4iIiIjcKwVgeWhUijXKxSq1SncAdh2Xi+9f5/1zl8mny53tQzt7mVkiEDfCBo//QYJKzKXhLpxO/QHzrfBrGni9Fp8a2sZntu/Cf2MK7e/uSPCf33yNWqN1LD3+ANlKecF+nt26g89t38PclatUKxXcmoN9o7nWJ5ntHPB48Xk9+C0PuWoFv9dL2PYRD4bIpzOc+dGPu56/e/duHnnkEc6cOXPn/QYCHDp0iGAw2BlxXUnRaJR9+/Zx4MABrckrIiIiIitOAVgeGrff/3v9cobf/M8kmeuFBc99+kt72H9wB67rcu1CmnDUx7WP06Sm80S2hnB3eslHG5QXmfp83SlRoI5pmARsL3/05EF6w91r7/q9Xr6WeIy/uzRFrz/Il4Z24tRrzKTTlEtFrqbmyU3P0d8zxMfptynkcuSuz9Ns3Fvjrvmr18in0vQM9BPti5N84y3cRpPPfelL9AfDhGybeDCE98Y05clfv8YvfvGLzuuj0SgvvPACvb29mKZJLBbj4sWL/OpXv+p6nz179vDZz36WLVu23NPxfRK2bbN161Z2796t8CsiIiIiq0IBWNZUqVAF1wXDIBj23fG5t97/m5kr8NNTbyz6vOFdvex7eisAhmGwdXccgGi8taRQzq1yxcnTcGoLXltwarzBbKshlQnPDe5cEH5bx1JmyPZzeO+TAMxdu0rq2gzlfIF6vYq/UmP+2iyXTRvDMMFl2eG3Xqtz/q23mbt6jUqhgGG0Jkq3p0sbpsHbv/wlj/6T/wWPx4NTq/PKf32l0+iqzbIsvvnNb3Y1vNqxYwc7duzgwIEDvPXWWxw4cKATjlfTrdOetSSRiIiIiKwWBWBZU+nZAqlrWTBNtu6JEwj7wHUpF2sEQnan7XJqOsf0hTT5bJlKscZf/z+TXfsxTJMte3pJPLWFLbt7F6zRW3Eb5JwKFbdJ0a1RpN419TnjVPiQFHmjfqMbs4FhGXxq27ZFjzufTlMpFTEME8MwSE3PMH91phNyXVoNsJqN2j3f5/ver15j7sb9u8aN+48tw8Q0bwRgDC4kP+bf//t/T29vLzMzi9+P/Ed/9EeLdnuGVjfo3/3d372n43pQNO1ZRERERNaKArCsqWqpxtyVLNVqA9M08Ae9lHIV5q7l6N8SJb6lB4CL781y7Xya5FvX+Pn/171OrWmZfOXQU/Rv7VnyffJulWm3QMapdJpetZc9qjgNfsssrgGmx8A0TQwDIrYf29f9I1Itlcmm5pm5cIlSJte6kdc0aFSq9zy9+Xau6/LG3/49qWvTwM3w6zEtLNNcsD5wrVZbNPzu2rWLF154YdVHdZcrFosxODio8CsiIiIiq25DB+DJyUnGx8dJpVJMTk6SSCQ4fPgwR44cWetDE7q7OhcyFWYupjEtg0qxRnq2QLVcJ5+tgAtz17LkMyV++eP3uvax/+B2nv5S4o7vU3EbFNwaBbdOmdsaaBkuvzau4RpgmGBZJtaN4PiFnQv3W62UyczMkpubo1IsLnj8ftkeL3OXr5KdnsUyWgEcw+APv3mYfTt2kpq9zq9//WsuXLhAo7F4F2zTNPniF7/IyMjIug2/0WiU/v5++vv71/pQRERERGQT2rAB+OTJkwCMj493tk1MTHD48GFOnDjBuXPniMVia3R0m89i9/re2tW5XmuQnsm3pjzfWD63kKlQzFXBhVq1zvXLWZzmzWV52o2u7ibvVsm7VSruwrWD32IOx3KxrNYIq2EY7IrF+Ue7H6GZL5Kdm8MwTKJ9rfuIa+UK1UqF+h2WYrpXtsdLXzDMTC7XamZltKY5f/voUQLBAD7Lw5YtW/jDP/xDAC5dukS5XCYej/OTn/yESCTCV77ylSWnO68XanolIiIiImttQwbgZDJJJpPh2LFjXdtHR0d59dVXOXjwIIcPH77rkjDyYMxP57j28TyuA/EtrZDWvqd37mq209W5dluorNe6v569nOn8+ZFnti0afrNOpTXi69QImzYGUKROwa13pjy3lYwG824Z09Ma9T0wOMzzex4FWlOdZ6enyc+nMS2T3sFBvH4fmdnrlLL5Tzzdua0dfiOGQfLd9/Dc6Ob8p3/6p0QjkUVfs2PHzc/9z/7ZP3sgx/Eg2baNaZq4rku1Wu1s27JlCzt37lTTKxERERFZMxsyAI+Pj/Od73xn0cdGRkYYHR1lYmKCZDJJInHn6bPyyWXnily/lCGfLTN3LUek108+XSafLlPMVZa1D9d1uZZMtb4wDB5/bvHwe9UpkHZKVGgQdXwYGLiw6OhvxlvFcAws02QgHOb3dj/SeSyfTlPIZEhNzwIumbl5QpEwtVqNRn1h9+j7FfB4CXm9/OQvf4DjtAL68PDwuh/NvZNYLEZ/fz8+n4/5+Xmq1SqxWIxdu3aRSCQIh8NrfYgiIiIiskltyAA8MTHByZMnOXfu3KIBd2RkhImJic59wbJybr3Pt5irUsxVSU17uqY6L0d6Jt8Jy/1bo/hDdtfjFbdByi2TdsvkaQXUrFvFpPU2t4/+WpbBFSeHaRoYBvzern2dJlPVUpl8JtM10tts1GhUa/d83K33sghYXjyWSaPpkCuXeOcXv6SQzbFt2zYKqTSFbLbz/Oeff/7e3mCdsG2b3t5e9u3bx549ewiHw+TzeYrFIqFQiEgkovArIiIiImtqQwbgeDzO5OQkmUxmrQ9lU5ufzpGeyTNzKU2tcnM6861TnV3HpVKqtZY/uoPLH95c43b7vr4Fj9doUqFJAwef34Nle7BMg3qlgQt4Gq1w22g0sSyTGbtEudHEMkyGwhEGQ63pxtVSmblrV0nPzFIulLreo9moYVkWYGBZHprN5d0HHLC89AdDxIJBCrUKb/3yV6SvXgPD4NJHU10dnr/2ta8xNDS0rP2uJ+0pzvv37+8a5VXgFREREZH1ZEMG4DNnztxxenMymQRaI8GycrJzRaYvpEnNFBYdNS0Xq/z0e29QyJQ58NmdPPm53VSKNXLzRQa2xzBurHtbzFV47+ylzuu27l3YQbjqNqi7DRpuE7/fT088QKjHT6lYB9dl7uosubl5yqUyRT+87ylimCb1Wp0tvjD5VJpoX5x8Ok1qeobcXLrrPt/2KG7Y58cwwMGlWq/TcBzKzQbNRTozWxjYHi9hv5+gz8fs5Sv89Zm/plgs4bU8nbWK2+HX7/fz6KOPfqJzvlb8fj99fX0MDQ0p9IqIiIjIurUhAzBwx6nNp0+fZmRk5I7PqVarnQY+ALlcDoB6vU69vvB+0rXWPqb1cmzlQpV8pkR2vkC5uHjDqDf/4Tz5TBmAd351iWg8xNu/OE8uXcayTLY/2s+jI9v4xQ/f6+TnQMhHIGzTbHZPaS47DSpOg6antZSR1+/BMB2CEZNauYJpligXZ6kVi7x/PUMlYGNgYtQbVOsmF4oVegYHKGVzFLM5Go0KtsdLwOPBb3mxLQ8h2yZit0aqXaDqNMmWSnjrVZoeDx7DolJvUHebNJp1/JZFr+2nPxjE48APf/hDms0mrRWObq7p67oug4ODfP3rX8eyrM69wGvNcZyu/wAikQimadJsNikUCkQiEYLBIIODg/T09GDb9rr5Hmxbbz8bm53qsb6oHuuHarG+qB7ri+qxfqzXWtzL8Riu697jHY0Pt5deeonjx49z7ty5O44A/9t/+2/5sz/7swXbv/vd7xIMBlfyEDeEzHSZ+ctFsjMVqpUm6SsV7IBJdMAPtELf26/OUis377ifut+h5ndwLBdv1WR4IEziyd7O4zXDoWQ2yIcdip4Gjt/ADliE4jalVIpapUy1WKZRr1JMZ8mVSlxoVjAsEzDZbvkIui6Wx8Ly2oCLU2vQaDYIWR56PD5iXu+Sx1duNjrLO3kMk3KzSROXOk38ePCaBn7T4uc//znz87dM496+nXg8TqVS4ZFHHrkxtXp9KZfLuK6LYRgEAgECgQBbt24lEongui65XI5oNEogEOgsKRYIBNb2oEVERERk0ymVSvzxH/8x2Wz2rs1kN1UAnpyc5ODBg5w4cWLBEkm3W2wEeMeOHczNza3LDr31ep0zZ84wNjaG9w6BbTWkpvOcf3eWK1NzZK4X+NnpN8mmShiGwVe+8RTx4Qg//x/vcu3j1F33VexpUIq41ANNensifPrZvQx7wvSYfipugzmnRNZfhbiFJ+jBF7YxgUDEz7Xkx8xfvUpuPs35XJpL2TT1W6Yq7wpF2R5efKkh0zSJ+4MMBCP0hUL3fA7q9ToffvghjzzyCDMzM5w6darz2NjYGE8++eQ973O15fP5zsjv9u3b2bt3L48//vhDt4bvevrZENVjvVE91g/VYn1RPdYX1WP9WK+1yOVy9Pf3LysAb9gp0Is5fPjwssIvgM/nw+db2JjJ6/Wuq2Lfbq2Pr1SoMn81T3omT7VU58PfXCWXKmEAuC5nz3xI39Yo0x+naE8C3vPkMB+/Nd3ZR9NyaXhd6rZDJQB1r4Md8zF0sI+sp4Lf9NDAoWw7zJkV7LiPQMxHT/zmyHy1VKZeqVLJl7iamuPjbCtst9/TMAwG/WEMbk5FvlXI4yNi+4kGA5imeffPXSpRq9Xo6ekhn893vne8Xi+zs7OdKc8jIyN86lOfuqdzulZM08S2bWKxGL/zO7/Dnj17Hrrwe6u1/tmQbqrH+qJ6rB+qxfqieqwvqsf6sd5qcS/HsmkC8OHDhzl69Oiywq/cv/Rsgcz1AsVslWqpxvvnrnQ9XsiWKWTLna8tj8WBz+ykUW9y6f3ruD6Tp7+5j5ynyi//9iMc08EX9ZI4uAXTMim5DWabBbIhGzvqIxAJEAz5sH3d3/TtdXyLhQLn81luty0QxudZPNhalkXA6yXo9+Gz7v4j8uGHH/LDH/6wa5vruni9XizL4ty5c53t+/btu+v+1gOfz0dPTw/Dw8Ps3LmTvXv3qrmViIiIiDz0NkUAPn78OM8995zC7wNWKlQ7978Gwz5KhSrZ6wVy6RJz0zle/X9/i3tLQ6dwT6Ar/IaiAb5y+ClCUT+f/fpj7D4wRDNiko81qDlVdnx6kPx8iYHdMUyrFVZdC2oBg+CAj1BvgFC4dU9xbj5FyXUwDJNwvJdL89fJ53JcyqSpOq37jD2GyXAgRMBjMRjontZ861q9fo9N2GcTthfOACgWiySTSV5//XVKpRI7d+7knXfeWfT8FAoFfvSjH93s9myaDA4OfoIzvnp6enrYv38/TzzxhIKviIiIiGwYGz4Anzx5kr6+vkXDbyaT6TTvkXtXKdaYv5YjO1/EF/BQqzTIpYoU0hV+8p/P4jo3by/v39bDF//wAD/6v89Sq7a6tD323HZC0VaANUyD3l1R5pwSRadGw20SjgcIx7ubKnm8FuGeAD29QYI31g7OzaeYPn+eSrHEh6U8F9wqjVyeejZHs3gzcD8W66fHthf9LLeu1eu1LFzX5aP33qdWq/HUU0/h8XioVqv8p//0n6hUKp3XLRV+F/PYY49hL/H+K8m2bQKBAD6fj2q1SqVS6bq//fbn9vb2sm/fPnbt2qXwKyIiIiIbyoYOwKdPnyaTySwafpPJJJOTkxw6dGgNjmxjKBdrXL+c4dr5NNAaCcaFt391viv8Aux/dju2z8uXvvEkf/+DdwiGbYb291JxbzalmnNKTDsFcm6FOosvBWR6TGyfhde++a1byGTIZzK8feE8F8pFTK+J23BwGjfboff5AkuGX9vjJeIPEAsGifhagfxHP/oR7733HtC6qf7LX/4yFy5c6Aq/t3vhhRewbZtgMEg0GuX73/8+ly611i/esmULzz///B3O5oPXDrNbt26lv7+fUCjEpUuXuHTpErOzswueH41G2bZtG/v372d4eFjhV0REREQ2nA0bgCcnJ0kmk0tOe56YmGB0dHSVj2rjuHW6c3tEFyA1k+e3P0t2PffTX9vPtkQfAPGhCP/Lkc90OjjnGjl8hoWBSYHqHcOvZZkEgl78QR9eu3vZoI+zWc7faHTVrC187Z5w78KNtKY+9/j89AYCnfA7MzPTCb8A586dI5lMLvp6v99PKBRibGyMrVu3drY7jsOBAwf4x//4HxMIBPB4VvdHzbZttmzZwv79+0kkEp0wa5omxWKRbDZLtVrtjA739PSwY8eOh77RlYiIiIjInWzIAJxMJjl8+DCjo6McPXp0weOpVIqJiQnS6fQaHN3Dr1SoMvXBVS6dnyOdKXJrK6m3/uF813O/9r8fpKfv5v22FbdB9Ub4TbsVcm6FAB5MDJqwZPgFsANeAmEfluVQKZU6HZyLxSIfzc10njfgD7IrHOOt9CyVZoOdoZ4lG155DAuP5cG+sQ6v4zj86Ec/WvC8279XnnvuOb7whS/ctUN0KBRaVhfp2/l8PmKxGL29vfj9fjKZDPPz81SrVUzTxHXdJacx+3w+hoeHF4RfgMHBQRzHIR6Pk0ql8Pl8RCIRdu3aRSQS0aiviIiIiGxoGzIAj42NkUwmOXny5JLPSSQSq3hEG0ulWGN6NsvU/HWypTI2FrZhUc/WuHIlTXts9pHPb6cac7nYyGIAtmFRcGvk3Ro5t0qDJqbfxDVN6q5LrVxf8j3r1Qo+v0GlkKNRbZCbT2MYBqZh8sG1S9QqJQD67ACP9sQBeDo+SL3pEvC2jqiczzNz8TKNeo0tiT14vF5mLidhyxZ2HDgAwN/+7d/e9Rcj/f39fPGLX+w0t3rQbNteEGCnp6d55513yOfzFAoFms1m1zRm27YxTZNIJEJ/f/+S05jD4TD79u1j3759FAoFXNfFMAwFXxERERHZFDZkAJ6amlrrQ9iwSoUq6ZkchXSZTLXCrFuk4TapztQ4/9PLBDwmVsPk0ZFtJD69jStOnrzZGrX0YlKq1yi7deo4WJZJJOrHsj04tQbVegPLNTvBstFodW+u1ss4zTJg0KhbVIslUteuUa/VAJNLqVlotkaOB4M31wL2mCYeEwrZLO/96iz5VKrz2KX3PsAwDCzDJPnGG1i1Olu3bmVycrLznM985jM8++yz5PN5Xnnllc6I66c//ekVDb+LTV1uT0t2HIdLly7RaDSIx1tBv1QqEQgECIVC7Nixg0gksqxpzAq9IiIiIrLZbMgALCsnPVtg5mKG9PUiH7x2manpOZq2C6UmAcuk7nNoWC6e3wlyuZEj61YwIiZ+vxejCU4e6vVW+LWDXvwhH4GQj3qtTr3mUG80MUwDv89Dudrgw+J13k0lIV9kX7mHR4cGqFdq1KsNMqUSFwoZsvVWMPVgErNb9/FWiiU+nPwN1XKlK/jeygAwDAwMfvazn3U9tnv3bj7/+c9jGAY+n4+xsTF+/OMfs337dh599NEVO79+v5++vj6GhoYWBNR2qI1Go52RW4B8Pg+gKcwiIiIiInehACzLUipUSU3nuPj+deauZUnnClz48Dr1cBO35mJa4Fgu1aCB4YXZQBnc1j29ESuIv8fG6zWp0qCSa+D1ewj3BIjEAtg+L/WaRaPuUKs2sH0eIrEAV1NZPkzN4lQq1As53k7N8/alJE/EBgkaBm9mZnHdW5ZaCvgxb4TC8++8w9yVq0t+HvPG9GmPaSwYzbVtmz/4gz/o2v7oo4+uaPBtv29vb2+nY/NSFpvWLCIiIiIid6cALMuSni1w8b1Zrp1PU6vWmZ3N0rRcXKMVQB0DaraL6TrsfmaIOg4+v4eA4cEX9OBY4OsJEKjWqTpNbNsiGgsSivg77xGJ+QED2+fFa1u8/+GbNFPzNLMZqNXAaU1zfn9+hsZtzbIG/EF2R2Kdr7Oz8ws+w2OffpYtiT3UymVef/VnNKoVnnn6d3jzzTe7nvf000+v+nq9S019FhERERGRB0cBWJalWqqRKRS5XEpz5UqaX/z8IxzfzdHXwUfixPsiBCNeXMD1QCjqJxD2Ee7xg2HgtS1CsQCGxwSXrqWMvLaF1w7gui7vzc3y848/IHXpMvVUGqdUodf2ka611uC9PfxuCYRJRGOdr+u1GuUb04Jv7t+mb1trmaJIpIevvvC/EnAc9u7cxRe/+EX+y3/5L+TzeXbs2MFnP/vZB3z2Fmo3rWp3c77T1GcREREREXkwFIDlrkqFKpVijVylypxT5le/naIWaLZuojUNHv/yTixPK8zWboTTgN9HIOwjPhjtCrqhsB/b9gIuN+7C7TI5fYlfXDpPLZWmWSrTrFSJ2TYHevtJVcq8m+0e2Q16bBLRHsr5ApVSmdhgP6lr07i0wnl8yzBDO3fSOzhAJBTBa5r4vV5igQDxYGuacSAQ4E/+5E+oVCqEw+EVa3B1q1gsRigUIhqNUq1WicfjDA4O3nHqs4iIiIiIfDIKwHJX6dkCmesFSrkqhXSZaqOO63VxDYO+HZFO+G3zeEwCQS8Vy2Hi4vt4DIuRLdvoC7ZGNtuBeK5UwHY9RH2tadC1RoOzF5LUiyUa2RzNchk/Jolwq9tx3B/gCXOAS/kspWaDbcEetodDXJlK8uHZSVzXZfsj+6jdsj7utr0J+rdvI2z7ifoD9AQC+CwL2+PBZ9389vd6vXi93hU9j9BqYBWPx9m3bx+RSITBwUEtQyQiIiIiskoUgDehUqFKOV/BxSAY8REM++74/Gqp1pkC/f5vL9O0wTFcPHEv8X2xro7EpmkQCPsJ9gT4/6bfo3SjQ/P78zM8s2U7u3viJDPzXMimyJTLGIbBp4a28oUdCX564SOKmSz1dJZ6OsNIfBBfuHukOGb7iPUNdr6euXCRD1471/n68ocfdf7stW16h4ewLIvAjVHfvuDajrDGYjEee+wxnnzyyTU9DhERERGRzUgBeBNKzxZIT+fAMNia6LtjAG5Pf86Wy7z3/lXShRKuzyW1q0l9d4OrXMZwIeR6MQyDuusSrNr0ZUKd8Nv2m2uX+c21y13bXNfl9ekrvD59BadWo1ks0cwX+FSwF58Di02TvtXMhYsLthmGgYnB9sQeeoIhLMuiJxAg7Ltz0F9p0WiU/v5++vv71/Q4REREREQ2KwXgTahaqpGdK4JpEAj78Ae9YBiUC1Vcx8W4sb1YrZCeK5LKFTh/dY6PktM0bJem6VDbbmF6WuHUBYo0WsHTMig2a5Tz9Xs+rkahSLNUZrvHT8he3nTkQjrT+XM4FqOYzWIaBh7Lw7PPPEM0GsHEJB4MdU15Xm22bbN161Z2797dWc9XRERERERWlwLwJlWr1HENg1yqiO33YJoG2fkSHo+Jx7YwDIPLs2muX81weSbFmTNvUqCOa7h4BmxM/81OzAYGpmlgeAws0+xqIuW1PDwzvI1fX7mw6HH0+ANkK2UahQL1TA4nX2S4Z+kR0lIuzwfnfoNhQLQvTrVcbu2nv5+R0d/DrNbIXr3Grm3bSezY2ZmevZLh17ZtAoEAAJVKq1O14zhd9xT7/X6CwaCaXImIiIiIrCEF4E2mPaW5Wm0AkJ0v0qw7YECj1sTymASjflw3z8UL1/nwwjU+uDTL9XoRx+ti+b2EHo0wTQYDA4zWfb+mx7wRfm++V9Qf4OuJx4gHgrw+c5Vqo47X8vDFHXswDZN98T7mSiVOvf5r6uksjVyOvf4Q1m1dmF3XZeb8BfyhMB/95nXy6RQAqemZznP6tm0lbPvpj/Ux+Mj+BxJ4o9EopmnSbDbJ37asUjQaJRgM4txYm7ivr4++vr7O141Gg0wmw8DAAIVC4RMfi4iIiIiIfHIKwJtIqVAlPZMnM1ekVmlQqzQo5qpk50sYrSyL1+fFtExqlTrpdJ5rhTwXZ+dwvK1lhYb29HDFbo1yYsDnYjsg5GFy/nIn/Fqmyf/x9Gfw3zICOrptN+czKR4bGGZLvK+zfUskynMDW3l3PsdQbAh/o9F1zNm5eSYn/uaOn8vyeNi2L0HA6yXo8z2Q8NuesmxZFvl8vhOA26O9e/bsYWhoiEAgQKFQIBwOMzw83OnmXK/XuXr1Ktu3b+fKlSuYpkl/f79GgEVERERE1pAC8CZSKdZIzxbIp0vUq03qtVbYrFVu3q8bikK1XCfTKHO9VCRVKDB3Ptt6fbjJ5OB8a+SX1tTnvkiYvduH2L91kP/23hvUGg329vZ3hd9qqYxdKLHPsPGWuxtjATwxMExfocL1y1eo3BaAz7/19pKfx+P1Ypgmj4z8DrFQhJDXfiCNrmzbZsuWLezcuZNQKEQ+nycYDJJKtUae+/r6OgH4TssXBQIBdu3axdDQEIZhdAVkERERERFZfQrAm0i5WCM3X6SQqVCrLt2kqlapc72SJ1Mtc+1KBgAXl/ntLh6PgYHRanjlNRiKR/HaFv12mH/+5LPMFPNsj8a69letlClmslRLZRq9vUR6e/EFW/fMVktl8uk0hWyOevVm+HVdl/krV7umOd/q2a+NEeltLcHk8XiWPfrr8/nw+/2d92jfr1ypVKhWq53wu3//fhKJRCew7tu3j7fffptsNktPT89dw2/b8PDwqqwvLCIiIiIid6cAvImkcwUyhSK5Shm/sXjpZ0sFCt468/UiANVSK5Q2PS6EbsxxNsCwWlOde2M3Q2DQttlj9y3YZ61coVqpkJ1Pg2Fw9eMkoWhPK0ibBsVMlnI+T7Nxc3T46lSSD85OdpY0MgxwXXBw2fHYfiK9sdb6vpaXsM9Pb/DOyxxFo1Hi8Thbt24lFApRLpdpNptYlgXApUuXmJ6exufz0dfXtyDghsNhBgYG6O3txePxaCRXREREROQhpAC8iZQbda7V8kxXslw7N0fY8fKpL+7BMG+MgroNZqt53HyRAlXqjkP9xvToUq+Lp6f17dIOrtsiPVRLZVxcDIzOqO6tqqUy+UyGUjZPtVSglPNSLhZJWzPUa3WCPREai4xGX/0oeeO9wDBNvvR7X2F+fh7D76Nvz24cp4nHsIj4AwyFw0R8/gX7aDex8nq99PX1ceDAARKJBACFQqFrBDgYDAKt7s2hUGjRe3UHBwe7XiMiIiIiIg8XBeBNolCrMl8pcrWW47WzSSof5gllPfT0h9h9YAiA+UqRj2euY23xUm40yV7LU8lVqYSb5La6eI3W1Odt3gB2s8EjTZOrUx/j9dv4AgGixLtCsG15cGpVgvUmVrOB5fFQLhRpDedCs1Ht+rpt7vIVCpkM0ArbPT09PP3kk9i2Tb5SYb5coFStYVkWIduL7Vn82zgWizE4OMi2bdswDIPBwcHOY7eP4CYSCYLBIK7rEolEFh3h1aiviIiIiMjDTQF4kyjVaqRrZdKVMvPTWUKYAFz5aA6v34PV7+HMq6+TNqoErwepl+pUClUMDNJbXAzL6Kz3+3hPH4FKgfTla+TqNTy2D6/tJRjtYfvO7fQNDGAH/eAa+Ewbyx+k4vNDo0mhXqNZv3mvb7NR6zpO13W5+P4HABiGwTOf/yyfHjlIJNAaofWFwvg8HqqBBhgQ8fkXve/Xtm2CwSA7d+7sjPreSTgcZt++ffd9fkVEREREZP1TAN4ECrUqs8U82VqZuZlcZ3vTcrl4YY7k5etUww6lsINjuxRmi9S9Dtf3Ozh267mGtzX6G7Z9bI/3Mn+1QKNeo1IsQrF1v3AulSLQdOjz2OwcGKBWa1A0TWpA2PZTrNVpNh3K1o33b3Z3fHZdl9f+6gzFbBbTMAiGQjw3cpBIoHtqdcTnJ3KXZs9+v59gMKhlh0REREREpEMBeBMo1Wpcnc/wztwMk4VreHoaWE0PdQvsqoHrcWla4Fg35yEX+m+GXwDTa2KY8LvbErhOHafawOO6+D02ddcBXHBcCuk0qStXCW7dzmA4zHWvj1TT6ezHskwCeLAsE7BpOg71ZpNqo86Vj6Y64dc0LT715FMMhCPL+oy2bWOaJq7rUq1W8fv9S97LKyIiIiIim5MC8CZRKdX46cwU82YJ9oHnnSZer4thWhjuwufXb+kpZfgM/AEvh3d9imjEx/XLF6mV8nhcCAeDOE4T07CoNmrYrku1WCI1M0slX2B+fp5qtYrHNAl7vARtLwbgtbz4LItirUqmUuajj6f5aPK3nfBrezz87uc/v6zPFo1G2bZtG4FAgPn5edLpNPF4nIGBAd23KyIiIiIiHQrAm0C2UuHf/PzHFBtV3Abggfxug97LFvWmi1Xr7mrcNB1qN3KjFfdgekz2+uMYToPsXIb0zCz1fJGgaREPBMEAr2FSqtcJer14cbl69SrQWl/3woULfPe73wXgy1/+MgcPHuy8l+3xMHd9jrf+/h8AMA2TvXsTfOsbh5b9+WKxGLt27WL37t1MT09TKBQIh8NdTa9EREREREQUgDeB//HBW1QaDer5m/fcFnsdnoj1UU2W2b6lDxeH169cpuitUYncGBL2gOkxeZx+HvX1U8hmqRTmyM2lCJgmQd/NtXdd18Xn9XYaUmWzWQAajUYn/AL83d/9HSMjI52lhHyWh8lf/hKn0cAyTOJ9cX7/939/2Z+t3ewqGAyqkZWIiIiIiNyRAvAm8Jtrl3HrTRq5emthXcDxQiDqZ2gwihcPaafM1W0O9bmb86EN08BXdRg0XSrFFLglytk8uE0CXh9Bv2/RDsy3euONN7q+dhyHq1evsm3bNgByuRyz16bxmhZ+v59Dhw51Oj4vh5pdiYiIiIjIcikAbwJX81lqpSYYYNZoNbfyGnxImqhjs82IkCQDZvdUaMM0eKLRQ7mWo5wr4vE6uLUGActL0Gtjmxau61IqlRYNoKVSiX/4h39YsP2VV15haGiI559/nu9+97uYhgGGwVNPPkl/rPeun8fn8xGLxQgEAvT09NDf368ALCIiIiIid6UAvMG5rst8qYjTdLAqEMga5Le4WH6TaxS4BhguXOTG8kgmcKNps2uCDw+1eo16pYjPB2HbR8wXoDcYxGtZ/OVf/iUff/wxu3bt4oUXXsA0zc57v/nmm9TrdQD6+vrI5/PUaq11f2dmZrqmRgOdUeHb+Xw+/H5/5/P09vayf/9+BgcHCYVCreWZ1OxKRERERETuQgF4g8tWyzQaTZpNB7MJvoJBqccC4+Zo73ukOn+2oh6cVAPXhJgvgFuug1vDcRp4DB9Br4/z777LmXffw+/3MzMzA8CFCxf4d//u3/HEE08wNjaGaZqdRlgAX/va1zh79iwffPDBkse6d+/eRbe3R3ld16VYLNLX18fQ0BBDQ0Of9PSIiIiIiMgmogC8ARVqVVzXxTAMUuUyjuviNBy8DvhLJlvrPq7UMuCCadsYtrfz2gE7xLZ4iOlGhr68Qz43TbNewu8Fr2liOg5nf/VrcN1Oo6tbvf322wwPD/P0008zOzsLgMfjYXBwkGeffZbz589jGAbVarXrdaOjo12jx222bROPx9mxYweu65LP54lEIpryLCIiIiIi90wBeIMp1KqkqxUcXKK2n/liAdcFHBerauCpmjxuxKmUM8w5ZVzT6ARgA4OnPUN4bYvgXIXM/DXy+Xlsr4UvECHs91PPF3Acp3Xf7hJeffVVcrkcxWIRgIGBAUzTZHh4mH/1r/4VhmGQTqf5wQ9+QDqdxjAMdu7cuei+2k2u2tOd28FeU55FREREROReKQBvMKV6jWK9Cq5B1PaTKpdwmg5uw8WTc4hUbYKmyUH/IL8sXyVfr2Ng4OKy3Y4SDvlxmi6u28QwHUwD/F6biG0zHI7w0ZWrC8JvNBrlmWee4Wc/+1ln22uvvdb5865duzp/bo/yxuNx/uRP/oSPPvqIcDhMLBZb8Fmi0Sjbtm1j586dhEIhhV4REREREflEFIA3iEKhQLlcplgogNfqbP9geppGo4HbBKvYwN+o4xRKND0VepsuWaeK2ahjeLyEPDZey4NjNAHw2x6soI94LEQ0GCTi8/PxR1Nd7zs4OMjhw4c7nZl/8IMfLDi2Rx99dNFjNgyDRx55ZNHHbNtm69atPP744yQSifs9LSIiIiIiIh0KwBtEsVikXC5TKpUo+b1YWBRrNd64cpVGrdXWOZg1CHss/AZUDJchb4BkIYtbKWOFTAZ7I4QCPiqFKl7bgy8UwPC5DMTCmA2Xv/iLv+g0vQoGg/zpn/4pHs/Nb6G9e/fyjW98g+9///udbbt376a/v/+eP08sFmNgYIDBwcFPeGZERERERERaFIA3ENd1+Ys3zvE31y/xe7sf5V+MfI6Ps/O4dQcc8OdN7C0mzWaZplPFMhs8649xoVglEgrzxPAg9UqDSsnB6wO/EaBw7To/+/u/5+rV7qnPTzzxRFf4bdu1axcHDhzgnXfeYfv27fzBH/zBPX+OduOrgYEBTXsWEREREZEHRgF4A7lUKfFX1z7E9fv4nx+8y+/vepwrqetUcnmstEO93sTweSmXqzR9NSzHwee6PB3uIRbpo57OUC1WyVyZoZrP4/OY/OJn/5NqsdQVfr1eL88888ySx/H1r3+dr371q11dnW3bxjRNXNdd0AH6du3GV+r0LCIiIiIiD5IC8AYyW6vg1Oo4hkGxVueXUx9RyeepXZnFN+tSqjQw/CFsB65cvQZeiAwOQ61BMZul0HQxag6N63OYjSYVmpQLxa7wa5om/+Jf/Iu7htPbw++WLVswTZNisdhZHmkxtze+EhEREREReVAUgDeQhut2ff3GtYs0q3WahTKkalTqTfDWmb42y2u//hmGAZ/76vOEBwbIpVJ4KjV6vQGiXh8Ns8FvJn/dFX4/97nP8dxzzy069Xkp7fC7f/9+DMPgwoULZLPZBaPAtm3T29vLvn372LNnD8PDw5/sZIiIiIiIiNzGvPtT5GHRcJ2ury/lUriuAy6YVQePx8UOmrzxzjksw8BjWSTffhfLNMBxoNHA44G+3jDvvHGOjz/6oLOvL3/5y3zuc5+7p/ALrWZWO3fuJJFIsGfPHgYGBujp6el6TjskP/300zz11FMKvyIiIiIisiI0AryB1F2HZrWC4zoYPh9X0ilquRJUapjVOn47QKQ3QKVehhsju/lsjkqhRCgUpCcQIGz7qJXKfPThB1g3pjGbprnkUkR3u7fX7/d3reEbCoUYHh6mVqvRbDapVqv09vayfft2hoaG1PRKRERERERWjALwBpJLp7h46oe4hkHf2JdxXINaKgWNBkbdwRM0MAxoNpuYZisAl4oF/ua//SWJ/ftJfP1r+CwP705N4d4ynfqFF16gt7d30feMxWKEQiFs22Z6eppKpdIJwrZtEwwGCQaDnef39/cTj8fp6enh+vXrpFIp4vE4g4ODuudXRERERERWlALwBnD27Fn+4i/+gv/5307hGOBikP75awSefBynUgPArAMel59M/KjrtaZhgulw/sMPqP3eV8DnJ51Odx5/4YUX2LVrV9dr2qO+7eWKdu3aRX9/PxcuXODSpUtMT09TrVYX7ebcnt4cjUaZnp7m+vXrBAIBwuGwRn9FRERERGRFKQBvAB9//DF/9Vd/heuCYRi4rkOzVKZ2fZ7ahVksx4ZmD9Opj6iSweOxOq9tNblqTXX+85f/AwP9/czPz3cej0ajC97P7/cTj8c7/w0ODjI0NEQkEsEwDMrlMrOzs53pz4uN7IbDYfbt28fw8DCu62Lc0mxLRERERERkJSgAbwA+nw+AzqRlF9y6Q/m372O5Fk6lQbo6j+Er4g/anddt3bqVq1evdnV6vjX8AkQikQXv5/f72bFjBwMDA/j9/s72cDjMrl27cByHWCzGwMAAu3btuuPIrkZ9RURERERktSgAbwDtEOoa4OKC6+JUyljujbBbbdBw69i39fz+0pe+RDAY5D/+x/+46H59Ph+2bS/Y3h7ZHRwcXDB6Ozw8TDgc7mxXwBURERERkfVCyyBtAJ0RYNfFddxWAyv3xjTnptv6z9Pses0XvvAFtm7dSiwWY2xsbNH9Dg4OLth2a2OrcDhMJBJZEHKX2i4iIiIiIrKWNAK8AdwcATbgRvfmW++oNbxNbqxoxODgEP/8f/tnmObN33089dRTeDwe3njjDa5cudLZ5/PPP9+1zJHP52Pbtm3s379/0XAsIiIiIiKynikAbwDtEWDHcTvJ17hlcN81XMAgGokxNvpVTNPE5/PdaJjVWr/38ccf5/HHH+f69et88MEHHDhwgN7e3k7Dq97eXvr6+hgeHu50chYREREREXmYKABvAO0ADLc0wrqRhI1GE8OEJw98mscf3Uu8v6/zGtM0cRyns24vwMDAAAMDA137j8fjPPHEEwwNDa3kxxAREREREVlRCsAbQGcK9I2vDRdCA7txnDrGbI4twwn6+/qxLC8+n6fzGsuyaDab5HK5Rffr8/no7e2lv79/0aWMREREREREHiYKwBuA3++n2mzQxMVwXDyWzdbiIGWnRGDHEH0xLz7bxmO3RoVt2yYej2NZFvV6nVwu15kK3WbbNsPDw+zfv59EIqGGViIiIiIi8tDb0AE4k8nw4osvAtDX18fU1BRjY2McOnRojY/swfL7/VQcBxwXF7AaXlyr9edA2MZrWvg8XryW1Xl+MBhkYGAAx3Go1WqkUqmuAByLxdi5c6fCr4iIiIiIbBgbNgBnMhkOHjzIqVOnGBkZ6Ww/evQor732GidOnFjDo3uw/H4/dffm3b+ephezaeB1LXqiIexmE9vrXfC6wcFBQqEQhmFw4cIFDMOgUqlQrVY7a/0q/IqIiIiIyEaxYQPw4cOHOXToUFf4BRgfH6e3t5exsTFGR0fX6OgeLJ/PR9MAbiyDZDVtLCzCXj9D4V6oNQgFg3h9C5d9DofDJBIJQqEQwWCQq1evkslkVv0ziIiIiIiIrLQNGYCTySQTExOMj48v+vg3v/lNTpw4sWECsGmaNABMA5pguzYew0/Q5xL0Bgl4TaKxEL7o4o2t2qO8wWCQUCjEpUuXujpLi4iIiIiIbAQbMgC3g28ikVj08b1793Ly5EkymQyxWGwVj2zlNG/0gDYdA58vgs8bIR4PEQxGiNheolEf4T6bSCzI9u3bGRoa6preHA6HCYfDmKZJqVSi2Wyu1UcRERERERFZERsyAE9OTt4x2LaD8dmzZzfEKHChWsW58WfDhVBggKDRw86hYbYNRvEHTOKDEXYkhoj1hzv3/i4mFAqxc+dOXNclEoms3ocQERERERFZYRsyACeTSeLx+JKPt8NxMplcpSNaWdcKObyREI25GoZr4Ld7sBs2Wwf72bt7iPhQlG27Btme2EIwfOepzeFwmH379q3SkYuIiIiIiKyeDRmAU6nUktOfgU443ijNnn525i3Cj38W9503ifiGMXKt9X637hhky5at7HpskN6hyF3Dr4iIiIiIyEa2IQPwgwi21Wq1a13cXC4HQL1ep16vf+L9P0jXClk8vX0EDjxF6KqLkTbwOhbh3gAer4HXZ+L1mevuuDey9rnWOV97qsX6onqsL6rH+qFarC+qx/qieqwf67UW93I8GzIAL9f8/PySj7344ov82Z/92YLtf/3Xf00wGFzJw7pnly+ex1NwMJtg5RzcQhMr0OTdD95hphDgQiqEHbDW+jA3pTNnzqz1IcgNqsX6onqsL6rH+qFarC+qx/qieqwf660WpVJp2c/dkAE4FostaxS4r69vyce+853v8K//9b/ufJ3L5dixYwdf/epXiUajD+IwH5jf/334v/7P7/E//u5nGKaFz/Kwfc8wn/7MQXY9NsieJ4fX+hA3nXq9zpkzZxgbG8Pr9a714WxqqsX6onqsL6rH+qFarC+qx/qieqwf67UW7dm6y7EhA/CdGmBB6x5h4I6don0+36Jr4Xq93nVV7Lb4ULQ1AuwYmA2DrYle4kNR+rb0rMvj3SzW6/fLZqRarC+qx/qieqwfqsX6onqsL6rH+rHeanEvx2Ku4HGsmUQi0Qm5i2mPDt+pUdbDZsvuXryuF9u16Y9FeeYr++gdDNM3vL5Gq0VERERERNbKhhwBHhkZYWJiYsnH28sfbYQ1gNse+/ROdj7VR9gb5Xee3kMoGsAXtNf6sERERERERNaNDTkC/K1vfQuAycnJRR9/7bXXNlT4BTBNg8TIAL/zpUeJ98fwB20CIQVgERERERGRtg07Ajw6Osorr7zCyMjIgsdPnz697jqXPQg+n5+AP0hPJIo/ZONXABYREREREenYkCPAAKdOneL06dMLRoGPHj3KsWPHNtwI8K1sv5dAyCYYXtjES0REREREZLPakCPA0OrwfO7cOY4fP04sFqOvr4+pqSnGxsY4dOjQWh+eiIiIiIiIrLING4ChFYLHx8fX+jBWRW9PiJ6wj3gsjO1fPy3JRURERERE1osNHYA3k/7eCH29AXbs6MdjedQBWkRERERE5DYKwBuI12exZVccj9dDMKL7f0VERERERG6lALyB2AGLvi0RvF5NgRYREREREbndhu0CLSIiIiIiInIrBWARERERERHZFBSARUREREREZFNQABYREREREZFNQQFYRERERERENgUFYBEREREREdkUFIBFRERERERkU1AAFhERERERkU1BAVhEREREREQ2BQVgERERERER2RQUgEVERERERGRTUAAWERERERGRTUEBWERERERERDYFBWARERERERHZFBSARUREREREZFPwrPUBPCxc1wUgl8ut8ZEsrl6vUyqVyOVyeL3etT6cTU/1WD9Ui/VF9VhfVI/1Q7VYX1SP9UX1WD/Way3aGa2d2e5EAXiZ8vk8ADt27FjjIxEREREREZHb5fN5enp67vgcw11OTBYcx+Hq1atEIhEMw1jrw1kgl8uxY8cOLl26RDQaXevD2fRUj/VDtVhfVI/1RfVYP1SL9UX1WF9Uj/VjvdbCdV3y+Txbt27FNO98l69GgJfJNE22b9++1odxV9FodF19M252qsf6oVqsL6rH+qJ6rB+qxfqieqwvqsf6sR5rcbeR3zY1wRIREREREZFNQQFYRERERERENgUF4A3C5/Pxb/7Nv8Hn8631oQiqx3qiWqwvqsf6onqsH6rF+qJ6rC+qx/qxEWqhJlgiIiIiIiKyKWgEWERERERERDYFBWARERERERHZFBSARUREREREZFNQABYREREREZFNwbPWByD3L5PJ8OKLLwLQ19fH1NQUY2NjHDp0aI2P7OE3OTnJ+Pg4qVSKyclJEokEhw8f5siRI0u+5n7qoRrev6NHj3L8+HESicSij6seK+vkyZOcOnWKWCwGQCKR4MSJE4s+V7VYWZlMhuPHjwOQSqUAeO655zh27NgdX6OafDJHjx7l8OHDjI6O3vF5q3WuN3t9llsPXd9X3nJrsdRrdW1/sO61Hpvi+u7KQymdTruJRMI9d+5c1/YjR464x44dW6Oj2hjGx8fd8fHxrm1nzpxxY7GYm0gk3HQ6veA191MP1fD+nTt3zgUWnLs21WPlpNNpd2RkxD1y5EjX9qmpqUXPk2qxss6dO+ceOXJkwd9Lp06dckdGRhZ9jWpy/6amptzx8XF3ZGTEBdwzZ87c8fmrda43a33utR66vq+ce63FYnRtf3Dupx6b6fquAPyQGh0dXfIbJRaL3ddfPNL6IT9x4sSij7X/Yh4dHV3w2P3UQzW8f6Ojo3e8SKoeK2dkZGTR8zQ6OurGYrFFt6sWK2exv4/axsfHF/xDpv0a1eTejY+Pu4cOHXLHx8fdM2fOLOsflat1rjdjfe61Hrq+r5z7+dlYjK7tD8b91mMzXd8VgB9CU1NTLuBOTU0t+viRI0fu+I8iWdqxY8cW/Q1wW/sv51vP/f3UQzW8f+3f4C91kVQ9Vs6JEycWvQi6ruseOnTogZxX1WL52qO/S2n/pv1WqsmD0Q5Mdwtcq3GuVZ/l1UPX99WxnFosRtf2lbHcemy267uaYD2ExsfHAZa8P2Lv3r1MTEyQyWRW8ag2homJCfbs2UMymVz08ZGREaB1D1Hb/dRDNbw/7bosdd5A9VhJL7744pL3yZ06dYozZ850bVMtVlYymWRiYmLJx1OpVOcerjbVZPWs1rlWfZZH1/f1S9f2tbfZru8KwA+hycnJBf+ouVX7G+vs2bOrdEQbRzweJ5PJ3NMP3/3UQzW8P+Pj43dsVAKqx0o5ffo0mUyGb33rW8t+jWqxskZHR0kmkxw+fHjRx8fHxxfUSzVZPat1rlWf5dH1ff3StX1tbcbruwLwQyiZTBKPx5d8vP3NtdRvOWVpZ86cYWpqqvOb4Nu1z+mtj99PPVTDe3f69GmOHj161+epHivjlVdeAbpHSU6ePNk1WnI71WJlxWIxTpw4wenTpzu/OW+bmJggmUwu6AStmqye1TrXqs/y6Pq+PunavvY24/VdAfghtNi0tlu1v7k0peP+3GkKzunTpxkZGel6zv3UQzW8N5lMhmQyecfatKkeK+PWC+FLL71EKpXq/MZ+bGxs0am4qsXKO3bsGCdOnCCZTDI2NtZZQiSZTHLq1KkFz1dNVs9qnWvVZ/l0fV9fdG1fHzbj9V3rAD+ENvsP6lp56aWXAHj55Ze7tt9PPVTDe/Piiy8uuQbd7VSPldG+cJ08ebJrVHFkZIRTp06xZ88eTp061bXOoGqxOo4dO0YsFuPo0aOcPHmSWCy2aPgF1WQ1rda5Vn0+OV3f14au7evDZry+awR4A5ufn1/rQ9gwJicnOX78OCdOnFhy+tTd3E89VMPWVM6xsbEHvl/V4960751bbPpSLBZjdHR0WdPYFqNafDLHjx8HwHVdjh07RiaT6YwG3y/VZPWs1rlWfRan6/va0LV9/diM13cF4IdQLBZb1m9R+vr6Vv5gNonDhw9z4sSJBffTwf3VQzVcvjNnznT91vFuVI+V0Z62tFQtxsbGSCaTXVOpVIuVNzY2xtjYWGe62okTJzh37hyJRIKTJ08uaJClmqye1TrXqs8no+v72tC1ff3YjNd3BeCH0J1uIIfWVAa4+Q0tn8zhw4c5evToohdHuL96qIbL89JLL/Gd73znnl6jeqyM9jla6hy0H7+1e6NqsbJeeuklRkZGFvyjZWRkhKmpKY4cOcLp06e77t9STVbPap1r1ef+6fq+NnRtX1824/VdAfghlEgkOt8ki2n/dmU5TQXkzo4fP85zzz235MUR7q8equHdJZNJYrHYPf9FqHqsjOVODbz1t7uqxcoaHx+/4z8ix8fHGRkZ6Vq/UTVZPat1rlWf+6Pr+9rQtX392YzXdwXgh9DIyMgdpxC024ffy9QSWejkyZP09fUtenG89fzfTz1Uw7ubnJzk1KlTnSmet/7Xvhfl29/+dmdbm+qxMp577jlg6SYW7YvarRdS1WJltf8heSdHjx7V31drZLXOtepz73R9Xzu6tq8/m/H6rgD8EGovVL3U+lyvvfbapv9h/qTai4IvdnFMJpNdUwrvpx6q4d0dOnSIM2fOLPpfu2vkyy+/3NnWpnqsjEOHDgEsuhwCwNTUFADPPvtsZ5tqsbISicRd10ucmpri4MGDna9Vk9WzWuda9bk3ur6vLV3b159NeX135aE0OjrqHjt2bNHHAPfMmTOrfEQbx7lz59wTJ04s+fj4+Lg7NTXVte1+6qEa3r9Tp065gHvu3LlFH1c9VsahQ4fcQ4cOLfpYIpFY9PypFivn2LFjS9bDdV03nU67o6Ojbjqd7tqumnxy586dW9bnXq1zvdnrs9x66Pq+8pZbi8Xo2v7gLbcem+36rgD8kEqn024ikVjwl8SRI0eW/MaSu5uamnITiYR75MiRRf87dOiQG4vFFrzufuqhGt6/8fHxO/5FqXqsjPY5Gh8f79p+6NAhd3R09I6vUS1WxqFDh9wjR44sCLnnzp1zR0dHF/2HpGryybX/oX7q1Kk7Pm+1zvVmr89y6qHr++pY7s/GYnRtf/Du9e+qzXJ9N1zXdVdjpFkevEwmw/Hjx4nFYvT19TE1NcXY2FhnKoPcu7179951SmEikehMB7nV/dRDNbw3R48e5ezZsySTSTKZDLFYjEQiwejoaGfqVJvqsTLa56h9T1Amk+Hw4cOdZXju9BrVYmVMTEwwPj7etS2RSCz4mbiVanLvTp8+zfj4OMlksus6kUgkSCQSS/4crNa53mz1udd66Pq+cu73Z6NN1/YH65P+XbUZru8KwCIiIiIiIrIpqAmWiIiIiIiIbAoKwCIiIiIiIrIpKACLiIiIiIjIpqAALCIiIiIiIpuCArCIiIiIiIhsCgrAIiIiIiIisikoAIuIiIiIiMimoAAsIiIiIiIim4ICsIiIiIiIiGwKCsAiIiIiIiKyKSgAi4iIyKrKZDIkk8kHvt/JyckHvk8REdlYFIBFRERk1SSTSV588UUSicQD33cikeD48eMPfL8iIrJxGK7rumt9ECIiImttbGyMs2fPAhCPx4nFYsTjcVKpVGe0Mh6Pk0gkSKVSZDIZUqlU5/Uff/wxsVhs2e+XyWQ4fPgwyWSSZDJJOp2+p9c/rMbGxjhz5syCbQ/q3E9OTjI+Ps74+PjqfCAREXmoeNb6AERERNaDZDLJ6OgoL7/88oIgevDgQSYnJzl37tyCkcuTJ09y9OhRUqnUPQXYWCzG+Pg4J06c4OTJkw/gE6x/hw8fXnSE9kGe+5GREQBOnz7NoUOHVuRziIjIw0tToEVERIBUKsWpU6cWDbHxeLzr/7c6cuQIhw4duq97WhOJBIcPH77n1z2M2vfnjo6OLnjsQZ/7EydO8OKLLz6AoxYRkY1GAVhERAT45je/ed+vPXr0KJlM5sEdzAZ0/Phxjh49uuhjD/rcx2Ixnn322U0zsi4iIsunACwiIpteJpNh79699/369r2psrhkMsnZs2cXHf1dqXN/+PBhTpw4cd/7FRGRjUkBWERENr1UKvWJuhInEgmNAN/B+Pj4kqO8K3XuR0dHSaVSWhpJRES6qAmWiIhseolE4hMvy3PkyJEHdDQbz8TExJKjsSt57r/5zW8yMTHRaYwlIiKiACwiIvIAtBs4ZTIZXnzxRfbu3Usmk2F+fp69e/fec0A+evRoV3Ono0ePdroaT05O8sorr3TeY2pqiqNHj3aC3q1LLKVSKc6dOwe0OiMDzM/Pk0wmF+26DPDSSy91bc9kMoyMjJBMJu8r6E9OTvLss8/e8+uWa6nu2wcPHuTUqVMcO3Zsxd5bREQeLgrAIiIiD8jExATHjx/n1Vdf7QplJ0+eZGxsbMlOx4s5fPgwY2NjHDlyhOPHj3dGSU+ePMn4+Hgn1EIroB48eJATJ05w6NAhYrEYp06d4sUXX+Sll14imUwyOTnZFQSPHz/OwYMHmZqa6nrfpY7z4MGDfOtb37q3E0Ir/MZisTVZ4/jZZ59ddNklERHZvHQPsIiIyAOQyWSWDI9HjhwhkUjw7W9/e9n7O3PmDOfOnWN8fLwTficnJzl69CinTp3qem4sFuP48eNd+4/FYp3AOj4+vmAUtD3CPDEx0dnWvl92sbB6vw2lPuk9vp+E7s0WEZHbKQCLiIg8AN/+9rcZGRlZMuwdP36c06dPL6spU3vJoNvvXf32t7+95D2z3/zmN8lkMp1pzrcaGxtbsK29ru7tAXFiYmLRNY0X6+C8HPezPvKDphAsIiJtCsAiIiIPwOnTp+94n2s7tL7yyit33M/Y2Bjf+ta3Fg25k5OTSwbR9qjta6+9tuR7L/b8W5cQagf4gwcPcvTo0QVh+n7upc1kMp2wvdoW+4wiIrK56R5gERGRT6g9yrmc+1yXGgFOJpOMj49z9uxZXnzxxQXTnNuvSyaTnDx5ctF9jI+PLxrC7yWAnjt3juPHj/O9732v8z4jIyO8/PLL99VNeX5+fk3u/72VRoBFRKRNAVhERGQVLTUaOT4+zvj4eKf51enTpztdn+FmuB4ZGVnRJZdisVjnWCYmJjodpw8ePMj4+Pg9v/fevXvXfC3etboHWURE1h9NgRYREfmE2gFrOSONS02TbjeZGh0d5ciRI3z729/u2l/7PVbyntp24G0bHR3l2LFjnDt3jmPHjt1XR+V4PL5mU5Db52+tR6BFRGT9UAAWERF5AEZHR7s6Kt+u/djhw4fvuq/x8XHi8fiC5x46dOiuo6mfZLQ1k8kseY/yiRMnyGQy9zydOBaLrdkU5FQqpfArIiJdFIBFREQegPHx8c56u0s9Pjo6uuxuyu0pyLfe7/vyyy8vWLroVot1gL5Xd9pHIpG450CZSCTWrBP05OTkmjXgEhGR9UkBWERE5C7aAe5OU3kTiQSnTp3i8OHDCwLf6dOnSSaTCxpbwc1purfve3R0lJGREY4ePdq1Pu+ZM2c6a/jeanJyklQq1dWoqr3PxY57qVHZVCrFSy+9tGD7yZMnOXr06KKvuZN2aL7fELycc3+n197v8k0iIrIxGa7rumt9ECIiIuvN0aNHOXv2LMlksute0kQiQTweZ3x8fNHmSslkkhMnTrB3716g1QW5r69vwRJCmUyG559/vrP/WCzGs88+y5kzZ4BWaL51CvTIyAjnzp3rvLZ9P277fUZGRjphb7F9JxIJXn31VWKxGGNjY5w9e7brsZdffplUKkUmk2FkZITx8XH6+vo6759IJLqact2LdmOv5TbQut9zf7uDBw/yne98576PW0RENh4FYBEREVlRExMTjI+PLzoCvlIymQy9vb3onzkiInIrTYEWERGRFTU6Osrk5OSqNsP63ve+t6LLRYmIyMNJI8AiIiKy4tr3Fd8+FXylHDx4kFOnTmkNYBER6aIRYBEREVlxx44d45VXXlmVUeDTp0/z7LPPKvyKiMgCGgEWERGRVTExMcGpU6cYHx9f0fcZGxvj1KlTWgNYREQW0AiwiIiIrIrR0VH27t275DrGD8Lx48c5ceKEwq+IiCxKI8AiIiKyqk6fPs3IyMgDn6K8UvsVEZGNQwFYRERERERENgVNgRYREREREZFNQQFYRERERERENgUFYBEREREREdkUFIBFRERERERkU1AAFhERERERkU1BAVhEREREREQ2BQVgERERERER2RQUgEVERERERGRTUAAWERERERGRTeH/B4omvNw2h+KWAAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "name_map = {\n", + " \"vicuna_lfqa_600_0-25_4-0_0-7_1-0_user_all_filtered_eval\": \"Average Human\",\n", + " 'vicuna_lfqa_600_0-25_4-0_0-7_1-0_dipper_high_filtered_eval': \"Dipper\",\n", + " 'vicuna_lfqa_600_0-25_4-0_0-7_1-0_gpt_p4_filtered_eval': \"GPT\",\n", + "}\n", + "rc('lines', linewidth=2)\n", + "plot_grouped_series_data(\n", + " data_df=df,\n", + " x_col=\"idx_T\",\n", + " y_col=\"avg\",\n", + " y_err_df=std_err_df,\n", + " y_err_col=\"stderr\",\n", + " y_err_join_idx=\"idx_T\",\n", + " x_name=\"Tokens (T)\",\n", + " y_name=\"Z-Score\",\n", + " series_id_col=\"id\",\n", + " series_readable_id_col=\"name\",\n", + " series_readable_id_map = name_map,\n", + " special_color_map={\"Average Human\":\"black\"},\n", + " title=f\"Z-Score of Watermarked Text after Paraphrasing\\nas function of Tokens Observed\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/prompt_ablation.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/prompt_ablation.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..e89b71ca527745174688e092114c30c43c9422c3 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/prompt_ablation.ipynb @@ -0,0 +1,568 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "rc('lines', linewidth=5)\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_bar_data(data_df,x_col=\"x\",series_readable_id_col=\"name\", fig_size=(8, 5), series_readable_id_map=None, x_label=None, y_label=None, y_lim=None, y_tick_spec=None, y_err_df = None, all_groups = None, overall_position_list=None, special_color_map=None, num_colors=None, title=\"Figure Title\", grid=True, save_path=None, show=True):\n", + "\n", + " # make a simple bar chart of the data labellinig each by it's series_readable_id_col\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", (len(data_df) if num_colors is None else num_colors), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " \n", + " #plot using plt.bar\n", + " # but lets make subplots for heirarchical groups\n", + " # first level, on left we want bars where name contains 50_200 and right is where name has 100_600\n", + " # in each of those groups, we want to split into set where contains cp_attack and where doesn't\n", + " # them finally we sort each final group by x_col\n", + " # mak sure we position them separately on the x axis with some space between them\n", + "\n", + " fig, ax = plt.subplots(figsize=fig_size)\n", + "\n", + " global_idx = 0\n", + " all_labels = []\n", + " for i, grp in enumerate(all_groups):\n", + " if isinstance(series_readable_id_map, dict):\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(series_readable_id_map)\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " grp[series_readable_id_col] = grp[series_readable_id_col].map(lambda x: series_readable_id_map(x))\n", + "\n", + " for j, x_val in enumerate(grp[x_col]):\n", + " label = grp[series_readable_id_col].iloc[j]\n", + " all_labels.append(label)\n", + " color = cmap[j]\n", + " ax.bar(overall_position_list[global_idx], x_val, color=color, alpha=0.8)\n", + " # if y_err_df is not None:\n", + " if y_err_df is not None and label in y_err_df[series_readable_id_col].values:\n", + " print(label)\n", + " print(y_err_df[series_readable_id_col].values)\n", + " y_err = y_err_df[y_err_df[series_readable_id_col] == label][x_col]\n", + " print(y_err)\n", + " ax.errorbar(overall_position_list[global_idx], x_val, yerr=y_err, fmt=\"none\", ecolor=\"black\", capsize=5, capthick=2, zorder=10, elinewidth=2)\n", + "\n", + "\n", + " global_idx += 1\n", + "\n", + " # Set the x ticks to be the names located at the center of the correct bar\n", + " ax.set_xticks(overall_position_list, all_labels)\n", + "\n", + "\n", + " # turn on grid \n", + " ax.set_axisbelow(True)\n", + " ax.grid(grid,zorder=0,axis=\"y\")\n", + " # increase horiz grid density \n", + " ax.xaxis.grid(which=\"minor\", linestyle=\"-\", linewidth=0.5, color=\"black\", zorder=0)\n", + " if y_tick_spec is not None:\n", + " ax.set_yticks(y_tick_spec)\n", + "\n", + " \n", + "\n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_label)\n", + " plt.ylabel(y_label if y_label else x_col)\n", + "\n", + " # set y lim to be 0 to 1\n", + " ax.set_ylim(y_lim)\n", + "\n", + " # angle labels\n", + " plt.xticks(rotation=45, ha=\"right\")\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + " x = x.replace(\"gpt_p\", \"Prompt \")\n", + " x = x.replace(\"core\", \"\")\n", + " x = x.replace(\"eval\", \"\")\n", + " x = x.replace(\"simple_1\", \"\")\n", + " \n", + " x = x.replace(\"_\", \" \")\n", + "\n", + " if \"50 200\" in x:\n", + " x = x.replace(\"50 200\", \"\")\n", + " # x = \"T=200, \" + x\n", + " elif \"100 600\" in x:\n", + " x = x.replace(\"100 600\", \"\")\n", + " # x = \"T=600, \" + x\n", + " elif \"200 1000\" in x:\n", + " x = x.replace(\"200 1000\", \"\")\n", + " # x = \"T=1000, \" + x\n", + " return x\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Name _wandb attacked_z_score_roc_auc\n", + "0 core_simple_1_100_600_gpt_p3_eval NaN 0.933752\n", + "1 core_simple_1_100_600_gpt_p4_eval NaN 0.922727\n", + "2 core_simple_1_100_600_gpt_p0_eval NaN 0.895125" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"prompt_ablation_attacked_AUC\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "\n", + "df = df.sort_values(by=[\"Name\"])\n", + "\n", + "all_groups = [df]\n", + "\n", + "# hardcode 27 bar positions leaving out the 3 required for the gaps\n", + "# 6 bars per group, 4 groups, 3 gaps\n", + "# width is 7 bars - the 1 gap bar\n", + "width = 2 \n", + "\n", + "widths = [3]\n", + "\n", + "offset = 0\n", + "\n", + "overall_position_list = []\n", + "for width in widths:\n", + " overall_position_list += list(range(offset, offset+width))\n", + " offset += width + 1\n", + "\n", + "plot_bar_data(\n", + " df,\n", + " x_col=\"attacked_z_score_roc_auc\",\n", + " # x_label=\"Watermarking Settings\",\n", + " y_label=\"ROC-AUC\",\n", + " fig_size=(5,6),\n", + " y_lim=(0.5,1.0),\n", + " y_tick_spec=np.arange(0, 1.1, 0.05),\n", + " series_readable_id_col=\"Name\",\n", + " all_groups=all_groups,\n", + " overall_position_list=overall_position_list,\n", + " num_colors = 3,\n", + " series_readable_id_map=name_extractor,\n", + " title=\"Detection Rate after GPT Attack\\nusing Different Prompts\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + " show=True\n", + ")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "\n", + "fig_name = \"prompt_ablation_lengths\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_1092222/3907533305.py:25: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_std[\"Name\"] = df_std[\"Name\"].str.replace(\" Std\", \"\").str.strip()\n" + ] + } + ], + "source": [ + "df[\"Name\"] = df[\"Name\"].apply(name_extractor)\n", + "\n", + "df = df.sort_values(by=[\"Name\"])\n", + "\n", + "# create a df with a single length column, where each row's Name field is its original name + the length col type\n", + "# the original length cols are [\"f_600p25m25_w_wm_output_attacked_length_mean\", \"f_600p25m25_w_wm_output_length_mean\",\"f_600p25m25_w_wm_output_attacked_length_std\"]\n", + "\n", + "df = df.rename(columns={\"f_600p25m25_w_wm_output_num_tokens_scored_mean\": \"Original\", \"f_600p25m25_w_wm_output_attacked_num_tokens_scored_mean\": \"Attacked\", \"f_600p25m25_w_wm_output_attacked_num_tokens_scored_std\": \"Attacked Std\"})\n", + "\n", + "df = df.melt(id_vars=[\"Name\"], value_vars=[\"Attacked\", \"Original\", \"Attacked Std\"], var_name=\"Length Type\", value_name=\"Length\")\n", + "\n", + "# then combine the id and var name to make a new name\n", + "df[\"Name\"] = df[\"Name\"].str.strip() + \" \" + df[\"Length Type\"].str.strip()\n", + "\n", + "# make a group for each of the value var types\n", + "all_groups = []\n", + "for var_name in [\"Original\", \"Attacked\"]:\n", + " all_groups.append(df[df[\"Length Type\"] == var_name].drop(columns=[\"Length Type\"]))\n", + "\n", + "# df = df.drop(columns=[\"Length Type\"])\n", + "\n", + "# extract the std col as a separate df\n", + "df_std = df[df[\"Name\"].str.contains(\"Std\")]\n", + "# and strip the \"Std\" from the name\n", + "df_std[\"Name\"] = df_std[\"Name\"].str.replace(\" Std\", \"\").str.strip()\n", + "\n", + "# turn the std col into the stderr\n", + "# N_values = {\"Prompt 3\": 1064,\"Prompt 4\": 1064, \"Prompt 0\": 1064}\n", + "# N_value = 1064\n", + "# df_std[\"Length\"] = df_std[\"Length\"] / np.sqrt(N_value)\n", + "\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Prompt 0 Attacked\n", + "['Prompt 0 Attacked' 'Prompt 3 Attacked' 'Prompt 4 Attacked']\n", + "6 112.702214\n", + "Name: Length, dtype: float64\n", + "Prompt 3 Attacked\n", + "['Prompt 0 Attacked' 'Prompt 3 Attacked' 'Prompt 4 Attacked']\n", + "7 129.67184\n", + "Name: Length, dtype: float64\n", + "Prompt 4 Attacked\n", + "['Prompt 0 Attacked' 'Prompt 3 Attacked' 'Prompt 4 Attacked']\n", + "8 130.09471\n", + "Name: Length, dtype: float64\n" + ] + }, + { + "data": { + "image/png": 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VDAatQCBgdXR0JKyLxWJWTU2NFQ6HrfEuL/39/ZYkq7y8fMx1gUDA8vv9Vn9/v7NcUtK+Ojo6LElWXV1dUh38fr8Vi8Um/fkkWX6/3/V7Rtch3fXZ4tUxMVIsFhvze7GlikUgEBjzuJiMVMeZZVlWOBy2DMNIOq4sK/Vn6OnpsQzDsHp6ehKWSbICgUDCtnNdJsflZM7jmWSqzmkgl8z1KlkBkBmv5kcoKSmR3+8fc7I3v9+vcDjszII8llS//huGoc7OTi1atEgVFRXq6OiQtO+XzNGzp9pzR4wczcmug/2r+2RitGbNGgUCAUWjUUWjUVcjQ03UlGmqmjrlwpwZfr9fVooH2Klikc36T/SUqaamRoWFhSorK1NPT0/C95zqM4TDYQWDwYTygUBAhmGoqqrK2fboWclzUSbH5WTO45mE5ouYjejTAMC1iooKxePxCZuPZNK8xDAM+f1+RSIRSfuaO5SVlaW1jdLS0kn/Ue/p6VFLS4skuWrm09zcnNH62STXYlFeXq5AIKDq6mrX7+nu7h43uZlsczgv7O/vYvR5PJPk2nEMTBWSBgCuRKNRtbe3q7y8fMKbI/uX10yZpinTNNP+Bdrv96uvr29S+ysuLlYgEJDf79eaNWtSlo9GowqFQpNeP5vkaixqa2sVjUZn5M3teKb6u5hJv8rn6nEMTAWaJwHTXCQSUTQalWEYisViKi4udppGNDc3KxwOO+tHduxsampSKBSSYRiqqamZsNNma2urJDlNMCYy2eYZpmkqHo87icdkJo6zP1O6mpubnU6d5eXlampqUiQSSWoaJe2bIduOSSQSUUVFhaR9nahramomXG+zO9UuXrzY+f5SdSBtampSb2+v8zrV5Hrt7e3OfgOBgFpaWiaMZ3NzsxobG53mXaFQSIWFhWpoaFA0GpXf71djY6MTH/sGqqamRqFQyHkaNbJDs9tY2EzTdH7N7erq0oknnrjfOtXa363d7Cgej4/5GeyO//F4XO3t7U6H35F1DofD6ujoUGFhofOUyjRNhUIhlZSUyDRNxWIxpwN2JBJRbW2t+vr6VF9f7zSLa21tTfiuUm1jZCfyyspKNTY2qrm5WYZhqKOjIyl26X4XkzX6PHb7WaV9s8zbzQ57e3tVVlaWcA6m+sxtbW0qKytTXV2d811JUkdHhyoqKhI+48g6VVZWJjSlsp9wjizvJnb2Pg3DcJKlrq6ujJ6+AjnD604VACbH7mg4uiNneXl5UmfY8TrIlpeXu+4wHAwGLUkJHUAnSyk6qJaXl1uGYUzYgdLufNrY2JhxfWwjY2R3hp2oY3EgEEhZJtX6/v7+pA6VY31/tmAwmFS+rq7O+Q7H2pdhGFZbW1vKzzBWvSRZ4XA4YflYyxobG5OW+f1+KxgMJm13oliVl5dbwWAwYXt2XcbqsDyRVMfZ6O2P7vie7mcwDCMpDrFYzDIMI+Ec6+joSDq+/X6/VVdX57x/5HHtdht2J/KR50Oq2E30XbgxmfM41We1O1CPdU0b6zxP9Znb2toSvg/7ejHW9c4wDMvv9yedJ+PFKFXsxjpm0hlUAchlPGkApjG/35/0K3hLS4vTAdFeV19fr1AolNRG/8QTT3Td9Mf+ZTVb7bZHP+a350YIBALq7+/Pyj7SEY/HEzpw28O7rlmzZr8NYRqJRNTU1JTwtKC+vl4lJSUKhUIJ301zc7O6u7sTOpXG43E1Nzdr8eLFY/4SHwqF1NPTk3bzLsMwnF/ZR/7SGggE1NHRkfSL9OjXgUBg0k1SIpFIwq+yhmE4v5qP9cQnU/bxPLo5WyafwVZRUaHKysqE+AeDQfn9fjU0NDhP9wzDUHt7uzNca39/v1Mvt9uw+w/Y/XHs7e7P2Enpn8epPqt9zI+ua2Njo4qLi1VeXp4Qh1SfORQKJQx/a59fkUgk6Xj1+/0qLCxMGDpW2nctLSkpSbiWphKJRMZsFjl6u8B0RdIATGNj3cDbfzTt5hbS601HmpubnT+Ydv+EdPeVrfbJdjOXXBEOh1VfX5+wrLa2VqFQaNwmSpkKBAJj3ghJShr9KRQKqbKyMuH99g3WWHUrKytTOBye9IhEFRUVqq2tdeYgME1ThYWFTnOP/cXv9ycd136/f7+1i7e3a4/GlS3xeFzRaFS1tbVJ60pLSxWNRhOWjfye7M+f7jYKCwunNHb29tM9j8f6rHaTtLESdDuBb2xsTFo/3mce67gf2WRorHWj2U2rRl5LU7G/E/vcGfmjDTATkDQAM5Df70+4oTAMQ+Xl5QqHw07S0NXVlVbSEAwGnQmdxmoXH41G1dDQ4NzoSPv+6NbX10+LX9oikUjSDYX9dMXtTUO6/H6/86u63Qbc3ufIutgdwscaynZ0W+m+vj7V1tYqEomovb190n0BKisrVVtbqzVr1qimpsZp019SUuIknG6HpE3HVA8ba/8ynO392t9jT09P0mg79q/XI421/2xsIxeNVc/u7u5x10n7rmF2mYm2JWUvCRx9LU3F7lNRXV3tJNfBYFCNjY1ZP08AL5A0ADNQYWFh0g1wbW2tysrKnBuRE088Ma1tVlVVqampSa2trWMmAYFAwLmBLSsrUyQSUWdn57QYhtL+NXesjqD2TbJbE80PMXp9e3u7wuGw09lzrOQknaZh0WhUPT09Ki4uVigUUk1NzaS+g9FNlOwks7Ky0jkGIpFIRh2UJzuXRjbZN4Sjb8AzZd+0lpWVTTppzsY23MqF72K6Ghm78vJy59zo6OhQe3u7SkpKFIvFiC+mPYZcBWagsZ4G2O2gGxsb026aJO1LCoLBoNrb2103d5gOCYO0b2So0U1/bPZoUW4Th4nKjVzf1NSk6upqtbW1qa6ubtxfI+3lY02oN5o9JK69vUxuhisqKhSJRBSPx53RbCoqKrLWRGl/N3Vyw27Cle3J2OzvrKury9NtuOX1d1FaWipJSaNS2UzTdMpMpfGerI5kx84eyU56/QlDLBZTIBDwPL5ANpA0ANPYWDfvdhOXsdrR1tbWZjQxUVtbm/x+/4Q3ouP94c9Vdrv9sdg3k+N1hi4sLEw5J0Sq9Q0NDUlPAkbHzv6+7F8vxzLed9rS0uI0U5oMO5Gqra11ksxgMCjDMFRbW5t2k4uJYjXVIpGI0+xqf7CbdY3F7Vj/2djGWHLtuxj5ZGs0+5o2Vt+ObBnrWmo3WRx9LU0VO3tI1pGqqqoShkkGpiuSBmAas8dpH6m2tnbcX63tG+DJNnUwDEM9PT3q6+tTSUnJmDczTU1NKbdv/3HO9IbFfn+mf4ybmppSrrfnihirz4O0r+lIqjbPqdYXFhYmJQn2jMN9fX2Kx+NOExV7hJjR9W1vbx/3F1j76ZA9pn267Bu50U1XKisrtWbNmpT9PMb6fieK1XhPsCbTkXei9zQ3N6usrExtbW3jfo50jlF7/oSRwuFwwpwTtqampqQb4PH25XYb6cZuou9iIpmcx+O9p62tLaFPlG28a1q6nznVMdHd3Z2wX3tujLH2myp2TU1NSedaV1eX6/ltgJzm9ZivACbHHq/fHo+8sbHRqqmpmXBM/kzHZre1tbVZ5eXlzljpdXV1Vl1dnTOPw+j5HPr7+63y8nLL7/dbkixJVjAYTGueBXsbwWDQMgzDkmQZhuHUIZ05JHp6epLqMlYZe34K/d9Y/uXl5Uljz9fU1DjjxY81Dvx462OxmFVeXm6Vl5c732F/f7/V0dFhBQKBMWNTU1Nj1dXVOfMj9PT0WB0dHU49DcNw6tjT05MQp9FzPLjR1taWVI+enp4xj6Oenh6rvLw8IaZuYjU6zsFgcNzPNdG8ImMdZ/bcF3as7XH2x9rWeJ9hvLq0tbUlLA8Gg0nzDNjnhv0d2/sduU17X6PnephoG5nEbqLj1m183ZzHk/ms9jVtdDzT/cyjv6PR57B9/bCPdTfX0rFi19HR4Xw/9vlZV1c3qTlGgFzksyzL2u+ZCYCcYP+KNx1GMwKAqVBSUpIwkhmAsdE8CZjBotFoQnOWyXSABgAAIGkAZrCRnTzdjAICAAAwlpxsntTc3JwwC+no0UXa29sVj8dlGIZisZiqqqqSbobclAFmOtM01dDQ4EwKlu1hJQFguopEImpsbFQkEnE6/Tc2NjKfAjCOnEsaKioqVFVV5TShKCsrUyAQcKapt385Hdn2sKSkJGESKTdlAAAAALiTU82T7EmjRra5DoVCCcPKhUKhpKHLgsFgwnB0bsoAAAAAcCenkoZQKKSysrKEZfYstrZoNJrUzKi4uDhhQhU3ZQAAAAC4M9frCoxk90GwnwjEYjGVlZU5E+/YE6bYkx3ZRk6Q5KYMAAAAAPdyJmmwZ1eMxWJO/wVp3xOCtrY2BQKBlLM52uvclBltcHBQg4ODzuvh4WH19fVp8eLF8vl8rj8DAAAAMF1YlqUdO3boiCOOUF5e6gZIOZM02OxRXmzl5eUKhULq6OhwlvX19U3YodlNGVtDQ4NWr16dblUBAACAaW/Lli1asmRJyjI5kzTY/RZGD3W2ePFiRSIRSRo3Cejr63P+302Z0err67Vq1Srn9fbt23XUUUdp06ZNOvjgg91UP+tWLW/xZL/T0Q/WVWdlOx/+JTF363efyE7MJelfj34ja9ua6Za860qvqwAAmEF27NihoqIiV/e7OZM02Df7YzUhstfZ/RRGlzFN0+n47KbMaAUFBSooKEhaXlhYqAULFrj8BNlVMPdAT/Y7HS1evDgr28mfT8zdylbMJWng4ORzD2PLZtwBAMjPz5ckV83xc2r0pPLy8qTOyr29vSotLZUkZ/KV0WVisZjTWdpNGQAAAADu5VTS0NjYmDAsqmmaam9vT+gYHQqFFA6HE97X3d2t+vr6tMoAAAAAcCdnmidJ+/oztLS0qLa2VsXFxYrFYs7ISbZgMCjTNNXU1CTDMNTT06OWlpaEvgxuygAAAABwJ6eSBkkKBAJJTwlGGzljdCZlAAAAAEwsp5onAQAAAMg9JA0AAAAAUiJpAAAAAJASSQMAAACAlEgaAAAAAKRE0gAAAAAgJZIGAAAAACmRNAAAAABIiaQBAAAAQEokDQAAAABSImkAAAAAkBJJAwAAAICUSBoAAAAApETSAAAAACAlkgYAAAAAKZE0AAAAAEiJpAEAAABASiQNAAAAAFIiaQAAAACQEkkDAAAAgJTmel2BkeLxuCoqKhQMBlVcXCzTNNXV1aW2tra0ykhSe3u74vG4DMNQLBZTVVWVAoHAVH8kAAAAYNrLqaTBNE2Zpqnm5mZJUmVlpVpaWtIuE4lE1NrampBIlJSUqLOzU4Zh7N8PAQAAAMwwOZU0SFI4HFYwGMyoTCgUUn19fcKyYDCo5uZm1dXVZaWeAAAAwGwxI/s0RKPRpKZIxcXFam1t9ahGAAAAwPSVc08aotGo4vG4CgsL1dXVNWZfhFRl4vG4JKmwsDDhPYWFhc46AAAAAO7lVNJgGIYMw1BNTY2kfU2KioqKtGnTJqcvwkRlTNMcd/vjrRscHNTg4KDzemBgQJI0NDSkoaGhzD/YJFiW5cl+p6NsfUfE3L1snhfE3T2vrkcAgJkpnb8rOZU0+P1+JxmQ9iUIpaWlCoVCCofDrstIUl9fn+tOzw0NDVq9enXS8nXr1mn+/PmT/DSZ2b59uyf7nY7Wrl2ble0Qc/eyFXNJOuog4u7WY1mMOwAAO3fudF02p5KGsfj9fnV3d7suM16i0NfXN+776+vrtWrVKuf1wMCAli5dquXLl2vBggXpVzoL7r5ykyf7nY5WrFiRle1cezMxdytbMZekLRs7s7atmW7F+7MXdwAA7NY1buRU0rBo0SK1tbUljYw0slnRRGXsvgyjmyKZpjnuPA0FBQUqKChIWp6fn6/8/Pw0P0V2+Hw+T/Y7HWXrOyLm7mXzvCDu7nl1PQIAzEzp/F3JqdGTSktLVVpamrAsHo8nJAgTlTEMQ8FgMKnTcywWm3AoVwAAAADJcupJQ0VFRcLreDyu7u7uhEna3JQJhUJqbGxUeXm5s6y7u1udnTSDAAAAANKVU0lDTU2NmpqaJEm9vb0yTTNh5CS3ZYLBoEzTVFNTkwzDUE9Pj1paWpgNGgAAAJiEnEoaJLmasdlNmZFPGQAAAABMXk71aQAAAACQe0gaAAAAAKRE0gAAAAAgJZIGAAAAACmRNAAAAABIiaQBAAAAQEokDQAAAABSImkAAAAAkBJJAwAAAICUSBoAAAAApETSAAAAACAlkgYAAAAAKZE0AAAAAEiJpAEAAABASiQNAAAAAFIiaQAAAACQEkkDAAAAgJRIGgAAAACkRNIAAAAAIKW5XldgpHg8roqKCgWDQRUXF8s0TXV1damtrS2hXHt7u+LxuAzDUCwWU1VVlQKBQNplAAAAAEwsp5IG0zRlmqaam5slSZWVlWppaUkoE4lE1NrampBIlJSUqLOzU4ZhuC4DAAAAwJ2ca54UDofV39+v/v5+hcPhpJv8UCikqqqqhGXBYNBJNNyWAQAAAOBOziUNE4lGo0nNjIqLi9Xa2ppWGQAAAADu5FTzJGnfDX88HldhYaG6uroS+iLE43FJUmFhYcJ7CgsLnXVuygAAAABwL6eSBsMwZBiGampqJO1rUlRUVKRNmzbJMAyZpjnue+11bsqMNjg4qMHBQef1wMCAJGloaEhDQ0NpfYZssSzLk/1OR9n6joi5e9k8L4i7e15djwAAM1M6f1dyKmnw+/1OwiDtSyJKS0sVCoUUDoed5X19fRN2aHZTxtbQ0KDVq1cnLV+3bp3mz5/vahvZtn37dk/2Ox2tXbs2K9sh5u5lK+aSdNRBxN2tx7IYdwAAdu7c6bpsTiUNY/H7/eru7pakcZOAvr4+5//dlBmtvr5eq1atcl4PDAxo6dKlWr58uRYsWJB+pbPg7is3ebLf6WjFihVZ2c61NxNzt7IVc0nasrEza9ua6Va8P3txBwDAbl3jRk4lDYsWLVJbW5uCwWDCcrtZkd1PYXQzI9M0nX4PbsqMVlBQoIKCgqTl+fn5ys/PT/djZIXP5/Nkv9NRtr4jYu5eNs8L4u6eV9cjAMDMlM7flZwaPam0tFSlpaUJy+LxuJNEGIahYDCY1KE5FoulVQYAAACAezmVNFRUVCS8jsfj6u7uVmNjo7NsdP8GSeru7lZ9fX1aZQAAAAC4k1PNk2pqatTU1CRJ6u3tlWmazshJtmAwKNM01dTUJMMw1NPTo5aWlrTLAAAAAHAnp5IGSaqrq5uwTHl5eVbKAAAAAJhYTjVPAgAAAJB7SBoAAAAApETSAAAAACAlkgYAAAAAKZE0AAAAAEiJpAEAAABASiQNAAAAAFIiaQAAAACQEkkDAAAAgJRIGgAAAACkRNIAAAAAICWSBgAAAAApkTQAAAAASImkAQAAAEBKJA0AAAAAUiJpAAAAAJASSQMAAACAlEgaAAAAAKRE0gAAAAAgJZIGAAAAACnN9boCqUQiEcXjcdXU1DjL4vG4KioqFAwGVVxcLNM01dXVpba2toT3tre3Kx6PyzAMxWIxVVVVKRAITPVHAAAAAKa9nE0aTNNURUWF6uvrk5abpqnm5mZJUmVlpVpaWhLKRCIRtba2JiQSJSUl6uzslGEY+73uAAAAwEySs82T1qxZo9LS0jHXhcNh9ff3q7+/X+FwOCkRCIVCqqqqSlgWDAadRAMAAACAezmZNEQikXETBjei0WhSU6Ti4mK1trZmWjUAAABg1snJ5knxeFzBYHDc9dFoVPF4XIWFherq6krorxCPxyVJhYWFCe8pLCx01o02ODiowcFB5/XAwIAkaWhoSENDQxl9lsmyLMuT/U5H2fqOiLl72TwviLt7Xl2PAAAzUzp/V3IuaWhubk7o+DyaYRgyDMMpEwwGVVRUpE2bNskwDJmmOe57x1vX0NCg1atXJy1ft26d5s+fn1b9s2X79u2e7Hc6Wrt2bVa2Q8zdy1bMJemog4i7W49lMe4AAOzcudN12ZxKGqLR6ITNkvx+f0JSYRiGSktLFQqFFA6HneV9fX2uOz3X19dr1apVzuuBgQEtXbpUy5cv14IFC9L7EFly95WbPNnvdLRixYqsbOfam4m5W9mKuSRt2diZtW3NdCven724AwBgt65xI6eShu7u7pRPGcbj9/vV3d0tSeMmCn19feO+v6CgQAUFBUnL8/PzlZ+fn3Z9ssHn83my3+koW98RMXcvm+cFcXfPq+sRAGBmSufvSs4kDc3NzYrFYgqFQs6yeDyujo4O9fb2qra2Vn6/X4sWLVJbW1tSnwe76ZHdl2F0UyTTNJmnAQAAAJiEnEkaxnrCEIlEVFZWprq6OmdZaWlpUhOmkR2nDcNQMBhUPB5PSBJisVjKztUAAAAAxpaTQ67axuq4XFFRkfA6Ho+ru7tbjY2NzrLR/RukfU2fRk8UBwAAAGBiOfOkYaRIJKK2tjbF43GFw2H19vaqvr7eGTWpqalJktTb2yvTNJ2Rk2zBYFCmaaqpqUmGYainp0ctLS3MBg0AAABMQk4mDcFgUMFgMOlpgW1kc6XxlJeXZ7taAAAAwKyUk0kDAADAdPeDH/xAP/jBD9J+36pVqxKGggdyAUkDAADAfjAwMKCtW7dO6n1AriFpAAAA2A8WLFigI488Mmn5tm3bNDw8rLy8PB1++OFjvg/INSQNAAAA+8F4zYyWLFmirVu36vDDD9e//vUvD2oGpC+nh1wFAAAA4D2SBgAAAAApkTQAAAAASGlSScPAwIDuvPNOVVZWqrCwUHPmzNGcOXO0ePFivfWtb9WZZ56pG264gd7/AAAAwAyQVkfogYEB1dXVadOmTSorK1N9fb1aWlq0cOHChHIbNmxQd3e3ysvLVVxcrOuuuy6rlQYAAADGwvwY+4frpGHDhg1qbm5WKBRSUVFRyrLLli3TsmXLVF1drU2bNumiiy7SRRddpBNOOCHT+gIAAADjYn6M/cNV0rB9+3Z1d3dP6olBUVGRrr/+erW0tMjv9zP2MAAAAPYb5sfYP1wlDQsXLlR1dXVGO8r0/QAAAMBEmB9j/8j66EkbN27k8Q4AAAAwg2Q0I/RFF12k/v5+1dfXa+HChSotLVUwGFRhYaHKysp07rnnZqueAAAAADySUdJQUlLiNDu66KKLVFJSotbWVklSS0tL5rUDAAAA4LmMmicVFhY6/x+JRFRZWTnmOgAAAADTV0ZJg8/nkyRt2rRJ8XhcwWAwaR0AAACA6S2jpKG3t1f19fWqqKhQeXm5jj76aG3fvl319fXq6+vLVh0BAAAAeCijPg3V1dXq7OxUaWmpVq5cKUlas2aN/H4/zZMAAACAGSKjpEGSzjjjjITXdsfozZs3Z7ppRSIRxeNx1dTUJCxvb29XPB6XYRiKxWKqqqpSIBBIuwwAAACAiWWcNIwnFAo5IylNhmmaqqioUH19fcLySCSi1tZWtbW1OctKSkrU2dkpwzBclwEAAADgTkZ9GjZs2KDS0lLNmTMn4b+8vDy1t7dnVLE1a9aotLQ0aXkoFFJVVVXCsmAwqObm5rTKAAAAAHAno6ShoaFB9fX16u7u1rPPPuv8193dndRsKR2RSGTMhEGSotFoUjOj4uLihKcabsoAAAAAcCej5klVVVVOB+iRioqKFAqFJr3d0cO3jlwuJc8BUVhY6KxzUwYAAACAe/utT8PixYsn9b7m5uakjs820zTHfZ+9zk2Z0QYHBzU4OOi8HhgYkCQNDQ1paGgoZX33F8uyPNnvdJSt74iYu5fN84K4u+fV9QjA/sN57Q3ivk86ccgoaSgrK9Odd94pv98vv9+fsC4UCumPf/xjWtuLRqPjNksaqa+vb8IOzW7K2BoaGrR69eqk5evWrdP8+fNdbSPbtm/f7sl+p6O1a9dmZTvE3L1sxVySjjqIuLv1WBbjDsA7u3fvdv7N5vUUqRH3ZDt37nRdNqOkYaybcp/PJ8uyJjUjdHd397hPGcbbn6SEieTclBmtvr5eq1atcl4PDAxo6dKlWr58uRYsWJC60vvJ3Vdu8mS/09GKFSuysp1rbybmbmUr5pK0ZWNn1rY10614f/biDsA78+bNc/7N5vUUqRH3ZHbrGjcyShoCgYDa2tpUVFSUsNw0zZQ3/2Npbm5WLBZL6AsRj8fV0dGh3t5e1dbWOv0URjczMk3T6fjspsxoBQUFKigoSFqen5+v/Pz8tD5Htkwm6ZqtsvUdEXP3snleEHf3vLoeAdh/OK+9Qdz3SScOGSUNjY2NSQmDtO/X/tHzK0xkrCQjEomorKxMdXV1zrJgMKh4PJ6QAMRiMafjtGEYE5YBAAAA4F5GQ67aw6oODAxo48aNkl5vF75s2bLMaqaxOy6HQiGFw+GEZd3d3QlJipsyAAAAANzJ6EnD9u3bVVFRoUgkokWLFqm3t1cLFy5US0uLysrKdPTRR09qu5FIRG1tbYrH4wqHw+rt7VV9fb3zFME0TTU1NckwDPX09KilpSWhL4ObMgAAAADcyShpaGhoUCgU0rp163THHXc4y6urq3XDDTfowgsvnNR2g8GggsFg0tMCW3l5+YTbcFMGAAAAwMQyap5UXFzsNFGiMyMAAAAwM2WUNIxMFEZP0JRqkjUAAAAA00dGSUN/f7/q6+u1efNmJ4EYGBigwzEAAAAwg2SUNFx66aUaHh6W3+9XRUWFFi9erEWLFsk0TV1yySXZqiMAAAAAD2WUNNx5551qbGxUX1+f1qxZo6uuukrPPvusrrvuOn3+85/PVh0BAAAAeCijpKGhoUHSvgnVVq5cqerqahUVFWn9+vVqbm7OSgUBAAAAeCujpKGnp0fXXHNNwrKLLrpIwWCQOREAAACAGSKjpCEcDmvZsmVav3691q9fr8LCQvX396u/v1+RSCRbdQQAAADgoYwmd6uurpa0bwbnyspKtbS0aOXKlZKkRYsWZV47AAAAAJ7LKGmwBYNBtbS0qLi42FnW2Nio6667LhubBwAAGfjBD36gH/zgB2m/b9WqVVq1atV+qBGA6cZ10pCXl+dq1mfDMNTf3y+fz0fSAABADhgYGNDWrVsn9T4AkNJIGgKBgFpaWlx1cLYsSxdddFEm9QIAAFmyYMECHXnkkUnLt23bpuHhYeXl5enwww8f830AIKWRNDQ2NmrZsmWuNxwKhSZVIQAAkF3jNTNasmSJtm7dqsMPP1z/+te/PKgZgOnC9ehJZ5xxRsr1AwMD2rx5s+vyAAAAAKaHjIZclaTOzk695S1v0aJFi+T3+7V48WL9+te/zkbdAAAAAOSAjEZP2rBhg8LhsMLhsPx+v6R9E75dd911WrhwoU4//fSsVBIAAACAdzJKGjo7O7VmzZqEZUVFRSovL1d9fT1JAwAAADADZNQ8qaioaNx19pMHAAAAANNbRklDf3//uOu2b9+eyaYBAAAA5IiMmidZlqVrrrlGtbW1OvjggyXtG0WpoaEhYXbodDQ3N0uSTNNUV1eXysrKVFNT46yPx+OqqKhQMBhUcXGxU66trS1hO+3t7YrH4zIMQ7FYTFVVVQoEApP8pAAAAMDslVHSUF1drcsuu0wLFy7UokWLJO272a+pqdGFF16Y9vZCoZCKi4udJME0TWdUpmAw6CwzTdNJLiorK9XS0pKwnUgkotbW1oREoqSkRJ2dna4mpwMAAADwOtfNk6qqqnTmmWfqmmuu0Q033OBMLX/VVVcpFoupublZV111lZ599lldd911k6qMaZrq6OhwXts3+NFoNKFcOBxWf3+/+vv7FQ6HkxKBUCikqqqqhGXBYNBJNAAAAAC45/pJQ09Pj6LR6JhTyhcVFaXsFO1WOBxOeB2PxyUp7WZF0Wg06T3FxcUKh8Oqq6vLrJIAAADALOM6aQgEAmMmDOPZuHGjTjjhhMnUydHY2Kjy8nKnaZItGo0qHo+rsLBQXV1dCf0V7ESjsLAw4T2FhYXOOgAAAADuuU4a0u3Y3NraOumkob293WmmNLqDs2EYMgzD6fcQDAZVVFSkTZs2yTAMmaY57nbHWzc4OKjBwUHntd30amhoSENDQ5P6DJmyLMuT/U5H2fqOiLl72TwviLt7Xl2PMDtwfHmDuHuDuO+TThxcJw3xeFw7duxwRklKZWBgIKkfQjrspwvNzc2qqKhQS0uL02/B7/cnjKZkGIZKS0sVCoUSmjf19fW57vTc0NCg1atXJy1ft26d5s+fP+nPkQmGrHVv7dq1WdkOMXcvWzGXpKMOIu5uPZbFuAOStHv3buffbJ7XSI24e4O4J9u5c6frsq6Tho6OjikdecgwDNXV1am4uFjV1dVJTxxG8vv96u7udt43lr6+vnHfX19fr1WrVjmvBwYGtHTpUi1fvjytJlnZdPeVmzzZ73S0YsWKrGzn2puJuVvZirkkbdnYmbVtzXQr3p+9uAOSNG/ePOffbJ7XSI24e4O4J7Nb17jhOmkoLS1VRUWFq7KWZenqq692XQlbRUWF6uvrEzoxBwIBtbe3O68XLVqktra2pH4OdtMjuy/D6KZIpmmO26G6oKBABQUFScvz8/OVn5+f9ufIBp/P58l+p6NsfUfE3L1snhfE3T2vrkeYHTi+vEHcvUHc90knDml1hK6urna94XSbJ8XjcbW3t6u2tjZpud/vd16XlpaqtLQ0qYydRBiGoWAwqHg8npAkxGKxpEQDAAAAwMRcJw3ptvcuKSlJq7zf71ddXV3CjX08Hlc0Gk1omjT6aUc8Hld3d3dCmVAo5Iy8ZOvu7lZnJ80gAAAAgHS5ThrsPgNupfNUwlZfX6+mpib19vZq8eLF6urqUkdHR0IiUVNTo6amJklSb2+vTNN0Rk6yBYNBmaappqYmGYahnp6ehM7UAAAAANxznTTEYjFVVVWptrZWpaWl+6WDsN35eSJuyox8ygAAAABg8lwnDZs2bVJfX59M01QkElEwGPRsZCEAAAAAU8d10rBw4UItXLhQkrRs2bL9ViEAAAAAuSXPTaHt27dr/fr1Ge1o48aN2rx5c0bbAAAAADD1XCUNCxcuVH9/v6655ppJ7eTqq69WPB7X0UcfPan3AwAAAPCO6+ZJK1eu1KZNm7R8+XKVlJSoqqpKJ5xwwrjlN27cqNtvv10bNmxQOBwmYQAAAACmKddJgyQVFRVp3bp12rBhg66//nqtWbNGixcvlmEYKiwsdDpKS/uGPS0vL9dVV121P+oNAAAAYIqklTTYli1bpuuvv17XX3+9pH0jK5mm6SQPdodpAAAAANPfpJKG0YqKirKxGQAAAAA5yFVHaAAAAACzF0kDAAAAgJRIGgAAAACkRNIAAAAAICWSBgAAAAAp7bekYfPmzftr0wAAAACm0H5LGkKh0P7aNAAAAIAplNE8DRs2bFB1dbU2bNiQrfoAAAAAyDEZJQ0NDQ2qr6+X3++XYRjO8v7+fl122WWZ1g0AAABADsgoaaiqqtLKlSuTlhcVFdE8CQAAAJghMurT0NfXN+66xYsXZ7JpAAAAADkio6ShrKxMN9xwgzZu3KiBgYGE/3jSAAAAAMwMrpsn5eXlyefzJSyzLCupnM/nk2VZSWXdam5uliSZpqmuri6VlZWppqYmoUx7e7vi8bgMw1AsFlNVVZUCgUDaZQAAAABMzHXSEAgE1NbWpqKiognLmqaZdKPvRigUUnFxsfNe0zS1aNEi+f1+BYNBSVIkElFra6va2tqc95WUlKizs9PpjO2mDAAAmPne//Mfe12FJC/vfMX5N5fq96fPfcXrKiCHuW6e1NjY6CphkCTDMFRfX592ZUzTVEdHR8J2JCkajTrLQqGQqqqqEt4XDAadJxRuywAAAABwx3XScMYZZ6S14WXLlqVdmXA4nPB0IB6PS1JCs6JoNJrUzKi4uFitra1plQEAAADgTkYdodevX5/wetOmTWppadGdd96pjRs3ZrJpSfuebpSXlztNk+wkorCwMKFcYWGhs85NGQAAAADuZTRPQ0dHh04//XTndVFRkaqrqyVJN9xwg0444YRJbbe9vd1ppjTyyYNpmuO+x17npsxog4ODGhwcdF4PDAxIkoaGhjQ0NOSu0lk2VidzjC1b3xExdy+b5wVxd8+r6xFmh5l6fOXkNcZ6/d9cqt9MPQbGMps+ayrpxCGjpGE8mzdvVkdHhy688MJJvd9+utDc3KyKigq1tLQkdGDu6+ubsEOzmzK2hoYGrV69Omn5unXrNH/+/DRqnj3bt2/3ZL/T0dq1a7OyHWLuXrZiLklHHUTc3Xosi3EHJGn37t3Ov9k8r3NJLl7bLWvY+TeX6jdTjwHbbDje07Vz507XZdNKGjZt2uQ8Bejs7JQkNTU1jVl25BOCyTAMQ3V1dSouLlZ1dbXa2trGTQJGTjLnpsxo9fX1WrVqlfN6YGBAS5cu1fLly7VgwYJJ1T9Td1+5yZP9TkcrVqzIynauvZmYu5WtmEvSlo2dWdvWTLfi/dmLOyBJ8+bNc/7N5nmdS3Lx2u7z5Tn/Lly40OPavG6mHgO22XC8p8tuXeNGWklDUVGRLr30Ul166aVqb29XJBIZcxI3t6MsjVZRUaH6+vqETsyBQEDt7e2SXu+nMLqZkWmaznvclBmtoKBABQUFScvz8/OVn58/qc+SqcnOczEbZes7IubuZfO8IO7ueXU9wuwwU4+vnLzG+F7/N5fqN1OPgbHMps+aSjpxmHTzpPLycvl8vkknCKPF43G1t7ertrY2abnf75e07ylCMBhUPB5PSABisZjTWdpNGQAAAOw/m7pzb86HvUOm828u1a+oNHfm6kglo9GT+vv7JyzjdhQlv9+vurq6hBv7eDyuaDSqxsZGZ1koFFI4HE54b3d3d8K8EG7KAAAAAHBn0k8atm/fnnKkog0bNigYDKqkpET9/f3q7OycsH9AfX29mpqa1Nvbq8WLF6urq0sdHR0JiUQwGJRpmmpqapJhGOrp6UnqKO2mDAAAAAB3Jp00LFy4UAsXLtSdd96p1tZW+f1+1dfXO4nBVVddpauuukrV1dUyTVPNzc265JJLUm7T7vw8kfLy8qyUAQAAADCxjJonxWIxff/739eiRYvU39+fMGt0JBJRWVmZpH3JQC6NDgAAAADAvYznaeju7nb+f8OGDVq/fr1OP/10maapo48+2lmXS6MDAAAAAHAvoycNb3nLWxJeL1q0KGU/BwAAAADTT0ZPGp599lnV19frxBNPVDweV2trq7q6urRhwwZZlqUdO3bo4IMPdsoCAAAAmH4yetJw1VVXybIs1dXVqaOjQ1dddZWuvvpqrVmzRj09Pfrc5z6nG264QWeeeaY+9rGPZavOAAAAAKZQxn0a7FGSbCM7Q7e0tKi5uVlXXXWVTjjhhEx3BQAAAMADGScN49m8ebOOPvpoXXrppftrFwAAAACmQEbNk1IJhUL7a9MAAAAAplBGTxo2bNig6upqbdiwIVv1AQAAAJBjMkoaGhoaVF9fL7/fL8MwnOX9/f267LLLMq0bAAAAgByQUdJQVVWllStXJi0vKiqieRIAAAAwQ+y3Pg2LFy/eX5sGAAAAMIUyShrKysp05513auPGjRoYGEj4jycNAAAAwMyQUfOkkf0YbD6fT5ZlyefzZbJpAAAAADkioycNgUBAsVhMw8PDzn979+5VX1/fmH0dAAAAAEw/GSUNjY2NKioqSlpuGIbq6+sz2TQAAACAHJFR0nDGGWdIkgYGBrRx40ZJ0vbt2yVJy5Yty6xmAAAAAHJCRknD9u3btXz5chmG4SQQCxcuVEtLizZv3pyN+gEAAADwWMaTu4VCIa1bt0533HGHs7y6ulo33HCDLrzwwowrCADATFFz0o+9rkIC86VXnH9zrW7Nf/2K11UAMEJGSUNxcbHzhCFboyU1NzfLNE3FYjHF43GFQiEFg0FnfTweV0VFhYLBoIqLi2Waprq6utTW1pawnfb2dsXjcRmGoVgspqqqKgUCgazUEQAAAJhNMkoaRiYKlmUlrDNNM+3tNTU1qaamxhnKNRqNqqSkRB0dHU7iYJqmTNNUc3OzJKmyslItLS0J24lEImptbU1IJEpKStTZ2TnmMLEAAAAAxpdRn4b+/n7V19dr8+bNTgIxMDAw6ZGTwuGw4vG48zoQCCgYDKqxsTGpXH9/v/r7+xUOh5MSgVAopKqqqoRlwWDQSTQAAAAAuJdR0nDppZdqeHhYfr9fFRUVWrx4sRYtWiTTNHXJJZekvb2+vr6EpEHaN3zr6GUTiUajSU2RiouL1dramnadAAAAgNkuo+ZJ0r65Gr7+9a8rEomor69PwWBwzLkb3Ojv709aNlYCEI1GFY/HVVhYqK6uroT+CnaCUVhYmPCewsLCtJMPAAAAAFlIGqR9w6yWlJSosLBQCxYsyMYmJb2eHHR0dDjLDMOQYRiqqamRJCdJ2bRpkwzDSNmXYrx1g4ODGhwcdF4PDAxIkoaGhjQ0NJT5B5mE0X1EML5sfUfE3L1snhfE3T2vrkfInlw73q0R/+Za3Wb0tX1E4HOpfrPp2p5L9fPy2p7OvrOSNEj7nhL09PSotbVVnZ2dKi4u1iOPPJLRNisqKtTR0SG/3+8s8/v9TsIg7UsiSktLFQqFFA6HneV9fX2uOz03NDRo9erVScvXrVun+fPnT/4DZMCeJA8TW7t2bVa2Q8zdy1bMJemog4i7W49lMe7wRq5dZyxr2Pk31+o2k6/tuRr3mX5tHx62nH9zKe5eXtt37tzpumzWkoZly5Zp2bJlWrlypdrb25M6IqertrZW4XA4YbjV8fj9fnV3d0vSuIlCX1/fuO+vr6/XqlWrnNcDAwNaunSpli9fntUnJ+m4+8pNnux3OlqxYkVWtnPtzcTcrWzFXJK2bOzM2rZmuhXvz17c4Y1cu7b7fHnOvwsXLvS4Nolm8rU9V+M+06/teXk+59+ciruH13a7dY0bWUsaRiovL9eyZcsm/f6mpiaVlZWNmTAsWrRIbW1tSevspkd2X4bRTZFM0xx3noaCggIVFBQkLc/Pz1d+fv4kPkHmsjXvxWyQre+ImLuXzfOCuLvn1fUI2ZNrx7tvxL+5VrcZfW0fEfhcqt9surbnUv28vLans++MRk9KpbS0dFLva29vl9/vV3l5ubOsqakpYbujtx2Px50kwjAMBYPBpE7PsVjM1VMLAAAAAIlcJw3pzr0wmUnUotGoOjo6ZBiGIpGIIpGI2tvb1dvb65SpqKhIeE88Hld3d3fCXA6j+zdIUnd396TnjwAAAABmM9fNk9IdrnQyHUzOOOOMhNmebSMTgpqaGufJQ29vr0zTdEZOsgWDQZmmqaamJhmGoZ6eHrW0tDAbNAAAADAJrpOGtrY2RSIR1xs2TVPXXXddWpUZa56GsdTV1U1YZmTzJgAAAACT5zppMAxDFRUVrn6t7+/vV3t7eyb1AgAAAJAjXCcNlZWVuv76611vOJd6pQMAAACYPNcdoUOhUFobTrc8AAAAgNzkOmkoKipKa8PplgcAAACQm/bbPA0AAAAAZgaSBgAAAAApkTQAAAAASImkAQAAAEBKJA0AAAAAUiJpAAAAAJBSRknD+vXrE15v2rRJLS0tuvPOO7Vx48ZMNg0AAAAgR2SUNHR0dCS8LioqUnV1tc4991x1d3dnVDEAAAAAuWG/NE/avHlzUkIBAAAAYHqam07hTZs2qb29XR0dHers7JQkNTU1jVm2ra0t89oBAAAA8FxaSUNRUZEuvfRSXXrppWpvb1ckElEoFBqzHAAAAICZIa2kYaTy8nL5fD4SBAAAAGCGy6hPw6ZNm8ZdV19fn8mmAQAAAOSIjJKGcDg85vJNmzapubk5k00DAAAAyBEZJQ2xWEyf//znE5bdcMMNKi4ulmmamWwaAAAAQI6YdJ8GSerp6dGyZct09dVXq6ysTA0NDYpGo4rFYorH49mqIwAAAAAPZZQ0LFu2TJIUDAYVCARUUlKif/zjH5ImP4JSc3OzTNN0Eo9QKKRgMJhQpr29XfF4XIZhKBaLqaqqSoFAIO0yAAAAACaWUdLw+c9/XsXFxWpoaFBbW5v8fr+uueYaXXLJJdq8ebOOPvrotLbX1NSkmpoaGYYhSYpGoyopKVFHR4eTOEQiEbW2tibMA1FSUqLOzk7nfW7KAAAAAHAn447Qra2tisfjWrlypZYtW6ZLLrlElZWVKi0tndT2RjZrCgQCCgaDamxsdJaFQiFVVVUlvC8YDCZ0vHZTBgAAAIA7GSUNgUBAXV1dWrhwYcLyNWvWTOoX/b6+vqS+EIZhJCyLRqNJzYyKi4vV2tqaVhkAAAAA7mTUPKm2tnZS68bT39+ftGxkAmAnD4WFhQllCgsLnXVuyow2ODiowcFB5/XAwIAkaWhoSENDQ2l/jmywLMuT/U5H2fqOiLl72TwviLt7Xl2PkD25drxbI/7NtbrN6Gv7iMDnUv1m07U9l+rn5bU9nX1nlDRUV1dL2neTHY/HdcIJJ2j79u1auHChLr300kw2LWlfwhCPx9XR0SFJKYdxtde5KTNaQ0ODVq9enbR83bp1mj9/vtvqZtX27ds92e90tHbt2qxsh5i7l62YS9JRBxF3tx7LYtzhjVy7zljWsPNvrtVtJl/bczXuM/3aPjxsOf/mUty9vLbv3LnTddmMkobt27eroqJCkUhEixYtUm9vrxYuXKiWlhaVlZWl3RF6tIqKCnV0dMjv9ycs7+vrm7D5k5sytvr6eq1atcp5PTAwoKVLl2r58uVasGBButXOiruvHH+2bSRasWJFVrZz7c3E3K1sxVyStmzszNq2ZroV789e3OGNXLu2+3x5zr+jmxp7bSZf23M17jP92p6X53P+zam4e3htt1vXuJFR0tDQ0KBQKKR169bpjjvucJZXV1frhhtu0IUXXjjpbdfW1iocDicMtzpeEtDX15dWmdEKCgpUUFCQtDw/P1/5+fnuKpxlPp/Pk/1OR9n6joi5e9k8L4i7e15dj5A9uXa8+0b8m2t1m9HX9hGBz6X6zaZrey7Vz8trezr7zqgjdHFxsc444wxJ2Q1+U1OTysrKkuZnsPspjG5mZJqm0+/BTRkAAAAA7mWUNIxMFEZ3KEnVtyCV9vZ2+f1+lZeXO8uampok7XuKEAwGkzo0x2IxJ8FwUwYAAACAexklDf39/aqvr9fmzZudBGJgYED19fWT2l40GlVHR4cMw1AkElEkElF7e7t6e3udMqFQSOFwOOF93d3dCft0UwYAAACAOxn1abj00ksVCoXk9/vl8/lkGIZM01RNTY0aGhrS3t4ZZ5wh0zSTJmEbOblbMBiUaZpqamqSYRjq6elRS0tLQl8GN2UAAAAAuOM6aaiqqpJpmiorK5NhGKqsrNSCBQvU2Nior3/964pEIurr61MwGFRRUdGkKjPWPA1jGdl0KZMyAAAAACbmOmno6elRNBodcwjShQsXauXKlVmtGAAAAIDc4LpPQyAQSGvOgo0bN06mPgAAAAByjOukobi4OK0Nt7a2pl0ZAAAAALnHddIQj8e1Y8cOV2UHBgYUjUYnXSkAAAAAucN1nwZ7KFQAAAAAs4vrpKG0tFQVFRWuylqWpauvvnrSlQIAAACQO1wnDYFAQNXV1a43TPMkAAAwm/1r3b36V8d9SctfMwecfx++9DtJ65eUfUBLln9wf1cPSIvrpGH79u1pbbikpCTtygAAAMwUe3bt1mv9Ke6fLGvM9Xt27d6PtQImx3XS0N3dndaG03kqAQAAMNPMPXCeDli0cFLvA3KN66QhFoupqqpKtbW1Ki0tTWvOBgAAgNlmyfIP0swIM4brpGHTpk3q6+uTaZqKRCIKBoMkDgAAAMAs4DppWLhwoRYu3PeIbdmyZfutQgAAAAByi+vJ3QAAAADMTiQNAAAAAFIiaQAAAACQkus+DQAAAECuu+EXUd34yw1Jy1/6907n31P+8+dJ6z/7iWW68LzAfq/fdEXSAAAAgBnjlVdf0wsvvTru+uFha8z1r7z62v6s1rRH0gAAAIAZ4w0HHaA3HXbQpN6H8ZE0AAAAYMa48LwAzYz2g5xKGuLxuOLxuEKhkNra2uT3+5PWV1RUKBgMqri4WKZpqqurS21tbQnl2tvbFY/HZRiGM5N1IMDBAwAAAExGziQN0WhUkUhEgUBA0Wh0zDKmaco0TTU3N0uSKisr1dLSklAmEomotbU1IZEoKSlRZ2enDMPYb/UHAAAAZqqcSRoCgYACgYBM00xZLhwOKxgMjrs+FAqpvr4+YVkwGFRzc7Pq6uqyUVUAAABgVplx8zREo9GkpkjFxcVqbW31qEYAAADA9JYzTxrcikajisfjKiwsVFdXV0J/hXg8LkkqLCxMeE9hYaGzDgAAAEB6plXSYBiGDMNQTU2NpH3NjoqKirRp0yYZhpGyaVOqdYODgxocHHReDwwMSJKGhoY0NDSUlbqny7IsT/Y7HWXrOyLm7mXzvCDu7nl1PUL25Nrxbo34N9fqxrV96nFt94aX1/Z09j2tkga/3+8kDNK+JKK0tFShUEjhcNhZ3tfXl1an54aGBq1evTpp+bp16zR//vyM6jxZ27dv92S/09HatWuzsh1i7l62Yi5JRx1E3N16LItxhze8us480/8XPdP/UNLyXXtekSTtHBrQLzZ8O2n9MYtO1jGLTtnv9RsL1/apx7XdG15e23fu3Om67LRKGsbi9/vV3d0tSeMmCn19fSm3UV9fr1WrVjmvBwYGtHTpUi1fvlwLFizIWl3TcfeVmzzZ73S0YsWKrGzn2puJuVvZirkkbdnYmbVtzXQr3p+9uMMbXl3b817xadeeHSlKWGOuz8v3aeHChfuvYilwbZ96XNu94eW13W5d48a0ShoWLVqktra2pNGT7KZHdl+G0U2RTNNMOU9DQUGBCgoKkpbn5+crPz8/s0pPks/n82S/01G2viNi7l42zwvi7p5X1yNkj1fH+wFz5umg/PRv/g+YM8+zOnNtn3pc273h5bU9nX1Pq6ShtLRUpaWlCcvi8biTRBiGoWAwqHg8npAkxGKxlMO0AgAwk73r8A/qXYd/0OtqAJjGptWQqxUVFQmv4/G4uru71djY6Cwb3b9Bkrq7u5PmbgAAAADgTs48aYjH4wqHw85s0BUVFQoGg6qtrZXf75ck1dTUqKmpSZLU29sr0zSdkZNswWBQpmmqqalJhmGop6dHLS0tzAYNAAAATFLOJA1+vz/hicF43MzqXF5eno0qAQAAANA0a54EAAAAYOqRNAAAAABIiaQBAAAAQEokDQAAAABSImkAAAAAkBJJAwAAAICUSBoAAAAApETSAAAAACAlkgYAAAAAKZE0AAAAAEiJpAEAAABASiQNAAAAAFIiaQAAAACQEkkDAAAAgJRIGgAAAACkRNIAAAAAICWSBgAAAAApkTQAAAAASImkAQAAAEBKc72uwEjxeFzxeFyhUEhtbW3y+/1JZdrb2xWPx2UYhmKxmKqqqhQIBNIuAwAAAMCdnEkaotGoIpGIAoGAotHomGUikYhaW1vV1tbmLCspKVFnZ6cMw3BdBgAAAIB7OdM8KRAIqK6uTqWlpeOWCYVCqqqqSlgWDAbV3NycVhkAAAAA7uVM0uBGNBpNamZUXFys1tbWtMoAAAAAcG/aJA3xeFySVFhYmLC8sLDQWeemDAAAAID05EyfhomYpjnhOjdlxjI4OKjBwUHn9cDAgCRpaGhIQ0ND6VQzayzL8mS/01G2viNi7l42zwvi7p5X1yNkD8e7e1zbpx7Xdm94eW1PZ9/TJmmw9fX1Tdih2U2ZkRoaGrR69eqk5evWrdP8+fPTrGF2bN++3ZP9Tkdr167NynaIuXvZirkkHXUQcXfrsSzGHd7gOuMe1/apx7XdG15e23fu3Om67LRJGsZLAvr6+tIqM5b6+nqtWrXKeT0wMKClS5dq+fLlWrBgQdp1zYa7r9zkyX6noxUrVmRlO9feTMzdylbMJWnLxs6sbWumW/H+7MUd3uDa7h7X9qnHtd0bXl7b7dY1bkybpMHupzC6mZFpmk7HZzdlxlJQUKCCgoKk5fn5+crPz8+g1pPn8/k82e90lK3viJi7l83zgri759X1CNnD8e4e1/apx7XdG15e29PZ97TpCG0YhoLBYFKH5lgspmAw6LoMAAAAgPRMm6RB2jcHQzgcTljW3d2t+vr6tMoAAAAAcC9nmifF43GFw2FnNuiKigoFg0HV1tbK7/dL2jdJm2maampqkmEY6unpUUtLS0JfBjdlAAAAALiXM0mD3+9XY2PjhOXKy8uzUgYAAACAO9OqeRIAAACAqUfSAAAAACAlkgYAAAAAKZE0AAAAAEiJpAEAAABASiQNAAAAAFIiaQAAAACQEkkDAAAAgJRIGgAAAACkRNIAAAAAICWSBgAAAAApkTQAAAAASImkAQAAAEBKJA0AAAAAUiJpAAAAAJASSQMAAACAlEgaAAAAAKRE0gAAAAAgJZIGAAAAACmRNAAAAABIaa7XFUhHPB5XRUWFgsGgiouLZZqmurq61NbWllCuvb1d8XhchmEoFoupqqpKgUDAo1oDAAAA09u0ShpM05RpmmpubpYkVVZWqqWlJaFMJBJRa2trQiJRUlKizs5OGYYxldUFAAAAZoRp1zwpHA6rv79f/f39CofDSYlAKBRSVVVVwrJgMOgkGgAAAADSM+2SholEo9GkpkjFxcVqbW31qEYAAADA9DatmidJ+5KCeDyuwsJCdXV1JfRXiMfjkqTCwsKE9xQWFjrrAAAAAKRnWiUNhmHIMAzV1NRI2tfsqKioSJs2bZJhGDJNc9z3plo3ODiowcFB5/XAwIAkaWhoSENDQ1mpe7osy/Jkv9NRtr4jYu5eNs8L4u6eV9cjZA/Hu3tc26ce13ZveHltT2ff0ypp8Pv9TsIg7UsiSktLFQqFFA6HneV9fX1pdXpuaGjQ6tWrk5avW7dO8+fPz6jOk7V9+3ZP9jsdrV27NivbIebuZSvmknTUQcTdrceyGHd4g+uMe1zbpx7Xdm94eW3fuXOn67LTKmkYi9/vV3d3tySNmyj09fWl3EZ9fb1WrVrlvB4YGNDSpUu1fPlyLViwIGt1TcfdV27yZL/T0YoVK7KynWtvJuZuZSvmkrRlY2fWtjXTrXh/9uIOb3Btd49r+9Tj2u4NL6/tdusaN6ZV0rBo0SK1tbUpGAwmLLebHtl9GUY3RTJNM+U8DQUFBSooKEhanp+fr/z8/MwqPUk+n8+T/U5H2fqOiLl72TwviLt7Xl2PkD0c7+5xbZ96XNu94eW1PZ19T6vRk0pLS1VaWpqwLB6PO0mEYRgKBoNJnZ5jsVhSogEAAADAnWmVNFRUVCS8jsfj6u7uVmNjo7NsdP8GSeru7lZ9ff2U1BEAAACYaaZV86Samho1NTVJknp7e2WapjNyki0YDMo0TTU1NckwDPX09KilpYXZoAEAAIBJmlZJgyTV1dVNWKa8vHwKagIAAADMDtOqeRIAAACAqUfSAAAAACAlkgYAAAAAKZE0AAAAAEiJpAEAAABASiQNAAAAAFIiaQAAAACQEkkDAAAAgJRIGgAAAACkRNIAAAAAICWSBgAAAAApkTQAAAAASImkAQAAAEBKJA0AAAAAUiJpAAAAAJASSQMAAACAlEgaAAAAAKRE0gAAAAAgJZIGAAAAACnN9boC+0N7e7vi8bgMw1AsFlNVVZUCgYDX1QIAAACmpRmXNEQiEbW2tqqtrc1ZVlJSos7OThmG4V3FAAAAgGlqxjVPCoVCqqqqSlgWDAbV3NzsUY0AAACA6W3GJQ3RaDSpKVJxcbFaW1s9qhEAAAAwvc2opCEej0uSCgsLE5YXFhY66wAAAACkZ0b1aTBNc1LrBgcHNTg46Lzevn27JKmvr09DQ0PZql5aBvfs8mS/01Fvb29WtjO0k5i7la2YS9LAjsGJC0FSduMOb3Btd49r+9Tj2u4NL6/tO3bskCRZljVhWZ/lptQ0EY1GVVJSolgsJr/f7yxvb29XRUXFuAG5/PLLtXr16qmqJgAAAJAztmzZoiVLlqQsM6OeNIw3OlJfX1/K99XX12vVqlXO6+HhYfX19Wnx4sXy+XzZrOK0NTAwoKVLl2rLli1asGCB19WZNYi7N4g7ZguOdW8Qd28Q92SWZWnHjh064ogjJiw7o5IGuy/D6KZIpmmmnKehoKBABQUFCcsYnnVsCxYs4ETzAHH3BnHHbMGx7g3i7g3inmjhwoWuys2ojtCGYSgYDCZ1eo7FYgoGgx7VCgAAAJjeZlTSIO2bpyEcDics6+7uVn19vUc1AgAAAKa3GdU8Sdo3kZtpmmpqapJhGOrp6VFLSwvNjTJUUFCg73znO0nNuLB/EXdvEHfMFhzr3iDu3iDumZlRoycBAAAAyL4Z1zwJAAAAQHaRNAAAAABIiaRhlqN12tQj5t4g7gAATB5Jwyz1wAMP6J///Kd8Ph83U1OEmHuDuGO2WLdunW666SavqzHrEHdvEPepN+NGT8LEHnzwQb3//e/XG9/4Rj388MN685vfLMuymP16PyLm3iDumC2i0ajOP/98HXjggdq7d68+97nPeV2lWYG4e4O4e4MnDbPM8PCwDjjgAG3fvl3nnnuu3vOe9/Ar7H5GzL1B3DGbHHDAAdq4caOuvPJKNTQ06IYbbvC6SrMCcfcGcfcGTxpmmby8PJ144omSpJ/97Gfas2eP3vOe9+iRRx7hV9j9hJh7g7hjNjn++OMlSWeffbZ2796tq666Sj6fj19g9zPi7g3i7g2Shllq7969mjNnjjN7NjdT+x8x9wZxx2yyYMECXXDBBRocHNQVV1yhAw44QJ/85Ce9rtaMR9y9QdynFknDLDVnzhxupqYYMfcGccdsMPI4fuqpp7RkyRKdcsop+ta3vqXdu3erurra4xrOTMTdG8TdGyQNsxg3U1OPmHuDuGOms4/f3//+9xoeHtZHPvIRnXzyyVq3bp0uv/xy+Xw+XXjhhZLE8Z5FxN0bxN0bJA2z3Jw5czQ4OKiCggLnZurEE0/Uxo0bdcQRR+jVV1/VQQcd5HEtZxZi7g3ijpnuhRde0IMPPqjvfe97kqTDDjtMH/3oR7Vz5041NTXpgAMO0Kc+9Sn19vbqkEMO8bi2Mwdx9wZxn3okDbNQZ2enXn31VR144IE644wzVFBQoN27d2vevHkKh8Py+Xw66aST9KlPfUonnXSSzj77bK+rPO0Rc28Qd8wmw8PDeuKJJ7Rz507NmTNHBQUFOuigg3TBBRdo9+7d+uIXv6gf//jHWrlypb7+9a97Xd0Zg7h7g7hPPZ/F2IOzyp///Gc9+OCD2rZtmzZt2qTt27ers7NTc+bMUW9vrxYvXixJWrp0qfx+v9avX685c+Z4XOvpjZh7g7hjJrObXIxsehGPx7Vy5UqtXbtWhx9+uIaGhpSfny9J+tvf/qbvf//7Mk1T99xzj+bO5TfDySDu3iDuuYGkYRbp7u7W3/72N2dIskceeUSf/OQndcghh+jee+/Vyy+/rL/+9a8KBAK67bbbdNlll2nu3LkaHh5WXh5TekwGMfcGccdsMTAwIJ/Pp4MPPliSdNZZZ+npp5/WY489ltDc7s9//rN27dqlYDAon8+nPXv2cCOVAeLuDeLuLf46ziLz58/XoYceqn/+85+S9g1VFg6H9YY3vEFnnHGGjjzySOXl5WnBggX65je/qblz52rv3r3cRGWAmHuDuGM2uPfee/Xd735XtbW1+vCHP6xdu3bppz/9qQ4//HC9+c1v1m9/+1s99dRT6urq0iuvvOLcQFmWxQ1UBoi7N4i793jSMIt0dnbqBz/4gT74wQ/qkksu0dq1axUIBPTCCy/orLPO0nHHHafly5crFAp5XdUZg5h7g7hjpnvwwQf10ksv6dRTT9Uhhxyi4uJive1tb9Ovf/1r7dq1S5dffrlM09Shhx6qQCCgj3/840nNO5A+4u4N4p4bSBpmoFQnyV//+leddNJJ+s53vqMjjjhCtbW1kqSHH35Y+fn5CgQCnGCTQMy9Qdwx2wwPD+uVV17RlVdeqa9+9as6/PDD9corrygSiejII4/UiSeeqF27dunAAw/U7t27lZ+fT1+dLCDu3iDuuYVn8TOQfSO0fv16rV+/Xv/4xz+cdSeddJIkqa+vT//xH/8haV/bv8HBQZWUlMjn82l4eHjqKz3NEXNvEHfMVCN/zxt5nNrN6vr7+2Wapl588UX97ne/03vf+17nBuree++VJBUUFDg3UPw+6A5x9wZxnx5IGmaoRx99VHfccYfa2tpUWlqqv/71r5KkPXv2SJJisZjOOussNTQ06KmnntL73vc+5720654cYu4N4o6Z5KWXXnL+37IsWZblHKf33HOP/v73v0uStmzZotraWj322GP60Ic+pEMPPVSSdOCBB2pwcFDDw8MJT9J4qpYacfcGcZ9mLExLw8PDCa/37Nnj/P/27dutX//619bQ0JC1c+dO6+KLL7YOOOAA6+GHH054T2Njo3XbbbdZe/funZI6T3fE3BvEHbPFXXfdZfl8PuuWW26xLCvx2L/00kut97znPc7x//TTT1uHHHKI9dnPfjZhG52dndavfvWrqav0DEDcvUHcpx+6k09Tw8PDmjNnjvbu3as5c+Y4j+T++7//W8uWLdN73/tezZ07V3PnztU111yjefPm6X3ve58eeughBQIBDQ4Oqq6uLmF7/OqaGjH3BnHHbGCaph577DE1Njbqc5/7nCzL0qc+9SlJ0rPPPquHH35YZ599tubMmaOhoSEtXbpU3/rWt3T55ZfrhRde0DnnnKM3vOENGh4e1ic+8QmPP830Qdy9QdynKY+TFkzCU089ZX3wgx+0/v3vfycsv+WWWyyfz2f5fD7rJz/5iWVZVsIvq9/61resgw46yPrsZz9LZp4mYu4N4o7ZYuSvrDfeeKPl8/msm2++2bKsfcd2d3e39dBDDyW8Z+fOndZzzz1nXXrppdZPfvIT66abbnLOg9FP6DA24u4N4j49kTRMQ/fdd5/10Y9+1Lrjjjssy9p3sgwODlp/+tOfLNM0rR/96EfWAQcc4JxwI5tzHHvssdapp56asAwTI+beIO6Yrf73f//X8vl81o033mhZlmVt3brVuuOOOyzTNCd8LzdQk0fcvUHcpweShmloeHjY2rp1q/O6t7fXsqzEG6Yrr7zSmjdvnvXAAw84y5544gnre9/7njU0NJRUHqkRc28Qd8xm9i+wa9assZ555hmrsLDQOu6446yzzz7b+vKXv2zdd9991te+9jXr9ttvtyzLos9OlhB3bxD33EfSMM2Mzqjr6+ut+fPnW48//rhlWZb12muvOeuuvPJKZ90DDzxg/fOf/3TWcRPlHjH3BnHHbGYf383NzZbP57O+8Y1vWA8++KD12GOPWddee61VXV1t+Xw+69hjj3WSY2SOuHuDuE8PdISeZkYOI7Zlyxbl5eXp3HPP1WmnnaYHHnhAxx13nIaGhpSfn6+vf/3rkqTjjz9e55xzju644w7nvUx+4h4x9wZxx2zU0dGhbdu2KRKJqL6+XtXV1Zo3b54uuOACLV68WF/72td0/PHHS5Le9a536aKLLtLcuXOdgQIwOcTdG8R9mvE6a8Hk/OEPf7A6OjqcX2Mvvvhia+HChc6vsHYmfuedd1pnn32285q2f5NHzL1B3DFb3H333dYtt9xiDQ8PW5/5zGesT37yk866m2++2SosLLTa29uthx56yHrhhRecdfzymhni7g3iPv2QNEwTI2+AHnroIet//ud/rMHBwYQyl1xyibVgwQLrmWeesSxr3xj2jz/+uNPujxMtPcTcG8Qds9HLL79sfeMb33Bej+zLs3v3bsuyLGvNmjWWz+ezzjvvPJLiLCHu3iDu0xPNk6YJu6nG/fffr3Xr1ukjH/mIDjjgAElymmhcffXVysvL03vf+16dd955Ouuss7R8+XJJ+2ZanDuXrzsdxNwbxB2z0Z49e/SXv/xF27Zt05ve9CYdccQRCev27t2rgw46SB/+8Id10003yefzybIsZr7NEHH3BnGfnnyWZVleVwKvS3VS3Hvvvers7FR3d7f27t2rd7zjHbrmmms0d+7chAmrjj32WB166KG67777aPPnAjH3BnEHXvf888/rox/9qH72s5+ptLRUe/bscZLfzZs367nnntPixYv19re/XXl5eQnrMXnE3RvEfXpiWtQcs2vXLkn7Zq0d6U9/+pOi0ai+973vae3atfrP//xPbd26Va+++qokOTdR8Xhcn/rUp3Tvvfdqzpw5SdtBMmLuDeKO2Wi83+mOOOIInXTSSTrrrLO0bdu2hBukeDyuuXPn6h3veIfy8vJ4mjYJxN0bxH1mIWnIIfF4XP/xH/+haDTq3BjZDjzwQP3rX//SwMCA8vLydOGFF2rLli2KRqMJ5fx+v+rr6zV37lzt2bMnaTtIRMy9QdwxW9lP1x599FG9/PLL2rp1q7Pu8ssvVyAQ0Nve9jbddttt6u7u1j333KOXX35ZJ598ctI24B5x9wZxn1lI3XLIq6++qlNPPVVPPfWUAoGAk6H7fD69+uqrevDBB9XZ2anS0lItXbpUl112mT74wQ9Kku666y5t2bJFhx56qM4991zNnTuX5houEHNvEHfMZvfdd5/uuOMO9fb26vnnn9dFF12kj33sYyosLNSvfvUr/fSnP9Xtt9+uoqIive1tb9MXvvAF2nRnAXH3BnGfOejTkGP6+vpUWFgoad+vsX6/31n31a9+VRs2bNDAwIBCoZDmzZunc845R5/61Kf0zDPP6D3veY8efPBBXXDBBfryl7/s1UeYdoi5N4g7ZqM///nP+uc//6nzzjtPW7Zs0a233qqrrrpK//M//6Pzzz9ff/nLX/Sud71L8+fPT3h6xg1UZoi7N4j7DDM1gzQhXZdffrnl8/ms9vb2hOWxWMz63//9X+d1dXW15ff7nRlw4/G49f73v9/atWsXQ5SliZh7g7hjNvn1r39t9fT0OK/vu+8+6zvf+Y516KGHWnfeeac1PDxs3XXXXcxknmXE3RvEfWahEXCOGNmJ8+WXX9b8+fP1/e9/X5/4xCcSZrf1+/064IAD9J3vfEennnqq7rnnHj311FM66qijJElFRUX6+Mc/rnnz5pGlT4CYe4O4YyazRjy837t3b9L6F154Qd/85jfV0dGh4eFhHXDAAfrKV76iL33pS1q5cqUuu+wymaZJk7s0EXdvEPdZxuOkBaM88sgjlmVZTtZ9yy23WHl5eUm/wm7ZssW6+uqrE2ZJ3L17t/WLX/zC+sc//jF1FZ4BiLk3iDtmohdffNFat25dwrJ//vOfzoSDsVjMuummmyzLsqzLLrvMWrt2rWVZ+47z5uZm6/bbb3cmKYR7xN0bxH124UmDx0b+6nrffffpYx/7mL75zW9qz549Gh4e1ic/+UndfPPNqqys1G9/+1tJ0iuvvKIlS5Zo7969uu+++5z3//rXv9app56qt7zlLVP9MaYVYu4N4o7Z4LDDDlMsFtNFF10kSVq3bp3uvvtuZ73f79cFF1wgSXrppZd01llnSZK2bNmi008/XVVVVcrLy2MI4TQRd28Q99mFjtAeskZ09Hn66afl8/lUWFiorVu36t3vfnfCiDK/+tWv9OlPf1of/vCHdc455+j888/Xb37zG61fv16Dg4NaunSpPv7xj6u4uNjLj5TziLk3iDtmm3e9610aGhrS+eefr2984xtJ659//nktWbJEV1xxhZYuXar58+dr5cqVNLXLEHH3BnGfJbx7yAHb97//feuggw6yqqurrb1791rDw8NOx86RHTzLysqsU0891Xns9+qrr1rPP/+89fe//93avn27J3Wfroi5N4g7Zjr7OL7iiiusI4880jrxxBOddUNDQ1Z/f7+1c+dOy7Is69Zbb7U++tGPWk1NTTTRyBBx9wZxn1140jAFdu3apc2bN2tgYEBHHnmk5s+f7ww1uW3bNv3oRz/SIYccotWrV6upqUlf+MIXEn55laStW7fqrrvuUnV1tebOnauhoSHl5+d79plyHTH3BnHHbDI8POwME7l3716nM+eOHTt0991367TTTnN+TX344YclSU8++aQefPBBVVVV6eCDD9auXbt04IEHSmKYSbeIuzeIO0ga9rOnnnpK9957r/7617+qt7dXTz75pF577TV95StfUXl5ud785jc7ZW+88UZdeOGFuu222/SJT3wiYTsjT9CR/49kxNwbxB2zTW9vrx5++GEtX77cSWw3bdqko48+WsPDw5ozZ47+/e9/60Mf+pDmzp3r3Ej9/e9/1/bt23XyySc7N2HcQLlH3L1B3EHzpP3oySeftH75y18mLOvp6bG++tWvWj6fzyorK7N+//vfJ6z/+c9/bvl8Puv22293ytuP9jAxYu4N4o7Z6rbbbrM+/vGPW5ZlWZFIxPrRj37kNKuz9fX1WaWlpVZJSYm1c+dO63e/+5315z//2YvqzhjE3RvEfXYjadhPHn30Uevaa6+1XnvtNcuy9g0ROdIdd9xh+Xw+6/3vf7/15JNPJqy7+eabrfz8fOvss8+2GhoapqzO0x0x9wZxx2x32mmnWUcccYT17W9/e9wy27dvt9773vdaZ599tvWVr3yFNt1ZQNy9QdxnL5KG/eSHP/yhtXnzZsuyrKTZau3Xv/jFL6y8vDznxBt5UpWVlVnvfe97mSUxDcTcG8Qds5V9fF977bXWW9/6Vqu4uNhZNzQ0ZPX19SV13O/t7R2z8z/cI+7eIO5gnoYssyxLg4OD+stf/qLBwUFJSmq3Z7/++Mc/rksuuURXXHGF4vG409Zv06ZN+tCHPqT77rtPc+bMGXOWRbyOmHuDuGM2sf6v+581qhvgjh07dNRRR+mhhx7S2972Nh1zzDEaHBzU3Llz1d/fr9tvv129vb1O+cLCQvl8Ptp0u0TcvUHcMRaShizz+XwqKCjQ4OCgtm3bJmnsqdXtsueff77e9KY3aevWrc7yN7/5zVq1apXmzp1LR1AXiLk3iDtmg4cffliRSET9/f2S9h3L9nHu8/l08MEH69xzz9XixYu1Zs0aFRUV6Z3vfKdee+01+f1+BYNBPf7440nnBjdQqRF3bxB3pELSsB9YliXTNHXXXXdJkubMmZOUrdve+c536u1vf7uefvpp5732r7D2ezExYu4N4o6Z7vHHH9fy5cv1mc98Rtddd52k14/VPXv2SHr9huiggw7SXXfdJb/fr7e97W16/vnn9eijj8qyLI7vNBF3bxB3pELSkGX2I7hPfepT+uEPf6ibbrpJkpzHcyMNDQ1JkpYsWaLDDjvMKYf0EHNvEHfMBhdccIE+/elP6+WXX9YXv/hFfeADH1BLS4sGBgY0d+5cSYnHfEFBge6++24FAgFddNFFuv/++3Xaaad5+RGmJeLuDeKOVJinYT957LHHVFFRoXnz5umHP/yhPvjBD0pKnBzF9tOf/lRnn312wjj2SB8x9wZxx0z361//Wt3d3TrrrLO0atUqPfbYYzriiCN01VVXqaSkRH6/X9Lr7b/thNg0TRmG4awjUU4PcfcGcce49lsXa1i//OUvLZ/PZ731rW+1/vd//3fMMvfee6/1k5/8hOHIsoSYe4O4Y6b7xS9+YVmWZe3cudP62c9+ZpWXl1s+n88KBAJWS0uLNTg46JTdtGlTwnsZNWbyiLs3iDvGwpOG/cAakWHfeuut+ta3vqUtW7bo4osv1kc/+lG99a1vVX5+vrq6utTX16eKigpGF8gQMfcGccdMZ/+J/MUvfiG/369TTjlFkvT000+rpqZGc+bM0X333aeTTz5ZZ555phYuXKhFixbpU5/6lJfVnvaIuzeIO1IhaciS0TdBI5tmPPLII1q/fr1aWlo0Z84cLViwQP/5n/+pJUuW6HOf+5zy8vK4iZoEYj41BgcHVVBQMO564o7ZIB6P67rrrtOqVavU39+v2267TZ///Oe1dOlSPf744/re976n1tZWnX766frjH/9IR9AsIe7eIO4YC0nDJGzZskX//ve/1dfXp5NPPlnz58+XpKQhI0ffHO3evVtDQ0Pq7+/XUUcdNW45JHvmmWd033336dVXX9VZZ52lY489dsxyxDy7du/erV/84hc644wzdPTRR49bjrhjJrOP2yeffFL333+//vWvf6mqqkrHH3+89uzZo7lz5+rqq69WJBLRPffco7lz547ZpwfpIe7eIO4YD99wmrZt26abb75Zmzdv1hVXXKFLLrlEoVBI0r5hyewhySQl/Qo+b948HXzwwTryyCOd5dxETWzr1q368Y9/rFdffVUXX3yxLrzwQsXj8THLEvPsMk1T119/vW688UZt2rRp3HLEHTPZyOP2z3/+sz7xiU/o+OOPl2VZzogyZWVlWrt2rebOnas9e/ZwA5UFxN0bxB3j4UlDGnp7e3XTTTfpnHPOUXFxsV566SX98Y9/1DXXXKMlS5bonnvukSQnE0fmtm3bprVr1+qUU07R29/+dkWjUf3Hf/yHmpqa9NWvftXr6s0Kn/nMZ/TSSy/pPe95jy644IKUTxyAme7222/X4OCgPvnJTzqJ8MgbJn5x3T+IuzeIO0bim07Dc889px07dqi4uFiSdNhhh6myslLXXnutHn30UWeoSXt2W2TuiSee0Jve9Ca9/e1vlyQFAgF97WtfS5hV2DbyKQ8yNzw8LEk699xzVVJSoo6ODt1000365z//6XHNgP0j1W9o9rpzzjlHixcvVl5eXtINlCRuoCaBuE+NwcFB12WJO8bCt52GQw45RM8884y2bNkiad9JVVBQoA984AO66aab9NRTTykYDEpKPTMu3Ovr69NNN92k5uZmZ9mxxx6rgw8+WLfccouuvPJK/fSnP5VEspZt9h+DI488Ul/+8pf15S9/WZ2dnbrxxhv18ssvS9r3JAiYjrZs2aINGzaos7NTO3fulLSvWcZ41xB71K958+bp/vvvV2lpqa688sqprPKM8Mwzz6i5uVk//OEP9dRTT0lKPdEjcc+O3bt367bbbtPmzZtdlSfuGAtJQxoOOOAAPf7447r11lslvX5SzZ07V+973/v0ox/9SM8//7xWr17trEdm3v3ud+vNb36z8xRnYGBATz/9tObNm6cXX3xR7e3t+spXvqL//M//lCRGcNgPDj74YP35z39WZWWlzj//fN1333367//+b1188cV64oknvK4ekLZ0+qaNZF/T9+7dq/z8fNXX109ZnWeCdPqnjUTcM+e2f9pIxB1Jsjzvw4zX2dlp+Xw+64Ybbkhat2PHDuvaa6+1Lrjggqmv2AxkTxAzNDTkLNu2bZv1xBNPOK9feuklq7q62po3b54VjUanvI6zwfDwsHXXXXc5r1taWqxjjjnGWrlypbV9+3bLsixr165dXlUPSMu///1v65prrrGeffZZy7Is68UXX7RuueUW613vepe1YsUKp9zI685IW7dutVpaWpz145VDoueff9664YYbnOt3T0+PlZ+fb/3whz909X7inrlPf/rT1ooVK6zLL788aUK28RB3jMSThjQMDw/r9NNP189+9jNVV1c7zWJsb3jDG/Txj39cjz/+OL/AZoH9K8fITuUj+zcMDw/r0EMPVV1dnQYHB/X88897Us+ZzufzaXh42Gm2sXv3bp188sn6xz/+oeuvv17f/va39Yc//MHjWgLuZNo37YgjjtCFF17orGfQC3cy7Z9G3Ccvk/5pxB0j8e2nwW7j/fnPf147d+7U1772Nb322mu6+OKLnTKHH364Pv7xj+vggw/2qpqzwq5du3TggQdKkt7ylrfo//2//+fcBCB7LMuSZVlauHCh4vG47rnnHh166KG66aabdN111+n//b//pzPPPFPf+c53vK4q4MrIvmlLly5N6pt2/vnnKxgMKhKJOH3TxmtqSnNI9/r6+rRmzRpt3bpVNTU1kvb1T9uyZYtuueUWbdmyRQsWLNCXvvQl5wZ1vPgS9/SM7J928skn6/jjj9dPf/pTWZalL37xizr00EO1bds2HX744Sm3Q9zBk4ZJuvjiixUOh3XppZdq9erV2rBhgyTp/vvv1549exLGp0d2XX311frOd76j3bt3S5LuvvtuGYahY445xuOazTz2aBl+v1//8z//oze+8Y0677zzJO176nPuuefqd7/7nebMmeP8mgXkMvqmeYP+ad6jfxoyxTwNGVq3bp1uvPFG7dy5U8cff7yKiop04YUXOn+I+IOTfXfffbcqKyu1fv16vfDCC4rFYvra176mvLw8xozeT5544gnFYjF9+MMflrSvU93GjRv1vve9T3l5ecxNgmll/fr1CgaDamlp0ec+97mEda+88oqam5v16KOP6qabbvKmgjOM/bdw5HXihRdeUH9/v9Nc6eWXX9Y3vvEN3XrrrfrLX/6iZcuWeVnlGcmyLN19993OdfyGG27Q1VdfrXe+85268cYbtWDBAu3evVvz5s3zuKbIVSQN/8eyLL388ss67LDDnNcT3fjb63bu3KnXXntNO3bs0JIlS0gYXJpMzG0bNmzQa6+9JtM0VVZWpry8PGLuUiZxH1l+vNdALrN/WLCb1/34xz/Wl770pYQy27Zt09lnn62bb75Zxx13nEc1nT3s7+TZZ5/VMccco9/97nfOEwdk129/+1v913/9l+bMmaP//u//Vnd3tzZs2KDzzjtPr7zyigKBgM455xyvq4kcxU+D/8fn8+nRRx/VE088oS9/+cvy+Xxav369DjnkEL3rXe8a9z2SNH/+fM2fP1+GYUjiJsqtycTcNvpXKGLuXiZxt9+f6jWQy+ibllvonzY16J+GbKAdxwjBYFBPPvmkVq5cqXXr1umhhx7S0UcfnfZ2uIlyj5h7I1txB6Yz+qZ5i/5pU4f+acgGmif9H3ukhg0bNujUU0/VEUccoWeeeUY+n09DQ0PKz893yvKrdnYQc28QdyARfdO8Qf+0qUf/NGSCpGGU+++/X+vWrdOdd96pJUuWaN26dZL2jfTwt7/9TSeeeCKdhLKMmHuDuGOmoW+aN+if5g36p2GqkcaP8qY3vUnf/e539cgjj2jr1q0644wzJEkLFiyQZVm65557xpx4BpNHzL1B3DHT2P11fvKTnziv169fr8ceeyzleyQ5/dKWLl1KwpCmycTdtmzZMp100kk688wzSRjSlEnc7fKpXgOjzeqkYayHLMccc4zy8vL0hje8QZ2dnXrxxRdVVlYmSXrf+94nwzD08ssvT3VVZwxi7g3ijtmCflLeIO7eoH8aphLNkyS1tbXp+eef1/r161VSUqLzzjvPGb1h69atKisr05w5c1RZWanFixfrC1/4gsc1nv6IuTeIO2Yy+ut4g7h7g7hjqs3KJw0j86T77rtPzz77rM4991z5/X7df//9Kikp0VNPPSVp37TrTzzxhD7zmc/orW99q2pra72q9rRGzL1B3DGb2LMI79ixQ1/72teUn5+vM888U5KUn5+vgYEBPfDAA9q9ezc3UFlE3L1B3DHVZt2ThpEjMmzbtk0PPPCAPvKRj6igoECS9Mwzz+jiiy9WT0+Penp6dPjhh6fcBiZGzL1B3DFbPfPMM3rLW96inTt36qSTTtKb3vQmdXZ2Sto3AMDLL7+sj3zkI4wSk2XE3RvEHVNl1t0N2DdA3/zmN/XJT35SRxxxhAoKCrRr1y5J+9p5X3HFFTrqqKP0wgsvpNwG3CHm3iDumA3or+MN4u4N4g4vzco7gj/96U/6/e9/r40bN+raa6+VJB144IHOSDEnnHCC8vPz9Y9//MPLas4oxNwbxB0znd3soq2tTT/+8Y/1kY98RN/97ncVi8Uk7Rsl7I9//KO2bt2qd77znbriiiv09NNPj/lkDe4Rd28Qd3hpViYNxcXFevDBB9XV1aU///nP+sxnPiNJmjt3rjMTYmVlpd797nd7Wc0ZhZh7g7hjpqK/jjeIuzeIO3KCNcMNDw+nXP/YY49Zhx12mHXhhRc6y/76179aP/nJT6y9e/fu7+rNSMTcG8Qds8XI4/X555+3Wltbrd27dzvLnn76aeu//uu/rMMPP9x6/vnnJ9wG3CHu3iDuyBUz/kmD/SjvN7/5jdra2tTW1uas27t3r44//nh1dnbqd7/7nT74wQ/qoYce0ty5c3XRRRc5U9kjPcTcG8QdswX9dbxB3L1B3JErZsVR9PDDD6u7u1uPPPKILrvsMjU1NUnaN1zZyJupeDyuK664QoFAQPn5+dq7dy8n2iQRc28Qd8wW9NfxBnH3BnFHTvD6Ucf+MLKZxosvvmjdeuutlmVZ1sDAgHXTTTdZb3vb26zGxkanzNDQkGVZlvX3v//dOuyww6zPfvazzrqdO3dOUa2nN2LuDeKO2WrLli3Wrl27rHg8bh1yyCHWpz/9aWed3RTjJz/5ifXUU095VcUZibh7g7gjF8zInxbtZhqmaeqFF17QscceK0k6+OCDVVVVpe9+97v6+c9/rh/84AeSpN27d0uS3vGOd2jdunVat26dzjnnHH396193Hv8hNWLuDeKO2cAaY5jJJUuWaN68eSoqKtK9996rtWvXqrq6WtK+phiPPPKIJOmtb33rlNZ1JiHu3iDuyFUzdnK39evXa82aNerp6dG73/1u3XDDDc66Xbt2ae3atfr2t7+twsJCnX/++aqtrXWmWX/44Yd1yimn6P7779epp57q4aeYXoi5N4g7Zovf/OY3GhoakiRVVFRI2tdfZ86cOfr73/+uYDCot7/97fr+97+vgoICvfOd71R+fj6TFGaIuHuDuCPXzJikwT6RJGnjxo3atm2bjj32WD388MP69Kc/rW9+85v61re+5ZTfs2ePzjzzTL3yyit68MEHnZkSh4eHdeutt+rYY4/VSSed5MlnmS6IuTeIO2ajhx9+WHfffbcGBwd15513qra2VnV1dZJePycef/xxrVixQu94xzu0du3ahHWYHOLuDeKOnORVu6hsGtmu++mnn7b6+/ut1157zVm2bt06a968edbll1/uLNu8ebP1ox/9yGnjvWfPHmcdbbsnRsy9QdwxW9BfxxvE3RvEHdPBjEgabKtXr7Z8Pp9VVVVlvfDCC5ZlvX4i/vGPf7QOPPBA6wc/+IH1hz/8wXruueec9428iUJ6iLk3iDtmi/7+futvf/ub1dXV5SzbtWuX1draah1zzDHWtddea1mWZe3YscNZv3HjRmvJkiXWRz7yEau+vt7q7e2d8npPd8TdG8QduWzGJA3PP/+89f3vf9+68cYbrYULF1qXXnqps84eWeAPf/iD5fP5rA996ENMdJIFxNwbxB2zRWdnp1VbW2uVlpZan/vc5xLW7dy502pvb7eOO+4469RTT7Wuv/56y7JeT54feughy+fzWQ888MCU13u6I+7eIO7IdTMmaRgeHnZujnp6eqyCggLryiuvTChz1113WVVVVc5jvYlm0EVqxNwbxB0z1cgnYRs2bLDWrl1rxeNx65e//KV1wAEHWN/97ncTyg8NDVmnn3669Z73vMc51i1rX/J80003WQ8//PCU1X06I+7eIO6YbqZ90vDKK69Y27Zts/79738nLH/kkUesgoIC66qrrrIsy7L++c9/Wk899ZRzszXyhEN6iLk3iDtmMvrreIO4e4O4Yzqa1qMn3X///Xr00Uf10EMP6ZVXXpFlWfrNb37jDDW2ceNGvfe979UxxxyjqqoqXXbZZZLkDDeJ9BFzbxB3zBbf/e53dfnll6uyslI//vGP9cY3vtE5ju15Ra688kodd9xxOu6447R06VJJjBqTKeLuDeKOacWjZCVjDz30kHXPPfdYlrXvF9inn37aOu6446yTTjrJ2r17t1PuggsusE477TR+bc0CYu4N4o7Zgv463iDu3iDumG6mXdIwPDxsbdmyxWpsbExqp/3SSy9Zb3nLW6zq6mrn9W233eY8wmPkmMkh5t4g7pht6K/jDeLuDeKO6Wau10863LBGNLHw+Xx6wxveoBdffFF79uyRz+fTnDlz5PP5dOihh+rb3/627r//fknSoYceqvPOO08Sj/LSRcy9QdwxG7366qvasWOH8vPztXjxYklSIBDQAw88oNNOO01z5sxRKBTSc889p2OOOUa//OUvlZeXpz179jiTFSJ9xN0bxB3T1bQ4+uybqB07dujggw/WK6+8ol//+tf6wAc+oA9/+MMaHh7W8PCw5syZo/e973164oknktpycxOVHmLuDeKO2SZVf50TTzxRDz/8sN773vfq9ttvT+qvww3U5BF3bxB3TGd5XlcgFWtEH+1f/OIXOv300/XII49oyZIluuCCC/SZz3xG9957r/Ly8pwbpSeeeEJLly6l8+ckEXNvEHfMRg8//LBeeeUVffGLX1Rzc7OuvvpqxWIxnXLKKRocHJQknXDCCaqoqNDBBx+sSy65xHkvx/3kEXdvEHdMdzmZNFiWpeHhYeck6e/v11FHHaXa2lrt2bNHkvTZz35WZ555ps4880y1tLToL3/5i/74xz9qx44duuiii7ys/rREzL1B3DEbWZalf/3rX7r//vt11llnSZIOOuggHXPMMbrvvvvU29urL33pS5Kkl19+WWVlZbr33ns1d+5c7d2718uqT2vE3RvEHTNFTiQNr776qp588km9+uqreuWVV+Tz+ZybqIaGBp133nl69dVXdeGFF+qUU06RJC1dulQ//OEP9bOf/Uz33HOPIpGIXnjhBZWXlysvLy/hl1skI+beIO6YrUYep6P76+zZs8dZb/fXGfn6vPPO05w5c+ivMwnE3RvEHTPSfu9qPYE//elP1sqVK603velN1sKFC633vOc91rPPPmtZlmU9+OCDzuyHxx13nDO85MhhJi3LsgYHBxNeM7pAasTcG8QdsKyBgQHLsixry5YtVlFRkXXXXXdZlrVviEl71K/Nmzdbl112Gcd3FhF3bxB3zCSePmno7u7Wb3/7W/385z/X008/rS984Qv6+9//rpqaGg0ODuqYY47R2rVr1dnZqblz52r58uWSpIKCgoRHdnYmbv1fpk7bv/ERc28Qd8xWFv11PEHcvUHcMZN5NiP03/72N91zzz26+OKLVVBQ4CxftWqVfv7zn+u5557TwoULneUvvfSSgsGgDMNwhpl8/vnndcQRR0x53acrYu4N4o7ZyNo3D5Aza3l/f7/+/ve/6+mnn9Zxxx2nU045RVu2bNFll12mtrY2/exnP9M73vEO7dixQ9u3b3ea3yE9xN0bxB2zgSdJwz333KPbbrtNv/rVryTJ+SV1zpw5Mk1Tp512mu677z5n/GLbCy+8oLPOOkuHHnqoPvrRj2rBggXO2PRIjZh7g7hjtnj11Vf13HPP6aijjpJlWXrDG97gDAfc0NCgBx54QF/+8pf1oQ99KOF9L730kn7729/qnnvuUSAQ0Jvf/GZ98pOfdPrr8OtrasTdG8Qds9KUNYT6P+vWrbN8Pp+1ePFi68knn7Qsa1/bPntWxH/84x/Wueeeaw0MDIw5ZfquXbssn89nlZWVMeutS8TcG8Qds8X9999Pfx0PEHdvEHfMVlP6LKy3t1d//etfddttt+ld73qXzj33XEWjUeXl5SkvL08vvviibrnlFn32s5/VwQcfPOajumg0qpqaGq1du1Zz5szR8PDwVH6EaYeYe4O4Y7bo6enRb37zG/rrTDHi7g3ijlltKjOUkb+W3n333dYHPvAB69hjj3V+hW1ubra6urpSbuPll192MvKhoaH9V9kZgph7g7hjNti4caN15ZVXJv2K+rWvfc1asGCBZZpmwvIXX3zReuc732mddtppzrKtW7dOSV1nEuLuDeKO2W7K+zRYI9rsrV27VldffbW2bt2qiooKffnLX9Yb3/jGqazOrEDMvUHcMZOtXbtWt956K/11phhx9wZxB6S5U71Dn8/n3EytWLFCknTNNdcoHA7rYx/7mN74xjcyoUmWEXNvEHfMVB0dHfqv//ovFRYW6qmnntKxxx6b0Lzi3//+t4455hgdcMABGh4eTmh+96Y3vUkPPfSQ5s+fL0n6/e9/P+X1n66IuzeIO7CPJ+N72TdTkrRixQrV1dXprW99q4LBoB5++GFuovYDYu4N4o6Zpq+vj/46HiDu3iDuwAgeNYu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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "width = 2 # -1 for the gap\n", + "widths = [3, 3]\n", + "offset = 0\n", + "\n", + "overall_position_list = []\n", + "for width in widths:\n", + " overall_position_list += list(range(offset, offset+width))\n", + " offset += width + 1\n", + "\n", + "plot_bar_data(\n", + " df,\n", + " x_col=\"Length\",\n", + " # x_label=\"Watermarking Settings\",\n", + " y_label=\"Text Length (Tokens)\",\n", + " y_lim=(0, 601),\n", + " y_tick_spec=np.arange(0, 601, 50),\n", + " y_err_df=df_std,\n", + " fig_size=(8,6),\n", + " series_readable_id_col=\"Name\",\n", + " all_groups=all_groups,\n", + " overall_position_list=overall_position_list,\n", + " num_colors = 3,\n", + " series_readable_id_map=name_extractor,\n", + " title=\"Length Reduction of Watermarked Texts\\nby GPT Attack with Different Prompts\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + " show=True\n", + ")\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# fig_name = \"prompt_ablation_z_scores\"\n", + "\n", + "# data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "# df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# df[\"Name\"] = df[\"Name\"].apply(name_extractor)\n", + "\n", + "# df = df.sort_values(by=[\"Name\"])\n", + "\n", + "# df = df.rename(columns={\"f_600p25m25_w_wm_output_z_score_mean\": \"Original\", \"f_600p25m25_w_wm_output_attacked_z_score_mean\": \"Attacked\", \"f_600p25m25_w_wm_output_attacked_z_score_std\": \"Attacked Std\"})\n", + "\n", + "# df = df.melt(id_vars=[\"Name\"], value_vars=[\"Attacked\", \"Original\", \"Attacked Std\"], var_name=\"Type\", value_name=\"z-score\")\n", + "\n", + "# df[\"Name\"] = df[\"Name\"].str.strip() + \" \" + df[\"Type\"].str.strip()\n", + "\n", + "# # make a group for each of the value var types\n", + "# all_groups = []\n", + "# for var_name in [\"Original\", \"Attacked\"]:\n", + "# all_groups.append(df[df[\"Type\"] == var_name].drop(columns=[\"Type\"]))\n", + "\n", + "# # df = df.drop(columns=[\"Length Type\"])\n", + "\n", + "# # extract the std col as a separate df\n", + "# df_std = df[df[\"Name\"].str.contains(\"Std\")]\n", + "# # and strip the \"Std\" from the name\n", + "# df_std[\"Name\"] = df_std[\"Name\"].str.replace(\" Std\", \"\").str.strip()\n", + "\n", + "# # turn the std col into the stderr\n", + "# # N_values = {\"Prompt 3\": 1064,\"Prompt 4\": 1064, \"Prompt 0\": 1064}\n", + "# # N_value = 1064\n", + "# # df_std[\"Length\"] = df_std[\"Length\"] / np.sqrt(N_value)\n", + "\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "# width = 2 # -1 for the gap\n", + "# widths = [3, 3]\n", + "# offset = 0\n", + "\n", + "# overall_position_list = []\n", + "# for width in widths:\n", + "# overall_position_list += list(range(offset, offset+width))\n", + "# offset += width + 1\n", + "\n", + "# plot_bar_data(\n", + "# df,\n", + "# x_col=\"z-score\",\n", + "# # x_label=\"Watermarking Settings\",\n", + "# y_label=\"Z-Score\",\n", + "# y_lim=(0, 20),\n", + "# y_tick_spec=np.arange(0, 20, 2),\n", + "# y_err_df=df_std,\n", + "# series_readable_id_col=\"Name\",\n", + "# all_groups=all_groups,\n", + "# overall_position_list=overall_position_list,\n", + "# num_colors = 3,\n", + "# series_readable_id_map=name_extractor,\n", + "# title=\"Z-Score after GPT Attack w/ Different Prompts\",\n", + "# save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + "# show=True\n", + "# )\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/figure_notebooks/scheme_ablation.ipynb b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/scheme_ablation.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..4f0bd5c372c7de2d1c15a1cdb02c1b13b068a861 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/figure_notebooks/scheme_ablation.ipynb @@ -0,0 +1,1991 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "from typing import List, Tuple, Dict, Union, Optional, Any, Callable, Iterable, TypeVar\n", + "import os\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import rc\n", + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern']})\n", + "# rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 13})\n", + "rc('font', **{'family': 'serif', 'serif': ['Computer Modern'], 'size': 20})\n", + "rc('text', usetex=True)\n", + "\n", + "import cmasher as cmr\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "INPUT_DIR = OUTPUT_DIR = \"/cmlscratch/jkirchen/watermarking-root/lm-watermarking-dev/figure_notebooks\"\n", + "figure_dir = f\"{INPUT_DIR}/figures\"\n", + "\n", + "# save = False\n", + "save = True" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "# enumerate data dir and load all csv files into a dataframe\n", + "def get_data_df(data_dir=None, data_path=None):\n", + "\n", + " data_df = pd.DataFrame()\n", + " if data_path is None:\n", + " for file in sorted(os.listdir(data_dir)):\n", + " if file.endswith(\".csv\"):\n", + " file_path = os.path.join(data_dir, file)\n", + " data = pd.read_csv(file_path)\n", + " data_df = data_df.append(data)\n", + " else:\n", + " data_df = pd.read_csv(data_path)\n", + "\n", + " return data_df" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_scatter_data(data_df, x_col=\"x\", y_col=\"y\", x_lim=None, x_tick_spec=None,y_lim=None,y_tick_spec=None,x_name=None,y_name=None, series_readable_id_col=\"name\",infer_sort_by_x=True, plot_inferred_series=False, inferred_series_linewidth=None, inferred_series_linestyle=None, series_readable_id_map=None, special_color_map=None, color_marker_map=None, num_colors=None, num_markers=None, num_cols=None, filter_list=None, legend_sort_indices=None, shorten_legend_indices=None, legend_unique_indices=None, title=\"Figure Title\", marker_size=None,figure_size=None,legend_loc=None, grid=True, save_path=None, show=True):\n", + " \n", + " # give each point a unique marker and color\n", + " # make a random colormap\n", + " cmap = cmr.take_cmap_colors(\"cmr.rainforest\", (len(data_df) if num_colors is None else num_colors), cmap_range=(0.2, 0.8), return_fmt=\"hex\")\n", + " # markers = [\"*\", \"s\", \"^\", \"p\", \"v\", \"<\", \"P\", \">\", \"h\", \"H\", \"+\", \"X\", \"D\", \"|\", \"d\", \"x\", \"_\", \"o\"]\n", + " markers = [\"*\", \"s\", \"X\", \"D\", \"P\", \">\", \"h\", \"^\",\"v\", \"p\", \"<\", \"H\", \"+\", \"d\", \"x\", \"p\"]\n", + "\n", + "\n", + " if num_markers is not None:\n", + " markers = markers[:num_markers]\n", + " \n", + " all_possible_color_and_marker_combos = [(color, marker) for color in cmap for marker in markers]\n", + " \n", + " #plot using plt.scatter\n", + " # make figsize larger if num_cols is not None adn num_cols > 1\n", + " # and scale marker size\n", + " if num_cols > 1:\n", + " fig, ax = plt.subplots(figsize=(8*num_cols, 6))\n", + " marker_size = 50\n", + " else:\n", + " fig, ax = plt.subplots(figsize=figure_size)\n", + " marker_size = marker_size\n", + " \n", + " # sort data_df by series_readable_id_col\n", + " # data_df = data_df.sort_values(by=[series_readable_id_col])\n", + "\n", + " if filter_list is not None:\n", + " # remove data where series_readable_id_map[row[series_readable_id_col]] is in filter_list\n", + " # print(f\"Col for filtering:{data_df[series_readable_id_col].apply(series_readable_id_map)[0]}\")\n", + " data_df = data_df[~data_df[series_readable_id_col].apply(series_readable_id_map).isin(filter_list)]\n", + "\n", + "\n", + " if plot_inferred_series:\n", + " series_df = pd.DataFrame()\n", + "\n", + " for i, row in data_df.iterrows():\n", + "\n", + " if isinstance(series_readable_id_map, dict):\n", + " label = series_readable_id_map[row[series_readable_id_col]]\n", + " elif isinstance(series_readable_id_map, Callable):\n", + " # print(row[series_readable_id_col])\n", + " label = series_readable_id_map(row[series_readable_id_col])\n", + " # print(label)\n", + " else:\n", + " label = row[series_readable_id_col]\n", + " \n", + " if color_marker_map is not None and isinstance(color_marker_map, Callable):\n", + " # print(f\"Using color marker callable\")\n", + " color_idx, marker_idx = color_marker_map(series_readable_id_map(row[series_readable_id_col]))\n", + " if isinstance(color_idx,int):\n", + " color = cmap[color_idx]\n", + " else:\n", + " color = color_idx\n", + " if isinstance(marker_idx,int):\n", + " marker = markers[marker_idx]\n", + " else:\n", + " marker = marker_idx\n", + " # print(f\"color: {color}, marker: {marker}\")\n", + " else:\n", + " if special_color_map and row[series_readable_id_col] in special_color_map.keys():\n", + " if isinstance(special_color_map[row[series_readable_id_col]], int):\n", + " color = cmap[special_color_map[row[series_readable_id_col]]]\n", + " else:\n", + " color = special_color_map[row[series_readable_id_col]]\n", + " else:\n", + " # color = cmap[i]\n", + " color = all_possible_color_and_marker_combos[i][0]\n", + " # marker = markers[i]\n", + " marker = all_possible_color_and_marker_combos[i][1]\n", + "\n", + " if plot_inferred_series:\n", + " # append a row to the series_dict where the label elements are the cols\n", + " # and the x and y cols are the values\n", + " series_entry = {}\n", + " series_entry.update({i:label.split(\",\")[i] for i in legend_unique_indices})\n", + " series_entry.update({x_col:row[x_col], y_col:row[y_col]})\n", + " # add the color and marker\n", + " series_entry.update({\"color\":color, \"marker\":marker})\n", + " series_df = series_df.append(series_entry, ignore_index=True)\n", + "\n", + " ax.scatter(row[x_col], row[y_col], label=label, color=color, marker=marker, alpha=0.8, sizes=[marker_size], zorder=2)\n", + "\n", + " \n", + " # sort legend the value of y_col and then x_col\n", + " handles, labels = ax.get_legend_handles_labels()\n", + " x_vals = data_df[x_col]\n", + " y_vals = data_df[y_col]\n", + "\n", + " if legend_sort_indices is not None:\n", + " label_tups = [lab.split(\",\") for lab in labels]\n", + " # label_tups = [tuple([lab[i] for i in legend_name_indices]) for lab in label_tups]\n", + " # sort by label_tups in their order\n", + " # handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: [[t[1][i] for i in legend_sort_indices],t[2]], reverse=False))\n", + " # handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: ([[t[1][i] for i in legend_sort_indices],t[2]] if t[1][0] != \"simple\" else [[\"00000\",-1],-1]), reverse=False))\n", + " handles, label_tups, x_vals, y_vals = zip(*sorted(zip(handles, label_tups, x_vals, y_vals), key=lambda t: ([[t[1][i] for i in legend_sort_indices],t[2]] if not(\"Simple\" in t[1][0]) else [[\"00000\",-1],-1]), reverse=False))\n", + " if legend_unique_indices:\n", + " legend_dict = {tuple([label_tup[i] for i in legend_unique_indices]): [handle,label_tup] for handle,label_tup in zip(handles,label_tups)}\n", + " handles, label_tups = zip(*legend_dict.values())\n", + " if shorten_legend_indices:\n", + " label_tups = [[lab[i] for i in shorten_legend_indices] for lab in label_tups]\n", + " labels = [\",\".join(lab) for lab in label_tups]\n", + " legend_title = f\"\"\n", + " else:\n", + " # sort by x/y_vals\n", + " handles, labels, _, _ = zip(*sorted(zip(handles, labels, x_vals, y_vals), key=lambda t: (t[3],t[2]), reverse=True))\n", + " legend_title = f\"(Sorted desc. by {y_name if y_name else y_col})\"\n", + "\n", + "\n", + " # if plot_inferred_series, then using the legend_unique_indices, group the series_dict by those indices\n", + " # sort by the x_col value, and then plot the series as line with the same color and marker as the scatter\n", + " # do a check to make sure that the color and marker are all the same within each group\n", + " if plot_inferred_series:\n", + " # first group by the legend_unique_indices\n", + " grouped_series_df = series_df.groupby(list(legend_unique_indices))\n", + " # print(grouped_series_df.groups)\n", + " # for each group, sort by the x_col value\n", + " for group_name, group_df in grouped_series_df:\n", + " group_df = group_df.sort_values(by=(x_col if infer_sort_by_x else y_col))\n", + " # if group_df[\"color\"].nunique() == 1 and group_df[\"marker\"].nunique() == 1:\n", + " # # ax.plot(group_df[x_col], group_df[y_col], color=group_df[\"color\"].iloc[0], marker=group_df[\"marker\"].iloc[0], alpha=0.8, linewidth=inferred_series_linewidth)\n", + " ax.plot(group_df[x_col], group_df[y_col], color=group_df[\"color\"].iloc[-1], alpha=0.8, linewidth=inferred_series_linewidth, linestyle=inferred_series_linestyle, zorder=1)\n", + " # else:\n", + " # print(f\"Group {group_name} has more than one color/marker combination. Not plotting line.\")\n", + "\n", + "\n", + "\n", + "\n", + " # sort by labels if num_cols more than 1, make the legend outside the plot to the RHS\n", + " # and increase marker size\n", + " if num_cols > 1:\n", + " # ax.legend(handles, labels, bbox_to_anchor=(1.04,0.5), loc=\"center left\", ncol=num_cols)\n", + " # make legend taller\n", + " ax.legend(handles, labels, bbox_to_anchor=(1.04,0.5), loc=\"center left\", ncol=num_cols, handletextpad=0.1, columnspacing=0.2, title=legend_title, fontsize=12)\n", + " else:\n", + " ax.legend(handles, labels,loc=legend_loc, ncol=(num_cols if num_cols is not None else 1), title=legend_title, fontsize=12)\n", + " \n", + " # set title\n", + " plt.title(title)\n", + " # label axes\n", + " plt.xlabel(x_name if x_name else x_col)\n", + " plt.ylabel(y_name if y_name else y_col)\n", + "\n", + " # set x and y limits\n", + " if x_lim:\n", + " plt.xlim(x_lim)\n", + " if y_lim:\n", + " plt.ylim(y_lim)\n", + " if x_tick_spec is not None:\n", + " ax.set_xticks(x_tick_spec)\n", + " if y_tick_spec is not None:\n", + " ax.set_yticks(y_tick_spec)\n", + "\n", + " # turn on grid\n", + " ax.set_axisbelow(True)\n", + " ax.grid(grid,zorder=0)\n", + "\n", + " # tight\n", + " plt.tight_layout()\n", + " # save figure\n", + " if save_path:\n", + " # make if doesn't exist\n", + " os.makedirs(os.path.dirname(save_path), exist_ok=True)\n", + " if save_path.endswith(\".pdf\"):\n", + " plt.savefig(save_path,format=\"pdf\")\n", + " elif save_path.endswith(\".png\"):\n", + " plt.savefig(save_path,format=\"png\")\n", + "\n", + " # show figure\n", + " if show:\n", + " plt.show()\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + "\n", + " is_ff = \"ff\" in x\n", + " is_simple = \"simple\" in x\n", + " \n", + " x = x.replace(\"scheme_ff-\", \"\")\n", + " x = x.replace(\"_gen_eval\", \"\")\n", + " x = x.replace(\"_50_200\", \"\")\n", + " x = x.replace(\"scheme_\", \"\")\n", + " x = x.replace(\"core_\", \"\")\n", + " x = x.replace(\"anchored_\", \"anchored-\")\n", + " x = x.replace(\"_prf-\", \"-prf_\")\n", + " x = x.replace(\"-True\", \"_True\")\n", + " x = x.replace(\"-False\", \"_False\")\n", + "\n", + " x = x.replace(\"simple\", \"Additive-LeftHash\")\n", + " x = x.replace(\"anchored-minhash-prf\", \"Min-SelfHash\")\n", + " # x = x.replace(\"anchored-minhash-prf\", \"Anchored-Min-SelfHash\")\n", + " x = x.replace(\"minhash-prf\", \"Min-LeftHash\")\n", + " x = x.replace(\"anchored-skipgram-prf\", \"Skip-SelfHash\")\n", + " # x = x.replace(\"anchored-skipgram-prf\", \"Anchored-Skip-SelfHash\")\n", + " x = x.replace(\"skipgram-prf\", \"Skip-LeftHash\")\n", + "\n", + " tup_x = x.split(\"_\")\n", + " tup_x[-1] = tup_x[-1].replace(\"-\", \".\")\n", + " tup_x[-2] = tup_x[-2].replace(\"-\", \".\")\n", + "\n", + " \n", + " # turn into a dict repr\n", + "\n", + " if is_ff:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " \"context_width\": tup_x[1],\n", + " \"self_salt\": tup_x[2],\n", + " \"gamma\": tup_x[3],\n", + " \"delta\": tup_x[4],\n", + " }\n", + " elif is_simple:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " # \"prf_type\": \"additive_prf\",\n", + " \"context_width\": tup_x[1],\n", + " \"self_salt\": False,\n", + " \"gamma\": tup_x[2],\n", + " \"delta\": tup_x[3],\n", + " }\n", + " else:\n", + " raise ValueError(f\"Invalid scheme name {x} found.\")\n", + " \n", + " # return x_dict\n", + " return \",\".join([str(elm) for elm in x_dict.values()])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"scheme_z_psp_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# name_col = df[\"Name\"]\n", + "name_col = df[\"Name\"].apply(name_extractor)\n", + "# name_col" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "# (prf_type, context_width, self_salt, gamma, delta)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "color_order = [(typ,width) for width in [1,2,3,4] for typ in [\n", + " # \"simple\",\n", + " # \"anchored-minhash-prf\",\n", + " # \"minhash-prf\",\n", + " # \"anchored-skipgram-prf\",\n", + " # \"skipgram-prf\",\n", + " \"Min-SelfHash\",\n", + " # \"Anchored-Min-SelfHash\",\n", + " \"Min-LeftHash\",\n", + " \"anchored-skipgram-prf\",\n", + " \"Skip-LeftHash\",\n", + "]]\n", + "\n", + "marker_order = color_order\n", + "\n", + "# marker_order = [\n", + "# [0.5,1.0],\n", + "# [0.5,2.0],\n", + "# [0.5,4.0],\n", + "# [0.25,1.0],\n", + "# [0.25,2.0],\n", + "# [0.25,4.0],\n", + "# [0.1,1.0],\n", + "# [0.1,2.0],\n", + "# [0.1,4.0],\n", + "# ]\n", + "\n", + "\n", + "def color_marker_map(x):\n", + "\n", + " x_tup = x.split(\",\")\n", + " assert len(x_tup) == 5\n", + "\n", + " prf_type = x_tup[0]\n", + " context_width = x_tup[1]\n", + " self_salt = x_tup[2]\n", + " gamma = x_tup[3]\n", + " delta = x_tup[4]\n", + "\n", + "\n", + " if prf_type == \"Additive-LeftHash\" and context_width == \"1\" and self_salt == \"False\":\n", + " color = \"black\"\n", + " marker = \"o\"\n", + " else:\n", + " color = color_order.index((prf_type, int(context_width)))\n", + " # color = color_order.index([float(gamma), float(delta)])\n", + " # color = color_order.index(prf_type)\n", + "\n", + " # marker = marker_order.index([float(gamma), float(delta)])\n", + " marker = marker_order.index((prf_type, int(context_width)))\n", + " # marker = marker_order.index(int(context_width))\n", + " # marker = \"o\"\n", + "\n", + " return color, marker\n", + "\n", + "filter_list = [\n", + " \"Min-SelfHash,1,True,0.1,1.0\",\n", + " \"Min-SelfHash,1,True,0.5,1.0\",\n", + " \"Min-SelfHash,1,True,0.25,1.0\",\n", + " \"Min-SelfHash,1,True,0.1,2.0\",\n", + " \"Min-SelfHash,1,True,0.5,2.0\",\n", + " \"Min-SelfHash,1,True,0.25,2.0\",\n", + " \"Min-SelfHash,1,True,0.1,4.0\",\n", + " \"Min-SelfHash,1,True,0.5,4.0\",\n", + " \"Min-SelfHash,1,True,0.25,4.0\",\n", + "]\n", + "\n", + "# filter_list = [f\"Anchored-{elm}\" for elm in filter_list]\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Namef_200p25m25_w_wm_output_z_score_meanf_200p25m25_w_wm_output_log_diversity_mean_wandb
0scheme_simple_1_0-25_2-0_gen_eval9.1545187.062260NaN
1scheme_ff-anchored_minhash_prf-1-True_0-25_4-0...16.3052065.147162NaN
2scheme_simple_1_0-1_2-0_gen_eval8.9037477.045435NaN
3scheme_ff-anchored_minhash_prf-1-True_0-25_2-0...9.6663556.339381NaN
4scheme_ff-skipgram_prf-4-False_0-5_4-0_gen_eval10.4774298.511528NaN
5scheme_ff-anchored_minhash_prf-3-True_0-25_4-0...16.8135165.945290NaN
6scheme_ff-minhash_prf-4-False_0-5_2-0_gen_eval6.9468567.732350NaN
7scheme_ff-anchored_minhash_prf-3-True_0-5_2-0_...7.9553196.775775NaN
8scheme_ff-skipgram_prf-4-False_0-1_2-0_gen_eval8.3449207.751965NaN
9scheme_simple_1_0-25_4-0_gen_eval16.5390556.349438NaN
10scheme_ff-anchored_minhash_prf-3-True_0-1_1-0_...3.2668497.245293NaN
11scheme_ff-anchored_minhash_prf-3-True_0-1_2-0_...8.1368196.936946NaN
12scheme_ff-anchored_minhash_prf-2-True_0-25_4-0...17.1017325.624822NaN
13scheme_ff-anchored_minhash_prf-3-True_0-5_1-0_...5.2307817.133898NaN
14scheme_simple_1_0-25_1-0_gen_eval4.5825517.295947NaN
15scheme_ff-skipgram_prf-4-False_0-1_1-0_gen_eval3.3562387.348279NaN
16scheme_ff-skipgram_prf-4-False_0-5_1-0_gen_eval4.0907587.508980NaN
17scheme_ff-anchored_minhash_prf-1-True_0-25_1-0...5.2280566.924199NaN
18scheme_ff-anchored_minhash_prf-2-True_0-5_4-0_...11.0497536.311630NaN
19scheme_ff-minhash_prf-4-False_0-1_1-0_gen_eval3.0102767.353259NaN
20scheme_ff-anchored_minhash_prf-1-True_0-5_4-0_...10.7123495.989863NaN
21scheme_ff-minhash_prf-4-False_0-5_1-0_gen_eval3.7700137.380922NaN
22scheme_ff-skipgram_prf-4-False_0-25_1-0_gen_eval4.1139657.375700NaN
23scheme_ff-anchored_minhash_prf-3-True_0-5_4-0_...10.8546756.682907NaN
24scheme_simple_1_0-1_4-0_gen_eval21.2325595.922124NaN
25scheme_ff-anchored_minhash_prf-2-True_0-1_1-0_...3.2511507.191606NaN
26scheme_simple_1_0-5_2-0_gen_eval7.1774477.154555NaN
27scheme_ff-skipgram_prf-4-False_0-25_2-0_gen_eval8.7508127.834309NaN
28scheme_ff-minhash_prf-4-False_0-25_4-0_gen_eval16.0998528.050745NaN
29scheme_ff-anchored_minhash_prf-2-True_0-1_4-0_...22.1576315.192436NaN
30scheme_ff-skipgram_prf-4-False_0-5_2-0_gen_eval7.0658117.831690NaN
31scheme_ff-anchored_minhash_prf-2-True_0-25_2-0...10.2494446.583805NaN
32scheme_ff-anchored_minhash_prf-2-True_0-25_1-0...5.7520016.828969NaN
33scheme_ff-anchored_minhash_prf-2-True_0-5_1-0_...5.6481176.989267NaN
34scheme_ff-anchored_minhash_prf-2-True_0-5_2-0_...8.3408036.653475NaN
35scheme_simple_1_0-5_4-0_gen_eval10.4700847.006420NaN
36scheme_ff-minhash_prf-4-False_0-25_2-0_gen_eval8.5354737.594110NaN
37scheme_ff-minhash_prf-4-False_0-1_4-0_gen_eval20.5695147.552314NaN
38scheme_ff-anchored_minhash_prf-2-True_0-1_2-0_...8.5327676.785658NaN
39scheme_ff-skipgram_prf-4-False_0-1_4-0_gen_eval21.0316769.519584NaN
40scheme_ff-anchored_minhash_prf-1-True_0-5_2-0_...7.7690326.524849NaN
41scheme_ff-skipgram_prf-4-False_0-25_4-0_gen_eval16.06267010.014621NaN
42scheme_ff-minhash_prf-4-False_0-1_2-0_gen_eval8.0554657.502847NaN
43scheme_simple_1_0-5_1-0_gen_eval4.0006867.346333NaN
44scheme_ff-minhash_prf-4-False_0-25_1-0_gen_eval3.7793637.219754NaN
45scheme_ff-minhash_prf-4-False_0-5_4-0_gen_eval10.3392318.089614NaN
46scheme_ff-anchored_minhash_prf-3-True_0-25_1-0...5.6586476.951111NaN
47scheme_ff-anchored_minhash_prf-3-True_0-1_4-0_...21.1143665.617655NaN
48scheme_simple_1_0-1_1-0_gen_eval3.8234457.242036NaN
49scheme_ff-anchored_minhash_prf-3-True_0-25_2-0...10.1467946.641113NaN
\n", + "
" + ], + "text/plain": [ + " Name \\\n", + "0 scheme_simple_1_0-25_2-0_gen_eval \n", + "1 scheme_ff-anchored_minhash_prf-1-True_0-25_4-0... \n", + "2 scheme_simple_1_0-1_2-0_gen_eval \n", + "3 scheme_ff-anchored_minhash_prf-1-True_0-25_2-0... \n", + "4 scheme_ff-skipgram_prf-4-False_0-5_4-0_gen_eval \n", + "5 scheme_ff-anchored_minhash_prf-3-True_0-25_4-0... \n", + "6 scheme_ff-minhash_prf-4-False_0-5_2-0_gen_eval \n", + "7 scheme_ff-anchored_minhash_prf-3-True_0-5_2-0_... \n", + "8 scheme_ff-skipgram_prf-4-False_0-1_2-0_gen_eval \n", + "9 scheme_simple_1_0-25_4-0_gen_eval \n", + "10 scheme_ff-anchored_minhash_prf-3-True_0-1_1-0_... \n", + "11 scheme_ff-anchored_minhash_prf-3-True_0-1_2-0_... \n", + "12 scheme_ff-anchored_minhash_prf-2-True_0-25_4-0... \n", + "13 scheme_ff-anchored_minhash_prf-3-True_0-5_1-0_... \n", + "14 scheme_simple_1_0-25_1-0_gen_eval \n", + "15 scheme_ff-skipgram_prf-4-False_0-1_1-0_gen_eval \n", + "16 scheme_ff-skipgram_prf-4-False_0-5_1-0_gen_eval \n", + "17 scheme_ff-anchored_minhash_prf-1-True_0-25_1-0... \n", + "18 scheme_ff-anchored_minhash_prf-2-True_0-5_4-0_... \n", + "19 scheme_ff-minhash_prf-4-False_0-1_1-0_gen_eval \n", + "20 scheme_ff-anchored_minhash_prf-1-True_0-5_4-0_... \n", + "21 scheme_ff-minhash_prf-4-False_0-5_1-0_gen_eval \n", + "22 scheme_ff-skipgram_prf-4-False_0-25_1-0_gen_eval \n", + "23 scheme_ff-anchored_minhash_prf-3-True_0-5_4-0_... \n", + "24 scheme_simple_1_0-1_4-0_gen_eval \n", + "25 scheme_ff-anchored_minhash_prf-2-True_0-1_1-0_... \n", + "26 scheme_simple_1_0-5_2-0_gen_eval \n", + "27 scheme_ff-skipgram_prf-4-False_0-25_2-0_gen_eval \n", + "28 scheme_ff-minhash_prf-4-False_0-25_4-0_gen_eval \n", + "29 scheme_ff-anchored_minhash_prf-2-True_0-1_4-0_... \n", + "30 scheme_ff-skipgram_prf-4-False_0-5_2-0_gen_eval \n", + "31 scheme_ff-anchored_minhash_prf-2-True_0-25_2-0... \n", + "32 scheme_ff-anchored_minhash_prf-2-True_0-25_1-0... \n", + "33 scheme_ff-anchored_minhash_prf-2-True_0-5_1-0_... \n", + "34 scheme_ff-anchored_minhash_prf-2-True_0-5_2-0_... \n", + "35 scheme_simple_1_0-5_4-0_gen_eval \n", + "36 scheme_ff-minhash_prf-4-False_0-25_2-0_gen_eval \n", + "37 scheme_ff-minhash_prf-4-False_0-1_4-0_gen_eval \n", + "38 scheme_ff-anchored_minhash_prf-2-True_0-1_2-0_... \n", + "39 scheme_ff-skipgram_prf-4-False_0-1_4-0_gen_eval \n", + "40 scheme_ff-anchored_minhash_prf-1-True_0-5_2-0_... \n", + "41 scheme_ff-skipgram_prf-4-False_0-25_4-0_gen_eval \n", + "42 scheme_ff-minhash_prf-4-False_0-1_2-0_gen_eval \n", + "43 scheme_simple_1_0-5_1-0_gen_eval \n", + "44 scheme_ff-minhash_prf-4-False_0-25_1-0_gen_eval \n", + "45 scheme_ff-minhash_prf-4-False_0-5_4-0_gen_eval \n", + "46 scheme_ff-anchored_minhash_prf-3-True_0-25_1-0... \n", + "47 scheme_ff-anchored_minhash_prf-3-True_0-1_4-0_... \n", + "48 scheme_simple_1_0-1_1-0_gen_eval \n", + "49 scheme_ff-anchored_minhash_prf-3-True_0-25_2-0... \n", + "\n", + " f_200p25m25_w_wm_output_z_score_mean \\\n", + "0 9.154518 \n", + "1 16.305206 \n", + "2 8.903747 \n", + "3 9.666355 \n", + "4 10.477429 \n", + "5 16.813516 \n", + "6 6.946856 \n", + "7 7.955319 \n", + "8 8.344920 \n", + "9 16.539055 \n", + "10 3.266849 \n", + "11 8.136819 \n", + "12 17.101732 \n", + "13 5.230781 \n", + "14 4.582551 \n", + "15 3.356238 \n", + "16 4.090758 \n", + "17 5.228056 \n", + "18 11.049753 \n", + "19 3.010276 \n", + "20 10.712349 \n", + "21 3.770013 \n", + "22 4.113965 \n", + "23 10.854675 \n", + "24 21.232559 \n", + "25 3.251150 \n", + "26 7.177447 \n", + "27 8.750812 \n", + "28 16.099852 \n", + "29 22.157631 \n", + "30 7.065811 \n", + "31 10.249444 \n", + "32 5.752001 \n", + "33 5.648117 \n", + "34 8.340803 \n", + "35 10.470084 \n", + "36 8.535473 \n", + "37 20.569514 \n", + "38 8.532767 \n", + "39 21.031676 \n", + "40 7.769032 \n", + "41 16.062670 \n", + "42 8.055465 \n", + "43 4.000686 \n", + "44 3.779363 \n", + "45 10.339231 \n", + "46 5.658647 \n", + "47 21.114366 \n", + "48 3.823445 \n", + "49 10.146794 \n", + "\n", + " f_200p25m25_w_wm_output_log_diversity_mean _wandb \n", + "0 7.062260 NaN \n", + "1 5.147162 NaN \n", + "2 7.045435 NaN \n", + "3 6.339381 NaN \n", + "4 8.511528 NaN \n", + "5 5.945290 NaN \n", + "6 7.732350 NaN \n", + "7 6.775775 NaN \n", + "8 7.751965 NaN \n", + "9 6.349438 NaN \n", + "10 7.245293 NaN \n", + "11 6.936946 NaN \n", + "12 5.624822 NaN \n", + "13 7.133898 NaN \n", + "14 7.295947 NaN \n", + "15 7.348279 NaN \n", + "16 7.508980 NaN \n", + "17 6.924199 NaN \n", + "18 6.311630 NaN \n", + "19 7.353259 NaN \n", + "20 5.989863 NaN \n", + "21 7.380922 NaN \n", + "22 7.375700 NaN \n", + "23 6.682907 NaN \n", + "24 5.922124 NaN \n", + "25 7.191606 NaN \n", + "26 7.154555 NaN \n", + "27 7.834309 NaN \n", + "28 8.050745 NaN \n", + "29 5.192436 NaN \n", + "30 7.831690 NaN \n", + "31 6.583805 NaN \n", + "32 6.828969 NaN \n", + "33 6.989267 NaN \n", + "34 6.653475 NaN \n", + "35 7.006420 NaN \n", + "36 7.594110 NaN \n", + "37 7.552314 NaN \n", + "38 6.785658 NaN \n", + "39 9.519584 NaN \n", + "40 6.524849 NaN \n", + "41 10.014621 NaN \n", + "42 7.502847 NaN \n", + "43 7.346333 NaN \n", + "44 7.219754 NaN \n", + "45 8.089614 NaN \n", + "46 6.951111 NaN \n", + "47 5.617655 NaN \n", + "48 7.242036 NaN \n", + "49 6.641113 NaN " + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fig_name = \"scheme_z_logdiv_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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EQW3KGgwGa9qm1nELSlnvfam0fKnnBVGt95ooiupLgLUGnY28r0VRrNi3uV5Kn26lDAKBQNlBwOLxeMWystvtamskQkhnoOCXENKRCpsL1tKvUBn1eWpqqmL/YOXBVVm/lNUBW7m+rKvTRFHU9D2rNnpo4XaNCOSaqZHXbb3cbjfsdjump6fX3cya5/maB7EqN+J4oWr3RL3aeQ/F4/F1v7wAGn9NGoHjuLruHWUgPrfbXdPLj1AoVFMNajnrvS+VmubVo+CvJoqiGtjVeq8p+1zP/dao+1q5PxtZ88txHOx2u1qG4XC4YplXC2xr7b9NCGkNCn4JIR1JedistXahsLZYmS5pLUKhUNGDTjwe1zy8KLUqqwODWCymWU+pJQ2FQhUftKempho+hc5arCdQreW6NTJPSjBeaYqRWgWDwaqBRiAQQCQSKTvIUa33RL3aeQ8dOnQIR48eXXMA3Kxr0ggOh6Pm81KuPcuyFft9KpQpudZrPfcly7IIBoNVg8epqSl1eeG9Vm1wLrvdXndT7kKNuq+VfCrTIjWKck1cLlfFF36r1y9FEISSTc8r1SgTQpqo3RMNE0JIKYlEQgYg+3y+mrfhOE622+0V14nFYjLLsjLLsnIsFtMsC4fDss/nk4PBoAxADgaDsizLstvtLsoby7KaY0Wj0bJ59fv9MsuycjgcLlo2MTFRMp3jOBlAUR7LsdlsMgA5Go2WXB6LxWQAMsuyZffh8/lkAEXnq2y/3utW7zkp6ycSiZLLlXO22Wxl16nE5/PJTqdTzavNZpODwaBmX7FYTJ6YmJA5jit7bWW5/nui3muxlntovfdEIpFQ87n6h2VZ2el0yj6fr+y1r/eaNOIerpXy/VKpTJX1WJaVAch+v7/iutFoVJ6YmNBco7Vo5H0ZDAZllmXliYmJksdRPquF/H5/yf0mEgnZbreX/H5QtOK+Xn0ONputpmPVS/m+q0S5J91ud8n7IxqNlvx+Uu6/Wu4rQkhjMbIsy60JswkhpD4OhwN+v7/mJm3T09NgWbZqjYQoipiamkIkEsHBgwfVWqhDhw6pNciBQEA9dqnpNgRBUN/acxyHkZGRioPgKH1UV49MqoycrLBYLEU1mSzLwm63l+xrWG4KFaUpJM/zGBsbK7nPRCKh5kHpz1jI6XRqjrnW61bvOZVbv3DEVGXwrUJ2u72uQWVWD7wkCILaP0/pD2q1WuF0Omuu8at2T9R7LVbvv5Z7qBH3BHB9wCtlADdlSprZ2Vl1cDml1q7cvNq1XJNG5bdeo6OjGB8fr/i5LaydK1dbXWmu27UMytbo+1Kp/Z2ZmQHHcWqT89X3TSHlmMo0Qsqgg5OTkyWbALfivi5ldHRU7VfbaNPT05idna24b0EQ1P7wypRsgPZeKbe90vogHA7TSNCEtBAFv4QQQgjRmJ6eht/vRzQardhEWRRFjI2Ngef5dY0A3Q6BQADBYJBG4d2gRFGExWJBLBaj4JEQUjMKfgkhhBCiUoKKcrW55db3+/3r6gfaahQ8bWxKK5ONPN80IaT1aMArQgghhKiU6WdqCXyBfBPPtTbxbSeli0Q90wqRzqFMvUUIIfWg4JcQQgghKqVPaD1TAQmC0NC5VlvF5/MhEAg0ZUou0jyhUEidkogQQupBzZ4JIYQQoqFMIVVLf1iPx4OZmZkN2/w0EAggHA5XHZiJdAZRFDE6OkoDRRFC1oRqfgkhhBCiEQwGwXEcRkdHEYlESq4jCAJcLhcEQdiwgS8AtZ9yufMkncXr9ZYcgZ8QQmpBNb+EEEIIKUmZ3qpcs+BapqPZKOqdWo20XigUwqlTp6ivLyFkzSj4JYQQQghBvgk3DYDVmXieRyQSqTgvMyGEVEPBLyGEEEIIIYSQTY/6/BJCCCGEEEII2fQo+CWEEEIIIYQQsulR8EsIIYQQQgghZNOj4JeQTcblcoFhGDAMA4vFovm9lFAopK5nsVg0v1ea+qNwv8o2oVCoWadFGsDlcmF0dBQjIyNl74dW4nkeDocDo6OjsFgs8Hg8TTlOJBKBy+WCy+WCx+OBx+NRf6fpbdonEolovqMYhsHo6GjV7cp9xzW6LHmeh9frVe9Pi8WCkZERuFyuomOJoojp6emGHn+j43leU7aFPyMjI+qPUoblri0hhDSUTAjZlNxutwxABiDHYrGq6weDQXV9v99f0zH8fr8MQHa73XIikVhnjkmzhcNhtcw64es/kUjI4XBYdjqdMgDZ6XQ2dP/hcFjmOE52Op0lPwOxWEy22+2yzWar6TNCmsfpdMosy8oAZJ/PV3X9RCKh3jfBYLCheVHuC+W7LRwOa77fYrGYPDExITudTjXd7XbLbre7ofnYTGw2W9XPeDQalScmJmSWZekzSQhpmvY//RBCmiIWi9UV/MqyLHMcV1fwq2xDNhblQbRTJBKJhge/Pp+v5sConnVJczidTs0LuFpepilBaiOFw2EZgMxxXNXvTeX4ynctBb/lKS8qJiYmqq6bSCTU76hoNFp2vVgspr7c2iq24jkT0mjU7JmQTYrjONhsNgCouTmy3W4HAASDwZrWFwSh4U1VXS5XQ/dHilmt1nZnQYNl2Ybub3p6Gl6vF36/H06ns+r6ExMT8Pl8cLlcLWu6v1Hv82bm2+l0qt9BR48erbo+x3ENvXdCoRAcDgdsNhtisRg4jqt6fJ/Ph5GRkYblYbNSvnOGhoaqrsuyLKLRKDiOw+joKARBKLleKBSCIAhbqrtNree8Ub9fCGkFCn4J2cTGx8cBAMePH69p/Xg8DgA197kKhUI1BRf1KPegQ0gtIpEIvF4vnE4n3G53zdtNTEzAZrPB5XK15B7cqPd5s/Pt9/sB5L9bavkeatSLHJ7n4XK5wLIsnnzyyZq3s9lsdd1npHbKS9hygZzb7Ybb7Vbvma2g1nPeqN8vhLQCBb+EbGJKYMrzPERRrLiuKIqampRa3qafOnWqau1IveiPNlkP5UHZ5/PVva2yTStqTTbqfd7sfHMch4mJCQBo2gBopSg1zT6fr+7a5K0UfLWSzWaD3W4Hz/MIBAJFy1mWhd/v31IvH2o95436/UJIK1DwS8gmxnGcGpyeOHGi4rqRSAQOhwNHjhwBUL22WAmWGykSiVQN0gkpJxAIQBRF2Gy2Nd2bdrsdLMuC5/mmjji7Ue/zVuVbCUAFQWjJCMqhUAg8z4Nl2TUHUo1uAUPyvF4vgLW9zNqqNur3CyGtQsEvIZuc8lBWrR9vOByG3W5Xa72q1fyeOHFCbVbdKPSAQ9ZDqYFbz32p9DltZm3eRr3PW5lv5fvK6/U2/UFeKWul7NfC4XA0KjukgFImgiDQFEg12qjfL4S0CgW/hGxySiBQ69tgpfZL2aaccDisDqjVCDTnamfgeR48z0MQBAiCAJ7n252lmoiiqOZ1PfelEsQ0617cqPd5q/Ntt9vrGvxqrURRVM+rES9NSOMprTjC4XCbc9L5Nur3CyGtZGh3BgghzWWz2cCyrPqQV6p5XigU0vRzPHLkCAKBAILBYMmHumpNnkOhEE6dOqWuG4/HMTk5WTIoCYVCmJqa0gTmFotFM5CN3W4vWxMXiUTg9/vV9QVBgM1mw+TkpKbvnjKQkXKcWCwGURQxNTWlbjc+Pq5eH4/Hg5mZGYiiCEEQIMsygPxIwrOzsxBFETMzM+qIr8r1EARBzasSQNrt9prextdz3dZyTtWIooixsTFNWdjt9qKHzlqv+WpKLR7LshgaGsLs7Cw8Hk9Dms/PzMyov69nf8q2Srkr/199PyQSCc25KiOfx+NxdbtoNKouX8t9Xli+8XgciURCLV8ljed59f4qde3bke9G8fv9GBkZUQe/akaA2cj7ptQ1WM9ntN7vg3Z8Z7UCx3FFL+Kmp6cRDofV/Bbe1x6PR9PNR/nOOX36dNFnZHR0VG3yLooinE5nUSupZv2NUdL8fr9mFOzZ2VmMj4+r97xS3pXOuZ7PqcfjQSAQULdd7/UhZMNp91xLhJDmc7vdFedRXT0/pTLXJcuyJdf3+/1yOBwuuWxiYqJoWTQalVmWrToPpt1ur2v+WbfbLdtstqL5ON1ut8yyrCY9Go3Kfr9fncMzkUio10OZZ7bw2NFoVDPvqLLf1cey2+0yy7JyIpGQo9Fo0TyWsVhMZlm26nyka7lu9Z5TYZ7LXWdlf+Xm46znmivC4bDMcVzJ+aMnJibU67yeuSuVfKPGOWLLiUaj6n4K5xgNh8NVjxEOh9XPms1mK3uMWu/z1fdgOBwuWS7KtS81T3E78r0W5cp+YmJCvb9LWe/cuoXXptb50Oux1s/oWr8PWvmdVQ/l/vL5fHVvq8wRXHgPKOfKsmzZ+1o5ZrV7xGazyRzHlZxTuJl/Y4LBYNn7Xpl7vDBPtZyzLNf+Oa32XKCodH0I2Ygo+CVkC1CC2XJ/EEs9HJQKACqtL8v5P+alHsCVZQBKBkCKeh6ulYficg+sHMeVfJBX/pCvPgen01kysFDyNDExUfJhQwmWJiYmyl6Xanld73Vb6zmtlkgkZLvdXvYhZy3XXLn3KuW/1oewSpSHxUYGv6XKRHkQr3SMRgeRNput6kO8kq9yL6Xake96VCp7juPKBk7rDX4bdd9UU89ntFHfo838zqrXeoJfZdtSL2Mr3ddKwFnpnlb2X+o7r9l/Y5QXEOWUCzirfZZr/Zyu9/oQslFRn19CtoBK/XiVUZ5XU5pm1dOcMRwO4+jRoyX7HK1lf+Uoo8C63e6yTRW9Xm/JUXutVisEQcDIyIgmPRgMlmzmV9gMrFSz0sImaeWmZjl06BCA8v1I13vd6j2nUkRRxNGjRxEMBks2q1zrNXe5XOA4ruIousqIrutRWDbKfNVrUbhtvVPeNIvSdLHSdVLKuZXTA7WKcu97vd6GT+HSqjKu5zO63u+DVnxntUOpOZ0rzfPMsiycTqc6jkE58Xi86Duv2X9jRFFUm7KXU667SqPmti68PtU+V40c34OQdqPgl5AtQpnCaPVDUzAYLPlHVhn8ZfUUSav7BxeKx+MQRbHswCQcxzVk5FYlCKg0wurBgwcBlB8kpd7+g7WM5lrtAaHcuTfquq21T6QgCDh69CiOHTtWNhhYyzWfnp5W+4lV0oiHucIH1PXcY4XbNnoqr/WqlB+O4+B0OiEIQsk5UTeywsGvGh3cF17TVsyNWstntFHfB838zmolJUBcy4uKyclJAOVfFoRCoZL3VLP/xijn4nK5yl7j8fHxpr+cUc690vVpxbznhLQSBb+EbBHKH7Ba3+QrAUvhKLrA9SmRSjl27FjF2kaWZddVK6eoZVRf5aG23Bv/egObautXWl7tAaZR120twRrP8xgdHYUgCBXzuZZrrjwUKrVIzaQ8iALaQYzqpQwwxLJsxwW/1SjXeTOOiqs8nEcikYbWRhbeN7UGv4FAACMjI7BYLJofhmHAMEzFgKmWe6pV3wfr+c5qJaVcCsuqVjabDTabTZ0DfLXjx4+X/HvWir8xfr8fPM/DYrFgdHQUXq9Xc2+vdb7yetjtdnAcV/aFWbnrQ8hGRqM9E7JFKH/AlFGf7Xa7GvhU2iYSieD48eM1NXtSmlEB+QcWZbTSwlFFG1GToDwMrR4lc7XCEU1L5bUe1Won1/Ow2KjrVm8eIpEIgsEgJicn4fV6MT09jYmJiZLrruWaK9u04kGaZVnYbDbwPK8ZrbheyoPsRnzgW33dNxNlhGKv1wuPx4NYLFZ23ZGRkYrXwOfzqfd54X0TDodrGhnd7XZrmvErI+KWGhl9tVo+C436Pmjmd1YrKZ/Jtc6l7PF41BGgC8uN5/myL+Za8TdGaVKtNJ/meR7T09MA8i+fK7XEaSSPxwOv14tQKFQ0EnUrXlwS0moU/BKyhTidToRCIXUKo+PHj6vNwkpxuVyIRCIIhULw+Xxl+wcXCoVC8Hq96h/1wmAqEomse97Ywoe+alPrbCTNvm6lhMNhtUYtHA7D6/VqptZQbJRrXviQu5a+5YVzvm7GvrMb3cTEBPx+PwRBgNfrLVszqkypVc7qFxvrvW8OHjyoTgfTKO34PuhEhedZ65Rtq7ndbvV+KQx+/X5/yXuold93drsd0WhU/e45deqU+jc3EokgGo02vfZXuT5TU1Oaa+z3+ys+HxCyUVGzZ0K2kNX9eKs1dVX6CSvzCpbrH6zweDxwuVzweDwVm0fXKxAItLQWsdWadd2qKXzwU+ZuLNW/a63XvHDO3FZwu93qfJShUKju7ZWmfzabrS01v4X3+VooTbZb3Vx7vfmuhxKcTk9Plz2m2+3GxMRE2Z/VL3eUGjhRFNfVX7pRAxG16/ugEx0/fhwAyrZIqZXb7YYgCEVN5kt9t7Xib8zq7yiltt/n8yEajSIcDkMUxYa+hCv3OS03MJgy/y8hmw0Fv4RsIYX9eAOBQNUmTUqTQABVg4lIJIJAIACbzVb2QWV1EFTLKJOlKOexnr6dnaKV163Q6ocalmU1tWqrreWaK60EWtkMVwni6x1BWhRFTE1NAcj3uSynWoDTzgGCKjUP7eR818Nut6v3YiMH4ikcUbqd16Jd3wedSBRFTE9Pg2XZdddArh7YKRAIVAwsm/03Jh6PV2xlYLfb1dZWrbB6YDAa6IpsZhT8ErLFKLUIXq+3pmZkSm3x1NRUxf7BStChrF/K6ge0cn3XVqeJoqh5eK82gmfhdo2YRqeZGnnd1svtdsNut2N6erqoWeVarrnSxFCpvSmnkQ+YdrsdExMTZYP4co4ePQpRFOH3+9c1rUc9D6vV7vNq6xdSarVYlq04rVQ5zcx3oykvJxrZ9Ndut8Pv90MURYyNjdW1bSPv3076Pmg3JfgKBoPrroHkOA52ux2hUEgdSbvS57wVf2OqfeYKpyhci3o+p8rgWkrLBxroimxmFPwSssUoDxQcx9XUPLKwtlhpBr0WoVCo6GEjHo9r/riXqymMxWKa9ZRakVAoVPEBeGpqqiP6bq7nwbSW69bIPBU2fy5cZy3XXKlNLjUXZqFGzP1cyOfzwefzYXp6Wh1AphKPx6P2ha8WOCovgMrVtIXD4aplU+t9vppSM12K8gCulN9q7cx3LZR5T2vBsmzN81fXw+12q/drtUGzFKFQqKXNzJv1fbBao4NpZXTq2dnZmo7tcDjUAfkqBWH1zB6gfEZcLlfFlwtA6/7GVAqcBUEoee7Vznmtn1MlLx6Phwa6IpubTAjZUhKJhAxA9vl8NW/DcZxst9srrhOLxWSWZWWWZeVYLKZZFg6HZZ/PJweDQRmAHAwGZVmWZbfbXZQ3lmU1x4pGo2Xz6vf7ZZZl5XA4XLRsYmKiZDrHcTKAojyWY7PZZAByNBotuTwWi8kAZJZly+7D5/PJAIrOV9l+vdet3nNS1k8kEiWXK+dss9mK1lnLNQ8GgzLHcUXLEomE7Ha75XA4rF7DaDRaNl/1CofDMsdxstPpLHltotGobLPZZJvNVrZ8V1PuUafTWbRsYmJCLU8AcjgcLnku9d7ndrtdBiD7/X7Z7/cXLXc6nSWvb7vzXSvl/nY6nXWVPcdxJT9T6xWNRtVr7nQ6S16PcDgsu91ueWJiQpbl/Ge8Ul5q/Yw24vug2d9Za6HkqdT9V5gvn88nsywrcxxX02ey2rmuplzbWjXrb4xSBm63u+RnWvluKvV5qHbO6/mcAqj4t4GQzYCRZVluTZhNCOkUDocDfr+/5hoLpd9VtVoxpd9kJBLBwYMH1bfMhw4dUmuQA4GAeuxS00QIgqC+Sec4DiMjIxUHO1Gat4qiqNmXMlKqwmKxFNVmsCwLu91esrasXM2PMugXz/MYGxsruc9EIqHmoVTNo9Pp1Bxzrdet3nMqt37hiKIej6do0J/VU7jUes0LFTZD5jgOQ0NDmJ2dVZsXWiwWsCwLq9UKjuMaOldtKBRSm14rzf7i8TisVitcLlfdzfuUpo6CIIDjOLW8lJFhLRaLeizl+q5Wz32u1ILJsgye5zU15fF4HIcOHappQKBW57uacqPHKzWwtWwfDoebUgsM5JtVHz9+HJFIRP0uUO5vu90Oj8ejud+V61qo3s8osPbvg1Z+Z9Wi0vFWN79Vrp3NZsP4+HjVLjnK9FKr93v69OmKtZvT09OYnZ2t655pxt8YQRDU0aaVGm5lfcXqPNZzzmv9nHo8HsTj8brLmpCNhIJfQgghpIMVBr+EENIsgUAABw8eXNe4B4R0OurzSwghhBBCyBYXjUYp8CWbHgW/hBBCCCGEbGGCIFSc0YGQzYKCX0IIIYQQQraIUqPv+3y+dc3oQMhGQcEvIYQQQgghW4DX64XD4dAMbCYIAliWbfiUWYR0Igp+CSGEkA6mjOBbab5RQgipxaFDh8BxnDqitjIKfLNGTSek09Boz4QQQkgHGhkZQTwe10yfwnEc/H5/3dMzEUKIQpnySaFMd0bIVkDB7xpIkoTz58+jv78fDMO0OzuEEEIIIYQQsmXJsoz5+Xns2bMHOl35xs2GFuZp0zh//jz27dvX7mwQQgghhBBCCLnm7NmzuOGGG8oup+B3Dfr7+wHkL+7AwMC69pXJZHDy5EkcPnwYRqOxEdkjDUJl09mofDoXlU1no/LpXFQ2nYvKprNR+XSuVpVNMpnEvn371DitHAp+10Bp6jwwMNCQ4LenpwcDAwP0Ye0wVDadjcqnc1HZdDYqn85FZdO5qGw6G5VP52p12VTrkkqjPRNCCCGEEEII2fQo+CWEEEIIIYQQsulR8EsIIYQQQgghZNOj4JcQQgghhBBCyKZHA161QC6XQyaTKbksk8nAYDBgZWUFuVyuxTkjlVDZNJ/RaIRer293NgghhBBCyBZAwW8TybKMixcvYm5uDrIsl11n165dOHv2bNXRyUhrUdk0H8MwGBwcxK5du+gaE0IIIYSQpqLgt4nm5uYgiiK2b9+O3t7ekg/3kiRhYWEBfX190OmoFXonobJpLlmWsbi4iCtXrqC7uxssy7Y7S4QQQgghZBOj4LdJZFnG5cuXMTAwgG3btpVdT5IkpNNpdHV1UYDVYahsmq+7uxupVAqXL1/G4OAg1f4SQgghhJCmoSf6JsnlcsjlchgYGGh3VgjpaAMDA+rnhRBCCCGEkGbZ0DW/Ho8HLpcLdru94nqiKGJqagoAMDQ0hFgsBofDAafT2bS8ZbNZAIDBsKEvMSFNp3xGstksfV4IIWSDkaQMdDpju7NBCCE12XBPmoIgIBKJwO/3g+d5uFyuiuuLoojR0VEEg0HYbDY13ePx4NSpU/D5fE3NLzXjJKQy+owQQsjGI0tZJM5/G4nzT8Cy515Y9twPRrfhHisJIVvMhmr2HAgE4PV6AaDmoNXlcsHpdGoCXwDw+/0IBAKIRCINzychhBBCyGaVWbmMcy89hqtvBpHLJHH1zSDOvfRnyKxcbnfWCCGkog0V/LrdbgSDQbjdblit1qrrK7XEHo+n5PIjR440veZ3K4hEIpienq55fY/HA4vFUvHFQy3rtIsgCPB6vbBYLBgZGYHX611XPpV71OPxIBQK1XxMURQBAF6vF6Ojo2AYBh6PBzzPrzkvSn5GR0cxOjq6rv0QQgjZfOZnf4qzz/8JlsSfQ2/oh9E8BL2hH0viz3D2+S9gYfZUu7NICCFlbajgt15+vx8AwHFcyeUjIyOIRCJqELFRpFIpxONxpFKpdmcFQP46K9e61vXLlUmldbxeb8lm7oFAoCit3LqNwHEcfD4fOI6D3W6Hz+er2u+8EpfLBb/fD5fLpU73s/qcSh1TWdfn82F8fBwsy8Lv9xe1cqiXsv+1fi4EQUAgEIDD4VhXPgghhHSWq28+jouv/nfk0nMwmKzQ6UwAAJ3OBIPJimw6gQuv/hWuvvl4m3NKCCGlberOGTzPV5w7VAmuZmZm1hW8tMqzzz6Lr33ta/j2t7+NTCYDo9GI+++/H7/1W7+Fu+66q235slqtEAQBgiBUDWrXw+FwlAzIotFozes2Ui2tD6rheV7dT+E9WOqcKh2z0XPkrvXceJ7HzMwMRFFEPB5vaJ4IIYS0V2b5HGQpDaN5O6TcMrLZeciyBEZnhI4xQq/vQTaTRHr5XLuzSgghJW3qml9BECo+xCsBgyAILcrR2oVCIbhcLnzta19DKpWCXq9HKpXC1772NTidTjz+eHvesoZCIbVGsp7a37Ww2+1FI3QHAgHMzMzUtG6nWh24ljunjcBms8Htdjf1JQghhJD26LEcgCznkFq+gEzqKqRcCrKUgZRdQjYzh/TKZUi5RSzPvYwLr/4VZs/+I+Znf4rU0jnIUrbd2SeEkM1d8xuPxys+hCuBcbUawlQqpWlinEwmAQCZTAaZTKbkNplMBrIsQ5IkSJJUdt+yLKv/llvv2WefxeTkJJaXl7F3717N6LgWiwWXLl3Cww8/DI7jWl4DHIvF8MADD+DBBx9EKBRSp5Ra7dFHH8Xg4KDmZcTqa1NpHZ7n4fF4IIoiXnvtNQD5vqknT56EIAhq3+2HHnqo5LqhUAiTk5OIx+M4fvw47HY7BEHAoUOHMDo6ii996Ut4/PHHMTw8jNOnT2N4eBgPPvgggPJlI8tyxXIrPK/C/SpBOc/zCAQCav6Hh4fBsmzJc6p2TOX/hemiKOLYsWMYHh5GJBKB2+3WNIkOBALgOA6iKBblTdnPzMwMBEHA6dOnMTs7i0ceeaTiuVbKT6V1ZVlGJpOBXq+vaf8A1M9euc8gaR8qm85G5dO5OrVsZFnCsvgc5i48CSm3AgBgmFLf1xIY6AAwWJ57Bctzr1xfxOhg7NoJY9ceGLt3w9S9F8au3dAb+1tyDuvVqWVD8qh8OleryqbW/W/q4LdRzV6npqbw+c9/vij95MmT6OnpKbmNwWDArl27sLCwgHQ6XfUY8/PzZZd95StfQTKZxO7du0sGE9u2bcOFCxfwla98BX/8x39c9ViNMjc3B7PZjGQyiQ9/+MN49NFH8cMf/rAoAP/sZz+L4eFh/MZv/Ia6Hc/zWFpaUl8kVFvnpptuwmc+8xl86lOfUre55557sLS0hNdff10d1KzcuocPH4bJZMKnPvUp3HPPPUgmk9i2bRv+4A/+AL//+7+Pj33sY/jQhz6Ew4cPAwA+9KEPYefOnbjrrrvKlk0ul0M6nVaPUUql/d500034zd/8TYTDYc2gbKXOqfCYP/3pT/Enf/InmuM8/fTTkGVZs+7nP/95fPzjH8f+/ftx+PBhHDhwAE8//TQGBwfxrW99CysrK7jnnnsAAGfOnMHTTz+tbr+4uIjZ2Vm89dZbat4PHDiA+++/v6YXLMvLy8jlchWvjSKdTmN5eRk/+MEP1Pmx6xEOh+vehrQGlU1no/LpXJ1TNjJ6DG9h0PQyjEz+b6FBp4eeSSMr65GTuyDLRjBMDgxy0DPLyMo9WJjLQM8slNhfAsDLmpSc3IWMNIC0xCItDSAjschIfejUxomdUzakFCqfztXssllaWqppvU0d/NZqdna24vLJyUn84R/+ofr/ZDKJffv24fDhwxgYGCi5zcrKCs6ePYu+vj50dXWV3bcsy5ifn0d/f3/J+U5TqRQikQh6e3thMJQvrt7eXoTDYfh8PpjN5orn0yjf+MY38NGPfhQDAwN45zvfCZvNhm9/+9v45V/+ZXUdURTxl3/5l8jlcmrawMAAbDYbenp6MDAwUNM6AHDDDTdAp9NprnlPTw/0en1ROZRa94Mf/CA+/vGP4/XXX1drQHfu3ImrV6/iW9/6Fr75zW+q69533334h3/4B9x1111ly0av18NkMpW9BwRBKLtf5Rr19vbWfE7KMe+55x585jOf0aTv3LkTzz77rGabc+fO4Sc/+Qne+c53AsgP8PZv//ZvcDqd6O7uxt///d/jox/9KFiWxTvf+U5ks1l1+97eXszNzeGDH/ygur+RkRFcunSp7PkW6u7uLnsOq62srKC7uxvvfe97K35WVstkMgiHw3A4HDAajTVvR5qPyqazUfl0rk4pG1nOYSnxDJKXI8iuXEE+EB0EADD6nUgvvQmTYRAo/NMoA1JOhz3D/zf6t78XuUwS6eXzyKxcQGb5fP4ndRmQS7UISgG4dO0HgM4Ao3knTN35WuJ8bfEe6A29TT3vSjqlbEhpVD6dq1VlU0uFC7DJg1+WZWuq/R0aGqq43Gw2lwwojUZj2ULM5XJgGAY6nQ46Xfm3l0pNrrLuasvLy+rgVpUYjUZkMhksLy+ju7u74rqN8uSTTxbdaMeOHdNMe/TUU0+BZdmS56Zcm1rWUX4v/LdcWqV0t9uNY8eOwe/3IxKJ4Dd+4zdw4sQJsCyLp556Sl0vHo+rfcHLlQ3DMGWXCYKgntfq/Z4+fXpN51TpmKW2UaZNEkURgiAgkUhAFEXodDocOXIEx44dw9DQEGw2G8bHxzExMaHZH8dxmv1ZLBZ1+2oqnUOpdRmGqfh5qmSt25Hmo7LpbFQ+natdZSPLOSzMRjF38SQyK1cAQH35a+7jYNlzHwzm7Tj7sz+ClF0GZO32BtMgBrbZYDAaYTQOoatnCMCd1/cvZZBeuYT00jmkl89f+/ccpOyqGhs5h+zKeWRXzucri6/Rm1iYuvfA1LM3/2/3Xhi7toNhWldLTJ+bzkbl07maXTa17ntTB7/VRqxVRqNt9Ei5jdTb2wuj0Vh1WqNMJoOuri709rbmragoihgfH9cMKuV2u2GxWMDz/Lqn21mraiNOezwejI6Owu/3QxAE2O12iKKoTiGksNvtkCQJNpsNb7zxhpo+OTmpCRLL4Xm+7H4bfU6V8jA1NQWHwwG73V60j3A4DJ7ncfz4cbWvdi3nRgghZHORpRwW4qcgXjiJbErbGq6rfwTs7vejq/8mNRC+8a4vQsotF+1Hp++GwcSWPQ6jM8LccwPMPTdcP7YsI5eZKwiG8/9mUleKaolzaRHLaRHLcy8W7NNwrYZ4D8w9e2Hs3gNT9x7oDaW7pRFCtrZNHfxyHFdx1FylVriTR6Y1m824//778bWvfQ0Wi6Vk81tZlrG0tIQHH3ywZU2eT5w4AbfbrUljWRY2m00z76/NZqta+17LOrXieb5ieXIcB6vVilAopL4csdlsJQfqEkURTz/9NAYGBmqqwVREIhH1WpTbbz0vXKqdUymiKGJsbAzRaFTdVrnGgiBoBsCy2WyYnJzE2NgYBb+EELKFyFIW87M/xdzFMLIp7fR0Xf03g91zH7r7byraLh/gsg3JA8MwMJhYGEwsegbfrqZLuTQyKxevB8TL55BeOl8UdMtSFqnFN5FafBOFvYwNJsv1GuJr/xrM21paS0wI6Tyb+hugWlClNGvt9Dl+P/KRj6C/vx+XLl1SR4dWyLKMS5cuob+/Hx/5yEdalqdy89COj4/jxIkT6v85joPb7UYgEFDTRFFUa0ZrXaccjuPUchQEoaYaZ4/Hg6NHj6rlbrfbcfDgQbWZsCISiVTcT7l5bL1er1rju5b9VjqncsdcfZ0EQVBrnldvq1zXwuutHLeSUscobOJeiOb4JYSQziVLGSSv/AhvPf8FzL5xXBP4dg3cgt23fhK7b/2PJQPfVtHpTTD33oj+7e/G0I0PYvetn8SNd0/hhjs/i503HQW75wPosdwFY9d2oETFQDadwJL4PMQLJ3E59hW89fyf4o1nH8b5l/8rrr5xHMnLP8TKgqCOXk0I2Ro2dc3v+Pg4pqenyzbDPXXqVMcHvgBw991345FHHsHDDz+Mc+fOoaenR+3ju7S0hP7+fjzyyCMtmeYoEonA6/WC53mMjIxoagojkQjC4TBEUYTD4YDH44HT6YTf78f09LQmCFRqRVmWhd1ur7qO1WqF1+uFIAjwer3qNEBK4Oz1ejEyMgK32w2e50uuq3C73YjFYpra13A4DK/Xi3g8rtYIO53Okp3nBUGA3+9Xg0glAIzFYjhx4gREUVT3UW6/AIryOT4+DpvNVvKclGMqQa3X68Xk5CRYloXX60UoFIIoivB4PPB4PLDZbJiYmIDX68WhQ4cAAMFgUD2Ocu7K9RYEAceOHSuZL5/Ph+npaczMzKjn4XQ6EYlEMDU1BbfbrZkzW+lPrexHOQdCCCHtJUsZzF/9CcSLEeTSomZZ9+BtYHffh66+4fZkrgYMw8BotsJotqKHfYeaLuVWkF6+eK12WKkpPg85p+0yJudSSC2cQWrhjCbdYB7S9CM29eyBwTRUsrUdIWRjY+TVVYkbBM/zGB0dRTgcrhjAOhwO2Gy2ogAIyH+JVtu+lGQyicHBQczNzVUc7VmZO7XSCLaSJCGZTNbUtPa5557D1772NXz7299GOp2GyWTC/fffj4985CMtn993K6inbLYqpYZ6PV0Hav2srJbJZPCd73wHH/jAB2hwiw5DZdPZqHw6V7PKRpIyWLj6r9eC3jnNsu7Bt4PdfS+6+vY37HidQJYlZFPxfEBcMLjW6ubd5TB6s6bJtM64E099/zm8/wMfpM9NB6Lvtc7VqrKpJT4DNnDNr/LQXa1ZbDAYxOjoqFqrpvB4PJiYmNgQNb+Ku+66C3fddRe+8IUvYHFxEb29vS3r40tIKTzPawY9I4QQ0jmkXBrzV3+MuYtPIpfRtmTqYd8Bdve9MPfe2KbcNRfD6GDs2gZj1zb0Wq5XEEi5FU3tcP73C5CltGb7fC3xaaQWTuf/L8vY15vEhZdeRFfv3mtBcT4w1ptKj8lCCOk8Gyr4DYVCatNPJfh1uVzgOA4cx8HlcpUchCkajcLr9YJlWQwNDSEWi8HhcGzYh/ZyUy8R0mrUt5cQQjqPlEth/sqPMHfpKeQy85plPeyd14LefW3KXXvp9F3o6h9BV/+ImpavJb6K9NI5pJbPIbN8Huml88imE6u2lpFNXcFi+ioWE89d36ehB6bu3WqTaVP3Xhi7d0OnoxpIQjrNhgp+nU7nmgJWlmXV0YcJIY0hCAIOHjzY7mwQQgi5RsqtIHnlR0heegq5zIJmWY/lrnzQ27O3TbnrXPla4h0wdu1ALw6o6bnsklo7vLJwFlcSp8Do9ICc02wvZZewMh/DynysYKc6GLu2q7XDSvNpvXGQaokJaaMNFfwSQjpHJ08RRgghW4mUW0Hy8g8xd+l7kLKL1xcwDHrZfNBr6tnTvgxuUHpDD7r7b0J3/03osWbwk+f7ceDOe4FcAunlC2o/4vTy+aK+1JAlZJYvIbN8CYvg1WSdoXfV4Fp7YeraAYZqiQlpCQp+CSGEEEI2ICm7jOQVJehdur6AYdBrOQB292GYune3L4ObEMPoYezenb+u1utjyeQyCwWDa+XnJc6sXIIsZTXbS9lFrCRfxUry1YKd6mDq2gVjzx6YuvfAfC0o1hv7W3VahGwZFPwSQgghhGwguewSkpd/gOTlpyFll68vYHTotdrA7nLA1L2rfRncgvTGPnQbb0X3wK1qmizlkFm5tGrE6fNF/bAhS+oAXIuaffZfrx2+1qfY2LUz3/SaELImFPwSQgghhGwA+aD3+0he+j6knDbo7bOOgt19GMauHe3LINFgdPr8AFirmpznMvPq4FpKUJxZuQTIUtF6y5mXsZx8uWCfBhi7dhYExXuu9SXua8k5EbLRUfBLCCGEENLBctlFzF36HpKXfwA5l7q+gNGhb+gQ2F0OGLu2ty+DpC56Yz+6B29D9+BtaposZZBeuazpR5xeOqftww1AlrL5dZbOAbMF+zQNavsRd++BsWs7GIZqiQkpRMEvIYQQQkgHymUW8kHvlR+WCHrvAbvbAaN5W/sySBqG0Rlh7tmrGY1blmXkMnOaJtP5vsRXimuJ03NYTs9hee6lgn0a8kGwOg3TtRGnDT0tOy9COg0Fv4QQQgghHSSXmcf8pX9B8sq/rAp69ejf9gsY3GWH0TzUvgySlmAYBgYTC4OJRc/g29V0Scogs3whX0N8bXCt9PJ5bf9v5GuJU4tvIrX4pibdYLLA1JOfi1gZXMtg3gaG0bXkvAhpJwp+N6hcLgW93tzy4wqCAL/fj0AgAKvVilgsVnbdkZERxONxuN1uTE5OgmXZpuXD6XTC4XDAbrfXva9IJIJgMAgAcDgcJeeSLnU85Zy8Xi8ikQh4nofb7YbH44HNZivaR6158Xq9AIBoNLqmfRBCCNmYcpkkWNPPceGlHwJyRk1ndAb0Df0C2F12GMzWNuaQdAKdzghz740w996opsmyjFw6odYOKzXFmdRVQJY122fTCWTTCUB8Xk1jdKb8oFo92nmJdfqulp0XIa1Awe8GdDnxE/zri5/Eu9/+l9hheVdLj81xHHw+H4aGhjA1NQWe50sGepFIBDabDVarFT6fT033er0QBEENNtebj0gkgoMHD2qOUS+Xy4VEIoFIJKKmBQIB/O7v/m5Nx/P5fJienlYD5PWw2+3w+XzweDzr2g+QD+TD4fC690MIIaS5suk5zF16CsnLP8SAcRayNAiGYcDoDOjf9m4M7rLDYGLbnU3SwRiGgcFshcFsRQ/7DjVdyqXycxKvGnFa06IAgCylkVp8A6nFNzTpBrNVO7hWz14YTFaqJSYbFgW/G0xOSuPZ1/8EycVX8WzsCxizfRN6nanl+WBZFkeOHIHf7y8Z8ImiWHI7h8NRdtlaWK3rewPO87y6j8Ja42g0qgl+qx2vkbXa6z0nAAiFQppgnhBCSOfJpkXMXXwS81d/DFnKQr5WQ8foDBjY/ksY3DVGQS9ZF53ejK6+/ejq26+mybKEbDpe0I84HxRnU7NF22dTcWRTcSyJP1fTGL1ZHWU6HxTnp2LStaFFIiH1ouB3g4md+xpm559Dl3kXZpPPInb+H3DLDR9vS148Hg/GxsaKgl9RFMFxXMlt1tIsudlWB66BQAAzMzPtyUwDiKKIeDze7mwQQggpI5tOQLwYwcLVn0CWsmo6ozMimbkJt9/+/6Crh/r0kuZgGB2M5m0wmreh13KXmi7lVrSDay2dQ3r5AmQprdlezqWQWjiN1MLpwp3CaN6mCYiN3XtgMFnAMEyrTo2Qqij43UCWVi7ghTf+Egz0MBkGkMst44Uzf4Ebtr8fPebWT2avNGsOhUKafrIzMzMlg1ye53H06FGIoqj2FS7s43rs2DEIggBBEDA7O7uupsyrTU9Pg+M4CIIAjuPgdDrB8zz8fj8EQVCXsyyLcDgMQRDw6KOPYmVlBZ/5zGfWdExRFBEIBMBxHMLhcFFfYGWZKIqafCl4nl/T9Thx4gSOHDnSkKbThBBCGieTimPuYgTzV38CyDk1ndGZMLDjPeix/jJ+9tYPoTcOtDGXZKvS6bvQ1cehq+96BYYsS8imrhYFxdl0QruxLCOzcgWZlStYTDx3fZ+G7oIpmPZcC4p3Q6cztuq0CNGg4HcDef70n2M5dRk95vxk6V2m7VhOncfzwp/hntsfbUuenE4njh8/rgnayjVrttlsRf1ZC/u4xuNxdT8jIyMYHx9f88BRhVwuF8bHx9V9OxwOcBwHm80Gj8eDSCSCiYkJzTaCIOChhx5CMpks2t/MzAymp6c1aaX61k5NTcHj8ahB7cjICKLRKFiWRSgUUs9fOV5hM+V4PL6m6xGJRDqydp0QQrayTGoWcxfDmL/6U23QqzdjYPt7MLjzV6E39iOTyVTYCyGtxzA6GLt2wNi1A72Wu9X0XHYpP6DW8nmkls4hc635dGFLBgCQsstYmY9hZb5ggFRGB6N5e9HgWnrjINUSk6aj4HeDuJT4Mc5cehxGw4A6yADD6GAw9OPMpcexf9cD2GF5d8vz5fF4MDIyAlEUwbIsBEGoGKCV6s9qtVohCIImaFNqadcb/AqCgFAopBlgy+FwlO2rXIuDBw8WBcssyxY1lVYCWrfbDSB/TpFIRA1og8Egjhw5ApZlwXEcDh48qG4riuKarofS5LyR/aoJIYSsTWblKsSLJ7Ewe0ozLyujN2Ngx3sxuONXoDf2tTGHhKyN3tCD7v6b0N1/k5omyzlkVq6smpf4PHJpUbuxLCGzcgmZlUtYBK8m6wy9mmDY1LMXpq6dYKiWmDQQBb8bQE5K47nX/xS5XArdq+b1M+oHsJw6j2djf9qWwa+UGtQTJ07A7XaD5/mSUwXVsp9CLMuuu9+qEnyyLKupVZ2dnYUgCOvady2UgFtp1qzU5gL5GnO/3w+LxQKbzYbx8XFNQL2W6xEIBNRAmxBCSPtkVi5DvBDGQnxGE/Tq9F0Y2PFeDOz8VegNPW3MISGNxzB6mLp3wdS9C7Bef1mfyyxoBtZKL59DZuVSiVriRazMv4aV+dcKdqqDsWvn9YBYGXGaugaQNaLgdwNIzP8ciYUXYDQUNwdhGAZGwwAS888jMf9zbBscbXn+PB4P/H4/3G53Q0c9VoyOjmqC1cnJyaKa11J4nldrQgtrUettFiwIAm666abqK5Y4/tTUlDr/8OqANhwOg+d5HD9+HFNTUwBQ03mVO1ZhzTEhhJDWywe9T2Ahzq8KersxsPPfYWDHv6Ogl2w5emMfuo23oHvgFjVNlnLIpC6vGlzrHHKZee3GsoTM8gVkli9gUbPPfk0tMWPcCUACIdVQ8LsBWPrvhKX/HZidewYGfa8mAJZlGZlsEkODB2Dpv7Mt+VMGVwqFQk3pbxqNRuveRqnxtdlsamBZSGmmXQue5+sOfkVRxNjYGKLRqBr0Kk2RC5tD22w22Gw2TE5OYmxsbM3BbzweB8/zag23MqCYMpDXWmrjCSGE1Ca9fBHihZNYTDyjDXoNPRjY8SsY3PFe6AzdbcwhIZ2F0elh6t4NU/duTXouM1/QZPoc0kvnkV65qPlcKestZ17BcvIVAPnn4X2987j4yivo6r2hoKZ4L3UtIBoU/G4Aep0Jd438f/j+cx9BJjcPk+F6U49MLgm93oy7R/5zS5s8K8EVkG+Sa7fbiwa+Wo9a+6zG4/GS0yp5vV4Eg0G1L+3qEakL+96upvSvBYAzZ85o+tmWO97q/AqCUDTlk9JsWamRXt1Mudz0UOX2HwqF1GDZbrdrXjzwPI9AILDmYJoQQkh16eULBUGvrKbrDD0Y3PmrGNjxXuj0XW3MISEbi97Yj+7B29A9eJuaJksZpFcuq7XDSk2xlF3UbMtAQmb5PLIrF4DZU9f3aRpcNS/xHhi7doBh9C07L9I5KPjdIHZafhH7dz6I18//A4z6PjCMDrIsIZNN4qY9H2nZYFeCIMDn8yEQCEAURXi9XnAcpxnBWRRFTE1NIRKJwGq1wuv1YnJyEoIgwOv1qv/6fD7wPF+UNj09jZmZGcTjcVit1pJBqiAI8Pv9aiCpjL4ci8Vw4sQJiKKoDq4VDofh9XrV/QFQpzoqPLYymjLHcXC73Xj44YexZ88efPKTn1SPpwS1yjmxLAuv14tQKARRFOHxeNQpjSYmJuD1enHo0CEA+T7AynGUWmdl1GdBEHDs2LGar0ckEsHU1FTJpuahUAjHjx8HkG+S7nK5aARoQghpoPTSOYgXntBM6QLkB+wZ3PU+DGx/DwW9hDQIozPC3LMX5p69aposy8hlktdqh89hZfEsroo8wOgAyJrtc+k5LKfnsDz3UsE+DTB27y6ahom6JWx+jCzLcvXVSKFkMonBwUHMzc1hYKB0h/uVlRWcPn0aw8PD6Ooq/wdQkiQkk0kMDAxAp9NVPO5S6iKeOHUfUukEus07sZy6BLPJinsP/XNb5vnd7Oopm3ZQaqcr1RhvBLV+VlbLZDL4zne+gw984AMwGmkkyE5CZdPZqHzWLrV0DuKF72Ip8TNNut7Yj8Gd70P/9l9cV9BLZdO5qGw6m1I+77/PATl7VdOPOL18HlJ2uab96E0szD17YezeA3P33vzgWuZt6kwrjSJJmS0z13GrPju1xGcA1fxuKD3mXbjjbZ9E9LX/gnQ2CRlZ3LH/kxT4blFrHVmbEEJIfVKLb0K88ASWxOc16XpjPwZ3jaF/2y9Bp2/tbAuEkGKMzghT740w996opsmyjFw6UTzidOqqprsCAOTSIpbSIiC+ULBPU75/8rXaYaX59FpedMlSFonz30bi/BOw7LkXlj33g9FRONZKdLU3mJG9H8GZS9/Epfi/YKf1PRjZ85vtzhJpk/VOBUUIIaSy1OKbSJz/LpbnXtCk640D+aB3+y9tmdobQjYqhmFgMFthMFvRw75DTZdyKaSXL2j6EaeXz0POpTTby1IaqcU3kFp8Q5NuMFuvNZm+PriWwWwtW0ucWbmMS7G/wdLc84AMXH0ziKW5l7Fz5OMwdu1o/ImTkij43WD0OhPuHvkj/Gvqk7h75I9aPq8v6QyCINDURoQQ0iQrC2cgXviupo8gkG8Sye6yo3/bu8BQ0EvIhqbTm9HVtx9dffvVNFmWkU3HiwbXyqZmi7bPpuLIpuJYEn+upjF6c9HgWqbu3VgUf4Yrp/8e2VQceuMAdDoTJCmNJfFnOPv8F7Bj+LfQN3SoFae95VHwuwHtsLwL//5dP4Reb253VkibbPR+voQQ0olWFgSI55/AcvJlTXo+6HWgf9svUNBLyCbGMAyM5iEYzUPotbxTTZdyK/la4sKgePlCcS1xLoXUwmmkFk6raZl0AlJ2HmB00On7ATkHWc5BpzOBMVmRTSdw4dW/gmXvr2HbjQ+27Fy3Kgp+NygKfAkhhJDGWJmPIXHhu1hJvqpJN5gsGNztQP/QPRT0ErKF6fRd6OobRlffsJomyxKyqauaJtPp5fPIprTd0mQpA1nKgdExkLJJSNl8uql7NxjGAKPJikzqCjLL51t5SlsWBb+EEEII2ZKW51+DeP67WJl/XZNuMFvB7jqMvqFDNBgNIaQkhtHB2LUDxq4d6LXcrabnsktIL59HZvk8UkvnsJR4FkvJlyDLMhiGUbYGw+S/W2Q5BzA69FptrT+JLYi+0QkhhBCyZciyjJX5VyFeeAIr8zHNMoN5G9jdDvRZD4HR6duUQ0LIRqY39KC7/yZ0998EAMjuvR9n+P8EWcqA0RkhSxkUzkUs5Vag03ejh72zTTneWij4JYQQQsimJ8syVpKvIHHhu5r+eABg7NqOwd2H0WcdBcNQ0EsIaRyDcQA9A7djIcHDoB8EVn3FSNIK+qyjMBjLz01LGoeCX0IIIYRsWrIsYzn5EsQLTyC1cEazzNi1A+zue9FrPUBBLyGkaXqtNizEeUi5FQBMwZJ8DXCv5UBb8rUVUfBLCCGEkE1HlmUsz72YD3pXzc9p7N6ZD3otB8rOyUkIIY3Sa7kLBtMApOxy0TKDcQC9lrvakKutiYJfQgghhGwa+aD3BSQufBfpxbOaZcbu3deC3rso6CWEtIzBZMGNd30RUq44+NXpu2Ewsa3P1BZFwS+piyAI8Pv9CAQCsFqtiMViZdcdGRlBPB6H2+3G5OQkWJZteH6mp6cBACzLQhRFOJ1OhEIhTExMVNyO53kcPXoUoigWnUMkEkEwGIQsy7jppptw9epVHDt2DFarFU6nUz0Xr9eLSCQCnufhdrvh8Xhgs61tpL5IJAKv1wsAiEaja9oHIYRsZbIsYUn8OcQLTyC9dE6zzNSzB+zu+9DD3klBLyGkLfIBLtvmXBAKfjeYs1eTWEpl1P/3mI3Yt611HeQ5joPP58PQ0BCmpqbA83zJgC8SicBms8FqtcLn86npXq8XgiAgGAyuOy8ej6co4HS5XDVta7PZ4PP54PF4ipa5XC4kEgmcPHkSS0tL+PSnP40nn3wSBw8e1JyLz+fD9PS0+kJgPex2e9n81EJ5CaAE8uvNDyGEbBT5oPdn14Je7TyZpp4bwO6+Fz3sOyjoJYQQQsHvRnL2ahL/YepEUfD7vyaPtDQABvI1rUeOHIHf7y8ZaImiWHI7h8NRdlm9Tpw4UXTsY8eO4ejRozVtb7Vai9J4nlfT7XY7kslk2XUBNLQ2u9wxqvF6vZqg3OPxwOFwIBwONyprhBDScWRZwmLiWYgXnkBm+aJmmal3Hyy770P34B0F82oSQgjZ6ij43UCWUhkspTIwGvQwG/RIZXNqWjt4PB6MjY0VBaCiKILjuJLb2O32hh1fFEUIgqA5FsuycDgc69pvM5pnN4soiuB5HqIoqvn2eDwYHR0tujaEELIZ5IPeZ64FvZc0y8y9bwO75z50D9xOQS8hhJAiFPxuAEpT5zcuiwAAs0GPLlO+6DLZnJre6ibQSrPmUCgEp9Opps/MzJQMckv1sy3s63rs2DEIggBBEDA7O6upzSx3fIfDAb/frzme2+3WrDc9PQ2O49RgsDCvq/Pn9/shCAKmp6exf/9+HD58uLaLUUAURQQCAXAch3A4XNQ0W1lWGLwX5onn+bquw8zMDARBUI+hBLyNqmEnhJBOIMs5LMZ5iBdOIrNyWbPM3Lcf7O57KeglhBBSEQW/HW51U+elVAYDPWYAgE7HYCmVwe//j5MA2tME2ul04vjx45rgrVzQVaqfbWFf13g8ru5nZGQE4+PjFQeQCgaDcDgcak2v3W6H1+vVBMIulwvj4+Pqfh0OBziOK7lfm80Gj8eDSCSCiYkJSJKkNnsG8kGm0rdWUapp8dTUFDwejxrUjoyMIBqNgmVZhEIhNa9AfgCxSCSibhuPx+u6DizLIpFIaNKU/VGtLyFkM5DlHBZmo5i7eBKZlSuaZea+YVj23Ieu/lsp6CWEEFIVBb8dbnVT54EeM0wGPQDAZNBjl6UPkiS3rQm0x+PByMiI2uy2sAaylFL9Wq1WKwRB0AStSk1tpX1xHIdYLIZIJIJwOIxQKASHw4FgMAin0wlBEBAKhTSDayk1xWsZEOrgwYNFo0izLIuZmRlNmhLQKjXQHMchEomoAW0wGMSRI0fAsiw4jsPBgwfVbUVRrPs6rDY1NQW/37+hmm8TQshqspTDQvwUxAsnkU3NapZ19Y+A3X0fuvpvpqCXEEJIzSj43SAKmzoXUgJhIN8EutWUWtQTJ07A7XaD5/myzYqr7acQy7KIx+M1bWu329UaZK/Xi6NHj8LpdCISiYBlWU3N6uzsLARBqDt/9VCCbaVZs1KbC+Rryv1+PywWC2w2G8bHxzUB9XquA5Af/Mrj8RQ1/SaEkI1ClrKYn/0p5i6GkU1pv/+6+m/O9+ntv6lNuSOEELKR0bj/G0Qqm8NKOov0qgA3fS091YbAV+HxeNSa1GbUNo6OjsJisag/09PTEEVRbUJcyOfzQRRF9YfjODU4VgLkZo+CzPM8XC4XTpw4odbuFgqHw4hGo7Db7ZiamipqSr1WoVAIIyMjFPgSQjYkWcogeeVHeOv5L2D2jeOawLdr4BbsvvWT2H3rf6TAlxBCyJpRzW+H6zEb0WM2YimVQeZa0+Zdlj6YDHqkszlcTCygx2zUrNtqR44cgcfjQSgUauhozopoNFqUJooiTp06VbKWmeM4sCwLm82Gqampkts2q0mwKIoYGxtDNBotGniqsDm0zWaDzWbD5OQkxsbGippT10up3VYCX1EUEY/Hqd8vIaTjyVIG81d/AvFiBLm0qFnWPXhbvnlz33B7MkcIIWRToZrfDrdv2wD+1+QR/K/JI/iL3zmMHrMRkiQDACRJRo/ZiL/4ncPqOq0a7EoZrRnI1/ba7XYcP368YUFlLSMVBwIBTZNmAJq+tXa7HQcPHiyqIV69TS3KNT1enU9BEIqmelK2VaYkCgQCmm0qBail9r+6ppjnefA8D5vNBkEQwPM8pqam1jxvMCGEtIIsZZC8/AOcff4LmH0zpAl8uwffjt23fQq7bv49CnwJIYQ0DNX8bgCrA1qlibPy79t2sLh171BL8iIIAnw+HwKBAERRhNfrBcdxmhGcRVHE1NQUIpEIrFYrvF4vJicnIQgCvF6v+q/P5wPP80Vp09PTmJmZQTweh9VqLduHWJkCaHUwWDg1UDgchtfrVfcF5Pvdljru6jSXywWDwYCvf/3ralCrnAvLsvB6vQiFQhBFER6PR53SaGJiAl6vF4cOHQKQ7wPs9XoxPj6uvhxQAnJBEHDs2LGar0MkEsHU1BTcbjdYllVrmpW8lbsOhBDSKSQpg/krP8LcxSeRyyQ1y3rYO8Duvg/m3hvblDtCCCGbGSPLstzuTGw0yWQSg4ODmJubw8BA6ZrWlZUVnD59GsPDw+jq6iq7L2U6nYGBAeh0lSviV097BLRneqOtop6yaSVlwK7N0qS51s/KaplMBt/5znfwgQ98AEZj65v7k/KobDpbu8pHyqUwf/XH14Leec2yHvZOsLvvhbl3X8vy04nos9O5qGw6G5VP52pV2dQSnwFU87uhKE2gVwe/FPhuLWsdUZsQQtpByq0geeVHSF56CrnMgmZZj+WufNDbs7dNuSOEELKVUPC7wVCgS+qZ+ogQQtpFyq0gefmHmLv0PUjZxesLGAa9bD7oNfXsaV8GCSGEbDkU/BKygQiCgIMHD7Y7G4QQUlY+6P3BtaB36foChkGv5QDY3Ydh6t7dvgwSQgjZsij4JWQD2Sz9fAkhm08uu4Tk5R8geflpSNnl6wsYHXqtNrC7HDB172pfBgkhhGx5FPwSQgghZM3yQe/3kbz0fUg5bdDbZ7WB3X0vjF072pdBQggh5BoKfgkhhBBSt1x2EclLTyN5+QeQcivXFzA69A0dArvLAWPX9vZlkBBCCFmFgl9CCCGE1CyXWcDc5XzQK+dS1xcwOvQN3QN2twNG87b2ZZAQQggpg4JfQgghhFSVy8xj7tL3kLzyL6uCXj36t/0CBnfZYTQPtS+DhBBCSBUU/BJCCCGkrFxmHnMXn0Tyyo8gS2k1ndEZ0DekBL3WNuaQEEIIqQ0Fv4QQQggpkk3PYe7SU5i/8iPIUkZNZ3QG9G97NwZ3jcFgsrQxh4QQQkh9dO3OANlYBEGA1+uFxWLByMhIxXVHRkZgsVjg9XohimJT8jM9PY3p6WkEAgFMT09DEARMT09X3Y7neYyOjpY8h0gkAo/Hg0984hMIBAJ4+OGH1fMtPBev14vR0VEwDAOPxwOe59d8HpFIBKOjoxgdHV3zPgghpBGyaRGzbz6Ot57/YyQvPa0GvozOgIEd78UN7/gMhm50UuBLCCFkw6Ga3w1gMZ3CUiZddb0eowm9JnNT88JxHHw+H4aGhjA1NQWe52Gz2YrWi0QisNlssFqt8Pl8arrX64UgCAgGg+vOi8fjgcfj0Rzf5XLVtK3NZoPP54PH4yla5nK5kEgkcPLkSSwtLeHTn/40nnzySRw8eFBzLj6fTw24/X7/us7FbreXzU81oijixIkTAIBYLAZBEHDs2DGwLLuuPBFCtpZsOoG5i09i/uq/QpayajqjM6J/+y9hcOf7YDANtjGHhBBCyPpQ8NvhJFnCfzj+3xFfXqq6rrW7B0985PehY5pfoc+yLI4cOQK/318y8CtX0+twOBpWC3zixImiYx87dgxHjx6taXurtbiPGs/zarrdbkcymSy7LoCGBpjljlGN1+vVvATweDxwuVwIh8MNyxshZPPKpuIQL0awMPtvq4JeEwZ2vAeDO98HvbG/jTkkhBBCGmPLBL+iKMLr9QIA4vE4gHwg5na725mtqnSMDnfu2Iv//epzGOruA1NiHRnA7PIC/t3bbm5J4KvweDwYGxsrCkBFUQTHcSW3sdvtDTu+KIoQBEFzLJZl4XA41rXfjVZjKgiCWtMO5JubKzXBhBBSTjYVx9z572H+6k8BOaemM3ozBra/B4M7f5WCXkIIIZvKlgh+eZ6Hy+WC3+/XBF8OhwOxWEzTlLUTfezuX8TTZ16FDBl9pq6i5fPpFQyYuvHxu3+ppflSmjWHQiE4nU41fWZmpmSQy/M8jh49ClEUEYvFAOSbRysvJY4dOwZBECAIAmZnZ6uWi81mg8PhKCrX1S80pqenwXGcGigX5nV1/vx+v9pveP/+/Th8+HBtF6OAKIoIBALgOA7hcLioabayrDB4L8wTz/N1XYfVNbynTp1q6EsGQsjmkk3NwmrmceHl74GBrKYzejMGdrwXgzt+BXpjXxtzSAghhDTHlgh+XS4XnE5nUUAQDAZhsVjgcDg6Olh4584b8Cv7b8E/v/4C+oxmMMz1+l9ZljGfSuH9N92BO3fubXnenE4njh8/rgneyjVrLtXPtrCvazweV/czMjKC8fHxkv2JFcFgEA6HQ63ptdvt8Hq9mrJ0uVwYHx9X9+twOMBxXMn92mw2eDweRCIRTExMQJIktdkzkA/qVw+mVapp8dTUFDwejxrUjoyMIBqNgmVZhEIhNa/A9VpbRTwer/s6FAqFQhBFsSF9qgkhm0tm5TLEixHMX/0p+gwJQB4EGAY6fRcGdrwXAzt/FXpDT7uzSQghhDTNph/tWRmQaHJysmgZy7Jq8NXpPnb3L6LbYMRCJqVJX8ik0G0wtrzWV+HxeNSAC8gHc5UCtVL9Wq1WKwRB0AStSk1tJRzHIRaLIRwOY2JiAoIgwOFwqAGmIAhFtdJKTfFaHDx4EBMTE5qfUgNsrQ5oOY7T/D8YDKrXi+M4HDx4UF0mimLd10ERCASqXn9CyNaTWbmMK6f/Hm+9MIWFq/8GyBIAgNF3gd1zH26487Ow7L2fAl9CCCGb3qYPfpWauXL9OG02myYw6VRK7e98KgVZzjdTU2p9f2X/LW2p9QWg1qIqfUx5ni/b37fafgqxLKv2za5GeYERi8UwMTGhDngViUTAsiwikYj6Mzs7W3MwuVbBYBButxuiKILnebU2F4AaiFssFoyOjmJ6eloTrK7nOrjdbkxMTGBkZATDw8NNm16KELIxpJcv4rLwd/mgd3ZGDXp1hh6I6bdjz+1/BMue91PQSwghZMvY9MHvzMxMxQGMlHle1zNHa6usrv1td62vwuPxqLWpzRgsanR0FBaLRf2Znp6GKIpqDW8hn88HURTVH47jYLfb1R+fz9f0UZCVPuYnTpwAy7JFAW04HEY0GoXdbsfU1FRN8xKXowzkVhjo2u12iKK4IV7qEEIaL718AZeFr+Lci49gMR7VBL2Wvfdj9+3/GcnMbdAZutucU0IIIaS1Nn3wW+v0MTMzM03Oyfqtrv1td62v4siRI+B5HqFQSNOEt1Gi0SgSiYT6MzExASA/sFMpHMeBZVnYbLaStbzNrBEVRRFjY2Pw+Xxwu93qwFZAvjl0IBAAcL3/8+nTp3H8+PE1H08ZnKuwdlg53kYbtZoQsj7ppfO4HPsbnHvhESzGeeBaKyGdoReWvf8e++78LNjdh6HTFw+cSAghhGwFm37AK5vNVrKGUKGMOlwpIEqlUkilrve1VQZBymQyyGQyJbfJZDKQZRmSJEGSpLL7LmzCXGk9xW+/89343plXcGkxiS6DEb9917tr2q7RXn/9dfW4AwMDGBsbwze+8Q088MADarosy0XnpfxeLS2RSFS8dpIkIRAIYGxsTNNHNhKJ4MEHH4QkSXjf+96H0dFRnDhxQtPv9+TJk3A6nVXzUlg28Xgcw8PDRflJJBKa7V5//XWIooj9+/erafF4HJIkYWZmBolEAl/60pfUEaklSVL3W8t1EAQBjz/+OB566CEAwN13342HHnpIc7xvfOMbsNlseN/73teWe6NeyrXOZDLQ6/U1b6d89sp9Bkn7UNm0Vnr5HJKXwlgWf65J1xn60L/jV9A39IvQ6c3ISUBOylD5dDAqm85FZdPZqHw6V6vKptb9M7LyhL9JRSIROBwORKPRkgMBjY6Ogud5TExMlB346nOf+xw+//nPF6V//etfR09P6b5SBoMBu3btwr59+2AymdZ3Eqv85x/+H/yz8CLez70df/rL/76h+67mzJkz+G//7b/hq1/9Kn77t38bf/AHf4D9+/fjW9/6FgDg13/91zE3N4c///M/x1e/+lVYLBZ88IMfxB/+4R/izJkz+NznPoenn34an/zkJ/H5z38ezz33XFHaX/zFX+C//tf/iv379+NTn/oUfv3Xf70oH3Nzc/jHf/xH7N+/H88995xm2e///u9r/v/Zz34Ww8PDsFgsah5LHXd12gMPPIDBwUF85StfKTqXwcFBfPazn8X//t//G2fOnMFv//Zv4+Mf/zjuuusufPaznwUA9X6766678LnPfQ4f+tCH1GBZycuZM2fwsY99rOS1KXUd/vZv/xaf+9zn8Nxzz2FwcFC9Fn/7t3+rnu/p06fx+c9/Xl3e6dLpNM6ePYuLFy8im822OzuEbBgmXQIDppfRo7+gSc/JZiQzt2AhMwx587/jJoQQQrC0tIQPf/jDmJubw8DAQNn1Nn3wC+RH+GVZtmj6l0gkgnA4jOnpafh8PrU57Wqlan737duHq1evlr24KysrOHv2LPbv34+urvJNzGRZxvz8PPr7+zVTGFXywpXzePjJb+KRsQdwx/Y9NW1D6reWsmkFpSn3WgYW60QrKys4c+YM9u3bV/Gzslomk0E4HIbD4YDRaGxiDkm9qGyaK710FnMXT2Il+aImXW8cQP+OX0Xv0Lug05V/6Url07mobDoXlU1no/LpXK0qm2QyiW3btlUNfrfEK+FwOAyPxwOv14vJyUnNfKtDQ0MAKvePNJvNMJvNRelGo7FsIeZyOTAMA51OB52ufNdqpVmqsm4t7tx5A771G/8vDLram4iS+q2lbFrh2Wef1TTj3uh0Oh0Yhqn4eapkrduR5qOyaayVhTMQL3wXy3MvAYD6Uk5vYsHusqNv27ug09V+val8OheVTeeisulsVD6dq9llU+u+t0TwCwB+v18zAq7dbgfLsvB6vQDQlIGamokC362r1qmPCCGbw8rCaYjnv4vl5MuadCXo7d/2LjB1BL2EEELIVrVlgl8gX7u7usZMaUJaqj8wIZ1GEIQN96KGELI2K/MxJC58FyvJVzXpBpMFg7sd6B+6h4JeQgghpA5bKvgtJRKJqCPvEtLpNks/X0JIecvzr0E8/wRW5l/TpBvMVrC7DqNv6BAY3Zb/800IIYTUbdP/9eR5HmNjYwgGg5opcQAgFApBFEW16TMhhBDSDrIsY2X+NYgXvouV+ZhmmcG8DexuB/qsh8BQlxdCCCFkzZoW/CaTScTjcYiiCI7jKo661UxKs+ZSvF4vfD4f1aYRQghpi3zQ+woS57+L1MJpzTJj13YM7j6MPusoGIaCXkIIIWS9GhL8Pvvss+q0QTMzMxBFEUD+j7qCYRiwLAur1Qq73Q6Hw4EHHnigEYevyG63qz8KURQxNjYGp9NZdnojQgghpFlkWcZy8iWIF06WCHp3gN19GL1WGwW9hBBCSAOtK/g9duwYfD4fEokEXC4XnE4nHnnkEbUmdXBwUF13bm4O8XgcPM9DEAR88YtfhMvlgtvthtfrxf79+9d1IuWwLAufzweXywUAamDu8/mKmkETQgghzSTLMpbnXoR44QmkFt/QLDN27wS7+170Wg6AYTpnejVCCCFks1hT8Pv4449jamoKhw4dgt/vx9jYWNVtBgcHMTg4iOHhYQDAQw89hLm5OZw4cQJOpxOHDh2Cz+drSvNojuMQDAYbvl9CCCGkFvmg9wUkLnwX6cWzmmXG7l1gd9+HXstdFPQSQgghTVR38PuJT3wCDMPgySef1NTsrsXg4CCOHj2Ko0ePIhQKweVywefz4e67717XfgkhhJBOIMsSlsTnIV54AumltzTLTD17wO6+Dz3snRT0EkIIIS1Q11/bhx9+GB6PB3/913+97sB3NafTiSeeeALf+MY3cObMmYbumzTe9PQ0pqenEQgEMD09DUEQMD09DSA/fdTo6CgcDkdL8iIIArxeLywWC0ZGRuD1ehGJRNa0r0gkAo/HA4/Hg1AoVPPxlOb0Xq8Xo6OjYBgGHo8HPM+v9bTU6zg6OrrmfRBC2kOWJSwmnsP5lx7F5dj/0AS+pp4bsGPkd7Dn9oeotpcQQghpoZprfp955hlMTk42POhd7ZFHHsHjjz/etD7Am4UkZaDTGdtybCU4tNlsaprSpxrIDzI2OTmJqampivvxer0QBGHdTdI5joPP50MkEsHBgwfh8/nWvC+Xy4VEIoFIJAJJkgAAgUAAn/jEJ2o6ns/nU18G+P3+tZ8U8tfR5/PB4/Gsaz8A4HA4EA6H170fQkhlStArXngCmeULmmWm3n2w7L4P3YN3gGGYNuWQEEII2bpqDn4PHDjQzHxoPPjggy071kYjS1kkzn8bifNPwLLnXlj23A9G19rpmk+cOFEU2B07dgxHjx5V/8+ybNX9OBwOtca0EaxW67q253le3YfdbockSUgmk2Vrb8sdr5Zzr9V6zwnIz2e91ppwQkht8kHvMxAvnERm+aJmmbn3RrC770P34Nsp6CWEEELaqLVRE1mXzMplXIr9DZbmngdk4OqbQSzNvYydIx+HsWtHy/IhiiIEQdDMj8yybN3NnDtxtO3Vgevf/u3fIhqNticzDSCKIuLxeLuzQcimJcs5LMb5fNC7clmzzNy3H+zue9E9cDsFvYQQQkgHoOB3g5if/SmunP57ZFNx6I0D0OlMkKQ0lsSf4ezzX8CO4d9C39ChluTFZrPB4XDA7/drAli32112m9HRUQiCALfbDZ/PB57ncfToUYiiiFgsBiDfx9Xr9cJqtcLj8SAej0MURczOzq6rKfNq09PT4DhODeCdTid4noff71f7LnMch4GBATz99NOa/sxrnRdaFEUEAgFwHIdwOFzUbFxZVvhiwel0qsuVKcIEQajrepw4cQJHjhxpSNNpQsh1spzDQjyKuQsnkVm5ollm7huGZc996Oq/lYJeQgghpIM0Pfg9dOgQTp061ezDbGpX33wciXP/BMgSDCarOjiKTmcCY7Iim07gwqt/BcveX8O2G5vfZDwYDMLhcKg1vXa7HV6vt2JNrt1uh8fjUWuLbTZbUX9Wpa+wy+WC3+9X1/V6vfB4POvuQwvk+/SOj4+rgaXD4QDHcbDZbPB4PIhEImqAK0kSlpaWcPbs2bJB78zMjBoYK0r1rZ2amlLP3+l0YmRkBNFoFCzLqgNrKddPEARNM+V4PI54PK7meWRkBOPj45rguZRIJNKRteuEbGSylMNC/BTEC2FkU1c1y7r6R8Duvg9d/TdT0EsIIYR0oKYOMfnoo48iGo3iz/7sz5p5mE0vs3wOspSGwWQpGhWUYXQwmqyQpTQyy+dbkh+O4xCLxRAOhzExMQFBEOBwOMqOjjw9PY3JyUlNM2mgdH9WlmVhs9k0605OTiIQCEAQhHXlWxAEhEIhTY2qUoO9VgcPHsTExITmp3Dwr8JjFwa0HMdp/h8MBtX+zxzH4eDBg+oyURQ1QaxSa12NKIpF15wQsjaylMX8lX/FWy98AVfP/E9N4NvVfzN23fofsfvWT6J74BYKfAkhhJAO1bTg98yZM/B6vWAYBl/84hfxxhtvNOtQm16vxQYwOsiyVHK5LOcARodea+WawEZTRiOOxWKYmJjQDHil8Hq98Pv96xoEimVZsCy7rmmDlOCTZVlEIhH1Z3Z2dt1BdS2CwSDcbjdEUQTP82ptLgA1GLdYLBgdHcX09LSmVnd1AMuybNV+vIFAQBPkE0LWRpaySF75Ed564U9x9Y1vIJu6/tnrGrgFu2/9JHbf+h/R3X9zG3NJCCGEkFo0Jfh99tlnMTo6qjYVffjhh2G32zE/P9+Mw216PZZ3QqfvhpRbLrlcyq1Ap+9GD3tn0/MiimLJGl6fzwdRFDWjN4uiiMnJSdhsNni93oYcf3R0FBaLRf1Z3eS4HJ7n1ZpQu92u/vh8vrqmAFproMzzPFwuF06cOAGWZYsC2nA4jGg0CrvdjqmpqZrPq9yxCmuOCSH1k6UMkpd/iLPP/wlm3zihCXq7B27D7tv+ALtv+X/R1T/SxlwSQgghpB4N7/P7+OOPw+VyYXp6GkePHsWjjz6Khx56CFevXsX+/fvx5S9/GR/60IcafdhNzWAcQM/A7VhI8NCjt2i5JK2gzzoKg3GgJfk5depUyVpFjuM0NbzK/48dO4bh4WFNn996KEG1zWZb08jLSo2vzWYrOfewKIo110zzPF/3OYiiiLGxMUSjUXVb5SWBUiPtdrths9lgs9kwOTmJsbGxNQ+uFY/HwfO82qxaGVBMGciLaoQJKU+WMpi/+hOIFyPIpUXNsu7B2/N9evv2tyVvhBBCCFmfhtT8njlzBo899hhuuukmPPzwwwiHw/j0pz+tWcfn88Hv9+Ohhx7CoUOH8NhjjyGZTDbi8FtCr9UGyPlaXimXKvhZyS+3tG4e5kAgUDRvbCQSKRtUsSwLt9td84jDSi2tYmpqCm63u2rQWa4psNfrVWt8Dx48WFRzXWkO3P3796u1vYIgaJojlzve6rmLBUEo6n+rbKucayAQ0GxT6VxL7b+wpthut2v6ICvXfWJiggJfQsqQpAzmLj2Nsz//Y8y+GdIEvj3sHdhz+3/Crps/QYEvIYQQsoE1pOb3kUcegSAI8Pv9GBsbK7ue0+mE0+lEKBRCIBDA7OxsyZo4UqzXchcMpgFI2eKmzwbjAHotd7UsL8o0O6ub5irpkUgEPp8PMzMz8Hq9apPoSCSiDjAliiK8Xi8EQVDXUdhsNrW2VhAEDA0NVZzaR7n3lEBSyVcsFsOJEycgiqI6uFY4HIbX60U8HlfTlKmOCvMzPj6Ou+++G/v378fRo0fh9XoxMjICt9utHk8Jar1eLyYnJ8GyLLxeL0KhEERRhMfjUac0mpiYgNfrxaFD+emogsGgehyl1lkJygVBwLFjx4ry5PP5MD09jZmZGTX/TqcTkUhEfUGwugY7FArh+PHjAACPxwOXy0UjQBNSQMqlMX/1R5i7+CRyGW3XnB72TrC774W5d1+bckcIIYSQRmJkWZabtfO5uTlYrVbkcrlmHaItkskkBgcHMTc3h4GB0k2NV1ZWcPr0aQwPD6Orq6vsviRJQjKZxMDAAHS6yhXx2bRYst+vTt8Ng4mt6xw6lTLX71qaNzdaPWXTbkrt9EYc3bnWz8pqmUwG3/nOd/CBD3wARqOxiTkk9doIZSPlVpC88iMkL32vOOi13JUPenv2til3zbURymerorLpXFQ2nY3Kp3O1qmxqic+AFszzSxonH+Cybc4F6UQ8z1OTZkJqIOVWkLz8Q8xd+h6k7OL1BQyDXvYusLsPw7RJg15CCCFkq6Pgl3SU1SNGk9pUm/qIkK0uH/T+4FrQu3R9AcOg13IgH/R2725fBgkhhBDSdBT8ko6h9F0t1Q+YlCcIAk1tREgZuewSkpd/iOTlp1cFvbqCoHdX+zJICCGEkJah4Jd0DLvd3hF9fTeajdjPl5Bmywe930fy0ve1YyUwOvRZbWB33wtj1472ZZAQQgghLUfBLyGEkE0jl11C8tL3kLz8A3UqOAD5oHfoENhddgp6CSGEkC2Kgt8ma+Jg2oRsCvQZIY2Qyyxg7vLTSF7+AeRc6voCRoe+oXvA7nLA2LWtfRkkhBBCSNtR8NskBkP+0maz2TbnhJDOpnxGlM8MIaVIUgY6XfEUCbnMPOYufQ/JK/+yKujVo3/bL2Bwlx1G81ALc0oIIYSQTkVPm02i1+uh1+uRTCbR39/f7uwQ0rGSyaT6eSFkNVnKInH+20icfwKWPffCsud+MDrDtaD3KSQv/wtkKX19A0aP/m3vuhb0WtuXcUIIIYR0HAp+m4RhGOzYsQMXLlyA2WxGb28vGIYpWk+SJKTTaaysrECn07Uhp6QcKpvmkmUZi4uLSCaT2L17d8nPB9naMiuXcSn2N1iaex6QgatvBrGY+DnMvW/DkvgcZCmjrsvoDOjf9m4M7hqDwWRpY64JIYQQ0qko+G2iwcFBLC8v4+rVq7hy5UrJdWRZxvLyMrq7u+nhv8NQ2TQfwzBgWRaDg4PtzgrpMPOzP8WV03+PbCoOvXEADKNHNh3HQvynWExEYTANQW/ovRb0/uK1oJdtd7YJIYQQ0sEo+G0ihmGwe/du7NixA5lMpuQ6mUwGP/jBD/De974XRmNxfzbSPlQ2zWc0Gqm5Myly9c3HkTj3T4AsQW9iIWXmkcsuApAB6CFLOWRTV2Dq2Yc9t/0BDCZ6eUIIIYSQ6ij4bYFK/Rn1ej2y2Sy6uroowOowVDaEtEdm+RxkKQ29cQDZlcuQ5Zy6jGF00JsGIOXSMJqtFPgSQgghpGbUkZEQQkhH6bEcgCxlkF6+dD3wZRjojf0wde+B3tAPRqdHr9XW3owSQgghZEOhml9CCCEdI5uKY2H2364NZpVv5qzTmWAwbwPD5FvQ5LKL0Om70cPe2da8EkIIIWRjoeCXEEJIR1hMPIurb3wDUnYZjL4LcnYJetMADEZt02ZJWkGfdRQG40CbckoIIYSQjajpwa8sy80+BCGEkA1MyqUQP/uPmL/6r2qa0bwdWVyFTmeGlEsVrJ3/m9JrOdDiXBJCCCFko2tq8Ds4OIhgMNjMQxBCCNnAUktv4YrwVWRWLqtpvdYDGNx1GOde+AKk7HLRNgbjAHotd7Uym4QQQgjZBJpe8/vggw82+xCEEEI2GFmWkLz8fcTf+ifg2qBWjN6MoX0PoG/oF8AwDG6864uQcsXBr07fTXP6EkIIIaRu1OeXEEJIS2UzSVw98w9YnntZTTP17sOO4Y/C2LVDTcsHuGzL80cIIYSQzanmqY7OnDnTxGy071iEEEJaZ2nuRZx/cVoT+A7uGsOeW/9AE/gSQgghhDRazcGvxWLB5ORkM/MCAHjqqafA83zTj0MIIaR1ZCmD2bPfxKXX/Mhl5gEAeuMAdt3ye7De8EEwOmqIRAghhJDmqjn4HRwchNvtxuHDh/G9732v4RlJJpP4xCc+AZ7n8cADDzR8/4QQQtojvXwR51/+r0he+r6a1j14B/a+fQLdA7e1MWeEEEII2UpqDn4BYHh4GCdPnsRf//VfY3x8HE899dS6M5BMJvHoo49ibGwMR44cwac//el175MQQkj7ybKM5JUf4fxLjyG9dA4AwOgMGLrxQey86Sj0xv4255AQQgghW8ma2pmdOHECzzzzDLxeL1wuF44cOQKXy4WDBw9iYGCg6vZnzpxBJBLByZMn8cwzz8Dj8eDUqVNryQohhJAOpEMas298FStzz6tpxu5d2DH8UZh69rYxZ4QQQgjZqtbcyerAgQM4efIkBEFAIBDAxMQEeJ6HxWIBx3EAAKvVCpZlIYoi4vE4RFGEIAhgWRZ2ux0ejwdjY2MNOxlCCCHtt7LwOnb3PIll0QSGYQAA/dt/CdZ9H4JOZ2xz7gghhBCyVa17hBGO4/DII4+o/3/mmWcQj8chCAJEUcTs7CxGRkbUQJjjOAwPD6/3sIQQQjqMLOWQuPDPEC+EoWeWAZigM/Rg2/4Po5e9s93ZI4QQQsgW1/DhNQ8cOAAAVKNLCCFbSCZ1FVdO/z1SC2cAWQYAmPtuws6Rj16br5cQQgghpL1obglCCCHrsjA7g6tvnoCcS+UTGB3E9B24Y8QDg8nc3swRQgghhFxDwS8hhJA1kXIrmH0ziIXZGTXNYB6C5cbfxM/PPQ+GqWtCAUIIIYSQpqLglxBCSN1Si2/gsvBVZFOzalrf0CEM3ehETtIDeL78xoQQQgghbUDBLyGEkJrJsoS5i08icf47gCwBABi9GdtuPIK+oYMAgJyUaWcWCSGEEEJKouCXEEJITbJpEVdOfw0r86+paebet2E791EYzdvamDNCCCGEkOoo+CWEEFLVovhzXD3zdUjZpXwCw2Bwlx2W3e8Ho9O3N3OEEEIIITWg4JcQQkhZkpRB/Ow/Yv7Kj9Q0vYnF9uHfQnf/TW3MGSGEEEJIfSj4JYQQUlJ66Rwun/47ZJYvqmk9lndi29v+L+gNPW3MGSGEEEJI/Sj4JYQQoiHLMuav/BDxt74FWcoCABidEdZ9H0L/tl8EwzBtziEhhBBCSP0aGvzefPPNeO2116qvSAghpCPlMvO4cuZ/YnnuBTXN1LMX24c/ClP3ruYfP5eCXm9u+nEIIYQQsvXoGrmzWCyGf/zHf2zkLgkhhLTIcvJlnHtxWhP4Duz8Fey57VMtCXwvJ36C//OTX8blxE+afixCCCGEbD0NDX4B4Itf/CJ+7/d+D0899VSjd00IIaQJZCmL+FvfwsVX/xq5TBIAoDf2YefNHgzt+xAYnbHpechJaTz7+p8gufgqno19ATkp3fRjEkIIIWRraWizZ7fbjS996UsAgGeeeQYPP/wwtm3bBqfTif379zfyUIQQQhogs3IZl0//HdKLZ9W07oHbsG34N2EwDrQsH7FzX8Ps/HPoMu/CbPJZxM7/A2654eMtOz4hZH2oywIhZCNoaPCrBL4AcODAARw4cAAAcOzYMQiCgEOHDuGBBx5o5CEJIYSsgSzLWJj9N8ye/SbkXCqfyOhhveHXMLDj34FhGt4wqKyllQt44Y2/BAM9TIYB5HLLeOHMX+CG7e9Hj7n5za0JIetzOfET/OuLn8S73/6X2GF5V7uzQwghZbVktOejR48CAE6fPo3HHnsMs7Oz+MQnPoG3ve1trTg8IYSQArnsEmbfPIHF+DNqmrFrB7Zzvw1zzw0tz8/zp/8cy6nL6DHvAQB0mbZjOXUezwt/hntuf7Tl+SGE1G51l4Ux2zeh15nanS1CCCmpZVMdJZNJPPnkk/jSl74EQRAQCATgdrsxMjKC3/3d321VNgghZEtbWRBwRfg7ZNMJNa1/27th3fch6NrQZPFS4sc4c+lxGA39yOYWkJNWAACSLOG1c1+FTmfGYN8tYKADw+jAMHow0Bf8fu1fZnVapXULtoEOYHTQrVoXyKepy66lafdFUz4RQl0WCCEbSdOD32effRZTU1MIhUKQZRl2ux1+vx9jY2MA8rXBSt/gT3/6003NiyiK8Hq9AIB4PA4AOHToECYmJpp6XEIIaTdZzkG8cBLihZOALAEAdIZubHvbb6DXcndb8pSvMfoC0pkkZFmCJGcK8itDRgYvvfFX6O8ZaWkz7FoxjG5VoF0YXOtWBdcG9ffCdZUAuzBo1zEGFAfaBQE+Co6BUoG/HgzDaIJ/MDrorq2bk2SkmOfw5uUMjAaTenwdlLzotC8NSr04KMpDmXWhA8MYyqzbeWVK6kNdFgghG01Dg99Dhw7h1KlTSCaTCAQC8Pv9EAQBw8PDeOSRR+B2uzE4OKjZRlkGAI8++igcDgfuvvvuRmYLAMDzPPx+P3w+H1iWVdNDoRBGR0cRjUYbfkxCCOkEmVQcV07/PVILgprW1T+C7fs/AoPZ2pY8ybKEV85+GRfjP4AsS9dqVq9jGAaQ9chJy8hJyzDoe9uSz0pkWYIMCZDbnZP6yLKMZf0cfn76ybbXXpcP8HWoHuBrXwYUBvilavA1AX6ZVgDa45f4vVqAX2XdfH4MBb8X5I3RI5vNQUIcy6mLyErm/IuQivttb/lRlwVCyEbT0OA3Go3i0KFD4HkesizD6XTiS1/6klrLW81DDz2Exx57rCnBr9frRTgcLkp3Op2Ix+PweDzw+/0NPy4hhLTTQvwZzL5xHFJuOZ/A6MDuvg/sbkdbat5kWcKF2e/hlbPHMLf4OnSMEVl5CZB1MBp6YDZawTB6yLKElcxVDPbcjAM3fzYfyMgSJOQAWYIs5yDJOQBS/l8lTV0uQUYu/++1ZTKu/XstaJXl7PXl6rq5onXzx8gWbJc/hrRqXRQsLzre6mXq/6WWl0EnUa4NyZNlGUnDHJ569r/XFNjm1yloon8t+M8HzEyZ1gWFLw3WHuAvrryFMxcfB8PosZK5Aj1jgl7fBYOhH2cuPY79ux7ADsu7m3/RCCGkDg1v9hyLxcrW8rYLz/PgOK7s8iNHjsDn87UwR4QQ0lxSbgWzZ7+Jhav/pqYZzFZsH/4ouvqGW54fWZZxMf40Xj57DMnF1wHka/26zbuxlHoLJoMV3eYd6vrp7BxMhn78wu1/tqkfoPPNu7WB9vWA+XqAXxgwS3J2VaBdJuAuDPAL0rPZNE6d+je8c9gGnR7FgfmqAD8f/BcH+EV50xw/pwb3RematGt5rLqufC0/2Wu17VLB8TdY1XsD5c89h5ycAwDkWnZcCfNLMWSlJTAwIqu8XFNJ+OHPfgejt/wJrAN3o79nmJq5E0I6QkODX47j8Prrr69p28OHD+P06dNwOp2NzBIAQBAERCKRssvj8bimKTQhhGxkqcWzuHL6q8isXFHTeq02DN3ogt7Q09K85IPeH+CVswHMLb6mWWbtfwdu3efG6YuPI3b+H641f9ZBliVksknctOcjmzrwBfI1dwz0wKpm382UyWTwnCxh344PwGg0tuy4zVJcs146ENcG87kSAf61tIYG7auXV143l8tgWXwVu63D0OlQ8gVDceuGUues/H91y4NyrRvqo3RHyNceF9dQy7KM+WUB0df+Cwz6Xuj1XWB7bwXb93YM9t0GS98d6O26gQJiQkjLNTT4XU/g6vF4cOrUKUxOTjYwR3l2ux2CIMDlciEYDBYt9/v9GB8fb/hxCSGklWRZQvLS04if+z/AtZogRm/G0D4n+oYOtbR/oAwZlxI/ROzCVyAuvKJZxvbdjttu9GAH+24wDIO+nv04PxvGSvoKus07r/27C+/g/lPL8ks2LqVv8GaQyWRw/pXvwHZza19MXA+KV3cXKB3g53LL+NHzv4fEwgvoMu0AICMnrSAnrSCbXUJWTsOg64Fe1w0AyOVWMJt8DrPJ59RjGg19YHtvw2Df7bD0vR1s3+3oNu9uez9mQsjm1tDgVxm4arW5uTmcOHECDMOA4zi8733vK1rnwQcfxIMPPtjI7KhYloXP54PX68XIyAj8fj/sdjsAIBKJQBAEavZMCNnQspkkrp7+BywnX1bTzL03Yvvwb8HYtaPClo0lyzIuiz/Ggv4vMfPqvOZBlu27Dbfuc2On5Zc06T3mXbjjbZ9E9LX/gnQ2CRlZ3LH/kzRaLCEtspYXCKO3fgHff+4jkOQMTIYBGPT5ViVp/RwkaRAHbv4vYBg9xIWXIC68iKWVC5rtM9kFXJmbwZW5GTXNZGRh6bsdbN/t+Vri3tvRbd6+/hMkhJBrGhr83nvvvXjiiSeK0gcHB3H06FHMzc1BEAQ89thjsNvtTRnYqhxlOiOv1wuHwwG32w2WZTEyMlKyNrhQKpVCKpVS/59MJgHk39BmMplym9VE2X69+yGNR2XT2ah8rltOvoj4m8chZRfUtP4dv4rBXfcBOkNLrpEsy7gy9xO8du5/IDH/AnJMErI8AAAY6L0Zt+z9Xexg3wOGYZDNZou2v3HHOIQLIVwRf4zt7C/hxu1HqGybhD47nWsjlY217xD2bf8QTl/4Ogy6Xk2XheFdH8bwzo/kV7z27i2dETG3+DLmFl+GuPgS5hZfxkr6imafqXQCF+M/xsX4j9W0LtM2DPbehsHe2zHYexvY3tthMrItOsvrNlLZbEVUPp2rVWVT6/4ZuYEjRRw+fBgnT56sad3HHnus6fP6lhIIBODxeADka4SDwaBaC1zO5z73OXz+858vSv/617+Onp7W9p8jhJDrcrCYnke/MXY9Re7CbOogVnKtqe2VISPLvIaU7iSyzBuaZXp5D7okBwzyHWBQvSljhnkFi/ovozf3uzDKtzYry4SQBpGQQNLwx5CwAB1YSBChQz8Gsp+BDpYatk8ix5xFjnlL/VfCYtXtdLBAL++DQb4Benkf9PJeMOhuxCkRQjaopaUlfPjDH8bc3BwGBgbKrtfQmt96+mnEYrHqKzWY0uxZlmV4vV5MT0+rtcCVpjmanJzEH/7hH6r/TyaT2LdvHw4fPlzx4tYik8kgHA7D4XBsioFHNhMqm8621csns3IRs298DZnlqwDyI+t3Dd4B674j0Bv6mn58WZYxm5zBq+e+jMT8z6/9Mcnno69rGOL5d+L9Y38Ak8lcx14/gJz0/0Cvq2cbUq+t/tnpZBuxbF4/l8Gzsc/BoGeQzRlx902TuGnPb65pX7IsYzl9EXOLL2Fu4eX8v4svI5NbHRBLAN649pPX23UjBvtuu1ZL/HYM9NwMg75xAfFGLJuthMqnc7WqbJSWudWsOfg9c+ZMUVo8Hscbb7xRcdoBQRAQDAYhCMJaD70mDocDXq9XreX1+XwYHx+Hy+VCIBBAPB4v2/zZbDbDbC5+GDMajQ0rxEbuizQWlU1n22rlI8sy5q/+GPGz34QsZfOjBesMsN7wH9C//T0tGSzm6lwUL58NYHbuGQDXX3z29wzj1n1HsX3gl/HP574Lk8lcd9kYsXXKst222mdnI9lIZXPLjb+Ns1e/hUvxf8FO63twy76PQq9be95Nphsx2HcjsPNeAPnBuBZX3oK48KLaf1hcfAW53Ipmu8XUWSymzuL8bBhAvh9zf88w2N63q32IB3pvgl5nWvvJYmOVzVZE5dO5ml02te57zcFvOBxGLBZDJBIBz/Pqw0+l+XSB/IPb6OhoxamHGm16eho2m62oebPNZkMsFoPH40EgEEAkEqnaBJoQQtoll13E1TP/E0viz9U0Y/cu7OA+BlP37qYf/+ocj1fOBnB1jtek9/fsx603/C72bLODYXTU54qQLUSvM+HukT/Cv6Y+ibtH/mjdweVqDKNDX/eN6Ou+ETdsvw+AMs/w6esB8eKLmFt8DZJ0/btHliUkF2NILsbw5uV/AgDoGAMGem8C23c9IO7v4aBr4VRjhJD2WnPwe/ToUfV3QRDgcDhgtVrLjvis4DgOw8PDaz3smvj9fkSj0YrLZ2ZmEA6HKfglhHSk5eRruHLma8ilRTVtYMcvw3LDr0O3jlqWWswmn8MrZwO4Ip7SpPd134hb9/0u9m47vGmmmiGE1G+H5V349+/6IfT61nRZYBgdBnpHMNA7ght3/hoAQJIySC7FNDXEyaWYZh5jSc5CXHgZ4sL1UfH1OjMGe2/RBMR93TfSdxohm1RD+vxyHIdoNIojR45gbGysEbtsKEEQwLJsxXU8Hk/FAJkQQtpBlnJIXPhnzF2MANe6lOgMvdi+/8PoYd/R1GPHkz/Dy2cDuCL+VJPe170Pt9zwO7hh+330gEgIAYCWBb7l6HRGsH23ge27TU3L5VKYW3pVExAvLGu75+WkFOLzP0d8/nqLGoO+59q+rgfERh1NuUTIZtCwAa9YloXL5WrU7hqK4zgIglCxSXYsFsPo6GgLc0XI1iVJmabXVm40pa5JZuUqrpz+O6QWrw/q0jVwC7bv/00YTGzT8pKYfx4vnw3gcuInmvTerr35mt7t91EzQUJIx9PrzbD23wlr/51qWja3dK3293pAvLhyTrNdNreEq3O8pouHQd+HBX0PXjl7FkOD7wDb93Z0mba3ZJwFQkjjNHS058Km0J3E6XTC6/WWHdBKFEXwPI/JyckW54yQrUWWskic/zYS55+AZc+9sOy5H4yuoV9DG065a7IwewpX3wxCzl2bY5zRwbL3fgzufF/TalsT8y/ilbMBXEr8WJPe07Ubt97wO7hhx/0U9BJCNjSDvgfbBm3YNmhT09KZJMTFlzQB8XLqsma7THYeWeYtvH7+EmIX8gFvl8mqqR1m+94Os7H6FE+EkPZp21Pn+Pg4jh8/3pJj+Xw+uFwueDwe+Hw+TRNonufh9XqL0gkhjZVZuYxLsb/B0tzzgAxcfTOIpbmXsXPk4zB2tWZO2k5T8pqIL0BvtmJl7iV1PUPXduwY/ijMvTc2JR/iwst45WwAF+P/oknvMe/CLft+B/u23w/dFn9JQQjZvEzGAexgfwE72F9Q01LpOBILL6oBcWL+BQBzmu1W0nFcjP+L5ruzx7xzVUB8O4yG/ladCiGkijU/zSSTyaI5bp999tmato3H4y0d7RkAgsEgIpFIUe00x3EIh8MtzQshW8387E9x5fTfI5uKQ28cgE5ngiSlsST+DGef/wJ2DP8W+oYOtTubLVXqmuSyi5if/TcwjA4G0xD0hl70Dd2DoRsfhE7f1fA8zC2+ipffDOBi/Aea9B7zTtx8w8dx445fo+bphJAtyWyyYpf1PdhlfQ8AIJ1O49v//D8xevMezK+8BnHhRcwtvIx0Vju36FLqEpZSl3B+9ntqWl/3Pgz23Q5Lbz4gHuy7FQZ9T0vPhxCSt6bg96abbsKZM2cQj8c1AfD73vc+zM3NVdgyT5bltvSRsNvtNJozIS129c3HkTj3T4AswWCyqk12dToTGJMV2XQCF179K1j2/hq23fhgm3PbGqWuSS6TRDYzB0AHWcohm7qKHvZObB/+zYYff27xNbxy9hguzD6tSe82b8ctN/zf2Lfj1xo+XQkhhGxkDMNABxa7rL+CfUYHgPzz7NLKueu1w4svYm7hFWRzS5ptF5bPYmH5LM5dOXltXzr0db9NrRm29L0dA7230PcuIS2wpuD3wIEDAFBU82u1WjE5OVk1wJydncX4+PhaDk0I2WAyy+cg51LQGfuQy4iQcimAARjGAIbRg2EMkLILWJ57EZmVX4beZNn0tY2Z5XOQpTQMJiuk7AJyuUXIUhbAtQcsfQ9koOF9e5OLMbxy9hjOzz6lSe8ybcPNN3wMb9v5H+jhixBCasQwDHq7b0Bv9w3Yu/0wgGtzEC+fwdzCS2r/4bnFV5GT0up2yjzF80uncfbyt6/tS4+BnhFY+u/AYO9tsPTfgf5ujrqcENJga/pElRs4iuM4eDyeoqC4lFbP9UsIaR1ZlpBeegtLcy9hZekt5HKLyOVWrrf4kAEZ2WvrygBySC2ewVvP/ymA/FQ+BpPl2g8LfcHvBiMLvWmwTWe2flIuBb1xAFJuBamlc0WtYPTGAegNfchmRPRabWX2Up/kkoBXz34Z52ef1Ezx0WUauhb0foiCXkIIaQCG0WGgh8NAD4d9O+4HAEhSFvPLgmZArbnF1yHLOXU7Wc5hbvFVzC2+qqbpdSYM9N6s6UPc372fppgjZB0a+jrp5MmTNa87MzPTyEMTQtosl1nAcvJlLCdfwnLyZeQyC5jLXISw8C+41XgAOoYBoAegBHtKECaBgQ46fbe6Lym7iHR2Eemlt0ofjNFBZ+jDzu4FXD0zC3P3EPRGNh8cXwuUdYa+lnavqDR9kyxLWFkQsDD7UywmnoWUXQJkCflrkB89Wac3Q28chE5nRi67CJ2+Gz3snSX3V6v5pTN45a0v4/zVsCboNRstuPmGj2H/zgfaPjcnIYRsdjqdAYO9t2Cw9xa8bed/AADkpDSSi68hsfAC5q5NvTS/fAayLKnb5aQ0EvMvXBtsK8+g78Fg361ge/PNpQf7bkdv1w005RIhNWppW4pSg2QRQjYmWZaQWnwzH+zOvYTU0ptAQYAlyTmcWfwp5nOzmDckwep3wGgegk5nBsBAliXIchbZdBzm3v0Y2P5LyKYT6k8uk7wWIJY6uIRceg5m3RyWxWexMlf8R5/RGfI1xgVBsb4gODaYLA0ZRKrS9E2Z1FUszJ7CwuxPkU3Fr+eN0YPRd0HOrcBgHITO0AumYAohSVpBn3UUBuPavi8Xlt/EK2e/jHNXT2oepMxGC27e+1G8bdeDMDRhAC1CCCG10etMsPTfAUv/HWpaNreEucVXNTXEC8tnNdtlc0uYnXsGs3PPqGlGQz/Yvts0NcTdpp0UEBNSQkOD32PHjmkGvPr0pz8NAPjyl78Mr9cLURTVptHKMkLIxpHLzGPpWrC7nHw5X4NZAqM3IyFdwRIW0dO1DwkpjkFsA2RAyqUL1pTB6Iyw7Hk/Bnf+imYfspzLDwKVFq8HxAW/Z1IJrJ52QrO9lEV25QqyK1fKrqPTd11rUs1qm1gblTQWTIX+x+WmKuq1jmJl/hWszMdKHrPXegCADvG3/jcYnQmylFWbgSs14r2WA2WPW87C8lm8+tb/wFtXvqsJek1GFjft/QiGd7lgKKhhJ4QQ0jkM+h4MDdyNoYG71bRMdv5aIHx9HuKl1EXNdpnsPK6Ip3BFPKWmmY0WzXRLlr47YDZZW3UqhHSshga/HMfB6/Vienoa73vf+wAAzzzzDNxuNyYmJvDII48AyAfJ3/zmN/HAAw808vCEkAaT5RxSi29gae5FLM+9VL4ZMgBj9270DL4d3QO3QzJ24Znor0Gn64bJaMFi6ipWcgvQS33QQa/ZzmAcQK/lrqL9MYxeraEFiscIyGQyeO47/wTHu94FRlpANi0il1Fqjq8HyXIuVTbPUm4F0vIFZJYvlF1Hb+y/XmNsVGqQLUgvvYXE+X9GLjMHvXEAgIRcJon52Z9gIX5Knaro2smgu/9W9G27Bz3sO6HTGZFNJ5C8/DSk7HLRMctdk3IWV87h1bP/A2evfGdV0DuIm/Z8BMO7XTStBiGEbEBGQz+2s/dgO3uPmpZKxyEuvgxx4QWIC/l/V9JxzXapTAKXEj/GpcSP1bRu83awfXeA7b0NbP8dYHtvh2mNLYwI2agaGvw+88wzRX15jx49itHRUTXwVdIee+yxRh6aENIg2fSc2pR5ef6VksEZkK/B7Bq4FT0Dt6N78HYYTKy67KcvPYTl1GX0mPcAAAwmK15PvYz9fbfjrpseXrWfbs229dHDaN4Oo3FP2TWk7DKyGVHbpFoNkEXkMqI60nIpucw8cpl5pBevNz3LpBPIZeag9NmVpVRB0KmHLOWQSV0BozNh6MYH0Gc9WHSOBpMFN971RUi5/5+9/w6P4zzv9fF7ZnvfBXZRFh1gAYvELqu6SJRsSe6UrMSR02xJqXZ+cSyLJ7lOknMci3bsc07O+SYx45JixrEkSrYsS7JJSbasaokEKbGDRCH6YnvvM78/FlhiCZAEySUJku99XXsBfOedd2YwBHY/8zzP55n9853vzySVGaN35HsMTf60UvRq7XR5P02n9zeE6BUIBIIrDIO+hnr9jdS7bgRKxpGZnP9EdDh5iEj84KwexOmsn3T2lxVt7izGpqnocHdJGFu7xfuG4IqmquLX4ZjtwNrT08PXv/71WeMzzVcEAsGlQ1WKZJIDU6nMh8ilRk85V29uwjQldo2WDiRZM2uOL/w6g74n0WksFJUUsqQr1flqTQwEn6Gt+Teoc91wIS+pAllrQq81oTc1zrldVRWUQvIkcTwllvPTAjlaUc+sKnlQ1XJt70zhKcsaZI0NRclhcnTjbDh167eSwHWe9TWlMuP0jvwrQ5PPVLiF6rQ2Fnk/TUfjb6CbjjoLBAKB4IpGkiRMhjpMhjoaa98HlD5np7PjhGdEhyOJw7N6ECczoyQzo4wGdpbXspracFqW4bQtx2lZhsOyVJgjCq4Yqip+Ty6sf/LJJ5EkibVrZ7frEEX4AsGlo5CLkI4eIhU7RCZ2BKWYmXOerDVhsi3F5FiGyb4M7RlaDEWTx3j9wB+Tzk5OjZR+zzUaAzqNg6KSZm/f33Hb2qcWTGsdSZJLqc06GwZL65xzVKVIIR+dihiHiQffIuZ7CSQ9UARVQZJ1aLQWZI2pZOaVj2CtWVfVc01lJzg68q8M+Z5BUU9Eq3VaK13e36Sz8TfRaa1VPaZAIBAILj8kScJs9GI2emly3w6UHtQmM8OE4wdKadPxA1M9iE+UB6mqSjw1SDw1yLD/+am1ZOzmrhmGWsuwmxedssOBQLCQuaBuzzt37sTpdJbrf2cSCAQu5KEFAsEMVKVAJtFPOnaYVPTgaWtc9ZYWTPZuzI7lGCxtFS7EJ6MoBULxd/CFXmUi/AqRxCHiqT5ArtivWMxSLE4CCr7Qq/SN/ieLm3/nsulVKMkadIYadIaSWYjRvoRkeA+o6om63hkoxUxVWhVNk85OcnTk3zju+3Gl6NVY6PT+Bl3eT6PT2qpyLIFAIBBcmUiSjNXUhtXURgt3AaXODPFUP9HEIcJThlqx5NGK9xpVVYgmjxJNHuW472kAZFmH3bwI11SqtNO6Apu547J5XxdcvVRV/IbD4XI7o8HBQR5//HHuu+++WfO+8Y1v8Ad/8AfVPLRAIDiJfDY0Vbt7kHT86CmNn2StuSx2TfZuNLrTi6hcPoov/Bq+8GtMRt4gX0iUt2lkExrZREFJIUsG9ForRSVDoZhBVVVUCsiSnoPH/5GBiSdoqfswrXUfxmqaO+K6UNHq7Jjty0iEe9Awh/g9z1ZF06Szfo6OToleJX/i+BoznY330eX9LWFWIhAIBIJzRpY0OCyLcVgW01r/UWC6B/ExoslDhOOlGuJ4qr+ixEdR8mUX6mk0GiNOy9KKlkulHsRCEAsWDlUVv1/60pe44447kCSJnTt30tnZyde+9jWgZIb12GOPsX37dsLhMJ2dnbS3t1fz8ALBVY2q5Mkk+khFS2ZV+Yxv7omShMHcWk5lNlhaT/vGpKoq8fQAvtArTIRfIRzfX/EGeGJZmVrHGlrq7uToyL+j0ZjRa0vCTFGypLITFIoJTIZGJEkmkwtwdOTfODryb9TYr6Wt7qN43RsvG6MNS81aEqGeqZTxmWUc596qaJpMLsDR0f/g+MRTFJUTraG0GhMdjfexyPtb6HWnT0EXCAQCgeBcKPUgXo7Ltpz2hk0AFIoZYslewokDRBOHCScOkEgPVexXLGYIxt4hGHunPKbTWnFaunFYl+GaEsWlzwGi/FFwaah62vOOHTvYs2cPW7ZsYc2aEx/+QqEQGzZsYMOGDcDc5lgCgeDsyGcDpdrd6CEy8aOoSm7OeRqdFZO9u2RWZe9Gozt9XWhRyRGM7mYi/Cq+8KukMnOnSeu0NupcN9Dgupk6543lKGSxmOHY2H+i01iRJBlJ0iFJMt0tf0Br/UcZmnwGX/i1sllTKPYuodi77Bv4Jt7a22ip+zC19jUL+s3R4lqFVm+fd6uiYjF7RsOQbC7E0dF/Z3DiyQrRq9EY6Wz4FF1N92PQOaty/gKBQCAQzBetxkiN/Vpq7NeWx/KFBNHk4XK6dCRxcNbnhXwhgT+6C3/0RDcYvc6Ja6p2uBQlXo5R775o1yK4urkgNb8zRe80t91224U4lEBwVaEoeTLxo2Vn5nzGP/dEScZgacNkX4bZsQy9+cxpR5lcEN+U2PVH3qIwRwseAJu5nXrXLdS7bqLGvgp5jprglZ1fZDS4k0zOj8lQP/W1gWu6voTZ0EBj7fvI5kIM+59jaPIZ4qkBAArFNEOTP2Vo8qdYjE201n2Elrq7MRnqz+4HdRE4m1ZFk+E3eePg57lh+f+lznX9rPnZXIhjY9sYGH+iwnhEIxvoaLyXRd77MehrLsh1CAQCgUBwLui0VtyO9bgd68tj2XyE6FQ6dDhxkGjyEOls5WeVXD6CL/wGvvAb5TGj3o3TunxKFC/HYV0mHvYKLghVFb9/8Ad/wLe//W127tw5p8mVQCA4O1RVpZD1l1KZY9PR3bl70mp0tnIbIpO9G4329OnDqqoSTR7BF36FidCrFXU7M5ElLbWONTS4bqHedTMWU/MZz9tsaGBF2+fZffS/kyvEUCmwov3zmA0N5TkGfQ2Lmu6ny/tbRBKHGJr8CaOBHeUa4mRmlEND3+Lw8FY8jutorfsIDbXvXzAu0TC/VkVFJcfeY/+TWLKXvX1fqXC6zuYjHBv9PgMTT1Cc4bitkfW0N9zD4qbfFqJXIBAIBJcNBp2TOtcNFS0NM7lAqf/wVIQ4nDhELh+p2C+TCzAR+hUToV+Vx8zGxnL9sMu6HIelW3Q0EJw3VY/8PvDAA6xfv/7MEwUCwZwoxWwpujvlzFzIBueeKMkYrR2ldGbHcvQm7xmju4VihkD0LSZCpQhvJje367pB56TedTP1NTfjcbznnHrGdjXdz6DvKXyhV6mvuZku72/NfRmSVK4tWtn+/2M89AuGJp8hEN1VMslSVSYjv2Yy8mt0WhvN7g/SWv8RzPqusz6nS0Hf6DaC8XcwGhoIxvbSN/aftNd/kmNj/8nA+OMVPRdLoncTi5p+G6O+9hKetUAgEAgE1cGod9NQ814aat4LTPcgniiL4UjiIJHk4QoDTSj1tE9lxhkLvFges5paKwy1HJalaDXGC34N8yldElweVFX8dnV18aUvfWlec1966SURHRYIKL0J5DO+KWfmQ2QSfaeO7uod5VRmo23JGaO7UOoN65sSu4Horopa0pk4LIupd91MQ80tOK3Lz9udUSPrWd31V7yR/Tyru/5qXhFbjcZAs+dDNHs+RCozzrC/lAI9XUOUL8QZmNjOwMR2rKZOsnIT2fwN6HR153WuF4pUZpwDx/8vEhr0WjvFYpKe3v/O4aFvo85oI6GR9bTVf5xFTb+DyeC5hGcsEAgEAsGFpdSDuBGzsRGvu1QWWepBPHKSID5SkRUFkEgPkUgPMeL/2dRaMjZzB3bTUrJSmkiigxpHd1WzxM5UuiS4vKiq+F27di1PPfUUn/zkJ88498tf/jJvv/12NQ8vEFw2KMUM6fjRUhui2GEK2dDcEyUZo7UTk2M5Zns3OpP3jCZQqqoQju/HF36NifArxJLH5pynkfW4HRtoqLmZetfNF6Suts51PR++/pVzelpqNjaytOUBljR/lmBsD0O+nzAWfKlcExtP9ZGWe3hxz2s01r6X1roPU+e6ac4a5EvF/oH/RTo7iUlfqnvO5qMoahZFKWAxtSDLOtrqP87ipt/BZFiYAl4gEAgEggtNqQdxK1ZTK82eDwGlzzPx1MAJQZw8SDR5tKL1n6oqxJJ9RBPHSGuivHbgJTSyDrtlUUWE2GbuPKfPB6crXRJcnlRV/N5222289NJLbN68ma6uLtavX4/T6aSmprJmLRgM0t/fX81DCwQLmlJ0d4JU9OBUdLcfppyOT0ajd0713F2Gyb4EeR7pPPlCEn/kTSbCr+ALvz6rlmYak8FTSmd23YzbseGipAqdb5qQJMm4HetwO9ZxTeFhRgM7GJ78KcHYuwCoapHx4C8ZD/4So76GZs/dtNZ9GJu547yOe74pThOh1+gb/yGqWiCePtEfUUJDrhChzfEJ1i7+6wVp5iUQCAQCwaVGkmTsli7sli5a6z8ClIw/Y6m+ighxLNVX7h4BoKgFIonDRBKHy2Ma2YDDsqRCEFtNp2/1CHOXLi1p/r0Lc8GCi0JVxa9GU3qioqqlPpenilCpqrqgW5gIBNVAKaRJx3tLrYhihyjmInPOk2QtBmsn5imzKp2xYV6/H4n0ML7wK/jCrxGI9lT84Z+Jy7a8lM7sugW7Zcll/bun01pob/gE7Q2fIBw7ys9f/nsMuuPkCmEAMrkQx0a/z7HR71NjW0lL3Ydpct9x1gYZ55PiFEv2MeR/lnf7vko2H0ZCV/6ZSxLotTWoFEhmhtDrXGe1tkAgEAgEVzOyrMNp7cZp7S6PFYtZgrGD/PLVH9DsNhJLHyGRPl7WIwBFJUsovo9QfF95TKsxT611QhCbDScy7GaXLqU5MPgPNHvurDDwFFxeVFX8dnR0sHHjRu69997TzguHwzz00EPVPLTgCkBR8siy7lKfxjmjqiq59NhUKvMhMokBmIr2nYzWUDNVu7sco23RvKK7ilIgFH8XX/hVJkK/mtVcvry2xkyd8z3Uu26iznXTFWucZDW1Y1Lu5tY1HySceJvhyZ8yHvrVid7B8f2E4vvZP/C/8dbeSmv9R6i1rz3jU95zSXFKZcYY8f+M0cAOYql+CsUkuXwECQ2SJCFJEnqtA4O+FlnSky/ECcf3E47vw+1YV7WfiUAgEAgEVxsajQGXdSUG5WZWdd2FTqejUExNRX9PRIiTmdGK/QrFFIFoD4FoT3lMr7WXhfB48GVSmQksxlKXC6PeQzo7xv7+b3Ldsr+/qNcoqB5VFb+dnZ18/etfx263n3Huli1bqnlowWWMqhQIjz1LeOznuLwfxOW9G0m+IC2oq06xkCIdO1I2qyrmY3POk2QtRtuisuDVGjzzisDm8lF8kdfxhV5lMvIm+UJ8znlmY2O5FVGtY+1VVY8iSxoaam6hoeYWsvkwI/7nGZp8hliyDyg97R32P8+w/3nMxkZaPHfTWvcRzMbGOdebb4pTNhdiNLiTUf/PCcX3V2zTyCY0GjOKksNkaECvtSNJJzJj8oUYtY41uGzXVPmnIRAIBAKBQKsx43asxe1YWx7L5WNEkocqBHE6O1mxX64QYzLya0YDL5JIDwAS8fSx0vu6bESrtTLoe5L2hk9WtHMSXD5UVWE88cQT8xK+AC+++OKZJwmuePKZSXx93yMV3Q8qBIaeIBU9TH3X76EzLjwDIFVVyKVGSMcOkYoeIps8furortFTTmU2Whcha84sSFVVJZ4ewBd6BV/4VULxfeVa0ZlIkkyN7Vrqp8yqbKaOyzqduVoYdC66vJ+ms/E3iSYPMzT5U0b8Pys/NEhlxjky/B16R76L27GelroP4625tVzbe6YUp3whwXjwJUYCO6ZaMc2+NzW2a2jyfBC9xs7rB/8ISdKUhS9AvhhDozGwuusvr6qHFAKBQCAQXEr0Ojt1zvdQ53xPeSybCxGe0YM4kjhIJhcknR1HRUFCh6IUUZQEBSmF3byYdHacvX1/J8yvLlOqKn4dDkf5+6eeeoq3336b++67j9WrVwOwZ88eJEli9erVFXMFVyfx4Fv4B75PIRtCo7Mjy3oUJUcq8i7D+79CXcdnsNZuuNSnSbGQJBvvIx09RDp2mGJ+7uirJOsw2hZPmVV1ozPOr2VNUckRjPaU0pnDr5Tb+pyMTmujznl9SfA6b0SvE79Dp0KSpKm0pWWsaP8CE8FfMuT/Kf7Ir8u9g/2Rt/FH3maf9u9pct9Oa91H6R35V9LZScwGL1BKcUplR3njwOexmduZDL8+Z6sou6WLJvcdNLs/iNnoLY+3BzdxbOw/0WmsSJKMqirkCzEWee8XT4wFAoFAILjEGPQ1NNTcTEPNzUApCDEWeIGX3/1tNBojoFIsZlDUIhrZiCTJ6LR2Ubp0GVP13NKnnnqKz33uc0QiEaDU+3da/K5Zs4Ynn3ySXbt28bnPfa7ahxZcRgSGniQ8+gyoChq9E5Q8KgqyrEfS11DIhRnv/UdcTR/B3brpop5bKbo7TDy0j3rTLxk78Ask1Dnn6ox1U22IlmG0dSHNs2Y5kwsyGX6NifCr+CO/plBMzznPZmqjvqaUzlxjuxb5MkkHX0hoZD1Nnjto8txBOutjePJZhiafKdf+5AsJBid+xNGR75PMDKPT2oAihWKKXCFGrhBjePIZrKaOCuMss7GRZveHaHLfgd3SNeexV3Z+kdHgTjI5PyZD/dTXBlZ2fvFiXLpAIBAIBIKzQJIkGmrfh9uxjmB0D6YpAyxFyaGiiNKlK4CqfpLes2cPDz/8MF/72tf41Kc+hcPh4Nvf/nbFnE2bNrFnzx5eeuklbr311moeXnAZkUuNohTTyLKOfHoCUJFkHXpjQ+mpmr6GfNZPPj12Uc6nmI+Tjh0mNRXdVQpJVFXFIEdBdZRsegFJY8BkW1xqQ+RYhs4wPzMpVVWJJXuZCL/CROgVIolDc86TJS21jjXldkRWU0vVrlEAJkM9S1p+n8XNv0cwtofhyZ8yGnyBQiFFOjuOoubI5WOVtdWqhIpCOjuOxbieZs+HaPLcgcu68oyp5mZDAyvaPs/uo/+dXCGGSoEV7Z8XLpECgUAgECxQNLKeVV3/jZffuZ98MY5eW8pOBMgVoqJ06TKnquL3X/7lX9i9e3dFSvNcHw7XrFnDN77xDSF+r0KKhRSJ4NtkU8dRimmUYq78f0RV8qioSEglx15JxlKz9gwrnhuqqpBNHp9KZT5ENjUM6qmiu/VYXCsx2bsxWjvnHd0tFDMEom/hC7/GROgVMrnAnPP0Oif1rptocN2Mx3k9Oq3lnK9LMD8kSSobYVzT+RccHtpKz9G/Lrszz0SWNciyGY2kZd3Sr1LnPLtU/K6m+xn0PYUv9Cr1NTfT5f2tal6KQCAQCASCKlPvupH2elG6dCVSdbdnUcsrOBlVVckmB4n7XycZ7kFVCqhqEQkZFQXQzJhcBEmLUswga0yYndVLKSnkY+W63VJ0NzXnPEljwGRfit6ymIPjo6zsvgedbn6CN531TbUiepVA9O0560MB7JZFJXfmmptxWVecsf2O4MKh1ZhZ1vbHjAVfJBDdhSwZKCppZEmHTmtHq7GQzo5T61hDrX3VWa+vkfWs7vor3sh+ntVdfyWeFAsEAoFAcBkgSpeuTKoqfl0u17zn9vX1VfPQggVEsZhFozFQLKRIhnYT979O7qT0ZUnSoDW4KebjyBoDxUICoCSKJS2KksFasw6tbn7u4XOhqkWyiUFSU22IcqmRU87Vm73lVGajpQNJ1pLP5ymqz53hGArhxAF8oVfxhV8lmjw65zyNrMftWF9KZ665WaS9LjBmpjhJkh6Tob68rRopTnWu6/nw9a+UXaUFAoFAIBAsbETp0pVJVcXvsWPHZo2pc6SSDg4OzjkuuPzxhd/gjf1/yHL3J9GnY6hKvmK7rDFhrd2AzXMj6dgRfMe+A6jlljFKMVNOP7a41pz18Qu5SLnnbjrWi3IKIylZY8JkX4JpyplZq3fO+xj5QhJ/5E0mwq8yGX6NbD4y5zyj3k1DzS3Uu27C7diAVmM66+sRXDwudIqTEL4CgUAgEFxeiNKlK4+qit/77ruPDRs2sH37dtra2oDZNb8vvfQSDz30ELt3767moQUnMR19vVgoxQwx/xv8+tAfEc0OcDD3b1xjvwt5qr+pwdqBzX0DFteacr9bWWNEq7dTyEVgyk1ZKWaQkNDq7FhcZ04xVZUCmeRAuXY3lzq1QZbe3IzJsQyzfRkGa3tF79UzkUyPMBEu9d4NRvegqIU55zmty2iouZl61y04LEtF793LDJHiJBAIBAKBYBpRunTlUVXxu2bNGh544AE6Ojro6upi48aN9Pf309fXR39/Pz09PfT397Njxw7s9nNPZxWcnsnwm7xx8PPcsPz/Uue6/oIeK5scIu5/nUS4h7HEHmLZEfSSmUTez2SunyUtv4/NfQN6c9OsfbV6F62rvkoqepDJ/u+jFOKAgr3hVlyNd6LVz51GX8iGyqnM6XgvajE75zxZa8Zk755KZ+4+qxRqRS0SjO0hLf+Ul9/9PsnM0JzztBoTHud7aHDdTJ3rJoz6+bk/CxYmIsVJIBAIBALBTETp0pVF1ZuGPvjgg6xfv54HHniArVu3ArBz504A7rnnHnbt2iVMsS4gRSXH3mP/k1iyl719X+G2tU+d1VMqRckjn8HNWClmSEzX8k7V0WaLSYbT7yBJUqlPqpplQhllVf3N6OcQDtlslmQyicViQaOzU8yFUJQ0kqQjMv5zcqkx6rt+D52xDlXJk0n0k44eIhU7NNUaaQ4kCYO5pVy7a7C0nZWRVC4fYzLy+lQ68xvk8jGycpRE2lERwTUbG0tmVa6bqXWsFU8BrzBEipNAIBAIBIKZCOF75VB18Quwdu3aclrznj17cDqddHR0XIhDCU6ib3Qbwfg7GA0NBGN76Rv7T5Y0/94Z91OVAuGxZwmP/RyX94O4vHcjyZX/PbLJYeKB10mEds+Ktg5n3qVAAbOpvZTOrCqks2Ps7/8m1y37+/K8vXv3sm3bNp599lny+TwaucAt1zm5+/0Ouhe7kDUGNFobqcheju95BIO1g2IhfprormUqlbkbk70bjc4275+VqqrE0wP4wq/iC71KKP5uufZ4JpIkU2u/dsqs6hZspg6RznwFI1KcBAKBQCAQCK5Mqip+N2zYwNtvv10xtmbN2ZsWCc6NVGacA8f/LxIa9Fo7xWKaA4P/QLPnztOmbeYzk/j6vkcquh9UCAw9QSp6mPqu30Ojs5MM7SEeeJ1scggVBVUtTr0UJIODmJxnMjIIsp5sIYJUlDHoXGi1NgZ9T9Le8EnqXDewfft2Nm/eTDwex2w2I0sZUok4Tz/vY+cvNXzxoRV88P0tFHJBlGKeopoknwui0TnQTadASxIGSxsm+zLMjmXozS1nFd0tKjmCsT1T7syvkMzMXSOs01px268jHzKwce2fYjG5z+ZWCC5zRIqTQCAQCAQCwZVHVcXv7t27+dGPfsQnPvGJai4rmCf7B/4X6ewkZoMXAKPeMyv6qqoqRSVNvhAnV4iSCO4iMbYTJR8HWQ9SKfU5FniNaOA1ihIlwUtxKipa6sybknIk5CzZfJ54qo+CkkJCR2EqIqqoBUz6RtLZMfb2/R218l+zefNm0uk0TU1NSJJEPjOJUafHIZkIBBN8c+sBWpusdC+aSjOWtKhKHgmw1m6YcmZeikZrOaufSzYXKkV3w68xGfk1heLc/X2tptZy790a2yqKRZXx3ufQa0Wa/tWIEL4CgUAgEAgEVxZVT3v+6le/yo4dO7j99tv55Cc/We3lBafAF36dQd+TyJKebD6AqpYEa0HJcHh4K4HoLmRZR64QR1WLALiKJpxKqf1OEQWKICMhIyMDEhIatbRNkRRyFEnIWZJSDnUq67dYTFNU0khoKlKBFSU/Vf9rJxzfz9NP/QPxeLwsfKFkSFUsJJGAWpeRyUCKZ3YO073IgSzrkWQDqpqjbtEDOOpumffPQlVV/OEDDIy+SDy7i2T2yJzzJEmD27GWetdN1LtuxmpqrdheLObn3E8gEAgEAoFAIBBcflRV/N5zzz08/vjjQKnW95FHHsHtdvPggw8Kd+cLSFHJ8c6xv6NYzCJJWjK5UHmbqqqo5AnG9mIzd1WkCOtUDRISBamIrEpokJlZyaqiAhJFCSImI5LOhknvxK6xodPa0WltaGUTh4e/RTw1iFFfRzIzPLW3gqqq5AsxbKZreemFXZjNZiRJIp1OMzIygoRKg0dGkhQkScag1/LLNyb5iz9pQGfQlYSxpJ9Xy6NCMUMg+jYvv/Y4Tzz2LG++Ok4xr6LRSay/wcH7P+imY7EZvc5JvetG6l03U+e8Hp3WWp2bIBAIBAKBQCAQCBY0VRW/08IXSrW+a9asIRqN8thjj9Hf38/tt9/OrbfeWs1DCoBwfB/hxAF0WgeKWmkMJUkSqBqKShadxoLF1IxOa0evtWPI5dBEBtFqzUhIqPk4IIEEsqRD0phBLdCy5I+we2465fGdtuW8/M79qChIkjQluFXyxRgajYHFDX9GPv/H6HQ6MpkMQ0NDKErJWCqdAZNRolAoAgqpdI59+w5TW2vBaZeJZRoZ+OWvaW9vp62tDb3+hPlQOjuJL/wKE6FXCUTf5pUXJ/j+1hHSqSJ6g4xWK5HPKfxqZ5Q9byr87f94hN+5/8/OqkZYIBAIBAKBQCAQXBlcELfnmTgcDh544AGgFA3evHkzbrebBx54QESDq4TLdg0u20qC0T0Y9G6sJgOSpEFCA8ikcxO4HWtntT0q5GMM9nwRVBWN1kJeLSJJWmStFVnWUywkQdJjdl5z2uPXu26kvX4Tx8b+E1UtjamKQr4QY5H3ftqb3o9OpyOZTDI+Pl4WvrIsk84qmI0aJAkKRRW9TsZikVGKWXJZmSef2c+be3eV5mskli63sXilRH1zFJM1ht6gx6A3MNif5ftbR8hlFWo9enRaK1qNFZ3WioQWn8/H3/2Pf2bNtbexatWZI8kCgUAgEAgEAoHgyuKCi99pYrEYL774Ilu3biUSifDDH/5wljO04NzQyHpWdf03Xn7nfopKFr32xEOFXCGKVmNkdddfopH1JHNZUvnc1FYJ2byIXPRdVNkEulpAQgFQVRQlg7VmHVrdmR9SrOz8IqPBneQKESQ0FJQ0Bm0LXufvA/CBD3yA733ve8iyjCRJmEwmWltbQS2SS48iKUUKhRwbb/HichgpFArEkwq9x9M0dSRobE/Q2JrEYCoAEI6XXtP89IdFYtEiTocDJWcDyYis0SOhRZIk6uvrGR0dZdu2bUL8CgQCgUAgEAgEVyEXXPy+9NJLfO1rX+OFF15AVVUefPBBHnroIdECqcrMjL7qNFYkSUZVT0Rf61w3oKgKH3/snwilT7gd32Dz81ueJIlkBmZU/GpkiWazAYtrfvfJbGhgRdvnef3gnzB4NMvrv8jTu3cUjfQRNBoNmUwGRVFQFAWLxUJLSwuyLAMyenMzkz4fzhoXf/bwP7N4qZuJ0K8ZmniF3/7iKLlsnmwOslkduZxSjhyH/UbGj1sZ6Tez67V+VEUmHEoD6Ypz02g0aLVaCoUC//Zv/0ZjYyNerxePx4Pb7S5/nZlSLRAIBAKBQCAQCK4sLkif31gsxr/8y7/w6KOPEg6H6ezs5Fvf+lY5/VlwYZiOvmZyfkyG+qmvDazs/CIAsiRzTV0TP+l9h1qTFQnozbiIF0cxykWglLOsqApmjR6t3j4vs6lpupru5x+//UV++N00mTSYjCnsVhdjY2NkMpnSOcgyOp2OaDSKTqcjn8+TSqWwWPT8yRc/QEz/L/zywGB5TZvNArZSayOtxoTbsQGjfA3xYD3Dx8M41AFIHUaWBlEkZc7zKhaL5Vcul+M//uM/0Gpn/9e32+243e6yIK6pqWF4eBij0UhjY2N5mxDJAoFAIBAIBALB5UfV+/xu2LCBnp4eEeW9BExHX3cf/e/kCjFUCqxo/zxmQ0N5zu+uvpFfDvaiomLVGyli4B/96zBIpfZHyXyWgqLwjdvvobW+Ha3eOe/j73v3II9/L0UuC65akOUCiaQPRVHQ6XQoikJtbS0bN27k12+9SSYTR5Jz3LzRws0bbXQs3kf8pBa8ZkMD9TW30OC6mVrHuoqaZW4sfclms7z99tuk02ksFgvZbJZsNkuhUCCfz1MoFCgUCqiqiizLUxHn2cRiMWKxGP39/UDJKTsajfKLX/yioo3TtEieGTk+OYosRLJAIBAIBAKBQLCwqHraczgcFlHeS0hX0/0M+p7CF3qV+pqb6fL+VsX2a+ubeX/7Ep7Zf5CspuQGHZZl9FodJrOGiWSOOxddyzUtq8/62P/6b98incrjqAVJkikWi8jaJLJsADS0tzfjD0ySl/fyd//sIJ22YDTK6PQnxKgkybhsK2lw3Uy96xZs5s4K4TkXBoOBu+++m23btlFbW4vJZJo1R1VVRkZG+NjHPsbnPvc5AoEAfr8fv98/6/tcLjfHUU5wskg+FXa7/YwCWYhkgUAgEAgEAoHg4lBV8dvZ2cmxY8equaTgLNHIelZ3/RVvZD/P6q6/qoyUTvGh1lX822N9+AoqpVTnIsgq5iVBNEaVkXiY//bij6g1W3GbrbhNlhPfm604DKZZgjSbzfL0M0+g05fSq1VVpViQ0GhU7DU5jEYzOWUUWVvglV/08snfXoHNXvrvp9NaqXPeQL3rJupcN2LQOc/6uu+//36efvppfD4f9fX1Feenqio+nw+73c4f//Efn9bwSlVV4vE4gUCAiYkJnn/+edrb2wmHwxVC+WxEcl9f32nnTYvkk8WxEMkCgUAgEAgEAkH1qKr4veeee6q5nOAcqXNdz4evfwWNxjDn9ja7G72kIy9lkSRAlVAVCUUBu95AMJUkmBo45fo6WUON2YLbVBLDtWYruvg7pNNRNDoJVS2JSI22VEOs0ytAHij13i0UVDQ00uW9jYaam6mxrUaWz++/4urVq9myZQuPPPIIo6OjmM3mippim83Gli1bzuj0LEkSdrsdu91OS0sLfr+fu+66C51OVzFvpkg+XRS5miLZ4XCcNors8Xiora0VIlkgEAgEAoFAIJiDqorfLVu2VHM5wXkwl/AdDsRIZfMcn4xg0RvIqDlkGVRFolgATV5Hk85DMVtEY1BPuXZeKeJLxPAlYgDIFLjR9D0kjUouB1pDycV52kBLg0quWKQg2cgXiphNNhYt+f9ocNVSYzIjS3PX4J4tmzZtYtGiRWzbto1nn32WXC6H0Whk06ZN3H///VVtcTRTJHd2dp5y3kyRPJc4PhuRHI1GiUaj8xLJc6VbL1SRnM1mSSaTWCwWDIa5H9gIBAKBQCAQCATny0Xr83sy9913H4899tilOvxVx3AgxscffZxUNg9ALqdg0urJFHNoZJmioqKOOJkI6jDrTfz7n38Eg1kmmEoQmHoF00kCqTiBVJJAKkEsW2op5NRO4Db56V5vZPcvM6iqOpV2XEo9VlQJSVLIFCCVymNZ3cGfvfgkALIkUWOyUGuaTquekWJtspa/t+j0Z6z9BVi1ahWrVq3iK1/5yoIQVGcrkk8WxSdHkf1+P/l8/rTHnBbJZypBmBbJp4oiT39/ctS7Wuzdu7f8oCKfz6PT6bj77rv5zGc+I3oxCwQCgUAgEAiqzjmL31gsht1urxjbu3fvvPYNhUK88MIL53powTmQyuZJZfPotBoMWg2KohJM5ijKKkUKoAWNqieVzZPO5hkYj3HL8lYW19Sdcs1csUAwnWQyHuLg0R4+cPu7HHorTyqqYHVKTOVUI6FQULSko1k0RgP1N64rr6GoallcHwme+vyNWl0pxdpkKdce104J5Onva00WdBoNUDLBulCiN5nLksqfPkoLYNbpsejndw4zRXJXV9cp580lkueKIldTJDudzjmjyDNFc21t7VmJ5O3bt7N582bi8Xg5RT2bzbJt2zaefvpptmzZwqZNm+a9nkAgEAgEAoFAcCbOSfwuWrSIwcFBQqFQhQC+9dZbiUajZ9z/RGRQcLExaDUY9VoiyQySKiOrMopUREZDrqCSyedQVJX/8dgrGPVa7CYDbR47rR5H+dXmceCtsaLXaGm0Omi0OmgwfhWNcj/3P2Tiv74dJBEuojdIaDRQKIBSNFPndPCZP/88y957A8F0En8yQTCdIJhKEMqkUNVTp1pnCnlGYmFGYuHTXp/TaKb2pHpkt8mC22wrjZ/CsGu+KKrCxx/7J0Lp1Bnn1pjM/Pz+L1QtrRvOTiTHYrEzRpEDgcAZRXIkEiESicxLJJ8qijz979raWg4cOMDmzZtJp9M0NTVV3AuXy4XP5+ORRx5h0aJFIgIsEAgEAoFAIKga5yR+p/v2nhz5rampYfPmzWzcuPG0+weDQe67775zObTgPMkWSv18TTotWruZVE5LrJBCVrQoqjpLgMbSWfYN+dk35K8Y18oSTbV22qZFsbsOq/lO1t74FM2tnfxqR5i3X4+Qz+exmB3c88nfP23dbVFRCKWTJVGcik+ZbiXwp6YFcmn8TBHXSCZFJJOiD/8p5+hkzVQ69cx0a+uUOLaV3a01c+wrSzLX1DXxk953qDVZmUtCq0AwneB9bYurKnzPBkmScDgcOByOeYnkudKtz1UkHz169LTzJicn8fv92Gw2JiYm0Gq1aLVadDodWq0Wt9vNxMQE27ZtE+JXIBAIBAKBQFA1zkn8PvHEE3OOd3Z28tBDD80SxXPR0dFxLocWnCNmgw6zQUcqmydfKJLK5mlwWXHbzWTzVnyRJAadhmJRRZYl7lzbRTSVZTgQwx+bHeUsKCrH/VGO+09E+k26pdyxUo/R6efW+2q4/VMKSsHB8q7/YFnbCuqd1lOen0aW8VhseCw2umk45bxUPkconcSfShBIxQmlpr8vieRAKkkwnaCoKKdcI68UmUhEmUicPkvBotOTi8R55aUcdVZ7WSCvaWxhZ/9BCoqC0zi7p3A8l8GuN/F7q2867foLgZkiedGiRaecN5dInksg+/1+CoXCKddRFIXJyUlUVSWZTJ5yXrFYZOvWrSSTSZqammhoaKC+vp6GhgYaGhqoq6sT2SMCgUAgEAgEgrOiqoZXO3bsmPfcXbt2VfPQgjPQ4rbz482fKrs9f+G7O1CUUpRXVUvi+B8+ewdtdU7MBh0t7hMPMFLZPMf9UYb9UY77YwxNid7RYIxc8YTITOcdHBy7nbVtT1EoxJA0eXaPvpfHeo4AR9BrZJrdM6PFdlrrHLS6HZgN86sXNev0mHV6mu2uU85RVIVoJk0gXTLmqjTtSswy7DoViVyWaD5Nz8TQ7L7GxSL+VAJfIopOo8Wq1+M225CAeDbLnYtWcE1907yu6XLgbERyNBo9ZRR5ZGSEI0eOoJzm4cQ0uVyO119/Ha127j9TLpeLQqHAr371q7JAnn7V19fjcrmQ5UsTeRcIBAKBQCAQLDwumduz4OIzU9DCiRTo6a9tdU6WNtXO2s9s0LGs2c2yZnfFuKKoTEQSHPdHGfJHGfLHGPLXEMvsocZyGF9sCf2TN5Tn54oK/b4I/b7IrGN47OZyPXGrx06ruySQ6xzms47wyZKMy2TBZbLMy7ArkJwpjE84W08mYiRj8Tn3rTVZiGczKKpKQSkSyaRJ5fM4DCZMWt1lEfW9EEiShNPpxOl0zimSs9ksq1evJpvN4nA4KBQKFAoF8vk8+Xy+/H0ymURV1dOK11AoRDQaJRaLzfl/RKfTlaPFM6PGM783m81Vvf5LiWgZJRAIBAKBQHB6Loj4ncsJ+lKyfft27rnnnkt9GguGk1OgZ46dDbIs4a2x4a2xccPS5vL4ZNjDa/v/lNWL/ycbuhfNiBpHGQ3GKc5hbOWPpfDHUuzuG68YN+q0tHrstLgdtHlKUeMWd0kgG3Tn9993pmHXXOTzeZ599lneu/E2ovlsSRinT0SSnzy0h/6wn5KnNWQLecbzOd7fvuSKivpWE4PBwN133822bdtwuVxzunKrqsro6Cif+cxn+Mu//EsmJibKL5/PV/5+fHycWCx2ymPl83lGRkYYGRk55Ry73V4hhk8Wxx6PB41mrurvi8eZRK1oGSUQCAQCgUAwP6oifp966ikee+wxXnjhBSKRSMW222+/nXvvvZfPfvaz1TjUWROJRLj33nvZunUrn/rUp3A6nZfkPBYSM1Ogpzk51fl8qHNdz0dvfBWNZvYH9UJRYTx8Ilo882s8PdvMKpMv0DsWoncsVDEuAQ0uKy0z0qhLwthOre3c3ZxPRpIkbAYjNVYbHa7KyPetHd387o//DQmIZNOkp8y4jkeCfLvnFX5/9U1oRNrtLO6//36efvppfD4f9fX1FfdKVVV8Ph82m43777+/HEXu7u6etU4+n+cnP/kJ69evJxgMzhLH098nEolTnkssFiMWi53SpEuWZdxud4U4Plko2+32C1J/PB9RK1pGCQQCgUAgEMyf8xK/L730Eg899BD9/f0VLsFOp7Msgnfs2MGOHTt4+OGH+c53vsMnPvGJ8zrhs6W/vx+Ahx56iIceeui0c5944omrJkJcLaF7KuYSvgBajUyL2146/rKW8riqqkSSWYYDlYJ4KBBjPJRAOSlarALj4QTj4QRvHR2r2GY26MpCeKYwbqq1oddWL4p3bX0z729fwvPHDtBid9EfCWDU6jDp9Pxw/9v0Bn385S134TReOam11WD16tVs2bKFRx55hNHR0bJoy+fzpFIpbDYbW7ZsmVfUUqvV4vV6aWtrO+WcRCKBz+erEMYnR5OLxeKc+04bdE1OTvLuu+/OOcdoNM6KGJ/8b71eP78fzhTzEbVdXV2iZZRAIBAIBALBWXDO4vcb3/gGDz/8MJ2dnWzZsoWNGzfS2dmJw1GZQjowMMDOnTvZunUr99xzDw899BD/9E//dN4nPl/6+/vp7Oxk7dq11NTUzDknFArR399/1QjfhYgkSbisRlxWI9e211dsyxWKjAbjFaJ4OBDjuD9aEb2eJpXNc2gkwKGRQMW4LEk01lhpm0qbPlFj7MBpMZ7Tef/u6hv55WAv/lQct8nKb6+6nueO7aeoKPSMD/EHz/4nf/u+j7DUfWoH66uRTZs2sWjRonJkM5fLYTQa2bRp02lbYp0LVqsVq9V6ypZPiqIQDAbnjBpPv8LhU/eXzmQyDA4OMjg4eMo5NTU1pxXHNTU15frmvXv3zkvU3nDDDcTjcerr68lkMuTzeRRFQaPRoNVqcblcTE5O8v3vf/+yF7+inlkgEAgEAkE1OCfx++1vf5uHH36YrVu38sADD5x2bkdHBw8++CAPPvgg27dv58EHH6Srq4svfvGL53TCZ8vbb7/Nzp076ezsPOWcL3/5y3zta1+7KOcjOHv0Wg0d9U466p0V46qqEoynS2ZbgVhFGrUvkuTkymJFVRkNxhkNxnn9SOU2m0lfESVu9TjwOs0Uldn1yTOZjv4+feQdPti1gj+7fiO3dnTzP17+KeFMCn8yzhd+9hiff8+t3LX4mvP/YVxBrFq1ilWrVvGVr3zlkgobWZbxeDx4PB5Wrlw555xsNntacTwxMUE2mz3lMUKhEKFQiEOHDs25XavVUldXR0NDA/v27cPn8+HxeEgmk+h0OhRFIZ/Pk8vlUBSF0dFRfvjDHyLLMvH43KZsAIVCgX/8x3+kp6eHmpqachr5mV4Wi2VBtJIS9cwCgUAgEAiqyVmL32g0yiOPPMLu3btZs2bNWe17zz33sHbtWjZs2MCmTZtob28/28OfE6cTvj09PXR1dZ12jmBhIkkSbrsZt93M2q7Gim2ZXIHhKUE8FDjRomk4ECWTn53iGk/n2D/kZ/+QvzymqirxWJTt/c/QXucstWea0abJbi4Jtc+uuZkjQR+fXXMzUBLE3/rw/fyPl3/KAf8YeaXIN9/YyaHABH963QfQayp/7YYDsQtWf305MJfp1ULDYDDQ2tpKa2vrnNun+yCfThwHAoFTtngqFAqMjY0xMjLCwYMHUVWViYmJU57PtCv2mdKpJUlCVVVCodBpzcFORqPRzEskOxyO8vcmU/Vq7UHUMwsEAoFAIKg+Zy1+t2zZwgMPPHDWwneazs5OvvzlL7N161YeffTRc1rjbDhTne/WrVvZunXrBT8PwcXFqNey2FvDYm9lqruiqPhjqVnp00P+KP5YatY6igpDgRjDwTgcGq7Y5rIYy5Hi+1s+QCysMKaN0+C04jZb+eYd9/LPu17m6SN7AXju6D76Qn7++n0fpt5aErfDgRgff/TxWeL3x5s/dVUJ4MudmX2Qly5dOuecQqGA3++fJYxn/jscDqOq6hlFpCRJSJKEVqvFarWi0+nQ6XTIskyxWCy/kskkAE1NTcTjcVKp2f/H56JYLBIMBgkGg/P+Gej1+rIQttvtBAIBDh48SG1t7SnF86nE+3xTv0U9s0AgEAgEgrPhrMXv9u3b2b1793kd9OGHH2bDhg0XRfyKdGfBTGRZot5pod5pYcNib8W2VDbPUCDK0GQpUjw4GebX7x6mqJEpzJH+HE5mCCczvDPoqxjXa2SaaqfNtlzc0biK50feQZJVjgQn+MNn/5Mv3ng7S2rqGY1GSOTTaPUaDBoN2WKRRD7NaDSC0SRh1umx6Bd2VFQwP7RaLY2NjTQ2Np5yTjgcZsOGDaRSKcxmc7n/sSzL6PX6sshNJBLE43G0Wi3Nzc1ziuWZLaP+/u//HoBcLkckEpnXKxqNEg6HyeVmu7DPRS6XK5uDqapKNBplYGDgtELeZDLNKYp37NhBIBDA4/GQTqfRaDTo9fqy6K+vr2d0dJRt27YJ8SsQCAQCgWDenLX4VVW1Kj181Tl6vV5MptOdResjwTRmg47uJjfdTaWWRvl8nudscT70oTsJJbNTEeJSpHg6WhxOZmatkysqDExGGJiMlMeyspVJ0xjoiug0UTb9cCt6jRaDrCXakEWe+lCvqiqKqvL7z38PrUbGZTTzi9/9c2RJtEy6GnC5XHz84x9n27ZtOByOU4raQCDAhz/8YV5//fV5tYyaRq/XU1dXR11d3bzPKZPJzFswT7/y+dlGdHORTqdJp9OMj5/o760oSjn1e3R0tGK+0Wgsv7RaLc888wxf+cpXFnzavEAgEAgEgoXBWYvfatXGnsp5+WLx6KOP8sQTT8xrbjabrTCzma6dm47KnA/T+5/vOoLqM31PisUCbpsRt83Ius5KJ+p4OleqLQ7EGApEGfbHGA7EGAnGKc54wKMv6mlMtBAwT5BU0mQzWvL2HIlCAQCZUqqrRpZRFZVgNI2iKRL1weBEWKRAz8GF+t1J5XOk8meOdpp1esy6s2thNB/uu+8+fvzjH+Pz+airq5slaicnJ7HZbPzpn/4pd911F3/5l3/J6OgoJpOp3DIqnU5js9n4yle+wvLly8/rZ6TRaKitraW2tnZe86ejvs888wzXXnstyWSyIpo88+v099FotFwPXSwWT5n6nclkyGQy5XmBQID77ruPVatWsXTpUrq7u1myZIkQw2dAvO8sXMS9WbiIe7OwEfdn4XKx7s1815fUswzBfvCDH+TnP//5OZ3UhVjnXNi+fTtvv/32vFOe/+Zv/oa//du/nTX+gx/8ALNZ9HAVzKaoqITTBfzJPIFkvvQ1kWcymWNSGyMcV9C2xUoNi1UZaeq3UCNJyJKEIhdRAeNIDf/txi68dvFh/mKgqCp/N7SHpHLmP6AWWcdftq5BvgCuyK+//jrf//73SafT6PV6tFothUKBXC6HyWTiM5/5DDfeeCNQaif38ssvs2vXLgqFAlqtlvXr1/O+972Pjo6Oqp/bhUBRFDKZDMlkkmg0yte+9jVyuRwGgwFFUSgWi+RyOQpTD4ugJH4lSaKlpaVCKMuyTH19Pc3NzeWX1+s9617LAoFAIBAILh9SqRSf/vSniUajp81SPmvxe8cdd7Bjx47zPsFqrXMurFu3jm9/+9usXbt2XvPnivy2tLQQCATOOwU8n8+zc+dObr/9dnQ63XmtJaguF+re7O4b51PffIqkxw+2DORlVCQkJGRAr9NQkAuYMlaMk26efHgTS7yXNlNiIXKh7s+XXniSnx7dR63JAnPpWhWC6SQfXnwNf7/xwrkNv/POO/zXf/0Xzz33HLlcDr1ez1133cVv/uZvzlnnupB64Z7vvfnyl7/MD37wA7xeb4WwVRSFbDZLOp3G7/fT1NSE3W4/pYv2NLIs097eTnd3d0WE2GQynfW5XQmI952Fi7g3CxdxbxY24v4sXC7WvYnFYrjd7jOK37NOe65WK4tL1UOyv7+fnp6eeQtfOHUrlmnzmWpQzbUE1aXa98Zls2AxGDBm3YSsY6BRoSihoqIAWSWPpEoQNpFXioRzaTRajaj7PQXVvj+/v/ZmfjV0DFUCm944a3s8l8FuMPHZtbdc0N/Z9evXs379er761a/OS9TqdDqsVusFO59z4VzvzW//9m/zzDPPMDk5WVHPrNFoMJlMxGIxGhsbefzxx1m6dCm9vb0cPnyYw4cPc+jQIfr6+ioEsaqqDAwMMDAwwPPPPw9UCuJly5axbNkylixZclVl84j3nYWLuDcLF3FvFjbi/ixcLvS9me/aZy1+d+7cyXe/+11cLtdZn9Q0oVCIXbt2nfP+58PWrVtFT1/BJcVs0GE26EhlwZCxkDUmKOU/lwQwkoIaNxKLKMiaFI+89CSWX2totDposjvx2lw02Zx4bQ68NicNVjtaWXOpL+uK4dr6Zt7fvoTnjx3ArNXjS8YpKkVMOj0mrY54NsOdi1ZyTX3TRTmfy6EPcrVZvXo1W7Zs4ZFHHmF0dLTc5zefz5NKpbDZbGzZsqUcAb/22mu59tpry/tns1mOHj3KoUOHOHToEIcPH6avr49i8USPb0VR6O/vp7+/n+eeew4oPZRtb29n2bJlZVG8dOnSq0oQCwQCgUBwJXPW4hfgwQcfPK+DzqeP5YXihRdeEOJXcElpcdv58eZPkcrmefnYUf7qtadAA8UiqLIKioS3xoqtRYusAYNJoqAoDMfCDMfCwEDFerIkUW+102RzToni0qvJ5qTR5kCvOadf86ua3119I78c7GUsHiFdKNX/pgt5iooCkkQsm+bxA7tY522j0+m+ZH/PrmQ2bdrEokWL2LZtG88++yy5XA6j0cimTZu4//77T9viyGAwsHLlSlauXFkey+VyFYJ4OkI8UxDPjBDPFMStra3l6PC0ILZYLBfu4gUCgUAgEFwQzulT8ZYtW85LQPb19bF58+Zz3v986Onp4Z577rkkxxYIppnp3qx/0UzOnERWZBQZ1KiB+9fewIpFNYzFI4xOvcZiEbLFwqy1FFVlPB5lPB5lF8crtkmShMdsK0eKS4LYWYogWx2YLoBb8ZXAtfXNrG5o4blj+9BK8ok2VKjY9UYGIkG27v4V7AaX0cw6bxtrG1tZ19iG27ywUo8vZ1atWsWqVav4yle+ct71zHq9nhUrVrBixYryWC6X49ixY+V06UOHDnHs2LEKYy1VVTl+/DjHjx/nZz/7WXl8LkG80NLOBQKBQCAQVHLW4nft2rV86UtfOu8DP/744+e9xtnS09MDXPo2SwLBNGaDDle2Fp8xhaotQlFCClkJTBb48F3XVsxVVZVgOlkSwlNieHSGOE7P0Z5HVVUmkzEmkzH2TMw+fq3Jgtd+ImLcVI4YO7Hqr65U25kUFYVkPouEhKKq1FlsFJUiqXyexS4PmRkPIcKZFC/0H+KF/kMAtDtrWdfYxrrGNq6tbxIPGKrAhUr91uv1LF++nOXLl5fHcrkcfX195XTpaUF8cguFoaEhhoaGKroWtLa2VtQQL126FJvNVvXzFggEAoFAcG6ctfh96KGHqnLgaq1zNoRCoYt+TIHgdLS47Tz3pd/hr3/1NL8YOoQmbsZmc/PGkRH2DfrQ67SYDTpa3HYkScJttuI2W1lV31yxjqqqRDIpxuJRxhIRRmORiqhxPJuZ8/jBdJJgOsk+3+isbQ6DaarGuFIYN9md2PTGKzrV9+kj7xBIJbAZjCRzWVxGMxOJGB9buopv3nEvw7Ewu8aOs3v8OO/4RioePAxGggxGgjx5qAetLLPC42Wdt431jW0srq0TxmULHL1eXxav0+Tz+bIgnhbFR48ePaUgntnJoLm5ubxed3c33d3d590lQCAQCAQCwblx1uL3gQceqMqBq7XO2dDf3w+A0+m86McWCE5Fi9vOF2++Dd8LEZrszTzZ24eiqnz0q49j1JfE7483f6oiVfpkJEnCZbLgMllYUeedtT2ezVSI4dFYhPEpkRzOpOZcM5pNE/WnOegfn7XNqjfQZHOVTbe8M4Sxy2i+rIVxIJXge3tfA0qRcb1Gw2Qyhkmr4/dW31SqAXXU0Oqo4ZPL1pAvFjkYGGf32HF6xoc4EpxAmeogV1AU3vGN8I5vhO/teQ2bwcjahlbWNbay1ttGo9VxKS9VME90Ol1ZuH7iE58AoFAo0N/fX1FDfPToUXK5ygyMkZERRkZG2LlzZ3msqampImVaCGKBQCAQCC4OV5UTzvr163E6nWzYsOFSn4pAUMGKOi9P/8Yf8ZO3jvLES8eQgEJRQafVkMrmSWXzZ1zjdNgMRpYaGljqbpi1LZXPldKoZwjj0XiE8XgEfyox53qJXJYjwQmOBGfnUpu0Orx2J15rSQzPTKmuNVsWfOTzW7teLkdyNy1by1g8wtNH3uGDXSvmdHjWaTSsqm9mVX0zv7/mJuLZDHsmhtk9XooMj8ej5bnxbIaXj/fy8vFeAJpsTtZ721jb2MbqhparOtX8ckOr1bJkyRKWLFnCxz72MeCEIJ5ZQ9zb2ztLEI+OjjI6OsoLL7xQHvN6vRUu08uWLcPhEA9HBAKBQCCoJleV+F27di3hcPhSn4ZAMIvhQIxUNo9Zr0MjSahAtlBEK0vkgeOTEYByCnQ1Mev0LKqpY1FN3axtmUKe8Xj0RJ3xtPlWPMpkMlaOcM4kXcjTF/LTF/LP2qbXaPHaHDTOEMZNNideu5M6sw2NfGmF8e6x4/xi8AgAdoOJB9fdwnA0zJGgj8+uuXlea9gMRt7btpj3ti1mOBDjeCjIAf84+yfH6A2PU9CeeJAxGo8weqQkrmVJYpm7kXXeNtY1ttLtbhAtrC4zZgrij370owAUi8UKQXz48GGOHDlCNput2HdsbIyxsTFefPHF8lhjY+MsQSwylwQCgUAgOHeuKvErECxEhgMxPv7o4+XorizLFBUFVVUJxdNk8kX+4FvPoZFlbCY9T/+3+6ougE+FUaujw+Wmw+WetS1XLOBLxOZMpZ5IxkptgebYZ7om9mS0skyD1TGrXVOT3Um9xY5OUz0hmMxlSZ1kEJZXivz96zvIK6XWN/etXI9GkstR+bMVoiffVwCz3sg3HvoQo9kgu8eHOOAfK/+cFFXlgH+MA/4x/uOdNzDp9Kyub2G9t4313jaabM7LOp38akWj0bB48WIWL17MRz7yEaAkiAcHBytSpnt7e8lkKmvzx8fHGR8f56WXXiqPNTQ0VKRLL1u2DJfLdVGvSSAQCASCyxUhfgWCS8x0WrNOq8Ew9RoNxQFIZvMoqko0VURVVQLxFL/zD0/T1eCi0WWlwWWl3mmh0WWjcep7s0F3Uc5br9HS4qihxTHbPb2oKEwmK4XxWDxajh5PC8yZFBSFkViYkdjs7AxZkqiz2Mti2GtzUm+y4s+lyRUL6HTzv2ZFVfj4Y/9EKF1Z65zIZYjnMuVr+/vXfs53e17l5/d/4ZwisCff12yhSCpXwGut4QNLF3P/tdeTyud4xzdSrhc+Hj3xUCCdz/HGSB9vjPQBUGexs26qndLaxlYcRtNZn5NgYaDRaOjq6qKrq4sPf/jDACiKUiGIpyPE6XS6Yt+JiQkmJib4xS9+UR6rq6urqCFetmyZ6GogEAgEAsEcCPErECwQDFoNRr0Wo06D1agnkSlFJuWpaJ9CydU5ns5xeDTI4dHZ0VMAh9lQEsbOkjhucJXEcYPTQoPLelHEsUaWaZxqmbT+pG2KquBPJipSqcdmpFZnCrPrmxVVZSIRZSIRZfd4qZexqqpEo1H+6/ExPGZrKVJsd82IHJfMuMwntRqSJZlr6pr4Se871JqspfpqRSGRO5GGWmOyEM2meV/bkrOuUZ5OYZ9OVZ++rwD5QnFWCvsNzZ3c0Fzqm+5Pxtk1XhLCPeNDRGaYkU0mYzx/bD/PH9uPJEksrqkrGWc1trGyzoteI/6cX87IskxnZyednZ3cfffdQEkQHz9+vKLt0pEjR0ilKh/cTE5OMjk5ycsvv1weq6urq0iXXrZsGbW1tRf1mgQCgUAgWGiIT0sCwQIhWyhFQ2VZornWRq6okC8UyeQKZAtFcvkCuYJCjdVIOldgdrVtiWgqSzSVPaU4tpumxLHLUo4eNzit5e8vtDiWJZl6q516q521ja0V21RVJTTVy7hkuhVlNB4um3CdnKo8vY8/lcCfSvCOb2TW9hqTpSKF2mt18oH2pbw0eAQVFaveyGgsMvWQQcJlMqOVZex6E7+3+qazuraTU51T2TwWg454Oos09e8vfLfUBmcuF2+Pxcadi1Zy56KVKKpCXzhAz9hxdo0fZ//kGLmp/sKqqtIb9NEb9PFf+9/GqNVxbX0TaxtL9cIdTrdIkb4CkGWZjo4OOjo6uOuuu4CSIB4aGqqIEB8+fPiUgvhXv/pVeczj8bBs2TIWL15MOBzmuuuuo7Gx8aJek0AgEAgElxIhfgWCS4zZoMNs0JHK5skXiqSyeRpcVvTaUqptMJ7GbNCh12owG3R8508+QoPTwmQ0yXg4wUQkyUQ4wXg4gS9S+uqPpk4pjmPpLLF0liNjc4tjm0lPo8t6UvR4+t8WLEb9nPtVA0mSqDVbqTVbuXaOXsbRbLpsujUcCfGrPbsw13oYT8aIZdNzrhlKJwmlk+yfrOxlnMrn8CUymHU6csXSgwetrKHGaMGXjHPnorndnU/HyanOFoOO8XCC3NSDDSQoFhU0GplsvsBYKH7K+m1ZkllcU8fimjruW7mBbKHAvskRdo8PsXv8eIWhWKaQ563RQd4aHQRKLZrWNLaWnKQbWqk1W8/qOgQLF1mWaW9vp729nTvvvBMoCeLh4eEKl+nDhw+TTCYr9vX7/fj9fl5++WWi0ShPPvkkbrd7Vtslj8cjHp4IBAKB4IqkquJ3cHAQgPb29mouKxBc0bS47fx486fKqbJf+O4OFKUkXRVFxWzQ8Q+fvYO2OmeF23NTrZ2m2rmFU75QxB9LlcTxlDAuieOSUPbHUnM6NQPE0zni6RC9Y6E5t9tM+hmRYsuUMC6lVTe6rBdMHEuShNNoxmk0s9zjJZ/PUzsc5K4P3oVOpyv3Mh6bjhbPSKkOpZOz1qs1WYhnM6Tz+bLLdJ3FRqqQK/f0PVcMWg1GnYbhYPyE8AVQSxF+JV9AUVX+5F9+Rnudg+UtHpa3uFne4mGJtwaDbvafZoNWy3pvO+u97QCE08myEO4ZHyIwoy1VMJ3khf5DvNB/CIAOl5t1U1Hha+ubMWovTl244OIgyzJtbW20tbXxwQ9+ECgJ4pGRkVmCOJGobF8WDAZ59dVXefXVV8tjNTU1s2qIhSAWCAQCwZVAVcXvgw8+yB133MFf/MVfzGv+d77zHbZs2cLAwAAbN27kiSeewG6/OC62AsFC4uTo33QK9PTXtjonS5vmX6+n02rw1tjw1tjm3F4oKvinIsfT0ePxcJyJcBJfJMFk9Mzi+Oj4/MRxvfNEFLmxxor1Aonj+fUyjs7oZxwmmcsymYojqyoOowmLTs94InZOUd+ZZAtFQokU8XQWWZLQamRMei2pTJ78lJP3NBORJBORJC/tGwRAI0ksaqxheYubFa0elrd4aK61zRIeLpOFjZ3L2Ni5DFVVOR4NsWtskJ7xId71jZCeUTs9EA4wEA6w/eBudLKGFXVe1nvbWNfYxqIaz4LvvSw4e2RZprW1ldbWVu644w6gJIhHR0fZt28fP/rRj5Blmd7eXuLxeMW+oVCI1157jddee608VlNTU64hnv5aX18vBLFAIBAILiuqKn7vvfdeHnjggXnNffLJJ3nooYd4/PHHWbt2LTt37uS2227j7bffruYpCQSXFSenQM8cqyZajUxjjY3GM4jjkig+OXp8fuLYatSXo8SNNVbqndYKsWwzGap2ndOcqpfxu74RfufH/4osyTiNJuK5zHlFfafvVSieJpLKoChq+UGEViMzoSSw6zTkCwqSBCtaPYwGY2TyJ6LDRVXlyFiQI2NBfvTrUs9hm0lfig43u1ne4mZZiweH+cTPSZIk2p21tDtruWf5OvLFIgcD4+weO86useP0hnxlwZ1XiuydGGbvxDDf4VXsBhNrG1tY19jOusZW6q2X/wPIuVpZzYVZp8eir/7/t4WKLMu0tLTQ0NBAPp/nrrvuQqvVMjY2VtF26fDhw8RisYp9Q6EQr7/+Oq+//np5zOVyzRLEDQ0NQhALBAKBYMFSVfEbiUSAUvrz9u3bCQaD3HHHHXzgAx+YNffRRx/lwQcfZNOmTUApalxbW8tTTz3FJz/5yWqelkBw2TAzBXqamanOF4uZ4njNHNuLioI/mmIikmA8NB09PpFa7YskTymOE5kcxyZyHJuY3dIIwGLQlc23TnatbnBasZn0VftwfW19Mx9oX8rzxw7gMBiJZ7PnFfVtcdv5/x74EF/69xewmQ0MB6LUWIyYDToyucKcKexFRaF/IsLBET8HhwMcHPZzfDJaUbMdT+f4de8ov+49UbfcXGufSpUupUsvanChm6oT12k0rKpvZlV9M7+/5ibi2Qx7JobYPT7ErrHjTCSi5XVi2TS/HOzll4O9pXXtLtY1lnoLr6pvvuzE4alaWc1FjcnMz+//wlUd+ZYkiaamJpqamti4cSNQqq8fHx+vEMSHDh2aJYjD4TBvvPEGb7zxRnnM4XDMqiFubGwUglggEAgEC4Kqit8vfelL3HHHHbz44ovlKMPXv/517r33Xn74wx9WzO3p6eE73/lOxdimTZv4wz/8QyF+BVc1F1vongsaWS4bYa3umL29qCgEyjXHUynVM6LIk5EkxVOI42Q2z7GJ8CnFsXlKHNfZTUQmgiSdh2hyO8pC+WzF8e+uvpFfDvbiS8bOOuo73dboBCr/77m3kSQJg1aDSafFqNeWHbthdgq7RpZZ7K1hsbeGj123FCg9IDg8EuDgcIADQ34OjviJJLMzD81IMMZIMMaOvf0A6DUyS5pqS2K4uVRD3OCyIkkSNoOR97Yt4b1tS1BVlbF4pFwvvGdimOSMNk/TvZafPrIXWZJY7mlkbWMb6xvb6HY3lOujFypztbI6GRUIphO8r23xVS18T4UkSXi9XrxeL7fddhtwQhBPu0tPC+Lph97TRKNR3nzzTd58883ymN1un9V2yev1CkEsEAgEgotOVcXvnj17CIVC7Nixo/yG2dPTw5YtW/jGN75RrgUeGBhAkiQ6OztnrTHXmEAguLzQyDL1zlJKM3OIY0VR8cdSTMyIGE8L44mp6PGpxHEqm6dvIsyx8RDRaJyD0Z6KD9EmvfaEW/XU1+m640bXbHF8bX0z729fwtNH3uGDXfOP+p7c1ghKotVbY0Ov1dBR76SoKKRzBfLFUgrufFPYrUY96xd5Wb/IC5SEx0Q4URLDw34ODvvpHQuRLyrlfXJFhf1DfvYP+YGS0ZXLYixHhle0eljW7MZs0JX6IdtdfHTpKoqKwuHABLvHj7N7fIiD/rFy1F5RVfZPjrF/coz/eOcNLHoDq+tbWOdtZV1jG00252kFTCqfI5fLnPF6q51+PP1AY7qV1cnEc5lzamV1NTNTEN96661A6f+lz+erSJc+dOgQ4XDlg6tYLMZbb73FW2+9VR6bFsQzRXFTU5MQxAKBQCC4oFRV/D7++OPs2rWrYmzt2rU8/vjjPPLII7Pmz2VuJd74BIIrH1mWqHdaqHdaWEX9rO3T4ni6ddPEDGOuiam643xxbnGczhXo90Xo90Xm3D4tjqfTqRtdVq61dbLXPsJ9y65DVdV5/R06ua1RIJYkkcmhKCpWo57//fu3o6hUJYVdkqRyGvptq0pPE3KFIsfGQ+VU6YPDAUZDlcZF4WSG1w6P8NrhUv9jCWirc7CixVN2mO6sd7GizsuKOi+/veoGkrks7/hG2DV2nJ7x4wzHTgiZZC7La8PHeG34GAANVgfrGktCeG1jKzbDCaGpqCqbtm8lnJm7BdVMqpl+nCsWcJutXFPfxKtDx8gXiiio6DVaTFodWlk+7/R2QQlJkmhoaKChoaFc3qSqKpOTk7NqiEOhSg+AuQSxzWarqCHu7u6mubkZeYFnGwgEAoHg8qGq4rempuaU29xud/n7k9OkBAKBYCYzxfG17XOL44lQjCd++jMWr1xDIJ6Z4VydwBdOUFDOThyr1PAXvS9j0mtnGHCVehvP7HUcS2VJ5wocnyztb9BqKCoK8XQpupsrFPm9W69FUS9sCrteq5kSsB5gGQCRZIZDM9KlD40ESGROGD+pwOBklMHJKM/uLglYk17L0qbashhe0eLhxpYubmzpAsCXiLF7fIieqcjwzH7KE4kozx7dx7NH9yFJEktq6lnvbeNajxcFlZUeLz89tq9q6cepfA5/Mk4glcCfShBIxSu/JhNEp84vlc+RyudI53MVqdoqoJM1eG1O9k+OsqS2Hr1GtLyvFpIkUV9fT319Pe9///uBkiD2+/0V6dKHDh0iGKzsNR6Px3n77bcrjC+tVitLly6tSJkWglggEAgE50rV3/FjsdicEd1AIDCv/U9+MxQIBIKTkWUJj8NMu8vI7as60OkqU4kVRSUQT+GLJBkPxafaCSXKNcilyLFSsY80Jc/SuQIDkxEGpsTtTHKFIv1TtcgaWUZRVYqKQiyVQ506bjiR5q9/+CvMBh0/3vypi1rD7bQYuWFpMzcsbYap8xkJxqbqhksR4mPj4QozsnSuwN4BH3sHfOWxOoeZ5c2eqVZLbm5t6+auxStRVIW+kJ9d48fZPTbE/slR8kqplllVVY4EJzgSnGCbqpKKxVnR2oFGkskXC7hMllnnO51+/LurbySWTTM5JWwrxG1y+t/xeTk4T2PW6bEZjMSyaeSpaL6qqhRUBbNOz/PH9vP8sf1oZZkltfWs8HhZ7vGyss5LzRznKjh3JEmirq6Ouro63vve95bH/X5/Rbr0oUOHZn1WSCQS7N69m927d5fHLBbLLEHc0tIiBLFAIBAIzkhVxe8999zDunXreOSRR1i3bh1Op5Oenh4effRRHnroofK8F154odSX8vhx2trayuODg4MV/S8FAoHgXJBliTqHhTqHhWva6mZtVxSVYCKNb0YLp4nItDlXgslIgtxJ4nh6v4KiIEFZQIYTpZpWWZJwmA3UOyxki0o5LfpSIssSrR4HrR4Hd65bBEAmV6B3LFhhpjUZrXRGnoymmIwe55cHjpfWkSQWNbrK7ZZubFnKfcs3kFMK7PONlsTw+HEGwieES15VGIgEUIGxRJRQOoVFb8Cg1VJUFDK5PPF8Fpfewp/+aDtFqYjBdO5lLxpZxm224jFb8Zht1JqtpPM5vtPzKlqNBo0kEc2mUQsF3DPEbUFROOgf56B/HCgJrAarg5V13ilB3Einyy2MsS4AHo8Hj8dTIYgDgUCFID58+DCTk5MV+yWTSXp6eujp6SmPmc3mihri7u5u2trahCAWCAQCQQVVFb8dHR08+uijfOpTn6qomXvggQdQVZVHHnmEnp4eBgYG2LlzJw8//DCPPfZYed5DDz3E1q1bq3lKAoFAMAtZlvDYzXjsZlaeQhyHEukKQ66JcJJDIwEGJyOl3NmTdJpeq6HZbS+l2OYK5T7NCw2jXsu17fUV6eSBWKrCTOvwSJBMvlDerqgqvWMhesdC/Hiq97DVqGfZVN/h1a1d/Oay96DIRXaPH+etkQF27CsJk1qThXg2Q65YoJhVIAuqApl0EVWC8aMaxjNZZA10X6edUwAbNFo8Fhtus7UscN1mGx5LSeh6zFYcRtOcAnUkFub5YwdwW+1kCgU+tnQVf/aejRzwj5Vek2MVdc1QSueeSER5ob9kHGbS6VnmbmBlXRMrPI10uxuxXmYtoC4X3G43t9xyC7fcckt5LBQKzWq7dLIgTqVScwriJUuWVLRdam9vF4JYIBAIrmKqnvZ8zz33EA6H2blzJ+FwmI0bN9LRMYfdK9DX10dtbS3r169n165dfO1rX6O9vb3apyQQCARnhSxLuO1m3CeJ4yOjQd44MoJOI6PRyChFBSQJRVGwmgwUFZV84URbo8sFt93Me1e08t4VrUBJ/Pf7wmUzrQNz9B5OZHK8fWyMt4+Nlceaamwsb3Gz1NuGw5rg1g/ezMHQBP/nzRc4FvaX048VVUWVgYQBbVGPrJUAmZuaFrO8xYPbZCmLXY/ZhlVvOGczxJNbWf3+6ptpc9bS5qzlrsXXABDNpDngH+Ogf4wD/nEOBybIFU+I/3Q+R8/4ED3jQ0ApjbfdWctKT8kobIXHS6PVIQwbLxA1NTXcdNNN3HTTCXfuUCg0q4bY5/NV7JdKpdi7dy979+4tj5lMpgpBvGzZMiGIBQKB4Crigrh8OBwO7rnnnjPOe/DBB9m4cSMvvvgi3/rWt04pkgUCgWAhMN2qKJXNk59KbW5wWdFrNeQKRSbCiXIro/m2NVqIyLLEosYaFjXW8NHrlgCQzOQ4PBosieGhkrt0OFnZxmg0FGc0FGfH3n6i0ShPHn2RpU213OJZTTD5OgB6rZZMPk8hl6G+2IDTYyeTK5DI5LitaQVtbuc5u2LPxXxaWTmMpgqTr3yxSF/Yz/7JUQ76xzngHyOQSpTnq6rKQDjAQDjAM73vAuAymstCeIXHy+LaOmGkdQGpqanhxhtv5MYbbyyPhcPhinTpQ4cOMT4+XrFfOp3mnXfe4Z133imPGY1GlixZUtF2qaOjA41Gc9GuRyAQCAQXh0v+ztzZ2Sl6+woEgsuCFredH2/+FKlsnuOTEb7w3R0oU67SiqJiNuj4h8/eQVtddQXcQsBi1LOuq5F1XY3AVI/XSLJcN3xwOEDvaLCiVjpfVDgwHIBhyBi1xLRRyMtIOgXiJkjrKJoVZFkilc3zhe/uAKi6Wdhn19zMkaCPz665eV7zdRoN3e4Gut0NJ641Geegv9Tz+KB/jL6wv8I4LJxJ8erQMV4dKrlo62RNyUirrlQ3vNLjndP0S1A9XC4XN9xwAzfccEN5LBKJVESIDx8+zNjYWMV+mUyGd999l3fffbc8ZjAYyhHiaVHc2dkpBLFAIBBc5lww8bt3714ee+wxenp6CIVCbNiwgXvvvbfcC1AgEAguR04WZNMpztNf2+qcLG2qvejndbGRJKncAmq693C+UOTYRJh9gxM884s3yZtsjIZKEVNbykXMGgOdgqpIEDAzkU3ii6awmw147GYkSSJbKFbdLGxFnZenf+OP0MrnJlwkSaLBaqfBaufWjm6g1ErpcGBiKlV6jIP+cRK5bHmfvFIs1xVP02hzsMLjZaXHy/I6Lx3OWmGkdYFxOp1cf/31XH/99eWxaDQ6K0I8OjpasV82m2Xfvn3s27evPKbX62fVEHd2dqLVXvI4gkAgEAjmyQVpdfS5z32O7du3V4zv3r2brVu3cvvtt/P444/P2Q5JIBAILhcqUqCnhO/lnOpcDXRaDcua3Syqd2AI9nHXXXeRyiscGvbzi32D/K/dPlR7ChJGpKweKEVVo8kMiXSOOocZg1ZzQczCzlX4ngqzTs/axlbWNk7VSasKQ9EwByZHOTCVKj1ykpHWeDzKePyEkZZZp2e5p7HUYsnjpdvdgEUYaV1wHA4H73nPe3jPe95THovFYhw+fLgiSjwyMlKxXy6XY//+/ezfv788ptfrWbRoUUUNcWdn56z2awKBQCBYGFwQw6vOzk76+vpm1fC+8MILbN26ldtuu62iib1AIBBcbsxMgZ7mSkt1rgYOs4Hrlzbjspr43mu7SFoUnIU6cOgpFIvEUtmSUVixyGgojl6rwWrUX+rTPmtkSabdWUu7s5a7l1wLQCSTKtcMH/CPcSTgqzDSSuVz7Bo7zq6xUkspSZLocLpZOSNVukEYaV0U7HY71113Hdddd115LB6Pz4oQDw8PV+yXy+U4ePAgBw8eLI/pdDoWL15cUUPc1dUlBLFAIBAsAKoqfr/zne9w77338sADD8y5fePGjWzcuJEnn3ySb3zjG/zFX/xFNQ8vEAgEFxUhdOeP2aDDLlvRTOhRkUhlczS4rNTazIyH4oSTGWRZIpMvkC8oPPN2Lx3116HXXr41lk6jeZaR1rHQZEWbpWA6WZ6vqir9YT/9YT8/OVIyZKoxWcr9hoWR1sXFZrOxYcMGNmzYUB5LJBIcOXKkwmV6aGioYr98Pj+nIJ6OEE+L4q6uLvT6y+9Bj0AgEFzOVPUd9NixY2zZsuWM8zZt2sQjjzxSzUMLBAKBYAFzKrMwvV6Dx2FBliVaPQ6SmTyyLPH0W7309E/wpY/fwJrOhkt9+lVBp9GwzNPIMk8j97AOVVWZSMZKdcOTpQhx/0lGWqF0kleGjvLK0FEA9BotS2rrpgSxlxWeRmGkdRGxWq2sW7eOdevWlceSyeScglidcR/z+Xx52zRarZaurq6KlOm2traLej0CgUBwtVFV8VtbO3+Tl7OZKxAIBILLn9OZhRl0Wv7f5z7Iq4dHeOyVAxRVleFAjM9/5+fcubaLP7pzPU6L8VKc9gVDkiQarQ4arQ5u61gGTBtpjXPAP17uO5ycYaSVKxbYP1lynZ7Ga3OWjLSm0qXbhZHWRcVisbB27VrWrl1bHkulUuUa4umU6cHBwQpBXCgUOHLkCEeOHOHHP/4xALIsYzQa2bNnDytXrmTZsmUsXrxYRIgFAoGgSlRV/LpcrnnPFTVMAoFAcHVyKrMwp9XEH35oHXes7uQbP36D/UN+AJ7v6eO1QyP8yV3r+dDariv6/aNkpNXG2sZSBFBRFY5HQuVU6YP+8VlGWmPxCGPxCDv7D5bXmE6VXlnnpdvdiFknxNPFxGw2zymIe3t7K9ouDQ4Ooign2oMVi0XGxsZ45pln+OlPfwqARqOhq6uL7u7ucsr0kiVLMBiEOZpAIBCcLVVPe47FYmd0ch4cHOTYsWPVPLRAIBAILhPOZBbW1eDiHx+8k5+83cu3frabZDZPLJ3lq0++xnM9x/jSx2+g1eO4VKd/UZElmQ6Xmw6Xmw9PGWmF00kOBsY5MFmKDPcGZxtpvT02yNtjg1NrSHS43KUWSx4vS111FRFIwcXBbDazevVqVq9eXR5Lp9MVgvjAgQMV/YahJIh7e3vp7e3lJz/5CVCKEHd2dla0XVqyZAlG45WVHSEQCATVpqrid/Pmzdx2221s3779lHUre/fu5d5772Xnzp3VPLRAIBAILiPOZBYmyxIff89Sbl7Wwv/37Nu8uG8QgL0DPn73//6E+993Dfe//5rL2hDrXHGZLNzUsoibWhYBpVTokpHWtCAeIzTDSEtRVfpCfvpCfp4+8g6qqqIkUvS8InFNQzMrPI0sqhFGWpcCk8nEqlWrWLVqFVCqDf7Rj35EV1cXfX19ZVHc399fESFWFIVjx45x7NgxnnnmGaAkiDs6OipqiBcvXozJZLok1yYQCAQLkaq+0zkcDh599FE6OjpYt24d69evx+l0AhCJRHjhhRfo7+/n8ccfp729vZqHFggEAsEViNtu5m9+8318aG0X/+snv2Y8nCBfVPjXl95h5zsDPPyJK8cQ61zRa7Qsn4rq3rv8hJHWgckxDvrH2O8fYyAcqDDSihfzvDp8jNdG+sprLKmtZ4WnkRV1Xpa7hZHWpcJgMHDttddWmGplMhmOHj1a0Xapr69vliDu6+ujr6+vnDItyzLt7e0VbZeWLFmC2Wy+6NclEAgEC4GqP+bduHEjoVCIBx54gK1bt87atmPHjln9fwUCgUAgOB3XL23mP77QwL++9E7ZEGskeGUbYp0rM420NnaWjLSSuSxHghMlsyzfKK/GD1TsUzLSGmX/5ChMbWq2u8otllZ4vLQ5a4SR1iXCaDRyzTXXcM0115THstlsWRBPi+K+vj6KxWJ5jqIo9Pf309/fz3PPPQeU/n+0t7dXtF1aunSpEMQCgeCq4ILkODmdTp544gkABgYGAITgFQgEAsF5YdRrr3pDrHPFojeUjbTy+Tw/TWlZcdN76A372T8VIR6NRyr2GYmFGYmF2dF3sLzGCk9jucWSMNK6tBgMBlauXMnKlSvLY7lcjmPHjlW0Xerr66NQOFETrqoqAwMDDAwMVAjitra2ihripUuXYrGI6L9AILiyuOAFPkL0CgQCgaCaCEOs80eWJDqcbpZ4GiuMtE60WBrjSMBHXjkRRUzmsrw1Oshbo4PlNTpdnlJkuK4kihssdvHw4RKi1+tZvnw5y5cvL49NC+LpdOlDhw5x7NixWYJ4cHCQwcFBnn/+eaAkiFtaWipqiLu7u4UgFggElzUXXPw+8sgjSJJEOBzG5XJRW1tLZ2cnTqeTW2+99UIfXiAQCARXIMIQq/q4TBZubl3Eza0njLSOBifLLZb2T44SzqTK8xVV5VhokmOhSZ4+shcAt9lakSq9qKYOnUbcg0vJqQRxf39/Rcr00aNHyedPOLCrqsrQ0BBDQ0P8/Oc/L4+3trZW1BB3d3djtVqrcq7ZbJZkMonFYhGtnAQCwQXhgovfLVu2lL9/8sknefTRR9mzZw+SJFU8dRQIBAKB4GwRhlgXDr1Gy4o6LyvqvEBJDE0kouwvi+ExBiKBirZJgVSCXx0/yq+OHy2vsdRdXxbDyz2NOI2itvRSo9fry32DP/GJTwAlp+mZgng6QpzL5Sr2nRbEO3bsKI9NR4in1+zu7j5j28uZ7N27l23btvHss8+Sz+fR6XTcfffdfOYznyk7YQsEAkE1uKh9DTZt2sSmTZu4/fbbeemlly7moQUCgUBwBTNtiPVvL73DD08yxPrQmi7++C5hiHW+SJJEo81Jo83J7Z2lKGIyl+VwYIL9/rGSu3RgnHT+hFjKFQvs842yzzdaHmu2u6bEcCMr6ppodbiEkdYCQKfTsXTpUpYuXcrHP/5xAAqFwqwIcW9v7yxBPDw8zPDwcIUgbmpqmpUyPZcg3r59O5s3byYej2M2m9HpdGSzWbZt28bTTz/Nli1b2LRp0wW9doFAcPVwSZr6bd26lcWLF1+KQwsEAoHgCsWo1/IHH1rH7ScZYv1sTx+vHx7hj+9az50nGWINB2KksidSPc0G3Rl7EAtOYNEbWOdtY523DQBFVRiIBDk4WWqxdMA/xng8WrHPtJHWz/tKttJWvaGcKr3c46Xb3SCMtBYIWq2WJUuWsGTJEj72sY8BJUE8MDBQ0XbpyJEjswTx6Ogoo6OjvPDCC+Uxr9dbIYhzuRybN28mnU7T1NRU8bvpcrnw+Xw88sgjLFq0SESABQJBVbgk4rezs1MYYQkEAoHggjBtiPXMrl7++fkThliPPvkaz88wxBoOxPj4o4/PEr8/3vwpIYDPEVmS6XJ56HJ5+MjSklgJpZPluuEDk2P0BiuNtBJzGGl1uTws93hZWVcSxPUWmzDSWiBotVoWL17M4sWL+ehHPwpAsVgsC+JpUXzkyBGy2WzFvmNjY4yNjfHiiy8CpYhxNBrF4XAQDAYxmUwYDAa0Wi2SJFFfX8/o6Cjbtm0T4lcgEFSFSyJ+oSSABQKBQCC4EMiyxMeuW8rNy1r5fz99a05DrOuWeEll8+i0GgxaDdlCkVQ2XyGGBedPjcnCLa2LuaW1lPE100jrwFS69MlGWkdDkxydYaTlMVtZPlUzvLKuiUU1HrSyMNJaKGg0GhYtWsSiRYv4yEc+ApQE8eDgYIXL9JEjR8hkMkCpB3E0GkVVVRKJBIlEomI9g8GAXq9HVVW2b9/On//5n9PQ0CAegggEgvPirMVvLBY7KxODUyH+eAkEAoHgQlNrM80yxEpm8/zzz3az7eX95PJFrEY9Rn3p7TBfKHJ8MgKIFOgLxVxGWuOJaFkI7/ePMRgJVhhp+VMJXj7ey8vHewEwaLQsdTeU+w6vrPNiN5guyfUI5kaj0dDV1UVXVxd33303UBK804J49+7ds1ouTVMsFkmlUqRSKYrFItFolDvvvLPcMaSzs5Ourq7y9zU1NRf78gQCwWXKWYvfe++9t8Ly/lyZ+aYmEAgEAsGFZNoQ63//5Nd88+k3KaoKAIqioqgKHocFWYJUNs8Xvlsy7REp0BcHSZLw2px4ZxhpJXJZDgfGOTDVYulQYKLCSCtbLPCub4R3fSPlsRa7qySqp2qHhZHWwkOW5bJgve222/jBD35ANpvFYrGQyWTIZDJks1my2WxZFKuqiizLyLJMNBplz5497Nmzp2Jdp9NZXnemMHa5XJfiMgUCwQLmrMVvf39/VQ4sIr8CgUAguJgY9Vo+eUM333txL/F0jnyxiKyRSGTyJDIRZFlCp5HJFgpoJJl4OksykzvzwoKqY9UbWO9tZ723HSgZafWHA6W6Yf8Y+yfHmEhUGmkNx8IMx8L87FjJSMtmMLLc3ciKqbrh7tp6TMJIa8FgMBi4++672bZtGy6XC4PBgMPhKG9XFIVMJsP4+DirV69m+fLl9Pf34/f7Z60ViUTo6emhp6enYtzlcs0pip1O54W+PIFAsEA5a/Hb19fHN7/5zYo/UGdLJBJh165d57y/QCAQCATnilYj01JrI1Mo4o8mKSqlTCRFUckqRbL5Ioqqoqgqf7j1edZ3NbKs2U13s5vu5lpqrCK99mIjSzKLaupYVFPHR6eMtIKpBAf84xycqh3uDfooKEp5n3g2w69HB/j16MDUGhKLaupKdcOeJlbUeamz2C7J9QhK3H///Tz99NP4fD7q6+srAiOSJBGLxXC73fyf//N/yoZXsViMgYEB+vv76e/vp6+vj/7+fgKBwKz1w+Ewu3fvZvfu3RXjNTU1FaJ4Whifz2dbgUBweXBOhlcPP/zwOactS5KEqqoi8isQCASCS0a2qGDUaWmqtZPJFUjn8mRyBbKFkgvx9HtcIp3jzd5R3uw90ae2wWmhu8nNshY3y5rdLG2qxWzQXZLruJqpNVt5b9ti3tt2wkirN+gr1w0f9I8TOclIqzfoozfo48eH9wIlI63pyPBKj5cuYaR1UVm9ejVbtmzhkUceYXR0tNznN5/Pk0qlsNlsbNmypcLp2W63s2rVqlnuz7FYrCyIZwrjYDA467ihUIhQKDQrEFNTU0NXVxcdHR3lKHFXV1dVvG4EAsHC4KzFr9PpZPPmzeeVMhIOh9m8efM57y8QCAQCwblgNugwG3SksnnyU+7ODS4rNTYTuUKR8VAcrUYmX1BQAZtJT76oVKwxEUkyEUnyywPHAZCAtjpHhSDuanCh1woRdTHRa7SsrGtiZV0T91F6gDEWj3BgRqr08ehsI61fDvbyy8FKI62VHi/L67ys8DQKI60LzKZNm1i0aBHbtm3j2WefJZfLYTQa2bRpE/fff/+8WxzZ7XZWr17N6tWrK8ZjsRh9fX0MDAyUo8R9fX2EQqFZa0yL4rfffrtivLa2lo6OjnJN8pIlS+js7BSiWCC4DDlr8dvZ2cmXvvSl8z7w448/ft5rCAQCgUBwNrS47fx486dIZfMcn4zwhe/uQJmR9mwx6vmHz95BW50Ts0FHc62N8XCCQ8MBDo0EODwa4MhokEz+RJ9aFRicjDI4GeVne/oA0GlkuhpcLGt2l1Om2zwOZFlkPV0sJEmiye6iye7ijq6SkVY8l+Gwf2IqMjzGIf846cKJ1lZzGWm1OmpY7mlkhaeJlXVemu1OYaRVZaYjuV/5yldIJpNYLBYMBkNV1rbb7axZs4Y1a9ZUjEej0VmiuL+/f05RHAwGCQQCRKNR9u3bV85edLvdc9YU22winV4gWKictfi97777qnLgaq0jEAgEAsHZcLJ783Sq8/TXtjonS5tqy9u9NTa8NTZuW9UBQFFRGJyMcmgkwKHhkiDuGw9TnBFRzBcVDo8GOTwa5Ee/PgKASa9laVNtWRAva3ZT77SIMqCLiE1vZENTOxua2oHSvRyIBMptlg74x2cZaQ1FQwxFQxVGWidaLDWxtLYeo1akvVcDg8FQNdF7JhwOB2vXrmXt2rUV45FIZFbq9KlEcSAQIBAI8NZbb1WMezyeWanTHR0dQhQLBAuAsxa/1Yj6VnMdgUAgEAjOhZNToGeOnQ6NXIrqdjW4+PD6Ur1pNl/g6HiYwyOlCPGhkQDDgVjFfulcgb0DPvYO+MpjTouhFBlucrO8pRQhdlqMVb5SwanQyCeMtD62dDUAgVSCg1Mtlg76xzkamm2k9ebIAG+ODJxYw1U3FR0u9Rz2CCOtyxan0zmnKJ6cnOT73/8+Xq+XoaGhsiiORCKz1vD7/fj9HQYFNwAAP89JREFU/lmiuK6urkIUT7+sVuuFvCSBQDCDczK8EggEAoHgcmdmCvQ0ZoPunPr6GnRaVrZ6WNnqKY/F01mOjAY5PBIsC2J/LFWxXySZ5Y0jo7xx5IShVqPLOiWIa1nW4maJVxhqXUzcJxlpZQtTRlpTdcMH/WNEs+ny/KKicCQ4wZHgBD86XOo/67HYSnXDU2K40+UWRlqXOS6Xi0WLFnHXXXeh0534fQyFQnMabUWj0VlrTE5OMjk5ya9//euK8bq6ulmp052dnVgslgt+XQLB1YYQvwKBQCC4ajkXoTtfbCYD6xd5Wb/IWx4LxFIcHg1W1BDH05W9hMfDCcbDCV7aNwiUWvS0euwsb/GUBXFXvQudMNS6KBi0Wq6pb+Ka+iagZKQ1Go/MSJUeYzBS6SjsT8b5RfIIvxgspbwbtTqW1tazsq6JFR4vyz2N2Awiwn8lUFNTQ01NDevXry+PqapKOBye02grFovNWmNaFL/55psV4/X19XOKYrPZfMGvSyC4UhHiVyAQCASCi4TbbuZmu5mbl7UAU47EoXg5MnxoOEDvWKhcfwylFj3ThlrP7T4GlAy1FjXWzDDUqqXVLQy1LgaSJNFsd9Fsd/HBrhVAKRX6UGB8KjI8zuFApZFWppDnHd8I78ww0mpz1JZSpetKbZaa7a6Lfi2CC4MkSWVRvGHDhvK4qqqEQqE5jbbmEsU+nw+fz8cbb7xRMd7Q0DDLaKujo0OIYoFgHgjxKxAIBALBJUKSJJpq7TTV2tm4qhOYMmHyRUqR4ZEgB4f99PsiKCcZak0L5mnMBt1Jhlq11DmEodbFwGYwcl1TB9c1nTBF648EypHhA/4xfIlKcXM8GuR4NMjzx/YDYDeY6K6tpxD10zw5yor6JmGkdYUhSRK1tbXU1tZy3XXXlcdVVSUYDM5ptBWPx2etMzExwcTEBK+//nrFeGNj4yyjrfb2diGKBYIZCPErEAgEAsECQiOXorqLGmv4yFTQKJsvcHQsxMGRwJSpVpCRYKWYSmXz7OmfYE//RHnMZTGWhHDLdA2xB7NOtOm50GhkmcU1dSyuqePj3auBUir0wamewwf8YxwNTVKcYaQVy6b59egA0WiU3S88iVajYZGrjhVT/YZXeISR1pWKJEm43W7cbvcsURwIBOYUxYlEYtY64+PjjI+PzxLFXq93ltFWR0cHJpPoYS24+hDiVyAQCASCBY5Bp2VlWx0r2+rKY7FUlt6xIAeHS4L48GhwlqFWOJnh9SMjvH7kRLptg9OCLhMh7jjINW0NLGmqwaQXEcYLjcdi430WG+9rXwKUjLSOBCemaodLojiaOXH/ZhppPXWoNFZnsZeE8FSqdKfLg0YWDzOuVCRJwuPx4PF4eM973lMeV1UVv98/p9FWMpmctc7Y2BhjY2O89tprFeNer3dWTXFHRwdGo6hHF1y5CPErEAgEAsFliN0821DLH0tVtFs6PBIkkZltqBWNJhn6+R4kSUKWJNrrHHTP6D/c1eBCqxGi6kJi0Gq5tr6Za+ubgZKgGQz5+Y+fPYOprYkjId8sI63JZIzJZKzCSKvb3VBusbTMLYy0rgYkSaKuro66ujquv/768vi0KJ7LaCuVSs1aZ1oUv/rqqxVrNzY2VqROd3Z20t7eLkSx4IpAiF+BQCAQCK4QPHYznuWt3LK8FSh9GB4Jxqciw4FylHgmiqrS74vQ74uUDbX0GpnF3poKQdxcaxeGWheQaSOt1VY3d73nNnQ6HfFspiJV+nBggsxJRlp7J4bZOzFcHmt31rLc4y0L4iabU9R9XyXMFMU33HBDeVxVVSYnJ+c02jpZFKuqWhbFr7zySsXaXq+3InV6uqbYYDBctGsUCM4XIX4FAoFAILhCkSSJFredFred21eXDLXSmSz//sRPqF+0gqMTEQ4NB2YZauWKCgeGAxwYrjTU6p4y1OpudrO8xY3HbhbC6gJiMxh5T3MH72k+YaTVF/bPaLM0zmSysvZ7MBJkMBLkuaP7gJKR1gqPlxV1pbrhpbUNGLTi49/VhCRJ1NfXU19fz4033lgeV1UVn883K3V6YGBgTlE8OjrK6Ogov/rVryrWbmpqqogST4tivV5/0a5RIJgv4q+fQCAQCARXEVqNTKNdz13rF6PTlWp9M7kCR8dDpf7Do6WU6dFgpctsKpunp3+CnhmGWjVW44x2S6WvdrOIAl0oNLLMktp6ltTW84nuNUDJSKsUGR7nwOQYx8KzjbTeGOnjjZG+8hqLa+rKkeHlHi9us/WSXI/g0iJJEg0NDTQ0NMwSxRMTE7NSpwcGBkin0xVrqKrKyMgIIyMjFaJYluVZong6fVqIYsGl5KoTv//yL//CE088gdPpBKCzs5Ovfe1rl/akBAKBQCC4hBj1Wq5pq+Oakwy1jowGT/QgHgkQjFd+8A0lMrx2eITXDp8w1GqqsdHdVMvyFg/dzbUs8dZi1F91HzcuGh6LjfdblvL+9qVAKRX6SNBX0WYpns2U5xcVhcOBCQ4HJnjyUA8A9VZ7KTrs8bKizkun0y2MtK5iput+GxsbK0SxoiizRPH0K5PJVKyhKArDw8MMDw/z8ssvl8dlWaa5uXmW0VZbW5sQxYKLwlXzbhSJRLjttttYv349O3fuLI/39/fz5S9/WQhggUAgEAhmYDcb2LDYy4bFJwy1JqNJDo8EZxhqBUhm8xX7jYbijIbivLhvEABZkuiod061WipFhzvrhaHWhcKo1bGqvplVM4y0RmJh9k+lSh/0j3M8Wmmk5UvE8CVivDRwGACTVke3u5HlnsaSkZanEZtemB1d7ciyjNfrxev1ctNNN5XHp0Xxye2YBgYG5hTFQ0NDDA0N8ctf/rJi7ebm5llGW62trUIUC6rKVSN+b7vtNjZu3DhL5D700EPs2rVLiF+BQCAQCM5AncNCncPCe1eUDLUURWU0FOfQsL8khkeD9I4GyRVPpN0qqkrfRJi+iTDPzjDUWtJUW64hXtbioanGJgy1LgCSJNHiqKHFUcOdi1YCEM9mOOAvCeH9k6McDkyQLRbK+6QLefZMDLFnYqi8RpujphwZXuERRlqCE8wUxTfffHN5XFEUxsfH5xTF2Wy2Yo2ZovgXv/hFxdotLS2zjLZaW1vLZRsCwdlwVYjfr3/96/T3988pcJ1OJ+vXr78EZyUQCAQCweWNLJ8w1LpjTRcAhaJCvy9cig4PlwTxwByGWvuH/Owf8pfHLAZdhbt0d3MtdQ7LRb+mqwGbwcj1zZ1c31wyQSsoRfpCfg74xznoH2O/fwx/8kTNt6qqZSOtZ6eMtBwGE8un6oZXeLwsqa0XRlqCCqbrfpuamrjlllvK44qiMDY2NqfRVi5X2ZpNURSOHz/O8ePHeemllyrWbm1trRDDExMT5PN5IYoFp+Wq+Cv16KOP8uCDD8657YknnrjIZyMQCAQCwZWLViOzxFuq9f3YdaU61HQuz9GxEIdHghwc9nN4NMhoqNJQK5nNs7tvnN194+WxWpupQgx3NwlDrQuBVtaw1N3AUncDn1xWMtKaTMbLdcMH/eMcDfkqHmBETzLS0soyi2vqy5HhFZ5GaoWRlmAOplOcm5ubee9731seVxSF0dHRWUZbg4ODc4riwcFBBgcHeemll1BVlWg0yne/+13a2tpmGW21traiFQ9nBFwF4nf79u1EIhHuu+++S30qAoFAIBBclZj0Oq5tr+fa9vryWDSVLfUfnmGoFUpU1gcG42lePTTMq4dO9LFtqrWVBHGTm2UtbhY31ghDrQtAncVGXcdSPtAx9QAjnysZafnHODjlLj3TSKugKBwKjHMoMM52dgPQYHWwwtNYFsQdwkhLcBqmU5xbWlpmieKRkZFZRltzieJiscjAwAADAwO8+OKL5XGNRlMWxTOFcUtLixDFVxlX/N1+7LHHAFi7di0APT097Nq1i/Xr15fHBAKBQCAQXFwcZgPvWdLEe5Y0AaXUWn8sxcHhkiA+POU0nTrZUCsYZzQY54V3BoCSoVZnvZNlLW66m6YMtRqcQmRVGZNOz+qGFlY3tACgqArD0XCpxZJ/lIP+cYaioYp9JhJRJhJRXpw20tLpWeZuKDtLL/M0YtXPL5KfzGVJ5XNnnGfW6bHMc03B5cF0inNrayvve9/7yuPFYpHR0VH6+/s5evQoO3bsQJZlhoaGyOcr/24Ui8WyaJ6JVqultbV1ltFWc3OzEMVXKFf8Xe3p6Sl///Wvf521a9fy4IMP0tPTw+23386Xv/xlNm7ceNo1stlsRWF+LFZqKJ/P52f9cp0t0/uf7zqC6iPuzcJG3J+Fi7g3C5uFfH9cZj03LfVy09KSw7SiqIyE4mUxfGQ0xNHxEPkZhlpFVeXoeGn8J/QCoNdqWNzooruplu7mWpZ6a2mutS14g6aFfG/mwmux47XYuX2qzVI0k+ZQcIJDgXEO+MfpDfoqjLRSuSy7x46ze+w4MGWkZa9huaeRFZ5Glrkb8Vods+6Toip87If/SDiTOuM5uYxmnv2NP0aWqvvw43K7N1cL0y2ZrrvuOurq6rj99tuRZbkcKZ6OFg8MDMwpivP5PH19ffT19VWMT4vi6UhxR0dHWRRrNJqLeYmXPRfrd2e+60uqOqOA4wrE5XIB8LWvfW1W3W8kEqGjo4MnnnjitAL4b/7mb/jbv/3bWeM/+MEPMJvN1T1hgUAgEAgEp6SgqEwmcoxGcwxHs4xGs0wm8pzpw4xJK+N16Gl2GGh2GGiy67Ebr/gYwCWlqKr4cimGs0lGsgmGs0lixdNHby0aLc0GKy0GCy0GK416M1pJ5t8netmV8GPTnNrMKF7Ms97q4XcallT7UgRXAMVikUAggM/nw+fzMTExwcTEBH6/n2KxOK81tFotHo+H+vp6Ghoayq+ampqqieJ8Pk8mk8FoNArzrrMglUrx6U9/mmg0it1uP+W8K178Tj89fOKJJ7jnnntmbb/33nvp6emZ9cRnJnNFfltaWggEAqf94c6HfD7Pzp07uf3228V/8AWGuDcLG3F/Fi7i3ixsrsT7k8rmOTYe5vBosPwaDyfOuJ/bZqK7qZalTbUsay6ZdNlMl66n6JV4b05mMhnnYGCcg/5xDgbG6Qv7K4y0TqZkpFWHy2jmycN7MGv1OIymWfMSuSx5pcj3PvzbrKzzzrHS+XE13JvLmfO5P4VCoRwpnulAPTw8TKFQOPMCgF6vp7W1lY6ODrq6uujo6KCjo4Pm5mbkeZZg7N27l//6r//iueeeK7tW33XXXXz6059m1apVZ3VNC4mL9bsTi8Vwu91nFL9X/CNPp9NJJBI5ZWT39ttvZ/v27fT09JyyBthgMGAwzK4f0el0VbuJ1VxLUF3EvVnYiPuzcBH3ZmFzJd0fh07HusVm1i1uKo9FkpkTtcPDJUOtcPIkQ61EhteOjPLakdHyWHOtnWXNtXQ3u1ne7GaxtwaD7uJ+XLqS7s3JNDlraHLWcPuiFQCkpoy0DvrHyu7SidyJgENRVTkc9JW/H01ECGWSmHV6jFodOo0WnSQTz2W4c9FK1jS1XdDzv5LvzZXAudwfnU7H4sWLWbx4ccV4oVBgeHi4okdxf38/x48fnxUpnpk+/cILL5TH9Xo97e3tFUZbc4ni7du3s3nzZuLxOGazGZ1ORy6X4wc/+AHPPPMMW7ZsYdOmTefwE1k4XOjfnfmufcWL35qaGiKRCE6n85TbAXbt2iUMsAQCgUAguEJwWoxcv7SZ65c2AyVDrcloquwsfWjKaTqdq4zsjARjjARj7Jwy1NJIEh31Tpa3eOhurmVZs5uOemGoVS3MOj1rGlpYM8NIaygannKULgni4VgYgFqThXg2Q7ZQoKAoxKbcpouKAhIcDU3y8M4nabI78dqceG0OmmwuGq0O0YNYcNZotdpyBPe2224rj+fz+bIonimMh4aGZoniXC5Hb28vvb29FePTorirqwutVsu3v/1tisUiTU1NFTXvLpcLn8/HI488wqJFiy7rCPBC4Yr/S7B27dpZzm5zEYlELvzJCAQCgUAguCRIkkS900K908L7V5aig4qiMhyIVQjiY3MYah2bCHNsIsxP3i6NGXUaFjfWsKzFXe5D7K1Z+IZalwOyJNPurKXdWctdi68BSkZa0y2WvrvnNQYiAWRVRZIkVFVFQcWuN5HK59g9fpzd48dnresxW/HanDTZXVOieFogOzHrLl2qu+DyQ6fTlSO5M5kWxTN7FE+LYkVRKubOFMXDw8OEQiF0Oh3xeLyccep0OjGbzdTX1zM6Osq2bduE+K0CV7z43bBhQ7nX71zR31CoZMsvor4CgUAgEFxdyLJEW52DtjoHH1rbBUC+UKTPF+bQcCll+uCwn+OT0QpDrUy+yL4hP/uG/OUxm0lfbrVUartUi9suTDGrgcNo4saWLm5s6eK6pg5+58f/igroZJl4NkOuWGRdYyuJ07RD8qcS+FMJ3vGNzNrmMpppsjtptDppsjtpsjnL4thmMF7gqxNcKZxKFOdyuQpRPC2Mp2uKo9EosiyXH+ZkMhkymQwWiwUoPbgzm808++yzfOUrX5mzFFMwf6548XvPPffw5S9/mRdeeGFOw6tpo6v169df7FMTCAQCgUCwwNBpNXQ3lXoGT5PK5ukdC5YF8aGRwCxDrXg6x9vHxnj72Fh5zGM3lyPD3VN1xFajiDKeD9fWN/OB9qU8f+wANVY7iVyOj3dfw//64KdQVZVYNsNoPMxoPMJYPMpYPMJYPMJoLEI0m55zzXAmRTiTYv/k/7+9u4tt40zvBf4nRVHf1EiiJEuW7JiMkzgfmyzlAN1ugNMiZD+yB0WBiE5R5OC0WEQCChzsnVhftQUKeKW73hyAFBbnJijgFQ+wKbBtd8X066LbrS3uJieb2O5yIkuWJeuDHJISJZIi51xQQ3NEUiIpfvP/AwTFM+RwxJczbx6+7/s8T7P29XV0YrxXwKWePgSkp9B//RWuCEaM9/VD6OzmaD+dS6/Xw2w2w2w2q7bHYjF8/vnn+IM/+AMkEgloNBpEo1HEYqkvcDKDXGUN8MHBAYPfC2r64NdkMmF6ehp3797NGfy63W7Mzc3lXRNMREREra27ox1vXbuEt65dSm8L7B/h4cYuvlzfxYONXTx4speVUGsnFMHOl2v4ty/X0tsmjYaMgNiIl8YHodexbmgx/uSt38S/rD7Cs4MQunTt+NO3vg0gNULW39mF/s4uvDqcnfE5HDvCZjiIjZCEp/snQXFYwtOQhL3Dg5yvFY4e4WF0Cw92NxEMBvHZz5bTAW9Xuz49hTo1UjyQWm/c24+h7p6y1xqm5qLX6/HGG2+gv78f0Wg0nYdIlmXEYjHo9c+/KIvH4+js7EyPBlPpmj74BYDFxUVMTU3B5XKpav3a7XaYTCbMz8/X8OyIiIio0Qz0ZifUeiYdqNYPP9zYy0qotb4bwvpuCD/9ZSofSZtGA/PYAF65bMRL4wPYCseQTDZ1FcoL+8boBH7rhZfwycPP8Lvm1/DG6OXznwSgT9+JvqFOvDQ0mrXvMB7D0/2TkeKQhKf7qSB5IyxhJxJGrsqgh/EYfP4d+Pw7Wfv0bTqM9/Wn1hlnTKMeNwgY7eljYEwAUqO73/nOd/Dxxx9jYGAAGo0GGo1GNboryzIikQjef/99jvqWQUsEv4IgYGVlBQ6HA3a7HUAqwZXdblcFw0RERESl0Gg0uDTQi0sDvfjtN14AkEqo9XgnmC659OX6DnxbgayEWo+e+vHoqR+yLCMYDOKHj+6mRoYz1hCPDfRyim2G737zHTzce4bvfvOdshyvq10P88AwzAPDWftiiWM8Cezh/y7/I668fgPPIvvpUeOt/WDOOsWxxDFWpT2sSntZ+3RaLS71qpNuXe5LrTce7TGgvY0zAVrJhx9+iE8++QTPnj3D6Oio6jqXZRnPnj1DX18fPvzwwxqeZfNoieAXSAXATqez1qdBRERELUKrTZVJujYq4PenXgQAxI4T8G0F0qWWvnqym5VQKxpP4LPVbXy2up3eZujqSCfSemXCiFcnjRjs7aryX1Q/XhsZxyd/9GfQaSsfKOrbdJjsH8RL3QLee+Wbqnqix8kEtg/C6VFiJSjePFlvHE8mso53nEziSSiAJyclnDJpNRqM9BhOAuOTkWODwJJNTeytt97C97//ffz5n/85NjY20nV+4/E4IpEI+vr68P3vf5+ZnsuEVxARERFRleh1bek1vwolodb/W32Gv/+3/0SsowfboYjqeaHDKH7+aAM/f7SR3jbS361aP/zK5SH0tFBCrWoEvoWcgzJ6+/apfUk5iZ2D/XRQ/PQkCZfy76PjeNbxkrKMrf0gtvaDWNnMfr3h7l6MZYwUs2RTc3j//ffx4osv4uOPP8aPf/xjxGIxdHZ24v3338eHH37IwLeMGPwSERER1ZCSUOu1iSEYQqt47733EI4e4+FGKsO0soY4GImqnrcdjGA7uIZ//VUqoZYGJwm1Jp8HxNfHmFCrVrQaLUZ7DRjtNcAydkW1T5Zl+A8PsHFqpHgjLOFJKHBuyabP85RsSk+jZsmmhvPmm2/izTffxF//9V/j4OAAPT09XONbAQx+iYiIiOrMYG8XvvXyBL6VkVBrK7B/snb4eUKto/jzhFoygLXdENZ2Q/jJL1IJtXRaDcyXBtNTpm9MGPHCiACtluuHa0mj0WCouxdD3b34xuiEat9FSzb9aid/yabLBmWk+HmWapZsqi8dHR0MeiuIwS8RERFRndNoNBgb7MPYYF9WQi1lZPjBk138etOP44xs0cdJGQ+f7uHh0+eJlzrbdXj58hBuTAylp01fYkKtulFoyaZ0qaYiSjY93NvK2pdZsmk8Y7T4cp/Akk3UdBj8EhERETWgzIRa72Uk1Pr1pj8jIN7D2o46odZR/BifrT7DZ6vP0tv6uzvwykkgnJoyPdTSCbXq2Xklmzb3g+lguFwlm8Z6T02lNggY6e5Dm5aBMTUWBr9ERERETUKva8Ork8N4dfJ5yZ6Doxgebuylyy09eLKHZ0H1CGEwkp1Qa7S/J11q6caEES9fHkJ3RzuofnW162EaGIYpT8mmrf1Qap1xKKCaTr15gZJNz+sZD7BkE9U9Br9ERERETaynUw+LeQwW81h6m3//EF+tp+oPf/VkF1+t7yJ0qE6o9Sx4gGfBA/zLrx4DSCXUujLcnx4ZfnVyGOZLA0yo1SD0bTpc6R/Elf7BrH25SjZlBsellmxSTac2CBjvFTDW149OHb9Eodpg8EtERETUYgZ7u/DtG5P49o1JAM8Tan25vosHG7v46slezoRaj3eCeLwTxD/+wgcglVDrxbHBdHbpGxNGXB3uZ0KtBlPJkk3ezbWs/adLNo33pqZSj/f2o0fPZE9UOQx+iYiIiFpcZkKtd9+8BiCVUGt1W1KtH/71ph8JWZ1Q68HJlGr8/CEAoEuvw0vjQ3h18vka4lGhhwm1GlShJZtUWalPfg5i0ZzHLLRk03hf/8la49SUapZsooti8EtEREREWbRaDUyXBmC6NIDv3LwOIJVQ6782/XjwZDc1SvxkF2u7IdXzDmPZCbWEng68ctmYXkP8ymUjBnoZyDS6Qko2ZQbD5SrZlF5nfJKEa6SrN2cyL6LTGPwSERERUUH0uja8NjmM1yaH8f63Utv2lYRaJyPEXz3ZxXYwonqedBDFfzzawH9kJNQaG+hN1x6+MWnES+NMqNVMMks23Rgey9q/H4ti81RgXGrJJlmWcRgO48f/EMJlw0A6KFZGkI0s2UQnGPwSERERUcl6O/WYMo9hKiOh1l74MF17WAmIw4cx1fM2A/vYDOzjn794nlDr6kh/RrklI168NID2CybUWt8NIRJ9vi61u6Mdk0bDhY5JF9er78D1oVFcL6Jk09N9CdsHuUs2xZJJ+AI7EKXdrH25SjYpybhGegws2dRCGPwSERERUVkN9XXhnRuTeCcjodZmYB9frT8Phh893cNR/HkWYRnA6nYQq9tB/IM3lVCrvU37PKHW5SHcmDTiirHwhFrruyH84Z0fZgW/P7p9iwFwHSu2ZNNGyA/vwUPIGg1yTX4+q2RTm1aLsYySTeN9z+sZX+rtL2vJpoNYFJF47NzHdbfrmfirQhj8EhEREVFFaTQajA/2YTwjoVYimcTqdjBdaumrJ7sQtwKqhFrxRDIdLCu69Dq8ogTDE0a8OmnESH/uhFqRaByRaBztujZ06NoQPU6kt1FjylWyKR6P4+8jf4/f+b3fRSB2VFTJpkSBJZuUoFj5XWzJpqScxB/e/d/wH0bOfexgVzd+8uH3OFW7Ahj8EhEREVHVtWm1MF8agPnSAP77SUKtaPwY/7UZwFdPdvDgSaoG8XqOhFq/ELfwC/H5us+Bns50/eEbE0b0demha2vD420JANCha0OnPvW/vfHjRHo7p0A3l0JLNm2m1xmXp2RTagp1KiN1vpJNWo0Wb4xcxt89+gxDXb3INXdBBrB3uI//dvU6A98KYfBLRERERHWho12H168M4/Urz6e7hg+jeLixly639NWTXeyE1KNngYMj/PvDJ/j3h08QO07g15t+aDQatLdpIcup6dN6XRu0Wg0i0Ti+94OfAuAU6FaSWbIJeUo2ZQbDFy3ZJHR2p0eIlXrGv/XCy/inrx9ChoxefXa283DsCAZ9F/70rW+X54+mLAx+iYiIiKhu9XV14OaL47j54nh6224oggcbe/hyPTVC/GDjeUKtZFJGUpahkWXETqZQK8m12tu0aNNqcBQ/hgZALJ7Axl4IE0N9rEPcwjJLNr0xelm1T5ZlhDOmUmcGx0/DQUhHuacxS0cRSDlKNkWOY3h2cISedj30Oh3atW3o0Xegs02HcDSK33/xtaxzoPJh8EtEREREDcVo6MY7hm5VQq2NvTAebOziX3/1GK6fBJFMyjg9tzSeSCKeABBPICmnguT/tfgTDPR24upwP66O9OPqcD+uDKd+TwwZoGvj9NNWptFoYOjogmG48JJNyjrj3ch+1uOHunoQjh4hEo8hmjhOv8ZxMoEuXTtHfSuMwS8RERERNTSNRoMJowETRgMmjf1w//sDtJ8ErfFEEseJJKLxBGLHCcQTqaRHmeVyDmPHeLCxhwcb6mzAbRoNxof6MDnUh/C2H5pLPpjHh3DFaEBfF7PxUvElm56GJUTiMTw7CEEry6np+VotR32rhMEvERERETWN7o52dHe0pzM6R6JxXBrohV7Xhlj8ODX9WdeGRCIJjUYDi3kMgf1DbAX2s8rkJGQZ67shrO0EEQyG8Ln/P9LTowd7O9MjxMqI8dXhfgwbegouxUTNLV/Jpv/xjSf4nz/6P9BAA72uDfFEkqO+VcLgl4iIiIiaxqTRgB/dvoVINI7H2xK+94OfpqZAA0jKQE+nHn/z3d/B1RFBle35KHacDnQf7wRVv6PH2SVy/PtH8O8f4ZdfP1Nt72xvw5WMqdPKz4TRAL2ufDVjqXF9Y3QCv/3Cy/iHX/8KQmcXNo9CHPWtEga/RERERNRUTmdvVoJX5ffVEQEvXx5SPaZTr8P18UFcHx9UbU8mZTzZlXD37/4Rl6+/hg3/QTooDhwcZb32UTyBR0/9ePTUr9qu1WgwNtCLK8OGk9FiIb2+uL+bU6hbzZ+89Zv4l9VHeHYQ4qhvFTH4JSIiIqKmlDkFOn4S+CrbCqXVpoLWl4a78d5v3kB7+/PnhiLR9AixEhCv7gSx6d9HUlZPok7KMjb8YWz4w/jZww3Vvv7uDrww8ny0+MpwP14Y7seo0Msp1E3qG6MT+K0XXsInDz/D75o56lstDH6JiIiIqCllToFWZE51vihDdwdevzqC16+OqLbHjhPY2AunguJt6SQwDuHxThBH8eOs4wQjUXy2uo3PVrdV2/VtWkyeCoivDPdj0mhAp57/G9/ovvvNd/Bw7xm++813an0qLYNXDRERERE1rXIFusXQ69pwbVTAtVEBwNX0dlmWsR2MZK0rfrwTxF74MOs4sUQSvq0AfFuBrH2XhJ6TqdMG1YjxQE8naxY3iNdGxvHJH/0ZdFquBa8WBr9ERERERFWg0WgwKvRgVOjB29fHVfv2j2JYOxkhXt2W0oHxxl4YCfl0HmpgSzrAlnSAnz9ST6Hu69KrahUrv8cHe9GmZc3iesPAt7oY/BIRERER1Vhvpx6vTg7j1Ul1WZzjRDI9hXrt1NrizOncivBhDF+s7eCLtR3Vdp02VQs5V2BczBpookbG4JeIiIiIqE7p2rSpOsIj/artsixjL3yomjqtBMbbwUjWcY6TMla3g1jdDmbtGzZ0ZwTEBrwwIuDKcD+MfV2cQk1NhcEvEREREVGD0Wg0MBq6YTR0w2IeU+2LRONY2w1ibTuIxzvPaxc/2QshnkhmHWsnFMFOKIIV36Zqe5de9zzZVkY26suDfWhnzWJqQAx+iYiIiIiaSHdHO165bMQrl42q7YlkEpv+fdXUaSUwDh/Gso5zGDvGg409PNjYU21v02gwPtSnmjp9daQfV4wG9HWxZjHVLwa/REREREQtoE2rxYTRgAmjAd++MZneLssypIPoSUCsJNtKjRhvBfZxOt1WQpaxvhvC+m4I+GpdtW+wt1MVEF89+e9hQw9rFlPNMfglIiIiImphGo0GA72dGOjtxJvXRlX7jmLHWN8NZZVnWtsJIpZjCrV//wj+/SP88utnqu2d7W24kjlSfPIzYTRAzynUVCUMfomIiIiIKKdOvQ7XxwdxfXxQtT2ZlPFMUqZQh1QJtwIHR1nHOYon8OipH4+e+lXbtRoNxgZ6cWXYcDJaLKSnU/d3cwo1lReDXyIiIiIiKopWq8HYYB/GBvvwGy+r94UiUVUWamV98aZ/H8lTNYuTsowNfxgb/jB+9lBds7i/u0OVaOvKcD9eGO7HqNDLKdRUEga/RERERERUNobuDrx+dQSvXx1RbY8dJ9I1ix9vS6pR46P4cdZxgpEoPlvdxmer26rt+jYtJjMC4onBHmyGYjiKHaO9nTWLKT8Gv0REREREVHF6XRuujQq4NioAuJreLssytoORrHXFj3eC2AsfZh0nlkjCtxWAbyuQfn4wGMTHX97F2EDvydRpg2rEeKCnkzWLicEvERERERHVjkajwajQg1GhB29fH1ft2z+KYe1khHh1W0oHxht7YSTk03mogS3pAFvSAX7+SD2Fuq9LryrNpPweH+xFm1Zb0b+P6geDXyIiIiIiqku9nXq8OjmMVyeHVduPE8n0FOqvt/z49Gf30SEMYW0vjEg0nnWc8GEMX6zt4Iu1HdV2nVaDCaMhZ2Dc3cEp1M2GwS8RERERETUUXZs2VUd4pB/femkMwv5jvPfe70Gn02EvfKiaOq1Mpd4ORrKOc5yUsbodxOp2MGvfsKE7IyA24IURAVeG+2Hs6+IU6gbF4JeIiIiIiJqCRqOB0dANo6EbFvOYal8kGsfabhBr20E83nleu/jJXgjxHDWLd0IR7IQiWPFtqrZ36XXPs09nZKO+PNiHdtYsrmsMfomIiIiIqOl1d7TjlctGvHLZqNqeSCax6d9XlWVSAuPwYSzrOIexYzzY2MODjT3V9jaNBuNDfaqp01dH+nHFaEBfF2sW1wMGv0RERERE1LLatFpMGA2YMBrw7RuT6e2yLEM6iOLxjpSRhTo1YrwV2MfpdFsJWcb6bgjruyHgq3XVvsHeTlVAfPXkv4cNPaxZXEUMfomIiIiIiE7RaDQY6O3EQO8lvHXtkmrfUewY67uhrPJMaztBxHJMofbvH8G/f4Rffv1Mtb2zvQ1XMkeKT34mjAboOYW67Bj8EhERERERFaFTr8P18UFcHx9UbU8mZTyTlCnUIVXCrcDBUdZxjuIJPHrqx6OnftV2rUaDsYFeXBk2nIwWC+np1P3dnEJdKga/REREREREZaDVajA22IexwT78xsvqfcFIFOuZWai3g3i8G8Smfx/JUzWLk7KMDX8YG/4wfvZQXbO4v7tDNX1aGTW+JPRWZAr1+m5IVT6qu6Mdk0ZD2V+nGhj8EhERERERVVh/dwf6r47g9asjqu2x4wQ29sJY3ZYypk+nRo2P4sdZxwlGovj88TY+f7yt2q5v02Iyo1bxCye/J40GdOpLC/vWd0P4wzs/zAp+f3T7VkMGwAx+iYiIiIiIakSva8O1UQHXRgXVdlmWsR2MqNYTK5mo98KHWceJJZLwbQXg2wpk7bsk9GSVZroy3I+Bns4zaxZHonFEonG069rQoWtD9DiR3taIGPwSERERERHVGY1Gg1GhB6NCD96+Pq7at38Uw9rJCHHmiPHGXhgJ+XQeamBLOsCWdID//K+nqu19XXrV1GnldyKZRDSewONtCQDQoWtLjx7Hj59vb7Qp0Ax+iYiIiIiIGkhvpx6vTg7j1clh1fbjRBIbe+GsDNSrO8Gco7Xhwxi+WNvBF2s76W2x4wR8mwFoNICuTYtkUlaNDkeicXzvBz8F0HhToBn8EhERERERNQFdmzaVCGukX7VdlmXshQ/TAXFmFurtYET12GRSRkJOQiMjnYhrJ3iAHQA9ne24NNCLZFJuyCnQDH6JiIiIiIiamEajgdHQDaOhGxbzmGpfJBrH2m4Qa9tBPN4J4ZfiFla3JcgycHo5sF7Xpqo/HD9OVOP0y4bBLxERERERUYvq7mjHK5eNeOWyEQDwcGMP//TFKtrbtNBqNDhOJiHLQPQ4ge4OPWLHifTIb6Nh8EtEREREREQAUsFwd0d7ejpzJBrHpYFeDOraEDtOYCuwj+6OdtVjGwWDXyIiIiIiIgIATBoN+NHtW4hE43i8LeF7P/gpksnU2t9kUkZ3Rzv+5ru/g6sjArM9ExERERERUeM6HdAqU5yV31dHBLx8eajq53VRDH6JiIiIiIgoS+YUaCW5VaNNdc7E4JeIiIiIiIiyZE6BVjTaVOdM2lqfQDW4XC7YbDa43W5IkgQAEEURbrcbdrsdXq+3tidIRERERERUhyaNBrx8eSj906iBL9AiI7+SJMHj8cDj8ai2C4KATz/9FBaLpUZnRkRERERERNXQEsEvADidTvh8PoiiiMHBQUxNTWFmZqbWp0VERERERERV0DLB761btyAIQq1Pg4iIiIiIiGqgJdb8EhERERERUWtj8EtERERERERNr+WCX6/XC5fLxQzPRERERERELaRl1vx6PB74/X7cvHkTMzMz8Hq9sNlscDgcsFqtZz43Go0iGo2m/x0KhQAA8Xgc8Xg839MKojz/oseh8mPb1De2T/1i29Q3tk/9YtvUL7ZNfWP71K9qtU2hx9fIsixX9EzqgNvtBgBMT0+rtouiCLPZjJWVlTPLHf3lX/4l/uqv/ipr+9/+7d+iu7u7vCdLREREREREBYtEIvjjP/5jBINBGAz56xC3RPB7FpvNBlEU4fP58j4m18jv5OQkdnd3z3xzCxGPx7G8vAybzYb29vYLHYvKi21T39g+9YttU9/YPvWLbVO/2Db1je1Tv6rVNqFQCEaj8dzgt2WmPedjsVjg8XggiiJMJlPOx3R0dKCjoyP9b+X7gsPDwws3YjweRyQSweHhIY6Pjy90LCovtk19Y/vUL7ZNfWP71C+2Tf1i29Q3tk/9qlbbHB4eAngep+XT8sGv2WwGkEqElS/4PS0cDgMAJicnK3ZeREREREREVLhwOIz+/v68+5s++J2dnYXH4zlzWnOxxsfHsb6+jr6+Pmg0mgsdS5lCvb6+fuEp1FRebJv6xvapX2yb+sb2qV9sm/rFtqlvbJ/6Va22kWUZ4XAY4+PjZz6u6YPf+/fvQxRFSJIEQRCy9kuSBABnJrw6TavVYmJiokxnmGIwGHix1im2TX1j+9Qvtk19Y/vUL7ZN/WLb1De2T/2qRtucNeKraPo6v1arFbIs5wx8AeDevXsQBKHgKc9ERERERETUeJo++P3ggw/gcrly7hNFEW63G4uLi1U+KyIiIiIiIqqmpg9+LRYLJEnCwsKCarsoipiamsLc3FxW/d9q6ujowF/8xV+osklTfWDb1De2T/1i29Q3tk/9YtvUL7ZNfWP71K96a5uWqfPr8XiwtLQEv9+fXv97+/btotb6EhERERERUWNqmeCXiIiIiIiIWlfTT3smIiIiIiIiYvBLRERERERETY/BLxHVjNvtrvUpEBERsT8iahEMfomoJiRJgt1uh8vlgiRJtT4dIiJqUeyPiFoHg98y8Xq9mJ2dhd1uh9lshs1my1tfuBAulws2mw1utzt9I1bqEtvtdni93jKdefOr1HspSRIcDgccDgcWFhYwOzvLb46LIIoiAGB2dhYDAwPQaDR5f4p5X3ntlG52dhYej+fcx1Xis8/r6XyFtg/7o+orpG3YF9XOee3D/qj6SrlPse+pnlLap2H6HpkuzOl0yk6nU7VteXlZFgRBNplMciAQKPqY8/PzMoCsH0EQ5JWVlTKdeWuoxHsZCARkk8mU9fyZmRl5bm6uHKfd9JaWlmSTySRPT0/LMzMzOX+mp6dli8VS1HF57RTH5/PJTqdTtlgsMgB5eXn5zMdX4rPP6ym/YtuH/VH1FNs27Iuqq5j2YX9UXaXcp9j3VE8p7dNIfY+utJCZFKIoQpIkzM3NqbZbrVZ8+umnmJqagt1ux/LyctHHdjqd8Pl8EEURg4ODmJqawszMTLlOvaWU+7202+2Ynp7OqhPtdDoxMDAAm80Gq9V60dNuavfu3cPy8jJMJlPexzgcDszPzxd9bF47hXG5XFheXobNZsP8/DxsNtu5z6nEZ5/XU27Ftg/7o+op5doB2BdVS7Htw/6oekq9T7HvqY5S2qfh+p6Sw2aSZVmW5+bmzvw2w2q1ygBkn89X1HHn5+dL+paEspX7vfT5fGe26czMjGy1Wsv2es3qvG9VV1ZWsr5FLASvndKsrKycOzpSic8+r6fCFNI+7I9qo5C2kWX2RbVS6LVz3jHYH5VHKfcp9j3VU0r7NFrfwzW/F+TxeHDt2rX0epHTlG+TWnldR7NxOp0AkPcbYrPZDI/Hw6QZ55idnT1zv9PpbOlvx+tRJT77vJ7Kh/1Ra+G1Uz7sj6qnlPsU+57qKaV9Gq3vYfB7QYODg5AkqeUujlbm9XohCELe/cqN9P79+1U6o8ZUiellVFmV+Ozzeiof9kethddO+bA/qp5S7lPse6qnlPZptL6Ha34vaHl5GaIo5r1xKt+CnF5PUAyv14v79+/j5s2bFzoOlee9VNYd5KPcTPN9A0Zn83q9MJvNZ3ZKxRyL1075VOKzz+upfNgfNQ72RY2B/VH5lXKfYt9TPaW0T6P1PRz5LYOzvjF0u92wWCxnPiYfj8eTThGuTLex2WwFlbogtXK+l36//8yOULmZNso3YPXmzp07F55exmunMirx2ef1VF7sj+ob+6LGwv6oMoq9T7Hvqa5S+pFG6ns48ltBCwsLAIDFxcWin6t8QDJvuhaLBU6nE2azGSsrKy39zWExyv1etuKNsFrcbndJN8dMvHYqpxKffV5P1cH+qPbYFzUW9kfVl+8+xb6nPpTSj9Rj38Pgt0K8Xm96nUgpDTM9PZ1zu8lkgtVqhd1uh8/nu+hptoRavZd7e3tlP2azu3PnTkk3yEy8dmqvEp99Xk+lY39UH9gXNRb2R9V10fsUwL6nkkppn3rtezjtuULsdjvm5+ezal6Vg8VigSiKLbcOoRJKeS8FQSjoG8OhoaELnFnrEUURXq+3ot+C89q5mEp89nk9VR77o/rHvqi+sD+qvrPuU+x7aq+UfqRe+x4GvxVgt9sxOztbkcYGUunXgfpJGd7ISnkvz0qQAKTWkQAoS4KMVuJ0Oi88xew8vHYuphKffV5PlcX+qDGwL6ov7I+q67z7FPue2iqlH6nnvofBb5k5HA68/fbbF2rs2dnZdKPSxVTivTSZTOmbYi7KN4mV7jibjcfjufB7xmunsirx2ef1VDnsj+oH+6LGwv6oegq5T7HvqZ1S+pF673sY/JaRy+XC0NBQzsYuZmH9/fv3IYpi3uco25kk4XyVeC8tFsuZ7alMwbBarQUfk86vuVcIXjuVVYnPPq+nymB/VF/YFzUW9kfVUeh9in1PbZTSjzRC38Pgt0zcbjckScrZ2KIoFpWS22q1QpblvDfee/fuQRCElv82qhCVeC8/+OADAPmnWty7d6+lb5alUN7L86YhnYfXTmVV4rPP66n82B/VH/ZFjYP9UXUUc59i31N9pfQjjdL3MPgtA6/XC1EU8w7vezyerG8mJEmCw+HI+UH44IMP0jWtThNFEW63+8IZCFtFqe/lWe1jsVhgtVpx9+7dnMd1u91wOBwXO/EWc9bUo9N47dROqZ99Xk/Vw/6oPrEvahzsjyqv2PsU+57qKqUfaai+R6YL8fl8sslkkmdmZnL+TE9Py4IgZD1vfn5eBpBzn7J/fn4+67UEQZDn5uYq8rc0q1Ley/PaJxAIyCaTSV5ZWVFtn5mZYfuUwOl0ygAKeu947VTG0tKSDEBeWlo683GlfPZ5PV1cIe3D/qg2Cr122BfVRqHto2B/VFml3qfY91RHKe3TaH2PRpZlubSwmYBUtrHz0mybTKasOlRerxfvvvsubt26BafTmfN5Ho8HS0tL8Pv9kCQJgiDg9u3bLb0+pFTFvpeFtI/yjZUgCBgaGoLP54PNZstbl4zyU97vxcXFc98/Xjvl43a74XQ6s8oFmEwmmEwm2O12VXF5RbGffV5PpSm2fdgfVU+p1w77ouootX0A9keVVup9CmDfUw2ltE+j9T0MfomIiIiIiKjpcc0vERERERERNT0Gv0RERERERNT0GPwSERERERFR02PwS0RERERERE2PwS8RERERERE1PQa/RERERERE1PQY/BIREREREVHTY/BLRERERERETY/BLxERERERETU9Br9ERERERETU9Bj8EhERUdVIkgRRFGv2+l6vt2avTUREtcXgl4iIiKpCFEXcuXMHJpOpZudgMpngcDhq9vpERFQ7GlmW5VqfBBERUTWIogiz2azaJggCbt68mfVYj8cDAAgEAhAEoajXkSQJDocDfr8fkiQBACwWC27fvg1BELCwsIC5ubmS/oZGZrPZsLy8XOvTgNfrhdPphNPprPWpEBFRFelqfQJERETVJggClpaWYLVac+53uVzweDyYmZkpOvD1eDxwOBxYXFyExWJJb/d6vbDb7Zifn4fD4Wi54Ndut9fNiKvSLm63G9PT0zU+GyIiqhaO/BIRUcvwer2YmpqCz+fLO/VWkiRcu3YNAPD1118XFfwqz11ZWcl7fLPZDFEU0Urdr9frxZ07d7C0tFTrU0mTJAnvvvsuVlZWan0qRERUJVzzS0RELcPv92NmZubMNacOhwOSJGFxcbHoUV+Xy4WbN2+eefxWnGrrcDgwOztb69NQUaa7u1yuWp8KERFVCYNfIiJqGZIkwWaz5d3v9XrhcrlgsVhKmg577969cwNmq9VadFDdyERRxP379/NOMa8lZRo6ERG1Bga/RETUUs4albXb7QBwoem5hZTSqcdAsFKcTidu3bpV8deZnZ0tuoSS1WqF3+9n+SMiohbB4JeIiFrG9PS0KglVpoWFBYiiiLm5uZJL8dhsNoiiiIWFhTMfd/v27ZKO34g8Hk/6S4VKEkURbre76OfdunUrndmbiIiaGxNeERFRy5MkCQMDAxAEAYFA4ELHUhJazczMYHZ2Nm+wnYsoipifn1dNizabzZiZmcl5znfu3IHZbIYkSdjb28v5WEmSYLfbIYpiOtGWx+OB1+uFz+cDkL0O2ev14u7du+lj+3y+ov8WhUajKalcVLE8Hg9mZ2fTf1OhXC4XlpaW6qIEExERVZhMRETU4qanp2UA8vLy8oWP5fP5ZEEQZAAyAFkQBHl6elp2Op1yIBDI+7ylpSXZZDLJPp9PtT0QCMjz8/OqbcvLy7LFYsk6ntPplK1Wa9b2QCAgz8zMpP/GpaUlWZbl9LbTx7BYLFnPN5lM6ecVamVlRRYEoajnXEQjnCMREdUOg18iImppy8vLMgDZarWW9bhLS0vy9PS0KhAGIM/MzGQ91ufzyQByBm7z8/MygHRQHAgEVP8+bWZmRp6ens7arvydc3Nz6W2BQEAV8K+srOQ9ttPpLDpIVIL0alH+xpWVlYKfo7yfRETU/Ljml4iIWppSgqfcNWinp6extLSEQCCAlZWV9HRml8uVVfbH4XCkn5OLIAgYHBwEAHz00UewWCx51yU7HA643e68SZzMZrPquJnJtz766COYTKacx7516xYkSSpqXW2xCaguymq1Yn5+Hu+++27Rry1JUmVOioiI6gaDXyIialkOhyPnOttM5QiKLBYL5ubmEAgEYLVa4XK5VMGp1+vNG8wqz1POz+124+bNm3lfSznO3bt3c+4/67lerzdvJmrl9e/du5f3+adJkpQO2s97XLl+ZmZmMDMzA7PZfG7iscy/y+/3F/x3ERFRY9LV+gSIiIhqQcnKbDKZMDc3l/MxShZgq9UKURTzBsJKIihRFM/NFL20tISBgQHcvXtX9bxCyh8po5mFJI/KN/Kb77nK40VRhMvlyvkYp9N5ZvB82t7e3rnn6na7K5YN2uFw4O7du1hZWTn3sRz5JSJqfgx+iYioJRUy3VmSpHQwOzU1lTdAkk8KJ8zPz2dlTj5NmWp8Ojgt98hjvuPlG4lVglSLxZIzu3QpzGbzuTV0p6en0+9fuSwsLODOnTu4fft23i82Tiu1vBURETUOBr9ERNRy3G43PB7PmXV/gdQUX2V/ISWQlNHh80Y7M9fwAqmAs5A1qkqAVsgoZTEjtJnHLuc63cHBwapPJ1bWPK+srBQU0CrvZaVLMRERUe1xzS8REbWcjz76CIIgYHFx8czHud3ugtasZso3ZTiTKIqYmppK/9tqtabXrOaTOQVb+e+zHlfKVOLp6elzR2rP259JEISqTid2u91wuVwFB75AaoScgS8RUWtg8EtERC3F4XBAkqQzk1wBqSBSFMWiAyOHw3FmgOjxeNKJmRTKuShZn09zuVzpYM7pdEIUxbyv4XQ6YbVaC1pDfNri4iJEUcwbXBeT6RlIjSZXM+Ozw+HA4uJiUW3m9XqL/oKDiIgaE4NfIiJqGUqSq7PWtUqShIWFBdhstpJeY2lpCU6nMx1kZ/J4PJidnc25zvjTTz/FD3/4w6wAUwkeleDXZDJhaWkJdrs9K7B0u90QRTHn8ZVzOWsasiAIWF5exuzsbNaxvV4v/H7/mdPETzOZTBAEoSoBsNvthiAIectF5VNosjEiImp8GrncWSaIiIjqlN1uh9vtTgdlp0mSlBWoFdNNLiwspBMseTyedPIrJfA0mUznllVSRn+VerwmkylnQKeUaFIet7e3h6GhoawET5IkpeveKuuRlfPIF/TlOg+LxVJSkGi322Gz2cqWRCsfm80Gm81WcIIrxdTUFG7fvl100ExERI2HwS8RERFVjPIlwFlZtcvB4XDg9u3bRU15liQJAwMDZc82TURE9YnBLxEREVWU2WzGyspK3SWWUpJjnVeeioiImgODXyIiIqqohYUFACh6SnKlTU1NYWlpiTV+iYhaBBNeERERUUXNzc3h7t27VS17dB63242bN28y8CUiaiEc+SUiIqKK83g86UzY9cBms2FpaanupmITEVHlcOSXiIiIKs5qtcJsNuetIVxNDofj3DrPRETUfDjyS0RERFXjdrthsVhqNt241q9PRES1w+CXiIiIiIiImh6nPRMREREREVHTY/BLRERERERETY/BLxERERERETU9Br9ERERERETU9Bj8EhERERERUdNj8EtERERERERNj8EvERERERERNT0Gv0RERERERNT0/j/jJDfniL+YxgAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"f_200p25m25_w_wm_output_z_score_mean\",\n", + " y_col=\"f_200p25m25_w_wm_output_log_diversity_mean\",\n", + " x_name=r\"Z-Score $(\\rightarrow)$\",\n", + " y_name=r\"Log Diversity $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,1],\n", + " legend_unique_indices = [0,1],\n", + " shorten_legend_indices = [0,1],\n", + " filter_list=filter_list,\n", + " num_colors=16,\n", + " num_markers=16,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " plot_inferred_series=True,\n", + " inferred_series_linestyle=\"solid\",\n", + " inferred_series_linewidth=2,\n", + " legend_loc=\"upper left\",\n", + " num_cols=1,\n", + " title=\"Watermark Strength (Z-Score) vs.\\nWatermarked Output N-Gram Diversity\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"scheme_z_repetition2_scatter\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"f_200p25m25_w_wm_output_z_score_mean\",\n", + " y_col=\"f_200p25m25_w_wm_output_repetition_2_mean\",\n", + " x_name=r\"Z-Score $(\\rightarrow)$\",\n", + " y_name=r\"$(\\leftarrow) $2-gram Repetition\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,1],\n", + " legend_unique_indices = [0,1],\n", + " shorten_legend_indices = [0,1],\n", + " filter_list=filter_list,\n", + " num_colors=16,\n", + " num_markers=16,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " plot_inferred_series=True,\n", + " inferred_series_linestyle=\"solid\",\n", + " inferred_series_linewidth=2,\n", + " legend_loc=\"upper left\",\n", + " num_cols=1,\n", + " title=\"Watermark Strength (Z-Score) vs.\\nWatermarked Output 2-Gram Repetition\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Extended Scheme Runs" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# def name_extractor(x):\n", + "\n", + "# is_ff = \"ff\" in x\n", + "# is_simple = \"simple\" in x\n", + " \n", + "# x = x.replace(\"scheme_ff-\", \"\")\n", + "# x = x.replace(\"_gen_eval\", \"\")\n", + "# x = x.replace(\"_50_200\", \"\")\n", + "# x = x.replace(\"scheme_\", \"\")\n", + "# x = x.replace(\"core_\", \"\")\n", + "# x = x.replace(\"anchored_\", \"anchored-\")\n", + "# x = x.replace(\"_prf-\", \"-prf_\")\n", + "# x = x.replace(\"-True\", \"_True\")\n", + "# x = x.replace(\"-False\", \"_False\")\n", + "\n", + "# x = x.replace(\"simple_1\", \"Simple_1\")\n", + "# x = x.replace(\"anchored-minhash-prf\", \"Min-SelfHash\")\n", + "# x = x.replace(\"minhash-prf\", \"Min-LeftHash\")\n", + "# x = x.replace(\"skipgram-prf\", \"Skip-LeftHash\")\n", + "# x = x.replace(\"additive-prf\", \"Additive-LeftHash\")\n", + "\n", + "# tup_x = x.split(\"_\")\n", + "# tup_x[-1] = tup_x[-1].replace(\"-\", \".\")\n", + "# tup_x[-2] = tup_x[-2].replace(\"-\", \".\")\n", + "\n", + " \n", + "# # turn into a dict repr\n", + "\n", + "# if is_ff:\n", + "# x_dict = {\n", + "# \"prf_type\": tup_x[0],\n", + "# \"context_width\": tup_x[1],\n", + "# \"self_salt\": tup_x[2],\n", + "# \"gamma\": tup_x[3],\n", + "# \"delta\": tup_x[4],\n", + "# }\n", + "# elif is_simple:\n", + "# x_dict = {\n", + "# \"prf_type\": tup_x[0],\n", + "# # \"prf_type\": \"additive_prf\",\n", + "# \"context_width\": tup_x[1],\n", + "# \"self_salt\": False,\n", + "# \"gamma\": tup_x[2],\n", + "# \"delta\": tup_x[3],\n", + "# }\n", + "# else:\n", + "# raise ValueError(f\"Invalid scheme name {x} found.\")\n", + " \n", + "# # return x_dict\n", + "# return \",\".join([str(elm) for elm in x_dict.values()])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "# # color_order = [(typ,width) for width in [1,2,4,8] for typ in [\n", + "# # \"Min-LeftHash\",\n", + "# # \"Skip-LeftHash\",\n", + "# # \"Additive-LeftHash\",\n", + "# # ]]\n", + "# color_order = [\n", + "# \"Additive-LeftHash\",\n", + "# \"Skip-LeftHash\",\n", + "# \"Min-LeftHash\",\n", + "# ]\n", + "\n", + "# marker_order = color_order\n", + "\n", + "# # marker_order = [\n", + "# # [0.5,1.0],\n", + "# # [0.5,2.0],\n", + "# # [0.5,4.0],\n", + "# # [0.25,1.0],\n", + "# # [0.25,2.0],\n", + "# # [0.25,4.0],\n", + "# # [0.1,1.0],\n", + "# # [0.1,2.0],\n", + "# # [0.1,4.0],\n", + "# # ]\n", + "\n", + "\n", + "# def color_marker_map(x):\n", + "\n", + "# x_tup = x.split(\",\")\n", + "# assert len(x_tup) == 5\n", + "\n", + "# prf_type = x_tup[0]\n", + "# context_width = x_tup[1]\n", + "# self_salt = x_tup[2]\n", + "# gamma = x_tup[3]\n", + "# delta = x_tup[4]\n", + "\n", + "\n", + "# if prf_type == \"Simple\" or (prf_type == \"Additive-LeftHash\" and context_width==\"1\" and self_salt == \"False\"):\n", + "# color = \"black\"\n", + "# marker = \"o\"\n", + "# else:\n", + "# color = color_order.index(prf_type)\n", + "# marker = marker_order.index(prf_type)\n", + "# return color, marker\n", + "\n", + "# filter_list = [\n", + "# \"Simple,1,False,0-25,4-0\",\n", + "# ]" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + "\n", + " is_ff = \"ff\" in x\n", + " is_simple = \"simple\" in x\n", + " is_algo3 = \"algorithm\" in x\n", + " is_self_salted = \"True\" in x\n", + " if is_algo3:\n", + " is_self_salted = True\n", + " \n", + " x = x.replace(\"scheme_ff-\", \"\")\n", + " x = x.replace(\"_gen_eval\", \"\")\n", + " x = x.replace(\"_50_200\", \"\")\n", + " x = x.replace(\"scheme_\", \"\")\n", + " x = x.replace(\"core_\", \"\")\n", + " x = x.replace(\"anchored_\", \"anchored-\")\n", + " x = x.replace(\"_prf-\", \"-prf_\")\n", + " x = x.replace(\"-True\", \"_True\")\n", + " x = x.replace(\"-False\", \"_False\")\n", + "\n", + " x = x.replace(\"algorithm-3\", \"Algorithm3\")\n", + " x = x.replace(\"simple_1\", \"Simple_1\")\n", + " \n", + " if is_self_salted:\n", + " x = x.replace(\"-prf\",\"-SelfHash\")\n", + " else:\n", + " x = x.replace(\"-prf\",\"-LeftHash\")\n", + "\n", + " x = x.replace(\"minhash\", \"Min\")\n", + " x = x.replace(\"skipgram\", \"Skip\")\n", + " x = x.replace(\"additive\", \"Additive\")\n", + " # x = x.replace(\"anchored\", \"Anchored\")\n", + " x = x.replace(\"anchored-\", \"\")\n", + "\n", + "\n", + " tup_x = x.split(\"_\")\n", + " tup_x[-1] = tup_x[-1].replace(\"-\", \".\")\n", + " tup_x[-2] = tup_x[-2].replace(\"-\", \".\")\n", + "\n", + " \n", + " # turn into a dict repr\n", + "\n", + " if is_ff:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " \"context_width\": tup_x[1],\n", + " \"self_salt\": tup_x[2],\n", + " \"gamma\": tup_x[3],\n", + " \"delta\": tup_x[4],\n", + " }\n", + " elif is_simple:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " # \"prf_type\": \"additive_prf\",\n", + " \"context_width\": tup_x[1],\n", + " \"self_salt\": False,\n", + " \"gamma\": tup_x[2],\n", + " \"delta\": tup_x[3],\n", + " }\n", + " elif is_algo3:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " \"context_width\": 4,\n", + " \"self_salt\":True,\n", + " \"gamma\": tup_x[1],\n", + " \"delta\": tup_x[2],\n", + " }\n", + " else:\n", + " raise ValueError(f\"Invalid scheme name {x} found.\")\n", + " \n", + " # return x_dict\n", + " return \",\".join([str(elm) for elm in x_dict.values()])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "# color_order = [(typ,width) for width in [1,2,4,8] for typ in [\n", + "# \"Min-LeftHash\",\n", + "# \"Skip-LeftHash\",\n", + "# \"Additive-LeftHash\",\n", + "# ]]\n", + "color_order = [\n", + " \"Additive-LeftHash\",\n", + " \"Additive-SelfHash\",\n", + " \"Anchored-Skip-LeftHash\",\n", + " \"Anchored-Skip-SelfHash\",\n", + " \"Skip-LeftHash\",\n", + " \"Skip-SelfHash\",\n", + " \"Anchored-Min-LeftHash\",\n", + " \"Anchored-Min-SelfHash\",\n", + " \"Min-LeftHash\",\n", + " \"Min-SelfHash\",\n", + "]\n", + "\n", + "marker_order = color_order\n", + "\n", + "# marker_order = [\n", + "# [0.5,1.0],\n", + "# [0.5,2.0],\n", + "# [0.5,4.0],\n", + "# [0.25,1.0],\n", + "# [0.25,2.0],\n", + "# [0.25,4.0],\n", + "# [0.1,1.0],\n", + "# [0.1,2.0],\n", + "# [0.1,4.0],\n", + "# ]\n", + "\n", + "\n", + "def color_marker_map(x):\n", + "\n", + " x_tup = x.split(\",\")\n", + " assert len(x_tup) == 5\n", + "\n", + " prf_type = x_tup[0]\n", + " context_width = x_tup[1]\n", + " self_salt = x_tup[2]\n", + " gamma = x_tup[3]\n", + " delta = x_tup[4]\n", + "\n", + "\n", + " if prf_type == \"Simple\" or (prf_type == \"Additive-LeftHash\" and context_width==\"1\" and self_salt == \"False\"):\n", + " color = \"black\"\n", + " marker = \"o\"\n", + " # elif prf_type == \"Algorithm3\" or (prf_type==\"Anchored-Min-SelfHash\" and context_width==\"4\" and self_salt==\"True\"):\n", + " elif prf_type == \"Algorithm3\" or (prf_type==\"Min-SelfHash\" and context_width==\"4\" and self_salt==\"True\"):\n", + " # algo3\n", + " color = \"saddlebrown\"\n", + " marker = \"o\"\n", + " else:\n", + " color = color_order.index(prf_type)\n", + " marker = marker_order.index(prf_type)\n", + " return color, marker\n", + "\n", + "filter_list = [\n", + " \"Simple,1,False,0-25,2-0\",\n", + " \"Algorithm3,4,True,0-25,2-0\",\n", + "]\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"scheme_extended_AUC_vs_ctx\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "\n", + "keep_filter = [\n", + " \"additive_prf-1-False\",\n", + " \"additive_prf-2-False\",\n", + " \"additive_prf-4-False\",\n", + " \"additive_prf-8-False\",\n", + " \"additive_prf-1-True\",\n", + " \"additive_prf-2-True\",\n", + " \"additive_prf-4-True\",\n", + " \"additive_prf-8-True\",\n", + " \"ff-minhash_prf-1-False\",\n", + " \"ff-minhash_prf-2-False\",\n", + " \"ff-minhash_prf-4-False\",\n", + " \"ff-minhash_prf-8-False\",\n", + " \"anchored_minhash_prf-1-True\",\n", + " \"anchored_minhash_prf-2-True\",\n", + " \"anchored_minhash_prf-4-True\",\n", + " \"anchored_minhash_prf-8-True\",\n", + " \"ff-skipgram_prf-1-False\",\n", + " \"ff-skipgram_prf-2-False\",\n", + " \"ff-skipgram_prf-4-False\",\n", + " \"ff-skipgram_prf-8-False\",\n", + " \"anchored_skipgram_prf-1-True\",\n", + " \"anchored_skipgram_prf-2-True\",\n", + " \"anchored_skipgram_prf-4-True\",\n", + " \"anchored_skipgram_prf-8-True\",\n", + "]\n", + "\n", + "def filter_raw_df_by_name(row):\n", + " # return true if we want to keep the row\n", + " # based on whether Name contains any of the keep_filter strings\n", + " for filter_str in keep_filter:\n", + " if filter_str in row[\"Name\"]:\n", + " return True\n", + " return False\n", + "\n", + "df = df[df.apply(filter_raw_df_by_name, axis=1)]" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "2 Skip-LeftHash,8,False,0-25,4-0\n", + "4 Skip-LeftHash,4,False,0-25,4-0\n", + "6 Skip-LeftHash,2,False,0-25,4-0\n", + "8 Skip-LeftHash,1,False,0-25,4-0\n", + "10 Min-LeftHash,8,False,0-25,4-0\n", + "12 Min-LeftHash,4,False,0-25,4-0\n", + "14 Min-LeftHash,2,False,0-25,4-0\n", + "16 Min-LeftHash,1,False,0-25,4-0\n", + "17 Skip-SelfHash,8,True,0-25,4-0\n", + "19 Skip-SelfHash,4,True,0-25,4-0\n", + "21 Skip-SelfHash,2,True,0-25,4-0\n", + "23 Skip-SelfHash,1,True,0-25,4-0\n", + "25 Min-SelfHash,8,True,0-25,4-0\n", + "27 Min-SelfHash,4,True,0-25,4-0\n", + "29 Min-SelfHash,2,True,0-25,4-0\n", + "31 Min-SelfHash,1,True,0-25,4-0\n", + "33 Additive-SelfHash,8,True,0-25,4-0\n", + "34 Additive-LeftHash,8,False,0-25,4-0\n", + "35 Additive-SelfHash,4,True,0-25,4-0\n", + "36 Additive-LeftHash,4,False,0-25,4-0\n", + "37 Additive-SelfHash,2,True,0-25,4-0\n", + "38 Additive-LeftHash,1,False,0-25,4-0\n", + "40 Additive-SelfHash,1,True,0-25,4-0\n", + "41 Additive-LeftHash,2,False,0-25,4-0\n", + "Name: Name, dtype: object" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"Name\"].apply(name_extractor)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"context_width\",\n", + " y_col=\"attacked_z_score_roc_auc\",\n", + " x_name=r\"Context Width\",\n", + " y_name=r\"ROC-AUC $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0],\n", + " legend_unique_indices = [0],\n", + " shorten_legend_indices = [0],\n", + " filter_list=filter_list,\n", + " y_lim=(0.6,1.0),\n", + " y_tick_spec=np.arange(0.6,1.05,0.1),\n", + " # num_colors=4,\n", + " # num_markers=4,\n", + " num_colors=10,\n", + " num_markers=10,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " plot_inferred_series=True,\n", + " inferred_series_linestyle=\"solid\",\n", + " inferred_series_linewidth=2,\n", + " legend_loc=\"lower left\",\n", + " num_cols=1,\n", + " title=\"Detection Rate vs. Context Width\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"scheme_extended_logdiv_vs_ctx\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "df\n", + "\n", + "df = df[df.apply(filter_raw_df_by_name, axis=1)]" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"context_width\",\n", + " y_col=\"f_200p25m25_w_wm_output_log_diversity_mean\",\n", + " x_name=r\"Context Width\",\n", + " y_name=r\"Log Diversity $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,1],\n", + " legend_unique_indices = [0],\n", + " shorten_legend_indices = [0],\n", + " filter_list=filter_list,\n", + " y_lim=(3.5,11),\n", + " y_tick_spec=np.arange(4,11.1,1),\n", + " # num_colors=4,\n", + " # num_markers=4,\n", + " num_colors=10,\n", + " num_markers=10,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " plot_inferred_series=True,\n", + " inferred_series_linestyle=\"solid\",\n", + " inferred_series_linewidth=2,\n", + " legend_loc=\"lower right\",\n", + " num_cols=1,\n", + " title=\"Log Diversity vs. Context Width\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "def name_extractor(x):\n", + "\n", + " is_ff = \"ff\" in x\n", + " is_simple = \"simple\" in x\n", + " is_algo3 = \"algorithm\" in x\n", + " is_self_salted = \"True\" in x\n", + " if is_algo3:\n", + " is_self_salted = True\n", + " \n", + " x = x.replace(\"scheme_ff-\", \"\")\n", + " x = x.replace(\"_gen_eval\", \"\")\n", + " x = x.replace(\"_50_200\", \"\")\n", + " x = x.replace(\"scheme_\", \"\")\n", + " x = x.replace(\"core_\", \"\")\n", + " x = x.replace(\"anchored_\", \"anchored-\")\n", + " x = x.replace(\"_prf-\", \"-prf_\")\n", + " x = x.replace(\"-True\", \"_True\")\n", + " x = x.replace(\"-False\", \"_False\")\n", + "\n", + " x = x.replace(\"algorithm-3\", \"Algorithm3\")\n", + " x = x.replace(\"simple_1\", \"Simple_1\")\n", + " \n", + " if is_self_salted:\n", + " x = x.replace(\"-prf\",\"-SelfHash\")\n", + " else:\n", + " x = x.replace(\"-prf\",\"-LeftHash\")\n", + "\n", + " x = x.replace(\"minhash\", \"Min\")\n", + " x = x.replace(\"skipgram\", \"Skip\")\n", + " x = x.replace(\"additive\", \"Additive\")\n", + " x = x.replace(\"anchored\", \"Anchored\")\n", + "\n", + "\n", + " tup_x = x.split(\"_\")\n", + " tup_x[-1] = tup_x[-1].replace(\"-\", \".\")\n", + " tup_x[-2] = tup_x[-2].replace(\"-\", \".\")\n", + "\n", + " \n", + " # turn into a dict repr\n", + "\n", + " if is_ff:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " \"context_width\": tup_x[1],\n", + " \"self_salt\": tup_x[2],\n", + " \"gamma\": tup_x[3],\n", + " \"delta\": tup_x[4],\n", + " }\n", + " elif is_simple:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " # \"prf_type\": \"additive_prf\",\n", + " \"context_width\": tup_x[1],\n", + " \"self_salt\": False,\n", + " \"gamma\": tup_x[2],\n", + " \"delta\": tup_x[3],\n", + " }\n", + " elif is_algo3:\n", + " x_dict = {\n", + " \"prf_type\": tup_x[0],\n", + " \"context_width\": 4,\n", + " \"self_salt\":True,\n", + " \"gamma\": tup_x[1],\n", + " \"delta\": tup_x[2],\n", + " }\n", + " else:\n", + " raise ValueError(f\"Invalid scheme name {x} found.\")\n", + " \n", + " # return x_dict\n", + " return \",\".join([str(elm) for elm in x_dict.values()])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "# color_order = [(typ,width) for width in [1,2,4,8] for typ in [\n", + "# \"Min-LeftHash\",\n", + "# \"Skip-LeftHash\",\n", + "# \"Additive-LeftHash\",\n", + "# ]]\n", + "color_order = [\n", + " \"Additive-LeftHash\",\n", + " \"Additive-SelfHash\",\n", + " \"Anchored-Skip-LeftHash\",\n", + " \"Anchored-Skip-SelfHash\",\n", + " \"Skip-LeftHash\",\n", + " \"Skip-SelfHash\",\n", + " \"Anchored-Min-LeftHash\",\n", + " \"Anchored-Min-SelfHash\",\n", + " \"Min-LeftHash\",\n", + " \"Min-SelfHash\",\n", + "]\n", + "\n", + "marker_order = color_order\n", + "\n", + "# marker_order = [\n", + "# [0.5,1.0],\n", + "# [0.5,2.0],\n", + "# [0.5,4.0],\n", + "# [0.25,1.0],\n", + "# [0.25,2.0],\n", + "# [0.25,4.0],\n", + "# [0.1,1.0],\n", + "# [0.1,2.0],\n", + "# [0.1,4.0],\n", + "# ]\n", + "\n", + "\n", + "def color_marker_map(x):\n", + "\n", + " x_tup = x.split(\",\")\n", + " assert len(x_tup) == 5\n", + "\n", + " prf_type = x_tup[0]\n", + " context_width = x_tup[1]\n", + " self_salt = x_tup[2]\n", + " gamma = x_tup[3]\n", + " delta = x_tup[4]\n", + "\n", + "\n", + " if prf_type == \"Simple\" or (prf_type == \"Additive-LeftHash\" and context_width==\"1\" and self_salt == \"False\"):\n", + " color = \"black\"\n", + " marker = \"o\"\n", + " elif prf_type == \"Algorithm3\" or (prf_type==\"Anchored-Min-SelfHash\" and context_width==\"4\" and self_salt==\"True\"):\n", + " # algo3\n", + " color = \"saddlebrown\"\n", + " marker = \"o\"\n", + " else:\n", + " color = color_order.index(prf_type)\n", + " marker = marker_order.index(prf_type)\n", + " return color, marker\n", + "\n", + "filter_list = [\n", + " \"Simple,1,False,0-25,2-0\",\n", + " \"Algorithm3,4,True,0-25,2-0\",\n", + "]\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"scheme_extended_AUC_vs_ctx_all\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 Simple,1,False,0-25,2-0\n", + "1 Skip-SelfHash,8,True,0-25,2-0\n", + "2 Skip-LeftHash,8,False,0-25,2-0\n", + "3 Skip-SelfHash,4,True,0-25,2-0\n", + "4 Skip-LeftHash,4,False,0-25,2-0\n", + "5 Skip-SelfHash,2,True,0-25,2-0\n", + "6 Skip-LeftHash,2,False,0-25,2-0\n", + "7 Skip-SelfHash,1,True,0-25,2-0\n", + "8 Skip-LeftHash,1,False,0-25,2-0\n", + "9 Min-SelfHash,8,True,0-25,2-0\n", + "10 Min-LeftHash,8,False,0-25,2-0\n", + "11 Min-SelfHash,4,True,0-25,2-0\n", + "12 Min-LeftHash,4,False,0-25,2-0\n", + "13 Min-SelfHash,2,True,0-25,2-0\n", + "14 Min-LeftHash,2,False,0-25,2-0\n", + "15 Min-SelfHash,1,True,0-25,2-0\n", + "16 Min-LeftHash,1,False,0-25,2-0\n", + "17 Anchored-Skip-SelfHash,8,True,0-25,2-0\n", + "18 Anchored-Skip-LeftHash,8,False,0-25,2-0\n", + "19 Anchored-Skip-SelfHash,4,True,0-25,2-0\n", + "20 Anchored-Skip-LeftHash,4,False,0-25,2-0\n", + "21 Anchored-Skip-SelfHash,2,True,0-25,2-0\n", + "22 Anchored-Skip-LeftHash,2,False,0-25,2-0\n", + "23 Anchored-Skip-SelfHash,1,True,0-25,2-0\n", + "24 Anchored-Skip-LeftHash,1,False,0-25,2-0\n", + "25 Anchored-Min-SelfHash,8,True,0-25,2-0\n", + "26 Anchored-Min-LeftHash,8,False,0-25,2-0\n", + "27 Anchored-Min-SelfHash,4,True,0-25,2-0\n", + "28 Anchored-Min-LeftHash,4,False,0-25,2-0\n", + "29 Anchored-Min-SelfHash,2,True,0-25,2-0\n", + "30 Anchored-Min-LeftHash,2,False,0-25,2-0\n", + "31 Anchored-Min-SelfHash,1,True,0-25,2-0\n", + "32 Anchored-Min-LeftHash,1,False,0-25,2-0\n", + "33 Additive-SelfHash,8,True,0-25,2-0\n", + "34 Additive-LeftHash,8,False,0-25,2-0\n", + "35 Additive-SelfHash,4,True,0-25,2-0\n", + "36 Additive-LeftHash,4,False,0-25,2-0\n", + "37 Additive-SelfHash,2,True,0-25,2-0\n", + "38 Algorithm3,4,True,0-25,2-0\n", + "39 Additive-SelfHash,1,True,0-25,2-0\n", + "40 Additive-LeftHash,1,False,0-25,2-0\n", + "41 Additive-LeftHash,2,False,0-25,2-0\n", + "Name: Name, dtype: object" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"Name\"].apply(name_extractor)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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TWllZmeh1my0HDx4EYnO4JxtORptmsJCO9+k4Tnbv3k1VVVViKHRZWdm4Rc5m2/DROvv377/uHNzhRQFHq9A9VfHzsQRUIW5NEoCFEAtOvJjKwYMHR/QeXK8abpzL5RqzUNK1HxZdLlfSfK2pPEZ8SOq1FU1Hu89YgeV6+zURE933+H7O5DIgMyX+moz24Tb+IToetOI9UqO59v5jzQmeieNlqsrKyqisrKSmpiZR4Xq8uZPXC7fDl6+ZDRUVFVRXV+Nyudi2bduk7vvcc8+NeP3m0/E+08fJ/v37E0v7xMV78Sf6Wk7HOeZ64j30e/funVBvbvw9+sILL4w7X3gy4ufj+EiisUzmy4jZeO2EENNDArAQYk7Fhx329vZe97Yul4vt27dTV1eXNNRxuHiPXk1Nzbg9gC+88MKIoDlWr0BTU1NSCJjKY8R7ZK4Xcl544YUR1090v+LGm8M4fN/H6/2oqqqisrJy3DUyZ9NkjpOxXi+Xy8XRo0cn9Hg1NTUjgmNfX1/S6z2Tx8uNiB8/O3fuHDfgX3v70TQ3N4/6PhuvZ/lG7dq1i4MHDyYKJF2vl87lciWGsl/bezsfjvfZOE5qamqor68f0VZlZWWJ13K89prsOeZGxL/AnGhv+/Be4/iQ6Ika61zocDgSFdDH+xJoInPRZ/O1E0JME10IIeZQRUWFDug7duwY8zZNTU16VVWV7nA49LKyMr2+vv66262urtYdDodeW1s74ro9e/aMernT6dQdDodeWVmZuKy+vl6vqqqatsc4ePCg7nA49D179oy4rqqqSj948OAN71f8NR3vdaqurh71tXQ6nXplZaW+a9euMe97ve03NTXpgO5wOMbcxkQ4nU69qqpK37Nnjw4ktrlnzx69urp63PvG93H47aqqqvSmpqbEPjocDt3hcCQui6utrU20BZBok2tfk9k4XqYq/tzGE2+nXbt2jfp61tfX6xUVFbrT6Uy63Ol0Jtrjeu1wI5qamvTKysrEPtbW1ibtS/y8UFFRcd1zwlwe7zN5nDQ1NSXeH2NtT9djx0P8dZyOfbwR8eNnMtsuKytL2reJul7bHTx4UC8rKxvxWjudzsQxF2/b+vr6Ee+F+G2n8/w8XedPIcTYFF3X9VlN3EKIW15DQwPbtm0bMWTM4XCMGDLW3NxMWVkZFRUVPPvss5MqgNLc3JyYSzi8pyFe9Xes+8R7SsrKyigvLx+3iupUHiPeC3zs2DHKysoSz/lG92vz5s0jeo4cDgcXL14ctSeiubmZqqoq+vr6yMrKShSkef7550cdNlteXj5qL1q8MM147ep0Okd9XuOJL00U30ZcfPu7du0at4dl3759HDhwgC1btlBeXk5ZWVnS8eNyuXjhhReoq6tjy5YtiW3dfvvtidvt37+f6upqysrKRl1+ZjaOl6nYt28fvb2941Z/bm5uTlSIjo+qgOTXeqz7b9++nebmZmpra2dlfdwDBw5QV1eXOP6ysrIoKytj9+7dEz4nzOXxPhPHSWZm5ojHdjqdI94TO3fuHDF/djr28UbEl2ma6LETr/kw0R76yZwL4681xJ53dnY2vb29iSHpmZmZif83lZWVJdYQvnYb13vtZvv8KYQY24IOwPEKnjdauTP+IQggOzubpqYmtm/fPi2VBoUQQgghhBBCzA8Lbh3g+PIO8bkb8bkkU+Vyudi8eTMHDx5M+gZ49+7dHD16dNxvz4UQQgghhBBCLBwLqgjW/v37E8NUpiuY7ty5kx07dowY/lRdXc3+/ftndfkHIYQQQgghhBAzZ8EOgY5Xh6ytrZ3yEOjm5mbKy8tpamoadR7K7t27E3OchBBCCCGEEEIsbAuqB3i6xcvbj1WEoby8nLq6unmzgLwQQgghhBBCiKm7pQNwQ0PDuBVE48F4MguhCyGEEEIIIYSYn27pANzc3DxiyZXh4uF4tLL1QgghhBBCCCEWlgVXBXo69fX1jbsGXTwcX28IdDAYJBgMJv6taRp9fX1kZ2ejKMq07KsQQgghhBBCiJF0XWdgYIDCwkJUdfw+3ls6AE/X3N4XXniBb33rW9OyLSGEEEIIIYQQk3flyhWKi4vHvc0tHYAnqre3d9zrn3/+ef79v//3iX/39/ezZMkSLl68SFpa2kzv3qSEw2HefPNNHn74YUwm01zvjpgkab+FT9pwYZP2W9ik/RY2ab+FTdpv4ZvPbTgwMMDSpUsnlL1u6QDscDgm1AucnZ097vUWiwWLxTLi8qysLNLT06e6ezMiHA5jt9vJzs6edweuuD5pv4VP2nBhk/Zb2KT9FjZpv4VN2m/hm89tGN+fiUw/vaWLYI1XAAtic4SBcStFCyGEEEIIIYRYGG7pAFxWVpYIuaOJ9w6PVyhLCCGEEEIIIcTCcEsH4IqKinGHQMeXP6qsrJylPRJCCCGEEEIIMVNu6QD87LPPAtDQ0DDq9UePHpXwK4QQQgghhBA3iZs+ALtcLvbu3UtdXd2I6yoqKqisrOTAgQOj3rempoa9e/fO9C4KIYQQQgghhJgFCzYAx4cnX6+K8/79+9m3bx87d+4c9fqDBw9SU1Mzohd49+7d7NmzR3qAhRBCCCGEEOImsaCWQaqpqaG6uprm5uZEAN65cydlZWWUlZWxc+dOdu3alXSfyspKHA4HzzzzzKjbdDgc1NfXs3fvXhwOB9nZ2TQ1NbF9+3Z27Ngx489JCCGEEEIIIcTsWFABeMeOHZMOpRUVFTidznFv43A4qK6uvpFdE0IIIYQQQggxzy3YIdBCCCGEEEIIIcRkSAAWQgghhBBCCHFLkAAshBBCCCGEEOKWIAFYCCGEEEIIIcQtQQKwEEIIIYQQQohbggRgIYQQQgghhBC3BAnAQgghhBBCCCFuCRKAhRBCCCGEEELcEiQACyGEEEIIIYS4JUgAFkIIIYQQQghxS5AALIQQQgghhBDiliABWAghhBBCCCHELUECsBBCCCGEEEKIW4IEYCGEEEIIIYQQtwQJwEIIIYQQQgghbgkSgIUQQgghhBBC3BIkAAshhBBCCCGEuCVIABZCCCGEEEIIcUuQAHwL0tDmeheEEEIIIYQQYtZJAL7FtLkvcJQf0ua+MNe7IoQQQgghhBCzSgLwLeZwSw0eujncUjPXuyKEEEIIIYQQs0oC8C3kiussZ7s/QMXIuZ4PudJ/bq53SQghhBBCCCFmjQTgW8ihpn+iP9hNlDCekIufnfkuff5OdF2f610TQgghhBBCiBlnnOsdELMj3vuroKKjEdU0zvcc43+/92/JsC6iKGM5RWnLKMpYQX7aUswG61zvshBCCCGEEEJMKwnAt4h3LtUQ0UKYDVaCkQAKKhoRBoJOzAYrjT0NNPY0AKAoKrmpSyhKXz74s4IMaw6KoszxsxBCCCGEEEKIqZMAfAu44jrL2asfkGrOxGKw43K7sNut+MJuwloQFAWGDYPWdY2ugUt0DVyioa0WALs5YygQZywnP3UpJoN5rp6SEEIIIYQQQkyaBOBbwDuXaghpQRymdAAUFMwGK2aDFVewm8XpK3ls5e/Q1n+BNnfsp8fXlhSKfaF+LvQc40LPMQBU1UBeailF6cspTF9GcfoK0q3Zc/L8hBBCCCGEEGIiJADf5OK9vzZjCoqiJBW8UhQFmzGFsz0f8kDZM6wveJD1BQ8CEIj46HA3DgbiRtrdjQQjvsR9NS1Kh7uJDndT4rI0SxaF6csSoTg/bSlG1TR7T1YIIYQQQgghxiEB+Cb3zqUa/BEPqeZMghEfuq4TIUQw4huc06vgD3t45+JBvrTxTxP3sxrtLM1az9Ks9QBoukafr51W9wXa3Rdo679Ar6896bEGgn2c6z7Cue4jABhUI/lpSxM9xIXpy0mzZM7acxdCCCGEEEKI4SQA38Q0XaO1/xx2UxqaHgFio5p1NKJ6lHhJK7spjdb+c2i6hqqMvjKWqqjkpBSTk1LMxoKHAfCHPbQPNNHWf542dyMdA42EIoHEfaJaJDasuv8CR3kVgHRrdqKwVlH6cnJTl2BQ5TAUQgghhBBCzDxJHjcxVVH5w3v3E4r6E5eFw2HqDh2i8p5tmExDw5PNBtuY4XcsNlMq5VkbKM/aAMQCd4+3dXDYdCwUO32dSfdxB3pxB3r55OoHABhUEwVpZYniWkXpy0kxZ0z1KQshhBBCCCHEmCQA3+QsRhsWoy3x77AaxkIKaZaspAA8HdTB5ZNyU5ewqXAbAL6Qmzb3BdoH5xN3DDQTjgYT94lqYVr7z9Hafw6uxC5z2HIT84jjvcSqYpjWfRVCCCGEEELceiQAixllN6ezPGczy3M2A6DpUa56LieFYpf/atJ9XP6ruPxXOdP1LgAmgyWpl7gwfTl2U9qsPxchhBBCCCHEwiYBWMwqVTGQn7aU/LSlbC56BABvqD82bHpwGaaOgWaiWjhxn3A0yGXXJ1x2fZK4LNOeT1H6ssRc4pyU4kkP4RZCCCGEEELcWiQAizmXYs5gRc4WVuRsAWLDoq96rgybS3wBd6A36T5OXydOXyenO38NgNlopSBt2VAvcVo5NlPqrD8XIYQQQgghxPwlAVjMOwbVREF6GQXpZWzhUSC2xFIsEMeGTncOXCSqRRL3CUUCtDhP0+I8nbgs216YGDJdnL6cLHuh9BILIYQQQghxC5MALBaENEsWqxbdyapFdwIQ0cJ0eS4lhk23uS/gCTqT7tPra6fX185HHW8DYDHaBwtrxXqKC9KXYTXaZ/25CCGEEEIIIeaGBGCxIBlV0+B6wssB0HUdd7A3qbhW18AlND2auE8w4uNi30dc7PsodoGikGMvSmynKGM5WbYCFEUZ7SGFEEIIIYQQC5wEYHFTUBSFDGsOGdYc1uTeDUA4GqLTc5G2/gu0D1ygtf8CvlD/0J10nR5vKz3eVk52vAmA1ZSSGDJdmL6cwrQyzMOWkRJCCCGEEEIsXBKAxU3LZDCzOGMlizNWArFe4v5AT6KwVpv7Alc9l9F1LXGfQNhLc+8JmntPAKAoKotSFg9bgmkZmdY86SUWQgghhBBiAZIALG4ZiqLgsC3CYVvEbXn3AhCKBugcuEhb/3naBhpp67+APzyQuI+ua1z1tHDV08Lx9jogtrZx4eA84qL05RSklWEyWObkOQkhhBBCCCEmTgKwuKWZDVaWOFazxLEaiPUSO/2dtA3OI253N9LtvZLUS+wLuWnsaaCxpwGI9RLnpZYMC8UryLDmSC+xEEIIIYQQ84wEYCGGURSFLHsBWfYC1uXfD0Ao4qd9oGlYKL5AIOxN3EfXNToHLtI5cJGGtlogtrZxbD3i5RRnrCA/bSlG1TQnz0kIIYQQQggRIwFYiOswG22UZq6lNHMtAJquxXqJhy3B1ONrA11P3Mcb6ud89zHOdx8DQFUN5KWWDlWcTl9OujV7SvujoV3/RkIIIYQQQogRJAALMUmqopJtLyTbXsj6ggcBCER8dAz2EMd+GglF/In7aFqUDncTHe4mjvEaEFvbeHhxrbzU0uv2Ere5L3CUH7LJvZLS7DUz9ySFEEIIIYS4CUkAFmIaWI12lmatZ2nWeiDWS9zna6e1/zztg8W1en3tSfcZCPZxtvtDznZ/CIBBNZGfNtRLXJi+nDRLZtJ9DrfU4KGbwy01lGb/2ew8OSGEEEIIIW4SEoBvIZddLtw+H21+P+e6u0m321nicMz1bt2UVEUlJ6WYnJRiNrIVAH/YQ3uil7iRjoFGQpFA4j5RLRwbVt1/IXFZujWHovRlFKWvQFUMnOv5EBUj53o+5Er/ucQST0IIIYQQQojrkwB8i7jscvGpH/wQbyiE3+/nf7ZcJsVs5hdf+y0JwbPEZkqlPHsj5dkbgVgvcbf3ymAoPk9bfyNOf2fSfdyBHtyBHj65+gG9vg78EQ8qRjwhJwdOfpuHy3+DdEs2aZYs0i3Z2ExpUn1aCCGEEEKIMUgAvkX4Q2G84RAmg4puUDEZVLzhEP5QeK537ZalDi6flJdawqbCbUBsiaX48kut7vN0DlwkHA0SigYIRLwoKGhE0TVocX3ML89WYzZYE9s0qCbSLFmkWTJJt+QM/h4KyGnWbGzGVAnJQgghhBDiliQB+CZ32eXCHwpzydkHgNlgBFXFYjAS1kKJy21mk/QEzwN2czrLczazPGczAJoe5arnMgc+qqLP34mCSjgaQkFFI8JA0Em2vSBx/6gWxuXvwuXvGvMxDKppMBRnkmbJJt2SRZo1mzRzJunWHNIsWRKShRBCCCHETUkC8E0sMew5HALAFwrjDYbQIxHy7bF///7Pfw5AikmGQ89HqmIgHA3S423FYV2ExWDH5XaRmpJCIOIhooW5Le8+jKqJgWAf7mAvAyEnwWHrFF8rqoVx+jtHDLceLhGSrVmkmbNIt8Z7kbMSodkqIVkIIYQQQiwwEoBvYvFhz2aDAYvBgKJDt89HNBqlfcDNopRUzAaVYDQqw6HnsXcu1RDSgjhM6QAoKBhVE6nmTFzBbtzBXr608U+T7hOK+BkIOXEHeoeCcbAv6e9gxDfmY04kJBsN5sHh1sOD8fCe5WysxhQJyUIIIYQQYt6QAHwLsBgMWE0mglENVVGIAqGoRrvbTU5KCikmE6FodK53U4ziiussZ69+gG0wSOq6nrhOURRsxhTOdn8woiK02Wgj22gj21445rZDET/uYB8DwV4Ggk7cwZ7B30OhefhaxteKREM4fZ04fdcPyfF5yMP/jv+WkCyEEEIIIWaLBOBbQHAw3NqMBkozHbT09hEFNF3nqseDyWAgzWKZ250Uo3rnUg3+iIdUcybBiA9d14kQIhjxDYZGBX/YwzsXD47oBb4es9FGjrGInJSiMW8TjPgHA3JfIiy7B3uSpyskmwwWUscq2jUYmiUkCyGEEEKI6SAB+CZmM5tIMZnxhkOEolF8oTD5qaksMpsJGAx0e72oikIwEiGiabx/uYUVi3IkaMwTmq7R2n8OuykNTY8AoOugoxHVo8RbyW5Ko7X/HJquoSrqtO6DxWjDYoytZzyWeEh2D/YkD/09FJqHr3d8rXA0OKGQnDZs/vG1vckSkoUQQgghxERIAL6JLXE4+MXXfitRBfr3f/5zNF1HUcBhtaIP3sYTDKAqCvs//JALPT3sfegh0q3W625fzCxVUfnDe/cTig71sIbDYeoOHaLynm2YTKbE5WaDbdrD70RNJCQHIj48wT76E3ORBwNyIFa0ayIhuc/XQZ+vY8zbjAzJQxWu0y2xYl4Wo11CshBCCCHELUwC8E3u2qrOwWiEkKZBNILJoPLdT32KX549yy/PfgLAm01NnO7s4k+3beX2xYvnYI/FcLFwaUv8O6yGsZBCmiUrKQDPd1ajHavRPmZI1nWdYNQ/NMQ60MtAqG8oJA8Otw5Hg2M+xkRCstloJc082Hs8WNk6zTwsJFuysRhsEpKFEEIIIW5SEoBvcpGIl0jUi1HpZ5E1hC8cQlMCmJUwDquZNLOXP75vLXcvWUTV20cYCAbo9nr4+i9+wW9s3MjuO+/EbJTDRMwsRVESIXlRyuhfvOi6TjDiSyz15A70DBtyPdSrPF5IDkUC9Eba6fW1j3kbs9FKmiW+LnJ2olc5zZJFhiWbVEsWVqP9hp+zEEIIIYSYfZJsbmK6rvHmke0Ew70A7Fmnoek6Ab8fq82Gqih88vE/8glgMWXzj8++zp+/8SZHW68A8C8nTnDkSivfemQ7ZVlZc/hMhBgMyaYUrKYUclky6m10XScQ8Y5Y8mn4fOSJheQ2er1tY94mHpLTrxlyPVTEKzup514IIYQQQswPEoBvYoqi4kjfQGvnT7CYF2E2gI5OWIlgMVpQBssoBUPd5GVvJTctjf/59FP86KNT/N/33yesRWnq7eG3f3SQ/+fuu9mxbi2qOjfzTIWYCEVRsJlSsZlSyU2dXEh2Jy0H1UckGhrzcSYWkm3XLP8UC8l2Qzo+nISigQU1jF0IIYQQ4mYgAfgmt2zJLjp769DRMRnT0HUdhShGQyqKohCODGAypbNsyW4AVFXlCxs3cPviYv7Tr2pp7uslFI3wnV8f5v2WFv5k21ZyUlLm+FkJMXWTCcnJPci9w9ZM7p1ASPbTE2mlx9s6Ytv99HPp/V9hMdmvWfZpaDmoeM+yWXqShRBCCCGmjQTgm1xm+ibysytpu/oyRkMqkagH0IDYB/FwxE1R7lNkpm9Mul95djZ/t3MH//eDDzhw8iQAH165zJf/5V95fuvDPFhWNsvPRIjZMzwk56WWjHqbWEj2DBta7UyE5Phaye5AL1EtPObjjBWSh7MY7SOWfEqEZmtsrrKEZCGEEEKIiZEAfAuI9wKHI/0Egp3oSpRAMIiqmjEarIne32uZjUa+ft993F1Swn+pO0Svz4s7GOD5V1/l6dVr+Pp992I3m2f52QgxP8RCcho2U9qEQ7I72IfL103DmQ/Jz8jGG3bhDo4fkoMRH8GIb/yQbEqJFe1KCsbDKl1bsjAbZGkzIYQQQggJwLeAeC/w5Y6D6LoG6ITCTnQipNhK8PpbSEtZidEwei/SHYsX8+JvfIGqN9/ireYmAF765GOOt7fxze3bWZOXN4vPRoiFY7SQHA6HGThj54l1T2AymdB1HX/Ew0Cgd9SiXfHe5HFDcthLMOy9bkiOr4c8PBgP71mWkCyEEEKIm50E4JtcZ/sAgUAEs/Zl+nuOENWDhMN+VCU2DNpvy+Ht7r/GZvseq1c9xOL8z5FqHzm8OcNq5c8fe5Rfnj3LX75zmEAkTGt/P7t+/GN+5447+M2KCgxSIEuISVMUBbspDbspjby00lFvo+s6/vDAOEW7nBMKyd1hL91cGfM2VlNKYtmn5ArXQ0HZZLDc6FMWQgghhJgzEoBvYp3tA/zB7l8Q8Mc+FIfCXyIS9aPpCqqioSgqEAutZkuUr379Fa501pCZvpHivM+Rm/0QBnVoiLOiKDy1ejUbCgr4Vl0dH3d1oek63/vwQz5oucx/2l5JYXr6XDxVIW5qiqJgN6djN6dfNyS7h62L7A724blmOaioFhnzcQJhL4Gwl27P+CF5tPnIw8OyhGQhhBBCzFcSgG9igUCEgD+M0aRiMhuwRDPodgfoD1jIsAZZlJ4PgN8/QCgUIByKHQ5O9wmc7hOYL2VSmPsUxXmfwW4tSmx3scPB33z2s/zgWD1/X38MTdc51dnBV/71AP/hgft5bOVKFEWZk+d8s9F0DVWRnnVxfcNDcn7a0lFvo+laIiTHeo17k9ZHjgdlTYuO+TjxkHzVc3nM28RCcnI167REtevY3yaD1A8QQgghxOyTAHwLMJkNWCxGnF4DrrCNqKLjCttI01UyU2yoBguKN0RZ8VfRzC/h9V8CIBR2cqntH7nU9iI5jrsozv8sOZn3oioGjAYDz915B3ctWcK36mppd7vxh0P8l0OHeLelhT0PPki6VeYT3ghvOMjnfvS/WZtbxNc23Mfa3OK53iWxwKmKSoo5gxRzBgVpo98mOSQPVbMeCPVNISS3jHkbmyk1EY5ThwXj+HJQEpKFEEIIMRMkAN8i+jx+2lwDgIpJDaNhptU5gK5DismEgkLBoicoWfpFnO4TtHb9mK7et9D1CKDT43qfHtf7WM25FOV9mqK8T2E1L2JdQT7/8Oyz/OXhw7xy9iwAbzQ2cqqjkz+r3MbmYgltU+ULh3AGvLx84SRvt5zjwZKVfOW2u+Z6t8RNLjkkj77cWSIkxwt3hfoYCAwbaj0YlscLyf6wB3/Yc52QnJZc1dqSRZp1eGjOxqiabvg5T0YkHCQa8BAJBzGZZvexhRBCCHHjJADfAlzeIF0uDwC6AhFMGAyghXRar7rJc6RiGZwLrCgKWRmbyMrYRDDUR/vVl2nt+in+YAcAgdBVmq58j+bW75Ob9QDFeZ8nK2Mzf7ptG/eUlFL11lsMBAN0ez38wc9/wRc3beS5O+7AbJRDbaqybano6LzedJq3L52lFBsl3RvYWFg617smblFJIZmxQ7Iv7E4OxsG+RNEud7AXT9CJpo8XkgfwhweuG5LjVa3TLbF1keMhOT7sejpC8tWmU3x86CBNH/wKj7uff379ryi/6xHWbHuG3PK1N7x9IYQQQsyOBZlKXC4XL7zwAgDZ2dk0NTWxfft2duzYcUPb3Lt3LwB9fX0AbN++nV27dt34Ds8hTzBMn9ePDsRm5Sqg6mih2PW6Dl19HjJtI4crW8xZLC3+TUqLvkyv60OudP6EHte76LqGrmt09b5FV+9b2G2LKc77DPeVPMXaLzzLfz10iGOtrejo/NPx43x4+QrffGQ7ZVlZs/jMbx4KkGKyYjUY6Q8GaPBe5Xd++UMeKl0lQ6PFvKUqKqlmB6lmx/ghOdSfVM06FpaH5iZ7gq4JheSugUtj3sZuTh912afhf48Xks+98wsO/91/IeT3YjRbQFGJhoN8fKiGxvde5YHf+TNW3P/0hF8bIYQQQsydBReAXS4Xmzdv5uDBg1RUVCQu3717N0ePHqWqqmrS22xoaGDnzp1UV1dTWVmZuHz79u00NTVNaZvzwcsfncc1EABAMQxeqIOiXVOgSgOXJ8Af/cUv+fqOe7j9rmJSUoZXf1bJybybnMy78Qc7aev6OW1dvyAY7gXA57/C+Ut/RePlavKyt/LNhz/La01LqP7gQ8JalMbeHn77Rwf5/Xvu4fPr1kqBrDF4QgE6Pf10ePrp8vTT2HeVPr8XTdfQiVX5BYhoUXp8Hn52toE3Ln7C1qWr+e2N93PboqLxH0CIeUZVVFItmaRaMscNyd5Q/2AP8uhFuwaCzsE1zkfnC7nxhdzXCckZpFkyE6E4/jvS0cuH3/8mWjhManascGBQ68ealhHbtqubd77/n3EULpWeYCGEEGIBWHABeOfOnezYsSMp/AJUV1eTmZnJ9u3bk0LsZLZ57f0OHjw45W3OtX89cpr/VfshaUw8bL7lauXq39Wx6u+y2LCpgPseLGX9xnyMJkPiNjZLPsuW7Kas+Hfodr7Dlc6f0td/FABNC9HR/Rod3a+x1L6M//LQE/zfBo0WVz+haIS/PPwO77W08CfbtpJtt0/7c57vQtEInZ5+urxuOjwuOj39iZ8OTz/ecDDp9mEtSjAaW8LKMKwStKIoKEosCF/1uvnRx0ep77jE61/8YyxGmZMobi6qog4WxcoEyke9zVBITg7GyctBXS8k9+ML9Y8IyeqhsyjuTki14PUGUBUDESLogVCsQrvNQLC/lzd+vo/Vv/HbWAw2LEYbZqNt8G87ZoMNk8EiFd2FEEKIeWBBBeDm5mbq6uqorq4e9fpnnnmGqqqqSYXVffv20dzczPPPPz/iOofDQWVl5aS3Odd8wTD/7Ze/xhMK4zBa0PVY76E+mIWHhkMP/lsBFJ2gGuWI7SptYS8nTnTzi4ZzFFlS2XpPOfc8UMKyFdmJ3ltVNZKXvZW87K14/S20dv2M9qu/JBxxAzDgawTfd/mtpSm8efVB3rycisFg4YPLLXz5X/6V/2/rw9y/dPSlWhYqTdfo8XkSgbbT46LTEwu7XV43vX7PlLaroGA2GDGpBoyqAa/fR0jTiaKhKAqpZgtRTeNrv/g+TyzfwOPL1pFtS53mZyfE/JUckkcXC8muawJyLwOBWNEud6AXT8iVHJIjGkpjDxgNoChoepSoHiVKFD2iDZ1HlTBXjr7NpfVhMI4RchUFs8E6LBRbsRjtWAzDw/JQYI5dPnQbCdJCCCHE9FhQATgefMvKRh8qV15ezv79+3G5XDgcjglts7a2FmDM21dUVLBv375J7+tcsltM/H9P3sd//Ic30dAxqAqRCChabAjttX3Cuhq73GhQSbWa8BOlRR2ghQFO0MOhd6+Q+Y6FktQMtt9ezue330bx4ozE/VNsJaws/TrLlvwuXT2HuNL1E/oHTg8+lpetua9QaErnYNN6/FoWLl1n7yuv8OnbbuMP7r0X2wKppKrrOv1B/1DPrTfeexsLule9bqLj9DCNRUFhUUoa+SkZFKRmkD/4YzEY+fqv/gWLwUiq2YKu63hCAXwByLGlUuLIQdN1/JHYhO4ev4d/+OhdXjz1PvcuXsbTyzeyIW+xDDkXgnhIjs33LWTZqLfR9CjeUH8iGPf1XeaY0oBu1tENBqJ6FE2LjLyjQYGoBuEIGMdYuknXCUX8hCJ+BoJ9U38iowZpGxaDfdwgbTbYsBrtEqSFEELc8hZUAG5oaBg32MaD8bFjxybcY3vs2LFxt1leXp547GuHXc9nX7hjLe7eAH9z5H30kI6qA4NBKD6XNE7RFHQTPLK+HFO6gcarTvy+MAMDQXzeMAGidBh9dAR8fHC4g/92+F0Wp6Zzz6rFPHXvCu5auZh0mwWDaqEw9wkKc59gwHueK50/oaPndaJRP6sy3fzR+g840FjKx305mIwZ/ORUiIbWNr65fTur83Ln4FUayR8OJYYox+fidgyG3S6POxE2J8thtZOfkkFeajoFqQ7yU9LJT3VQkJrBopQ0jKphxH26fQMYBttsIBRgIBjAajCxwb6IP33yWTYWlqLpGsfaL/HShRMcaWtGJ9bTdfjyeQ5fPs/i9CyeXL6BR8puI9Us6zILMR5VMSRCMukQcWzkrO0viYSC2Oyx3mVd13H1u0hLSQV0NF0nqLlQjEbuWPM7RNQIwUiAUNRPKOonEPERjMT+DkX8BKOxf4ejwfF3ZizTFaQh1sNssCcFafNgsE4M5R72bwnSQgghbgYLKgA3NzeTNU4l4XiQbW5unvA2s7KyElWfx3Ps2LEFFYABfvuRCv7lF2e4cLkX1FgPL5pOJKKDCpquowOqpmC2Gvj0ulX8RuVaAuEIp9qu8lFrFw2XOvjgXCt9Lj9+f2w+ahSdS55+Lh3r51/qz2CzG1lRkM0D60rZVJLPhuI8FmctZ035N1hR8u/o6HmNK50/AZr47dWNfNjl4qdNJXjDfZwNdvG1A63svvthvrp5C6o6sx+kYvNmBwZ7cV10XjMftz/on9J2bUbzYLjNoCDVQV5KBvmDYTc3JR27aYxeoQno9XtIM1t5tHwtX7ntLlqOnkwUvFIVlTuKyrijqIwuTz+vNH7Eq02ncAV8AFxx9/E39W/ydycOs7V0NU8t38CKwUI+QojxGc0Wyu7czseHatB1PTGaQkHBoBhRFAVd1wmGNVY/8Bk2lzw24W1rujYYiP0EIz5C0cDQ34mgPF6Qjt12ykEaCEUChCKBGQzStsHLY/82G21YDfakIB0P2BKkhRBCzJYFFYD7+vrGHP4MJMKxy+Wa8DYrKiqoqakZ8/qmpqbrbjMYDBIMDn0Icbtj82DD4TDhcHjC+zLdNE1n5dJsWp0DeMIhIoqGGgVMOmgKmgpRTceoKZitRv7+lZO8c7yFP9hxO1tK8tiyJI/fvmc9UU2jsdvJ+2dbqT3WzImWTvoCserSuq7j84Y50djJR81d2FNMpKZayM9KYV1xLuuLcllffCfrVzxBIPAJbVd/xt3qm5Sln+LFc8u44oEBv5e/fPOf+dXHtfznR3ZQmjN2G1+Prus4Az46vYPVlL1uurz9dHpiv7t9HmKxf3IMikpuSnqs53Yw3OYN+51uto471Hgqx4EZBYfFzr3Fy/jqunu4bVER4XCYljG2l2Wx8+Xb7uLZVbfzXlsjv2z8iNPdbQAEI2FebfyIVxs/YnlmHk8uW88DS1ZglaJZsy7ednN5bhATt+KBz3LhvVfxObuxOXISl+u6Hjv/ubox2VJY8eBnJt2mBszYDWbshozr33gMmq4NhuRAIjiHogGCER/BaCxAJ4JzNBac4wF6+P1C0cCU9yEY9hMM+4HeKW8DwGywJoZxm4f1QMeGfA8L0vHLhs2ljg8LNxms4wZpef8tbNJ+C5u038I3n9twMvuk6NeOh53HFEWhoqKC+vr6Ua9vaGhg8+bNVFVVsWfPnglts66uju3bt1NfXz9qD+/mzZtpaGhgz549Yy6H9M1vfpNvfetbIy7/53/+Z+xzXO04ENL4x193c7rVSyCioVt0UvJ0vF0KSlDBYlTJTTPF5gUnejdgS1kqD61JxzxGQZdLnX6OnBvg404vPXoYrymSFCtVVcFiVbBYVYxGBYOiUJxmoTTNSlmGTknmGQymY7zZlc7hrhLi5WQsaoRPFfmpyFiHoi9HYeTjB7QIrkgw9hMNDf4OJi6LTiHgAqQZzDgMZjKMFhwGCw5j7CfTYCHVYEKdg7m0mq7f0ON2h/3Ue65yytdD6Jr5yVbFwPqUHCpScsk2yfBoIcYy0HSM3vd/jBYOoBjMKKoBXYuiR0OoJivZd3+etPItc72bN0RHJ0qIKOHE7wihwb+HXx4iMuzv4beP/55rBkwYMA/+mJJ+GydxuTKJVRSEEELMLZ/Pxxe/+EX6+/tJT08f97Y3ZQAeL6yOZvv27TgcDg4ePJh0eV1dHbW1tezbt2/cUD1aD/DixYvp6em5bgPMBo8/xPN/8ybnO/toVvro8/vIstkp07JYUZDFC7/7MB29Hr578ChN7a7E/RZl2Pi3n9/CHasLx9y2pumc+7ibdw5f4tCxZrqiPpyGEC41SFiJBS6z2UBqmhl7ihnjsEBd5EjhjsUuTOpH/LwpiisUC2E6sDrLyYMlEawpdxAyLKc7EKHL66ZzlOWCJirVbIn12qakk5+aQV68NzclndyUdMyG+T8gIhwOU1tby/bt2zFNoniYPxzizZZz/LLpIy66ukdcvzFvMU+Wr+fOorJR5yOL6TPVNhRzq7v5DGff/DEXj9TicfeTmp7B0ju2s+rhz7Oo7La53r15Y2SP9GDP87Ae6dgw7kBsmPdgj3RsCLhvWnqkx6PrOu4BN+lp6dctEHhtj3Ryb7M9MfR76LqhOdMT7ZEWkyPnz4VN2m/hm89t6Ha7ycnJmVAAnv+f+IdxOBwTGt6cnZ09qe3W1taye/du9u7dy/PPP4/D4UgMi45va7xCWRaLBYvFMuJyk8k0Lw6OTJOJ//MfnkTTdQ4cOcWfHHydP9/xMM/esQ5VUVBVhcz0FP76j5/gx2+f5R9f+4hgOEqPO8C3fvBrHtpUwu99djOZabZRt79+UxHrNxXxXPBOjh9r5713Wjh5oh03IVyGEM5IEGcwiLPPj9VmIiXVhDVV5ZK7l8ZPwkSVpaB6CRv68es6KPB+fxZHT+tkWc9iNXyM0ZiG2ZSJQbWP+aHFpBpi82/jhaZSM2KVldNiv1PMI9tooZrssWUymfj06go+tWoTn/R08PKFE7zdco6wFgXg5NVWTl5tJduWyuPL1vP4snUssqfN1O4L5s/5QUxM4cqNFK7ciP839/LqSz/n8ac/jc0uy42NxsKNn2tjQTowOD86Now7MXw74hsawj0YpAODc6eT5lIPXj+a2Hrq4wfgsBYkHArixXVDzyURlBNhOhasrUZ7IkgnFxsbVs178H5mCdJJ5Py5sEn7LXzzsQ0nsz8LKgCPVwALSBSzmugSSMNVV1fjcrmoq6sDoLKyEofDwd69ewHYsmVhDm/TdA1VUVFVBRWFZ7aswdTRzGe3rIkVxRrGYFB5Zusa7t+wmO8cOMLxC50AvHW8hfpzHez6VAWP3FE25ocGi8XIXfcu4c57FtPa7aTuvfP8uqGZS70+Uk0aXnMYj2UArzmEW9HR1dhQaUWNFZVBtwFRoloERdEIR3W6fBZSTWEyzP1EIm5ybCYWO5awNPs2itJzE0sGFaQ6yLSOHY5FjKIorFlUyJpFhfzu5od5vek0L184SYfHBcQKbr146j3+6dT73FO8jKdXbGRj/mL54CXEIKPJgsGaitF083yhNh+piorVaMdqvLFpRPEgHZ8f7Q0M8Nav32Dzyo1ElXBSUI5X6B5elCwxr3qMID0R8WJjTL1eGcDIoDxWkI73Qg8L0sN7puV8LoS41S2oAFxWVsaxY8fGvD7eOzxeoazxOBwOduzYkXRZvKL0QqsADeANB/ncj/43a3OL+NqG+1ibWwyAWR0/JBZkp/Ht39vKofqL/M1P63H7Qgz4QvyPf/2AuqPNfP2ZO8nOtE5suaCVoIWiBD0hAp4QhKNYdQPooGsQVXR0VUcxK0QVHZNuxqzbCEQihLUoJsKEghpYImwv+Ij8FB92gwmbP4U8eyUbsr5EVkbRTL+UN6V0i42da27n86s309BxmZcvnOD91ib0wf/ebb3Au60XKErL5MnlG3i0bC1pFpkrLIRYOJKDdDYOc5hMLrBq0Z2T6i0YHqQTVbmHFxQbFpTjQXpEz/U0BWlP0DnlbQAjg/I4QdpsHGVZrMHLJUgLIRaqBRWAKyoqEj20o4mH1YmuATwRdXV17Nq1a9q2N5t84RDOgJeXL5zk7ZZz3F1cSo49yIcD9bSf9POF254gyzZ69dGorrFmZRZ/8Dsb+Yc3G2i41EbYEOKys4mfff8w6Q4TWWnjVz6OM5kNZGbZcGTaUCIKuFW8HREMXiOWsBlryIwlZMYcMpKZl0r2mlSiWfBWaxOf9HUSQCMQTOOf/Bk8XHCKdY5W3IEgXf0/4vTFg0TVpaSkPsbqJU+zfvES0m3SMzMZqqKypbCULYWlXPW6ebXxI15pPIUz4AWgbcDJ/oa3+MGJwzxUsoqnV2xkZXa+9LYLIW4ZM9EjPVaQHgrOMxykmb4gnRjebRy+vJVNgrQQYl5aUAH42WefZd++fTQ0NIzaI3v06NFJh9+Ghga2bdvGwYMHR9y3pqYGl8uVGAa9UGXZ7Oi4eL/jDVQlikFX+emFN3intYGHltxDaXoZPX5fohe3w+OiZ/hyQVawlYQZcHoJR2NzRnv7w3h8IXIzU7BZhg4jg6Im5t4OzcVNJz/VQUFqBmmDywVFwlFOHu/g3XdaONHQTiQSK5g10BlgoDP2P/YnVi3jq5s2cODqKS73O/GF0vnF5UyO9/TwmZJ3yTB70XQdJdqMr///8MHJ7/PPb6/FrzzAsoL1rC/OG1yT+PrFTkRMbko6X91wH19adzfvtTby8vmTnOi6DEBYi1J78Qy1F8+wLDOXp1Zs5OGSVdhuYI1jIYS4lcxkkL42KN8sQXpoTWkbBkw4uUKb+zwp1nQJ0kKIKVlQAbiiooLKykoOHDgwagCuqamhtrZ2xOUul4sXXniB7du3jwi58V7j0ezdu5eqqqopD6meH8JoSgeKEsKg60Q0lYiuE/AFcAU6uOj6CQbFht1QiqqMHWRSbCZKLBn0uf0MuCIYo2ZMfhM+p5nNq5byxQc3UJqVTY49dUL/EzKaDGy+o5jNdxTj8YQ4+sEV3j/cwtlPhioUnzvbzbmz3RSb0shYZabJ2ofNlk4oms3PO1dwZ04/SyxvYjO0AmBSg6zMqgfq6epbzN83beLKwAoybKmsK85jQ3EuGxbnsbpgEWajVDoej1E18MCSlTywZCWX+3v55YWT/Kr5TKICd6PzKt/58Fd8r+FtKpeu4akVGynJmFzxOSGEEFMznUE6HA0m5kIHhs2JDkR91wRpf1JRsqH1pmcvSOu6Tj/9dHz03ogvtk0GS1IhsXhwTg7SwwqSDZtLPfx+EqSFuPktqAAMcPDgQTZv3syzzz6bFIJ3797Nnj17Ru0B3r9/P/v27WP//v04nckn2MrKysRPnMvlYtu2bezYsWPC6wnPW4oPCKAQm+uUbgiSYYzSHzHgisRCoNHgxRdxkmrKAyDVbKVgsBc3XmQqVmgqg9yUdC619/OdAx/S2BZ7LT+u9/K/mk7wBzvuIPe2yS/7lJpq5uHKch6uLKf7qof3f32Z995pob3dDYAehtRTFoqs6Zxd1I0xTSU1zcyJ/hxK136TR5fZOX/lAK7+NwmEfPjDEfLsV8izXyEQtdPkXE/9xY28c94BgMmgsqoghw3FebFe4sV5ZKWMXuFawJKMbH5vy1a+tvF+3mo5y0vnT3ChrwuIzTP/+fnj/Pz8cdbnLubpFRu4p3g5JoN8wSCEEPOdqqix3lXjjf0/MB6k40teBZKKi/lHr+ad6JmeniAdjgYJR4M33CMdC9LDK3CPHqQTBcmSgvTQ/SRICzF/LbgA7HA4qK+vZ+/evTgcDrKzs2lqamL79u0jCljFxSs6P/PMM6Nur6qqip07dwJDhbSqqqqmdS7x3FIwKpBhCGBRY0OYs0wRbKpGd9iIroOGzv/c/huUOnKuu1zQisXZ/NUfPZa0ZFK3y8d//Nu3rrtk0vUsyk3lU59bw9OfXc2lZifvHW7hg3cv098fICeQwu1tFj7JukqHewCjUeUHznrea8zh25/aS3nWf6L96iu0dPyEvoEmfKEw/lCEFNOH3JbzAe2eMs47N9HqKedU61VOtV4FTgFQnJmWCMMbivNYmpOJep1iYbcaq9HEY+XreKx8Hed6O3n5/AneuPRJYimlj65e4aOrV3BY7Txevo4nl28gN2Xu18EWQggxs4YH6TTL+Ct2jOd6QdoX9FB/8ggrCsuJEErMnU5U7k4skRUAXZ/SPgwFadeUnwcMBemhCtxDQ7mH/j12kI5fLkFaiOmn6PoUzxBiTG63m4yMjAktxDyTun0DPPmv38Rk6CTXFMWARkRX0AEFMCg6UV2hO2IgzZJFYZqDorQ8SjOKWOooojSjiMVp+ZgMY39P0tE7kLRkEkCa3XzdJZMmIxrVOPNRF+8dbqH+SBuBUJi2FDfnHN1oSuzwtVqMPLNyPd/49MM4HFac7uO0dv2Ert630PUIwUgUfyiMLxTGGbDz0dW1NLk24I+Mvo5nqsXMuuLcxDzi2woXYbfM/Xpn4XCYV155hSeeeGJerL82EAzwq+bYUkptA8nfuiso3FlUxtMrNrK5oET+Jz5ovrWhmBxpv4VN2m9hm2j7XRukEyF5MEgnLk/qkR423HsagvR0GR6kh8Ly8DnT9uQgPay6t2VYD7aqzP3ILHn/LXzzuQ0nk78WXA+wmJwNdicXw1EM6ER1FRg6kWu6gknRsatR7rL1gQoRj5sLniY+aVOI6CqaYiQ3JY/FjsUsyVhCqaOY4rS8RCieyJJJxbk39iWAwaCyflMB6zcVEPCHqT/axrtvt5B91s5HmR24zUECwQj/8FEDLx37hGcLNvDoQyvYtOWbrCx103b1Jdq6forF2InDbqUQWJV7Bn/4FK7wWk51r+fIFQehwUJcAJ5giPebWnm/KTa/WFUUVuRlsa44j42LY0On8zNGD8+3kjSLlc+v3sLnVm3meGdsKaV3rzQmllL6oK2JD9qayE/N4KnBpZQyrDc2Z00IIYQYz0z1SCfCclJgjgfsmQnS8R5pprFHevQgnbxm9OiXz48gLcSNkgB8k8swhCEMQU3BMNhbagAMKqhARI/10BYaQqyx9RKOhhlxio40QQ/oPdCIwjkMGA1WrKZU7JY0Ui0Z3JaewV9+xUjD+R7OXfEQ1gyEI43s/+cj3LV2KfduKMdotKKoJlTVgqKaUQ2x34pqRlVNoBiv22NstZm494FS7n2gFGefn18fvsTfvPcBDeE2AJxmP3/bc4R3v3eJ0uosbr+rmHvvf4x7Nn6ZPveHtHb+hG7nuxhUlVSLSqrlLMWpZ/nsqmIUSyUtA+s52erjo9Yu+rz+xONqus7Zzl7OdvZy8NjHAOSmpbB+cW5iLvGKvGyMhpnv5QxFwzP+GJOlKAoVBSVUFJTQ4/PwauNHvNr4ET1+DwCdnn7+9vg7/P3Jd3lgyUqeWrGBNTmFUp1bCCHEvDWdQToSDSZ6oof3Og9V6I5fPnwo98IM0onh3tcEaVU3ESGIpkeB+dV7KG4tEoBvcq5IBgXGq7RHVAy6SppBw6Do6LpCvxbrBV5sjrI+I408WzoaOqFomFA0RHDwdzgaSYRiAzoGIhD1EIp6CAU6cREb7mo2GCnKNFOYZsA9ECYaJTbW2nOW40cM5GWmYDWPc8gpKupgIFYMlsTf41324N0WHrp3FYfP5fLnh8/Q7vYTiUT4eFEb/QEX4Q/cvH/4AukZadx9Xwn33P+nrFrqp/Xqz2nr+gWhcB8AgWArBH9Ivmpm48ZtFD36WTzhEk61X+XE5S5OtXXRdNWZ9OXA1QEvdR9fpO7jiwBYTUbWFC5iw+Bc4nVFudO6JrGuRfhB7Yv8xXtNOK0DPPfYV1DU+fcWzrGn8pX19/DFtXfxfmsTL184QUNnCxBbSunQpY85dOljljoW8fTyDWxduga7LKUkhBDiJqUqaqyg1gwG6djwbl9ykB6lAFl8vvRcBOl4Fe/z7/5scPkr67D50PbkKt3jBOmhy6VHWkzN/Pv0LKaN3WSml2L+OK+H00Ejh/qhP6Kg6jqaouAwKjySAfemG8kv+xKqakTXQmhaCD0aRNfCaFqQcMTPQNDFQKAfX8hNMOwlEglgVDSMxIYN6+gEo2GCg72Tqh0iAZVIUEVRFLRglJauCJlpVnIy7Kij9fzpGlo0ANEATLKTc7UFqh+Cvz1n5u0OFU3T8WkeGova+Up+P8vsYSJRlVPvGDGZrDiy01mScz+6uR9voAV/sAtd0dGjOu7ON+nvfAOLJY/VmXdx7x13YDQuwx9RaOrxcrbLzekOFx+3O3GHdEJRAxoqgXCEhpYOGlo6EvtVluNg/eCQ6RtZkzgcuMr3Xvlbvn3Yz0DIwH+tbSYS2MdzT/wbTNbcSW9vNhhUlfuWLOe+Jctpdffxy8aPeL3pNJ5QrMrnRVc33z1ax/eOv0Pl0jU8vWIjpY6cOd5rIYQQYn6amSAdXxN6/CA9vHL38OB9o0HaG+qf8vOAWI+02WAdNh965Jzo4YF59IAtQfpWIwH4JpZisvDjL+yh8+x3yHU2cFdmJq/1ennf5eduh5XHslOwa05SszaTWTC5iteBSJDL7g4uOltp6W/livsyfd4eDEQxosfCsaoTiUJvswktAGaDhtmokZGisG6FnfL8DBxmK3ajEUWPoEWDQwE88ROZ+PM1wtdvC7E5x8D+c2Z8EfBoKn/dls02h4fHcjxYLSEgxIDTzYATbDYjKWkZZNkyiERdhCP96PrgXGB/P27/67jbazEZ0zGbMslVLeSmwgPLQV8OwXAEXziMN6ThDmh4QhDWVEKagZBmIKwZCDkNnO5VaThuwGS0sCg9k8LMLJbk5FCclY3JZIv1aBvMg8PDTSjqYG+3wYK37zg/qPsR//1DG1FdpcAeoT9s5NuH/URCf8Fvb3+G1OzbJ9V+s604PYvdFQ/xW+vv4+3LZ3n5/EnO9sa+KPBHQrx04QQvXTjBbYuKeHr5Ru5bshzzOMXXhBBCCDE1yUF66tu5NkiPGMqdCMyxAmT+kIfz7rMUpOcS1oILJ0hfW8n72rnSt1iQ1tCuf6N5Tj5h3uRURSUlqwJPXwNpSogdOSYeMQdITzehECIKpGRumvR2rUYLK7JKWZFVmrgsEAlyqb+dlv52LrpaudjfzlWtB22NTnujhdaPrQyumMOPjkN2cYjSDf2k2A0sSS+gNKOU0oxCSh1FFKfmYVBVdD2KHo2H4iCaFkbXgsMuC6Fpsd5qXQuiRUM8kRuiYqmH/360i9M9fjDpvO2z0tSVyReyB8jQfBgNUYzGKH5/BL8/gqKAPSWV1NRMjGY/4YiTqBZfj1AjHHERjrgwqDbMJgdGYzoKClaTEavJSNZgXaewpg1Wm47gDwUIRCKMnFR9EVxwxQWtSmzotM1swm4yYTMbMapD84jDIScvXVD5zvFiojpkWUMAZFoi9AWM/PcPrWjRv+fL918mZ8nnJ92Os81iNPJI2VoeKVtLY18XL104yRsXPyYYjX3Rcaa7jTPdbWTU23hscCml/NSMOd5rIYQQQlxrskE6HA7zSvMrPLE+uYLw6EF6KDgPrRk9+lrSCylID10+LEiPErDna5Buc1/gKD9kk3slpdlr5np3pkwC8C0gJXMDRnM6WsSPDhjVKLoWC1JGUzopmRum5XGsRgurspeyKntp4jJ/OECLu4NLa9s4WXGZV+o66WiLjW/ubTXRf9VIyboAoZIrNLmuJO5nVk0sTi9gqaOQ0ozYkkyFqbmY1IkVmcoGvr9K459OnGD/Bx8S1TW6geoBI19dU0FGh5X3DrfQ2+PGZIwkArHRECUjw8CGjVksXx0EUwOu/uPoWhgFUAiihPsxRiyk2stJtZVgUMyJHmuDFsJiCpFuC8aGdOs6/nAkFooHf2va0MlZ18EfiuAPRegjVnTLZDRgHwzFb1608p3ji4jqClmWCAqx4eYKGlmWEH1BI//jaAaKcpivPGDCklKKJaUEo3n+h8ZlWXn80Z2PsGvTg9RePMPL509y2d0LQH/Qz4GPj/Cjj4+wpXApn1qxkdsLl8pSSkIIIcRNZrp6pHVdJxwNjAjSwwP1QgnSRoN53MA8kcvNBiuGaa4Vc7ilBg/dHG6poTT7z6Z127NJAvAtwGjOZMmG/4YWjRWIeuvNt3jojocwGo2oBhtGs2PGHttmsiZC8WNlsOdBnVc+PM///smHOD0+gtEwl0+Y6b7sp2yTH1tabFhFSAvT5LpMk+tyYltm1cSSjILYOsXxUJy2aMxQpKoqX6mo4I7ixfyn2louu5yEohG+d+oI95Uu5flvP0xfq5/3DrfwwbuXcbljXwr0OKHpUhh+plJQ8DB3P/AFlq/9hH7/K3h8zYNb9+MM1EOgnqyM21mc/zkWZd6POuxEo2vRwd7pUGJodzQSpN3ZS1NXF5d6umnt7cXtG8CsRjGpGqbB32Y1ypluI69dsqGikWkNg6IkdSYrCmRZwoMhOB1FPczTyw4BYDA7sKaUJAKx2b4Y1TA/C02lmC18ZmUFn16xiVNXW3npwgkOX76ApmvowNH2ixxtv0huSjpPLlvPY+XryLSlzPVuCyGEEGIeURRlmoN0IKmI2FhBeryAPdUgHYmGiERD0xKkEz3LiWAc//fkgvQV11nO9XyIipFzPR9ypf8cizNW3tD+zRVF1+d4he+b0GQWYp5t82UBa5cnQPXP6jlUfwlgMOxEuOP2DIpWBLk80E6Xr/e62zEbzCxJz2dpRjGljkKWZhRRkDoyFAfCYf7qvff46enTicsybXb+ZNtW7ikpIRKO8tHJTt59u4UTDe2Ew9ERj7ViVQ533Bcgu+gDnO630PTkSl0Wcw5FuZ+mOO9TWC15E34t+rx+TrVe5WRrFyevdHG2s4fOfg9tzgFAoyTVi6LEKnbHGVQFgwKKoqFr4AxZMKjwH+7w8vSy0MgHUVTMtkIsKSWJH5M1F2We9qj2+b281nSKX144SbdvIOk6gxIrrvWpFZtYu6howS2lNF/eg2JqpP0WNmm/hU3ab2G71dpveJBOzI++JiBfN2BHA4Qi/qH6NHPEaDDT6+vAG3KCZsBqsrKhcCtf2vinc7pfw00mf0kPsJgTjlQre798L9u2LOW7B4/Q2ecFzNQf89PX5uAPn93OksIUWvrbudTfxkVXGxf72+j29SVtJxQN0ei8TKNzqKfYYjBTklEYm0882Fucn5rD//vgg9y9pIT/9uYbuPx+nH4f/+Hll/n8unX8/j33ULGliIotRXi9IY592Mq7b1/i7Cfdie2eP9vD+bNgNK5n05b7uG3LOYz2twiE2gEIhnpobv0+F9t+QE7mfSzO+yzZjjuvGzKzUmw8uLKEB1eWAODyBbjjz/8Wk0ElxWIhrIewqOHEXGIdiGo6UWLrOUexkJ6SzdUBL9WnUnhqrQU13IoeDQ49iK4R8rUS8rUy0P0uAKrBhiVlSVIoNpjSptag0yzLlsIX197FF267gw/bmnnp/EnqOy7Gnruu8XbLOd5uOUdJRjZPLd9IZdkaUkzTt+SUEEIIIcSNGN4jDZlT3s7IID1yeavrBuwbDNK+kBtP0BnbH6JYjHbOdn+wYHuBJQCLObVlVSHVe57kH187xU/e/gRNh4sdLv7wO6/z6ftX8ltPbGBNTnni9p6QLxGKLw0W2+r2O5O2GYyGON93ifN9lxKXWQzmRCD+dw/cxs9PXeZk21UUBX586hT1rW18c3slKxYtIiXFzINby3hwaxk93V7e/3UL777TQnubG4BIROPoBy6OfpBHiv1L3PXQAEtWNBDmGKCh6xrdfe/Q3fcONksBxfmfpSj3acymiZ38HHYr//nTD/EnP32TSFQjw+ogEupBVVR0XSeqabHxz4NcAZV+txujqlKxdDmh7PtYkZdJJNBF0NuS+AkFOpKG4mhRP373Ofzuc4nLjJasxLBpS0opFnsRijp339Kqisrdxcu4u3gZHQMuXr5wktebT+MOxuZLt/T38tfHDvH9E++wtXQ1T6/YSHnm/FwWSgghhBBismYySA8PzkNBemTAPt9zDBQwYCSiR7AYUxgI9fHOxYPzqhd4omQI9AyQIdBTc/5KL9858CGNbUOBdpHDzr/bcTt33VY85v08IR+XEqG4jUuuthGh+Fq6Dl1OE01dBgyKEYvBjN1k4d/ecw9f2rgJ9ZpiW7qu03LRxbvvXOKDdy/T3x8Ysc2CojCb72/CkfchKMk91apiIjf7IRbnfw5H2sYJDdv91yOn+ZOfvkk4GiZDdaKgowOapqGoCpoeW2bqiseOjkpRZhpZKTYASrMzeHzdch5bW06hI9arq0UDBL1XCHovJUJxNOwefycUAxZ70bBe4lKMlpw5HXYcikY4fPk8vzh/gk962kdcvzqnkKeXb+CBkpXzciml+fweFNcn7bewSfstbNJ+C5u038J0xXWW/Uf+AwbViMVgp9/dT0Z6BsGoj6geYdcd/2Ne9AJPJn9JAJ4BEoCnLhrV+PHbZ/nH1z4iOGwe7kObSvi9z24mM802oe14Qj4uDobheG9xzyih2BOA05fBHetQRFVUSrJS+M0tq9lYsJTSjCJyU7KS5hRHoxpnTnXx/uHLHPuwlWDomrWKFY3bNrWzcsNHWFLPYjAkh8VU+1KK8z5HwaLHMRlTx30eQyE4wqKU2BDfgYEB0tJiofaqJ0BUg4qSAno9fiLayKEt64vzeHxdOdtXl5FhtyYu13WdaNhF0BMLxAFvCyHfFXQtPGIbw6nGlGuGTpdiMNrHvc9MaXZeHVxK6RP8keS5z2lmK4+Wr+Wp5RspTHPMyf6NZr6/B8X4pP0WNmm/hU3ab2GT9luY/unEf+WjzrdxWBYBJAIwgCvYzfr8B+dFL7AE4DkmAfjGdfQO8J0DRzh+oTNxWarNxK5PVfDoneVT6oEcCHm5NDiXON5j3Ot3oWnQ2AWXrg7d1mSA1cWQ7wCb0ULJsMrTpRmFiVAc8IepP9rGe4dbOPNRF9o1byd7Sh+b7j1PXkkDNnsgab8NqpX8RY+wOO+zpKeuHnO/4yE4EtXISbXhdrtJT0+nx+PHaFD5888+zBfuWIvbH6Tuk2ZePd3EicudI7ZjUBXuKV/M4+uW8cDyJVhMI3tHdS1KKNAR6yEeDMbhQNd1X1uTddHQsOmUEsy2QpRpLr0/Hm84yKGLH/PS+ZO09PeMuH5zQSlPL9/InUVlGCa4lNZMWSjvQTE6ab+FTdpvYZP2W9ik/Rae4b2/VmMKuq4nArCiKAQi3nnTCywBeI5JAJ4euq5zqP4if/PTety+od69DeW5fP2ZOynOvfHX1h30JMLw4YuN/PxUKwOBoR7QgkxYXQTGa9YjtxutlGQUstRRTEl6IUsdRZiDNj587wrvvtNCy6Xk3mZFjVBYcpY1m0+Tnn0Zmy35tU9PXc3i/M+Rn70dg2GolzYS8RKJejl4rJE/e+kIkWgUixYmqJowGgz856fvYOeWZRgNKRiNQ0sDdbgGeO1ME6+daqS5xzXiedvNJrauKuXxdcvYUlKIqo79hUI04iPku5wYNh3wXEKLeMd9XRXViNm+OKnAltGcNeNDp3Vd50x3Gy9dOMnhy+eJaMnVvHNsqTyxfAOPL1tHtm383veZspDeg2Ikab+FTdpvYZP2W9ik/RaefzrxXzneXkeqOROF2Ocsj89Lqj0FZXB5Tk/IyabCyjnvBZYAPMfmcwD2eDz87Gc/4zOf+QypqXMTACbr2iWTAMxGlS8+so5ntq7BaJi+Hj13IMB/faOOX50/TygaIhgNYzRGWFkUJvM6S8/aTTZK0wspdRSRGsqg67TGR7/upa/Xn3y7tC6Wrj5ByYozpKZrmM1D6dpkTKNg0RMU532GFFsJde/fRzAcWw7qnUsl/OPxjXhDJlLMYb6y6QQPlLYAYDFlU3n3r0dUnNZ1nQtdfbx6upHXzzTRPeAbsd85qXYeua2MJ9YtY0Ve9nVDqq7rREK9yQW2fK3oWmTc+xlMaUmB2GJfgmqc2JD2qXD6vfyq+QwvXzhJlzd5HT1VUbl38TKeXr6RDXmLZ3VOs3wAWNik/RY2ab+FTdpvYZP2W1g0XeMv3vkq3pArcZmug8/vw26zD6/HSorZwf/7wN+PWIZ0NkkAnmPzMQCfOHGCF198kZdffpn+/n4yMjJ46qmn+MpXvsKGDRvmevcm5NjZ9mFLJsUsLXDwh8/eyeqSnGl9rNfPneMv3n4HXzjW86zpOttXLmbjYjtXBjq51N+GM3CdAlJAitFGhpZJoM1M15ko9NowBK0oKKiGIIuKT1G+5gTZed2kpJoxGodOHJnpFbS39XC15xRmUzYAR1vz+eW5pTy58iK3F8eGOYfDfSwuquTRh7477r5omk59Swevnm7kjbMX8QZHzvUty3Hw6NplScWzJkLXwoT87Ym5xEFvC5FA9/h3UhRM1rykucRmWz6KYhj/fpOk6RrH2i/x0oUTHGlr5toT3uL0LJ5cvoFHym4j1WwddRvTST4ALGzSfgubtN/CJu23sEn7LTzxStFx4XCYukOHqNy2LakNzQYblhns1JgICcBzbL4F4JqaGp5//nkGBgaw2WyEQiHMZjN+v5+0tDS+/e1v8/nPf36ud3NC/MFw0pJJAAoklkyyW6fvhNrudvNf6g5xsmOo0vCq3Fy+uX07SxwOXAE3FweHT7cMLsnkCg6MuT1dB583RNAN4U4LpoFUzJ40LJ4UMmy9FJYeY8nys6SlK9hTzLidKfzwOw8TCgKooBgIaiphTcGk6lhUjdjgE5309Dz++nvPkF84sdAaDEc4fOEyr55u4r3GK6MWz9qwOI8n1i2jcnUZ6bbJr7EbjXiH9RJfIui9jBYZ2QM9nKKasaQsHrYUUwlGs2PSjz2WLk8/rzR+xKtNp3AFkvfFbDCytXQ1Ty3fwIrs/Gl7zGvJB4CFTdpvYZP2W9ik/RY2ab+Fbz63oQTgOTafAvCJEyfYuXMnfr+fvLw8gEQPMEBXVxc2m42ampoF0xMMU18yabI0TeMfGhr4/pGjRAcXD7cYTfzhfffyqTVrRgyddQbcscrT7lggvtTfTv8ooViL6ng8IbyeEIFABEPEiNmTRorfREnqZUryPkHVjfziH55CNYQIKzoB3YxG/PEUDIqOVQljVewY1Wy+u//TlJZNfn24fl+AQ2cv8sqpRk5eGVnwyqiq3LNsMY+vLef+MYpnTYSu60SC3UNzib2XCPna4DqLshvMGUkFtiz2YlTDjfXUhqNR3r1ygZcunODU1dYR16/IyuepFRt4qGQVVuP0nuDn8/88xPVJ+y1s0n4Lm7Tfwibtt/DN5zacTP6af4tkimn14osvMjAwQFFREVpUp7fTTSQaxkgAk8XIokW5dHS08+KLLy6oALxicTZ/9UePJS2Z1O3y8Wd/+/akl0waj6qq/NaWLdy5eAnfrK3lSr+LYCRM1Vtv8V5LC88//DAO29DjZFrTycxPZ1P+UFXneCi+2N+WWJrJHfKQnmEhPcNCJKzhGQjisfXTE9bowUq9byNZA0GCEYWowYhmANAxoAE6oKCh4MNAKBohJeqms6eWtOwy7NZirObcEfOBx5Jht/K5itV8rmI17a4BXjvdxGunG7k4WDwromm8c76Fd863kGIxsXXVUh5fu4zNJQXjFs+6lqIomKy5mKy5pGbfDoCmhQn5WpN6iiPB5DWUo6F+fKGP8Dk/GtyQitmWnzR02mTNm/DzBTAZDDxUuoqHSldxydXDyxdOUtt8JrGU0vm+Tv7yg072N7zNI2W38dTyDRSnZ014+0IIIYQQYn6SAHwTCwaD/PKXv8Rut6MoCuFgGP9AkGg0StjnhsHexJAe4e//9l9YlfowxeV55C/JJL80k5yiDAzTWGBquhkMKs9sXcP9GxYnLZn01vEWjp1tv6Elk661Oi+XHz77DN99911+fuYMAIcvXuRMVxd/snUrd5eUjHnfa0OxruuxUNwfW6P44uBaxe6Ql2AgkugZ7ommE9KNoIOByOBw5zgddTAIh3UIRgM0Xflb3JHYvGRVNWO3FmGzFGO3FWO3FmO3Lo6FY0v+mGGx0JHGb9+3ka/du4HzXb28cqqRX51ppscTGy7sDYZ56eR5Xjp5nkVpdh69rZzH1y5jed7UKjyrqglr6lKsqUsTl0XDA4ke4ngw1qPBYU9dI+RrJ+RrZ6D7fQAUgyW5wFZKCUbTxEZflDpy+P3bt/HbG+/nzUuf8NL5EzS7YvOXPaEAPzlbz0/O1rMpfwlPLd/IPcXL5nwpJSGEEEIIMTUSgG9iXq+XcDicGKIQDkVHvZ2iqQT8Ad7+xQmsw5bSUVWFRcUZ5JdkkVeSSUFpJnlLMskrySTNMbcT3YcryE7j27+3NWnJJI8/zF8e+JBDxy5O25JJNpOJvQ89xD0lJfy3N96kP+Cnz+fjj19+mR3r1vNv77kbi/H6bylFUciyZZBly6Aifw0QC8V9gX4uDc4lvuhs49iJy1waLDGv6SoGZfhQ4eQwHNV0Or29aF43JtWIyWDEGxrApF7AeM16vIpixG4txDYYiBPh2FaM1VKAqhhQFIWV+TmszM/h69vu5FhLO6+eauSNs5fwhWLFs7oHfLz4wSle/OAUZTkOHlu3jMduK6dgEsWzRmMwpWF3rMXuWDv42miEA13JVaf9HUlDp/VokID7PAH3+cRlRktWUiA22xejqmMP17GbzDy5fANPLFvPJz0dvHzhBG+3nCM8uJTS8c7LHO+8TLYtlceXrefxZetYZL+x5yqEEEIIIWaXBOCbWEpKCiaTiWAw1nuWlmnDajfhcvZjMVkJhzUioQghjx+DbsSkJhc60jSdrssuui674HDytu1pFvJLs8hf4iCvJBaMC0qzWFScgdE0vVV8J0JRFCq3lLFlVWHSkkknm67yu3/xy2ldMun+pUt58Tfy+PNDb/DB5dgyRDWnPqK+tZVvPrKd5TmTr0itKArZNgfZNgebB0Pxxdw+nvvXHzHAAKqiohNGQR/s9431AUd1FXSFiG6gObwGd+gqNsWNlQGsihOVKKBgUg0YVWMiHPvCXkzeixhVwzX7YcBmKUgEYru1GJt1MbflF7Ol5F6+8fi9vHPhMq+eauS9pitEByuRNfe4+D9vHuP/vHmMTUvyeWxt+ZSLZ418bVTMtgLMtgLScu4CQIsGCfquJIXi6LAy/QCRYB+RYB/evuODG1Ix2wpjgTi1FGtKKUZLzojecEVRWLOokDWLCvndzQ/zetNpXr5wkg5PbPu9fg8vnnqPfzr1PvcuXsZTyzeyMX/xnJb+F0IIIYQQEyMB+CZmsVh48sknefHFF8nMzERRFIxmAyargbSM2LBoXdcJt3n5jS98ia/v+jKdl/rovOykq8U1+NtJJDyy59g3EKT5VAfNpzqSLlcUhZyidPIHQ3F+SewnryST9Cz7jK+36ki1svfL97Jty9LEkkmhiMYPXznJ28dbpm3JpGy7nf/x1JP8+NRp/vd77xGKRrjo7OPfHKxh11138hsbNqDe4DBZRVFQFAUVBZNBRUdBSwwFVtA0w2AQBk1TOd26iDRDNunpFkxmA6BjxoeNAayaGyuepHBsIIqCglE1YFKNGA2xgOwP+3D7WkYJxypWSz5Z1sU8d3sx/+bOPM50qLzVGOTY5TCaHjudHL/cyfHLnfz319/nnmWLeWLtMu5bvgSzcfq+GFENFmxpy7ClLUtcFgm5rqk6fQVdCw3dSdcI+VoJ+VoZ6H43th2jDYs9eei0wTS0Pna6xcbONbfz+dWbaei4zMsXTvB+axP64H+/vnKBX1+5QFFaJk8u38CjZWtJs8z8UkpCCCGEEGJqJADf5L785S/z85//nK6urkQV6Dhd1+nq6iItLY3f+tpvUromj9I1ybfRNA1nl4fOFiddl510tgz+XHLi6vaMeDxd1+lu7ae7tZ9T715Kus6WYiZ3iYP8kizySzPJHxxOnbfEgck8vYfillWFVO95MmnJpIsdLv7wO6/zqftX8LUnNt7wkkmKorBj/Toqiov45q9qaeztIaxF+ev33uODlsv8x8pt5KamXn9D1xEPWwoqimJA16OoigHVYCQS1dB1HTViJK+hAuMFjYjVT85KM4vX2jBlh+n299Hl7SWsRYaNnI6FYyserNoANtxYlYFYWFZcg3OOlViv8WAwNqoG/GE/A74riXCcAXy6HJ4o1XAFUmlxWmlz2xkIZTIQyuTExav8+nwjNnMKW1eX8vjaZVQsmVzxrIkymh0YzQ5SMmPF3HQ9SsjfORiGY8E4HOiKrUc1SIv48bvP4nefHdqOJSd5PrG9CFU1saWwlC2FpVz1unm18SNeaTyFMxBbk7ptwMn+hrf4wYnDPFSyiqdXbGRldv6Mf+EjhBBCCCEmRwLwTW7jxo18+9vf5hvf+AZtbW2JdYCj0WjSOsBjVYBWVZXsgnSyC9K57a7kQk9Bf5iuwV7ijpbY71hIdhEKhEdsy+8N0fLJVVo+uZp8hQLZ+enklWQmhlTnl2SRX5KJY1HKlEOEzWJi16creKiiJLFkkg78/PB53jvVOm1LJpVlZfG3Oz7P944c4Z+Pn0BHp76tla/86wH2PPQg25Ytu/5GxmA2mLDoZsKDPZkGxQi6hqIYieoaqgFMmDGYLJiNRtSQgjFkwXUUXEchO9vBw9s3c//DpWjWEF3eXrq8vXR6e+jy9nLV28tVXx9XrwnHJgJYGcCmDWCNuLEpA7F/K/0YCI8IxybVSJolzKZCI2vzdPr953D7g4n1hX3hNNx9mfzwUCZ/r+azpngt9628nTVFazHc4JJGY1EUAxZ7ERZ7ESy6FwAtGkgaNh30thANJy9TFQn2EAn24O2rj21HNWK2FSUCcWZKKb+5/l6+tO5u3r3SyMsXTnCy6woAYS1K7cUz1F48w7LMXJ5asZGHS1ZhM5ln5DkKIYQQQojJkXWAZ8B8Wgc47uTJk7z44ou8/PLLuFwuHA4HTz31FF/+8penffkjXddxdXuHDad20nnZRVeLk95Od3L9puuw2EzkLXEkim8VlGQm5hxbbBPvwY1GtaQlk+Kmc8kkgPrWVv5z3SG6vUO944+vXMW/f+B+UsyTC0GXmp38wa6fYzCqhAjgCnqI6lF0XUdRVAyKisOSihkr0YjGt7/zBJcvOal7vZGrXcm980ajyp13L2Hbo+WUL89O+lJB0zX6/P2DwbiXrsFw3OXr5aq3j6g+fAh8PBx7sCruwR7jwXDMAEYlhIKCyWDEqBrRoiqBkIY/FB2cu5z8ZYbFaCDdnk9xznKy00qxW5cMm3tcjNFgn9RrNlm6rhMJOYcNm24h5LuCrkXGvZ9qTEkswWRNKaErmsarzef4VfMZvOFg0m1TTBYql67hqRUbKcnIntdr6Inrk/Zb2KT9FjZpv4VN2m/hm89tOJn8JQF4BszHABzn8Xj42c9+xmc+8xlSp2F47mSFghGuXnENhuLYUOrOlj66WlwEfKHrb2AYx6LU2FDq+DzjwTnHmXmpY86/7egdSFoyCSDVZprWJZPcgQD73n6bNxobE5cVpKXzze3bWVeQP+HtdLYP8Ae7f0HAH+tN13Qdb9iPPxzAZrKSYrKhDu6v1Wbiu9WfIr8wDU3TOX2yk7rXGznZ0DFYNmvI0rIstj2yjLvuW4LZPP68XE3X6PW7koJx52DPcbevj6ieXJnaSAgrQz3G8WHVFgYgEiQSUYlEY0FYQRl8vRUUBVLMZjJsFtKsFgyDQ6TNpizstsXDlnEqShTmMhln5vjVtSghf1tSL3E4cPW69zNZc9Gtiznab+FX7S6a+t0jjqf1uYt5vGwtrlPn+dSTT827/3mI65vP//MX1yftt7BJ+y1s0n4L33xuQwnAc2w+B+D5euDquo67zxcLxoM/8TnHPW1uJnOYmswGcpfE5xg7Btc1ji3lZEsxo+t60pJJcRvKc6dtySRd13nt3Dn++zuH8Ydjj6EqCl/dvJmvbdmC0TCxglCd7QMEAkO9kZFImLfefpuHHnwQo3Go/axWI/mFI5fkudrl4c3aJt461IzXm/wFQ0qKmYe2lbH1kXIW5U4+TEY1jR6/M2lY9dXBv7t9TjS0pNsbCWJlAGN0gJDHgxbwYFMGcFgGsJv8g4E4Fo7tZiNpNjPpVitmg3HUCstmU+ZgGC4aDMdDlatNxul930UjvhFDp7WId9z7XPQbeNuVxgd9GhFMqKoZFCOgEx7w8uU7HuJTqyrITZlf5wgxvvl6DhUTI+23sEn7LWzSfgvffG7DyeQvmQMs5gVFUcjITiEjO4UVFcnzcsOhCN2t/YlQHB9S3XmpD99AcMS2wqEobY09tDX2jLguI9ueGEL95RUlHG7v5nhrD0aTYVqXTFIUhcdXrWJDYSHfqq3jVGcHmq7zg2PH+PDKFf5TZSWLHY7rbufaUBsOh1n0iZmSpZkTOvHk5qXy7Jc38Nln1vLBry9T9/oFLl10AuD1hvjlL87yyi/OsaGigMpHl7F2Q/6EC1QZVJW8lGzyUrJHXBfRovT4nHT5eun09HDV10unJzasutfnQsvQIAN6/XDkqoHu7ihmbYBMqzv2Y3HjsLrJtrnJsPmxmBRsZgMm1TS4lJOBYDREINSLOnBqxOObjOmxXmNbLBjbBnuO7dbFmIwZk+7pNxjt2DNWY89YDQwOnQ72JhXYCvpaYdhw8aW2KEttLnYugl/3wRvdcDWkoqhmgnqUfzl9mINnj3Jn0TKeXrGRzQUlspSSEEIIIcQMkwAs5j2T2UhhWTaFZSOD1oDLnyi+1XHJSeelProuO+lu7UfTRvYa9/f66O/1cb6hLXFZllGnMVUnYjVgMhv4zg/f5ce//IjffXIT99y5lJT0qRdpKkxP5/989jP8Q0MD3z9yBE3X+biri68e+BF/dP99PLV69axUCjabDTywdSn3P1xK04VeDr3exIfvXyYS0dDROdHQzomGdvLy09j2SDn3PbSU1NSpF24yqgbyU3PIT81hQ+7KpOsiWoRunzMxlLrT20Onp5uzHb2cueyl4apKMDT0mpjUMJlWN3lp/ZQu6qcoo58MS2yItUXxoSrqYJXqoXWOjdEwwXA//Z6PR+ybyZiGzVo8OJx6cSIo2yzFmE2ZE2oPRVEwWXMwWXNIzd4CgK6FCfrakuYTR4K9pBjh0Vx4ZBF8PKDxRo+fo6EokWCISFDhncZODjcfpSA1g6eWb+SJVffhsKVM+bUXQgghhBBjkwAsFrQ0h400h41lGwqTLo9EovS2u2NzjBO9xrHfA05/0m2zIgqbXXDJFqXNGsFHkP5eL//u7KsUBhXWmu0Ul2TFinGVZFIwuIxTdmE6xgmsbWtQVb62ZQt3Ll7MN2trae3vJxAJ88Kbb/JeSwvfePhhMqyzs3asoigsW5HDshU5fOErG3j7jWberG2it9cHQFfnAP/8Dyeo+ZdT3PNAKdseLaekNHNa98GoGilIXURB6qIR14WjETo9PbxxrpHXzzRTf7EbXyhMX8BKty+bU12x26WnahTmahTnBci0eIaWcGJgcP6xOykcD1/n2BQNEwy7cXs+GblvBvtgOC7GbluSmHNsty7GbMoeNxwrqglrainW1FLgQQCi4QGC3suJXuJ1xhbWpPloSfdyIpTO273gDEfQtQhtLi/VR9v5u/pXuTvXwRNly1lXeBvW1KUYzRnT8dILIYQQQtzyJACLm5LRaIhVjl6SybU1rr3uQGw49TVrG5uvuMgNRTmfouMxxEpHtVl0ejQvyz/2k32yPWk7qqqwqDgjVnyrNIv8EkeiEFeqwzYiLK3Jy+OHzzzD//r1u7z0Saxn8u3mZk53dvGn27Zy55IlE3pu0bB2/RtNQIbDyqc+t4YnP72KE/Xt1L3WyJnTsYQZCkd561ATbx1qYvnKHLY/tpwtdxRhNE1s7vJUmQxGFmfk89U78vnqHffhD4V55/xlXjndyPuNVwhGw0S0COFohLa2CC1XUshMd5CT4yc/R8NkIlFlXCWCBU8iFMcqVrux4sGieDDEw3FineNYOA5FvAx4z4/YN4PBNhiGi7BZhxfmKsZizkEZZfiywZSG3XEbdsdtAOi6ht/TTvM7P+FL63L5vO8yRzraeaNb58zgakxhTeedTifvdB5hse0IWxfBfXkZZKSXDlubeDGqwTJTzSCEEEIIcdOSACxuOSnpVsrXFVC+riDpck3T6O0YoP1iHz95+yyvnWkhEIgQDkU4rWosCiks8ymYdWXw9jpdl110XXbx0a8vJm3LnmaJheLBXuN4MF5UnMHzWx/mntISXnjjTdzBAL0+L3/00ks8s34D/8/dd2E2jv22bG3s4cB//IhNt93F0tUFY95uMgwGlc13FLP5jmLaWt0cer2RX799icDgWs4XzvVw4VwPGRlWHt5ezkPbysjKntnlieJsZhOPri3n0bXl9Hn91H3czGunmzjVNqwqcxTcnTruLo01xRmsWWIj0xGmN+Dkqq8XZ8CNMz4afvC3QjS2lFOixzhesdqNRfFiVNRh6xwbYgE5GiYSOc+A98KI/VRVS/KQamsxtsHq1VZzbiIcK4qKyZqHN1JCZnGsgETxqhBP+a5w8eonvNJ0hjfaruIJxwqfXfHD31+GA6393JN9kq05Jym2AYqK2VYwFIhTSjBZ80YN4UIIIYQQYogEYCEGqarKoqIMFhVlsOG+pfxu7wD/60dHaDjfia5phINRWnW4v3AR+QESaxtHwtER2/INBGk+1UHzqY6kyxVFIacwnbySTHYUL6HW0MaFsAuT2cCPTp7kWGsr33pkO+XZI+c7AxyrvcBAb4j6ugvTFoCHKypO5zd/p4JnvriOd99poe71Rtpa+wHo7w/ws5oz/OLHH7P5jmK2P76MlasXzcocZoCsFBvP3H4bz9x+G1f6+nntdBOvnW7kcl98uSEDn7R6+KTVQ5rVTOXq1fzm2nJWFWTR4+9LFOTq8vUmKlc7gwOjhmML3qTh1LHfsaHWRkVNrHNsSvyEiUab8PiaR+y3qppjvcaWYuy2YizGAjTlMv5gB0ZjMarBjDWtnNVp5awuf4rfj0R4o6mBl84d4WxvJ7oWIqCFeKNb541uWJEKW3M0NjvaCPnaGOh+L/Y4BivmlCVYUkqwpsR6iw2mkZXBhRBCCCFuZRKAhRhDQXYaL/zu1qElk9TYMkLvulyxJZP+6GkKc1JxdnmSlm2KD692XvWM2Kau63S39dPdFguV6ehk5wU5W+xDNyp0mPt46vQlPp27gs+tuY3C0ixyl2RithjRdZ0PXztH0Bvhg1fP8fnfv3/GwqfVZmLbo8vY+kg5Zz/upu61RuqPtKLpOpquc/TDKxz98ApFxRlsf2wZ99xfgtU2e+XwF2dl8NwDFfyb+zfxSUcPr5xqpPbjZvq8sfndA4EQPz1+lp8eP0t+eiqPri3niXXLuH352qTtBCLBxBJOycs59eEKeXBdE45Bw4IXWyQ2nNo2GIqtuLEqHkyKkjykWjViUiNEo814fBfBGTsGwsZ+3j95EFU1YbcWDhtSHRtW/WBJMY+u+D2anT28dOEkb1z8GH/Yj64FaQqEuHA5RGprmAey4aEcWGQBLRog4D5PwH2e/sG9NVqysKQMHzpdjKLOr2ULhBBCCCFmk6wDPANkHeCbj8sToPpn9Ryqv5S4zGxUx10yKegPJ5Zt6kiac+wiNDi8OG7AFuF4mZcB+1BvcrbbxLIPFKIDYax2M2qqEWebm0gkQlqGnY3bl5FhtwGwcnMxj3/19pl58oP6en28WdfMW3VN9PcHkq6z2Uzc92Ap2x5dRmHR3BzzUU3jw+Y2XjvTxJtnLxEIR0bcZkVeFo+tXcajt5WTmz5+pWVfOJAIxV3eHjoH/77q62UgNNoawPo1PccD2BT34PBqD2Y1VgDMqBgJB0NkpKZhMpgwqgYURn6RoSgGbJYC7NbFYCqkodfO2+0+2r1hVCU22VnXQuhaiA0OEw9l+rjN7mPcVawUAxZ7UdLQaaNl9nrxbwZyDl3YpP0WNmm/hU3ab+Gbz204L9YBdrvd9PX14XK5KCsrm3dBUIjJcKRa2fvle9m2ZSnfPXiEzj4voYjGD185ydvHW/jDZ+9kdUlO0n0sNhNLVuayZGVu0uW6ruPq9iata9zR4mRxSx/vDXRxMS8WLnvTw2h5YXLao/T3+gibdXQDhG3gcw1Qe+AENgxk5aaxZFXyY8yErGw7n392LZ/+3GqOfthK3WuNXDgfW2vZ7w9T+9oFal+7wG1r86h8bBkbNxdiuIG1lCfLoKrcs2wx9yxbjO+xMG+fb+HV04182NyGNvg93/muPs53HeGvDh1hc2khj68tZ+uqpaRaRy75ZDdZWeooYqmjaMR1npCPq76+pGDcNdiL3B9OpV8fHJ6e+HpRxxz1YSMWiPXAVTKJxIpzKR7Mqp48pHpwiLUWaMUXaAVgCfDlPGjx2TnSl80n7mxQLKiqiXqnmeP9ZvLs2Ty6uJgHFxmxRdoJei+ja8O+bNGjg1WpLwOHAVCN9qRAbEkpwWCUZZiEEEIIcXOalgB84sQJ6urqqK2t5dixY7hcLiD2QT9OURQcDgdZWVlUVlayfft2Pve5z03Hwwsxa7asKqR6z5P842un+Mnbn6DpcLHDxR9+53U+df8KvvbERuzW8b8RUxSFzNxUMnNTWX374qTrQsEItQ1n+Yv33qHb4yH0QJTOgiA5bwXQ/VGiFlBQiFp08OvoRoVND5Vz71NrZvJpJzGaDNx9Xwl331dCyyUnda818v7hFkKDc6HPnO7izOkusnPsbN1ezoNby0jPmJ1lnuLsFhOPr1vG4+uW0ef1U/txM6+eauRMezcQy6XHLrVz7FI7Va+9x33LFvPEuuXcU16MaQJLW6Wa7aSa7ZQ5ikdc5wn5Rgyrjgfk/kgKLj2f/kAuGZaMwZ7XWDiOzzG24R5a1knpw6LqSUOq8ywBPlvk5vH8DhqcmRzty8Qdih1zlwJQ3XeW76tGNuWYqVySw9rsHMyYUCNBtKCLSKA7aX+1iA9//yf4+4eWhTJaFyXNJTbbClFUmTEjhBBCiIXvhoZAf+9736Oqqgqn08nOnTvZvHkzW7ZsoaysDICMjKG1K/v7++nr66OhoYHm5mYOHDjA8ePH2bVrF3v37qW0tPSGn8x8IUOgbw3nr/TynQMf0tjmTFy2yGHn3+24nbtuGxmMJsMdCFD11lu8fu4cmq4TvRjA9k99qKqCruvomg66gmN1BhlmK0ZN5cF7V/LYV7eM6HGeDR5PiF+/dZG61xu52pU899loVLnz7iVUPraMsmVZczrc9nJvP6+daeK1U41ccbpHXJ9utbBt9VKeWLeM9cV5qOOOJ54cXdfxhH20ujp55Z1fsXjNUnoCrlgvsqeXQDQ42r0wEUgaTj00vHoAi6pjUIxc8S/iI3c+l7wOFBSGv8SLLEHuyO5jg8OF1aBhNeeSaszFqqRg1A0okQCKpqGq5lGHYgMoqhGzvXhYL3EpRvPctuVckXPowibtt7BJ+y1s0n4L33xuw8nkrykF4B//+Me88MIL3H777ezYsYNt27ZNaUf7+/v50Y9+RHV1NbfffjtVVVXzLjBOhQTgW0c0qvHjt8/yj699RHBYNegHNy7h9z67hax025S33eJ0srV6Pz1eL5knIxS+GQYFMCgYNAVN0+i6x4RzjQGjprDtuIPUoIHb7i7h8d/cwvJNRbMeUDRN5/TJTupea+Tk8Q50kk8vS8uzqHxkGXfeuwSzeWbXFB6Pruucae/m1dON1J5pxukLjLhNQUYqj61dxmNryylblDltjz3ae1DXddwhb9JQ6uG9yMFoaLRnMRiOPYMFuQaIRAK0DNho9mQQ0kwoSizSKoqCWdXZ4HBxZ7aLAltg+GZQUTDpRmxqBlbFjlFXUBUTqmpO/FZIHs5uMKUmD522l6Aap368LxRyDl3YpP0WNmm/hU3ab+Gbz204o3OAf/d3fxdFUTh06FBSD+9UZGRk8Nxzz/Hcc89RU1PDzp07qaqqYuPGjTe0XSFmi8Gg8szWNdy/YXFiySSAt09cpv5cB7s+VcGjd5ZPKYgGwhFUVSE/PQ37xT4UILBIpXujgdwTUaxXFXKuqkTutOHxBogaYmHzzPstnHm/hbJ1BTz+m1tYd18pqjo7c3FVVWH9pgLWbyrgapeHN37VxNtvNOP1xgLcxaY+vvd/j/DP/3CCh7aVsfWRchblps7Kvg2nKApri3JZW5TLH1XexZGLbbxyqpG3z7ckimd19Hv4wbsn+MG7J1iZl81j68p59LZyFqVN//xYRVHIsKSSYUllRVZJ0nW6ruMOekZUqu7y9tLl62MgamNAXxS7sQFMDlieoeH0Bun2hHAHdVSiBDSNX/dk8V6Pg0JrPxszuliT4cJmNCSGWAcJx8aH62DUDZgiBkz64I9iRlXMsVCsmlEjbkLBHryuU4lwbLLlJVWdNtsKUJS5+6JDCCGEEOJakwrA3/jGN9i9ezebNm2a9h3ZsWMHO3bs4Bvf+AYOh+OmGhItbn4jlkzyhfD4w/zlgQ85dOwiX3/mTopzpzYaIMVgJMWj4ttkpeVulZBJw7vMRN47IVJawwTUCLZMK49+bTMXfnKR3o7Y0N7mUx389f/7EoVl2Tz2m1u4/ZEVs1qUKjcvlS98ZQOffeY2Pnz3CnWvX+DSxdhwca83xC9/cZZXfnGODRUFVD62jLXr86d1yPFEGQ3DimcFw7x1/hKvnmriyMWh4lnnuno519XLd+uOsGVpIY+vXcbWVaWkWEYWz5puiqKQYU0jw5rGyuylSdfpuo4rODCiUnWXtweLoZfs1AjekEanJ0KPN0pUi92v0Z9Bs7+YX3ZHKE11szqtixxTH3alH5sawaQaEhWqTaoRo8GISTHGgrBmwBQ1YNKNqINDphXFEAvHwXZU95lEUDYY7FhSSrGmDoVig8lxSw6dFkIIIcT8MOEAfPz4cZ5//vkb7vW9nm9/+9v8+Mc/lgAsFhxFUajcUhYrlDVsyaSTTVf53b/4JV98ZB07H149oSJLwwV1DXZno1pVFuvQ4XIRMkB7pQk1BNFoBF80wg88n7Djj9dxZ7eF4z86S8fFPgDam3v5u2++zs+r3+eRL1dw79O3YbbMXkEji8XIA1uXcv/DpTRd6KXutUaOvH+FSFRDR+dEQzsnGtrJy09j2yPl3P/wUlJSZj5YjsZuMfHEuuU8sW45vR4fvzrTzGunG/m4I1btWgeOXmzn6MV2vv3quzywYgmPr13G3WUTK5413RRFIdOaTqY1nVXXhGNN13AFBhLB+HJ/F++3NnOis4u+QICoruKLGvm438rH/bk4bCr5qUZybBFsiicx1zg+39iu9GFTw0nrHNsUM3bFgkUxYdJDGCPqiHnEivcsavdQz7HBlI4lpQR72mpS0tdgSVmMapjdImlCCCGEuHXJOsAzQOYAC4BjZ9sTSybFleZn8EdfuGvEkkmjuexy8akf/BBvODZ82BcKk5+ait/rwWRPoa2/n6iuE9U0VEVhWXYWZmMs2G4sKGSDnk33q+1cPtWVtN20TBuVv7GJBz+/HnuqZRqf8cT1uwK8/UYzb/yqib4+X9J1FrORu+8vYduj5ZSUTt/c2xtxubefV0838uqpRtpcAyOuT7daqFwzVDxrvB7OuX4P6rrOqaut1HxyhMOXz+OPhIhoEcKDP6qikZuqkpdqxGxIfh4q4cHq1IPBePBvu+IlxRD8/9n77/A4zvROF76rczdSIzUyQyMwACApEJREZYmESGo0I80MJY3HnuAgch3We3Y9I1ifz55vvd/xakjN2c/H9rGHXO/aM7bHFsnRKI2YQCoMFUmCAYEkQgMkciN0ANC5q84f3Wig0Q0QIBEaUt3XxQtgVXVVdb+o6vq9z/P8HtQKFckKPUkKPXq06AQ1KmaeGBAEBYKgQaFORqXPRZe0hqS0cpJTN6HVZCZkpHi5x0/m7pDHb2Ujj9/KRh6/lU8ij+Gim2DJzI4sgGUmcHv9US2TIORjNdeWSbfsdtw+P522Ef7ozTdJVmvwusbRGpIY8/v46689gyvg50OLhUs9vfjFYNTrU7U6tqXkovhkjL5P+qPW6QwaHtu7iZ2/cQ+pGYaFfNtzJhgUuXShl7qTbTQ3DsSsL1ufzc5dJVTfW4BKvfy1pJIk0dhj5XhjO6ebLdjjmGflG5PZVV7Cnopi1sYxz0qka9DmHueUpYl3Wq8wMO4AQu8xIAURRZHSzAxKMlJRK31YXSMMukYISmLcfSnwT2nlNBk5ThVcZKkgWWHAoNChFzQoUYQNuuILXBGJoEJA0KSi1uehSykmKcmMQVeIQVeERr184jiRxk9m/sjjt7KRx29lI4/fyieRx3BRTbBkZGTmjl6rZt8zVTxWtTrSMkkC3vx1Cx83dN+2ZdIqozHq/95gAJ8oQjBk1LQ2I4N1pmy+UVGB3e3m+I0bvNnUzC17qNbW6fVwxtsJpVCy2URmq4jzvUGUooDH5ePEzy5Q96+XeOhr5Tz5W1Vk5S9uicN0lEoF1fcVUn1fIT1dDs6caufcB514PH4AWq4P0nJ9kLQ0HY/XFPP4zmLSM5bPaVgQBCoLc6gszOE/1dzPp5Zujje28cGNm3gDocmHXvukedb63Ez2VJbw5MZislKWZ5JhNtL1SbxQfi/PbazmQm8nb7de5vMeC2pBBQq45RjjlmOMVamZfKX0MZ5Ysx5v0BNyqnYN0z826Vo96LLhQo1LmiL6w5M+imAALWPhiLGTTGGcbKWLTIVEmkKBXqENt2+adK1Wi4DHieRx4rbdYAwRvxDELwQIqlRo9PkY9IXodUURYWzQFaLVZCEIC1frHgiMEwhOZnH4A34kHHh8VoLi5Je/SpmESrXwBmkyMjIyMjIyC8uiR4C3bdvG+fPnF/MQCYccAZaJx920TIqkQ/t8uN1u9Ho9SRoNb/3292NEsiRJXO7t5Y2mZt5vb4+JCutQUTioQfzQjmF8UigIgsC9T5ax+3vVFBTfPkV7sfC4/Zz78CZ1J1rp7Ynu1atUKNh6bwE7d5ewbkN2wqTITphnvdvQxvmO3oh51gQKQaB6TT57Kop5uKSQ9+tOJ+w1ODDm4N22qxxvb8DumZaerlTx+JoNPF26mbLM3Kh1ATHIsNs+xaV6KPz7MMMuOyLxI8cCQZJwkqtwkKscI0vwkq4U0QsSCiQEgRhxLCAgAYGwIA4J4yBBRBRKLQZdQUQQG3SF6PWh33Ua07zEsSSJ1H3yEF7/8JSF4HK5MBgMTA1ga9WZ7Nx+bkHFt8zCI38Hrmzk8VvZyOO38knkMUyYFOhXX32V2tpaXn31Vf7kT/5ksQ6TcMgCWGY2+oZHo1omASTr1bdtmXTLbsfpcvHhhx/yyCOPkGowxIjf6cSLCk8Q8ItkjKrQXnCTNaBAKU0ed9NDa9nzvWqKN+Xf+Ru9SyRJ4lqTlboTbdSf74kRlYVFaezcVcIDD69Gp0+cv+XhMRcnm9o50djOtbB51lQ0SgX5Ch9/8LUnebhsDaoldOaeD/5gkI+6Wnm79TIN1u6Y9esyc3m6dAuPrV6PVjV7MlFADDDksse0crKODzPsdsQVx3oCmJTj5Cqc5ChcZCq8qAmiIIhCkFAgxohjBCESJZ4QxZIw+XejUGjQa/ND4lhfGBU51mlz44rX842/T3f/62g1oVZTEhKjo+OkpCRFUri9vkEKc7/Btoq/m8cnLLMcyN+BKxt5/FY28vitfBJ5DBNCAHd2dmI2mxEEAaPRSH19PatXr779C78AyAJY5nZIkhTVMmmCzcWmWVsm3en4zRYVDgYlgnY/qS0BcruUJHsma21L7ylgz3erKd++elmjrSPDLs6ebueDMxYcjui6W71ezcOPrWHHrhLy8hPreuscsnO8sY0TjW302seA0Fg4HA7S0tIwGnTUbDSzp7KEygJTwkS0p9NpH+Kd1iuctjThDvii1iVrdDxpLufp0s0UpmbMe9/+YIBBt42BsXBadVgY948PM+J2IE3kUSORLvjIVnjIUnjIVrhJV3hCgjjyT0QhiOGfAAJBQSQgBAkoRIJCKI06XumxIKgw6PKnpFSHxLE/4OBC0x+hUGjwksYn9lQanToqUj1sNzrR4kCSfDx4z1HSU7fM+/3LLC3yd+DKRh6/lY08fiufRB7DZRfAly9fZseOHbz44ou8+uqr/OhHP+Lw4cPU19eTkpKy0IdLOGQBLDNX7GOeqJZJABqVYsaWSQsxfna3mxM3WnijqSkqKiyKEmN2D9ruALm3FOTaNJGocFFZNru/W83WHSUoFMsXsfT7glz4rJu6k220tsRGVysqc9m5u4QtW/OXpafwTEiSREOPleMNbZxsaqer30paWlqU4C0wprCropg9FSWsyTIu38nOgsvv473Oa7zdchmLfTBm/T25q3i6dAsPFJagXIC/E38wgNU1HEmltoYjx/3jw9g8DlSIYTHsCQtjN3ohNLmjQESYQRz78OEVAgQEkaBCRFAoZv17cbq6uTqawiVXCeOiBgUiIgqSlQGqkm/yROFG7i3/S9TqNJSK5XFWl5kb8nfgykYev5WNPH4rn0Qew2UVwL/4xS947rnnOHjwIC+++CIZGRkEg0Fqa2v5+7//e/7+7/+er3/96wt5yIRDFsAy8+V2LZNEUUKUJCQxGBk/QaFEIQh3LPRmigpLEow7PHgG3Zi6lawa1EaiwtmFaez6zla2P7UBtWZ5PfRudtioO9HGJ+du4vNH1zlnZhnYUVPCI0+sJTUtsXrMujwe/u+fv44j1cSv27rwBYIx22zMy2JXRTG7yovJTE488yxJkrg21Mc7rZf54OaNmDrzTH0ye0o2saekkmzD4kx6eoM+BsdtoYixa5j+sSH6x4YYdfej9g9GRHGmwoOS6K85ATEijAVERAJ4JB9+xvELPoKKIEqFEpVCxXhQyy8HMrH6VCgQ0Qt+FAKIErglNSIKcrQBvp4zglEdRKHQoFEZUalSUKvS0KhTUavSUKlSUatS0ajSIv/XqNNQq0LrFQr5frwUyN+BKxt5/FY28vitfPx+P8fffZs9T3014cZwyQVwZ2cnx44d4yc/+QmCIPCTn/yEHTt24HA4IgIY4NixY/zpn/4p6enpvPDCC+zbty/hBOJCIAtgmTthppZJu+43c71zGI8vwKt/8ASfnnuP+x96nB/+7VmS9Bpe/YOdJBs0d3Vsh8fD8es3eLOpiZvhqLAkgXvUi2N4nORBWDWoJXckFBVOy0qi5tv38MjXK9Hd5bHvlrExH79+r4MzJ9uwWsei1qlUCu7bvoqde0ooLslcpjOMZuo16BMl3rveyfHGdi50xjfP2rY2n6cqS3isbA0GbeJds06vm5PtjbzTeoW+MXvUOgGBB4tKeLp0C1tyi1AskUGUJ+DD6gpHjMcGcYxa8Lu6UHj7SZGcpAm+GV87IY5dksSY6OeyS+Lj0VSSFR4E/FGtmyQkJNS4RB27s4fZnDo+435vh1KpR61KQ61KQa0yhn+moQ6LZM1U0axMRa0O/V8hLH97sJWE/B24spHHb2Ujj9/KRhIDDHW9RU/b6xSUfIOsoq8hKBKnodCSC+B/9+/+HRaLhdraWnbs2BFZPl0AT3Ds2DEOHz7M1q1beeWVV+728AmHLIBl7oaWruFIy6SgKNJtdeL2+DHo1Gxdl8cja4N82KHkarsVgAcri/jxH9XctQiGyajwm83NvN9uwRcMgARulw/HkAvR6adwSEvRoJYUjxJDipbHn9vMEy9sIcW4fO2JIJTC3XC5n7qTrVy91D+ldjTE2uIMdu4q4f4HVqHWLJ9omOkaHBp1caq5neMNbVzvH455nVal5NF1q9lTUcL95sKEM88SJZGLfTd5p/Uyn3ZbYj7/gpR0vlK6mV3mClK0yxeV9wS8DDh7GLRdY2y0jaCrG5XfCkF33B7HzS6Rt+xqUpUBfJILwhI49O4kNIIBR1DF0+ke1qcGUQtBFAQQ8KEQZvp6nf7pzEzsdtFLlAo9SqUBlSo51Iop3I5JqUxGFVmeElmvVqWgVBrChl8hMR8R9YLAZIG0EE7Rn5phIkRtI0Qtm1giTKtlD28vTH2FEHOsieMLMceb4lQfdayp+576KkXUsaafj/wduLKRx29lI4/fysXvsTLQ/r9w2Rvxej1otToMxkpyin8btc603KcHJEAN8AQzCeAvOrIAlrlbgkGRo+9f47/+rw9wjvtQKkIPkApBIFUnEERFljEJUZKwOd08tHkV/89/2rOgda/xosJedwDH8DjuUS/poypWh6PCeo2ah5+toOY3q8jIWf46/4H+Mc6eauPD9zoYH59m2pSs5dEda3mipphsU/KSn9tcrsGOQRvHG9s52TRpnjWViHlWRTEVCWieZR13crztKu+2NWDzREdF1Qolj61ez1fLtrAuMzchzl2SJAK+YZyOVkbs13GNWgh6+giIPuod47xuU2FUSfglN0EpEG7DJKEUVKgFPfaAwLNGH+sN0RMrAhIqhQK1QkAlKFAKoBSEsIs1gIgkBUP/CEZ+XwoEQYGAEkGI82/G5Yk16TJvBAFJAofdTprRGPoMpon3qQJbiBHvYQE/g3ifOlkQLdbjCfXYfQvTJgriTwxMLJs6FjNNOkw9WuzEQOh18Y6nmPK/6ZMVk8uiJx2i18/0Xiad1m/3uU153ZR9i0GRxqYmKioqUSqVU/Y19b3E7nv+kzwzvZfJcYsdk2nHm/Fzm+l4M31uc5tAmm3CKnosp6yP97cz/TOa9t5m/Luc9RoILQkEghw/cYI9u3ejVmti3lvs+cgkAqPDnzPY8U8EvCMoVCmMjrpJSdEjBkZRaTMxrf0OyZnblvs0ZQG83MgCWGYhCARFvv1fXufz5l4kJBSCgChJBPxBUpO1GHQalAqBMbePrevy+Yc/+9qiRAUlSeJKXx9vNjXzXns7vmAAvzeIY3iccYcHdUCIRIXTfCru37OeXd+tJm/N/B2BFxqvN8BnH3Vx+kQrNzuj20AJCGzZmsfO3aWUV+YsmWnWfK5BSZK42j3Auw1t1DV34PR4Y7YpTE9hd0UJeypKWJWZtlinfUcExCAfdbXxTutlrgx0xawvSTfxdNkWHl+9Hr16eVPppyOJfnzuXt648lP+p6WZdKWESBCf6EJCQkBALehRCErsAYGvGgOUG+b3N6QQFKjDtcYqhWrK78KsAnnyn7gMwjmeSFYgCKqZRXUCCeepLuzyg/bKQx6/lc28xi/uZEVkJXOb5Jk+MTDbZEXsvqMneaL3ffsJq/iTPPEnHaZluswwETL7JM/EvqYdT1BETUvMbZJn8n2M2xtwO6+BJCEoQ5l+Ho+HpBQTAgIBvx1BUJJe8FWyVn2T5UQWwMuMLIBlFophh5v/8Jcn+PxaL4FAEAkIBoMolUpESSIYlNBrVZjz0yktzGBtvpG1eUbW5Bsx56djTF7YVNPpUeGAX8Q5PM6Y3YMkSaSPqlg1qCXPpqH6kRL2fG8bazbmLOg53AmSJNHWMkzdiTbOf9pFIBid6pqbl8ITNcU8/PhakpIWV4jd6TXoDwT5xNLN8cY2Pmy5NaN51p7KEp4sLyYjaXlT0qdzyzHMr1qvcMrSxLg/WsgnqbXsXLuRp8u2sDotMWq1J/hVy2n+8vP/RZpSQKVQ4gs6CUg+VIIGjTKZgCjiCML3yx5kc9Yq7J5RHN5RHF4nTu8YDq8TX9Af2V/0o5IUvSzyTCKhQEGyRk+qJolUbTKpGgOpmtDPFG0SOqUGprSIkiQJUfQQCLoIBt0ERXf0z8jvntBP0YMY9BAUYydVbi8rhDi/RU4ldmtBiVKhRaHQhH9qUQoaFOHfQ8s1KAQNCoU6skxACZEe0VJ431J0ArkkhQ8aTkqXJn+ffN3k5ySKIj093eQXFKAQpm4zkZguRS2Lv+/o40txjxc9NtEfTpz3Emffs7+XLyeyAF7ZyOO38vB5rIiB8aha32AwiC6pEEV4md87SErWdvLW/fvlOk1AFsDLjiyAZRaStu4RfveVtxlxulEIAvZRFwqlEn8giFKpYHWuEd0MjswZKbqwKE5nbVgUF5lS0ajvrgZ2elTY7fUxanPjHHEhiVJUVHhb5Rr2fLea9duKEuILz2H38MFZC2dPtTMy4opap9WoeOCR1ezYVcKq1cZFOf5CXIPjXh9nr3dyvLGNCx29MZpDIQjcZy5gd0Vxwplnuf0+3r95g3daL9M6MhCzfpOpiK+WbeaBwlLUyuU3eOofG+L/OP1n3Bx3ohQUGBQifnEUtSIFl6ggIImsSUrlv9b8BbnJWTGvlySJcb8bq2uEQdcIgy5b+OcI1vERht0ORGJrj2+HTqnFlJRBtiGDbEM6JkPod5Mhg0y9EbVybsYkohQkEBjFH3CE/vmd+APO8P8nf/r8DgJT/h8Ium6/87tEodCGXbNTwwZgqWGjsDRUqhQ0amPYEGxyuVqVOquj9hfhO1CSbiPUQxtFLbu9UA9PAMTsW5q61/jHm2FiILrWfa4TAxNHiz8xEAgE+Pjjj9i+fTuqqW0Cp+w79n3M8F6kKZMrkddFv7e4kyNx9j3TZIUU571FfwbTjhf53OJN8kw9nhj1/+n7lmKWxZvkmbrvqX878fYdbywn9x3zPmaYsBKDAW513WJVUREKheK2E1ax72Ny3/EnrMQp7yP+3+Xtx2Sm4035XOYyYRXHU2IlEgyM4fcOAsrIM9xUASxJQQJ+O7mlv09q9oPLeq6yAF5mZAEss1AMO9z8h//7BFdaB8hMM6BWKXA47BiSUnB7Agw73WSm6SktzGDQ7ooRQvFQCFBkSgsJ43wj5rA4zjYa7kigOj0e3r1+g7eam7EMDTNqDwlhMRC6+U9Ehe/PKeTp797LlkfNy9pLeIJgUKT+fC9nTrXR3BgrxNatz2bHrhKq7ytEpVq4813oa9DqHOdUczsnGtq5MRBrnqVTq3i0bDVPVZZwn7lgQfrzLhQ3hvt5p+UyZzuvxbRSMuoM7Cmu5CulmzElLe99dLDvDG9c/p+ccgg4AhIKSUIUBIwqgZo0ia9v+V2y8nbcfkdxCIhBRtyOkCCOEsk2rK5hxv3uee9TQMCoS8VkyMBkSA+L5LBQTsokVZN015NRoujHHxjFH7CHhXJYHPsd4eWO8LrR8DInvoADMU7EeaEJmX+lRlpMacICWq1OQyEkceVyK9vvexy9PlN21F5hyM8wK5sv4/jNbcJKZGahPvG6eJM8wDRBL8VZFl+ozzRhFf2aYGCMnuZXQRJRqAxIksTY2CipqRkIgoJgYBwEgTVV/xcq9fJ+V8sCeJmRBbDMQhAIivzOf3uLSy39ZKYZ0KiVeP0B+qx28kxGtGoVPn+QYYeLe8py+dsfPEXP4CgdvTY6+ux09Nqx9NpwumZu+TKVJJ0ac76RNXmhSPHavNDvBt3c/k4kSeJqXx9vNDVzprUN28gYzmEXgXCPXnVAoGBYy1Z1Ni/8xgPct2dd9Az+MtLT5eDMqXbOfdCJx+OPWmc06nl8p5nHdhaTnnH3acWLeQ1aBm2caGznRGMbfY5Y86x0g46acjN7Kkooz89OiIg8wKjXwylLqJVSz6gtap2AwH0FZr5atoWteauXrJXSVAI+G7eu/Bk2j4uT9gCfOwPcm6pil1FFus7Aqs1/gUqTvijHHve7GQpHja0TInk89P8hty2uc/Xt0Cg1EWFsMkRHkbMM6WiUi/fdEBS9EUE8GWEO/98/NfLsjBLQouS//c7nwGwpmCpl8rRockrkd406HIUO93jWhFtUqZTJU4ydZBYb+RlmZSOP38qk99p/Z8xWj1qTGXMP9fuGSc7YSv76/7jcpykL4OVGFsAyC4EoSvzhfz/OuSu3SE/VoxAEhuzjqIUAfmluLtCSJDHsdNPZZ8fSa6ej10Znn52bAw4Cwbld+rkZSazNT8ccri9em59OQVbKrKZRTo+H4zdu8EZjE803+3EMj+P3BiLr00dVbPQb+Z2vPsDjX9+Edo4ie7Fxu/yc+7CTMyfb6O1xRq1TKhRU31fAjl0lrNtw5+JxKa5BUZS40t3P8YZ2zlyLb55VlJ7K7soSdpcXJ4x5liRJXOq/xTutl/moq23aDDjkJRv5SukmdpkrSNMZlvTcAj47YtBNIBDgvbPv8fgTj6NSqVAo9ag0xiU9lwlESZwSPbbFpFg7fXfWl9ioTYlEjUNp1pMp1mna5CWfhJAkiaDowR8IpWH7/I64adqTAtoRiU5L0yYIFr4GUQgJ5Sn9mSciz+opUejQ8pSwgE5Fpbz7KPyXEfkZZmUjj9/KxDHwPgNtf49SlYQEjI2OkZySjAAEg+PkFP8eaTmPLfNZygJ42ZEFsMxCMeby8YO/Oc1HDSEH3U3FpgXpAxwIhvoLW6ZFi4ccc0u31KgUrMkLC+KwKF6bb4wx3ZqMCjfxq8vNDA2O4nVNRnLUAQHzeBK/+VA13/qN7SSlLl9/2KlIksS1Rit1J9uoP9+DOO02WbTKyM5dJWx/aBU6/fyuo6W+Bn2BIJ+0d/NuQyvn2rrimmeV52ezp7KEmo3mhDHPGnKNcbztKsfbrjLkjo5mqxVKHlm1jqfLNrMxK39JhcRKuod6At5wWnV03bHVZWPIbSMgBm6/k2moFapIxHgigjwhjrMM6ehUiePmLUkSwaArIop9AScezwifn3+fisoSRGlsinh24A86IynczKmg5M4RBMU0kWycFNLTxbNqUlgrFfovtXBeSdefTCzy+K1MJrKgxIAbCXC7XOgNBgRAodIvahbUfJAF8DIjC2CZhWTM5eOHf1vHuNvHq3/wBJ+ee4/7H3qcH/7tWZL0Gl79g53zEr+zMery0tFrj4jijj47nX123L65PShPmG6Z89MjqdQTplsTUeGff3yRppv9uMeio5JZbg1fXb+Bf/9bT5CTZ1yQ97MQDA+5eO90Ox+cteBweKLW6fVqHnl8LTueLCE3f279j5fzGhzz+Dh7vYPjje1c7JzZPOupyhIeLVuNXrP894igKPJJdzvvtF6mvv9mzHqzMZuvlm3h8TUbMCxBK6Uvyj1UlETsntEpdcfRUWSHd/SO9puqSQ4L4/SouuNsQzrputRlSWGfylzGT5JEAsEx/H4HvoCDQGAUX8Aejj5PjzJPmocFgrFlBwuNQlCHBfGEaJ4aZZ4qmqeIaLURpSJxJibuhi/K9fdlRR6/lcvULKj333ufxx5/bNmzoKYjC+BlRhbAMguNKEqIkoQkBiPjJyiUKARh0fvXiqJE/8gYlnD6tKU3JIp7BkfvyHRrba4Rr9rHW5cbePfKNZzO6KizOqjg4ZxV/PFzj7OtfM2ivKc7we8LcuGzbupOttHaMhSzvnJTLjt2l7ClKn/WMUmUa9DqHOdkU6heuGVgJGa9Xq3isfVr2F1enDDmWd3OEX7VdpWT7Y2M+aZNRqg07Fy7ka+WbWGNMdaNeaFIlPFbbDwBH8NuWzhiPC2K7BrBfwfRY5VCRZbeGFV3PFmHnI5evfgZIIs5fiFH7amGYFNctMPp2yFR7Yykcy+Ho/ZEOnaUgFbH1j3fzlF7OfiyXH9fVOTxW/kk8hjOR3/NrU+CjIzMsqJQCCgQopxyVcqlESQKhUB+Vgr5WSk8tGlVZLnb6+fWgJOOXltEFLf32hidZrolSnBzwMHNAQfvX5qM4CXp1OzM3YQtZ4wrfbcYdI2iEMGvFDk71MnZv/sHSlMz+d2d9/P8I1VoVct7u1JrlGx/eDXbH15Np8VG3YlWPvnoFv6wyVfD1X4arvaTlZXEE08W8+gTZlJStct6zrNhSk3iO9s38Z3tm2i3jnC8sZ2Tje30O0NRLLc/wPGGNo43tJGRpKdmo5mnKkvYkJe1bCmYhakZ7K96jO9veogPbl3nnZYrXB/uC51vwMfbrZd5u/UyFdmFfLVsMw8WlaKZYzsgmWh0Kg0FKTkUpMT28ZYkCYd3NBIxnogiD7lsWF02bB5H3H0GxAD940P0j8dOIAEkqw1T6o6jo8gZOmNCTMLMhkJQolGno1HPLxUw5KgdJ7IcVevswOd3RkTzfB21RdGLx2fF47PO69xUSkOkDdWEo/aEa3ZEUEeiz5Mtq2RHbRkZmURGfjKQkZG5I/RaNetWZbJuVWZk2YTp1mQadajG+FYc061xj58bnSHH31xySRJS6RVtjKpcoboSoHl0mJde/xWvnDzLs/dU8HtPPoA5I2MJ32V81pjT+b0/uJdvfXcLH4Z7ClutIeE4NDTOkZ9f5ZdHm7hvexE7d5diLln+c56NYlMGf/REBn/wWDWXu/o50dhO3TULo57QZMbIuJvXzjfx2vkmVmWksruihD0VJRRmLE+Gi1al4klzBU+aK2gdGeDtlsu813kNbzAUlWwc7KZxsJs0rZ7d4VZKucmJYfT1RUAQQm2WjLpUyjJWx6z3Bf0Mue1RdcdTU6y9wfjO9GN+F2MOFx2O7ph1SkFBpj49Ysg1tQdylj6dZM3SmqItJAqFGq0mE60m8/YbT2HSUTs2HTvKRXvKcl/AgSTNPXofCLpCEWpv/7zObbqj9kQrKo3aGBNlnohAy47aMjIyS4UsgGVkZBYMQRDISjOQlWZg24b8yHJ/IEjP4CiWKdHiqaZbAgKpiiRStUn4gn56PTaGVaN41KEHtXGPi7/95Dx/f/4iZRnZfOv+e3h+ayUmY/KyvM8JkpM1PPW19ex+eh0Nl/s5faKVhsv9SEj4/UHOfdjJuQ87WVucQc3uUu7bXgQJ7F+jUAhUrc6janUeP9i1nY/aujje2Ma51lv4gyE33VsjTg5/WM/hD+upLDCxu6KYmo1m0pfJPKs0I4f/dP8u9lU9Sl1HM++0XOGWM9QP2eF181rz5xxp/pxt+Wa+WraZbflrl70O9YuORqkmPzmb/OTsmHWSJOH0jUfEcajf8WSK9YjbEeP+DRCURKyuYayuYZriHNOg1kf1PJ6aZp2pN6JSfPEikkqFFqXWhE5rmvNrQo7a7knjr8D01lNTezlH93ie7qg9G4HgGIHgGG565/waQVCgUqZERZOja5pTUAjJiEILznEzBl0malUaSuWd9bCXkZH58iLXAC8Ccg2wzGLxRRu/6aZbll4bN/sduH0BRFFkcNyJVbLjSvIhCZO3KkEhoFaoWK3P5N7cVVStyg/VF+dNmm4tFwP9Y5w91caHZzsYn5YOnpKi5cFHVyMKHbzwra+umDEc9Xg5e72TdxvauHSzL6551v3FhTxVUcKj61ajUy/f3KokSVy1dvN2y2XOdbUiTntoNyWl8pWSTewuriRdnzTv/X/RrsFEwx8MMByOHlun1R1bx0fwBOee9juBAgWZ+jSyDRlk6NLoa+1ix/2PkpdqwmTIIEn95XZWnguSJBEIjoeMwKb0Z44RzxFhPbF8YR2147WxEgRlbP2yepqLdvinJpy+rValoVTo5HFfYuT758onkcdQrgGWkZFZEaQYtGwqyWFTyWSd4VTTrY5eO+09Ni5cuUnjSD/OZDcBTRBJlPCJftrGBujoHOTdW81kBVNJF5NQK5QUZqdizjeyJt+IOS/UwzjLuDRRgpzcZH7ju1v4xgsVfPrRLU4fb+XWTTsAo6Nejr99A6fTyUD3xzz51DrKK3MW3cjsbknRaXlmyzqe2bKOAecYJxvbOdHYTqs1ZJ4lShIft3XxcVtXxDzrqYoStq3NX/K6TUEQ2JxTxOacIkbc45xob+BXrVcYdIVcja3jTv7hyjl+dvVjHlpVytfK7qEiu0B+EE4Q1EoVuclZ5CbHGplJksS43x0RwxPieChs1jXsdiASG6UUERl02xh020ICyueg7Yo1MuY6pTYqpdo0JYqcqTeiluvIEQQBtSoZtSoZPfm3f0GYCUdtn98+Q5R5moj2h8T1fBy1JSmIzz+Czx9r5jcbCoUmLI6nGYJNq2me3qLqi+KoLSPzZUa+q8vIyCQUM5lujbt9nH63iX9653OuBAYZMfoJKiQC/iA2YRynyo1GoyJDTGbM6uXmgAOmmG4l69WTPYvzjJjzjazONWLQLc4Mplar4tEnzDzy+FraWoapO9HG+U+78AeCSJLE5fo+rlzqJzcvhR1PlvDwY2swJCX+g1VOajLffWAz331gM23WEY43tHGisR3r6DgQa561q7yY3RXFy2KelaFP4tsV9/Ot8nv5rMfC2y1XuNjXgUQopfaDmzf44OYNVqdl8nTpFnaaN5KkjjYuEyVRTplOEARBIFljIFljwGwsjFkfEIOMuB1RxlyTKdYjjPvj9zn3BL3ccvZxy9kXe0wE0nWpEXMu0xT36mxDBqmaJHnyZBZC/Y5DwnI+RBy1w/2Zff6Qa7bbO8Lly59QYCpEFMcjjtr+QMggbD6O2qLow+sbwuuLb8o2E0qFLqo38/Q07dheziEBnWiO2jIyX2YWPQU6PT0dUZx73chcsNvtvPLKKwBkZmbS3t5OTU0Ne/fuvat91tbWAjAyEppF3LZtGy+99NK89yWnQMssFvL4haJALfU9/PKnn3Kmo41Okw+nIYgogCiAQqNEUggkSTqygimki0komFnA5GUmhwVxejiN2kh+VsqiRGUddg9nTrVy9F8/Q6VKjnpw1mpVPPDwanbuKqFotXHBj72YiKLE5a5+3m1o48y1Dsa8sSZHqzPTwuZZxRSkL999sW/UzjutVzhpacTpjRZEOpWaJ9Zs4KtlWyhONzHu9/KNI39DhamA3978EBWmQvkaXMGM+Vz0Owd55/0TmCvLGPE6sIbdq4fcNoLzqHGdQKPURGqPp9YdmwwZZBnS0Sjlv5GF5HbXX1D0EZhuCBZ04vPbo5ZHO2rbEcX4xmwLyYSjtloVdtFWR6dnR35OMQ9TqVK+UI7a8v1z5ZPIY5gwKdBpaWkcPXp0Qfdpt9vZunUrR48epaqqKrJ8//79nD9/ngMHDsx7n/X19Rw6dIgDBw5gNBojy48dO8bWrVu5ePHiQpy6jIzMAiAIAuu2FvKnW/fyG9etHP/pec58fp2b2R76MnyIwSAIoEoN4DaO41N4yFOkoRvX4XHGPuD2DY/RNzzGx42TzrNatZLVuWkxwjgt+e76lKYZdXz16+sR1O3kmbbwXl0H15pCbUm83gDv1bXzXl076zdks2NXCVvvLUSlSvzo41TzrJd2P8C51lscb2zno7ZJ86ybww4OfXCRQx9cpLLQxJ6KEmo2mjEaFr/361TyUoy8WPUo39v8IB/evMHbrVe4NhQy6vEE/LzbdpV3266yISufR1aVMeIe553WK3xw8waPrl7Hd8rvX9LzlVk4kjUGVqfls1adyx7zQ1EPb0FRxOZxRNUeT40ij/rG4+7TF/TRPTpA9+hA3PUT0ePpPY+zDRmkaZPl7IIFRqnQoLxrR+3odOyIaA5MiOa7c9R2z9NRW61KQTWlvnlWR+2wqJYdtWVkZmdRI8CLQU1NDVVVVXGFbnp6OkePHmXnzp3z3ufp06fjrjt8+DAXL17k0KFDc96fHAGWWSzk8YvPwC0bJ352gQ9PNnPL6OGWycuYPmS+l5SmIzUzCY1WybosE9XZRWQrUukdCLlSd/bZ8fjnZtSXmapjbX465rxQffGdmG5NH8OeLgd1J9v46MObeDz+qG2NRj2P7zTzeE0xxvTlcVm+G5xuL2eudXC8sY1Lt2If+pQKge3FReypKOaRsuUzz7LYrLzdeoWzHddwByYjQX4xiGXESpJGR5JaizvgQ6dUsQY9//tXXmBL/pplOV+ZO+dO76FuvycqnXowIpJD0eOAOHchNIFaoYoRxxNR5CxDOjpV4pdELDWJ9B0YcdT2TzcCC9c3T697ntKuaj6O2ndCrKN2KD1bozKGxfO0tO3w74vtqJ1I4ydzZyTyGM5Hf60oAWyxWCguLqa9vR2z2Ryzfv/+/VgslhnFbDwmor8zCdyJiHN7e/uc9ykLYJnFQh6/2bFZxzj983o++GUDVpWHW9leejN8iAoJfbKWtCwDWr2aJI2W3evKeLa8nLXpGfQNj9HRZ4s4Unf22ekZHJ2Td6lSIURMt9bmhwy31ubNbLo10xi6XX7OfdjJmRNt9PY6px1Dwbb7C9mxq4Sy9UtfS7sQ9DvGONnUzvGGNtoHbTHrDRo1j61bzVOVpWxbk78sxmDjfi9nOpp5u+UKNx1D+MUgbSOhyJ5SUKBXadAqVYx7XKQZknl0zfpIarTMymAx7qGiJGL3jE4Rx1OiyOMjOH1zN3SaSqomOWLONbXFU7YhnXRd6pcyevxF+A4MGYO54vRtntaWKsZle2EdteMx6agd3xBME07fVqtDkeiJdO65Omp/Ecbvy04ij+GipEB3dnayZs2auz23uzrWhEiNJ34BiouLOXz4MHa7PSqVeTYsFgt1dXUzrh8ZGZnzvmRkZJaXdFMyz/9vj/DUb2/j7JErnH3tMo5bbnoyfdw0eekfs6E1qEnLTOIXVxv4RUMDFbm5PLNxIzs2lESZbrm9fm72O6a0abJh6bMzOq21UVCUuDng4OaAg/emmW6Z89NZk2eMMt2aKVisN6ip2V3Kzl0lXGu0UneyjfrzPYiSRFAU+fTjW3z68S2KVhnZuauE7Q+vRqdbOT6GuWnJfO+BzXzvgc20DgxzvLGdk1PMs1w+P+82tPFuQxtZyQZqNpp5qrKEdbmZSyb4k9RavlZ2D18t3ULTYA+vNX9O24iViYdOd8CHO+ALtfbzunnzxiXqLM3sWLuB373nEcqzC5bkPGUSC4WgIEOfRoY+jfWZa2PWewI+hqakVU+PIvtniB47fWM4fWO02W7FrFMpVGTpjVF1x1NTrPXqpS0tkJk7IWOwkKM2zP2eIUniNOfs0SmO2hMi2R6zPBCMn74f/xh366gdJ7I8RUALJCHSh9c3iEKZJTtqyywbc44AOxwOfvSjH0XMpxaLs2fPYrfb+cY3vhGzrqamhgsXLmCzxUYPIFSz+9xzz3H69Ok5p0Hb7XbS09PZu3dv3Hrl2tpaMjMz52WGJUeAZRYLefzmh8fl49dvNnH6X+qxDY5iTw5GosIqg5LUzCQMKVoEgaiocHFm/PoxSZIYdrqjRHFHn51bAw4CwbnNzOekG8AzwhMPVFFalMmaWUy3hodcvHe6nffPWHA6PVHrDAY1Dz+2lh1PlpCbnzL/DycBEEWJ+lt9HG8MmWeNe/0x26zJTGNPZSm7K4rJNy7t+xx0jbLn5/8db8CPJ+DHL4ZS5YPBIEqlMtQbVRSRgEx9Mj/cvpstuatYn5WHRm6dk5Ak2j1UlESc3rG4dceDrhFsHuftdxKHFE3SNFEciiJnGdLJ0BmXvD3ZQpFo47cSEMVAxCXbNz3KHBVpHo0S0MFgfNf0u2F6H2elQjfFTXumXs6xtc4KhXx/XS4S+RpclAhwWloa+/bt48knn+Tll1/m8ccfv+sTnYrT6eSll16ipKSEH/zgB3G3sVgsZGRkzLiPiUitxWKZ83GNRiMHDhygtraW4uJiDh06FBHPdXV1WCyWOzLWkpGRWX50Bg01v3EPj+/dxGcnrnP8pxdI77Cz8ZY+HBUew542RmpmElIq/KIhFBUuz8nl2fKN7CgpQTflBi8IAllpBrLSDGzbMNkL0x8I0m11YpkmjIccsQ8Q/SPjOBwe+uuaIpHNCdMtc7hF04TpVmaWgb2/Uckz39zI+c+6qTvRSlvrMAAul5+T77Zw8t0WKjflsmN3CVuqlid1+E5RKASq1+RTvSaf2t0Pcq71Fu82tvFRaxeBcPeAzmEHf/f+Bf7u/QtsKsxhT2UxNRvMpC2ReZZCEEjV6slNTsPl9+HwunG6xgmKIiISgiCQqtVh1On558ZP+OfGT1ArlKzPyqPSVEilqZANWfkY1HKkQyYWhaDAqEvFqEulLGN1zHpf0M9QpPZ4qkgO/e4NxncvHvWNM+obx2LvjlmnFBRk6tMjbtVTeyBnGzJIUq88vwGZmVEoVGg1GWg1GSTN43UhR+2wU3a4DVXIDGyy7dSEo7Y/4CAQGJ23o3ZQ9BD0evB445vIzUTIUTva+Cs2dXtCUE/2eJaNwWQmmNcUytq1azl16hTPP/88P/nJT9i/fz9PPPHEXZ2A0+nk0KFDHDlyhAMHDsy6v5GRkRnTn4GIOLbb7fM6h4nobm1tLTU1Nezbtw+j0UhxcfGcXKy9Xi9erzfyf6czNGPr9/vx+2MjGsvJxPkk2nnJzA15/O6ce3eXUf1kCZc/sHDyZ/WoWgZZNaDBnhTklslDf+44hkw9yUYdjf19NPb38f//9a95srSUr23YMGNUeILC7GQKs5N5ZPNkPeioy0dnX1gU9zno7LfT0WsHQjPhE3h8AW7cGubGreGofWak6CKCeE1uGi/s20RwLMiv37vJZx+FegoDXL3Sx9UrfWRlGXhsp5mHH1tDSmp0P9tERwAeLink4ZJCnG4vZ693crLZwuWuyQejK139XOnq59UTH7PdXMiucjMPlxShXSTzrIDfjyRJSOEUaL1KTVAU8So9GHR6StNzKEhNp3/MwYhnPDKmvmCAqwNdXB3oAkIiujQ9hwpTARVZBWzMzidFI6eoLgcr7R4qANm6dLJ16TBt/l+SJEZ94wy6bQyGzbgmjLqG3DZsHmfkb3cqASnIwPgQA+Px+98mqfVk60PR4uywUM7ShwRyhi4NlWL52vKstPFb2QgohDS06jS06qI5vyoY9OAPToriqbXNXp+dMdslMlKzCUpj4fWhqPN8HLX9gXH8gXGgd17vSKVMCYvhkDAOuWtPiufQ+vDv4Yi07KgdTSJfg/M5pzs2wbp06RK1tbVcvHiR559/nueee47q6uo5pfx2dnZSV1fHqVOnuHTpEvv3758x6ht1soJAVVXVjG2J6uvr2bp1KwcOHLij/r2HDx9m//79QCgyPFdH6f/yX/4Lf/7nfx6z/Oc//zkGg2He5yEjI7O4SJJEf+sYTe8NMNAeMqgJqCQGckQGVkHApECXrGbqc16R3sC9GelsSktDcxfpg6IkYR8PYnX6sDoDDDr8WJ1+bOOBOdmbKATITFaRkaRCHJWw9wQQx0OzmQKh6K9SKWAu0bGh0kB2TmKlKM2XEY+fS4Oj1FtHGXDFRha0SgWbspK5JzuFEqMexQLWCzsDPn7UcwGlICABHjGAWlCyUZ/BY2kFFGlDKdmSJGEP+rjlHaXLO8pN7yj2oHfWfeeoDRRpklmtTaFIm0KS3C9WZoEJSkHGJA+joptR0RX6KU3+7mf+ztUCAsmCjmSFgRSFnhRBH/oZ/r8W9Yo06ZNZXkITNT7AhSS4Qj9xgTDtJ+44yxbby1dAwACSHoEkkPSAIbxs2k8MCJIeSAI0ke/klYyEB5j9+yyEFoHlndh1uVx8+9vfXhoXaIvFwuHDh6mrq6O+vp709PRIlDYjIwOj0YjdbmdkZAS73Y7FYsFoNLJz50727dvHjh075nysuQrgl156ad5pyxMp0Pv27aO2tpaDBw8CsG/fvtu2QIoXAS4qKmJoaCgha4BPnz5NTU1NwuXuy9weefwWno6mfk7+rJ6r5zqA0BexPSlIT76f0WIl+nQdKvWk4E3SaHiytJSvbthAyW2iwvGYaQzd3gC3BhxhF2pHOHLsYNR9m3QyScLtDuAZ8yO5RAyCEoOgQi+oMAhKSoqz2PGkmW3bC1HPo11ToiFJEq1WGyeb2jnV3MHQmCtmm8xkPTUb1rK7opgyU8ZdP4gPuUb52tG/xul1k6LR8/CqUn5zw730XGq67TU45BqlcbCXxsFuGgZ76HLObipTmJJOZXYh5dn5bDIVkmVYmXXdiY58Dw0hSRLjfnc4ehxOqXbbQmZdbhsjbgci82/Vo1dpydKHUquzwtHjiWhyps6I+i5r4+XxW9ks9PiFHLXHJyPNcSPPU/o3B0cJBBz4A2MsvqO2KlK7rFKlolamROqZVVOjzhNp28rQMoVCmzCTSJIk8v6Fx/D5Jr+/JCTcLjd6gz5K4Gs0GTxW/f6yRsudTidZWVkLWwM8E2azmR/96EeR/1+6dImRkREsFgt2u53h4WGKi4sjYthsNrN2baxL4lyYENO3I3OeD6U1NTXU1tZGor0HDhzghRde4LnnnuPw4cOMjIzMmgqt1WrRamPTDdVqdcLeoBP53GRujzx+C0fZliLKthTRaxnmxM8u8NmJG2S4FGS0qfF3iPRlexjbpMGbrkCtVeLy+3mjuZk3mpspz8nlmXCtsH6e4zF9DNVqNRXJeiqKcyPLJEliyOGeTKPutWHptdNlnWK6JQgYkjQYkjQE/EGcTi+DznFEMbS+4bqdky2dZPxPHQ9Wr+KZp9ZTXpazomqFJygvzKG8MIf/rWY7F2+GzLPOXp80zxoZ9/DahWu8duEa5iwjuypK7so8K9WQRIY+mUdWr4u0O/L7/fRcarrtNZiXlkFeWgY1JRUA2NzjNA720Gjt5qq1G4vNGvX41TNmp2fMzomORgByktLYZCqkMidUR5yfbEyYh6IvAvI9FDQaDelJaZSxJmZdQAwy7LZPqzuerD0e98c3SPIEfXSPDdA9FlvTKSCQrksNGXIlTTpWT7R3StUkzflvXB6/lc1Cjp8GLTH1Abch1lF7whDMPsPy+TtqQzCc3m2f17mFHLXjGIIpp9c7p6FRp0bE9GI5aqenbqG7/3W0mmwgJIAlfCgU6ogA9voGycl6Ao1meUuv5vM3teCFU/fccw/AvCK7c2U2AywI1QgD82pbdPDgQaqqqmJSnauqqmhvb2f//v2RCPdcnaVlZGRWHvnmTH7nv+zimf3bOfUv9Zx7sxF8sKpfi9QvYU/249+mZiAniKAJ3fSbBvppGujnL399jj3r1/HMxo2UZGUt2DkJgkC20UC2cRbTrbDh1oTpVkamgfR0PeNjPpxOD15vEG8wiG3MS/v7DfzsgwZSkrVsMGdxz8Y8igtCrZrM+emkJq2MumGFQmDb2ny2rc2ndvcD/Lr1Fscb2/m4bdI8yzJkj5hnbS7K4anKEnZuMJOqn/t7TFJrOf7t/7gg/VbT9Uk8vKqMh1eVATDm89A02MPVgW4aB7u5MTyAKE1G3AbGHZzucHC6owkIuUxXmArYZCqi0lTI6rSlaw8l8+VDpVCSk5RJTlL8gMKYzxWpOZ7odzxhzjXsthGUYqPHEhIjHgcjHgc3Rjpi1muVmqiexxFzrnAEWSOXCcgsEIKgQKNOQ6NOm9frJhy1o/szT3HR9tunLQ/9Ph9HbVH04fUN4vUNzuvcYh21w5FldayL9tRtbueoXbJqH/3DdUhIqFUpSJKEQDBcGy3gD4yiVqdSsmr/vM53uVlRPuJms5kLFy7MuH4iOjybUdZ0Dh06NGNK9cT6CxcuzKu1koyMzMolMy+V3/jBY3zld+7lzGuXef/oFdzjPtLHVPCej3SliHBfKiOlCqyiCwRw+X0RB+mNOTk8W15+R1HhuaJWKVmbn87a/HRgMqPGOe6NiOGOXhuWHhvXO4YYGnYxPu4LZXxJMDrq5fMrPVxq7iclTUtyigaFQkFmqh5z2IF6TX5IFBeZUlGrEjd1WqtWsXOjmZ0bzThcHs5c7+DdhjauRJlnDXCla4BXT3zCAyVF7Kko5uHSVXMyz4onfr3B+aeGTidZo+O+gmLuKygGwO33cW2ojwZrF1et3Vwf6ou0XQIYdo/xwc0bfHDzBgCpWj2V2YUhUZxTRHF69oIIdRmZuZCsMZCsMbAmLbaPbVAUGfFMjR5PiuRB1whj/tjyBQBv0Ef3aD/do/1x16frUsnUGbG7h/C36clLyY4I5jRtijwhJLPoTHXUng+TjtpTXbOj21IFwm7bUwX00jhqJ01z057Wy1ltxJhcyZD9ExSCBkGYfB6QJAl/wEmB6WnSU7fM67jLzYoSwFVVVdTV1c24fqL90XyE6kRN8mzs379/VpEsIyPzxSM1w8DXf/8Bdn+3mg9ev0rdzy/hHHGhDirg4zGyP5ZYs8lI4P5kmvzDeIMhQ5nmgQGaBwb4y1+fY/e6dTxTvpHSBYwKz3rOSVo2l+SwuSQnskwUJfqGx2ho6ef0B+1cbOhjxOXGIwXx+4OMDLmwjbhJTtbg9wUZdro5f70v8nqlQqDIlBpq0RQWx2vz08lK0yfcA2eaQcc3qjbwjaoN9NpHOdHYzonGNjqG7AAERJEPW27yYctNkrRqnli/lj0VJWxdnTfnlPAjF5r5s3Ot+POa+c3tmxfs3PVqDVV5q6nKC7XC8QUDtAz3c9XaTcNAN01DPXgCkw6XTq+bj7pb+ai7FQCDSsPG7AI25xRRYSqgLCMXtTJxJy5kvrgoFYpIWjMUx6x3+z0Rt+rBae2dhtx2AmJ8cy6bx8mI24Ej4GCw7b2o+49GoY5Kp57a4inLkI5WKbchk1k+lAoNSk0WWs3cnwUkSUIUvZEIs2+iltkf+j1KNAcn07T9AQeSFLz9AcIEguMEguO4vX2zbOMiEBhlLDCGICiQBBFR1CFKflRK3YqL/sIKE8AvvPACBw8epL6+nqqqqpj158+fn3eU1mw2Y7FYZo0at7e3s3Xr1nmfr4yMzMpHn6Rh93eq2fHCFj751TVO/OwCQ71OBARcVx1w1cH9ZiOpu3No0tixjIT79Pp9vN7YwOuN0VHhpb7pKhQCBdkpFGSnsPvBUgIBkfoLPZx8t4VLzX24pADjYgDXWID+USdqnZLUVB2GJDUIAkFRorPfQWe/A+on95ti0IQixXnGUNQ4P53VOWkYdImRpphvTOF3HtrCbz+4mZaBYd5taONUkyVinjXu9fP2lRbevtJCdoqBXeXF7KkooTRnZvOsf/u8kf/85geMeAL85zc/QKlU8q17Kxbl/DVKFRWmQipMhVARiqq12aw0DIQixA3Wbsb9k+aLroCPC30dXOjriLx+Y1Y+FaZCNucUsT4zD61qRX3ly3xB0at1rErLY1VaXsw6URKxeZwhgTw+HBNFdnhH4+7TJ/rpGbPSM2aNuz5VkxxJqTZNEcomQwZGXYqcPSGTcAiCgFKpQ6nUodPm3P4FYSRJIii646RjT6RpRwtqX8AeNg1zIsUpXYBQ32WVKgV/wAGSQCidTLFio7+wAC7QS01NTQ1VVVVxXZ4FQYibqmy323nllVeoqamJWVdbW4vFYpnR5Mput/Pcc89x9OjROdcWO51O0tLS5uRCttT4/X7effddnnrqKdlAYgUij9/yEwyKXKxr5fjPLtDTFt1HMz0nmXXfLKE718d7nR14A9E96QxqDTUlJaRaB/i9b35z2cewp8tB3Yk2zn3YidcbQJIkfIi4xQAYFGQVJYNBQZ9tjKA4t6+K/Mxk1obTpycEcn5WSkKYbomixIWbvRxvaOPs9U5cvtiegeYsI7srS9hdXkzeFPOsf/u8kT/75Xv4g0E0QT8+pRq1UslffP3xRRPBsyFKIp32IRqsPVy1dtFg7cbuiZ9aCqAUFKzLzGVTTqiGuDy7AIP6yxcVk++hK5tR9xi/OP4G5fdtZsTrjIki+2eIHs+GSqEKO1enT9Ydh2uPTUkZ6FQrwxthJSBff4nLhKN2pHZ5SkTZH3DiGLtGZ8/PQAr5kCQZcoAAD95zNGEE8Hz014oTwHa7na1bt3L06NGoKPD+/fsxGo1xhfHBgwepra3FaDRis9li1j/33HNkZGRw4MCBKJFbX19PbW0tBw4ciBtxnglZAMssFvL4JQ6SJNH4cSfHf3qBtiu9UeuSjXoeeL4C/yYdx9tbaRseinqdw+HgvpJSvrmpclFrheeK2+Xn3Ied1B1vpa8vOsKiVCioujefjdW5SAaBzl57lOnWXNCplazOC6VPT0SL1+YZl9V0y+sP8GHrLY43tPFxe1dcgX/Pqlx2VxTjcHn5P3/1awJBkaxkPU6nk9TUVIbG3KiUimUTwVORJInuURsNA10RUTzoih8tg5Ajb2lGTpSxVop2eXs4LgXyPXRlM9v4iZKIwzs2xbXaFqk7HnSNYJ8henw7UjRJkfRqkyE6ipyhT5Ojx/NAvv5WNucbf58e69t4PUlodeMUmL7Ktoq/W+7TivCFFsAQEsETgjYzM5P29nZqamrYu3dv3O3r6+vZsWMHzz///Iw9fevq6mLWmc3mefcTBlkAyywe8vglJq2Xezj+0ws0ftwZtVyrV/PINyoperKIs70WTre24fH7cDgcpKWlIQgCerWG3evKeLa8fMlqhWdCkiSaG6zUnWzl0oVexGlfD6tWGdmxq4TtD69Gp1NNmm6FnagtvXZu9tnx+OdWf5Qoplt2l4e6axaON7RztTvaQGRk3E2vfRSNUkluWhLJWk3kHg8wOOpKGBE8nf4xBw3hdOkGazc9o7ETwFNZY8wKi+ECKk1FZOiTluhMlw75HrqyuZvx8wX9DEVqj6PbO1ldNnzBuRsOTaAUlGTpjaGIcVK47tgQqjvONmSQpNbPe59fZOTrb2Vjc17iXP3zuNwODPo0HqpKnOgvfAkEcKIjC2CZxUIev8Smq2WQEz+7wIW6VqbeWlVqJdu/soGHvlXJBUcvPzlzBpc2ttn9BlMOz4b7Chs0y5ueOjQ4zvt1Ft4/Y8Hp9EStMxjUPPzYWnY8WUJufnSP3QnTrUlRbKOzz07v0Bhz+bJRKgRW5aSFzbZConhNnnHJTLcmzLOON7RSf6ufHtsoEhIqhQJBEFAIoEIiPTkJvVaDVqlIqEjwbAy7x2gYCInhq9ZubjqGZt2+ICWdSlNhqB+xqZCc5Pm1DElE5Hvoymaxxk+SJJy+8ai646m1xzaPE2lOd7BoktT6KZHj6Chyhj4NleLLZVQnX38rn8+u7qez5whrCp7nvk3xg4rLhSyAlxlZAMssFvL4rQys3XZO/tNFPn6nmWBg0lRCEATuedyMtmiUrc88wjs3bnC6tS2mVjiRosJ+X5DPP+2i7kQb7W3DMesrN+eyY1cJW6ryZ63zdXn83BxwTPYtDqdSj7rmFnWZMN2a6kS9JjcNvXZxroN//ayRl47VMeb1IYoiwcg3pUQwGESpVAICggA6lZKgKKHTqPn/PfMYv/vwPYtyTguN0+umcUoNcduIddaH/GxDSihCnBMSxQUp6QnnBH475Hvoyma5xs8fDDDstk+JGI9E9UD2BL2338k0FCjI1KdF1x1PEclJ6sRz2r9b5Otv5TM0Us/ZT7/PE/f/I1kZcy8PXQpkAbzMyAJYZrGQx29lYR8ap+5fL/HBL67idYdE7kQN8AO7KvnK79xH/sZsTt5o4Y2mpqha4QnWm0x8PewgvdxR4Y72Ec6cbOOTj27hn5bmnJ2dxBNPlvDoE2tJTplbba8kSQw53HSGI8UTovjWgGNOplsCkJ+VHHaiXjjTLZfXz/3/7X/S6xhjTWYaAgLjPh8Ot5dRjxd/IBARwFPfiy8YRK1UsnPDWu5Zlcumwhw2FZoozs5ICBOw2zHu99I82EuDtZsrA120DPcTnMEVFMCoM4QjxEVsMhWy2piZ8PWQ8j10ZZOI4ydJEmN+F4PjoYix1TU1imxjxO1AZP69w/UqbVTEeGrtcZbBiEqx8lzdE3H8ZOaH3+/nV+++zVee+mrCjaEsgJcZWQDLLBby+K1Mxp0e3v/FVc786yVG7e6oGuDiTXns+d42Kh5YzY3BId5oauJ0a2tUz1cIRYV3lZXxbPlGyrKzl+mdhBgb9fLB2Q7OnmpjcHA8ap1areT+B1ex48kSzCUZd7R/fyBIl9UZEsRT6ouHnfMz3TJPiRbP13RrwvU5EBTJTjFElkuSxJDNjkqnw+UN4PEH8AWDBEQRAYGC9BQykqLr/gwaNeUF2WwqCAniykITKbrEd5b1BPxcH+rjqrWbRms3zUO9+IIzu+wma3RUZBeEUqZziihJN6FUJJYglu+hK5uVOH4BMcCw2xFTdzwRPXYFPLffyTQEBDL0adE9j6fUHqdqkhIyerwSx08mmkQeQ1kALzOyAJZZLOTxW9l4PX4+/OVV/uUvT6KWDFEPKAUlWez5bjVbd5biCQY41dLCLxtnjgo/W17OzmWOCouixJVLfZw52cbVy30x64tLMtm5u4R77y9Crbn7WreppluWcLR4PqZbWWn6kCAOi2JzvpHCWUy3Iq2PfEGUwwqkoET6Wh1jrlGSDSnYOjwISgFfRhBJkKgpN6NUKLjRP4wvMPs5mbOMVIYjxJsKc1iVkZbwUWJ/MEjLSH+ohnigm6bBHtyBmVPY9SoNG7PzI3XEZZm5aJTLG7WS76Ermy/i+I35XFF1x4PhKLLVZWPEbZ81C2MmtEpNVMR4ensn9TJdh1/E8fuykchjuKgC+NVXX6W2tjZmZmnv3r0cOHCANWvWxGw/PDyMIAi8/PLLCScIFwNZAMssFvL4rXz8fj/vvP0rslTFnP6Xy/R3jkStz8pPZdd3tvLA0xtRqZVctw6uiKhwf+8oZ061ce79Tsan1fWmpGh5bIeZx2uKycpeWGdhUZToHRqlM9yaaSKVund4bE6vnzDdMucbI6nUU023/vHXl/mzQ+8RHJNQCAKaJAXKDD/BETW+cRFRklAmC/zF/sf5/sNbAPAFgtzoH6Khx8qVrgEaeqwMjs7coxcgVaelotDEpoKQIC7Pz8awSPXNC0VQFGm3WSMu01et3Yz5Zo5mqRVKNmTlsymnkIrsQjZk5aFf4l7E8j10ZfNlG7+gKDLisU+JHk/WHQ+6Rhjzz35fmYl0XVpEHGdHfoYEc5o2ZdGix1+28fsikshjuOgRYLvdzvPPP4/FYuHQoUPs2LFjTq979dVXSU9P5/d+7/fme8gVhSyAZRYLefxWPlPHUKlUcuXDDo7/9DydzdHtd1IzDOz89j08+o1N6JM0jPt8nG5p5ZdNTbQODcbsN1Giwh5PgE/O3eTMyTZu3bRHrVMIAvdU57NzVykbK02LmqI31XTL0muPCOT5mG6tyU3jStsAbT02PGIAFKAIAgoJRAFRCYIEyWoNO6vN/D//aU/cKK4kSQw4x7naPcDVbisN3QPcGBietc5ZIQiUmNIjUeLNhTnkGxfvwXQhECWRW46RiKnW1YFubJ7xGbdXCArWZeZGIsTl2QUkaRY3NVy+h65s5PGLxuX3hFs7DUfE8WDEoMtGUJpbdsxUNAp1lCiOpFgnhVKstco7/36Rx2/lk8hjuOgC+OzZs5w6dYof/ehH8z65M2fOcOnSJX7wgx/M+7UrBVkAyywW8vitfOKNoSRJ3LjYzfGfnufa511R2+uTtTy2dxM7XthCaoYBSZJuGxV+sqyUr5eXL2tUWJIkWm8MU3eilfOfdhMUo9P48vJS2Lm7lAcfWY0haWkEezzTLUuvjS6rM64YlSSJzj47bm8ASSHhIwgSKEQBVKBQCOSmJhPwidxTlsv/+v98DZVybjWvHn+A5t7BSJS4sceKzTV7LWBGkp7KKVHiDXlZaNWJa4QjSRK9Y/awGO6iwdrDwLhjxu0FBMzp2WzOKaIiu5BKUwFpOsOM298J8j10ZSOP39wRJRGbxxlKqZ7S3mlCKDt9c8uSmU6aNiUsijMj4jgr/NOoS5nVCE8ev5VPIo/hfPTXvL85HQ4HP/nJTzhy5MgdndyOHTs4ffo0nZ2dMenSMjIyMl9GBEFgfXUR66uL6Gwe4MTPLlD/fhtI4B7zcvwfz1P383oe/Fo5u35rKxvyTGzIMfHHDz0YExV2+3282dTEm01NrDeZeGbjRmpKS5c8KiwIAmXrsyhbn4Xd5ub9Ogvv1bVjs4WMrPr6Rvmnf6jnyM+v8uAjq9m5q5TCVYvbZ1YQBLKNBrKNBrZtyI8snzDdsvTa6Oy1R5luFeWk0TXgwO0NoFEo8QlBggoRQRJQBxXY7B7KijL4z7/98JzFL4BOraJqdR5Vq/OAkFjstjkn06a7rbQP2hCnzFGPjLv54MZNPrhxEwCVQsG63MyQKA5HinNSkxfo07p7BEGgICWdgpR0dhdXAmAdd0bSpRsGuugetUW2l5Bot1lpt1l5/fpFAFanZVJhKmSzqYgKUyFZhsR5fzIyiYxCUJCpN5KpN7I+c23Mek/AG+VWPTWKPOSy4RfjG945vKM4vKO02W7FrFMrVGTq0zEZ0mPaO5kMGShJLFM8mS8v844Av/zyy+zbt4+1a2MvprnicDj40z/9U/7u7/7ujveRyMgRYJnFQh6/lc9cx7D/po0TP7vAZ8evEwxG9xK+d9c69nyvmnxzZmT5tQErbzY3capl5qjwsxvLWWdavqhwICBSf6GHuuOtXL8WJ417QzY795RSVV2ASrX8D0oTplufNHbx18fOM+72EUTCIwbQKlQQlFAqFazONaLTqCgryuCByiIeqChkdW7aXacrj3t9NPUOcrXbytXuUJR41DN7CrcpJSksiENp02U5mTOafCUCNvc4DYPdNAyE6og77IOzdCKGvGQjm0yFIVGcU0ROUuq8Pmf5HrqykcdvaRAlEYd3LKrn8UTd8aBrBLt39I72m6w24B0eZ0tZJbnJWVFGXRn6tIRvoyaT2NfgoqZA79q1i5MnT97VCS7kfhKR+QxAMBjE7/fPus1C4vf7+fDDD3nkkUcS7g9X5vbI47c0qNXqcJ/XhWe+Xx426xin/uUiv/5lIz5v9Iz85ofN7Pn+NswVuZFlLp+PU7epFV6uqPBUum85OHOyjXMfduKd9r7S0/U8vrOYx2rMGI36GfawNAw73PyH//sEV1oHyEwzoFIKWIfsKFQaRl0+vP4geq2Kopy0qAhwbkYSD1QWcX95AZVmE8p5RIdnQhQlOoftUWnTHUP2WV+jUSnZkJcViRBvKsyJadOUSIx6PTQOdkeMtVqGB5BmkcRZ+mQqc0J9iCtNhRSlZswqiBP54U3m9sjjlxh4g75w7fE09+rxYQbddnzB+BN1kiRFtQGcilJQkqU3hiLGSZOtnSaiyAa1binemsxtSORrUBbAy8xcBkCSJPr7+7Hb7Ut6bpIk4Xa70ev1CW2mIhMfefyWDqPRSG5u7oJ/znf65THmcHP2yBXOvnYZ16g3at26rYXs/m41G+9bFXW+161W3mhK7Kiwa9zHRx/epO5EK3190VEFlVJB9X2F7NxVQun6rCX/mw8ERX7nv73FpZZ+MtMMaNRKvP4AfVY7eSYjWrWSMZcPq81Fsl5Ndnr83pspBg33bshne0Uh1evzMegW7qHB6fbS2GPlSthgq6nHits/c69egAJjSlTadIkpI+H69U7g8vtoHuylwRqqIb4+3EdAnNnYJ02rp9JUSKWpiE05haw1ZkVFlRL54U3m9sjjl/hIkoTTNx5VdzxRezwwNsRNazepafPL3ABIUuvj1h1PRI9VisTNdPkikcjX4KIK4NLSUlpbW+/qBBdyP4nIXAagr68Pu92OyWTCYDAs2YOdKIqMjY2RnJyMIkEfeGRmRh6/xUeSJFwuF1arFaPRSF5e3oLu/26/PDwuH79+s4nT/1KPfTDaxGTVehN7vlvNPY8XR/19TESF32huomUwNiq8LjsUFX6ybPmiwpIk0dxgpe5kK5cu9EbVvgKsWm1kx64Stj+0Gp1uaYyfRFHiD//7cc5duUV6qh6FIDBkH0ctBPBLKrKMSYiShM3p5qHNq/jP33uYz6/38klDN1fbB+Iaa6mVCjaX5rC9opD7ywvJNi6syVNQFGm32rjaM+k43W2bPV1Rr1axMT+bTYU5bC7KobLARKp+cd2Y7xRfMMD1ob5QDbG1i+bBXrzBmQV/klpLhakgLIoLWZOSwakTJxPy4U3m9iTyw7fM7fH7/bz9q7fZ9th2bL5RrK5hBsdt4TTrUBTZE/TefkfTUKAgU58WU3ecHY4iJ6nloMFCkcjX4KIK4Orqas6ePXtXta0Oh4MdO3Zw4cKFO95HInO7AQgGg7S0tGAymcjMzIyzh8VDFEWcTiepqamygFqByOO3dAwPD2O1WikrK1vQdOiF+vLw+wJ8duI6J352EWuXPWqdqcjInu9Vc9/u9ajU0ed+3WrlzeZmTrW04vZHp6lNRIWf2biR9SbTHZ/b3TI0OM57p9t5/4yF0WnR7iSDhoceW8POXSXk5KUs+rmMuXz84G9O81FDyJ17U7GJR9YG+bBDydV2KwAPVhbx4z+qIdmgiXrd+eu9fNLYzefNPbi88UVaWWFGSAxXFGLONy7KQ9rIuDvSgulq9wDX+obwBWZvj7ImMy3SgmlTYQ5rMo1xWzwtNwExSOvIQKTtUtNgD+P+mR+gNQolhnE/T1c/wJa81azPykOjTFwnbZloEvnhW+b23G78JElizO9icDwUMba6hqOMukbcDkTEOHueHYNKN2nGlRSKImfrQwI5y2BEpZDvAXMlka/BRRXAr776KoIg3FUbox//+MdIksQPf/jDO95HInO7AfB4PHR0dLBmzRr0+qWtxZIF1MpGHr+lw+1209nZydq1a9HpFq72aKG/PERRpP5sG8d/eoGulujorjE7mZrfrOLhZ8rRGaIjuxNR4Tebm7kxaI3ZbyJEhf2+IJ9/2kXdiTba24Zj1m/akseOXSVsvidvUcXZmMvHD/+2jnG3j1f/4Ak+Pfce9z/0OD/827Mk6TW8+gc7o8RvzPsIBGlot/JxYzefNHYzaHfF3S4nPYn7KwrYXlHIpuKceblKzwd/IEjLwHBIEPeEHKcHnDP36wVI1mqoKDBFBHFFQTZJ2uWrIZ8JURLpsA9xdSAUIb5q7cbpdUfWT69BVCmUrM/Mo9JUwKacIjZk5WNQJ977kgmRyA/fMrfnbscvIAYYdjuiIsZTU61dgdlbycVDgYJ0fWp0z+MpUeQUTfzSli8riXwNLqoAdjgcmM1m6uvrWb169bxPrqOjg+rqajo6OhLOIXmhmKsAXugH67kgC6iVjTx+S8diXaeL9eUhSRLNn93i+E/P01LfE7XOkKLliRe28MTzm0lOi510WwlRYUvbCGdOtfHpR7fw+6Ojl9nZSTzxZAmPPrGW5JTFSd0VRQlRkpDEYGT8BIUShSDMS3xLkkR7j41PwmK4rccWd7sknTpSN7xtQz5J+sUVZVbneCRK3NA9wPX+YQLizJEWASg2pVNZMJk2XZQx/7q+xUaSJG45R2gMt1660n8LS39PXBMeCPUiLsvModJUyCZTEeXZBaRoZfOdRCGRH75lbs9ij9+YzxVVdzy1vdOwy35H0WOdUhuVTp2dlD6ZZq1PR/0lyyBJ5GtwUQUwQG1tLa+//jp1dXXzEsGdnZ3U1NTwzW9+kx/96EfzPeyKQRbAMouFPH5Lx0oTwFNpb+jj+D+e5+q5jqjlGp2ah58t58nf3Eq6Kbafqsvn43RrK280xY8Kl2Vn8+zG8mWNCo86vXz4XgdnT7UxOBgdtVSrlWx/cBU7dpWwtjhjUY6/0OM3aBvn48ZuPm3q5krbAIFg7FeySimwqThUN7y9ohBTetJdH/d2eP0BrvUNhURxj5WGbisj4+5ZX2M06KgsmDTX2pifjU6dWA+HPp+Pn7/9BqbKMq4N93PV2k3fmH3G7QVgrTE7VEOcU0hldiHp+sX//GXik8gP3zK3ZznHLyiKjHjs4XZOtugWT65hxv2z399mIl2XFmnlNFUomwwZpGqTE25S8G5J5Gtw0QUwQE1NDWfPnuXgwYP8yZ/8yW23//GPf0xtbS07d+78wro/TyAL4Enq6uqor6/npZdemtP2+/fv58iRIxw9epSdO3fe8TbLhcVi4dChQxw+fJiMjAz27t1LTU3NHZ9nXV0dR48eBULX3De+8Y2Y8Yt3zJdffhmj0UhtbW1kDPbt28f+/fupqqq64/dXV1dHbW0tABcvXrzj/awEVrIAnqDXMszxn17g85M3mHqrVyoV3P/UenZ/t5qcVelxXztbVFinUoccpMvLly0qLIoSl+t7OXOyjYYr/THrS0oz2bGrhHvvL0KtSbwa7niMu32cv9bLp009fNbcw7gnfou8koL0iBguLkhfkgcsSZLotY9G6ogbuq20WkdizMqmolQIlOVkhhynC0KiODdteR8I443foGs0EiFutHZz0xGbbj+VotSMiKlWpakQU9IXM5stEUnkh2+Z25PI4+fye8KtnYZj2jsNumwEpdl9E+KhUaij6o6z9OEU66SQi7VWufLKLRJ5DJdEAAM899xz/OIXv0AQBHbu3ElVVRXFxcVkZGQwMjJCe3s79fX11NXVAfDNb36TI0eO3OnhVgyyAJ7kueeeo76+nvb29jm/ZuvWrRw4cGBW0Th9m9raWiwWS0QsTnD48GH27dsXtWymbReSrVu3Ul1dzaFDh+5qP+np6dhstsg19MQTT/BXf/VX/PEf/3HM+M10zIMHD/LKK69gs8VPtZwvdXV17N+/f15juhL5IgjgCYZ6HZz6l3rOvdlEYGr6sABVj5Ww5/vbWL0+vpCdiAq/2dzMdWtiRoX7e0c5c6qNX7/fgcsVLRpTU3U8tsPMYzvNZGXffeRuqcYvEBRpaLdGUqUHbPFrdLONhpAYLi9gU0kOatXStQJxef009w1GiWKnZ3YH1+wUAxUFJjYX5lBZaGJ9bhaaJTznuYyf3eOiISyGr1q7sdiss3QihpyktFAf4pyQIM5PXhwzM5nEfviWuT0rdfxEScTmcYYixuOTkeMJkez0ze6hMBNp2pRw3fFke6eJKLJRlxLVwi1RSOQxnI8AvqvcpKNHj3Ls2DFqa2s5ffp05CF9ggltbTQaOXDgAC+++OLdHE5mjvh9AdSaxEg7y8jIwGKxYLFYMJvNi3acmpqauD2V40UpZ9p2IcnIuPv0y/r6+sh+JoS+KIpcvnx5Xsc0Go13fS5zOY5M4pKVn8a3f/g4T//ufZx57TLvH72Ce9wHEtS/10b9e21svG8Ve763jbKqgqiHd4NGwzPl5TxTXs4N6yBvNDdFRYVbBgc5+MH7/NVHH4VrhcvZkLO0UeHc/BR+8/v38M1vVfLJuZucOdHGrVt2AJxOD2/9spl33rjGPdX57NxVysZKU8ILFJVSwT1ludxTlsvvf30rHX12Pmno5pOmblq6RiLbDdpdvHWuhbfOtWDQqrh3YwH3lxdw74aCWY25FgKDVk31mnyq1+QDoaj8rRFHVC2xZcge9ZrBURfvXe/kveudQKgt1Pq8rFDadDh9OitlYVtDzRejzsDDq8p4eFUZAGM+D82DvVwZ6KJxsJsbwwOI0mQt4cC4g9MdDk53NAGQqU+mwlTAJlMRlaZCVqVlJOSDrIyMzNxQCAoy9UYy9UY2ZMY+y3oC3ii36qlR5CGXDb8YvwuAwzuKwztKm+1WzDq1QkVWJKU6JJJD/w8JZZ1q+VrV3UXsNGG4a5W0d+9e9u7dy5kzZzh9+jQWiwW73Y7RaMRsNlNTU8OOHTsW4lxl5kB36yD/5/f+jf/9p9+isDR7Wc/l2LFjHDhwgLq6Og4dOsSBAwcW7VjxosWHDx+O22or0dKmZ2O6eD18+PCMAlhG5nakZhj4+u8/wK7vbOXD1xs4/fN6Rm2huqfmz27R/Nkt1pbnsOd729j08NqYLIN1pmxqTY/x7x94ICYq7An4eau5mbeamyNR4ZqyUpKWMCqs06l4fGcxj+0w03p9iLqTbZz/tJugKCJKEhfP93DxfA/5+ans2FXCQ4+uQW9IrBnseAiCgDk/HXN+Or+5q5JBu4vPmkKR4cutA/iDITHm8gZ4/9JN3r90E6VCoLLYxAPhfsO5mbE13wuNQiGwJsvImiwjX9uyDoBRj5fGnsGIKG7sseLyTUbp/UGRhu5QjfG/hJflG5OjosSlpsxFc8SeC8kaHfcWmLm3IPTg6/b7uDbUR+NgqPXStaFe/OJkZsWwe4wPbt7gg5s3AEjR6CLp0ptyiihOz5YFsYzMFwidSktRai5Fqbkx60RJxO4ZnSKOJ0XyoMuGwxu/T7tfDNA3Nkjf2GDc9amapKiexyGDrlDtcboudVHuMSNuB//W9C7vjL5P7xU33yp/igx92oIfZylYsDDhjh07ZKGbAHx+qoXBbjvnT7csuwC2WCwYjUb27t0bEcPxOHjwIEajcdbI4mzb1NfX8+KLL2K32yNpuXV1dZEJmYMHDwLw0ksvxd12IothZGQkUldssViiUoqPHTuG2WyORLL37t17tx9P5H3F2299fT2HDh2KnL/ZbMZoNFJXV0dnZ2ekHdlca6unY7fbOXz4MGazmdOnT8fUBk+ss9vtM77n+vr6SHR/eHh4USc4ZBYWQ7KW3d+t5okXtvDxO82c/KeLDPc5AehoGuBvX3qHvLUZ7PluNdVPlqGalqI6PSr8ZnMzJ1ta4kaFa0onaoWzlyzqKggCZRuyKduQjd3m5v06C2dPt2O3h8R+b6+Tf/qHeo7+awMPPryanbtLKChaOV/i2UYDTz9YxtMPluHy+Ll4o4+PG7r4/Fovo67QGARFicutA1xuHeBvf3kRc74x1G+4vJCyoowlG4sUnZbtxYVsLy4EQlFiy5AtKkp8a8QZ9Zpe+xi99jFONVkA0KlVbMjLirhNbyrMwWhYPmdmvVpDVd5qqvJCJqC+YICWsKFWg7Wb5sFe3IHJuvlRn4ePu9v4uLsNAINKw8bsAjaFU6bLMnJRL2CvcRkZmcRBISjI0KeRoU9jXebamPXeoC9cezzNvTrc3sknxveCcPrGcfrGabd3xaxTCspwKnV6tEAO/zOo53f/9AX9nLCc48i1Ewy77fglP2+3v8/HvZd5fsNudpsfQqNM/MnkqSRGnqzMgiBJEp8ev8aY3c0n717j2d9/YNnS/CayACBkWnXw4EHq6+tjDJhqa2spLi6O1Ona7Xaee+65eW1TVVXFgQMH2L9/f2TZRJTXYrFEicR42+7duxej0cj+/fsjrzObzbz88su89NJLPPfcc7zwwgsRAVhTU4PZbL4rMylg1v1WVVWxf/9+6urqos5fFEXa2tr44Q9/GLeG+8KFCxHBP8Hp06djtnvllVfYv39/RNgWFxdz8eJFjEYjx44dA6I/w+nlDSMjI4yMjETOvbi4mBdeeOGuPxOZpUWjVfHYNzfx8LMVXDjdwomfXaCnPWQA1Ncxwv/681O8cegTnvytrTz0tXI02tivjHWmbF4yPcofPbCdurY23mhqiooKv32tmbevNVOalc2z5Rt5sqxsSaPCxnQ9zz5XztNf30D9+R7qTrRy/VpoRt3j8XPmdBtnTrexYaOJnbtLqdqWj3JKtLG/dxSPZzJ9LRDwM2T1c7PDhko1+YWv06nIzU9Zsvc1gUGn5uHNq3h48yqCQZHGjkE+aezm44Yu+kcm69IsvXYsvXb+5VQjWWl67i8PmWhtLslBo1468aVQCJSYMigxZfCNqg0A2MbdNPRYI7XEzb2DeAOTEVWPP8ClW/1cujVpdrYqI5XKsNv0psIczFnpi9oLejY0ShUVpkIqTCGRHxRF2mxWGgZCfYgbB3sY8032J3UFfFzo6+BCX0fk9Ruz8qkwFbLJVMiGrHy0KvnxTEbmy4BWqaEgJYeClJyYdZIk4fSOYY04Vk91sLZh8zji7jMoBekfH6J/fCju+iS1flrdcVgkJ2WQoTOinPJ82T82xP/58SEs9m6U4VTwUf8oKfoUHN4xfnLpCKc7PuHPHthHbnLWwnwoS8C877A//vGP+cEPfrAY5yJzBxz/6XluXOwGIBgQuXndSkq6gZvXrfz3P3wdpSr0R7xuayF7vrdtyc7ryJEjPP/88wARUffaa69FCSS73c7BgwejagmMRuO8t4H51aXG23bnzp2MjIxEiXSj0YjFYuHYsWNRhlk1NTUcOnTorgyuFmu/1dXVMVFho9EYkwo+IWonJhXMZjN1dXURQXv06FGef/75SClDdXV11OvtdntUKvlEFFsWwCsTpVLBfbvXc++udVw918Hxn17A0tAHwEj/KP/24/d55+8/Y8e3tvD43k0YUmJnjw0aDV/buJGvbdxIy+AgbzRFR4VbhwZ59YMP+OuPPl6WqLBKpeDe7UXcu72Irpt2zpxq46MPb+L1hsTttWYr15qtZGQYeGxnyDTL4wrwx/vfwuOenIGXALfbzRuvvcvUM9fp1fzVoa8tiwieQKlUsLkkh80lOex/poqb/Q4+Dpto3bg16Ww85HDzzsetvPNxKwatiq3r89heUch9GwtIMSx9XVl6kp5HylbzSFkoohoIirRah6PMtfocY1GvuTXi5NaIk19dbQUgSaumPN8UiRJXFGSTolueGjmlQsG6zFzWZeayd+M2REnkpn2Yq9Zurlq7aLB2Y/e4Itv7ggEuD9zi8kCoDlAphF6/KSdUQ7wxO58k9fLV+8nIyCwPgiCQpkshTZdCaUZs21l/MMCQ2zaZUj1uixLKnmB8U8Jxv5sORzcdju6YdQoUZBqMkbrjvrFBrg9bMGpT0au1COFvvonItj8YoNV2k8vW6+xOfmhhP4BFZN4C+JVXXpEFcALhHvfxya+uYR8cQ2vQoNYoSc9JwTYwygevN+B1+TBmJ7NqBofXxeL06dMxRlOHDx+OSpOtq6u7rUHTXLZZKPbt2xcRoHV1dTz//PMcOXIkkno8wfDwMBaL5Y6PMyE+F3q/82FCeE+kOE9EdCEUET906BDp6elUVVXxwgsvxIjq6YZmRqMx8nqZlYsgCGx+2Mzmh820XOrh+E/P0/TJTQDG7G7e/MknnPjpBR795iZqvn0PaZnxXZXLsrN56bFQVPhMWxu/nCEqXJKZxdcrypc8Kly02sj3X6zm+W9v4twHndSdbKO/L1SHNTLi4vUjjbz1i2ZK1mcx6vSi16tQa0NRUkmSCAYF9AZVRLz7fUE8bn9UpHi5EQSBNXlG1uQZ+XZNBcMON59G6ob78QUm64Z/faWLX1/pQiFApdkUcpWuLCQvc3nEvEqpYENeNhvysnlhWzkAg6PjNHRbudoTEsXX+4Yitc8A414/n3f08HlHDxDu35tlZFNYEG8uymFVxvKkuSsEBWvTs1mbns0z6+5BkiR6Rm1cHeiiwdrDVWsXg67JOsCgJNI81EvzUC//1vQZAgKlGTkRY60KUwGpWv2yvBcZGZnEQa1UkZecTV5ybMmjJEmM+sajeh5Pda8ecTuQ4vjbi4iRVOwm2nF4x3D5vfiDoWc8QVAgiSKGYBIalRq1UrUiPQ3mLYBtNhu7du2KSVOdjYkI0u0sqWXmzzf+4EFWlWVz+M+OY+22k5ppQKEQSM00YBsYY83GXPb9xR627ihdsnOy2+1Rqb0QEpfp6elx06CXits5Ue/fv5+tW7dGam937tyJ3W7HbDZHRTsnft+6dWuUYJ1Imb4d9fX1s+53Id/TbOfwyiuvRHoUT9/H6dOnqa+v57XXXuOVV14BuON6Y5mVSdk9BZTdU0BXyyDHf3qBi2dakSQJr9vPqX++yNnXLvPA0xvZ9Z2tZBfEFxYGjYavbtzIV2eICrcND/HqBx/wVx99TE1pCV8vr1jSqLAhScOTT5Wxc3cpzY0D1J1o4/LFXkRJIhAUuVLfi8PhweNWYszQk5ysBUHC4xHQalVR5xnwi7McafnJTNPzlQdK+coDpbg8fupv9PFJUzefNfXgDNcNixJcabdypd3KT96sZ01uWqTfcFlR5rKlGANkpyTxxIa1PLEhVEPnCwS53j80pZbYytDYZFRVAixDdixDdt64FDKjStVpKc/PQhoeIedmH5uK8jBol75uTRAEClMzKEzN4KnSzQAMjDloCLddarB20zM62bZOQqJlpJ+WkX5evx7qbLA6LYvNOUVUmgqoMBWSqV98kzMZGZmVgyAIpGqTSdUmU5xeFLM+IAYYctkZdNti6o6trmHcgfjRY1ESCUrBhO+kcDvuqMikqqpqzoZXExGm//bf/hsOh4Pa2lrWrFlzJ4eVmYHqnWUkpen582//M35vkGBARAxK6JI0/Me/+Trrq2P/8BeTI0eOxPTenUhbnpriW1VVddt2RHPZZq7U19fPKhbNZjMZGRkcO3YskiZdVVUVEYBTsdvtcVss3Y6JyO9s+51PxPt27ykedrudHTt2cPHixchrJz7jqanRE7XIL7/8Mjt27JAF8JeUorJs9v3FHqz/bjsn//kiH7/TTDAgEvAH+fCXDfz6jUa21ZSx+7tbZzXemx4VfqOpmWvWAQC8AT/vXLvGO9euUZKZxbPl5exat3RRYYVCoGJTLhWbchkaHOfsqXY+OGuJpEf7/SLDgy5sw26SUzShWXMJWKHf/wadmoc2r+KhcN1wc+dQuN9wFz1Dk6nGnf0OOvsd/GtdE5mpukjd8JbS3CWtG46HRqUMtU4qDNXNSZJEv2MslDbdE0qbvtE/jDilfMbp8fJxezcOh4NP/vUkSoWCUlNGVJQ4Ly15WR7scpLTyElOY6c5FPEedo/RaO2mwdrDlYEubjqia/luOoa46RjirZZLABSkpIdcpsNu0znJK8fUTUZGZulRKVTkJmfFrduVJIlxvxura4R32z/klzfOoFdp8YsB/GIAMSiiUqxs4755C2Cz2Rz3wX027rnnHr75zW9GBPCTTz7JN77xjfkeWmYWLI19uEa9KBQCKo2SgC+IKEq0N/QtuQCeSRi+8MILvPLKKxEBbDab2bdvH4cPH44yuJqIkM51m5mYqEsF5lyfun//fl588UU6OkLmJDt37qS6uppjx45FRbSn1svGY2RkJK4wra2t5ejRo5GsiPnu12w209nZGfc9zXTM6Z/TRKuyqdtOpC9PfK5TP++J487GYvdVlll+TEVGvvPyDr76e/dR92+X+eAXV/G6/UiSxOenbvD5qRtUPriGPd/bRsnm/Bn3MzUq3Do0xBtNTZy4ER0V/vGHH/DXH4eiws+Wl7PBtHR9e7Oyk3j+Nzfx9efKefuNa/zlwXOIwZCIEkUJh8NLMBhkbNSBTqdCp1OhUApxEslWBkqlgspiE5XFJl782j3cGnDySWM3nzZ1c61zKPK+hp0efvVJG7/6pA29JlQ3fH95IfdtzCctefkcmScQBIE8Ywp5xhR2VRQD4Pb5udY3xJVwHfHV7gHsrkkzKlGSuDEwzI2BYY5eaAYgI0nPpsIcKguy2VyUw4a8bDSqpX/Qy9Qn8+jq9Ty6ej0ATq+bxnC6dKO1h9aRgaj0xZ5RGz2jNk60NwCQbUgJ9yEuYFNOEQUp6Ss+YiMjI7M0CIJAssZAssZASfoq1EoVqdpk1EoVkiThcEyab/mDgai+6CsFQZpnN+MzZ87cdbuj559/noMHD35hI8FOp5O0tDQcDkfctG+Px0NHRwdr165Fp1uYB4f/44Wfcem9door8/jav9vOWz/5hPaGPqqeKOHP/+07ke1EUcTpdJKamhrXRfhuqKuro7a2lvr6eg4cOBAVMayrq4v0BN65cyf79++PCL2JNj8TTEywHDhwIJIWPNs2GRkZ1NbWRhyTp9YZ19bWAkRcpOvr62fcFkJCrra2NsaIasKJeiIyPJNItVgsHDp0KHK+E27T7e3tHDlyBLvdjs1mi0R5Z9rv9POccFgWRZH/+B//I1qtlpKSEvbt2xc55uHDh8nIyGDv3r28/PLLGI1GamtrOXbsGBaLhX379kXaHU18Ltu2hYzRJpa98MILETE8cU4TrzUajXE/v4MHD/LKK69EnLMXqkXUcrMY1ymA3+/n3Xff5amnnkKtXlltA6Yy7vTw/rGrnPm3S4w5PFHrSjbns+d71VQ8sGZOD90uny8mKhy1v3BU+MmyUpK1S2cG1Gmx8cf73kSlUuLx+Bkf8yFKEAwGUSqVkQCwKEpIksQjj6+l+v4i1m3IoqQ0E51+5Y4vwIjTzWdNPXza1M3FG32RuuGpKAQoX5sdTpUuoiB7+UzAbockSVisw/zDm8fR5a2iqW+Idqtt1skLlULB+tzMKMdpU2r82velZNzvpXmwN5Q2PdDFjeF+grM8hBp1hnCEOCSK1xizVmTd3hfl/vllRR6/lUf/2BB/8fFh2u1dKAUFadpkRp2jpKSGXKCDkkixsSghXKBvp7+mMm8BvBDY7Xb279/Pa6+9ttSHXhKWWgAHgyK//8BfU/ngGn77//skyWl6xhxu/uHPT9HwUSd/9/G/j7T1WEwBLLP4yOO3dMgCeG543X7OvdXEqX++iM0a7dRbWJrFnu9WU7WjNKq10Gy0Dg3xZlMzJ27cwOX3Ra3TqtTsLCnh6xVLExWeEMD6JDVarQoxKDE26sXhGEeSlFGRYVGSKFqdhjbcKkohCKw2p7NufTbrNmRRtj6blNSV6+Tr9vq51NLPJ43dfNbcg30sfn3YqpzUkBguL2T96qxlrRuOx/Trb8zjo6l3MFJL3NhjZczrm3UfOalJ4ShxKG26LCcT1Rz/vhcLbyDAtaHeUNslazfNQ734gjObsiVrdFRkF4RSpnOKKEk3RbU+SVS+aPfPLxvy+K1MYvoAe/2otRqy9Eae27CLPeaHUSuXv3VbwgtgCLVrmd6a5YvCckSAx50eDCnaqAdCSZJwjXpJSp08hiygVjby+C0dsgCeH4FAkM9P3ODEP12kvzPaETy7II1d39nK9q9sQK2Z25ek2+8POUg3Ns0YFX6mfCO7ysoWLSo8XQADkfSvtNQ0AgEpEhl2u/zkF6VGtotHfkEq6zZks25DNmXrs8jKXv5I4p0gihLXbg7xSUMXnzR20zU4Gne79GQd91cUcH95IVXrctGql/8B6XbXnyhKdA7budI1EO5NPMDN4fi9NifQqJRszM8OCeLCHCoLTWQkLa9Lsz8YpGWkPxwh7qZpsAd3YGZhr1dp2JidH6kjLsvMRZMAD7TT+aLeP78syOO3shlxO/i3pnd559r7PL3hMb5V/hQZ+sTxG1gRAniixcwXkeUQwHNFFlArG3n8lg5ZAN8Zoihy+QMLx396npvXrFHr0jIN7PiNe3jsm5vQGeZucDWXqPCz5eVszFnYqPCsAjgtLXIsrzeAe9zPfz3wJG6XnxvXB7lxbYie7tmFU2aWIRwhDgni/MLUFVmn2WV1Rky0mjuG4qYUa9VKqtbl8UBFIfduzCc9ZXkE4p1cfw6XJyyGQ4K4uXcQt3/2lleF6SmTadMFOZSYMpY1Gi5KIu22wXDrpZDT9KjPM+P2aoWSDVn5bMoppCK7kA1ZeejVS9eqbCa+6PfPLzry+K18/H4/v/rVr/jKV76ScGM4HwGceNN7MjIyMjIrFoVCQdXjJdzzWDHXL3Rz/KfnuX6+CwDHsIvX/+Yjjv/jBR5/bhM7XthCSrrhtvsszcriB48+wh9GHKSbaB6YdJD+1fVr/Or6tUWLCvt9wcjvkiQR8Et4vYGoPsAAxnQ9W7bms/3h1QCMjXppuTHEjeZBblwbpNNii3IlHh5y8fG5m3x8LtRrOSVFS9n6rLAgzmb1WuOcU8eXkyJTKkVPbOT5JzZiG3XzeXMvHzd2U3+jD68/9Nl4/cGwSO5GADauzWJ7RRHbKwopMiV2i8Q0g46HSlfxUOkqAIKiSJt1JCKIr3YP0GuPTv/vto3SbRvleEMbAAaNmvKCyShxRYGJVP3SpcQrBAWlGTmUZuTwzQ3ViJLILcdIuPVSFw0D3Yx4xiPb+8UgV61dXLV2RV6/LjOHiuxCNucUUZ5dQJJm5ab0y8jI3DkrcaJ2OvMWwD/+8Y/5wQ9+cFcHffnllyPmOzIyMjIyXzwEQWDDtiI2bCuis3mA4z89z6UP2kEC95iXd//hPKf/pZ6Hnqngyd+qIjP39iJIr1bz9IYNPL1hQ9yocNvwEP/Xhx/yNx9/siBRYZ1OhU6vxuP2R/r8SoDPJ+F2BaK6IOn0anS66K/U5BQtVdUFVFUXAODxBGhvGQ5HiAdpbxnG558U16OjXi6e7+Hi+Z7w8dWUlGZStiEkiotLM9FoErv1RHqKnl33FbPrvmK8/gD1N/r5tKmbTxt7sI2FIo4S0NQxRFPHEH//9iWKslNCdcOVRWxIwLrh6SgVCtblZrEuN4vnqjcCMDzmCvUj7rFypWuA6/1D+AKTY+vy+Tnf0cv5jt7IsrVZRirCdcSVBSbWZBqX7L0rBAVrjFmsMWbx1bItSJJE75g9FB0eCPUjHhifzGAQJZFrQ31cG+rj6LXzCAiY07PDbZeKqDAVYNTdfjJLRkZGJhGYdwr0tm3bOH/+/B0dzOl08sorr3Ds2DFaW1vvaB8rATkFWmaxkMdv6ZBToBeevs4RTv7TRT599xqiOPnVo1AI3Ld7Pbu+s5V8c+a89jlRKzw1KjyV4swsnr2LqHB/7ygez2S6ayDg54MPPuTRRx9BpZocP51ORW7+/ByQA/4gnR02blwbouX6IC3Xhhh3zVynqVIqWFucERLE67MpXZ9FUtLyp6XOBVGUuH5ziE+aQlHgWwPOuNsZk7Xct7GA7RWFVK3LQzfHmvG5slTXnz8Q5MbAcMRcq6HbinV0fNbXpOg0VBSYwv2NTVTkmzBol+8eYR13RtKlG6zddDlHZt1+dVomFeEa4gpTIdmGhXcE/zLfP78IyOO38knkMVzUGuCMjAz+7M/+jLS0uRc92+12zp8/z7FjxzAajVy4cIG1a9fO57ArClkAyywW8vgtHbIAXjxGBkY5/S/1/PqNRnze6FrKLY+Y2fP9bawtz533fluHhniruZnj12NrhTVKFTWlpXcdFV7M8RNFiZ4uBzeuD9FyLRQlttncM24vIFC0Ko2yDSGn6XUbsjGmL6/50lzptjpDkeGmHhotVsQ4TyIalYKt60L9hu+vKFiQuuHlvP4GnGOTadNdA9wYGCYY742HUQgCJab0qChxYfry1Ynb3OM0DIYixA3Wbjrsg7O2kMpLNkbE8CZTIbnJaXd97vL9c2Ujj9/KJ5HHcFEFsEKhQBAE5vqyqdvu27ePn/zkJ/M53IpEFsAyi4U8fkuHLIAXn1G7m/eOXObskSu4RqPb6qyrLuSp721j/baieT80T0SF32xqpmmgP2Z9cWYWz2zcyK51ZaTMMyq8lOMnSRKD1nFuXAtFh29cH6S/L77j8gSmnGTWh2uI123IwpSbnPD1Wo4xD58194b6DV/vw+2LNZgSgA1rsri/vJDtFYWsyrkzIZhI15/XH6C5b5CGbitXwi2YRsZnnvAASDfopvQkNrExL3vZ3LVHvR6aBntCNcTWblqGB5BmkcRZ+mQqc4oionhVasa8xzCRxk9m/sjjt/JJ5DFc9Ajwyy+/jNFonPNrzGYz1dXV84oar2RkASyzWMjjt3TIAnjp8Lh8fPjLBk7//BKOoeg00dUbTOz57ja2PGa+o7/5uUSFnynfSHlOzpwexpd7/Ox2Ny2RCPEQXTftUcZa00lL04VaL20MOU0XrVq6OtM7wecPcrm1P2KYNTIa36m4ICuZ7RVF3F9eQPna7DmbhS33+M2GJEn02Ea52jORNj1Am9U26/gqFQLrcjKniOIcclKTlmXSw+X3cW2oN9J66fpwHwExOOP2aVo9leEa4k05haw1ZqEQZh/HRB4/mdsjj9/KJ5HHcFEF8Be5f+9CIQtgmcVCHr+lQxbAS4/fF+DT49c58bMLDE5rIZSzysju71Zz3+71qNTzN4Jy+/2cbWvjjZmiwhmZPFNePmtU+JbdjtPl4sMPP+SRRx4h1WBg1TwmgxcD17iPtpZhblwb5Mb1ISxtwwQC4ozbGwxqSteFaojLNmSz1pyOOkGNtURRoqVrOCKGO/vjt5VKNWi4r7yA7eWhumGDbubraqVdfy6vn6beQa52D3Cle4CmnkGcHu+srzGlJFFRkB1Jm16Xm4VGtfRj7AsGuD7UF6khbhrswRucuX1UklpLeXYBm3IKqTQVUpqRg0oRfd4rbfxkopHHb+WTyGO4qAL41Vdf5Yc//OFdneAXHVkAyywW8vgtHbIAXj5EUeTimTaO//Q83a1DUeuM2cnU/GYVjzxbgVZ/Z59f29AQbzY3c+JGC+O+aDGhUarYWVrCMxvLqcidjArfstv52j/8I+M+H263G71eT5JGw1u//f1lF8FT8fuCtLcN03J9iBvXBmm9MYzH459xe7VaSXFJRriOOJvSskx0d/i5Lja9Q6N8GhbDDbPUDW8pzWV7RSH3lxeSmRZdN7zSrz9RlLg5bA+5TXcP0NhtxTJkn/U1GpWS9blZkQjxpkITmclL79gcEIO0jgxEBHGjtYdx/8xiXqtUsTE7PxQhNhWyPisPQZRW9Ph92Vnp159MYo/hogpgmdsjC+BJ6urqqK+v56WXXprT9vv37+fIkSMcPXqUnTt33vE2y83BgwcBMBqN2O129u7dy7Fjx277OdTX1/Piiy9it9tpb2+PWldXV8eRI0fw+Xxs3bqV7u5uDh8+TEZGBnv37o2UJtTW1kY+93379rF//36qqqru+L3U1dVRW1sLwMWLF+94PysNWQAvP5Ik0fTJTY7/7AKtl3qi1iWl6njihS088fxmklLvbHw8E7XCzc009s8eFe51OHn6H/8BtUKBz+1Go9fjF0Xe+f5vs86UfUfHXwqCQZGumw6uN1tDqdPXh3A646cVQ8h4abU5nbJ1E/2Is0hNW9rvqbkw6vLyWXMPnzSG6oZd3viRxXWrMtleUcgDFYWszk0jEAh84a4/p9tLY481ZLDVE4oSu3wzT3oA5BuTqSyYTJsuzclAucSTqqIk0mEf4upANw3hOmKHd+YaaJVCnKxbnAAA0nBJREFUSVl6DoLVxguP72JT7ioM6pXhgi4TQv7+W/kk8hiuCAF89uxZnnjiieU49KIjC+BJnnvuOerr62PE3Gxs3bqVAwcOzCpup29TW1uLxWLh6NGjUdsdPnyYffv2RS2baduFYv/+/TGi87nnngOY0zHr6urYv39/zGeWnp7O8PAwb731FgaDgSeffJKtW7dSXV3NoUOHorY9ePAgr7zyCjabbQHe0czn9EVGFsCJRfvVXo7/9AJXz3VELdfo1Dzy9Qpqvl1Fuin5zvc/PMwbTU0xUWFfIIBSoWSDycT7FgvpOh1e1zhaQxJjfh9/88wzrEnPQK9RJ1QkeCYkSaK/b5Qb14a40TxIy/VBBgdnb8+TX5AaEcPrNmSTlZ20RGc7N3z+IFfaBiKp0sPO+CIqLzOZezfkEbR3su83n0Gnm39brJWAKEq0WUeiosRdtvhtpybQqVVszM9mc2EobXpToYk0w9I+n0iSRJdzJFRDbO2mYaCLIfdYzDYOh4O0tDQUgoKyzJxwHXEhFdmFpGgTb7JGZhL5+2/lk8hjOB8BvDzWgYREyJ32E5aZZHqPypm4kx6VC0FGRgYWiwWLxYLZbF6049TU1GC322OWx4tYzrTtQnHkyJEYQfo//sf/4MUXX5zT6zMyMmKW1dfXR5Y/9thjkQs73rbAvEzq7vScZGSWkuJN+fzR//U1utuGOPlPF/n85A0kScLn8VP3r5d47+gVtj+1gV3f2UrOqvT57z8zkz955BH+cPt2zra380ZTE/Xd3bQNjyBKEtesVoKShMvnQy1JGHw+nF4v/+71X6JUKEhOwHToeAiCQF5+Knn5qTy2I3RPHhl2RZymr18bpGda/XVvj5PeHifv1YUmwDIzDSFjrbAozi9cvtY8ABq1km0b8tm2IZ9/v3cbLV0jfBruN2zptUe26xse441ft+BwOHi/7U3uKy/ggcoitt6mbniloVAIlOVmUpabyTe3bgBgZNxNY4+VK10DNPRYaeodxBeYNKjy+APU3+yj/mZfZNnqzLSwGA5FitdmpS+qgZogCKxKy2RVWiZfKd2MJEkMjDu5MtBFY1gU945OTupKSNwY7ufGcD/Hrl1AANYas0OCOKeQyuxC0vWJNVkjIyOTGCyLAO7o6MBisSzHob9Q9PeO8sf738Ljnj3VCUCnV/NXh76GKXfpvgyOHTvGgQMHqKur49ChQxw4cGDRjhUvWnz48OG4hm2LnTZtt9tjBL/RaKSmpuau9rvQolZGZiVSWJLF7/75Lp7Zfz+n/rmec281EfAHCQZEzr3VxLm3m9j6eCl7vl/NqnWmee9fp1bz1Pr1PLV+PadbWvmtf/s3vIHQJKNCEPCLIp5gEJfLhSRJeAOBULsiQeB/e+st1mVnk5uSQk5yCjkpyeSlpJCbkkKaTpew7YgyMg1sf2g12x9aDcDYqJeWG0Oh1kvXBum02AiKk8Zaw8MuPj53k4/P3QQgOVkb6UNctj6b1WuNc3ZlXmgEQWDdqkzWrcrke3s20z88xqdN3Xzc2M3VtgGC4Zy3UbePMxc7OXOxE7VSwZbSHO4P1w1nG5e+PnaxyUjS80jZah4pC42xPxCk1ToS6kncbaWh20q/MzraenPYwc1hB+9cbQUgWauhvCA7JIgLTFQUmEjWLV4KsiAI5CankZucxq7iCgD6HCP8w7tvoF9TQPNwLzcdw5HtJcBiH8RiH+TNlksAFKaksymnKBIlNiXNHhWSkZH5crBkAtjpdEYiY/X19Ut12C80Hk8Aj9uPSq2Y1cXT7wvicfvnFCleSCwWC0ajMVL/OpMAPnjwIEajcdYo42zbxKubraur4/Tp01gslkg97ksvvRR322PHjlFbW8vIyEikrthisUSlFx87dgyz2RwRtnv37p3xXKuqqqipqeHQoUNRYnt6KvbBgwfntM/6+noOHTqExWLh1VdfJTc3l+985zszHn8m7HY7hw8fxmw2c/r06Zg07Yl1UwX89HOqr6+PRPSHh4cXdVJDRmY2svLT+PZLj/P0791H3b9e4v1jV/G4fCDBxbOtXDzbysb7V/PU96opvafgjsTnKqORVJ2WJHUKfjGI3e3B5Z+ccFSE9ykCoiTROTJC/2j8Pr06lZrcsBjOSUkmNyUlIo5zU1LIMhgSxtguOUVLVXUBVdUFQOi7pr1lmJbrIafpthtD+PyT0cOxMS8Xz/dw8XyoTlurVVFSmsm6jaEocXFpJpplcprOzUzm2UfW8+wj6xl1efmkoYufv/0hNr8Kty/0HvxBkfPX+zh/vY+/PnaesqIMtpcXsr2ykLV5xoSduLgb1ColG/Oz2ZifzbfuDS2zOsdDadNdAzT2WLnWN0RgysTHmNfHZ5YePrOExlkAzNnpbCrMobLQxObCHIoyFjcbIMuQQrkhk6eqn0CtVmP3uGi09tA42M2VgS4sNmtUJ+LuURvdozbebbsKQE5SGpWmgogozk/+Yo6vjIzM7Cy6AH799dc5dOgQdXV1QKh+w2w209HRcZtXyswVtUaJVjv7UAb8M7fFWAzsdnskYrl//34OHjxIfX19jBlTbW0txcXFEXFot9sj9bJz3aaqqooDBw6wf//+yLIJ4WmxWKKMp+Jtu3fvXoxGI/v374+8zmw28/LLL/PSSy/x3HPP8cILL0TEYE1NDWazeUZjqaNHj1JTUxOJ+O7cuZPa2tooMTyffVZVVbF//37q6ur44Q9/iNMZXct14cKFiMif4PTp0zH7eeWVV9i/f39E2BYXF3Px4kWMRiPHjh2L+dwmrtkJRkZGGBkZiZxzcXExL7zwwl0ZbMnI3C2pGQa+8YcPsvt71Xzwi6vU/eslRm2hGtDmT2/S/OlNzJV57PluNZUPrbkjkekXg2iVSvJSkgGBEYcDrV6PJxDAHwziDQbxB4OzPkh7An46bSN02kbirlcKCkzJyXHFcU5KCrnJyWhUy1O1pNOpKN+UQ/mmHAAC/iCdHTZuXBui5fogLdeHGB+f7LHs9QZoahygqXEAAJVSwdrijEgNcen6LJKSlt68KMWg5fGq1bj7M6l5chfXb9n4OFw3PGh3RbZr6RqhpWuEn564Sm5GEveXF7K9opDKYhOqZYpsLwWm1CR2pK5lx4a1APgCQa73D0XSpq92DTA8PllfLQHtgzbaB2388tJ1ANL02qiexBvzstBrFi+93Kgz8NCqUh5aVQrAuM9L02BPqIbY2s2N4X5EafL5Z2DcwUCHg7qOZgAydEmhdGlTIZtMRaxKy7htL2IZGZmVz6J8m77++uu89tprkYfqCdG7f/9+9u3bR1paGtXV1YtxaJkE4ciRIzz//PMAEWH32muvRYklu93OwYMHmerDZjQa570NzK9GNd62O3fuZGRkJEqkG41GLBYLx44dizKvmojuTq/zncBsNtPe3h6JQh87doyamhqOHj3K3r1772ifs1FdXR3jLm00GmPSvydE7cREgtlspq6uLiJojx49yvPPP4/RaMRsNsdco3a7PUrET0SvZQEskwgYkrXs+d42dnzrHj5+p5mT/3SR4b7QZJGloY//54dvk7c2gz3frWbbrnVzStHVa9QkqTWM+334gkFcPj+5ycnolAr0ajVOrxeDRo2e0HbHfuu30KnV9I+OMjA2Rt/oKP3OUfpHRyPLfDP0QQ1KIn2jTvpGZzYryjAYQqI4OSUqmjwhlpNn6F+80KjUSkrKsigpy+Irz6xHFCV6uhzcuD5Ey7WQIB4ZmRSUgaBIa8sQrS1D/Oqt6wgIFK1Ko2yKsVZ6hn6WIy48apWSqnV5VK3L4w+/UU17jy1iotXWM1ln2j8yzhu/vsEbv75Bsl7NvRsKuL+8gG0bC0j6AtUNx0OjUobrf0MTH5Ik0ecYm5I2PUDLQKhGfgKH28u51luca70FhLIkynIyokRxXlryokVdkzRa7i0wc29BqATJ7fdxbaiPxsFurg50c22oF784mb0w4hnng5s3+ODmDQBSNLpIuvSmnCKK07NlQSwj8wVkwQTw2bNnI6miELpRGo1GMjMzOXLkCPfcc0/U9i+//PJCHVomATl9+nSM0dThw4ejUmbr6upuW9c6l20Win379kVEaF1dHc8//zxHjhzBaDRGRUOHh4fnVMO+c+dOdu7cyYEDB6itreXFF19k7969kfd0J/u8GyYE90SK80REF0JR8EOHDpGenk5VVRUvvPBCjKiebmJmNBojr5eRSRQ0WhWPfXMTDz9bwflTLZz42QV6LaE6wb6OEf7Xn5/izcOf8uRvVfHgV8vRzJI9s8po5K3f/j5uXyh6+0dvvhl52BclCYNGHdcFOm8G90lJkrC53WFBPBYRxlP/jflm7os68v+y9+dhceX3nS/+OrWxQ1Hsm8QiNgm0lFBb3Xbb7RZ02+0lsRuJTGYyM5lJQ5zJJHeSuMtK5neTeTIxFvZc/5I7EweUWTLJOJEgXuO226But927UGlBEpsoEDsUFFWsRW3n/nGqDlWiWCUkkM7refppQZ3vOd+zVFHv72d5Ly5iW1zk9sRE2NdjdBFy9DgQSZYFc3wchqioHREeKpVAzn49Ofv1VL54AFEUmbIu0HVbaqzV3WVlfGwlNVxEZHDQzuCgnbbXpfrS1LRYqbFWiSSK0zJ2TiTdiyAIHMg2cCDbwK996jCTMwuyGL5+ZwKv33B4fsnNG+YB3jAPoFELHC5Iky2WUhIf/2ZLgiCQqY8jUx/Hp8oOALDkcnN7LDRKPOtceYZ9okjX+DRd49M0t0tR16SYKA7nSN2mj+SkUZKejE6zMynyUVodxoz9GDOk2meX10PP9LgcIb5tHWXJs5K9MOdy8u7wHd4dvgNAtEbHwZQsDvujxEWGdLTqR5POr6Cg8OC4LwF87do1GhsbuXjxIna7XY7SVVdXU1dXx6lTp3jhhRdWiV+Al19++X4OrbCLsdvtIem9IInLxMTEsGnQD4uNOlHX1dVx/Phxud62srISu91Ofn5+SOQz8O/jx4+HiNazZ89SW1sbElUNcO7cORoaGrDb7evucycxm83U19dTVVVFZWXlqmvR2tqK2WzmwoUL1NfXA2zav1lBYbehVqs4+ekSnnqxiI63B/jx/27H0iF1uJ0em+Xvv/4z/umvP+DUrxzjuerDRMeGj57e29V52evB5fOBP5Kbm2jYtA+wIAgYoqMxREdzMC0t7DYLLhfjc3OMzQaixnOMzc0x4RfM04trWxYtuJbpm16mb3oq7Os6tYa0oDTr4FTrtLg4UmNi0DyAL/eCIJCSGktKaizPPiel0zrsTnq6pujunKS7c4qhu/aQyOHkxDyTE/P84mdSeVRCQuRKp+nSZHL26Xe0A3EwqYkx/NKzxfzSs8UsLLm43DnKezeH+bBzlAWnVAPu8YqYe8Yx94zz377TzoGsRJ4uk1KlC7ISn5i60iidluP7Mzi+PwPwWxnZZrk+PEHH8CQ3hiewWGdC6nKnF5Z4s2uAN7sGANCqVZSkJ1OevdJxOiVuZxYUdGoNZanZlKVmA+D1+bgzMylZL00McdM6wrxrxSd70eOifayf9rF+efzB5EzKUrM5nJpNSXIGkZrHOxNAQeFxZMsCeGBgQI70WiyWENFbU1OzStg+KX8EFFa4ePHiqoZPgbTl4DRfo9G4oR3RZrbZLGazeV0BnJ+fj8FgoKWlRU6TNhqNshgMxm63h7VYstvtXL58OWxDq/z8fPk6rLXPnYp22+12Tp06xZUrV+RrELiuwanRRqMRo9HI2bNnOXXqlCKAFfY8KpWKIx/P5/CzefReHeHH/7udW+9J3YvnZpb43rfe5Sd/084nXi6n6leNxBvCdwCW06FdLpxeH4LXR4xO98DrG2N0OgqSkihISgr7usvjYWJ+fiXNejY0gjw5P49XDN/zweX1MOSwM+Swh31dJQgkRceEEccrdcmR2/R9TNBHcuJkNidOSsJjccHFnZ5pujulxlqWO9N4PCvzdjicfPj+EB++PwRAdLSWwuJkKUJcmkJefuK6zR8fFDFROp4z5vKcMReP18eNPslv+P2bI0zMrCxG3BmZ4c7IDH/7egcp+mg5MlxekIp2h6KbuxFBENiXlMC+pAQ+d6QIgHmni5sjk9wYkQTxzZFJFpZXmsm5vT46RibpGJnk2x/cBCA9PtYviCVRXJSWtCP112qViuKkdIqT0qkurcAn+rhrn+bG5DA3JofomBzG7lxJ53d5PVybGOTahJTirRZUFCWlc8TfVOtgSiYx2sfTX1pB4XFiSwL4/Pnz1NXVIQgCoiiuKXoVnmzCCUOAmpoa6uvrZQGcn59PbW0tTU1NIQ2uzGazLM42s81aBGpUgU3XqtbV1fHKK6/ITdoqKyupqKigpaUlRNSGi/IGaGpqkqOs4bbfzj7XwmazhRX1914bi8UiR56DxwLytQy+xrA65XmjYygo7GYEQaDImE2RMZvB7kl+8jftXHnjDqIo4lx08frfXuHSP1zjo587yIu/dpzkzISQ8YF06NnFRd5842d88vnniI+Ofui+vzqNhhy9npw1juvz+ZhaXJQjxmNB4njC/7PTE946zyeKWBfmsS7M0zE+FnabhMiokDTrtNggsRwfR3xExKYWvqNjdBw+lsHhY1Lk0O3yYumzSX7EXVP0dE3hdK7Mc3HRzfWrY1y/Ks1Lq1VTcMBAkT9KXFiURGTUzkbiNGoVxqIMjEUZ/NYXKrCM2nnfnyrdM7xSDmK1L/KDt3v4wds9REdoeOpgFk+XZXOiJJPY6Iff/OtRExup42RBNicLpMUPn0+kf2omJEo8aAutfR+fnWf89jytt6W/4RGBrtXpSSxOz/P0opPUhAd/v1WCirzEFPISU/il4mOIosjI3IyUMj0hiWLr4ko6v1f00Tk1SufUKP9w6wMEBA4YUuWmWmWpWcRHPNz6dgUFhY3ZkgB+5ZVXOHXqFI2NjfT39/PCCy/ct7epwuNDW1sbJpMJs9lMQUFBSPQw0BDKbrdTVVVFXV2dXHfa0NAg147DStRVr9dTWVm54TYGgwGTyYTFYsFkMsl1xgHxHNxF2mw2h902QG1tLX19fSGR2NbWVtkmKRAZXk+oBvZ5b2fm4GOttc9w8wv+3Ve+8hU+85nPkJWVxfnz52VhazKZOHv2LHq9HpPJREtLC3a7nbq6Otnu6NVXX8VkMnHixAlAqgk2mUzU1NTI5xu4xhaLhfPnzwOEnVNDQwPt7e3y/Lcq3BUUHiX7ilOp/epLTAzO8NO/M/Puj27j9fjwuL289Z0Ofv7dmzz1QhEv/ssKsg8kr4zT6+kfW+LtP+vls8c/yb5M/aM7iTVQqaRu0qmxsZRnpK96XRRFZpeXGZ/1p1bPB8TxvCyWHc6lMHuWcDiXcDiX6LZOhn09UqP1i+O4kEhyIIq8lt2TVqeWU54BvF4fQ3cdUoTYL4pnZ1dSU91uL12dVro6rdJ5CwL78xLlplpFJcnEJ0Ru6dptBUEQKMhKpCArkX/+YjlW+yLv35LE8LXecTx+w+HFZQ8/u3qXn129i1rlrxsuz+bpQ1mkGWJ3bH67GZVKoCDVQEGqgS8aSwGwLzrpGJaiwNeHJ7g9asXpXmkYt+zxcnVwHPPdMRwOB98Z+Qf2GRJC0qYLUgwPPE1eEASy4w1kxxt46cBhACbmHVLKtL+OeGRupWmaiEivbYJe2wTf6ZKCAfsTkjmcms3hNCn1OinqybzvCgq7CUEMbq+7Ra5evUpjYyMzMzNUVVVx5swZ4u9p/vHiiy/y+uuv3/dE9xKzs7MkJCTgcDhWXQ8Ap9NJf38/eXl5REZu/w/0gGWG36n9/qZ8gD1uH3/R9Evsy01gdnaW+Pj4XeM5qbB5fD6fcv8eEg/qfXovbreb1157jZdeegntNtNJFR4sdus8rd++ylvf6cDlDI2OHv5oHp/+1xUUHM4EoPkvfs7//M+v82/+fy9S/e8//iimu+Msud1BUeOVSHJALE8tLITU724FjUpNSsxKmnV6XBwZ8XGkxUoCOW0NuydRFBkfm5Osl/yi2Gpdux4aIDMz3h8hlkRxckrMQ3n/LTjdXOlaqRueW3SF3a4gU89Jf91wYbZBKRkLwuvz0TthW+k4PTLBqH0eURRxOBwkJCSsul7ROi2HslI4nCUJ4vLsVOIidz4deXppnpuTw3RMjnBjcogBe/ga/ABZcYkrnaZTs0mLTVh3+8cJ5e/f3mc338ON9Fcw9yWAg7l06RLNzc3MzMxQU1PDF7/4RUARwDspgMdH5/iduh/gXAqfzhZMZJSWv2j8PKnpMYqA2sMoAvjhoQjgJ4+FWSdvNl/n0j9cYyEo2ghQeCyLT/3acf7mz9q4+tYdjn3iAF//0W88kaLF4/UyubDAhF8kh6ZZz69r97QZZLunQPQ4dkUop8fFEaOT0oht04tSdNjfaXp4yLHufpOSojlQZGB+cZCaX32B/bk7Lzo9Xh83LZO8f2uEdzuGGLeFF+3JCVE8fSibp8uzOVyQhk775NQNb5apuUXMd0e42PpzvAlJdE/YcHvD17sHyE/Wh1gw7TMk7HgztdnlJW76xfDNyRF6bROIrP1VOyU6jsOpOZSnZlGelkN23OPbRE35+7f32c338JEI4GD+8R//kQsXLgDQ39/P5cuXV20zMDBAbm7ugz70ruBhCWCQRLDTufEXjchIDemZcYqA2uMo9+/hoQjgJ5flJTe/+P5Nfvp3Zu52TuD0R/BEEZaXXCCIxCVE8/RnDqLWSO/D4uPZfPpfnXiU0941+Hw+ZpxOueY4WBwHfl5Yx+5pI2L9dk/p9zTpSlBFMD/uYuzOHD1dUwxYZvD6QgVScAQxLi5STpkuLk1hf55+U/7Q20UURe6OO3jXXzfcPTgddrvoCA0VJZmcLMviIweziItWmioFCP78FAUV3eNT3PDXEXeMTGKdW1x3fHxkBGXZqRzOkgTxocwUoiN29nN4wb3Mbeuo3Gm6e3p8zUZ1APrIaLmGuDw1i1x98mPjRaz8/dv77OZ7+MgFcDABMZyUlERdXR1Hjx4FoLCwkN7e3p089CPjYQrgraIIqL2Ncv8eHooAVvC4vfz/f+d7/PT/XMHl9CCoBAQBEEQQBQQkURyrj+KXfvNpfv3/rlLel5tkfnl5JbV6bl62ewqIZdvi+kJmPQJ2TynRMWiX1XjtPubHXcwMLqFeEli2LaBP0K+KskVEaDhQmCRbLxUUJhGxjk/0/TLlWOSDWyNy3bDLs1oUqQQ4XJDGyUNZPFOeQ3rSk10/ut7npyiKTMwurKRND0/QPTEt+ziHQyUIHEhNlKPER7LTyNTH7WgEdtnjoWt6jBsTUpfp21Oj62ZMxOoiKUvJ4nBqNuVpORxITEW9Rz9nlL9/e5/dfA93lQAO4HA4uHjxouw12t/fj9frfRiHfugoAlhhp1Du38NDEcAKAS63dvPnv/t9JgalZjc+0YdKUOH1+NDq1CRnJRATH0lUbASFRzI5cCyTomPZ7CtJQfMEWeA8SFweD+Pz83KadbBY3sjuaS1EEZadHmZm5ohTxSDOgcapIsqjIdKrJdKrIcoj/V8tqtCoVeQVGCgqSaaoNIXC4mRiY3emi/Oi0425e4x3bw7zwe2RNeuGc9MTZL/hopykh+aNvFvY6uen0+3h9qg1JEpsX3SuO8YQEyU11/JHiUszkonQ7txCiNvrpcc2LqdN35ocYdET/v4DRGl0HEzOpDxNqiEuSkpHp965+T1IlL9/e5/dfA93pQAOpqmpiS996UuKAFYEsMIWUe7fw0MRwArBdF4e4j/96t/h8/mYdywgiGpcyx4ycg1ExoQXRboIDfmHMyg6lkXRsSzyytLR6vbGF9XdTsDuafyeOuTgpl3LYeyeglOgQcDt9uJc8uB0elh2emQvYp1PTWSIMNYQ5dWRl5LIkeJMDpemU3IwlUTDg7e48Xp93Oq38p4/VXp0ej7sdknxkZw8JInho4XpT0Td8P1+foqiyPDM7IogHp6kzzqzblM3jUpFcXpSSMfptPidi8T7RB99M1ZuTAzJonjOtbZo16rUlCRnSBHi1BxKkzOI0u5Ouy3l79/eZzffw10vgAEOHDjAnTt3HsWhdxxFACvsFMr9e3goAlghmB/9zw9pPPsaggo8XjcatRbRB6d/91ky8gz0Xh2h9+oI8461v6iqNSryytIpPCoJ4oLDGUQ+gb6wDwNRFHE4nSF1xxPzc4zYHZi7u1HHxzN3bx2yCG6Pj2WnJIidS27c7vBRZrWoItKjwaCLZn+KnuLsFMoL0inNTV3X7mk75zE44eC9m1KqdNfdqbDtlKJ0Go6XZPB0WTYfOZhFfMzjWTe8E5+fC8subgVFiW+OTDLnXDsCC5AaF+MXxFLadFFaEtodyvbwiT4GHTa/9dIQHRPD2Jxrd0BXCSqKk9IoS/FbL6VkE6PbHc+D8vdv77Ob7+FWBPAjW4pubGx8VIdWUFBQUFDYEh/8pAvRJ5J7MJ3sCi3D7W76b45z5/oov3b2FJW/ckyy6hmYoffaCD3mEXqujmC3rkTvvB4fd66NcufaKD/+X5cRBIF9JSkUHcum6FgWB45mEhP/cBdFH1cEQUAfFYU+Kori1BT59263m9e8Hl566SXcohiSZh0slsfn5pheXMDt9kli2OnB6XTjWpYy17yCjwWtiwXRxdCknbcnB8AMarVAZKSWmGgtWYYE8lINcvfq4P9SY2LC2j2FO4/96Xr2p+v5lcpD2GaX5Lphc8+YXDe85PLw9o0h3r4xhEqAsvxUni7L5uShbLJS4nbkGj8uxEToeCovi6fysgDw+UQGpu0htcQD06EdxifnFrjU2c+lzn4AdBo1pRnJcoT4cHYahpgHkx2gElTk6pPJ1SfzuaKjiKLI2LxDFsM3JoeZWFiZn0/00Tk1RufUGM2dlxGA/MRUDqdKPsTlqdnoI6MfyNwUFPYqj0wAnzp16lEdWkFBQUFBYdN4vT7GB2Z44V8Y+Rd/+Dw/f+cNXnn1ef7uq2/Q8c4AXq8PtVqFIAhk5BnIyDPw8S+UI4oi02OzshjuvTaCdXjli6ooitztnORu5ySt3zYDkFWQROGxLAqPZlF4LAt9csyjOu3HnmidjnyDgXyDIezrAbun4DTr4Wk7PSNTDFhnGJ+dY2nZTXAendcrsrDgYmHBxaR1geu9Y0REaoiM1BAZpSFCp0FQgYAQYveU7u9kHWz/FK1bnR1giI/i008f4NNPH2Bp2Y25Z5z3bw7z/q0RHAtSRNsnwo2+SW70TdL4fTP70xI4WZbFM2XZFO9LfuLqhreKSiWQn5JIfkoiv3ysBIDZpWU6RiZlUXxrZJIl90rjKpfHy/WhCa4PTci/y9LHhaRNH0g1PJDmVYIgkBmnJzNOz6cKygGYXJiV06U7JocZmrXJ24tA38wkfTOTfLdb+pzZn5BEmd+HuCw1m5RoZZFE4clixwXw1atXqaioeGzrfRUUFBQUHm/UahXfbK0jOi4Cj0f60hubEMlv/5fPszi3vKZ1jiAIJGcmkJyZwDOfPQiA3TovpUtfG6Xn6gijllArnJG+aUb6pvlZyw0AUnP0FB6VmmoVHsskKSP+sfUI3W1o1Goy4+PJXCOVzufzMTm7QPvtYa51j9I5OEn/xAxzLONUu3FqPHh8PpYW3SwtSvXIgoAsiBcX3Vjn57k1MR52/3ERkaTFxq6KHmf4rZ8So6L4aHkOHy3PwecTuT1g5f2bw7x7c5hh65y8n7sTDu5OOLhw6TaJsZGcLMvi6bJsjhWl72hzp8eJ+KgIPnogh48eyAHA6/PRNznDjZGVKPHwzFzImBH7HCP2OX5ysw+AKK2Gg5kpHM5O40hOGuVZqcRHPZjU5NSYeJ7Pi+f5vFIAZpYWuGkdka2X+u3WkNT5u45p7jqm+VHvdQDSYxM4kpoji+L02ATlc0bhsUb55FNQUFBQUNiAcKnJgiBsOWVZnxLLiReKOfFCMQDzjiV6r47Sc3WY3mujDHVbCW7NMTlkZ3LIzjs/vA1AYmosRcek6HDhsSzS9ycqX1QfESqVinR9HJ99ppTPPiMJD59PZHDATnenle5OK7d6JphcmJcF8ZLag3PRzZLag02ziEvlJSJCTUSkVo4Sq9XS/ZxbdjK37OTO9FTY4+vUmlXR4+ziOP798eP4XAK9Fhvv3xyhc2Clbnhm3smP3+/jx+/3EalVYyz21w0fykIfq6Tfbxa1SkVRehJF6UlUH5cWt2wLS3KE+MbwBJ1jU7g8K8GfJbeHK3fHuHJ3TP5dblKCbMF0ODuN3CT9A4nQJ0bF8Oy+Ip7dVwRIz9ItvyDumByme3ocMUgSj887GJ938LrlJgDJUbGUpWZzJE0SxfviDcrnjMJjhSKAFRQUFBQUHhGxCVEce66AY88VALC04KLv+qhUR3x1hIFbE3i9K42YZibn+eD1bj54vVsar4+SIsRGqY4460CS0iDvEaJSCeTmJ5Kbn8iLnymSvGnH5unqtNLjF8VW60oDIy8+nBoPTrUHp0YSxtpEFZpENb4oH0tqD6o1eiu5vB4G7TMM2mfCz0UQSNHHknUyCs8SzNicTE4sIrhV6NDgc2t41x8xVglwMDeFk2XZPFOWTXbq+g1kFFZjiIniueJcnivOBcDt8dIzMS0J4hGp4/TEbGjzqoFpBwPTDn54vQeA2AgdZVmpsiAuy0ohJuL+G+XFRURyMruAk9nS58yi20Xn1KgsiLumxnD7VsT61NI8P7vbxc/udgGQEBFFuT9d+khaDnn6ZFSC8jmjsHdRBLDCjtLW1obZbObVV1/dkX2bTCYArly58sD3vxXq6uq4ePEizc3NVFZWht3GYrHQ2NhIU1MTBoOBvr6+NfdXUFCAzWajtraWs2fPotfrH9hc751HdXU1VVVVa857Pdra2mhubgagqqqK6urqTR0vcE4mk0l+Rmpra6mrq8NoNG773HbTM6GgsB2iYnSUPZNL2TO5ALiWPfTfHJdriPuuj+J2rXxRnbcvcfVnfVz9WZ88/sDRTLmOeH9pquJF/AgRBIH0zDjSM+N47lQ+ALbpRXq6pui+baW7y8rwkIMYjw4CTalngbvSP0VEopO1pOTHEpcVQUSSGqfGw8T8it2Ty+sJe2yfKDIxL3W/BiAChGxYXHZjXXIxv+RG8AroRA06UcPg4DRvDN5B9yMN+xMT+PjBXJ4/mkdpbopSN7wNtBo1h7JSOZSVyj+jDIDJ2YWQ5lpd49N4fCsLXPPLLt63DPO+ZRgAAShITaQ8ayVtOsdw/2UQ0VodxzNyOZ6RC0iLKV1TY7Igvj01ijPIRsyxvMTbQ728PdQLQIw2gkMpWRxOk5pqFRrS0Ky1UqOgsAvZcRukJ7EG+FHbIPlE35orcw/bRuf06dOYzeZ1xd790NbWRl1d3Y7tfyscP36cc+fObSgkGxoaqK+v59KlS2HFXltbG42NjRgMhpBu6SaTib6+Pv76r//6gdy/48ePU1FRcV8d2RMTE5mZmaGtrQ2AyspKmpqaqK2t3fTxAtdjZiZ8FGOrPKhnQrFBUgjHo75/HreXu12T9F6TbJfuXBtlaWFty5Z7vYhzD6Wji3hy174f9f0Lx/y8i54uKz2dU3R3WhmwzOD1hbdfAoiNjaCoJJni0hQKS5LQp0cxtbTAWJAPcrA38txyeGsuUQSny8P8kpuFJVdIum4AlagiVqMj15DIwexUjHmZ5CQmkB4rpVwnRUc91IyD3Xj/7odlt4fOsSlJFI9M0jE8iW1had0x+uhIyrNWmmsdzEwh8gHXcnt8Xu7YJuWmWjcnR1hwL6+5fYRaw8GUTMpTczicmk1JcgY69eo5PW7370lkN9/DPWGDpPDgsS05uNj1Om/e/ZBP7n+KMyUvYohKeKRzMhgMWCwWLBYL+fn5O7L/vYZer+fMmTM0NjaGFZ92uz3suKqqKo4fP/7A5nG/185sNsv7CBb9a0Ve1zreg4xur3ccBYXHAY1WTUF5BgXlGXzq1yrw+XyM3Jmm5+oIPWapjnjevvIF2rXsoevyEF2XhwC/F/GhdH+EOJMDRzIVL+JHTGysDmNFFsYKyYbH6fRg6Z2mu9NKT9cUd3qmWXatRHnn55cxt49gbh8BICJCw4HCJIpLUzhcms4XnjpERNAix6LLFWL3FCyOJ+bmmVpYQNRH4XL7WFhyMe90sbQsHc8n+Jj1OrlhHeOGdYwLV68TE6klJkpHTJSOKK2G1KBGXWlxsf4mXf6fY2PRqpXI4FpEaDUc3ZfO0X3pgNQZftQ+J9cRdwxP0jtpwxcUq7IvOvlF7yC/6B0EQK0SKEpLkjpOZ0miOD0h9r6ixBqVmpLkDEqSMzhz8Cl8oo9++5TcVKtjchjH8srnzLLXw9XxQa6OD66MT8qgPDWL8tQcDqZkEq1VPmcUdg87LoD1ej0JCY9WhD3uuLxufmJ5m4udP2F6yYFGpeb7PW/w9tAVzpR+ik/lfwyd+uGv0rS0tHDu3Dk5onnu3LmHPofdSl1dHadOnVolgO12+5oLBZWVlXIEf7dwr3htamqivb390UxGQeEJRKVSkVOUQk5RCqdqJI/Q8bszUqfpqyN0m8N4EV8f5c71UX4Mshdx4dEs2Ys4NuHB+JcqbI/ISA0Hy9M4WJ4GgMfj427/jNxYq6drioWgqP/ysodbNye4dVOy4NGoVeTmJ1JcmkJRaQqFxcnr2j25vV4m50Mjx3en7dwcnqBv0sbE/BxevwATgXmnm3mnG2YWiNJpmIhawBJlI0KjlnJ2gxAQSIqJ9othqYN1elwc6QFv5NjYsHZPTyqCIJCVGE9WYjyfLj8ASCnrt8es3Bie5PrwBDeHJ5l1rkRjvT6RzrEpOsemuHhZapaXHBtNeXYqR7LTKM9OpSQ9Gd19lEKoBBUFiakUJKbyy8VGRFFkaNYmp0zfmBhiamnlc8bj83LTOsxN6zB/f+sDBASKktI4mJTJ/NIMz7qcGHZZ9FDhyWLHBXBeXh42m23jDR8hLS0tYWsX9wLj81P853cbsdiHUQsqkqP1qAQVPtGH3TnHX129SGv/e/zRM7WkxyY/1LlZLBb0ej3V1dWyGA4muF7z/PnzcqR4enp61bZNTU0hP9+bYms2m9cd39DQIAtLi8Ui1yS3tLRgMpkwGo3U1dXR2toKII8PjAtEsIOfk4aGBvR6/bYijkajEYPBsOrZa29vD5tCbTabeeWVV7Db7XKEdSvX734Idw3MZjONjY1YLBb5db1eT2trq/w74L5qv+12O01NTeTn59Pa2rqqPjjwmt1uD3t/NnomFBQeRwRBICPXQEZuqBdxcKfpySG7vH2wF3Hb318FIDM/Seo07a8l1qfEPqKzUQDQaFQUFCZRUJjES58vwecTGR2elQSxP3XaZluUt/d4fdzpneZO7zQ/+kEXAgLZ+xLktOni0hQSDSuLHFq1mqyEBLLWCFY4l928dfMub3b08+GdYaadi7gEj/Sf04Nt2cmUYxGdRk1MlJbYKB2ROg2CINUwTy0sMLWwwE3Wt3vKiA+1e0qPlYSyPjLyie5AHB2hpSI3k4rcTMDfadzmCKkltkzZQ8ZMzS/yZtcAb3YNAKBVqyjJSJbSpv3p08lx0duekyAI7EtIYl9CEp8pPCI1e1uYlVKmJyRRPDq/MicRke7pcbqmxnA4HLR+96/IS0zlcGo25WnZlKdkkxileJ4rPDy2LIC//vWvYzKZVn0YVVdXc+7cOXJzc1dtHxDAZ8+e3TAn+2Fjt9s5ffo0jY2NnDlz5oGnY+401ya7uDMziCEyAW1QvYVKUGGISsDt9dA7c5drk118KvZjD21edrtdvpZ1dXU0NDRgNptDBExlZSXnzp2jrq4Om80mi5eCggJqamrkbRsaGkIETFtbW4hwtNls644/ffo0dXV1srC0WCxUVVXR2toqj6mvr8dgMFBTU8OFCxfkcTU1NfI2VVVV5OfnYzQaMZlMFBQUyEI88Bxtherqai5cuBAi2tZKfzYajfK12ur1ux/WuwZ1dXW0tbWtErnBCwz30t7eLovjAIFFh3upr6+nrq5OFrYFBQVcuXIFvV5PS0sLQMg9DdQhw8bPhILCk0KwF/HTn5GsejbyIh61TDNqmeZn/yh5EadkJ8gR4iJjluJF/IhRqSRBm70vgVMvHkAURaasC3T7a4h7Oq2Mja140oqIDA3aGRq0c+mndwBITY2lqNQviEtSSMtYO2U2MkLLi8cP8OLxA/h8It1D05LfcMcwdyccAHjw4nJ5cC1JwnhZJ2JIjiQyVo1X5cWxRh0ybGz3FKHRku5Ps06JiWZy0oq6p4fsxET/72JQP0Gdz1UqgdxkPbnJej5/VLJTm3Muc3PEyo3hCa4PT3BrxMqia6WJldvro2NYqjH+P/7fZSTEhkSJC1OT0Kzhab4RgiCQHptAemwCL+RLDb+si3PcmhyR64jvOlY+Z0Sg326l327l+z3Swlt2XCLlaVINcXlqNqkxu0svKDxebFkAf/nLX+aVV17hzJkzcnfXU6dOrbt9gK9//eskJibyG7/xG9ubrR+73U59fT0ASUlJ9PX1rdmBdiMsFgsgibRgcRGO5ubmXRkpVgmqEPEbjFateSSt6i9evMiZM2cAZMF04cKFVQIkUCMcHPUMRBuNRiN2ux2TyRTSIKmxsZETJ07IP9vt9jXHm83mkE7FgddtNhttbW1UVlai1+vl7UESmxaLhZaWlpBxVVVVcip3Q0NDiFenXq/fsriqq6ujoKBAXiwInkM4wkWaN7p+98N612C7jbMqKipWiWO9Xh82bTogagOLDPn5+bS1tcnvwebmZnnRKj8/n4qKCnnses+EgsKTTjgv4jt+Mdx7bYTBrlAvYuuwA+uwg3f/6bY8PiCGC49mkZ6reBE/SgRBICU1lpTUWD72iVwAHHYnPV1T9HRJadODA/aQOtLJyXkmJ+d5+60BABISIikqSaG4NJnigynk7AvvR6tSCZTuT6Z0fzK//pmjjE7NSWL45jA3LZP4fBHShkvAELgAnSaCTxTmUlxgIDMjFiduxmelVOuJeSntenJ+PmR+wSx73Ny1z3DXPoMoijgcDj548035mVMJglyHLKdZx6/UIKfHxRGhebxb3sRFRvB0QTZPF2QDUpS4z2qjY2SS60MT3ByZZNAWWj415phnzDHPT29J34MjtRpKM5LlbtOHs9PQR2+/AWRKdBzP5ZbwXG4JAHbnItfG7tLy8zY8ifH026dCvIiH52YYnpvhx3ekhbe0mAS5hvhwWjaZsXrlc0bhgbGtT4RAJO+nP/3plsZ9+ctf5tKlS3zjG9/gD/7gD7ZzaOx2O8ePH6e5uTnky2xdXR2XL1/ecppjIHUykJIaDpvNhsVi2ZXid7fS2tq6KprZ1NQU9v7cW/Oq1+vlrIH29nb0en1IZD5YkG1mfLia2kBabUAk3btNW1sber0+JKo4PT0ti7IHkSkQeO4uXrxIbW0tZrN5W8/Yeue/XYLPM9w1eBgE7nMgxTkQ1QUpet7Y2EhiYiJGo5GampoQYb0T10RB4XElNiGKo58o4OgnJI9Q56KLO9dH6b02Su/VEfpvjeP1rHQltlvn+fCn3Xz401Av4kJ/p+nswmTFi/gRk6CP5MTJbE6clATR0qKb3p4pudO0pc+G273S9dnhcHL5gyEufyA1S4uK0lJYnCwJ4pIU8goMaHWra0gzk+P44nOlfPG5UmYXlvmwc4T3bg5zpWuMRX8jLZfHx5XOca50SinQJfuSOFmWzb8uL2ZfWgKCIOD1+bAuLMh1yONzc5LV0+zcpuyeAmPWIjEqWm7QlR7mv7iIiO1d6F2KSiVQmJZEYVoSXzRKmR8zC0t0jEzKDbZuj1pZDur87XR7uDo4ztXBlVT1fYZ4yv3dpg9np5GfnLhtSyx9ZDQfzT6AQ9/DSy+8hEv0cXtqlOv+plrd0+P4xJXPmYkFBxP9Dtr6pYU3Q2SMlC6dms3h1Bz2JRgUL2KFbbNlAexwOPirv/orLl68uK0Dnjp1itbWVgYGBlalS2+G06dPU11dvSqSE/gyvFU/08uXL9Pa2rpuh2KTyaTUD24Bu90ekjYLUs1uYmLiqjTozezrfuey3XH5+fkhz1Lg34H02/U4fvx4iFA8e/Zs2LTguro6Ghsbqa2t3ZH0+83O417MZvO612Cz3E/3b7PZTH19vfyevnc/ra2tmM1mLly4IGeE7ITftILCk0ZktI6yp3MpezoXkDpJD9ySvIh7ro5guTGGazmoK/FGXsQlqWi0SifgR0lUtJbDRzM4fDQDALfLS3+fjS5/U62erimczpWU2aUlNzeujXHj2hgAWq2aggMGikpSKCpNpqg4mcio0CZG8TERVFbkU1mRj8vt5fqdCd67Ocx7N4eZnl3pGNw1OE3X4DT/67XrZCbFcrIsm2fKsjmUl0J6XFzY+YuiiN3pZNhm4weX3mD/oYNYFxclcTwrieW17J4AZpYWmVlapGtyMuzr0VpdSPfq4I7W6XFxGKIert3TTpAYE8XHi/bz8aL9gFQr3js5LTXX8keJxxzzIWMGbbMM2mb50Q2//2+ElkOZqXKUuCwrhbjI7S0exOgiOJGZx4nMPACcHjedU6N0TI5wY2KIzqlR3L4VgW5zLvDW3W7euistvMXpIin3p0uXp2ZTkJj6RKXCK9wfWxbAX/va1+5bDJ49e5avfOUrfOtb39rSuEBUaq30yzNnzmzKh/Ve1vuCbjabKSgo2BELnweFT/Th9nrCpkG7vZ6QFbWHQSCiGUwgRXir6bOBNOh7Ca4xXo/KykpZHAVjsVioqalZ97jhxtnt9jXnFMxaVkD3cubMGerq6mhpadnyc7sZNjuPYAKR3/WuwWbFutls3tZ7x263c+rUKa5cuSKPD1zz4NRoo9GI0Wjk7NmznDp1ShHACgo7gC5CQ5ExmyKjFE30eLwMdlnpuTrMnauj9F4bCfEiXlpw0fHOAB3vDMjj8w9nyHXEeWVPthfxbkCrU1Pk7xINUsrs0F073Z1Wum5b6e2ewuFYEZRut5euTitdnVb4rpR2vC9XL3WaLkmhqCSZBP1KuqxOq+ZEaSYnSjP57ZdP0Dts472bw7x/axjLqF3ebnR6nu+81cV33uoiLlrHU6WZPFOew/HiDKIjVwS2IAgkRkURm5qKJSGelw4fXuVBGrB7Gp+bC4kcB9KspxcWQ1JuQ8a6XfTZpumzTYd9XatSkxa3kmZ9bzQ5dQ/aPWnUKkozUijNSKHmxCEArHMLdPi7TXeMTNI1NoXbu/IdcmHZzYf9I3zYL1lwCUBesp7DfkF8JCeNfYaEbaUqR2q0HEvfz7F0SaC7vB56bRN+26URbllHWPKsfM7MuZy8O3yHd4eluvYojY5DKVkc9keJiwzpe+6eKDw8tvwXyGw2k5eXd18HTUhI2FYaZUA4rfWFuqCggKampi19Qd+o7vd+6h0fBkdTSyhM3E+ffQi1oEIfGRfSBdor+ihM3M/R1JKHNqe1RFdNTQ319fUbXs9gcRlogNTQ0BAiboJrQdcbbzQaqaiokOt9QXqGgXXTjSsrK6moqFjVpTlw3NraWpqamkKaYAWiphvR19cn/1uv11NZWbmqGdb9sNmot81mC/teMplMNDc3y3W1a12DcARqbYFVNbdrHS/cfC0WyypLqEAKc+A6B1//wLHX4n4zCRQUFFbQaNTkl6WTX5YOv4bsRdx7bYQes1RHPDezjhexWkXuoTR/p+ksCo5kEhWjWOE8SlQqgf15iezPS+SFl4qkrr5j83T7a4i7b1uxWhfk7X2iyED/DAP9M7z+Wg8AGRlxFB9Mpbg0maKSZJJTYhAEAZVKoHhfEsX7kvjXLx1hfHpeigzfGubGnQl8fk06t+ji0pUBLl0ZQKtWcbQwjafLsjlZlk1ywsYdi6N1ug3tnib8AnkiII7n5kNSrj1BEceQsT4vww4Hww5H2NcFBJJjYmSRnBESSd47dk8pcTE8X5rH86XS93yXx0vX+FRQx+lJpuZXOo6LgGXKjmXKzveuSpHZ+MgIyZPYnzp9MCOF6IitWx7p1BoOpWRxKCWLfwZ4fT7uzEz6rZckUTzvWlmkWfK4aB/rp32sXx5fmpwh1RCnZlOSnEGkRrFeUpDYU0uwZrN5XWEb+AK8lpXMemPCsRdSn9Njk/kvp74s+wBPLdrRqNR4fF6So/ScLn2RT+c/u2aTrAdJwJYnEDW/V7AG6oKrqqrk7r4mkwmLxSJf64aGBtrb27HZbBgMBqqrq2lubsZkMoVYGQWseDYzvrW1Vd4OJAEabCV07tw5eR+BeQHyuMC+AscFaWGkoaEhJB06EDENiNp7sVgsnDt3Tl6kMZlM5OfnhyzCBBq8tbW1YTAYMJlMnD17Vp6fxWLhj//4j/nmN7+56fMPN4/GxkZZSAa6Mvf19XHx4kXsdrt8vmtdg3uPHeiwnJ+fT21tbUiX7MDxAqI2cE56vR6TyURLSwt2u11uRBeI6r766quYTCa54VngOaipqZE/BwLX32KxcP78+W1fEwUFhe0T7EX8/BnJi3hi0C7ZLl0dpcc8zMxkkBex10ffjTH6bozx479pRxAEcopTKDyaSdGxbA4czSROr3gRP0oEQSA9M470zDg+8bz0N9E2vUhP15TsRTw0aA8ZMzY2x9jYHD+7JC3yGgzRFJUmU+K3XsrIikelEkhPiuULnyjhC58oYW5xmcudo7x3c5jLnaNy3bDb6+Ny1xiXu8b4i5bLFOUYeKYsm4ri9JAGbVtBq1aTnZBA9hp2Tz6fj+nFJUkQ+6PGwQJ5bG6OJbcr7FgREevCPNaFeW6Or233tFocr0SSE3ah3ZNOo/YLWcmTWhRFxh3zUh3xyAQdw5N0j0+HNDCbdS7zzp0h3rkjLXipBIHCVAOHc9IoTTdgc7q3dQ/VKhXFSekUJ6VTXVqBT/Rx1z7NjYAX8eQQdueKOHd5PVyfGOL6hH/hTVBRlJTO4dRsDqflcDAlkxjt41X7rbB5BHGLT2FhYSG9vb33feDt7KegQGrQERxBC6atrU3uUntvCu5WMZvNtLe3b2s/s7OzJCQk4HA4wto+OZ1O+vv7ycvLIzJy+x327sW25OBi1+u8efdDPrn/Kc6UvIghKvSD3ufzMTs7S3x8/J6vZ3kSUe7fw2On3qdut5vXXnuNl156aVUKn8LuR7l/22Nq1LGmF3E4MvIMUqfpY1kP1ItYuX8Pjvl5Fz1dVnr9ori/bwavb+2Sq5gY3YoX8cEU9ucmotGs/B1zub109E3wrr9ueMqxtGofoigiuOf5/CeP8dHD+ykvSN22dc9WEUWRueVlJubnGZudC2nYNT4vieWZpcWNd7QGERqtVIccG0t6vPT/FbEcT0pM9K78u7/kctM5NiWlTfsbbDmWlsNuG+jinZuRxtF9GZRnpXAkJ43SjBR0mvtLVxZFkZG5GUkQTwzTYR1mcmF2ze0FBA4YUkPqiOMjlIW3jdjNn6Eb6a9gthwWTEhIkL+AbxeHw0HCGitw67FWCmWAQITqQaQ71tfXr+o2vNsxRCXwm8fOUHu0WumMp6CgoKCwa1jlRTy14PciHqH36ggjfaG1l2P9Nsb6bbz1nQ4AUrIS5KZaRcYskjMVL+JHTWysDmNFFsaKLACcTg+W3mk5QnynZ5pl10qztIUFF1evjHL1yigAEToNB4qSJFF8MIWCwiSOl2RyvESqG74zPMP7t4Z5t2OIvqC6Yfuil++/3csP3rlDbJSWp0qzeLosm4rSTGIid+4LuSAIxEdGEh8ZSWFycthtlj2eUGE8N8d4UBTZurC+3dPAjI2BmfCOBWpBRWps7Ko0a7lxV2wsukdg9xSl02Lcn4Fxv9RgTRRFhmyzK2nTIxP0Tc6EVF/PLDr5WfcAP+seAECjUlGSnhTScTo1PmZL8xAEgex4A9nxBl46cBiAiXmHPzosRYlH5lYsNUVEem0T9Nom+E6XlBW4PyFZ9iEuT8smKerBLLwp7D62/E6pqamhqalp2zZGAOfPn1+3AdFaPKw6vpaWli017lleXmZ5eWW1a3ZWWnFyu9243e5V27vdUvqHz+fDt85q6f2wVuOrQMA/cHyFvYVy/x4ePp8PURRxu92oH2AjjcBnQrjPBoXdj3L/HgwxCTqOPpfH0eekWsOFWSd9N8bovSrZLw11h3oRTw7bmRy2884PbwGgT4nhwJFMf7fpTNL3b86LWLl/O4daDYUlBgpLDEAxHo+PwQG73GW6t3uahaBmac5lNzc7xrnZMe4fryI3T09RSTKFxUkUFifzK6dK+ZVTpUzYFviwc5R3bgzyzjWH/GxIdcP9XLrSj0YlcPhAKicPZfGRg1mk6DeuG37QqIDM2FgyY2MhI2PV68F2TxPz89J/c/P+lGvp/25v+Dpkj+hldNbB6Gz4OmSAxKgo0mLjSI+LJd3//4BHcnpsLLEPye4pIz6ajIN5vHhQen/PO13cHpvi2uAYP/7AzKxGw2LQ4ojb66VjZJKOkUm+/YH0u9S4GA5np1KWmcLh7FQKUw1bjvYbIqL5RE4Rn8gpAmBmaYGb1hE6rCPctI4w4JgK2X7AbmXAbuUHPVcByIzVU5aSRbm/Fjk9duvBu8eN3fwZupU5bTkF2uFwkJ+fj9lsZv/+/VueXH9/PxUVFfT39285iiwIAkajcc0mS2azmePHj/Pqq6/eV+3u8ePHOX/+/Kbtev7kT/6E//Sf/tOq33/7298mOnr1B7BGoyE9PZ2cnBx0e6ApgoLCk4jL5WJoaIjx8XE8nvD+kwoKCjuDe9mL9e4Ck5YFJvvnmR5cxOdd++tKRLSa1PxYUvNiSc2PITEjCmGbfqUKO4PoE7HbvYyPuBgfczEx6mZhIbzYA6nDcKJBQ1qmjvRMHWkZWmJi1TjdPiwTTnrGluibcOL0hH8u0hO0FGZEUZwRSWq8dk9kDIiiyILXi93lZsbtwu52M+NyY/f/2+52s7SGQN4MESo1eq2WRJ0WvVYX9G8tiVotMRoNqodwnXyiyOSii4FZJ3fnnAzMLmFdWl+8aFQCObGR7I+PJDc+kv1xkcTp7i/iveTzMLQ8x+DyPIPLc4y7F9boEy4Rr9axLyKOfbo49kXEYtDsvrrtJ5nFxUV+9Vd/dVMp0FsWwCA1h/rOd75DW1vblkTwwMAAVVVVvPzyy3zta1/b6mFJTEzEYDCsWQMcEMDnzp3bth2KxWKhoKBgSwX64SLAOTk5TE1NrVkDPDQ0RG5u7gOtLdwMoigyNzdHXFyc8qbdgyj37+HhdDoZGBggJyfngdcAt7a2UlVVtevqZxQ2Rrl/jwa3y8PArQnuXB+j99oIlo5xXM61F6Yio7UUHM6g8FgWB45ksM/vRazcv92DKIpMWRfp7Z6Wo8TjY3PrjklKikKtdfDiSycoPZSGITmKWwNTfHBrlPdvjTBpD1+Dm6qP5iMHMzlZlkVZXgra+6w3fZQsuFwr3axD/j/PxPwc04vbr0PWqtWkxcYG/eePJvsjyCkxMWjuIyNqvfefY8nJzRErHSNWOkYmuT02hdO9/uJzlj6O8qwUvydxKgdSElHdx8LXktvF7alROUrcY5tYszM4gD4imkMpmRxOzeZQSha5CUmPfQnibv4MnZ2dJTk5eWdqgAHOnTsn+3s2NDTw+7//+xuO+cY3voHJZKKysnJb4hdWanzXImCTslkLpHA0NjZu2bc0IiKCiDBpJVqtNuzD4fV6/dYAqofe0CCQNhs4vsLeQrl/Dw+VSoUgCGu+j++XndqvwsNBuX8PF61Wy8Gncjn4VC4geREPdVvpuTriryUeZWl+ZSF6ecnD7Q+GuP2B1AFWq1OTfziD/PJ0JhfmEJ8HbbRy/x41mVk6MrP0fOJ5qcmpw+70i2HJfmlwwB5SMzs9vYTDscTk+HUEQSAhIZKikhSKS5P53L8sxK2FD25LTbR6h1fqPa2OJf7pvT7+6b0+YiK1nCjN5OmybE6UZBIbvbcy8fRaLfqYGIrT0sK+7vJ4mPSnWYf7b3J+YU1R5/H5GJmdZWQ2fPMolSCQFB0jd7HOCOpmneb/OWoTn4vhPj+TtVqei4/juVLpO7jX5+POpI3rQ5In8Y3hCUbt8yFjRh3zjDrmef22ZH0UrdNyyC+Ij2SnUZaVSnzU5tO+tVotJ/cVcnJfISDVdHdNj3FjYoib1mFuWUdxeVdEucO1xLsjfbw7IgXmYnWRlKVkSXXEaTkcSExF/Zh+V9uNfwO3Mp9tRYADnD59mn/8x39EEAQqKysxGo0UFBRgMBiw2Wz09fVhNptpa2sD4OWXX+bixYvbPRxVVVW0t7czMzMT9vWWlhZOnz5Na2vrpm2Q7uX48eMYDAZaW1u3Pc9H1QV6MyhdhPc2yv17eChdoBXCody/3YnP52O0b5qea6P0mkfouToc4kUcINCFNtGQSN6hdLnTdP7hDKJjFUuU3cbSopvenil6OqVO032900xN20hISAibBRUVpaWwOJni0mRSs2MZXVjkcvco13rH8YRJoVerBA4XpPF0eTZPH8oizfD4Nz3y+XxMLS4G1R77/wt0tp6fX9PuaTPER0SSHh8kjmNXxHJSVCRvX7rEZz7zmW19fk7PL/oba01yfWiCrvEpXJ71U8LzkvWUZaVyJCeN8qxUcpP0244Su71eemzj3Jwc4cbkELcmR1j0rH2tojQ6DiZnUp6WzeHUbIqS0tE9BFvSnWQ3/w3cShfo+xLAIIlOk8lEf3//qg+jwK71ej3nzp3jlVdeuZ9DyV6wa025oaEBk8m0bY84kCJrAe/Z7aIIYIWdQrl/Dw9FACuEQ7l/e4O1vIgDAvheASUIAjlFyXKn6cJjWYoX8S5kcdHJ3/7ND0lLLuFO7wy93VMsrVM7qtWqyS8wkFtowB0tMjw7j7l3jPk1xhRk6nm6LIeTZVkUZhueyFKjgN1TwPs4IJCDBbN9afXi0mb3vTQ3R0nOPjITElZ1tE6PiyM5evN2T26Pl+6J6ZWO08OTTM4trDsmLlJHWVaq3984lbLMVKIjtvdZ7hN9WGasXJ8YkkXxnMu55vZalZqS5Ax/p+kcSpMziNLurQyE3fw3cEdtkO6lurqa6upqLl26RGtrKxaLBbvdjl6vJz8/n6qqKk6dOnW/hwGkDtQNDQ2YzeawDaouX7687cgvSDXEsHGqtYKCgoKCgsLuRRAE0vcnkr4/kY//cjkA02OzdLYP8qOLb6JaiMU6spLmKYoig91WBrutXPqHa4DkRVx4dMWLODH18Y8O7na0WjXpmTpeeqkErVaLzycydNdOd6eV7k4pddrhWBEgbreX7i4r3V1WQErhPbg/gdh9kcwKHvptDqbnVsRc36idvlE7f/fTDpIToni6LJuny7I5XJCGTrt364a3QrDdU1FKSthtnG434/764/HZOSbmQ8Xy1MLCmnZPLp+Pu/YZBh32sK8H7J7SZVG88u+0e+yetBo1Zf7631/9iDR+YnZ+JW16aILuiWm8vpW5zDldvNc3zHt9w4D0TBxITQyJEmcnbs5mTSWoOGBI44AhjZdLK/CJPgYdNm5ODnN9coiOiWFszhVB7vZ56fBbMsH7qAQVxUlplKVkczhNqiOO1T3cwNiTygOLw586deqBCd21MBqNVFZWcuHChbACuKWlJWzqst1up76+nqqqqnUFcqCGWEFBQUFBQeHxIikjno98qphpXx8vvfQSi7Mueq+OSHXE10YZ6ZsiuAVswIv459+VvIiTM+NlMVxkzFa8iHcBKpXA/rxE9ucl8sJLRVLkf2xeEr2dVno6p5icXKkb9YkigwN2GJB+1ogiBSkxkKhm2rPM1MIiGq0KEJhyLPHDd3r54Tu9REdoqCiR6oafOphJXPSTnS4fqdWSm5hIbmJi2Nc9Xm+I3dOYXyiPOhxcW3IiqNV41rBy9Io+xuZmGZsLX4cMYIiODqlDDqRZB8TyC4cKeOGQVFe+7PZwe8xKx/Ak14cnuTkyiW1hZdHDJ4r0TNjombDxHXMXAInRkSGC+GBmCpHajSWTSlCRq08mV5/MZ4uOIooiY/MObkwOSaJ4YpiJhRUbK5/oo3NqjM6pMZo7LyMAefoUjqTlUOb3I9ZHPnw7ryeBPZeI3tzczPHjx6mpqQkRwXV1dbz66qthBW5TUxMNDQ00NTWtWT8MUgdouL8mWgoKCgoKCgq7n4SkGCoqi6iolDxCF2ad3Lk2Su81SRTf7ZwMKamaGp1lanSWd3/UCYA+JZbCo5kUGaW06Yy8JzNldjchCALpmXGkZ8bxieelZkq26UV6uqQa4p6uKYYHHYj+lQ5BEFiYWoYpiARSRA2eaAF3jIjNtYw2Qo1Wq2Jx2cPPrw/y8+uDqASkumF/dDg9SckMuBeNWk1GfDwZ96ShBtJnP/3pTzPv8fgjxvNhm3XNu5bX2DvYFhexLS5ye2Ii7OsxuogVcewXxVmpcVQUHCYtNpZFp4eO0Ul/2vQEdyZnQiLWM4tOftE7yC96BwGpVrw4LYlyf9r04ew00uJjNny/C4JAZpyezDg9nyqQMlEmF2bldOmbkyMMzk7L24uAxW7FYrfy3W4pK3VffJJcQ1yWmk1KdNy6x1TYHA9UAL/xxhurUqCff/75B3kI9Ho9V65cwWQyodfrSUpKoq+vj6qqKqqrq8OOqaysRK/Xc+bMmXX3XVFRgV6v58SJEw90zk8ybW1tmM3mbdtSbbRvk8kEsKY39MOirq6Oixcv0tzcvGaWgcViobGxkaampnXtvAAKCgqw2WzU1tZy9uzZHVmUaWhoAKT3lN1up7q6mpaWlg3vldls5pVXXsFut686h7a2Nrl+vry8nKGhIfl8q6ur5XMxmUzys1FbW0tdXd2mfbfvZTc9BwoKCnuXmPhIjnw8nyMfl4STc9GFpWNcqiO+Nkr/zXE87pWGO3brPJdbe7jc2gNAbEIkhUezOOBvrJVTlKz0atgFGJKiOfnRfZz86D4A5udd9HZP0dMpRYn7+2bw+qOREYKaiCVgCeLESOw+N/NqF0s6L4JWIDJSS0SEmmt3Jrh2Z4Jvfe8KeRl6Th7K4pnyHAqzDfdlw/OkIAgChuhoDNHRHFyjm/WCyyXVIfubcwXSrCf8gnl6ce1a3wXXMn3Ty/RNT4V9XafWSDZPcbEcKtDzbFkmyy4vtrllhm1z9E84mFteaW7l9YncHpvi9tgUFy7fAiA1LoayrBQ5SlycnoxuE/ZaqTHxPJ8Xz/N5pQDMLC1ItkuTw9yYGKLfbg3xIh6cnWZwdpof9V4HID02Qa4hPpyaTXps+IZwCutz302wBgYGMJlMtLS0rLnN6dOnOXfu3JY8g/cyShOsFU6fPo3ZbF5X7N0PbW1t1NXV7dj+t0LAg3qjOvSGhgbq6+u5dOlSWNHX1tZGY2MjBoOBxsZG+fcmk4m+vj7++q//+r7vX11d3SrRefr0aYBNNYBb67onJiYyMzMjd36vrKzk+PHjVFRUhJwLrFyH9bIyNstOPAdKEyyFcCj3b29zP/fP7fLQf2uC3muS9dKd62O4nGs3YIqM1lFwJEPuNL2/NA3NE1JHulPsxPtvedlDX+803belCPGdnmmWXaH+s6IoMie6mfG5sIsuRJ1AZKSGyCgNEREaBL/oTYqPksXwkQNPTt3wZnmQ98/l8YT4IAeE8ord0zxeMXya9UYICMTodGhQs+z2MbvgwrHgQiOo0QpqNIJ6ld+vTqOmJD1ZjhAfzk4lKXbr6cvzLic3J0fkWuHu6XE5YyEcyVGxlKVmy9ZL++J3NhNlN/8NfGhNsALevqIootfr5QgqSHW3NpsNs9ksR8ZMJhNf/epX7+eQCpvA6/OgVu2O7HaDwYDFYsFisWzZX3mz+99rBLIRGhsbV4lCkN474aiqquL48eMPZA4XL15cdezz589vulN7uOtuNpvl3wcvAqx1jx5kVHsvPgcKCgp7C61OI4tZfn1jL2Lnootb793l1nt3/ePV5JdnyJ2m88vTiYjcXV8gn0QiIjQcLEvjYJkUifR4fNwdmKGnc4qu25P0dE2xsOAiXtARr9KxTxRZ8nqZmVtmxuFkXHQTEaEhMlLD4oIL68wCP3rvDtERGozFGTxTns1TpVnExzzZdcMPGp1GQ45eT84a3yVC7J5WdbSWfnZ6wi9giYghKdjaaEiMVLPk8rDoXmLR5cbtFlGJAhpBIwljjxrb3XkuDw6hETSoEMhKjKM8ayVtujDNsKEvcKwukpPZBZzMlmqYF90uuqbGuDE5RMfkMF1TY7iDfJynlub52d0ufnZXql+Oj4iS06UPp2aTn5iySqwr3IcA/s3f/E2ampqora3FZDKRl5e35raBiNbXvvY1LBYL//AP/7DdwypswLCjhws3vkbN4a+QnVD0SOfS0tLCuXPn5Pt/7ty5Rzqf3URdXR2nTp1aJULtdvuaCwWVlZVyBP9+sdvtqxYl9Ho9VVVV97VfpX5eQUHhSUGjUZN3KJ28Q+m8+C+Ob+hF7HZ56b4yTPcVqfusWq1i/8E0qY74WBYFRzIVL+JdgEajouBAEgUHkvj054rx+UTGRmblTtPdnVZstkWiVRqyiMElepnxupiZXcbqWEAURbQ6NZGRGqzTi7xlvotWq6IsP1WuG85MVuo4dxqVSuomnRobS3lG+qrXRVFkdnmZ8Vl/avX8it1TQCw7nCvvX7VKIDZSS6x/0UoUYdnjZcnlZtHtxuFawh3kSSwgMDRhpX3yLpprUuQ4WqOjOC2Fin1ZnMzN5mhOGgnR62eYRWt1GDP2Y8yQsmhdXg/d0+NyyvTtqdEQIT+7vMTbQ728PdQLQIw2gkMpWRxOy6YsJZuipDQ0qs1nJvhE32MpoLclgL/+9a/T3t5OX1/fusI3QGVlJZWVlZjNZs6cOcN/+S//hd///d/fzqEVNuCt/ouMzfXxVv9F/vnR//hI52KxWNDr9XJt6b0COLh28/z583KkeHp6etW2TU1NIT/X1taG/Gw2m9cd39DQIIs9i8Ui17kGfKyNRiN1dXVyF/HA+MC4gFgMrjNvaGhAr9dvK/poNBoxGAy0tLSE7LO9vT1sCnVw3W2gznUr1y/c8auqqmhsbAw53r3Xdb3zv3d+jY2NWCwWecxa266H3W6nqamJ/Px8WltbV6VpB14LFvDBx9noOVBQUFDYKVQqFdmFKWQXpvD86SOIosjkkJ2eqyP0mEfovTaCbXxO3t7r9WHpGMPSMcbrf3sFQRDILkyWOk0fzaLwWCZxiUoH2EeNSiWQlZNAVk4Cz79wAFEUmbIu+BtrTdF9exLd2Bxp6ii8oojD52LGu8zMnIu5WSmKqNGqmJyY592rQ0RGaijISeTp8hyeLsumOCdJqRt+BAiCQEJkJAmRkRSnhrd7WnK7Q32Q50LF8tTCApFaNYlIItbjFVlyu1lyuVlye1hyeXCJK+J02gNDd6dou9sJvxDQCGoSI6PYp0+gOC2Fo1npHM7KIDM+jrQgu6dgdGoN5f4O0b9adhKPz8sd26ScMt0xOcyCeyV6veBe5sNRCx+OSo1+I9QaDqZkyjXExUkZRIQ5TmDsFy/+V8pSs/j1Ix+jLDV729d7t7FlAexwOLhw4QJvvPHGhvnV92I0Gmlvb6eiooJXXnlly+MV1mfI3kXX5PtoVBF0Wd9nyNFNTkLxI5lLoBEaSNHOcP7NlZWVnDt3jrq6Omw2myxkCgoKQrp8NzQ0hIiZtra2EOFos9nWHX/69Gnq6upkoWexWKiqqqK1tVUeU19fj8FgoKamhgsXLsjjampq5G2qqqrIz8/HaDRiMpkoKCiQBaPdbpdraDdLdXU1Fy5cCBFwa6U/G41G+Vpt9fqFo7m5maqqKjniW1lZiclkChHD651/uPnV1dXR1tYWtolWe3u73HQrQDjLsvr6eurq6mRhW1BQwJUrV9Dr9XKfgeD7GKg1ho2fAwUFBYWHiSAIpO1LJG1fIs/+UhkgeREH0qV7rg4zMWiXtxdFkaEeK0M9Vi5duAZAeq6BwqOZFBuzFS/iXYIgCKSkxpKSGstHP54LgMPupKdL8iHu6Zribr/UWCtQNzzjWWZ+zsX8nNRYaWx0jsvXR2mKukJaUgzPHc/l6fJsjhWlE7EJux2Fh0OUVkuewUDeGoEOj9fL5MICE36RHJpmLUWS55zLfjHsZtHlwSOnL4t4RA/WpTmsS3NcGRvm29ckX+IorZZonZa0uFgOJCeRrU+QLZ7SYuPIiJdsn2J0OjQqNSXJGZQkZ3D64Al8oo9++5QkhieG6bAOY3cuynNe9nq4Oj7I1XGpw7VGpaY4KV1urHUwJZNorQ6Q0q9nnAv8U+913rrbjTEtj5fyDzO6tES31Up8dDT79mjm35bfZefPn+f8+fPbFq96vZ6LFy9SX19PfX39tvahEJ6fD7Tg8i2jj0jBvmzl5/3NjywKfPHiRbnrdkA0hfNvDtQIBwuvQMTRaDRit9sxmUwhjZIaGxtDOnXb7fY1x5vN5pDOxIHXbTYbbW1tcofwwPYgiTmLxUJLS0vIuEDE9Ny5czQ0NITYY+j1+i0Lrbq6OgoKCuTFguA5hCNcpHmj67cW+fn59PX10dbWRmtrKy0tLVRVVdHc3Ex1dfW65x+ubnkjKioqVgljvV5Pe3t7yO8CojawsJCfn09bW5ssapubmzlz5ozcZb6iokIeu95zoKCgoLAbSMqIJykjnpMvSR1gZ22LQV7EIwzfCfUiHh+wMT5g4xffuwmEehEXHssiJUvpALsbSNBHcuJkNidOShGypUU3vT1T9HRKorjvjo3Z5WVsvmVmfC7mvW4WF1wsLriwTS3S1TvF//reNWJjdFSUZPLiMwV89EgOCbEPt1GqwtbQqNVkxseTuYYm8vl8zDidcs3x+Nwcd6zTdE5YsUzbGJ+b83ebXnnT+0SRBZeLBZcL6/wCN8cmiNBoiNJqiNJpidZp0KnVIECs3+7p3v8y4uL4eE4Jv1R0DIChWZscHb4xMcTU0oo3tsfn5ZZ1hFvWEf7+1gcICBQa0ihPy2ZfvAGfKJIUFcuy28vfX+7m7z/sRoNAgqUffVQUP/j1f70nRfCWBfDly5f5gz/4g/s6qNFoXJXSqnB/BKK/URrJlyxKE/NIo8Ctra2roplNTU1hU1LvrXnV6/XYbDZAihzq9fqQ2tJ7uxRvND5cTW0gxTYgmO7dpq2tDb1eHxJhnJ6elgXag6h1DSwMXLx4kdraWsxm87bShtc7/40IlCecO3cOk8nEK6+8QnV19brnv5ME7m0gxTkQ1QUpYt7Y2EhiYiJGo5GampoQUX0/10FBQUHhURBviOb4qUKOnyoE/F7E10fpvTZK79VhBm6v70WckBxD4dEsioxSc6703ETFemkXEBWt5fDRDA4fzQCk+u/+PhvdXVId8a3OCcYWF5jxLuMQ3fh8IkuLbpYW3fzY2stP3r5DRKSGggw9zx7Zx+dPlXBgn9Lsca+hUqlIio4maR27J9vCIu/2D/HBwBAdo5P0WqeYXXbiFr14RC9evCx7PCx7PNiXnACoBRVROkkQT8zN06O1hk2jD9g9yeI4Po1fO1iAVgPTzjkGZ6e4ZR1hdN4ujxER6bGN02Mbx+3zMrHgQKfSoBOk/gSCAG7Ry7Rznnn3MjfGh54MAZyYmPhADlxQUPBA9qMgIUd/tdIqVIQ6+pFFge12e0jqLEi1pYmJiavSoDezr/udy3bH5efnh0QUA/9ez/IrwPHjx0PE4tmzZ8OmBtfV1dHY2Ehtbe2ONJAKN4/a2tqQqGqAQGTbbreve/47idlspr6+nqqqKiorK1eJ2tbWVsxmMxcuXJAzSHbCY1pBQUHhURATH8mRZ/M58uyKF3H/zXGpjvjqyCovYsfUAu1tPbS39cjjC49mUmjMpvBoJjlFKajViiB+1Gh1aopKUygqTeFzXwCfT2Ro0E73bSu3bk7ywa1hhmbnmPG58Ig+RFHEueTmlsXKLYuVv/reFZJiojiSn8bzJ/KoeraAREPUoz4thQeAISaaz5YV89kyKVgliiJjjnluDE9wY3iS60Nj3B6fwuXz4BE9sjD2uL3MuJaxiouASKRGEsRROg1RWi06tQqX18OQw86Qwx722CpBICUmlqzobFRqH06fk5nlOeyuBbQqFYIAXq/AosfLom8Zr09NIOFEJYDT4+b3f9rCd7qu8KvlJ6ksKHk4F+0B8MgEsJKy8+C4N/oLPNIocCCiGUwgRXirKbSBNOh7Ca4xXo/KysqwqfYWi4Wampp1jxtunN1uX3NOwQQaVW3EmTNnqKuro6WlZUcEZrh52O12Ll++HDbanJ+fL9+rtc5/pzo92+12Tp06xZUrV2ThG7jOwanRRqMRo9HI2bNnOXXqlCKAFRQUHlsio3WUPrWP0qf2ARt7ES/MOrn2cwvXfu5veBOl5cDRTClKfCyL/aWpaHVKjemjRqUS2J+byP7cRF54qQhRFJkYm6er08rPLw/w4e1RBh2zOEX/YocI0/NLvHFjgDduDPCf/sdbZCfEcaI4k+dP5lFenkZySozy3foxQBAEMvVxZOrj+FTZAQCWXG5uj01xfWiCG8MTdAxPMuuUGl2JoogXH27Rg8ftxenyMi8uo9EIREWoQRDRaFREaTXc+3j4RJGJ+Tkm5oN/q8ErxrIkLjPnWsRu18kZ2qIo4HWq8CxoiIzzIUT4GLF6uGDt4fvXLbT/+98lz5C08xfpAbDlT8EHlQI5PT39QPajsDr6G+BRRYHXEn81NTXU19dvKICDxWWgGVJDQ0OI0AkXwQw33mg0UlFRIdf7ghRlBNZNN66srKSiomJVl+bAcWtra2UbsMAxzWbzpiLOfX198r/1ej2VlZWrmmHdD5uZQ1NTkxxlDRB8TTc6/61gs9nCpqHfO0+LxbLKBiqQwhy4tsHXHFanPa+3fwUFBYW9zr1exF6vz+9FPEyPeYQ710dZnFvpALu85A7xItZo1eSXp8udpvPLM4iIUryIHzWCIJCeGUd6ZhzPnZL+rs3Ylnj7/bu0fWDhat8447ML8vZu0Ue/3UH/Bw5aPuwiQdCyLyGek2VZHD2cSXFpCpnZ8Up36ceEKJ2W4/szOL5fSqkXRZFBm4Mbw5OyILZYZ4LbB0i4pG19+FgWRDISY0hOiCIuSodaA45lJ+Ozc8wuO0OGqQU1UUI0XpUKROk1QUASv/NaRB84Z9Xo4kW0USKRmgiiNTpcHt9DuBoPhi0L4Ly8PGZnZ++rg3N/f39IUyOF7RMu+hvgYUeBA7Y8ZrOZgoKCVYI1UBdcVVUld/o1mUxYLBZMJpOcgtve3o7NZsNgMFBdXU1zczMmkynEyqi6uhqz2byp8a2trfJ2IAnQYCuhc+fOyfsIzAuQxwX2FTguSI24GhoaQtKhA1HTgKi9F4vFwrlz52hqapKbe+Xn54d0drbb7dTX19PW1obBYMBkMnH27Fl5fhaLhT/+4z/mm9/85qbPPxzBNk/hfr/e+Yc77r2/q6mpQa/Xy9ZIgfM9e/Yser0ek8lES0sLdruduro62e7o1VdfxWQyyU3OAvc+sD9YSUG3WCycP3/+vq6DgoKCwl5GrVaRezCN3INpvPDP/V7EFhs9V0e440+bnrWtdID1uL30mCVbJvBHIg+mUXg0i2Kj4kW8m0g0RPG5l0r43EtSWunI+Cw/eKObX5jvcntoikWnG0QpijcjupiZmeL6L6aIfec2iSodWbGxHDuUQXFpCsWlKezPS0SjUdLhHwcEQWB/kp79SXo+d6QIgHmni5sjk9wYkUTxzZFJFpbdCIKAGsn3d3JmmcmZlQWy9PhYjNl5FKcbyEiMJTpSg3VhXu5g3TE+wp3paQRBxOtUS+JXBFQiiAKeOR1pMZEY4rTMuVyP4lJsG0EM7q6wCa5evcpXvvIVXn/99W0f9MUXX+TcuXMcPXp02/vYzczOzpKQkIDD4Qi7UOB0Ounv7ycvL4/IyPvr8Pd/rv1nro62EatLJNw6nwjMu2Y4llnJPz/6H/H5fPIChtIoY++h3L+Hx4N8nwbjdrt57bXXeOmll9BqlcjLXkO5f3ubJ+3+BbyIe68FvIhHmR6bXXuAADmFKbvWi/hJu39rsez28OHNEX789h3e6xhm2rHE8rIH0Rf6lT5SUJOojiBRpSM5IooDxckUlyRTXJpCQVESEREPNx1euX8PD59PpH9qhuv+WuKO4QkGbeu894EIjZqDmSmUZ6VyJCcNJ05e/rv/jXdJxfKcRhIVKqn+V6tS4/VKkeHkFC1RMQL/9K9/fU1P5YfBRvormC0/+ceOHSM+Pp7f+q3f4i//8i+3PLHTp0+j1+sfW/H7MPGJPoYd3URr4/CJnjW3i9bGMezoxifundQEBQUFBQUFhfsj2Iv4Y5/3exGPz9J7dVSuIx6/G5SRJ7KmF3HRsSyKjNmKF/EuIEKr4dlj+3n22H58PpHuoWneuT7EGx9asIzYcTrdOJ0enF4vY55FxlhE456l8+oMb18fJEGlQ6dWk5ufSHFpCkWlyRSVpBAbq3vUp6bwgFCpBApSDRSkGviiUbJdsy866Rie5MaIJIpvj1pxulf0w7LHy9XBca4OjsN74PQ5cS0KeOb8clEFEWo1iCKCICAKPnw+mJx0kZkWSZRu7yxqbGvpp7m5mYqKCk6cOEFDQwOf/OQnNxzz13/915hMJgwGw6YbBCmsj0pQ8X99tAmXd2nDbXXqKFSCShHBCgoKCgoKTzBJ6fEkfTqek5+WUmtnbYvcuTYq1RFf3diLOCkj3i+GpShxSrbiRfwoUakESvcnU7o/md/4/DFGrHO8f2uYdzuGuNY9zuKSG+eSh2WnB6vHidXrRBAEEgQto90LdPZOovuhlCKbnZNAcYkkiItLUzAk7Z7ov8L9o4+O5NmifTxbJDXV8/p89E7Y5I7THSMTjNpXOmItLPnwLWilNGpBwIsPl9eHAGgFUKsEchITmHe6EZfUvNszzL6n9I/m5LbItnMfLl26RHV1NZWVlXLN44kTJ9Dr9RgMBmw2G319fZjNZtlL9NixY1y6dOm+6ocVQonQRBGhUVrhKygoKCgoKGydeEM0xucPYHxe6ji7OOfkzvUxeq6O0HtthLu3J/AFpdZOj83y3tgs773m9yJOiqbwWDaFx6QocUaeQSnReYRkpcTx8nOlvPxcKbMLy3zYOcK7HcNc6RpjbmGZZacHp9PDgtOD3TVHPxCr0pKo0rF418PQoJ1LrXcASEmJ8UeIUyguTSY9I05Z7HiMUKtUlGQkU5KRzJkThwCYmlvkxvAEf/Pedb5r7kYtalCrVIiIeP1BNFEUEf2rZBEaLfH6SKxzi/zRd98E4FeeKns0J7QFti2AExISaG1tpampCZPJRHNz8yp/1EB5sV6v5+zZs3z5y1++v9kqKCgoKCgoKCjsGNFxkRz+WB6HP5YHSJ2kLR1j9F4bodscxot4ejHEizg6LkKyXfJHiHOKFS/iR0V8TASVFflUVuTjcnu5fmeCdzuGeP/WMNOzTnxen5QqveRhwrnMkGuBCNQY/HXD4qSI1brA2z8fACAhIZLC4mS5sda+XL3SafoxIzkumpP52fxf//A6Oo2awtRElj1e5paXGZubwyeKIHsBC6hUAoIgkBIXzcC0g6/+6G0+f6SY6IjdnQ5939XvtbW11NbWcunSJVpbW+WOr3q9nvz8fKqqqjh16tSDmKuCgoKCgoKCgsJDJCJKu8qLeOD2hD9CPErf9VGWl1a8iBfnlrn+CwvXf7HiRVxwJFOuI849mKZ4ET8CdFo1J0ozOVGayb/3PUXvsI33bg7z3s1h+sfsAIg+EafTw6LTzYxzHu+yjwRBR6IqAr1Ki8PhpP3DYdo/HAYgMlJLYXGSLIjzCwxodepHeJYKD4LoCC1/+JmP8UfffZOp+SVS4qKJ0mnRR0fh9fqYnZsjPj4OtUqFTq1GFEWsc4skREXwh5/52K4Xv/AABHCAU6dObUrofv3rXycxMZHf+I3feFCHVlBQUFBQUFBQeAhodRqpQ/TRLGDFi3il0/TIKi/i2+/f5fb7K17EeWXpFBsVL+JHhUolULwvieJ9Sfzrl44wNj3H+zdHeO/mMDf6JoiKlu6HKIq4lr1MLbkYXV4i0q0iXpTSpXWCGqfTTcf1cTqujwOg0ajIP5BESWkKRSXJFBYny/tS2FsE0pj/6LtvYp1bJCUuWhK7KhXLahWRGo3UCMsvfjVqFX/2hU/uifRneIACeLN8+ctfxuFw8I1vfIM/+IM/eNiHV1BQUFBQUFBQeEAEexFX/aoRn8/HWL/kRdx7dZQe8/AqL+Leq1IHagj1Ii46lsWBIxlExz046zmFjclIiuMLnyjhC58oYW5xmQ9vj/LezWHau0YRBIGISL9cEEWWXV7uOpeIVWmJWBKIXFYRJagRBAGPx0dPl5WeLisgpcjm7NdTXJpMcWkq+QcSHuFZKmyVcCI4mL0qfuERCGCQ6of1ev2jOLSCgoKCgoKCgsIOoVKpyCpIJqsgmU9WH5G+JA875Ahxz9WREC9in0+k/+Y4/TfH+enfXQEBsg8kS52mj2Vz4Ggm8QalG/HDIi46glMVeZyqyMPl9nKjb0JOlZ5yLKGL0KDz+we74kQWXV6iNAIpukgEh4h7xo3K3yjLJ4rcHZjh7sAMP/1xr7830AITw1coPZRGycEUklNilMZau5h7RXByrNR4VxRFpuaX9qT4hfsUwNeuXaOtrQ29Xs+ZM2c23d15dnaW5uZmJQ1aQUFBQUFBQeExRhAEUnP0pObo+ejnpE6ztok5eq+OyHXE4wO2lQEiDPdOMdw7xRsXrwOQvj+RwmNZ5JensWB3PYrTeCLRadVUlGRSUZLJb798gjvDM34xPETfqB0Q0OjUuBEZ9SxBDETp1exLjCMBHW6rm/HhObljMIDD4eEXPxvg7beklHiDIZqikmSp03RJMlk5CUpjrV1GiAieX0QniljnF9Gq1XtS/MJ9COAvfelLNDU1yT//5m/+Jq2tras8ga9du0Z7ezt9fX1YLBbMZjMWi4Xa2trtz1phz9DW1obZbObVV1/dkX2bTCaAR+4tXVdXx8WLF2lubqaysnLdbRsaGgCpO7rdbqe6upqWlhZeffVV+ZwMBgOtra07Pm+LxUJjYyNNTU0YDAaqq6upqqra8BzC0dbWRnNzMwBVVVVUV1dv6nhnz55Fr9djMpnk56W2tpa6ujqMRuO2z203PR8KCgoKCisY0uL4yKdK+MinQr2Ie69Jonio1xrqRXx3hvG7M/z8ux04HA5ufGeWomPZcqfp1By9EkXcYQRBoDDHQGGOgX/56cNM2OZ579YI73VIdcNev1XWkttL9+QMABq1wKFnU8hJiCPapWbEYueqeTZkvzbbIu+/O8j77w4CEBOjkwRxiWS9lJtvQKNRuog/agIi9w+/8waT826S4yP2rPgFEMSAV9EW+MpXvkJDQwOVlZUYjUbsdjutra0MDAxgsVjYv38/s7OzHD9+HItF6gIYfBij0Uh7e/uDO4tdxuzsLAkJCTgcjrBRcafTSX9/P3l5eURGPtw6F5/Px+zsLPHx8Q/Fp+/06dOYzWb6+vp2ZP9tbW3U1dXt2P63wvHjxzl37ty64rGurm6VsDt9+jSALB5bWlqor68PK9oC9++rX/0q/f398pgHMfeKigoaGxu3vY/ExERmZmZk3+/KykqamprCLnatdbyGhgbq6+uZmZnZ9jyCuZ/nY6fep263m9dee42XXnoJrVZpDrLXUO7f3ka5f3uDxTknfTfG6DaHehGLoojD4SAhISFE8MYboqX64WNSHXFmvuJF/DCZX3RxuUuqG/7w9giLy56w2xVk6olyT1P1kadwTnvo6ZriTu80y2tsDxCh01BQlESxXxQXFCURGal0EX9U/J/3rvNHza/zZ6df5J8/feRRTyeEjfRXMFt+ghwOB01NTbS1tfH888+HvNbU1MSrr77KhQsXMBqN6PV6XnnlFfR6PUlJSej1eioqKjh27NhWD6uwRzEYDFgsFiwWC/n5+Tuy/73ExYsXV4m+8+fP88orr8g/b6Y+vrKyktnZ2Q232yz3ex3NZrO8j+AFgLUir2sd70H3Bthrz4eCgoKCguRFXP7RPMo/GupF3HVlkEs/+ADvrBqvxydvP2tbpP1SL+2Xev3jIzhwJJMio1RHrHgR7yyx0To+aczlk8Zc3B4vHZZJ3u0Y5v2bw0zaVxqg3RmZweGYo2OynXRDLCfLsqitLiJBraOvZ5ruTis9XVPMzwd1EXd5uH1zgts3JwBQq1Tk5idSXJpCUakkimNjdQ/9nJ9UzlQcRDtm4QsVBx/1VO6LLQvgr33ta5w7d26V+AXJE7itrY1vfOMbVFdX87Wvfe2BTFJhY3w+EZ8oogn6gPd4fbJJ9aOgpaWFc+fO0dbWRmNjI+fOnXsk89hN2O32VYsBer2eqqqqLe2nsrJy161u3ytem5qaHutMDwUFBQWFh0PAi/jAsQxUmdNUVb7A6J0Zfw3xCHeurfYivvF2Pzfe7pfHFxzOoNAfIVa8iHcOrUaNsSgDY1EG/+6LFVhG7bzbMcT7t4bpGVqp9Z6YWeD7v+jh+7/oISZSy4nSTJ6pzObf/rsTzNqc9HRN0XVb6ig9Pb0ior0+H313pum7M81rP5R+l5WdIFkvlSZTXJqCIUlpmraTRDwGi0lbfvebzWbq6+vXfL22tpYvfelL9Pb23tfEFDbP/KKLL/9lGwtLLr75Oy+SlBDFtGOJ//AXrxMTpePrv1VJbPTDXx2zWCzo9Xq5xvVeARxco3n+/Hk5Ujw9Pb1q2+B6c2BVWm2gtnyt8Q0NDbLotFgsck1yS0sLJpMJo9FIXV2dXHcbGB8YFxCtwXWtDQ0N6PX6LUUZjUYjVVVVNDY2hkRK16uJD5QS1NbWUl9fz/Xr1/m93/s97Ha7nNobXDtcV1eHzWbDbreHvRb3Q7jrYTabaWxsxGKxyK/r9XpaW1vl3wHbrgO32+00NTWRn59Pa2vrqhTywGvBiwv31h9v9HwoKCgoKOwdtDoNB45kcuBIJnBC8iLusdJ7bZRe8zA9V8N4EX8wyO0PpDrTgBdxkV8QK17EO4MgCBRkJVKQlcivfeowo1YHf/V3/8RyRCodFiser1QeueB087Ord/nZ1buoVQKHC9J4pjybl/9lOamJMUxZF+TocPdtK6OjoRlwI8MORoYdXGq9A0BKSoxUQ3xQqiNOz4hTasQVQnjgy18nTpxQUpwfIvOLLv7gv7byTscQAL/75z/hT/7NJ/iT//EW13uldJE/+K+tfOO3qx6qCLbb7XJEsK6ujoaGBsxmc4hwqays5Ny5c7JgC4iWgoICampq5G0bGhpCREtbWxstLS3y9jabbd3xp0+fpq6uThacFouFqqoqWltb5TH19fUYDAZqamq4cOGCPK6mpkbepqqqivz8fIxGIyaTiYKCAlm42u12uZZ3PZqbm6mqqpIjvpWVlZhMpnXrhisrK6mrqyM/Px+fz8eRI0eor6/nS1/6Usg2Z8+e5fTp0zQ2Nspi32QyUVdXd1+1vQHWux51dXW0tbWtErnBiw330t7eLovjAOEaf9XX18vnX11dTUFBAVeuXEGv19PS0iKff+B4gRrkABs9HwoKCgoKexu1WkVuaRq5pWlU/bNj+Hw+xgekCHGPeYTeq8M4psN7Ef8IvxdxaSqFx7IpPCoJ65h4xYv4QZOij+Z4fiwvvfQcLi+0d/rrhjtHmPdH8L0+kau941ztHee/faedgkw9z5TncPJQNs88ux9BEJh1SBHigCi+2z+DL6jXkNW6gNW6wDu/GAAgISGSwuJkikqSKTmYyr5cvdJp+gnngQvghIQETpw48aB3qxAGn0/ky3/ZxjsdQyTGR6ESBK73TvBv63+IbXaJpIRofKLIOx1DfPkv2/hvv/fphza3ixcvcubMGQBZJAVqw4MJ1AgHC8BAhDHQYM1kMoU0RWpsbAx5xux2+5rjzWZzSHfiwOs2m422tjYqKyvR6/Xy9iBFaS0WCy0tLSHjApHbc+fO0dDQENLYTa/Xb0pQ5efn09fXR1tbG62trbS0tFBVVUVzc3PYrskNDQ1yl+R7r9u9BOYQnF599uxZEhMTMZlM91WDvd712K64rqioWCWO9Xr9qrTpgKgNLDbk5+fT1tYmX6/m5mbOnDmDXq8nPz+fioqKkPHrPR8KCgoKCo8fKpWKzPwkMvOTeO7lw5IX8YhDFr09V0eYCooi+nwi/bcm6L81EeJFXHhUihAXHstSvIgfMDGRWj5xbD+fOLYfj9dHR98k79+S/IbHbQvydn2jdvpG7fzt6x0kJ0TxdFk2z5Rlc+R4BhUfyQbAueSmN1BD3Gml744Nt9sr78PhcNL+4TDtHw4DEBmppbA4SaojLkmm4EASWp364V4AhUfKlgXwZppGb5Rm4HA4uHTpEl/84he3eniFIHyiyMKS5IenEgR0WjVJCdGy+NVp1bj8HwALSy58osjDWvBqbW3FbreH/K6pqSls6um9wkyv12OzSXUi7e3t6PX6EAF4b+fjjcaHE36BdNqAMLp3m4C/dXA0cXp6WhZj99usqbKyUo6Am0wmXnnllVUC2GQyyfZI2yVw7cxm87YFcPA5h7seO03gfgdSnAMRXYDq6moaGxtJTEzEaDRSU1Oz6nqt93woKCgoKDz+CIJAarae1OwVL+KZyfkgL+IRxvrDexG/2Sx5Eaft01PkjxAXGrNISl+/y6zC5tGoVRwrSudYUTq/+cvH6R+z8/7NYd69GVo3POVY4ofv9PLDd3qJjtBwojSTp8uyOVGaSfmRdMqPpAPgdnnpt8zQ02mlu8tKb/cUi4srNeJOp5uO6+N0XB+Xjq9RkX9A6jRdXJrCgaIkomOUxlqPM1sWwA8ih95isXD58mVFAN8nGrWKb/7Oi/zun/+E670TsuhNT4oFwOX2Mu1Y5EhhGt/8nRfRqFX4fL4N9nr/2O32kFRZkGpcExMTV6VBb2Zf9zuX7Y7Lz88PiRwG/h1Iu12PYAswkCKxgSZx9wrdQEQ5OG3cbrdz9uxZLBYLJpPpgdSshpvTZsS12Wxe93pslu12Ag/0HQj4E9+7j9bWVsxmMxcuXJD7E+yE77SCgoKCwuNDYmosT71YzFMvFgMwN7Mo1RBfDe9FPDFoZ2LQzi++fxMAQ3qcFCE2SlFixYv4wSAIAvmZieRnJvKrL5RjtS/ygT8yfK13ArdX+h67uOzhrWuDvHVtELVKoLwglacPZfN0WTbpSbF+L+FkPkspPp/I0KCdnk4pbbq704rD4ZSP6fH46OmSGm798HudqASBnP16ikuTKSpNobgkhQS9khL/OLFlAXz58mX++3//7yQmJq67zXe+852wr9lsNlpbW3fEEudJJCkhij/5N5+Q054D4hfANruEIV56PSkh6qHN6eLFi6uaOgXSc7eaMhtIg76XYLG4HpWVlWGbtlksFmpqatY9brhxdrt9zTkFE87+x263c/ny5bCpzoHGUff+fP78efLy8uQa2K1it9vlOa9lSbQegcjvetdjs9Hw7USh7XY7p06d4sqVK/LYwLUPTo02Go0YjUbOnj3LqVOnFAGsoKCgoLAl4hKjMX7yAMZPHgBgcX6Zvuuj/gjxKAO3xvH5VhSxbXyOD37SxQc/6fKPj5IixMYsio5mklmQtOvcGvYiKfpoPvvRIj770SIWnW6udI/xbscQH3aOMrcoZUF6fSLXeie41jvBt753hbwMPU+XSWK4MNsg1XjnJrI/N5GqTxciiiKT4/N0d07R3SUJ4smJefmYPlHk7sAMdwdm+OmPpaa+6RlxFJesdJpOSY1RFjz2MFsWwHa7fd2OtSClSa8VJRNFEUEQlC+oD4hpxxJ/8j/ektOegzHERzHtWORP/sdb/PnvfuqhieC1hFZNTQ319fUbCuBgcRlofNTQ0BDyzISLpIYbbzQaqaiokOt9QRJiwJrjQRLOFRUVIc22go9bW1tLU1NTSBOsQKR0PZqamuRI5mbORa/XU1tbG9Khej0CcwiI0vr6emprazcUnjabLew2JpOJ5uZmubZ2resRjkCtLbCq5nat4917/SwWixx9Dh4bfK7B9yFw3PW436wCBQUFBYXHn+jYiFAvYqcbS8c4vdekOuK+G2N4gupM52aWuPJGL1feULyId4roSC3PHtnHs0f24fX6uNVv5d2bUnR4bHpFwPaP2ekfs/Pt1pskxUfJYvjIgTR0WjWCIJCWEUdaRhwff166vzO2JXq6rHR3TtHTaWVo0IEYlAIwPjbH+Ngcb70pfa9JTIzyexGnUFySTFZOgtJYaw+xrSZYX/va17YdwQ1EgBXuH4/Xx3/4i9dD0p9dbq8c+Q3UBF/vneA//MXr/I8//PyO1gAHrHjMZjMFBQWrBGugLriqqkqOaJpMppA034aGBtrb27HZbBgMBqqrq2lubsZkMoVYGQXsdzYzvrW1Vd4OoK+vTxbpbW1tnDt3Tt5HcKQ1MC6wr8BxQWrE1dDQELLQE4iS6vX6NdODg+2Vwv0+MJ/29nb5nOx2O21tbVRVVfGtb32LkZER/vRP/zRserTRaJSjthaLhaSkpHXTpy0WC42NjbKYDMyrr6+PixcvYrfb5XNf63rcex8CHZbz8/Opra0N6ZgdOF5A2JpMJrnJV6Dm2W63U1dXJ9sdvfrqq5hMJrnxWeB5qKmpkYV+4D5YLBbOnz8PsOnnQ0FBQUFBYSMiIrWUnsih9EQOIHWSvts5IXWavrqxF7EuUsuBI5IXceHRLPIOKV7E94NareLwgTQOH0ij7peMDE44eKdjmPdvDtM1OC1vNz27xD+928s/vSvVDR8vyeDpsmw+cjCLuOgIebtEQxQfeWYfH3lmHwDz8y7udEsR4p7OKfr7bHi8K2WEMzNLvP/uIO+/K1lrxcToKCyWosPFpcnk5iWi0SqNtXYrgriZrlZBVFRUrOrSulWuXr3KxYsX1/UT3svMzs6SkJCAw+EgPn51kwSn00l/fz95eXlERm6/psDnE/l3/8+Pefv6oNwFetqxiCE+KqQL9MzsEh87ss/fBVpkdnaW+Ph4JTVnD+Lz+da8f4EFiO2kOius5kG9T+/F7Xbz2muv8dJLL6HVKr6Tew3l/u1tlPu3t9nN98/r9THcOyWJYb8oXph1rrl9wIu48GgmRceyyS9PJ/Ih2lU+Ch7W/Zt2LPHBbSkyfLVnHJdndf8blQBl+ak8U5bNybJsMpPj1t3n8rIHyx2bVEN828qd3mmWlz1rbq/TqikokjpNF5ekUFCURGTk3l/w2M3vwY30VzBbvhN1dXXbnliAcFYlCltHpRL4+m9VhvgAHylMW+UD/NHyHL7+W5WoVEJI/YqCgoKCgoKCgsL9o1ar2F+Syv6S1BAv4t5rkhdxz9URHFMr9j7BXsSv/c/LCILkRVzkjxAfOKp4EW+XpIQoXnq6kJeeLmTR6cbcM8Z7N4f54NYIs/66YZ8IN/omudE3yV9938z+tASeKZfEcHFO0qp05ogIDaWHUik9lApIjbMGB+z+tGkpdXp+flne3uX20nlrks5bkwCoVSr25+n9EWLJfik2LgKFR8OWBfArr7xy3wdNSEjg5Zdfvu/9KEBstI5v/HYVX/7LNhaWXHzzd14kKSGKP//dT/Ef/uJ1YqJ0fP23Kol9zFcVFVYaXikoKCgoKCg8WoK9iD/xRcmLeGp0lh7ziFxHbB1xyNuLosjA7QkGbk/w0/9jBgGyCpL9EWLJizghKeYRntHeJDpSy8cO7+Njh/fh84nc6rfKfsPD1jl5u7sTDu5OOPj7tlsY4iI56e8ofawoHV2YVGbJOslA/gEDn/psMT6fyNjILD1dK52mp6cX5e29Ph+WPhuWPhs//qduALKyEyguTfY310ohKVnxmn5Y7P1YvAKx0Tr+2+99Gp8oovE3WEhKiPLX/ApKUf4TQFtbG/X19Q/UNklBQUFBQUHhwSAIAilZCaRkJfDRzx0ENvYiHrkzxcidKX7WcgOA1Bw9RceyZEGclKF4EW8Fld8uqbwgld/43DEGJ2ZlMdw5MCW3vLLNOXnt/Tu89v4dIrVqf91wDh85mElCbPiovEolkJWTQFZOAp+sKgBgyrpAd6dVFsWjI7MhY0aGHYwMO3ijtQ+AlJQYioI6TWdkximdpncIRQA/JqhUAipC3yQapdvgE0NlZaVS+6ugoKCgoLCHWNOL2B8hHuqZIrhVz+SQnckhO2//4BYAhrQ4qanWMamOOG2f4kW8WQRBYH96AvvTE6g5dYiZuSU+uDXCezeHudI9JtcNO91e3ukY5p2OYVQCHMpLkaPD2anrL0Akp8SQnBLDRz+eC8CswymL4Z7uKe5aZvAF3V+rdQGrdYF3fjEAQHx8pOxnXFyawr5cvdJJ/AGhCGAFBQUFBQUFBQWFR0w4L2LLjTG50/Td2xN4gzoR2yYUL+IHRWJcFJ86eYBPnTyA0+XB3O2vG749gt1f2+sTocNipcNi5fwPr7IvLZ6Th7J5piybkv3JG2ZcxidEUvGRbCo+kg2Ac8nNnd5pum5b6em00nfHhjvIWmt21kn7h8O0fzgMQGSklsLiJLmGuOBAElqd0ml6OygCWEFBQUFBQUFBQWGXER0bQdkzuZQ9kwtIXsT9N8fllGnLjTHcrrW9iKNiIyg8mkmhP206pzgFjUYRTBsRqdPwTHkOz5Tn4POJdN2d4t2OId67OcxQUN3w4MQsgxO3ufjGbRJjI/nIoSy5bjhyExZXkVFayg6nU3Y4HQC3y8tA/wzdt610d1np7Z5icXHFWsvpdNNxfZyO6+NAoA45iWJ/hPhAURLRMUrPn82gCGAFBQUFBQUFBQWFXU5EpJaSihxKKkK9iHuvjcpexE5/l2OApfnVXsQFh9OlKPHRTPLK0hUv4g1QqQQO5qVwMC+F3/i8kaHJWd67KfkN3+q3ynXDM/NOfvJBHz/5oI8IrRpjcQbPlGXz1MFMEuOiNnUsrU5NYXEyhcXJfJZSfD6RoUG7lDZ9W2qs5XCsWGt5PD56uqz0dFn54fc6UQkC2fsSpE7TByX7pQS90kk8HMpTr6CgoKCgoKCgoLDH0GjVFBzOpOBwJp/6lxX4fCtexAGLpfkgweRyuun8cIjODyXrTLVG5fciliLEBYczHnsv4vslJzWenOcPcub5g9jnnXx4e4R3O4Yxd4/h9KcvL7u9vHdTaq4lAKW5yTxTnsPTZdnkbFA3HIxKJbA/N5H9uYlUfaoQURSZHJ+nu3OKbr/90uTEvLy9TxQZvGtn8K6d1p9IWQDpGXEUFSfLojglNWZLdeLjo3M4nSt+xx6Pm6lJN3f7Z9BoVnyAIyM1pGeu76W8m1AEsIKCgoKCgoKCgsIeR6VSsa84lX3FqVT+yjFEUVzlRWy3rggmr8fHnWuj3Lk2yo//l+RFvK8khaJj2RQdU7yIN0IfG8kLTxXwwlMFLLs9XO0Z90eHR5iZlxYeROD2wBS3B6b46x9eJTsljmfKJL/hg7kpW3JqEQSBtIw40jLi+PjzeQDM2Jb8XsRT9HRaGRp0ILLSWGt8bI7xsTl+/jMpCyAxMYri0hQKS5IpKU0hKydhzTmMj87xO3U/wLm0koYtAktLS3zvwmshrXcjo7T8RePn94wIVgSwgoKCgoKCgoKCwmOGIAhk5BnIyDPw8S+UI4oi02OzdF9Z24v4buckdzsnaf22GYCsgiSp0/TRLIqMihfxWkRoNZw8lM3JQ9n4Tot0D07xrl8M351YucbD1jkuvtnJxTc7SYiJkOuGjUXpREVo1zlCeBINUXzkmX185Jl9ACwsuOjtkiLEPZ1T9PfZ8AQ1TpuZWeL9dwd5/91BAGJidBT6I8RFJcnk5Sei8fseO50enEtuNFqV3GxLFEW8XoGoaI0cSXa7vDiX3CGR4t2OIoAVFBQUFBQUFBQUHnMEQSA5M4HkzFAv4jvXRuRO0yFexMBI3zQjfdMhXsSFRyXbpcJjmSRnJjz089jtqFQCpbkplOam8G8/e4wR65zsN3zTMonPH6B1LCzz0w8t/PRDCzqNCmNRBk+XZfORQ1kY4jdXN3wvMTE6jh7P5OjxTABcLi99vdOS9VLnFL09UywvrwjVhQUX18yjXDOPAqDTqikokjpNx8dFIIpSbXJEhCQZRVHE6RSIiNCEpFJ73D72EooAfgxZXHYTvY1VpJ2gra0Ns9nMq6++uiP7NplMAI/cA7euro6LFy/S3NxMZWXluts2NDQAoNfrsdvtVFdX09LSwquvviqfk8FgoLW19WFMfcM5rYfZbOaVV17BbrfT19cX8lpbWxvNzc0AlJeXMzQ0RFNTEwaDgerqas6ePYter8dkMsnPSW1tLXV1dRiNxm2dx256JhQUFBQUFHY7iamxnHihmBMv+L2I7UvcuTZKz9Vheq+NMtRtDetF/M4PbwOKF/FmyEqJ4+XnSnn5uVJmF5b54Lbfb7hrjCWXJEZdHh/v3x7h/dsjCEDJ/mROlmXxTFk2+9IStn1NdTo1pYdSKT2UCoDX6+Nuv92fNi2lTs/7bZ4AXG4vnbcm6bw1yfKyB9v0IvPzamJiI4iM1BAR8Xh0EVcE8GPGP3x4k6/+6G3+8DMf41eeKnvU06GxsXHHBHBlZSXnzp2jrq7uge97qzQ2NtLe3r7hdnV1dasE3unTp+V/V1ZWcvbsWerr69fdz1e+8hX6+/tlgXk/bDSn9TAajWveg9OnTzMzM0NbWxsAv/3bv01bWxsVFRWcO3dO3u7cuXM0NDRgsVhobGy8r3PZTc+EgoKCgoLCXiNOH8Wx5wo49lwBAEsLLvquj0p1xFdHGLi1sRdxIF268GgWWQcUL+Jg4mMiqDqRT9WJfFxuL9d6/XXDt4aZnl2pG+68O0Xn3Sn+54+uk5Ucy8lD2Txdls2hvBTU6u1fT7VaRf4BA/kHDHzqs8WIosjoyBw9nX5B3GVlempR3l4E3C4fs3Yns/6fBbxERniJjNq7MnLvzlxhFf/w4U3+6Ltv4lha5o+++ybAIxfBBoMBi8WCxWIhPz9/R/a/l7h48eIqkXf+/HleeeUV+We9Xr/hfiorK5mdnX1oc1qPcPfAbDbLvw+OiK91vzZzzptlrz0TCgoKCgoKu5WoGF2IF7Fr2RPiRdx3fXSVF7H5zTuY37wjjY+NoPBIJgeOZZJfnobPK4Y7zBOJTqvmqYNZPHUwi3/ve4qeoWm5e/TA+Erd8MjUPP/4Vhf/+FYX8dE6njooRYaNxRlER95fxqcgCGRlx5OVHc8nq6RFjynrAj1dU7z/ziCjw7cQfaH3zOMFtXpvR/kVAfyYEBC/Hq+P3KQErHOLj1wEt7S0cO7cOdra2mhsbAyJ+j2p2O32VYsBer2eqqqqLe2nsrLyga2oPqg53cuDFLUKCgoKCgoKjx5dhIbi49kUH88G/F7EXZNyU63eq2G8iN/p58Y7/YiiyPziHH1tHkqO51B0LIvcQ+noIhQ5olIJlOxPpmR/Mr/+maOMTc/xXscw798a4UbfhFw3PLvooq29n7b2fnQaFUcL0+W64eSE6Acyl+SUGJJTYsjMiudnbX1ERmrwiciNrpaXvWg0ezuqrzxxjwHB4jclLhpBEEiJi37kIthisaDX6+V60nsFcHC95vnz5+VI8fT09Kptm5qaQn6ura0N+dlsNq87vqGhQRZ4FotFTsluaWnBZDJhNBqpq6uT624D4wPjAgKxuro6ZJ96vX5LEUej0UhVVRWNjY0hkdF7zyeY48ePY7FYqK2tpb6+nuvXr/N7v/d7IXW3wbXDdXV12Gw27HZ72Gux3Tmtdy2CMZvNNDY2YrFY5DFrbbsedrudpqYm8vPzaW1tXZWmHXgtWMAHH2ejZ0JBQUFBQUHh/tBo1RSUZ1BQnsGnfk3yIh65My011TJLdcTz9iV5e6/bR3f7MD1XRgC/F/GhdH+n6UwOHMlUvIiBjKQ4vvhcKV98rpS5Ralu+P2bI7R3jbK4vFI3/GHnKB92jkIzFOUYeKY8h2fKstmfvv264XsR1ALRERqiY7SIoojD7oC9HQBWBPBeJ5z4BR65CLbb7XIEsK6ujoaGBsxmc4iACa7XtNlssngpKCigpqZG3rahoSFEwLS1tdHS0iJvb7PZ1h1/+vRp6urqZHFnsVioqqqitbVVHlNfX4/BYKCmpoYLFy7I42pqauRtqqqqyM/Px2g0YjKZKCgokEWi3W7fVN1sc3MzVVVVcnS1srISk8m0buOsyspK6urqyM/Px+fzceTIEerr6/nSl74Uss3Zs2c5ffo0jY2Nstg3mUzU1dWtW1u7mTmtdy3uJbCY0NbWFrb2u729XW66FSBcw6/6+nr5vKurqykoKODKlSvo9XpaWlrkuYJ0TwO1xrDxM6GgoKCgoKDw4FGpVOQUpZBTlMKpmqMhXsSd7YO8+9PrIdt7PT7uXB/lzvVRfgyyF3Hh0SzZizg2YXsdkR8X4qIjqKzIp7JCqhu+0TfBex3DvHdrmCnHyuJCz5CNniEb/+u166QbYnimPIeTh7Ioz0+9r7rhVexx8QuKAN7TrCV+A4QTwWcqDj6UuV28eJEzZ84AyELpwoULqwRIoEY4WGwFooxGoxG73Y7JZGJmZkZ+vbGxkRMnTsg/2+32NcebzeaQbsSB1202G21tbVRWVqLX6+XtQRJwFouFlpaWkHGBKGmgaVNwV0S9Xr8pcZWfn09fXx9tbW20trbS0tJCVVUVzc3NYaOkDQ0Ncrfke6/bvQTmEJzKfPbsWRITEzGZTGvWYG80p/WuxXaaVlVUVKwSxnq9flUTsYCoDSwy5Ofn09bWJl+n5uZmzpw5g16vJz8/n4qKCnnses+EgoKCgoKCwsMh2Iv46c+WkHbCzUeOPUt/x4RcR2wdDu9F3Pb3V4FQL+LCY1nok59cL2KdVk1FSSYVJZn8dvUJeodtUhOtm8P0jdrl7cZtC3znrS6+81YXcdE6nirN5OmybCpKMrdcNxxc4y2KIh63yPKyJ8QHeK+hCOA9ykbiN8C9IlgURT5dnLPj82ttbcVut4f8rqmpKWwa6r3CTK/XY7NJPnTt7e3o9foQAXhv5+ONxocTfoG02oBIunebtrY29Hp9SFRxenpaFmX3W99aWVkpR8BNJhOvvPLKKgFsMpk2ZUW0HoFrZzabN2xCttac1rsWO0ngPgdSnANRXYDq6moaGxtJTEzEaDRSU1MTcp3WeyYUFBQUFBQUHg2SF3E8GfuTeOazUlDGbp2X6oevjdJzdYRRy3TImI28iJMy4p9I6yVBECjKSaIoJ4l/9ekjjE/P8/7tEd7rGOZG3wRef+Hw3KKLS1cGuHRlAK1axZHCNJ4uy+bkoWxS9GvXDUdGaoiM0uJccuNx+wiEfVwukaVFKQ07cNUjo7RERu4dWbl3Zqogs7js5qs/ehvH0jK5SRvn+AdE8MC0g6++9g6fyHuZ+B2cn91uD0mXBameNDExcVUa9Gb2db9z2e64/Pz8kChi4N+B9Nv1CNTtBjh79iy1tbUhEcwAgYhycNq43W7n7NmzWCwWTCbTA6lf3e6c1rsWO4nZbKa+vp6qqioqKytXidrW1lbMZjMXLlyQbaN2wm5LQUFBQUFBYefQp4R6Ec87Al7EUoR4sGt9L+LE1FiKjmX5/YizSN+f+EQK4vSkWH752WJ++dli5hddXO4a5b2bw3x4e0SuG3Z7fbR3jdHeNcb/23KZomyDJIbLssnPDPVwTs+M4y8aP4/NvsTXv/0ui8tuvvzPTnL9ygccOf4Rvv737xMdoeXLv/oMBn0U6Zlxj+rUt4wigPcg0RFa/vAzH+OPvvsm1rnFdSPAIKUrWOcWSYiK4A9f+ijRuvtrmb4RFy9eXNVAKZCeu9W02UAa9L0Ei8X1qKysDOupa7FYqKmpWfe44cbZ7fY15xTMlStXwo69fPly2FTn/Pz8kPMJ/Hz+/Hny8vLkWtitEhCwRqNx23Na71rsVKdnu93OqVOnuHLlinzegWsenBptNBoxGo2cPXuWU6dOKQJYQUFBQUFhjxObEMXRTxRw9BNBXsQ3Rum9Nkrv1RH6b43j9ax4Ec9MzvPB69188Hq3NF4fJUWIjdkUHXsyvYhjo3V80pjLJ425uD1eOvomeddvsWS1r/j89gzb6Bm28Tc/uUFaYgwny7J4uiybwwVpaNQqYvUR/Mnf/Zz2u+MAfPMHl/l4nsg3f3CZ2+NSpP4v/uky3/jt+3MOedg8WU/DY8SvPFXGn33hk2jUKqxziyErY8EExK9GreLPvvBJak4c2vG5hRNaADU1NVy8eHHD8cHiMtAA6d6mScHpuOuNNxqNVFRUhGxvNpsB1u1MXFlZSUVFxapob1tbG/n5+dTW1oZ0prbb7ZjN5g2FcVNT06q5h4vABtDr9dTW1lJXV7fufgPcO4f6+npqa2vXFc8bzWm9a7FV1kpDvve6WSwWOfJ879jAOd7bGXy9c7zfTAIFBQUFBQWFR0NUjI6yp3P5wpee4dWm0/z5G1/iD771Mp+vPUnJiZxVNkrz9iWu/qyPC//PW/zpr32b/1DZyP/7e9/nJ3/bTl/HGB7P3qtZvR+0GjXG4gx+++UT/N3//cv85e9/ml97sZwDWYkh203MLPD9X/TwlW+9wen/2MJX/+YX/Kv//D3evjFEYnwUSQnRXL8zwV+1jXP9zgRJCdEkxkfxTscQX/7LNny+vePxrESA9zCBrs5rRYLvFb+/8lQZPp9vrd3dNwErHrPZTEFBQUg0LtBgyW63U1VVJUc0TSZTSJpvQ0MD7e3t2Gw2DAYD1dXVNDc3YzKZQqyMqqurMZvNmxrf2toqbwfQ19cni/S2tjbOnTsn7yM40hoYF9hX4LggNeJqaGgIEYWBSKler18zRTjYXinc7wPzaW9vl8/JbrfT1tZGVVUV3/rWtxgZGeFP//RPw6ZHG41GuWbXYrGQlJS0Yfr0RnNa71qEuwf3/q6mpga9Xi9bIwUamwWaewVqne12O3V1dbLd0auvvorJZJIbngWeg8D+YCUd3WKxcP78+U0/EwoKCgoKCgp7E12ERoruGv1exB4vg11Weq4Oc+fqKL3XRlhaCPIiXnDR8c4AHe8MyOPzD2fInabzyp4cL2JBEDiQbeBAtoFf+9RhrDMLvHtzmPdvDXP9zgQeryRiF5xu3rx6l4ExO0vLHjxeL/ExkehjI5i0uchIjUanVeNyS4sJC0sufKKIao+0iBbEtUKHCttmdnaWhIQEHA4H8fGrq22dTif9/f3k5eURGRl538cL1xArnPgF8Pl8zM7OEh8f/8SlgzwOrHf/AgsQa0XgFbbGg36fBnC73bz22mu89NJLaLU7W46g8OBR7t/eRrl/exvl/u1tHtb928iL+F7UahW5/1979x7cyH3YCf4Lcsh5SZwGqMfoPdOw5PNDO1KDk83erpXdTHflotxaay1Abm2ds3auBn2X0yWRcosOXXVl+XJ3SMNrb5Tz7gVgOV5vqu5MojeJHa+zNnpu10rWlzWBlizJ59UDvxlLGkkeiWBzRprh8IX7A+oWQTz4Akk08f1UoSQ2Gt2/7t9wBt/+vT52a20c8QO1pZd6cS3i964tYPonb+Cvf3wR/+n/u4j35hextLyC1342h2vXl9DfH0JfKIQQVnDHzRL6+/swM3cVp+69FU/95n+F4T1ermq9/LVabzzu2OeatQQ3C79ERERERPtZ07WIfzpbm2n6mYt40bkI9+13/f2Xl1dQfu5NlJ97E3/x9WLPrkV89PAg/q5yAn9XOYGl5RU8X76E//eF12FPC5ReehPLyyvoO9CPpeUq+vtCqFy+hsjQYTz5a7+w5+F3sxiA94nVIfjCzByOHT7I8NtjvAmviIiIiKgmFArhthMR3HYigoc+dT+q1Spm3ryMl595Ay89U2shvvSa6+/fbC3i2+Xh91uIb6+tRXzzDXt0NbvjQH8fHrzvOO6+9Rh+8PxrOHpwAIMD/ZhfWMJCdQUDA/2IDB3GzNxVPPlH3++KFuDNYADeR7yw+7//27/C537l7zD89hDbtpFOpzu6bBIRERHRflNbi/gYbrr9GP7Wr3wEAOC+8977axHXWokvluvXIn5DzOANMYP/8G9qaxHffOcxv4X4PuWOfbkW8dLyCh7/g+/iR6/8DLdEbsDgQD+uLy7hzUuzWFhaxsGBA7WJsV7+GR7/g+/ijz73SRzoD8bwSgbgfeYf/dzH8clTH8aRgxwb00tUVeXYXyIiIqItkG46itPafTit3QegthZx+Udv1sYRP/N6w1rEb78+h7dfn8MPvl1bi1i6+QY/DN/7wB04fiL4axH3hUI4erg2FnqlWsXC4jJm3Ks4erAfM+5V3CQdxcr79+To4UH0Beh6GYD3IYZfIiIiIqKtueHYYZx6SMaph2org8xfXUD5uVogfvnZizj/Qv1axO7b7+KH33sRP/xe/VrE9z5YayW+896bAjf5bF9fCF/8dRX/01cK+I/PvwYAOPWhW/HQyWU8fb4fz5UvAQD+9v134Yu/rqKvjwGYiIiIiIgo8A4dGcTHfv4efOzn7wEALC4s4fwLb+HlZ2vjiMs/ehML15f8/b21iJ/5D2X/8x964HZ/HPE9H7kVBwb69+RaNuOGI4P4Z49p+Kf/0sZ71xbwxV//Rfz1X/17fPl//Hv4p//y/8HRw4P44q+ruCFgs2YzABMREREREW3QwOAHaxH/Cn5u3bWI568u4IUfXMALP7jw/uf769Yilu+/rWvXIr7hyCD+xRO/jJVqFdWV2rq/kaHD+KPPfRJ9oVCgWn493XmniYiIiIiIAuDAgX7IHz8O+ePHgU9/sBbxy89exEtOrdv0ldkP1iJeXFjGi8XX8WLxdQCNaxFHT92Ow0e7p1W1ry+EPoSw+H4ABhCYCa+aYQAmIiIiIiLqkNVrEf/iaG0t4p+96taWXXrmDbzkvI7ZS+3XIr7rwzfj3gdux30P3okPPXA7bpSCs8xQt2MAJiIiIiIi2iGhUAjH7wnj+D1hPPQP7geA99civvj+TNMXG9YifvU/X8Kr//kSzn3jWQDAbScjtZmmH7yjJ9Yi3kkMwERERERERLto+LYhDN82hJ9/uLYW8dzMe34gfvnZN3DxlXfq9n/zfAVvnq/g+3/yPADg5juO4d73u0zfp9yBm27ff2sR7xQGYOoYIQSy2SxyuRwikQjK5XLLfaPRKCqVCpLJJMbHxyFJ0o6VIx6PQ9M0qKq66WPZto18Pg8A0DQN8Xh8Q+fzrskwDNi2DcdxkEwmoes6FEXZ0nXZtg3DMLC8vAzHcbZ0DCIiIiLqPseGj2JEvQ8jam0t4vcuz+OVZ2sTar30zEX89CeX6tcivjiHty/Wr0V87wO3+2sR33YywkDcAgNwwC0tvYel5ffW3e9A/1EcOHB0R8siyzJM08Tw8DDS6TQcx2ka9mzbhqIoiEQiME3T324YBoQQfuDcbjls28bIyEjdOTYrkUhgdnYWtm3723K5HJLJ5IbOZ5omMpmMH5K3Q1VVpNNp6Lq+reMQERERUXc7OnSoYS1i8fxbtXHEz76B8y+8haXFDyalct9+F9OFlzBdeAkAcMOxQ7j3gTvwoQfvwIeVYK5FvFMCGYBd10U6nQYADA8Po1wut2yd26xcLod8Pu+3SHrhphtVqyv49z/UcH1xZt19Dw4MQ/1bf7ULpQIkScLo6Ciy2WzT0Oe6btPPaZrW8r2tiEQi2/q84zj+MVa3HpdKpU2dr5Ot29u9JiIiIiIKnkNHBvHRv3k3Pvo37wbQZC3i597Cwvyiv/+7c/N45vtlPPP9zq5FvLy40pkL2kOBC8Cu6yIWiyGfz9e1Luq6junp6S2HVdd1cebMGYyMjKBQKPjbhRAwDKMrQ3Ao1Adp6BRef+tPcHDw5pb7XV94G7cO/yJCoT5Uq7vzh1bXdZw5c6YhALuuC1mWm35mK12Ud9ra8JrL5VAsFvemMEREREREaL4W8Wsvvl0bQ/z+OOJr7173919vLeKTHz+Og4cG2p7z9VfeweT//Bwe/NjP4+RHbtvJy9tRgQvAiUQC8Xi8oWttNptFOBze8ljPM2fOQFXVhqCr6zqKxWJXBmAA+NDdSbw1Y6OKKgYO3Njw/uLSFQwMDOFDd+9ut1mvi7NlWXUt88VisWn9OI6Ds2fPwnVdf+ywN+YVACYmJiCEgBACMzMzHa2PTCYDWZYhhIAsy4jH43AcB9lsFkII/31JklAoFPxtAJBKpbZ0Ttd1kcvlIMsyCoVCw9hg7z3XdevK5XEcBxcuXNiR+0FEREREwXLgQD9Ofuw4Tn7sOH7pv4lhZWUFb5Rn8NKzb+Bl5yJeeub1ddcivuejt/ozTct/4zYcueFg3TmKhZdxZWYBJftlBuDdIoSAbdstx1KOjo7CNM1NB2BvjGazECFJEkZGRrZU3t0QHnoQx4dVXLz0bRzov6FusHu1WsXi0mXccct/jfDQA7tetng8jsnJybrg1qqLs6IoME2zbnyr90BC13VUKhX/ONFoFGNjY1ueTGq1RCKBsbEx/9iapkGWZSiKAl3XYdt2Q8gVQrQMvsVi0Q/HntU9CjzeWF4v2EajUZRKJUiSBMuy/Ov3zrd6DPLs7OyO3Q8iIiIiCr6+vj7cee/NuPPem/GLiVOoVqu49JpbW3bJuYiXn72IyltX/P2Xl1cgnn8T4vk38e/+9ftrEd93kz/T9IceuB3/6d+9iOvvLeGv/+JF/MPHPhHYSbYCFYC94NuqC200GkUul4Prupsad5lOp+smNVptuxMy7QavFXhp+d26VuCl5XdxoP/Qrrf+enRdRzQa9etDCNE2pDUb3xqJRCCEqHuo4bXWbjfwCSFgWVZdHWua1nLs8kaMjIw0hGNJkhq6TXuh1vtzJ8sybNv2Q20+n8fo6CgkSYIsy3UPYebm5nbkfhARERHR/hQKhXDr3WHcencYn3jk4wA+WIvYG0f8s1ddf/9qtYrn/+MFf1KtarXWjbqvL4QLP34LX/4f/gT9B2qTan04did++Z+c3vVr2qpABWDHcdoGWy8Yt+pm24xlWXBdF2NjY50o4p5o1gq8162/APyW1KmpKSSTSTiOs6WJytY+8JAkCZVKZVtl8wKoJEl1raszMzMQQmzr2BvhhW6vi3OlUvGvKR6P+136FUXB2NhYXag+ceJE3bE6cT+IiIiIqLesXYv4cuWqvxbxS89cxOylK3h3bh7LSysI9YUQCgEIVbG4sILv/8nzuH51AdLNN+Du/+KWvb2QTQpUABZCtJ0F1wvHmwkwk5OTAOC3njmOg2KxiJGRkUC1qK1tBd7r1l+PruvIZrNIJpMdnQ3ZE4vF6up7fHx8Q+NyHcfxJ+Ra/bBks93nvfG5m+U4DtLptD9mfe0xCoUCHMfB5OSkP+P5VscbExERERGtZyhyBLEz9yJ25l4AtbWI/+1Xf4j8HzwN9+3asqtVVCHdcgRzb1/FiY8eR/J/+2V//6AI1GJQlUqlbYjywvFmltJxHMf//0wmg0ql4ndL1TStrnWwm3mtwItLl/3W31uH1T1r/fWMjo7CcRxYlrUjY6lLpRJmZ2f910ZCotfyqyhK04clW/3zs1HejOOmaSKZTPqTXQG1QJ3L5QB8MC76/Pnz/oMaIiIiIqLdcHToEEYffwj/y9Q/wfBtQ7j5jiEcOTaApYUVHDo6iMe/8qnAhV8gYC3AnVwj1uOF6lwuVxeeFEVBPp/HyZMnkc/n27YMXr9+HdevfzDN+OXLlwEAi4uLWFxcbNh/cXER1WoVKysrWFnp3LJE8p1n8dY7Nuavv4n+vkOI3plsOH61WvX/28lzr/bKK6/4xx4aGsKZM2fwjW98A48++qi/vVqtNpTB+//1ts3Ozm7o3lUqFZw8ebJhP8MwMDk5CVmWEYvFMDU1Vdc1+3vf+x7i8XjTc584cQJCCKysrEAIgQceeMB/v9X5Zmdn647zyiuvwHVdnDhxou6zKysrKBaLmJ2dxR/+4R/6D2JWVlb84zarv43eD9oc734vLi6iv3/z6+S14v2d0OzvBup+rL9gY/0FG+sv2Fh/wfXyj17H1SvzCIVCWF5ZwbvuNVSrVbz07OuInjq+18UDsLk/V4EKwBs1MzOz4X29UN2sa7UkSVBVFbqu+0vzNJNOp/GFL3yhYfv3vvc9HDlypGH7gQMHcPz4cbz77rtYWFjYcFnX0w8ZkaGH8NbMt3Bc0tCHk34YX+vKlStNt2/HhQsX8Pu///v4+te/jkuXLuG3fuu3cOLECXz6058GUHswMDc3hy9/+cuwbRvhcBiPP/44nnjiCVy4cAFPPvkkhBB4/PHH8YUvfAE/+tGPGrY99dRTKBaLeOedd3D48GE88sgjTcvxta99DY7joFKp4Hd/93cBAOfPn8ef/dmfYW5uDgMDA7h8+TIsy8LnP/95vPHGGwiHwwCARx55BH/5l39Zd+5HH30Up06dwk033YRf/dVfxeOPP46TJ0/iM5/5DJ577jl87WtfQ7lcRqVS8a/p2LFj+PznP49vfetbcF0Xv/Zrv4bPfvazOHXqFH7jN34Djz/+uN/N/qtf/SqefPJJfOpTn8LBgwcxPz+PP/7jP/av50tf+pJfpgsXLuCJJ57Y8P2grVlYWMC1a9fw9NNPY2lpqePHbzY7OAUH6y/YWH/BxvoLNtZf8Pz513+C6/MLuOmeIzj1S3fiR999E+/89Cq+9a+fRvXmS3tdPADA1atXN7xvqOo1KQVAOBxGJBJpGUYdx0EsFoNpmhseLxkOh+G6LmZnZ5t2r87lctB1HaVSqeWY4GYtwHfddRfeeecdDA0NNew/Pz+P1157DSdOnMChQ4c2VM6Ncq88j2d+8pt48CNPQbrx/ob3q9Uqrly5ghtvvDGwU5f3Mtbf7pmfn8eFCxdw1113dfT3dHFxEYVCAZqmYWCg/YLz1H1Yf8HG+gs21l+wsf6CaXl5BY994v/E/X/7Hvxj4xfwgx/+Jf7Ln/sE/i/z+3jhBz/F//H0f4/+/r0fVXv58mXcdNNNmJuba5q/VgtUC3C7CbAA+DPhbmaypUgk0nbZJO+cxWKxZQA+ePAgDh482LB9YGCg6S/48vIyQqEQ+vr60NfX2T8wkWOn8Pd+zkZfX/Oq9brJeuenYGH97Z6+vj6EQqGWv8fbtVPHpd3B+gs21l+wsf6CjfUXLAMDwFPn/jscufGg3yNOuulG/MY//we4euU6Dh1qzEB7YTN/pgL1DVqW5bbLvXjdmTczK+9GZ3reifHHO6VV+CUiIiIiItqMo0OHGnoehkIhHB3qbE/W3RKoAKwoStsg6s3ou5mlbE6fri3a3Oq4XuAO0pJIRERERERE1ChQAXhsbAxA66VnpqenN72Oqzf7b6vljrzxxjuxhA8RERERERHtnkAFYEVRoKpqyzVRLcuCYRgN213XhWEYTUOuLMuIx+Ntj5lKpTY1rpiIiIiIiIi6T6ACMADk83lYltXQCqzrOlKpVNMW4Fwuh0wmg0Qi0fSYExMTcBwHuVyubnsikYAsyzBNs3MXQERERERERHsicLMlSZKEUqkEwzAgSRKGh4dRLpehaZrfnXktVVUhSRJGR0fXPaYXkl3XRSKRQDKZ3LFrISIiIiIiot0TuAAM1AJrNpvd8P6KomB2drajxyQiIiIiIqJgCVwXaCIiIiIiIqKtYAAmIiIiIiKinsAATB0jhIBhGAiHw4hGo233jUajCIfDMAyj7drO25HJZJDJZPxJ0IQQyGQy637OcRzEYrGm12DbNnRdh67r+MpXvlJ3vauvxTAMxGIxhEIh6LrecumujbBtG7FYDLFYbMvHICIiIiKigI4BpvZWVhbR1zew6+f1ZsweHh5GOp2G4zhQFKVhP9u2oSgKIpFI3QzbhmFACIF8Pr/tsnghdfX5W80CvpaiKDBNE7quN7yXSCQwOzvrL6n12GOPwbZtjIyM1F2LaZp+6N7u2HJVVVuWh4iIiIiINo4twPtIdWUJlde/ifPF30Tl9W+iurK0J+XwZtxuFfxatfhqmoaxsbGOlGFqaqohfE9MTGz485FIpGGb4zj+dlVV/SW3mu0LoKNrR7c6BxERERERbRwD8D6xOH8JF3/yz/DOq3ksL17GO6/mcfEnX8Li/KU9KY+u65iammrY7rouZFlu+hlVVVsuZbVZrutCCFG3TZIkaJq2reN2MtQSEREREdHuYhfofeDKzA/x9vk/xtL1CvoHhtDXN4iVlQVcdZ/Day/8r7jl5Kdxw/DpXS2T18XZsqy6UFssFv2W09Ucx8HZs2fhui7K5TKAWldpwzAA1FpvhRAQQmBmZqauu3Gr82uahmw2W3e+tes6ZzIZyLIMIQRkWW4ZwB3HQTab9ccRt9u3Hdd1kcvlIMsyCoVCQzdt7z0vwK89j+M4+PGPf4y33noLlUpl3ftAREREREQfYAAOuHde/TeYvfjnQHUFBwYjCIVqjfp9fYMIDUawtDCLN1/6Fwjf8fdx093/cFfLFo/HMTk5WRfgWnV/bjbudvXY10ql4h8nGo1ibGys6fhiTz6fh6ZpfouvqqowDKMuDCcSCYyNjfnH1TQNsiw3Pa6iKNB1HbZtI5VKNbxfLBYbJtgqFAoN+6XTaei67gfbaDSKUqkESZJgWZZfVqA2qZg31hgAKpUKKpUKHnnkEQwNDeHee+9d9z4QEREREdEH2AU64BavXUR1ZQEHBsN++PWEQn0YGIygurKAxWtv7HrZdF2HZVl+6BVCtA1rzca5RiIRCCHqgqvXYtuOLMsol8soFApIpVIQQkDTND9kCiEaWqe9FuOtGBkZQSqVqns1m3RrbaiVZbnu53w+798vWZYxMjLiv+e67qbvAxERERERfYABOOCOhhUg1IdqdaXp+9XqMhDqw9HI7rcSeq2p3lhgx3Fajv9d7zirSZKESqWyoc96rcjlchmpVApnz54FUOteLUkSbNv2XzMzMzseKPP5PJLJJFzXheM4fqsuAD+Mh8NhxGIxZDKZugcG27kPRERERETEABx4R8J/A339h7GyfK3p+yvL8+jrP4wj0v27XLIaXdf9VtWdmEAqFoshHA77r0wmA9d1/Zbe1UzThOu6/kuWZX82Zy8oN+u23EmO4yCRSGBqagqSJDWE2kKhgFKpBFVVkU6nN7RuMRERERERbQwDcMAdGBjCkaGPYGVlvun7KyvzOHLsozgwMLTLJasZHR2F4ziwLKuuO2+nlEolzM7O+i9vfO709HTT/WVZhiRJUBSlaWtvqzHKneC6Ls6cOQPTNJFMJv3JroBa1+hcLgfgg/HQ58+fx+Tk5I6Vh4iIiIio1zAA7wNHIwpQrbX2rixfX/WqheKj4Qd3tTzeLM5ArdVXVVVMTk52rAV4IyE1l8vVja0Fat2evW7GqqpiZGSkoaV47Wc2olU35LXlFEI0LAPlfdZxHH+G6NXadRnfybBORERERLQfcRbofeBo+BQODA5hZamxG/SBgSEcDZ/alXIIIWCaJnK5HFzXhWEYkGW5bmZn13WRTqdh2zYikQgMw8D4+DiEEDAMw/+vaZpwHKdhWyaTQbFYRKVSQSQSabkUkbc80NouxKuXDSoUCjAMwz8WUBuH2+y8a7eNjY1BkiR/aSTvesfHxyFJEgzD8CcA03XdX+4olUrBMAycPl1bliqfz9cdD0DdRF0TExN15/6d3/kdfO5zn8MXv/jFDd0HIiIiIiL6QKharVb3uhD7zeXLl3Hs2DHMzc1haKix6/H8/DzOnz+PkydP4tChQx0559KC23QccF//YRwYlPyfV1ZWcPnyZQwNDaGvjx0Agob1t3t24vcUABYXF/Gd73wHDz/8MAYGBjp2XNodrL9gY/0FG+sv2Fh/wdfNdbhe/lqNLcD7RC3kSntcCiIiIiIiou7FJiQiIiIiIiLqCQzARERERERE1BMYgImIiIiIiKgnMAATERERERFRT2AAJiIiIiIiop7AAExEREREREQ9gQGYiIiIiIiIegIDMBEREREREfUEBmDquEwmg0wmg1wuh0wmAyEEMpkMAMC2bcRiMWiatitlEULAMAyEw2FEo1EYhgHbtrd0LNu2oes6dF2HZVkbPp/rugAAwzAQi8UQCoWg6zocx9nqZfn3MRaLbfkYRERERES95sBeF4D2Fy8gKorib0skEv7/q6qK8fFxpNPptscxDANCCOTz+W2VR5ZlmKYJ27YxMjIC0zS3fKxEIoHZ2dm6AJ3L5ZBMJjd0PtM0/QcC2Wx2y+UAavexr68Puq5v6zhERERERL2ELcDUUVNTU3XhFwAmJibqfpYkad3jaJqGsbGxjpUrEols6/OO4/jHUFUVqqoCAEql0qbOt5Fr36jtXhMRERERUa9hC/A+8qrr4trCov/z4cEB3N3BwLURrutCCAFZlv1tkiRtusuzFzC7ydrwmsvlUCwW96YwRERERES0aQzA+8SrrotPfu1f4b3FBX/b0YFBfOuzn9nVEKwoCjRNQzabrQuxq7sJrxWLxSCEQDKZhGmacBwHZ8+eheu6KJfLAGpjXg3DQCQSga7rqFQqcF0XMzMz2+rWvFYmk4Esy36Ij8fjcBwH2WzWH8ssyzIkSUKhUKgb35xKpbZ0Ttd1kcvlIMsyCoVCQxdy7z3vfhw/fhyf/vSn/fcdx4EQAkKIjt8PIiIiIqL9hAF4n7i2sIj3Fhcw2N+Pg/39uL68jPcWF+pahHdDPp+Hpml+i6+qqjAMo22Lrqqq0HXdbzVWFAWmadaNb/XGDicSCWSzWX9fwzCg6/q2x9QCtTG+Y2NjiMfjAGrdsGVZhqIo0HUdtm03hFwhRMvgWywW/XDsKRQKDful02n/+uPxOKLRKEqlEiRJ8ifb8u7fK6+8gm9/+9v+ZyuVCiqVil/maDSKsbGxhm7oRERERETEMcCB96rr4sVLb+PCbAUAcLC/H4cGBnCwvx8AcGG2ghcvvY1X35+JeKfJsoxyuYxCoYBUKgUhBDRNazlrciaTwfj4eF2XaaD5+FZJkqAoSt2+4+PjyOVyEEJsq9xCCFiW5QdJAH5L9laNjIwglUrVvVZPCLb63Ksn1pJlue7nfD7vzyQtyzIefPBB/z3XdeseLnit10RERERE1IgtwAG2ttvz1YVFHDt4EADQFwrh6sIiHvvmNwF80B36zqGhXSmbN1GUaZowDANnz56tC5dArfXWsqwtdx0GaqFYkiQ4jtMQojfKC6CSJNUFz5mZmV0Jk95M1974aa9VFwDi8Tiy2SzC4TAURcHo6Ghdy/jaa5Ykyf8sERERERHVYwtwgK3u9nzj4CBuu/EGDB6oPdMYPHAAt914A24cHMRgf/+udId2XbdpS69pmnBd12/F9PYdHx+HoigwDKMj54/FYgiHw/5rbffjVhzHgeu6kGXZD+5eeG/WZbmVrYZlx3GQSCQwNTUFSZIaQm2hUECpVIKqqvi93/s9PPXUU1s6DxERERFRr2MA3ge8bs9e+PUMHjhQ1x16N0xPTzfd7k0ctfbniYmJbXVh9oK1oigolUqYnZ31XxtpWfZafhVFaVoGdxNdxx3H2UzR/eOfOXMGpmkimUz6k10BtUCdy+UAfDAuulwu40//9E83fR4iIiIiImIA3heuLy9jfnERC0tLddsXlpYwv7iI68vLu1aWXC5X140YqIXMtd2fPZIkIZlM1nXrbcdrrfWk02k/OLbTqluwYRh+y+/IyEhDC/baa1lt9XhbIUTdxFOtzrc2UAsh/NbntZ/1rtULwZ4TJ060LNNmAjsRERERUa/hGOAAOzw4gKMDg3hvcQELy8u4urDod4NeWFrCm1fexZHBAQC1McCH3///neQtwbO2+7G33bZtmKaJYrEIwzD87tG2bfuTTrmuC8MwIITw9/EoiuK32gohMDw83HbZHyEEstmsHya9cpXLZUxNTcF1XX/CrUKhAMMwUKlU/G3eMkiry+PNsizLMpLJJAzDQDQaRTKZ9M/nBVvDMDA+Pg5Jkvwxz67rQtd1f7mjVCoFwzBw+vRpALUxwd55vFZzL5iXy2U89dRTcBwH4+Pjdfcok8mgWCz65W/10IGIiIiIqFeFqtVqda8Lsd9cvnwZx44dw9zcHIaaTDo1Pz+P8+fP4+TJkzh06NC2zvWq6+LawiIuzFbw2De/iRsHB3FoYADzi4u4srCArzzyCE6EIzg8OIC7JQkrKyu4fPkyhoaG0NcXrA4A3lrApVJpr4uyZ4Jcf0HTyd/T1RYXF/Gd73wHDz/8MAYGdv6hFHUW6y/YWH/BxvoLNtZf8HVzHa6Xv1ZjC3DA3b1qXC0Av7uz998T4Qg+fMvNu10sIiIiIiKirsMAvE+s7Q4N7F63592ydiZpIiIiIiKizWAA3ifuliR867OfqVvqyOv2vB/Yto10Ot10XDAREREREdFGMADvI/sl7DajqmpPj/0lIiIiIqLt4yw6RERERERE1BMYgImIiIiIiKgnMAATERERERFRT2AAJiIiIiIiop7AAExEREREREQ9gQGYiIiIiIiIegIDMBEREREREfUErgNMHZfJZAAAkiTBdV3E43FYloVUKgXbtmEYBiKRCAqFQleUqR3HcXD27Fm4rotyuVz3nm3byOfzAID7778fr732GnK5HCKRCOLxOMbHxyFJEgzDgG3bcBwHyWQSuq5DUZQtXYdt20ilUujv7+e6yEREREREm8QATB2l63pDwEskEv7/q6qK8fFxpNPptscxDANCCD9g7mSZ2lEUBaZpQtf1hvcSiQRmZ2dh2zYA4LHHHoNt2xgZGYFpmv5+pmkik8lACIFsNruta1FVFU8++SR++7d/e1vHISIiIiLqRewCHXAr1ZW9LkKdqamphtbNiYmJup8lSVr3OJqmYWxsbNfK1E4kEmnY5jiOv11VVaiq2nJfYGPXvFHhcLhjxyIiIiIi6iVsAQ6w9xav49Gpr+Djt9yBz576O/j4LXfudZHgui6EEJBl2d8mSRI0TdvUcbxA2U1lWquToZaIiIiIiHYeA3CAXV1cwOz8e/j2yz/C93/6In7hng/veRBWFAWapiGbzdaF2GQy2fIzsVgMQggkk0mYptl03O3qscO6rqNSqcB1XczMzNR1N95OmTKZDGRZ9sNyPB5vejzHcZDNZiGE8D/Tat92XNdFLpeDLMsoFAoN3bS991YH+EcffbSuHEIICCE2dB+IiIiIiHodA/A+MHz4BlRRxXfLL+x5EM7n89A0zW9dVVUVhmG0bdFVVRW6rvsttM3G3XpjhxOJBLLZrL+vYRjQdb3t2NqNlCmRSGBsbMwPspqmQZblppNVKYoCXdf9CanWKhaL/qRbnmYTfqXTaf+64/E4otEoSqUSJEmCZVl+WQFACOGPNQaASqWCSqXilzcajWJsbGzLk2sREREREfUCjgHeB0IAbhw8hNtuOIaB/n58t/wCPvOtr+K3C9/AC5de39WyyLKMcrmMQqGAVCoFIQQ0TfMD3VqZTAbj4+N13ZOB5mNpJUmCoih1+46PjyOXy0EIseUyCSFgWVZdK67XYrwVIyMjSKVSda9mk26tDbWyLNf9nM/n4bqu/97IyIj/nuu6dQHea7kmIiIiIqLWGID3kVAo1DII//jti7taFlVVYZomyuUyUqkUzp4927CPYRjIZrPbGksrSRIkSYLjOFsuk23bkCQJtm37r5mZmR0PlPl8HslkEq7rwnEcv1UXgB/Gw+EwYrEYMplMXevu2gcGkiT5nyUiIiIiouYYgPeh1UF4YXkJf/7Ss/idcxaWVpZ39Lyu6zZt6TVNE67r+q2Z3r7j4+NQFAWGYXTk/LFYDOFw2H9lMpkNlcl1Xciy7M/m7AXlnV6n2HEcJBIJTE1NQZKkhlBbKBRQKpWgqirS6XRDt2oiIiIiItocBuB9qFqt4srCPN58dw6D/Qfw9+97AL93Jo4Dff07fu7p6emm22VZrmvp9X6emJhYtwtzO16AVRQFpVIJs7Oz/ssbn7temRRFaXr+1YG901zXxZkzZ2CaJpLJpD/ZFVDrGp3L5QB8MB76/PnzmJyc3LHyEBERERH1AgbgfWR18F1cXsYvRT+Of/XJ/xZf0v4RPnbzHbtShlwuVzeOFah1MW41S7IkSUgmk3UTXrXjOE5dME2n036A3GqZVFXFyMhIQ0vx2s9sRKtuyGvDtBDCb3le+1nvGr0Q7Gl3jTsZ1omIiIiI9gvOAr0PVAFcWZjHlevzOHRgAL8U/fiezQLtLcWztruut922bZimiWKxCMMw/K7Itm37E0+5rgvDMCCE8PfxKIrij9kVQmB4eHjd5X/WKxNQ625sGAYqlYo/AVc8HofjOA1lWbttbGwMkiT5SyN55R8fH4ckSTAMA5ZlwXVd6LruL3eUSqVgGAZOnz4NoDYmePXxANRN1DUxMQHHcfDkk0/WlSeTyaBYLPpl38qSTEREREREvSBUrVare12I/eby5cs4duwY5ubmMDQ01PD+/Pw8zp8/j5MnT+LQoUNbPs/bV6/gV/7vf46569dw4+ChDS1/tLKygsuXL2NoaAh9fcHqAOCtBVwqlfa6KHsmyPUXNJ36PV1rcXER3/nOd/Dwww9jYGCgY8el3cH6CzbWX7Cx/oKN9Rd83VyH6+Wv1dgCHGBHBgYRPnQUn7j7vj1r8SUiIiIiIgoKBuAAOzpwEH/xjx9HX6g3WgLXziRNRERERES0Gb2RnPaxXgm/tm0jnU77Y1+JiIiIiIg2iy3AFAiqqvb02F8iIiIiItq+3mg+JCIiIiIiop7HAExEREREREQ9gQF4D3EFKqLuxd9PIiIiov2HAXgPeOtmXb16dY9LQkSteL+f3bbOHRERERFtHSfB2gP9/f2QJAmXLl0CABw5cgShUGhXzr2ysoKFhQXMz8+jr4/PP4KG9bfzqtUqrl69ikuXLkGSJPT39+91kYiIiIioQwIZgF3XRTqdBgAMDw+jXC5D0zTE4/EtHS+XyyGfz0PXdaiqCkmSIISA4ziYnJzE+Pg4FEXp5CXg+PHjAOCH4N1SrVZx7do1HD58eNdCN3UO62/3SJLk/54SERER0f4QuADsui5isRjy+XxdKNV1HdPT0zBNc0vHtG0btm3XbZckCefOnet4+AWAUCiE2267DbfccgsWFxc7fvxWFhcX8fTTT+Ohhx5i184AYv3tjoGBAbb8EhEREe1DgQvAiUQC8Xi8IZRms1mEw2FomgZVVTd93Gw2i3K5DCEEIpEIYrEYkslkp4rdUn9//65+0e7v78fS0hIOHTrEABVArD8iIiIioq0LVAAWQsC2bWSz2abvj46OwjTNLQXg0dFRSJK0zRISERERERFRtwrULDpe8JVluen70WgUtm3Ddd1dLBUREREREREFQaACsOM4bVtpvWBcLBZ3qUREREREREQUFIEKwN743Fa8cCyE2PI5HMdBLpeD4zhbPgYRERERERF1n0AF4Eql0rYF2AvHW+kCbds2crkcAPiTX2ma1jAzNBEREREREQVToCbB2qmxvV7X6dWzPiuKgmw2i2g0ilKp1HYppOvXr+P69ev+z3NzcwBqgX03lzjaiMXFRVy9ehUzMzOcRTiAWH/BxzoMNtZfsLH+go31F2ysv+Dr5jq8cuUKAKBara67b6AC8EbNzMxsav94PN50uyzLUFUViUQC5XK55efT6TS+8IUvNGw/efLkpspBREREREREW3PlyhUcO3as7T6BCsCSJG2oFXh4eLhj51QUBbZtQwjRcvbp8fFxPPHEE/7PKysrqFQqGB4eRigU6lhZOuHy5cu466678Nprr2FoaGivi0ObxPoLPtZhsLH+go31F2ysv2Bj/QVfN9dhtVrFlStXcPvtt6+7b6ACcLsJsIBal2MAHV3PNxqNAqhNjtUqAB88eBAHDx6s29btawoPDQ113R9c2jjWX/CxDoON9RdsrL9gY/0FG+sv+Lq1Dtdr+fUEahIsWZb9kNuM1zrcKqg2o+u6H3KJiIiIiIho/wpUAFYUpW0XaG/5I1VVN3zMYrEIIUTL43rb202CRURERERERN0vUAF4bGwMAFqu0Ts9Pb2p8AvUwnK1Wm3ZZXl6ehqSJG2qVbmbHTx4EJ///OcbumxTMLD+go91GGysv2Bj/QUb6y/YWH/Bt1/qMFTdyFzRXUTTNCiKAtM0G94LhUIoFAoNIdh1XaTTaWia1vCe4zgoFot1SyB5hBCIRqPI5/MtZ4omIiIiIiKiYAhcAHZdF7FYDPl8vq5bsq7rkCSpaTDOZDIwDAOSJGF2drbp+wCQSqX8bUIIxGIxJJPJpsckIiIiIiKiYAnULNBAbXblUqnkB9rh4WGUy2VomtaylVZVVUiShNHR0abvp1Ip2LYNXddRqVTgui4kScK5c+c49peIiIiIaJMsy2IPSupKgWsBJiIiIiKi7uW6LsLhMLLZLEZHR7t+eVDqLYGaBIu2R9d12La918WgTXIcB7quI5FIIBqNQtM05HK5vS4WbYIQAolEwn9pmuYPvaBg0nXdX3mAulcul4OmabAsy1/VQQgBy7KQSCRaTqpJ3cerS+/vUcMw9rpI1Ib396Ou6wiHwwiFQi1flmXtcWmpHdd1oeu6/100kUgE/jtM4LpA0+YIIWDbNrLZLBzHQSKR2Osi0SZ4QTebzfrbbNtGIpGAaZoolUp8qtrlLMvC9PQ08vl83fZYLIZsNotyubxHJaOtchwHuVwOuq7vdVFoHa7rwrbthoe/HOYUHK7r4syZMxgZGUGhUPC3CyFgGAbnaelSQgjIsgxFURCJRJruU6lUIIRgN+ku5jgOstksTNOs+75pWRZisRhKpdLeFW4b2AV6H8vlcigUCtA0DbIsQ9O0prNkU3fyWilWT87mcRwHsVgMqqrWfSGg7uK6Ls6ePdsQfoEP6jCZTNY94KDup2kabNtGqVRigOpymUwGkiShXC5DCIFIJOL/3lEweP/WrQ26mqahWCw2ndyU9p5hGNB1ve0yohvZh/aWlx2ayeVyKJVKgfwOwxbgfSyZTPr/yLObV/Bks1mMj483fU9RFKiqCtu2/aes1H2KxSIsy2raSuEFJw5LCJZcLodEIsF6CxCOPwyuTCYDIUTTVl5JkjAyMrIHpaKNavfdxHEcRKNRfn/pYo7jtK2f0dHRwPbA4Bhgoi5l2zZOnjzZcpyhF6D4cKN7RSIRf7b6VvjFPDi830V+YSPaHel0umVrfT6fZw+oLrbeEJFsNsueGF3OG0bZSqVSCex3GAZgoi4ViUTguq4/cQsFj6IomJ2dbdqN3ftHhUMSgoNf2Ih2jzdx2djY2F4XhbZgva7PQW057CWqqvqTeDaTzWYD+/vJAEzUpQqFAsrlcssxhl5rFMcgBpNhGJBlmV8CAsKyLE56FXDe5GXsNRMMk5OTAOp7O7H+gs/r+hzUlsNeIkkSTNOEZVmIRqN1rcHeELxmD/iDgAGYqIu1e4JqWRYURWF3zIDxZmMfGRnhDNAB4boux9oHmG3b/oz6Xgu+N5EZda/VQTeTyaBSqbD+9oF23dqp+6RSKZimCSEENE2DruswDANCiKYTfAYFJ8EiCiBv/bWJiYk9LgltlLcckhekNE3b6yLRBqXTabbUB5T30GL1F25FUZDNZhGNRjmTdxfzxhfmcrm6ViZFUZDP53Hy5Enk83kOIwkQy7L4IDGAUqkUJEmCruvI5XKQJCnQ4RdgCzBR4DiO44+f4Re34IjH4zBNE/l8HqZpwjRNJBIJjvHucrZt82FFgMXj8aZrjMqyDFVVW45to73nzYHRbA1ZSZKgqiqHJQRMOp0O7JjRXmYYBgCgWq0ilUrBdV2/NTioGICJAiaRSMA0zcCOu6CafD4Py7L4BbzLce30/UtRFAghWs60T3vLGyPa6vdP0zQIITgmOCC8uuKD+2DRNA2apvm9aEzTRKlUgizL/rKAQcQATBQgiUQCuq4z/O4DkiQhHo/Dtm2OZetSmUym5VrcFHzRaBQAl5LrVl7Lb6vJkrz3i8XibhWJtiGbzbL7c8BkMhkoitLwEEpRFJTLZSSTSViWFcjvMAzARAFhGAZOnz7N8Bsg3uRJrXhfBriWZfcRQkCSJM5UGmC6rvshl4Jnoy2FHEYSDLZtMwAHTDabbfsQOJvNQlGUQH6H4SRYRAGQy+UwPDzcNPy6rssv6V0qHA4DAGZnZ5vW0fDwMAB+getGjuMgn883nejDe6hx9uxZvxUqiF8A9rtisQghRMu/I73fO3bJ7E6nT5/21wJuVn+VSgUA6y8oHMdpOh6fupf3ILgdXddRKpV2p0AdxABM1OW8LwDNwq83pob/qHQnSZIQiURa/gPiLYMUi8V2sVS0Ea0mTwLgj92emJjgl+8upqpq2y9m09PTkCSJrVJdKh6PwzAM2Lbd9HfR+/tzZGRkt4tGm+QNM2g2oRl1L1mW110CsFwuB/I7DLtAE3Uxx3HaLjRu2za/gHexZDLZtmVwamoKkiRhdHR0F0tF1BvGxsb89X/XEkLAsiwuJdfFZFlGPB7H5ORk0/cty/KXZ6Hu5rXWU7B4D6FacV0XjuME8jsMA3CP8LrssatlcAghkEgkUC6Xoet6wyuRSMAwDLZedDFvuaNmE0R4MyeeO3eOX+ACxvsyxy913U1RFLiu66+b7hFCIBaLIZVKsfdMl5uYmIDjOA0PMhKJBGRZ5vrcAeF9B+W/dcHi/X7put6QHxzH8VclCWK9hqrVanWvC0E7w7IsZLPZhmUeZFmGLMtIJBL+tObUfaLR6LrLc8iy7HcDo+5lWRYmJycRiURQqVTgui4URcH4+Hgg/+HoVbquN4wr9daT5Rfx7mXbNvL5vP+7J0kSxsfH2XsmIFzXhWEY/gMn13X5/SVgHMfBmTNnMDExwYdOAWTbNrLZbN22oD+AYgAmIiIiIiKinsAu0ERERERERNQTGICJiIiIiIioJzAAExERERERUU9gACYiIiIiIqKewABMREREREREPYEBmIiIiIiIiHoCAzARERERERH1BAZgIiIiIiIi6gkMwERERERERNQTGICJiIiIiIioJzAAExERERERUU9gACYion3HdV1kMhnEYjFEo1FomgZN02AYBlzX9ffLZDJ7V8h9Qtd1RKNRhEIhhEIhhMNhJBKJhv1yuRxisVjdfpqmNT1mLpdDOBz2943FYtsqo6ZpiEajCIfDsG170593XbfuGEKIbZWHiIj2TqharVb3uhBERESdYhgGcrkcxsfHkUwmIUmS/54QAoZhQNd1jIyMIBwOg/8MdkY0GoUQAuVyGbIst9xP0zTYto18Po94PN5yP9d1EQ6HUSgUoKqqvz2RSMBxHJTL5Q2XzXVdTE1NQdf1huNtlBAC2WwWmUxm3WskIqLuxRZgIiLaNzRNg2VZKJVKSKVSdeEXAGRZRj6fR6FQaNpKuZtyuVxXtCR2qhy6rgPAui2s3n7T09Nt95MkCclksiGsOo4DIURdS/56JEnC6Oho233Wuw+yLGNsbGzD5yQiou7EAExERPtCIpGAbdsoFArrts6Zprnn4XMzLZg7qVPl8Fpz8/l82/28hxKWZbXdTwjRtIt0uVzG7Oxsw8ON7eqW+iAiop3FAExERIFnWRYsy4JpmhvumprNZne4VO1tZSzqTuhUOWRZhizL6x7PcRyoqgohRNuHEJZlteyq3OnwC3RPfRAR0c5iACYiosAzDAMAkEqlNvyZrYwD7RQhBBzH2bPz71Q5vFbg9Vp3ve7n7fabmZnZkaDbTLfUBxER7TwGYCIiCjTbtiGE2FKgbTcJ007xZhTeaztRDm+M7OTkZNP3vdZfbzxuq/1c10U0Gu1o2VrplvogIqLdcWCvC0BERLQdhUIBAKAoyqY/a5pmwzbXdZFOpxGNRuG6LmZmZhCNRpFMJhv2SyQSEEKgUqmgVCoB+KBVc2ZmBkIITExM+C2ZuVwO+Xze/zmRSCASiTRcy2qO42ByctIvT7lchq7r/vV6syJ73YkVRfHLAtQeEHgBT5IkqKoKTdM2XY6NUBQFkiS1bNm1bdtvpVdVFbZtw3XdhpbeqampppNWaZrm3+9z5861rHPDMDA8PAygVg+nT59u+oBkK/XhEUK0rWsiIupSVSIiogCLx+NVANVsNrvtYxUKhaqiKNXZ2dm67dlstqqqasP22dnZaiqVqgKoFgqFqmmade+nUqmqLMtNzwOgWi6X25Ynm81WFUVpOKcsy9V8Pl+3PZlM+uVYS1GUajKZ3HI5NqNdOVbfn2w227LeUqlU02PPzs5WTdOsAqiWSqWG90ulUlWW5Yb3SqVS23Jt9D6USqVN1zUREXUXdoEmIqJA85bDWd1yt9XjrG0Z9SSTSciyjLNnz9ZtlyTJ7/abzWYbxiDrug4hxJYmWHIcB7quN8yqLEkSDMNoKEs2m4Wqqv4yQ6uPMzY2tmuTfnnje9eW23GcuhZbr4V37X7tuj97LditnDlzBoZhNLQMK4qCWCy28YtYR6frmoiIdg8DMBERBZoXViuVyraOc/bsWSiK0nIWacMwYFlWy8mSmo0j9UL5ZtasXV0eb2bltUZHR+G6bkNX43w+j0ql4odQ13WbhrWdpKoqJEnC1NRU3XbbtuvCqyRJUBTF7wbtmZqa2tJ4bsMw4LpuQ1f11eXqlE7XNRER7R4GYCIiCjQvIG53HVfLsjAyMrLueVpN3NQsqG4nnHsTRjXjHXd6erph+7lz52BZFnK5HAzDaDrOead5AX31w4KZmZmG/bzW89VhuVwub3gpq9Vs297SOPCt6HRdExHR7mEAJiKiQPNa47ayjE0mkwEAfwKpjUxg1Oo82+2C3ewcQgjkcrmmr2w26wfI1RRFgWma0HUdmqbtyaRMXgu01+1aCIHTp0837OfNwr26G7Q3edVmOY7T0TpoZ7fOQ0REncdZoImIKNC8LrdbGXvZrFVyPTvZwufNiOyFVkVRWnbpbcfrym0YxpaWemo2M/NmeC3XU1NTyGazsCyraTdsr4u3V3eWZe3J0lStbPc+EBFR92ELMBERBZ7Xzddr0d0sr0vrRsZvtusmvV1eV2CvPF7L9GYIIVAoFFAqlerGA2+lHNsRj8f9btDtHjR4gdeyLExPT2+p+zNQu2edfjjRiftARETdhQGYiIgCL5lMIh6PwzCMDYfGTCaD8fFx/2dvXdpWvPe2Eig3Ym34jsfj63brbva+aZowTbNhPPBWy7FVXvdsb03l9fabnJzccvdnoFZ/7e7XZq+Lk1kREe1PDMBERLQv5PN5qKoKTdPWDcG2bdd1NQZq41WFEC1DlLfMUCdmE27WwiuEqGv9nJiYaLusztoZoAE0THq1ejxws3uykXJs1eqWXW/Jo2YURYEkSbAsa1v31gv9ze4LgLYPN3byPhARUXdhACYion2jUCggHo8jFoshk8k0tOK5rgvDMOA4TsPYWlmWkc/nkUgkGsKiZVkQQjSsWQt8MCa4WffbVq2IsixDUZS64zVbJqhQKDQNr47joFKp+LMeu67r77d2zGoqlYIsy00fDGykHNuhqqofcNsZHR31l0VaT6v7LUkS8vl8014Atm373bCbPeDY6H3YSl0TEVF3CVWr1epeF4KIiKiTXNdFLpfD5OQkXNf1W/K8iaHatewJIWCapt9td2ZmBsPDww2TOLmuizNnzkAI4U+WJMsyzp07B0mSoGkaisVi3XsTExN1oTWRSECWZUSjUT8sNrsWwzAAwC+Toih+OIvFYn4ZgMZlhHK5HHRdB4BtlWMrLMtCpVJZdyIvx3EwOTm57pJNq69VkiSoqtrwUMK7X9FoFJIkwXVdf1Iwb1skEkGpVKoL5u3uw3brmoiIugcDMBEREREREfUEdoEmIiIiIiKinsAATERERERERD2BAZiIiIiIiIh6AgMwERERERER9QQGYCIiIiIiIuoJDMBERERERETUExiAiYiIiIiIqCcwABMREREREVFPYAAmIiIiIiKinsAATERERERERD2BAZiIiIiIiIh6AgMwERERERER9QQGYCIiIiIiIuoJDMBERERERETUE/5/DDfCZJcKWJwAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"context_width\",\n", + " y_col=\"attacked_z_score_roc_auc\",\n", + " x_name=r\"Context Width\",\n", + " y_name=r\"ROC-AUC $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,2],\n", + " legend_unique_indices = [0],\n", + " shorten_legend_indices = [0],\n", + " filter_list=filter_list,\n", + " y_lim=(0.5,1.0),\n", + " y_tick_spec=np.arange(0.5,1.05,0.1),\n", + " num_colors=10,\n", + " num_markers=10,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " plot_inferred_series=True,\n", + " inferred_series_linestyle=\"solid\",\n", + " inferred_series_linewidth=2,\n", + " legend_loc=\"lower left\",\n", + " num_cols=1,\n", + " title=\"Detection Rate vs. Context Width\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "fig_name = \"scheme_extended_clean_psp_vs_attacked_auc_pareto\"\n", + "\n", + "data_dir = f\"{INPUT_DIR}/figure_data/{fig_name}\"\n", + "\n", + "df = get_data_df(data_dir)\n", + "# df" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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1JcCa9toPObUmwPo61Fn079HtolnX/HqBQEADoEUikaYuS9tDPUlcPd/R+o9Etf6gXU4znmt1rYi/1h8Pdis2gaYtcfjwYfh8vg1NWAo5nU6Mj4+XfT8ajUJRlLY369gucdSi1lg9Hs8WRbQ19CZvTqfTeC0UCiGdTle8BptFEAQAwODgYMv3RZ1FvzY2SxRFSJIEADXfi/TPQyQSqWl5RVGa3mx1p91rtqPtdt9p1jVfKBgMwu/3IxQKwe12V13e5/MhEAjA4/Fs2Xd3p17r2yXuyclJeL3emr6z9Wt+aGio6rL6NuPx+Kb6yjbjuVbXivi9Xi8URWEXgDKYAFPLJRIJqKpa002g0s3E6/XC6/UiFAo1O8S61BLHdnkAqfWcNbtPTLudPHkSALYk2SVqF/2eevz48ZqWT6VSAFDzA1E0Gq0puajHTrvX0NbTH/zdbje8Xm/N6/l8PkiSBI/HsyXXYade69shbr3PbKv6jevbbXS8mWY91zaq1vj9fj8CgUBT971TMAGmlpuengZQ+6/AhbV2hQRBQCgUqusLrxW2Sxy1qDXW7fCF10z64GOtqHkg2i705FR/GKtEVVWIomh8JmqpBTt58mTTH9x22r2Gtp5eQ9nIg72+zlbUcnbqtb4d4p6amoIkSS37EVtvPQOgoQEqm/Vc26ha4x8bG0M8Ht8WZbrdMAGmLVNrrcN2aX6zW8TjcY5WTdSBRFE0HhCnpqYqLhuPx+FyuTA2Ngageq2xnjA3E+81tFnhcBiqqjacHDmdTgiCgEQi0dKmoZ16rW+XuEOhUE21q+223Z9rBUGAJEkd0WVvqzEBppYbHR0FUPuvtaOjo3VNV0Obw+YxRJ1LrwWu1q83FovB6XQaD2LVHoimpqaa/gDKew1tlt6dZzPXpl4b18ruVJ16rW+HuFVVRSKRaHqtaaHCGtFGfkhp93NtPfE7nc6au8nsJkyAqeUkSYIkSVAUBS6Xq+qvi4IgdETz4p2AcyQSdTY9Eai15kavAdPXKScWixU1s9ss3mu2h0QigUQiAUVRoChKR81PridGADZ1bbpcLgC1197Vq1Ov9e0Stx5DM+8/6+k/GHq93oa6SrX7ubae+F0uV0d9zreKtd0B0O5w7NgxjIyMIB6P48CBAxgbG4PL5Sp6GKskGAwiFosZX9rpdLpoPVmWMT09DVVVoSgKNE0z1pudnYWqqpienoYoiggEAsYvZoqiGL8C69t2Op1lf9WrFkc9otGoMViTqqpIpVKYmJgoe9PXB+7Qb7TJZBKqqmJyctKIf3x83KgRqhRrNBrF5ORk0U3b4XAUDd7ldDoRCoUgyzLC4bCxrqqqEAQBp06d2nDsIyMjSCQSEAQBqqrC7XbXPOJsKYqiGGWhb1M/F+t/HU4kEkbtlv7raOExCYKAmZmZhmNppvXX6/rrSB99N5VKQVEUiKK4IfatuuYL1XvNNhrjZm2HOP1+v/FZGRoawuzsLGRZbnqzYkmSjM9GPB4vOWhVNBotaoI3NjaGcDiMSCRSspalWvPnes5vPfeaUuLxOEKhkLG8oiiQJAkTExNFn5l674+d8Pmp95iqUVUVhw8fLioLp9OJWCxWtFyt53y9Vl/zer9LYHMDHOrr6mWv/3uz9+VGrvXCMk6lUkin00YZ66/ptaGBQKDk+W9H3Pp2Q6FQ0cjFs7OzGB8fRzweh9PpbCiJjcViLR3AMh6PIx6PG5/tRm32ubZR9cavn0u9TOhVbZ2EiXaVWCymCYJgzF2p/0mSpPl8vopzqc3MzBgTjqPE/Lr6+/o2NW1tLtb123Q6nZogCMak4uvnXEsmk5ogCGXnTqsWh06fB7bc+z6fT4vFYhu2LQiC5vV6y+5bn/9NFEUtnU4b8yrq8ywWfqRrjdXpdNY0Z2Stc9tKkqSJoqjNzMxU3WYlgUBAE0VxQxmm02lNkqSy56kw1mbNw1zvPMA+n08DUDbGWCxmlGW5OGOxmHEckiRteH+rrvnCY2rkmq03xs1qd5yxWEwTRbHkXLs+n8/YTzPnRK322Vx/3LFYTAOgCYJQcvlQKLThHOoaOb+6Wu81hXFLkrShHErN6d3o/XG7f37qOabCmMudZ3175e5l9Zxz3VZd89XumbXS528FUPQ91Yz7sq7Wa339dRiLxUqWjX7+S81j3I64I5FI2fLU51xu9BnA6XTWfa3oxxYIBCouV/jd3Izvm808125l/Khz/vfdgAkwbTn9xlnqpuF0Oit+qPVEpFoy5/P5Si6jf/H5fL6yDx36DabSjataHJUSsEgkUvJLTH+v2o1KTzDXx+92u0t+cdZ6zqrRH7gqfXlq2tqxNyP5rZZoSJJU8YG/FQmw/iBa7U9ftlpCUK1sNE2r+YGlldf8Zq/ZWmOs9uVfTbvj1BPLSvuo9Yekeuj7Lfc5LlXupRKASstrWvPOby2qXZOiKJb8XNR7f+yEz0+jx7ReOp3WnE5n2ftzI+d8K695PbFqZgJcqlyaeV+ulSRJVb8z9LjK/Ti1lXFX+37ezI/gpa71avRrTBRFze12F/05nU5NkiTN6XSW/JGrGTbzXLsV8QuCsOnv152GCTC11czMjBYIBIybv34DKKdaYlNLTV2lBz9Nq+2BpFocld7Xf8kt9yVW6xdUrTezarHW80Wtn99KN+B6v7jWSyaTNSWP+oNXqQeY7V4DvH67m3lg2YprfrPXbK0xVqtFq6bdcQqCUPH+pWmvXd/NTID1fZd6OI7FYhUf8ktdo+Wu22bdu6qp5R6g13itj6Xe+2MnfH7qPaZS51mvPS53r2n0nG/lNV9Yy7mZJKbwB6NSZdKOBFhfvtJx6eex3Pneqrj1H8Mrxerz+RpOgAVBqPm7Vqd/59e7XivU+1yraa2Pv5EfFXY6DoJFbSVJEnw+H2ZmZjAzMwNBEIz+KpuhD3JRbd+VtGoqgFQqBVVVN/S70omiWPNgNltNL5dy/fXW9zVshN6npdo1oB+/3h9ut2vlNd+sa7ZajKlUquo2qq3frjiDwaDR772Swn51zaRPb7T+sxmJRErGpA+etX76pEqf4Wad32r8fj+AyuWgj8JaLpZ674+d8Plp9J6vKAqOHj2KY8eOle2b2Mg53+prvrBf6Gaus8J1W9nXtBGV4hFFEW63G4qiIBwOb2FUxfRryOPxlC2H8fHxhvvBqqpa1K+407TquXYzBEHY9PfrTsMEmLYNSZKMgRk2e3Ov9qVW6f1WDl4ArA2cEIlEyg5eUOuNqh1f3E6nE6Ioli2f48ePbzox1x/Iazk+fT7HVv1Y0Ulaec13yjXbzjj1pODQoUN1r9sMetJa6yiuetJSOLIu8Np0SaU06/xWU8tIv3oZlRvdtN4y3Kmfn0QigZGRESiKUjHORs75Vl/zegIOFA+IVS99IDJBELZdAlyNfq7L/ZiyVUKhEBKJBBwOB0ZGRuD3+4vuPY3O07zTNPO5djMGBwf5nLQOR4GmlotGozWPiieKIrxeL8LhMBKJRMPD4Ff7xbnVSW61fesPn4qiGCODFo4yWsuNql3HIMsy/H4/otFo0S//iqI05UFIP/Zajk+/qeujlO5mrbzmm3XNtqr2U9fOOPWRx9v1udSTVn00aKfTaSQ/ldaJx+M4fvx4TZ+fZp3favRzuX6E2fUqjchdbzl0wuen3hji8TgikQgmJibg9/sRDAbh8/lKLtvIOd/qa14QBEiShEQisakR/fUEvhNHxF1/7tvF6/VCFEX4/X5jaq1gMAhg7ce1Sq0NqmnXPXR4eLjieQ0EAsbnpx3PtZuRSqVa/v3baZgAU8vpU0XU+qH3eDwIh8M7OqmJRqPw+/3GF0jhQ0k8Ht/Wc7Z5vV74/X5MTk4WJcChUAgTExOb2najD89s2tN6nXLNdkqcreB2uxGNRo3pjY4fP17xM+nxeBCPxxGNRhEIBBCPx6s2BW71+S28B1SbdqeTtOO6jMViRpP4WCwGv99fcmqaTjrnsixDlmVMTU2V7YpTif4Dkb4tapzT6cTMzIxxTk+ePGncT+LxOGZmZhqqBR4cHMTs7GwLIq5Mn8arnMIfTDrtubba1Ha7EZtA05aop7mS/ivVTv2wyrIMj8cDWZYrNjdsN/1mvZ5em6H/6qvT53/cjML1a0mG9cR3p14r20WnXLPtjLNwbtF2Wd+vt1qzV73fsP4wV66/sK5V57fwXrOdk69Gteu6LGxyrc/HXqp/d6PnvB3XvNfrhfDqvNfRaLTu9fVmqJIkteU+Vu57tVZ68+2t/s4rjHv9udefCQKBAGZmZhCLxaCqasM/MOjlu9W8Xi98Pl/Zv/WJayc916ZSKT4nrcMEmLZEPb/U6jeVnVj7G4/HEQ6HjUESSll/408kEm1v7rSeXqukl2szBr/S6Q/g1b5cVFU1ftXs1Bt7tSZJ26HPTqdcs+2OU685bedntbBfbzgcrtolQW9SCqBqMrGV57fWe0AnaNd1uT6pFQQBoVAIiqIYA14VauSct+ua15P5UsdRiaqqxqCJx44dK7vcdr4v6z86l2qpsVVxp1Kpis90TqfTaFHSiMHBwY5o1dVJz7WqqmJ4eLgt+96umADTlkgkEjUPAFCtFqKT6V/cek1NKesfJprVr66a9ftQVbXsF6o+wIVeps0Y/Eq3PrkuR6/lqvchqJM0+gDRTNv5mi3U7ji9Xi+Atc9CJa1O6vTPod/vr+k+qp+vycnJiv2Fm3l+q91rar0HqKq67T//7b4uC3m9XjidTgSDwQ1Nrhs55+265p1OJ3w+X9lkvpyjR49CVVWEQqFNJSL13Jfr+V4ttXwhRVEQj8chCIJx7uvRzLirbavW/rGliKLYEV1VOuW5Vr+/dGpFQaswAaYtE4lEqt4swuEw4vF42V9nt+JXwXqa3jb6fjnRaHTDF3MqldpUs8BqsZT7FT+ZTFbcr/7gIctyU0cB1WtKotFo1QEpnE5nyQeBdv96rF9D1eLQE45yxxmLxbakSehmHrZbcc22Qqvj1GvYEolExYfDRvot1kNviVFry4jCWmO9SXQjajm/td5rCu8BlR6EJycnt0U/zu34+SkXU2FT6MJlGjnn7bzmA4EAAoEAgsGgMfhSJbIsG/3jqyWPzbgvN/q9WmlaP/07Vy/D9bY67ko/PiiK0vCP4i6Xq+5WBfp3bTt+eN3scy3Q2vj1c1k4ijqhjlm6iRoUCAQ0t9utadraZN+SJGmRSKRosvZkMqn5fD5NFMWKk6frE4uXW6ba+/pE8oIgVIwXQMVJwxuNI5lMaoIgaIIgbJhEPhaLaYFAQItEIhoALRKJaJqmbYhDFMWqk9DXE2s6ndYEQdCcTqfxmj6RezV4dZL3wrJsllAoVPJ6SKfTmtPprKl8YrFYU2LRz3nhOarE6XRqADRJkioup597/fNRyOfzGdeLfiylznOrr/lmXLPNiLGa7RJnJBLRRFHccO2l02nN6/VqsVjM2MbMzEzTPzvpdFoDUNPnVyeKYtVruxnnt957TSgU0gRBKPk59vl8JV9v9v1xO3x+6j0mffly15Z+zJIkbVimkXPezms+Fotpoihqbre75PmZmZnRJEnSJEmq+GyxPu7N3pfrvdb174xQKKSFQqEN77vd7pLnuB1x658Jr9dbMlb9nDdazvo9rNby0rTXrulav6M3q5nPtZrW2vgDgUDVZ5HdiAkwtVwoFCr6Ykomk5rX69VEUTQeDERR1Hw+X9lt6DeHwj9BEIybjf6Fv/5Pf6CYmZkxbvzrt6Hz+Xwlt1H4ZVItjlLvr0/E0um05vP5NEmSNK/Xq/l8Ps3n8xmx6udMkqSiL/Vy8Zf6sqsl1kLJZFJzOp1GYlnrw7PX6y27/2bQrxW32615vV7N6XRqbre76g8P6/8aufnHYrGS51w/j+sftspdY4UPfqXoD4n6udevB72cCj8jhcexVde8HmMj12wzYqzHdokzmUxqbrdbc7vdms/n0wKBgFGm+sOdXqateOBxOp01J0uatvaAVOpBdr1Gz2+heu81+rnUl9f/1m+73vtjJ3x+6j2mcssXniuv17thmfXXYK3nvNQ67brmI5GIsX89Xv3/G/khtNH7cqF6rnU9Ada0tWuv8Ly73e6av5O3Im49sdO0te9JPU59X5We5WolSVLVY270O7cZmvFcu1XxS5LUlDLZaUyapmkgImpAOBzG6OjojhywjIiIaCu4XC7E43HwkXxNOBxGJBJBLBZrdygdTVVVOBwOJJNJ9gFeh32AiahhMzMzTH6JiIioacbGxhCPx7fdDBidZmpqyhi0lIoxASaihiiKUnHUWCIiIqJ66SNdt3rQwJ1OHyyONrK2O4BGFM7lNjQ0hGQyCZfL1fAQ43pTC1mWjaHbFUVBIpHA8ePHMTExUbKWq9lxEG1X8Xh8w4iOvLESERFRKwQCARw4cAATExPbblaBThCNRiGKYtOmqNxpOi4BVlUVIyMjiEQiRUmpLMs4efJkQw/kqqoiHo9vGMZfEATcc889ZZPfZsdBtB35/X4Eg0EEAgH4fD4Aa7W/giDwS4mIiIiaThAEBAIBHD16tOzUT1SaPl83+1CX13GDYLlcLkiSVDLBdDgciEQidf/aEQwGIQgCkskkFEXB4OAgRkZGKs4V14o4iLajaDRq3EhFUYSqqvxCIiIiapLh4WEoisJxNUrweDxGC02qjSzLbJFaRUclwIqiYHh4uOxoZrIsQ1GUun/xCAaD8Hq9NddmtSoOou0qGAxidnbW+DebJBEREW3O8PAwUqkUVFU1XhNFEaFQiAlfAZfLhVAoxMGcahCNRtkStQYd1QRa7wxf7gMwPDyMcDgMVVVb+nDeijjy+Tyee+459PX1wWQyNStUoqb4+Mc/vuG1+fn5NkRCRES0Mzz44INl3+N37Gu+973v4YYbbsBXvvKVdoeyrT300EP4t3/7N3zuc5/bldePpmlYWFjABRdcALO58jjPHZUAJxKJigmlnpBOT0+39JezVsTx3HPP4cILL2xGeEREREREO8q3v/3tdofQEf7qr/6q3SG01enTp/GGN7yh4jIdlQDr/XPL0ZPSzcwblkgkMD09jdHR0bL9MFoRR19fH4C1Quvv76894CbIZrM4ceIEjhw5ApvNtqX7pvqxvDoLy6uzsLw6C8urs7C8OgvLq7Ps9vKan5/HhRdeaORUlXRUApxKpSq2/9eT0sK+FLWKx+NIpVIYHR2F1+tFIpGAy+WC3+/fUIvbjDhWVlawsrJi/HthYQEA0NPTg56enrrj3wyr1Yre3l709PTsyg9Mp2F5dRaWV2dheXUWlldnYXl1FpZXZ9nt5ZXNZgGgpq6kHZUAN5LY1kJPZgtHfZYkCaFQCMPDwxtG5WtGHJOTk/jCF76w4fUTJ06gt7d309tvBAft6iwsr87C8uosLK/OwvLqLCyvzsLy6iy7tbwWFxdrXrajEuBaFY5WW4tyw4TrE0h7PB4kk8mmxjExMYFPf/rTxr/1avsjR460pQl0LBaDy+Xalb8YdRqWV2dheXUWlldnYXl1FpZXZ2F5dZbdXl71DPzVUQmwIAg11b4ODQ01bZ+SJCEej0NRFKOmuBlxdHV1oaura8PrNputbRdtO/dN9WN5dRaWV2dheXUWlldnYXl1FpZXZ9mt5VXPMVceI3qbqTTwFLDWNxdAU6dAGh4eBrA2OFY74yAiIiIiIqLN6agEWBRFI7ksRa+VrWeibFmWjSS3nXEQERERERFRa3VUAixJUsWmx/q0Q/XMATw9PQ1FUcpuV3+9cBCsVsRBRERERERErdVRCfD4+DiA4ubIhU6ePFl30ul0OqFpWtnmyidPnoQgCEW1ua2Ig4iIiIiIiFqroxJgSZLgdDpx/Pjxku9Ho1H4/f4Nr6uqCr/fj3g8vuG98fFxhMPhkttTFAXRaBTHjh1rShxEVGxxJdvuEIiIiIhoF+moBBgAIpEIotHohtpXWZbh8/lK1ryGw2EEg0F4PJ4N7+nNmYPBYNHriqJgZGQEPp+v5DRJjcRBRK/57gOP4N/f8k1894FH2h0KEREREe0SHTUNErA2svLMzAz8fj8EQcDQ0BCSySRcLlfZ+XydTicEQcDY2FjJ930+H+LxOGRZRiqVgqqqEAQB99xzT1Hf383GQURrvvvAI/jcD36GuaUVfO4HPwMAfPjtb21zVERERES003VcAgysJZ+hUKjm5SVJQjqdrriM0+msu9a23jiI6LXkdzWXx/6hAby8sMgkmIiIiIi2RMc1gSaizlWY/J7b1wuTyYRz+3qxmsvjcz/4GZtDExEREVFLMQEmoi1RKvkFwCSYiIiIiLYME2Aiarlyya+OSTARERERbQUmwETUUtWSXx2TYCIiIiJqNSbARNQyiytZ3PKj+zG3tFIx+dXpSfDc0gpu+dH9nCeYiIiIiJqKCTARtUxvlw2fveoKDPR04eWFRWiaVnF5TdPw8sIiBnq68NmrrkBvl22LIiUiIiKi3YAJMO0Y+byG1Vy+6LXVXB75fOWki1rrw29/K/7mD98Nq8VcMQnWk1+rxYy/+cN3c0okIiIiImo6JsC0I5xZzOBP//Yn+NgtP8Ts3BIAYHZuCR+75Yf407/9Cc4sZtoc4e5WLQlm8ktEREREW4EJMHW8M4sZfOZrMdz/8DN48PEXcMNX7sKTz6Zww1fuwoOPv4D7H34Gn/lajElwm5VLgpn8EhEREdFWYQJMHS2f13DT1+P4+a9Ow9Hfg6GBXjz8xIv4k8l/wsNPvIihgV44+nvw81+dxk1fj7M5dJuVSoKZ/BIRERHRVmECTB0tr2k4u7RWs2s2mWC3WTA00Iv0wjKGBnpht1lgfnXk4bNLGeSrDMJErVeYBD81O8fkl4iIiIi2DBNg6mhWixlfvv5KHLz0fMzOLSKTzcFus2Df0F7YbRZksjnMzi3i4KXn48vXXwmrhZf8dqAnwRcM7GXyS0RERERbhtkAdbyhgR58/mN/gMH+HqTml4reS80vYbB/7f2hgZ42RUilfPjtb8UvP/snTH6JiIiIaMswAaaONzu3hM9/614j2S2kJ8Wf/9a9xujQtH1wnl8iIiIi2kpMgKmjrebyuPGrdxsDXunNnl+YPWM0h9YHxrrxq3dvmCeYiIiIiIh2DybA1NHMJhP29NgBrA2Ipff5dfR1G32C9YGv9vTYjQGxiIiIiIho92ECTB3NbDbhtk868Y63XYj0/JIx4NU3Jz5gDIyVnl/CO952IW77pBNmMxNgIiIiIqLdigkwdby9vXbc/ikXrjh4ES5/4z585Yb34pI3DOIrN7wXl79xH644eBFu/5QLe3vt7Q6ViIiIiIjayNruAIiaYW+vHX//6fchr2nGVEdDAz341mevhtlkakrN7wvPLWB5ebXqct3dVuy7oG/T+yMiIiIiouZiAkxVZTOrsNm3/6ViNptgRnGi26x5f194bgHXyz/E8lK26rLdPTZ8NXQ1k2Ai6gj5vFb04yGwNsBgs348JCIi2k7YBJoqevaJl/Fn7/oGnn3i5XaH0lbLy6tYXsrCajOjZ4+t7J/VZsbyUrammmIionY7s5jBn/7tT/CxW35oTBU3O7eEj93yQ/zp3/4EZxYzbY6QiIiouZgAU0UPnHgcLz+r4mTs8XaHsi3Y7BZ0dVnL/tnslnaHSERUkzOLGXzmazHc//AzePDxF3DDV+7Ck8+mcMNX7sKDj7+A+x9+Bp/5WqzuJHhxpXpLGSIionZhAkxlaZqGX/7k1zijLuEXP/41tFenEyIios6Wz2u46etx/PxXp+Ho7zHmS/+TyX8y5lV39Pfg5786jZu+Hkc+X9v9/7sPPIJ/f8s38d0HHmnxERARETVm+3fspC31k/92Eo/NPAsAyK3m8fSjL6HP0YunH30Jf/un34fFuvabyZtG3oD3/fGhdoZKREQNymsazi6t1eyaTSbYbRYMDfQiNb+EoYFe2G0WZLI5AMDZpQzymrZhjIX1vvvAI/jcD36GuaUVfO4HPwMAfPjtb23tgRTIa3mYTfxdn4iIKmMCTEWWzmbwix/9GurLZ9DVa4fNboHj/D6kX1zAvd//FVYWMxDO3YuL3nxeu0MlIqIGWS1mfPn6K3HDV+4yanztNgv2De0FAGSyOWNe9S9ff2XVAQX15Hc1l8f+oQG8vLC4pUnwYnYFY1MhvPW81+OjB6/AW897Q8v3SUREnYk/lVKRaz75DtwUcuPit5wPs8WE/qFemM2v/Xf/b+2DL+zBNZ98R7tDJSKiTRga6MHnP/YHGOzvQWp+qei91PwSBvvX3h8a6Km4ncLk99y+XphMJpzb14vVXB6f+8HPtqQ59GI2g/TyWfyvJx7GdT/8Jv4i9l088tKzLd8vERF1HibAtMGo84248WvXoLvXjuxKDsuLGWRXcujeY8eNX/tDjBy+tN0hEhHRJs3OLeHz37rXSHYL6Unx5791rzE6dCmlkl8AbUmCAWCoZy9sFgvuTj7CRJiIiEpiAkwlKY88j8WFFZxRl4r+m/zV8+0OjYiINmk1l8eNX727qPlzJpvDC7NnkMnmjD7BDz/xIm786t1YzeU3bKNc8qtrRxJsAtBn78br9g4wESYiopKYAFNJ/3rXo9DyGva/5Xx88rYPYP9bzoeW1/DA3Y+1O7S2ymZyWFlZLfuXzeTaHSIRbVN5bWMS2S5mkwl7euwA1gbE0vv8Ovq6MTu3iEw2h/yrI//v6bHDvC65rZb86tpVE2wymcomwv/35d9sSQxERLQ9MQGmDXK5PF54Ko0jH5Hwxe//Md7jOYgvfv+PceQjEp4/lUKuRE3ATtfdbUV3jw2r2TyWzmbL/q1m8+jusaG7m+PLEdGa1NIc7nhwCv/PnT7c8eAUUktz7Q4JZrMJt33SiXe87UKk55eMAa++OfEBHLz0fMzOLSI9v4R3vO1C3PZJJ8zm1xLcxZUsbvnR/ZhbWqmY/Or0JHhuaQW3/Oj+LZ0nuDARzuRW8U+PP4Sb74liNc8fK4mIdis+pdMGFosZX47J6O3rMh5s9g704FNfuhqLCyuwVBkNdCfad0Efvhq6GsvLq1WX7e62Yt8FfVsQ1e7B6U1I94yqYinzWgLVY7fhIkFoX0AVZHJZ3KXcj6lf34XZpTlYzRbc+fhPcf/pGYy95b14r3gF7BZb2+Lb22vH7Z9y4aavx3F2KYMvX38lhgZ68JUb3osbv3o39vTYcdsnndjbay9ar7fLhs9edQU+94Of4eWFxapJsKZpeHlhEQM9XfjsVVegt2vrjlnTNJzJrmBhZRndVhtc4m/jY5e9E1azZctiaCbeC4mINo8JMJW0p797w2smk6nk67sFk9r2OJtdwTVTX+P0JoRnVBVX/+O3cTabMV7bY7Pjhx+9btslwS+ceQVf/JcQFPVZWExmnNMrwGwyI6/loS4v4I4HpxA79Qt87ve82Lf3nLbFubfXjr//9PuQ1zRjqqOhgR5867NXw2wyFdX8FtKnNqqWBOvJr9Vixt/84bu3bF7g9YnvlcNv7ej7R2ppDlOP3o2fPf0A3n3x2zH25isx2DPQ7rCIiDoSE2Ai2tYKpze59+nH8AcXv6mjH2SpcUuZLM5mM7BbLOiyWLCSy+FsNlNUI7xdPPTSo3gy/QwGuwdgs7z2VWs2mTHYM4BsbhVPpJ/GQy89ivfuvaKNka41hzajOHmtNu8vUD0JbkfyqwFYyCzvmMR3u7ciICLqREyAiagjDPXshQYNdycfYSK8y+jNnp9KpwAAXRYLum1rD/2ZXM54fbs1hzabzEXJbyGbxbojmrKWS4LbVfM7u3QGffbujk98gc5pRUBE1GmYABNRRzAB2Gvvxl5bF85kV5gIbyPZzCps9tZ8naxv9ryYyWKgqwvA2kjGi5ksPnXnnQC2b3Pona5UErzVyW+vzQ5H9x6886I37pj7QSe1IiAi6iRMgImoo+ijupZKhD922Tvx2+e+vt0h7irPPvEyvvjH38V/+W8fxhsuPbfp21/f7Hmgqwt269pXl91qxev69iKvadu6OfRuUJgEPzU7h4Geri2t+e21deEnf3TjjqhVL7QbWhEQEW013jmJqCNxepPt4YETj+PlZ1WcjD3e0v3ozZ715Fdnt1rRbbOhy7L9RvXNa3lkc6VHjs/mVrfVvMDN8OG3vxV/84fvxgUDe7c0+dUxGSQiolqwBpiIOtJOm96kE2mahl/+5Nc4oy7hFz/+Nf7jJ36v6pywjVrJrf2wYTaZipLgzOqqUQO8nVx23ptxqeNiJNXTsJjMELr7ivpv5rQ8LnVcjMvOe3O7Q22qD7/9rbj64Ju2dKojIiKiejABJqKOstOmN+k0P/lvJ/HYzLMAgNxqHk8/+hL6HL14+tGX8Ld/+n1YrGu1cG8aeQPe98eHNr2/HrsNe2x2nM1mkMnlsJjJ4nV9e2G3WpFZXcXzC2fQa19LtvbY7Oixb4/Ea9/ec/ClwzcZI/i+sqjCarZgNZ/DOT0CPG+5Eu8T31m2eWsnY/LbPHorglLXyU5sRUBEtBV23jcvEe1IO216k061dDaDX/zo11BfPoOuXjtsdgsc5/ch/eIC7v3+r7CymIFw7l5c9ObzmrK/iwQBP/zodcYo0J+6807kNQ0AkNc09Npt+NoHP4j9jsFtNwq03WLD1Ze+G1e8QeIcrlS33dqKgIio1ZgAE1FH2EnTm3Syaz75Dlz0xnMR/txP8NKzKvqHemE2m9A/1Iv0i2ew/7f2wfs378PI4Uubts/1Sa3e3Fn/737HIN50XvMH4GqWwZ4BfPzyMXgvc7OfKtVsN7ciICJqpY68a6qqisnJSQDA0NAQkskkXC4X3G53U/cjyzL8fj9EUSwbh9/vBwCkUmvzUB46dAg+n6+pcRDtZjtxepNON+p8I/YM9OALf/QdZFdyyK3mkc9p6N5jx41f+0O8efTClux3fXNooP3Nnl94bgHLy6UHuirU3W3Fvgv6tiAi2knYioCIqPk6LgFWVRUjIyOIRCKQJMl4XZZlnDx5EoFAoCn7SSQSCIfDkGW57PuhUAiBQABCQe1ENBrFyMgIZmZmmhIH0W63Z4dOb9LplEeex+LCCsxmE6x2C1YzOeTzGpK/er5lCXBhc2hdO5s9v/DcAq6Xf4jlpepTL3X32PDV0NVMgqkhbEVARNQ8HZcAezweuN3uouQXAEKhEBwOB1wuF5xO56b3o9fsVno/FotteN3tdiOVSkGWZYRCoU3HQUSc3mQ7+te7HoWW17D/t/fh6o//Ln54xy+Q/NXzeODux3DVR9/esv1upz6+y8urWF7Kwmozw2YvP/p4NpPD8lK2pppiokp4LyQi2ryOupMqioJ4PF62VnZsbKwpNcDhcBgej6fs+4lEomyzaD2OeDy+6TiIiLajXC6PF55K48hHJHzx+3+M93gO4ovf/2Mc+YiE50+lkMvtrpFpbXYLurqsZf8qJcdERES0tTqqBlivUS2XfA4PDyMcDkNV1aJmyfVQFKXiPvRlKiW4qVSq4f0TUbFnVHXbNHmlNRaLGV+Oyejt6zLm/d070INPfelqLC6swGLpqN9WaYutrp7Fau5s1eWslj2wWvdsQURERLSbdFQCnEgkKiaWetI6PT3dcDNovV9vpQTX6XRCURR4PB5EIpGS2xgfH29o/0T0mmdUFVf/47dxNpsxXttjs+OHH72OSXCb7env3vCayWQq+TqRTtPy+NkDLqxkZ6su22UbgvN374eJzX6JiKiJOupbRVEUDA4Oln1fT471Wtx6RaPRss2r1+8nEAggGo1ieHi4KFmOx+NQFIUjQRM1wVImi7PZDOwWC/rsdtgtFpzNZopqhImoc5hMZgj9B5HNqjCbbGX/slkVQv9BJr9ERNR0HVUDnEqlKjZN1pNjVVXr3raqqlAUpeaplPQE1+/3w+Vywev1QhAEDA8Pl6wVXm9lZQUrKyvGv+fn5wEA2WwW2ezWPtzr+9vq/VJjdkN5nVZVLGazeFpVAQ2wmy3oslqhaUBmNYcnX3kZ2dUsem02XLjNa4J3Q3ntJPWU1+pqFhoATdOgaVrZ5TRNg/bq8rwOgP0XfAwvvBJHXsvDZt04KnZ2dQFWaz/2X/AnVc8XP1+dheXVWVhenWW3l1c9x91RCXAjiW2tJicn6x5Ay+fzQRAEyLKMcDgMQRBqSn71/X3hC1/Y8PqJEyfQ29tbVxzNUmpUa9q+dmp5vbKyglsefQwr+bWBlFbyeZgyK1gxm7Gaz0PNrkKeWvucdZnN+Oyb34RzurraGXJNdmp57VS1lNcrL2WxtLSEXM6E5WVT2eVWsxoyGQ333nsfzvl1++Ys3k4y1kuRN58EtBxMeO3cadAAUwrm/CH8yz//BsBvatoeP1+dheXVWVhenWW3ltfi4mLNy3ZUAlyr2dnqfYsKxeNxuFyuuvfj9/sxPDwMTdPg9/sRDAaN2uBqUyBNTEzg05/+tPHv+fl5XHjhhThy5Aj6+/vrjmUzstksYrEYXC4XbDY+nG13O728Hnv5ZZhPPYV+ixldFivMJhPs1tdG0e1bzSGvaVjJrSKby+PfXXEF3nTuuW2MuLKdXl47TT3l9fSpNP7n8R+jp3dttOdyVlZWsbS4ij/4g9/HxQcczQ65I6kLF+CX/+ePYDJZimqBs6sL0DQB//53/hpC38Gq2+Hnq7OwvDoLy6uz7Pby0lvT1qKjEmBBEGqqBR4aGqpru7FYrO7aX5fLBb/fbwy2FQgEMD4+Do/Hg3A4jFQqVbE2uKurC10laq1sNlvbLtp27pvqt1PLy2a1ASag22pFd4nj67Kt3bZMWSCbz8Bm7YzzsFPLa6eqpbysVhtMAFazeZhMubLLrWbzML26PK+BNecOHsK+c5z4zUv/CzZrH0wmEzRNw2puAa8/7z/g3MHRurbHz1f7ZTOrsNlre6xkeXUWlldn2a3lVc8xd9ToEpUGwALW+ggDqGsKomAwiImJibriCAaDkCRpw0jTkiQhmUzC6/UiGo1yLmCiTVjJ5bCczSKzulr0emZ1FcvZLFZy5RMOoq3Q3W1Fd48Nq9k8ls5my/6tZvPo7rGhu7ujfnNuuUsu8sJi6cZq7gwAYDV3BlZLNy65qPpglLS9PPvEy/izd30Dzz7xcrtDISKqqqO+jUVRxPT0dNn39drhSgNlFVIUBYIg1D1nbygUwszMTMX3p6enEYvFGp6OiWi36rHbsMdmx9lsBplcDouZLF7Xtxd2qxWZ1VU8v3AGvfa1X/n22Ozose++Xzlpe9h3QR++Groay8urVZft7rZi3wUbB3zazRz9l2Pf0FotsNWyF9nVebz+vP8AR/9l7Q6N6vTAicfx8rMqTsYexxsu3b5dUoiIgA5LgCVJqlirqk9/VGvSmUgkEIlESjZV1rd19OhRo+ZZ71SuJ86VyLJcMUkmotIuEgT88KPXYSmTxVPpFD51553IvzrCbl7T0Gu34Wsf/CD2OwbRY7dxPmBqKya1m3PJRV68MBvH8srzrP3dZp5R1aIp58rdbzVNwy9/8mucUZfwix//Gv/xE78Hk6n8oHBERO3WUQnw+Pg4gsEgEokEJEna8P7JkyfrqnF1u91lpz2KRqPweDw4duzYhn2JoghFUSrWNCeTSYyMjNQcCxG9Zv1Dlt7cWf/vfscg3nQeaxmIOp1eC3z6he/jgvOuYu3vNvGMquLqf/w2zmYzxmt7bHb88KPX4SJBwE/+20k8NvMsACC3msfTj76EPkcvnn70Jfztn34fFutaD7s3jbwB7/vjQ205BiKicjoqAdb73R4/frxkAhyNRksO/a2qKiYnJ+FyuZrSJNntdsPv95cd5EpVVSQSibr7FhNRsfXNoQE2eybaaS69+BOYP/NrXHrxJ9odCr1qKZPF2WwGdosFXRYLVnI5nM1mjBrhpbMZ/OJHv4b68hl09dphs1vgOL8P6RcXcO/3f4WVxQyEc/fiojef1+YjISLaqKMSYACIRCIYGRnB+Ph4URIsyzJ8Pl/JBDccDiMYDCIcDiOdTte0H31ALf2/hQKBADweD2RZRiAQKGoOnUgk4Pf7N7xORPUrbA6tY7Nnop1F6PsdvPvtcZjNHfdIsuPozZ6fSq89+3RZLMZo/Jlcznh99I9+Gxe98VyEP/cTvPSsiv6hXpjNJvQP9SL94hns/6198P7N+zBy+NK2HQsRUTkd920jCAJmZmbg9/shCAKGhoaQTCbhcrnKNmd2Op0QBAFjY2NVty/LMqanp40+wB6PB6Iowul0Fk2VFIlEEI/HcfTo0aL1RVHctRNQE7UCk12inY/Jb/utb/a8mMli4NXpGs0mExYzWXzqzjsBvNYc+savXYMv/NF3kF3JIbeaRz6noXuPHTd+7Q/x5tEL23YsRESVdOQ3jiAICIVCNS8vSVLNNb/1bNfpdHKUZyIiItqUfF5DXtNgtbw2O+VqLg+zyQSzeWsGlFrf7Hmgqwt269pjot1qxev69iKvaUXNoZVHnsfiwgrMZhOsdgtWMznk8xqSv3p+WyXAeS0Ps6mjZv4kohbi3YCIiIioTc4sZvCnf/sTfOyWH2J2bgkAMDu3hI/d8kP86d/+BGcWM1W20Fx6s2c9+dXZrVZ022zosliM1/71rkeh5TXsf8v5+ORtH8D+t5wPLa/hgbsf29KYy0ktzeGOB6fw/9zpwx0PTiG1NNfukIhoG+jIGmAiIiKiTndmMYPPfC2Gn//qNADghq/chc9/7A/w+W/di4efeBEA8JmvxXD7p1zY22vfkpj00fbNJlNREpxZXTVqgAEgn8vjhafSOPIRCR/9qyPYO9CDtx95I/7xCyfwq58/hVwuD4ulPfUsmVwWdyn3Y+rXd2F2aQ5WswV3Pv5T3H96BmNveS/eK14Bu4WDKRLtVkyAiYiIiLZYPq/hpq/H8fNfnYajvwdmkwkPP/Ei/mTyn5CaX8LQQC/ymoaf/+o0bvp6HH//6fe1tDn0+lH3FzNZvK5vL+xWKzKrq3h+4Qx6Xx2Bf4/Njj09XfhyTEZvX5cx7+/egR586ktXY3FhpW3J7wtnXsEX/yUERX0WFpMZ5/QKMJvMyGt5qMsLuOPBKcRO/QKf+z0v9u09py0xElF7MQEmIiIi2mJ5TcPZpbXmzWaTCXabBUMDvUbya7dZkMmu1baeXcogr2kwo3UJcOGo+0+lU/jUnXcir2lGrL12G772wQ9iv2Ow4mj8JpMJe/q7WxZnNQ+99CieTD+Dwe4B2CxWaFoeWn4VJgCOrj3I5lfxROoUTv7mAbj2jxrrWS17YLXuaVvcRLR1mAATERERbTGrxYwvX38lbvjKXXj4iReNpHff0F4AQCabw+zcIg5eej6+fP2VRQNktcr6pFZv7qz/d79jEG8679yWx7FZZpMZNsvaI+7C2cehaatF72dX7Xjkyb+G6YXXBkjtsg3B+bv3w8TBsoh2PH7KiYiIiNpgaKAHn//YH2Cwvwep+aWi91LzSxjsX3t/aKAHALC6ehbLKy9V/VtdPbupuPTm0JlcDguZtSbRe2x29Ng7r9+sxdILTcshl80jcyaLXDYPmACTyQqzyQazyYZsVoXQf5DJL9EuwRpgIiIiojaYnVvC5791r9HsudBgfw9m5xbx+W/di6/c8F4M9nfhZw+4sJKdrbrdzdZmFjaH1lVq9rydLT6r4fH4o3jxoZeQz2kwW0xwHHwdfuc/CLBethfZ1QXYbP245CK53aES0RbhT11EREREW2w1l8eNX727qPlzJpvDC7NnkMnmjD7BDz/xIm786t3I5QGh/yCyWdWouSz116zazIsEAW8671zjr5OS37yWRza3iqd//ijuv+0nePbnzyGXzcFsMiGXzePFf3kG//1vHsE//2wW2dV5nD/khKP/snaHTURbhAkwERER0RYzm0zY07M2tVFe04w+v46+bszOLSKTzRmDUO3pscNsMuGSi7yw2vqhQYPVunfDnwZt19dmXnbem3Gp42I889gpnPz2T7GaWUXvUB/se+0w9Vhh3duFPYNd0DKr+OY3nsbpU6Zdfb6IdiMmwERERERbzGw24bZPOvGOt12I9PySMeDVNyc+gIOXno/ZuUWk55fwjrddiNs+6YTZbIKj/3LsG3IiuzoP7dXkWKdpGmszAezbew6+dPgmnPuYGfnlVVj77cgDyMMCMzT0W1YxZM9hcNCKpcUcHrh/cFefL6LdiAkwERERURvs7bXj9k+5cMXBi3D5G/fhKze8F5e8YRBfueG9uPyN+3DFwYtw+6dc2NtrN9a55CIvLJZurObOFG1rNXcGVks3azMBaKt5PPov/wfnDZwDR/cAzCYzBrr2YNC2gh5Ldm0yKZOGri4zHviXeaysrLQ7ZCLaQhwEi4iIiKhN9vba8feffh/ymmZMdTQ00INvffZqmE0mmM3Fc//qtcC/eel/wWrZC5PJZNT+vv68/8DaTABnz55FNptFd1cX+nr7cG6vY+31pWVkV1WYTGZoWg5dXXuQy5lx9uxZdHV1NT2OXH4VFjMftYm2G9YAExEREbWR2WzaMM+v1WLekPzq1tcCs/a32J49e2Cz2ZDNZote77afAxPMyGtZmGCGCXtgt9uxZ8+epsfw7Nzj+Lufe/Hs3ONN3zYRbQ4TYCIiIqIOsr4vMPv+Fuvq6sJVV12FxcXFor7SFksvrNZ+QNNgsfRheTmHq666qiW1v/eemsLzC0nce2qq6dsmos1hAkxERETUYfRa4OWV51n7W8JHPvIR9PX14cUXXyxKgru7zoXZ3IWFOTP6+vrwkY98pOn7Pq0+ikdf+iWs5i48+vIvcXrusabvg4gaxwSYiIiIqMPotcC5/Aprf0u47LLLcOutt6Knpwe/+c1vkEqlsLCwgDl1CfPqXvT29uPWW2/FwYMHm77v+56KIpNfwUDXOcjkVnDfqUjT90FEjWMCTERERNSBLr34ExjY+xZcevEn2h3KtvShD30I0WgU1157Lbq7u5HL5dDd3Y1rr70W0WgUH/rQh5q+T732t8e6ByaTCT3WPawFJtpmODQdERERUQcS+n4H7357HGaONFzWwYMHcfDgQXzxi1/E2bNnsWfPnpb0+dXptb+CrR8A0GXphbryMu47FcF/uuy/tGy/RFQ71gATERERdSgmv7Xp6urC4OBgS5Pf9bW/AFgLTLQNMQEmIiIiItokvfa3y9Jb9HqXpXfH9wXOa/l2h0BUMybARERERESbUKr2V7fTa4HPZlfwvv/vl/EXse/ikZeebXc4RFUxASYiIiIi2oT7nopiafUMABNWVhc3/AEmLGXP7Mha4MVsBunls/hfTzyM6374TSbCtO2x4wgRERERUYPyWh7Pzj2GXlsf8tpq2eV6bX14du4x5LU8zKadVwc11LMXGjTcnXwE9z79GP7g4jfhowevwFvPe0O7QyMqwgSYiIiIiKhBZpMZf/6OMDK5parL2i09OzL5BQATgL32buy1deFMdoWJMG1bTICJiIiIiDahy9qDLmtPu8NoG3NuFbZsFiaLBbBY0VcmEf7YZe/Eb5/7+naHS7scE2AiIiKibSKfz8JstrU7DKKavJT8Fabv+h848tPvwazlAYsVr7x+GM8N/zbODJ5vJMIvnp3HPz3+EB6ffRE/GPsUrGZLu0OnXYwJMBEREVGbaflVpJ/7EdLP3Q3HBVfCccFVMHGO37q98NwClpfL98PVdXdbse+Cvi2IqLXa2Z/4sft+iH/+1n/F8uICzPkcNLMZltwqXqf8X5x7+gk8If0Bkhfsx8LKMrqtNrjE38bHLnsnk19qO95ZiYiIiNoou/wSXkx+C4tzjwAa8MozESzOPYrzhz8KW/d57Q6vY7zw3AKul3+I5aVs1WW7e2z4aujqjk2CU0tzmHr0bvzs6Qfw7ovfjrE3X4nBnoEt2/9LyV/hn7/1X7GaWUbv4D5k0i/BZALyJjOydg22pTM4MP1TvPCO9+P3Dl7BPsC0rTABJiIiImqThdkH8PKp/47VlRQstn6YzXbk8xksqv8Hpx/5Is47cC32Dh1qd5gdYXl5FctLWVhtZtjs5WsZs5kclpeyNdUUbzeZXBZ3Kfdj6td3YXZpDlazBXc+/lPcf3oGY295L94rXgG7pfVN6P/tnggyS2exd2gfcppmvJ7X8sjlNeS6ejGQWcbHbV1wuz7c8niI6sEEmIiIiKgNXnnme0j/5p8ALQ+rfRCmV5uyms12mOyDWM2k8fzjfw/H6z+Acy76UJuj7Rw2uwVdXZUfcVez+S2KpnleOPMKvvgvISjqs7CYzDinV4DZZEZey0NdXsAdD04hduoX+NzvebFv7zkti2M1swLlX2Ow2rthMpmAVxPg1XweFpMZ/V3dOKe3D1g8g/n/8y9YzazAau9qWTxE9dqZ47ATERERbXPZpd9Ay2dgtTuM5FdnMplhsw9Cy2eQXXquTRHSdvLQS4/iyfQzELr6MNgzYPT9NZvMGOwZgNDVhyfST+Ohlx5taRzZ5UXkVrOw2Gyv7t8Eq9mMga4e7BfOwYX9g+ix2mCx2ZBbzSK7vNjSeIjqxQSYiIiIqA32OCTAZIamla6N1LQcYDJjz6C0xZHRdmU2mWGzlK7dtlmsWzIglq27FxarDbls9tWYTLh08Hwj8dXlsllYrDbYuntbHhNRPZgAExEREbVBr+N3YLb0IJ9bKvl+PrcMs6UHvcLbtjgyovKs9i6I/86F1cwytIL+v4U0TcNqZhniv7uSzZ9p22EfYCIiIqI2sNr60dv/FpxJJ2DBng3v5/PL2Ds4Aqutvw3REZX3W4c9ePJffoJF9WX0Cueu9QV+laZpWFRfhr1nL37rsLvhfayunsVq7mzV5ayWPbBaN35+NuMZVcVS5rXRxHvsNlwkCE3dB7UPE2AiIiKiNtkzKOFMKoF8bhmAqeCdtZq1PY7L2xIXbd7iSha9Xc0dkTmv5ZHNrZZsBp3NrSJfpjl9s503/Db8/p/8f3DfN/8aZ2ZfgNXevdbnN5vFamYZ9p69+P0/+UucN/zWhravaXn87AEXVrKzVZftsg3B+bv3b+hH36hnVBVX/+O3cTabMV7bY7Pjhx+9jknwDsEm0ERERERtssdxEFZ7P7R8Blp+peAvA6utH3scB9sdIjXguw88gn9/yzfx3Qceado2LzvvzbjUcTHUlQWkluaMZDev5ZFamoO6soBLHRfjsvPe3LR9VvLGd34AV//lP+K3Do/Bau9CPpeD1d6F3zo8hqv/8lt44zs/0PC2TSYzhP6DyGZVmE22sn/ZrAqh/2DTkl8AWMpkcTabgd1iQZ/dDrvFgrPZTFGNMHU21gATERERtYnV7sBFB28p2Q/YbOmB1S5sfVAdLpvJber9zfruA4/gcz/4GeaWVvC5H/wMAPDhtzdWE1po395z8KXDNxnzAL+yqMJqtmA1n8M5PQI8b7kS7xPfWXaQrFY4b/itOG/4rbjiuglklxdh6+5tWp/fSy7y4oXZODRosFn7NryfXV2AzdaPSy6Sm7I/vdnzU+kUAKDLYkH3qyNdZ3I543U2h+58TICJiIiI2mgtyRXaHEXn6+62orvHhuWlbNV5frt7bOjubv5jsJ78ruby2D80gJcXFpuaBNstNlx96btxxRskTD16N3729AN498Vvx9ibr8Rgz8Cmt98oq72r6YNdOfovx74hJ37z0v+C1bJ3Qz/j7Oo8Xn/ef4Cj/7JN72t9s+fFTBYDXWvHYzaZsJjJ4lN33gmAzaF3AibARERERNTx9l3Qh6+Grsby8mrVZbu7rdh3wcZaxc0oTH7P7euFyWTCuX29TU+CAWCwZwAfv3wM3svcWzL1UbvotcCruTNFtcCruTOwWrqbVvtb2Oy5y2LBQFcX7Na1NMluteJ1fXuR1zSs5HJsDr0DMAEmIiIioh2h2UltrUolvwBamgQD2NHJL1C6FrjZtb+FCps9F9KTYWCtOTR1tp39qSEiIiIiaqFyya9OT4JXc3l87gc/a+rAWO2Uz2tYzRU3NV/N5ZHPl54buFGXXOSFxdKN1dyZV/fR3NrfQiu5HJazWWRWi1sRZFZXsZzNYoXJ747QkTXAqqpicnISADA0NIRkMgmXywW3u/G5xkqRZRl+vx+iKFZcLhwOIxKJQHi1L4AoiggEAk2NhYiIiIi2l2rJr67VNcFb7cxiBjd9PY6zSxl8+forMTTQg9m5Jdz41buxp8eO2z7pxN5ee1P2tb4WuBW1vz12G/bY7DibzSCTy2Exk8Xr+vbCbrUis7qK5xfOoNe+VjO8x2ZHj72501vR1uq4BFhVVYyMjCASiUCSJON1WZZx8uTJpiWeiUQC4XAYslz+1yVVVXH48GGMjo4iFosZryuKAr/fzySYiIiIaIdaXMnilh/dj7mlFewfGiib/Or0JPip2Tnc8qP7cfXBNzV9nuCtcGYxg898LYaf/+o0AOCGr9yFz3/sD/D5b92Lh594EQDwma/FcPunXE1LgvW+wMsrz7ek9vciQcAPP3qdMQr0p+68E3ltrSY7r2notdvwtQ9+EPsdgxwFegfouCbQHo8Hbre7KPkFgFAohHA4jHg83pT9+P3+qsscPnwYTqcToVCo6HVZlhEOh5sSBxERERFtP71dNnz2qisw0NOFlxcWoWmVm/5qmoaXFxYx0NOFz151RUcmv/m8hpu+HsfPf3Uajv4eDA304uEnXsSfTP4THn7iRQwN9MLR34Of/+o0bvp6vGnNofVa4Fx+BecPOZve9xdYS4LfdN652O8YBPBac2i92fN+xyDedN65TH53gI5KgBVFQTweL1srOzY21pRa13A4DI/HU3GZYDAIRVFK7k8QBIyOjm46DiIiIiLavj789rfib/7w3bBazBWTYD35tVrM+Js/fHfHNn/OaxrOLq1NFWQ2mWC3WTA00Iv0wjKGBnpht1lgfrUm/OxSxqhFbYZLL/4EBva+BZde/ImmbbMUvTl0JpfDQmatSTSbPe8sHdUEWq9pLdcnd3h4GOFwGKqqGv1x66UoSsV96CYnJ+H1eku+F4lEGto3EREREXUWPZn93A9+hpcXFjf0Bd4pyS8AWC1mfPn6K3HDV+4yanztNgv2De0FAGSyOczOLeLgpefjy9dfCauleXVtQt/v4N1vj8Nsbm36UtgcWsdmzztLR9UAJxKJiomtnrROT083vI9QKFQ2sdVFo1Goqorx8fGG90NEREREO0O5muCdlPzqhgZ68PmP/QEG+3uQml8qei81v4TB/rX3hwZ6mr7vVie/Or05tP7H5Hdn6agEWFEUDA4Oln1fT471Wtx6RaPRioNe6Y4fPw4ARj9kfcCsRCLR0H6JiIiIqLOVSoJ3WvILALNzS/j8t+41kt1CelL8+W/di9m5pTJbIGqvjmoCnUqlKjZN1pNjVVXr3raqqlAUpaaplAoT3WAwCEmS4PV6kUgk4HK54Pf74XQ6K25jZWUFKysrxr/n5+cBANlsFtlsttxqLaHvb6v3S41heXUWlldnYXl1FpZXZ9kN5fWhy9+EXC6Hv7zzXjz1ior+ni789dW/jw9d/qaOO+5S5bWay+OGv7sLDz3xAoaEXtisZqxkV5GeX4Kjvwd2qwWDAz146PEX8Od/dxfC/vc3tRk0lbcbPl+V1HPcHZUAN5LY1mpycrLmAbRSqRQEQUA4HIbP5zNelyQJkUgEBw4cQCQSqZgET05O4gtf+MKG10+cOIHe3t76D6AJCqdyou2P5dVZWF6dheXVWVhenWWnl9deANdcNIDoky/imosGsPelp/DjHz/V7rAaVlheeU3DXPplZDIZzM+twmQyYWEph73dZjz34gr6eizQNA2ZTB5q+mXcdddPjEGxaGvs9M9XOYuLizUv21EJcK1mZ2frWj4ej8PlctW8vJ6Il2qOLQgCnE4nZFlGMpksu42JiQl8+tOfNv49Pz+PCy+8EEeOHEF/f3/twTdBNptFLBaDy+WCzcYR7rY7lldnYXl1FpZXZ2F5dZbdVF7vB/CXmSx6O3jk4HLl9a73ZOD/xk/xi0d+Ay2v4e2/fQH+8ror8F+/fT8efvJFmEwmvGvk9Qh84j3Y29OceYCput30+SpFb01bi45KgAVBqKkWeGhoqK7txmKxuqZP0uMoV8PrcrkQjUaRSCQ2zFes6+rqQldX14bXbTZb2y7adu6b6sfy6iwsr87C8uosLK/OslvKa2CHHOP68nLYbPjbP7sSN309jrNLGXz5+isxNNCDr974Ptz41buxp8eO2z7pxN5eJr/tsFs+X+vVc8wdlQBXGgALWGuaDKCuKZCCwSAmJibqjqPSVEt6nNPT02UTYCIiIiKiTrS3146///T7kNc0o4/v0EAPvvXZq2E2mWA2s9kzbV8d1StdFEUjyS1Frx2uNoevTlEUCIJQ95zBtSa1reyzTERERETULmazacMAV1aLmckvbXsdVQMsSRLi8XjZ9/Xpj6qNwKxLJBKIRCKIRCJlt3X06FGjRlfvVH7o0CFjLuBSybOepLP2l4iIiIiIaPvoqBrg8fFxACg73+7JkydrTn4BwO12IxaLlfzT+wQfO3bMeK1wPQBlk3F98KvR0dGaYyEiIiIiIqLW6qgEWJIkOJ1OHD9+vOT70WgUfr9/w+uqqsLv91esPa6HKIpwu90V4/D5fHU3rSYiIiIiIqLW6agEGAAikYgxwnIhWZbh8/lK1gCHw2EEg0F4PJ6a96M3Yy7X5/jYsWNIJBIIh8NFr3s8HoiiWNeo0kRERERERNR6HdUHGFgb4XlmZgZ+vx+CIGBoaAjJZBIul8tomrye0+mEIAgYGxurun1ZljE9PW30AdYTWqfTWZTUFsahJ9aqqsLj8cDr9TbhSImIiIiIiKiZOi4BBtaSz1AoVPPykiQhnU7XtGw92603DiIiIiIiImqfjmsCTURERERERNQIJsBERERERES0KzABJiIiIiIiol2BCTARERERERHtCkyAiYiIiIiIaFdgAkxERERERES7AhNgIiIiIiIi2hWYABMREREREdGuwASYiIiIiIiIdgUmwERERERERLQrMAEmIiIiIiKiXYEJMBEREREREe0KTICJiIiIiIhoV2ACTERERERERLsCE2AiIiIiIiLaFayt2vD8/DxSqRRUVYUoiujv72/VroiIiIiIiIiqakoC/NBDDyEejyMWi2F6ehqqqgIANE0zljGZTBAEAYODg3A6nXC5XLjmmmuasXsiIiIiIiKiqjbVBPrYsWO45JJLcPjwYTz55JNwu92Ix+NIpVJIpVLI5/PGXyqVwvT0NG699VaIoohbbrkFFosFn/jEJ/DUU0816XCIiIiIiIiISmuoBvh73/seJicncejQIYRCIRw+fLjqOgMDAxgYGMCBAwcAADfddBPm5uYwNTUFt9uNQ4cOIRAIsKk0ERERERERtUTdCfDHP/5xmEwm3HPPPRgYGNjUzgcGBnD06FEcPXoU0WgUHo8HgUAAl1122aa2S0RERERERLReXQnwzTffDFmWcfnllzc9ELfbDbfbjZtvvhmCIGD//v1N3wcRERERERHtXjX3AX7wwQcxMTHRkuS30K233oqZmZmW7oOIiIiIiGgzcvnVdodADag5Ab788ss33eS5Vh/60Ie2ZD9ERERERET1enbucfzdz714du7xdodCddrUKNBERERERES7zb2npvD8QhL3nppqdyhUp6bMA0xbK5fLIZvNNm172WwWVqsVy8vLyOVyTdsutQbLa3uy2WywWCztDoOIiIha7LT6KB596Zewmrvw6Mu/xOm5x3DhwJvaHRbVqOUJ8KFDh3Dy5MlW72ZX0DQNL7zwAlRVbfp29+3bh9OnT8NkMjV129R8LK/tSxAE7Nu3j+VCRES0g933VBSZ/AqErnOhrryM+05F8J8u+y/tDotq1NIE+LbbbsPMzAy+9KUv4S/+4i9auatdQU9+zzvvPPT29jbtITufz+PMmTPYu3cvzGa2it/uWF7bj6ZpWFxcxEsvvQQAeN3rXtfmiIiIiKgV9NrfHusemEwm9Fj3sBa4w7QsAX7qqafg9/thMplwyy23wO124+KLL27V7na8XC5nJL9DQ0NN3XY+n0cmk0F3dzcTqg7A8tqeenp6AAAvvfQSzjvvPDaHJiIi2oGM2l9bPwCgy9LLWuAO05Kn54ceeggjIyPw+XwA1uYPdjqdWFhYaMXudgW9z29vb2+bIyGicvTPZzP76BMREdH2sL72F8CGWmDa/pqeAH/ve9+DJEmYmJjAxMQEAOCmm27CNddcg/379+MHP/hBs3e5q7BvIdH2xc8nERHRzqXX/nZZiiukuiy9yORWcN+pSJsio3o0JQF+6qmncPvtt+OSSy7BzTffjFgshs985jNFywQCAYRCIdx00004dOgQbr/9dszPzzdj90RERERERC1TqvZXx1rgztKUBPjWW2/FiRMnEAqF8MQTT+Dw4cMll3O73XjyySfh9/tx4sQJTE5ONmP3tMPE43EEg8Gal5dlGQ6HA/F4fFPLtIuiKPD7/XA4HBgeHobf799UnPF4HLIsQ5ZlRKPRmvepjy7u9/sxMjICk8kEWZaRSCQajkWPZ2RkBCMjI5vaDhEREVG73PdUFEurZwCYsLK6uOEPMGEpe4a1wB2gKQnwHXfcgRMnTpRNfNdzu91MgKmsUCiEUChU1/KiKNa9jN/vh8fj2bBsOBze8Fq5ZZtBFEUEAgGIogin04lAIACn09nw9jweD0KhEDweDwRBALDxmErtU182EAhgfHwcgiAgFApBkqSGYwFgbL/Z03cRERERbYW8lsezc4+h19aHvLaKXIm/vLaKXlsfnp17DHkt3+6QqYKWzwNM29/KygrS6TS6urqMkWzbaXBwEIqiQFGUqontZrhcrpJJ2czMTM3LNtPg4OCmt5FIJIztFCbRpY6p0j71ZLhZmnFsRERERO1gNpnx5+8II5Nbqrqs3dIDs4mzdGxnTIB3sYceegjf+c538KMf/QgrKyvo6urCVVddhWuvvRYHDx5sS0zRaBSBQADxeByhUAiBQKBl+ypVyxoOhzE9PV3TstvV+uS13DERERERUW26rD3osra/oog2jwnwLhWNRjExMYGFhQX09vbCYrFgZWUF3/nOd3DnnXfi1ltvxYc+9KEtj0tRFAiCALfbbSTDpQSDQQiCULFmsdIyiUQCR48ehaqqSCaTANb6qsZiMSiKYvRB9vl8JZeNRqPw+/1IpVKIRCJwOp1QFAUjIyMYHR1FKBRCNBqFKIpGTbbb7d7s6QEA3Hbbbdi3bx9eeOEFDA8PG9tNJBIIhUJG/KIoQhCEksfUCFVVEQ6HIYoiYrEYZFkuah6tv6eqatljTiQSRu3+7OxsS3/gICIiIiJajwnwLvTQQw9hYmICS0tLeP3rXw+TyYRcLgeLxQKHw4EXX3wRN998My655JItrQlWVdWovZRlGcFgEIlEYkMfVL/fj+HhYXi9XmO99f1zqy0jSRICgQBkWTZe02t5FUUpShJLLet2uyEIAmRZNtYTRRETExPw+XzweDwYHx83EkCXywVRFDfdn9bj8cDj8eDIkSPo7+/HlVdeaWxXkiTIsox4PL4hyV1/TIWmp6c3DDoWi8U2LDc5OQlZlo3Ednh4GDMzMxAEwRhsq/Acrh/IK5VKIZVKGedkeHgY4+Pjmz4nRERERES1YgP1Xeg73/kOFhYWcP7555ccxv3888/HwsICvvOd72xpXFNTUxgbGwMAI6k7fvx40TKqqiIYDBqJLbDW5LcwiaplGaC+fqmllnU6nUilUkWjJAuCAEVREI1Gi2o/XS5XXQN7ldKq7Y6OjsLn8xX9lRrwa31SK4pi0b8jkYjRT1oURYyOjhatr6pqUVNyvXaciIiIiGirsAZ4l1lZWcGPfvQj9Pb2bkh+dSaTCb29vfjRj36EL37xi+jq6tqS2GKx2IaBpsLhcFEz2Xg8XnWAplqWaRav12uMWh2PxzE2NoapqSkIglCUHM7Ozm4q2dOTT327i4uL6O3t3fR26xGJrA3rrzdx1mt0gbUa8VAoBIfDAUmSMD4+vqHGef2AZoIgGOsTEREREW0FJsC7zNmzZ5HNZmGz2SouZ7PZkMlkcPbs2S1JgFVVLWoyDKwllw6Ho2Qz6K1SbSRqWZYxMjJi9L11Op1QVdWYXkin///IyEhRwqo3ma4mkUgUbXd+fh79/f04cuRI04+pUgyTk5NwuVxwOp0bthGLxZBIJHD8+HFjirNG+xsTEREREbUCm0DvMnv27IHNZkM2m624XDabhd1ux549e7YkrqmpqQ0DJunNlgub+EqSVHU6olqWqVVh8+ZSRFHE4OAgotGo0UxakqSStbKqqmJmZgbpdNr4qyVB1Gt+K223HtWOqRRVVXH48GEEAgF4vV5jsCtgLaHW5xnW+0ufOnVqQ/N1IiIiIqJ268gEWFVV+P1++P1+BINByLJsDMLTTLIs1928tJF1tpI+1dHi4iI0TSu5jKZpWFxcxFVXXbVlzZ/LzVM7Pj6Oqakp49+iKMLr9RoJF7B2Peg1pLUuU05hv1RFUWqqeZZlGUePHjVqeZ1OJ0ZHRzdck+sHhVqvXHNgv99v1Pw2st1Kx1Run+vPk6IoRg30+nX181p4vvX9VtLqeZWJiIiIiNbruCbQqqpiZGQEkUik6EFelmWcPHmyadOqJBIJhMPhopF/W7FOO3zkIx/BnXfeiRdffHHDQFiapuHFF19EX18fPvKRj7Q8lng8Dr/fj0QigeHh4aIaUX1aIlVV4XK5IMuy0dc0GAwWJYKSJGFychKCIMDpdFZdZnBwEH6/H4qiwO/3G9eNnjwXjiKdSCRKLqvzer1IJpNF/Y5jsZgxTZJeM1xuGiRFURAKhYxEUh+ROZlMYmpqCqqqGtuIxWLw+Xx47rnncMEFF8BsNhdNg1QYpz7Ccqlj0vepJ7Z+vx8TExMQBAF+vx/RaBSqqkKWZWO6I5/PB7/fj0OHDgFY6xOs70c/dv18K4qCY8eOlYwrEAggGAxienraOD/NmiKKiIiIiKgSk1auGrAJ5ubmMDg4iFwu17Rtulwuo5nleg6Hw5iTtRn7icfjmJmZqbn/aSPr6Obn5zEwMIC5uTn09/dveH95eRmnTp3CgQMH0N3dXde2S/ne976Hm2++uWge4Fwuh8XFRfT19bVtHmCqLp/PG32AzeaObMSxY5X6nGazWfz4xz/G+9///qp976n9WF6dheXVWVhenYXl1Vl2e3lVy6UKddTTsz4Sbrka1rGxsabUAIfD4ZLTwDR7nXb60Ic+hGg0imuvvRZdXV3I5XLo6urCtddei2g0yuSXiIiIiIh2nI5qAq0PhlSub+Hw8DDC4TBUVW14Ghy9r2Q9o+Q2ss52cPDgQRw8eBB//dd/jRdeeAH79u1DT09Pu8MiIiIiIiJqiY6qAU4kEhUTWz0BnZ6ebngfoVAIXq+35etsJ11dXXA4HFs24BUREREREVE7dFQCrCiKMRhQKXpy3OgozNFotO4BrBpZh4iIiIiIiLZey5tAN3OMrVQqVbGZsZ4cNzK9iqqqUBSlrtFoG1lHt7KygpWVFePf8/PzANY6sJeaozebzULTNOTzeeTz+br3V4leRvr2aXtjeW1f+XwemqYhm83CYrEAgPF5rjb3Nm0PLK/OwvLqLCyvzsLy6iy7vbzqOe6WJsADAwOIRCJN214r5w2dnJysewCtRtYpXPcLX/jChtdPnDiB3t7eDa9brVbs27cPZ86cQSaTaWif1SwsLLRku9QaLK/tJ5PJYGlpCffddx9WV1eL3ovFYm2KihrB8uosLK/OwvLqLCyvzrJby2txcbHmZVteA9yO0YRnZ2frWj4ej8PlcrV8nUITExP49Kc/bfx7fn4eF154IY4cOVJ2GqTTp09j7969TZkGqZCmaVhYWEBfX1/RnMC0PbG8tq/l5WX09PTg93//94umQYrFYnC5XLtyWoJOw/LqLCyvzsLy6iwsr86y28tLb01bi44aBVoQhJpqgYeGhurabiwWq7smt5F1CnV1dZUcdMpms5W8aHO5HEwmE8xmc9PnftWb0erbp+2N5bV9mc1mmEymkp/jcp9t2p5YXp2F5dVZWF6dheXVWXZredVzzDU/PT/11FONxNKQcvuqNAAWsNZHGEBdUyAFg0FMTEzUvHyj6xARERHVK5/fnf35iIhapeYE2OFwbEnS99Of/hSJRKLke6IoGkluKXrtcK3z8SqKAkEQ6kqYG1mHiIiIqB5afhWpZ+/EqekbkHr2Tmj51eorERFRVTU3gR4YGIDX68WRI0cwMTGBd7/73U0NZH5+Hj6fD5dccgk+85nPlFxGkiTE4/Gy29CnP3I6nTXtM5FIIBKJlByoS9/W0aNHjZrnWCzW0DpUn3g8jkQiAZ/PV9PysixjamoKkUikbNnXsky7BYNBAK819Xe73YhGo1XPQyKRwNGjR6GqKpLJZNF78XjcuFbf9ra34fTp0wiHwxgcHITb7cbExAQEQYDf7zfOu9frhSzLkCSp4WOJx+Pw+/0AgJmZmYa3Q0S0G2WXX8KLyW9hce4RQANeeSaCxblHcf7wR2HrPq/d4RERdTatAR6PRxsbG9PuueeeRlYvMjc3pwWDQW10dLTq9mZmZjQA2szMTMn33W635nQ6Nx2TpmlaJBKpuK9mraObm5vTAGhzc3Ml319aWtL+7d/+TVtaWqp729XkcjktnU5ruVyu6dtuhNvt1kRRrGsdSZK0WCxW1zI+n09zu90blguFQhteK7dss3i93g3XjdvtLrnPUuUVi8VKnjNBEIz39WOXJEnzer0blg0EAsbyzVAupp2s1Oc0k8lo//N//k8tk8m0MTKqFcurs+zE8pp/5V+15MlPaY/d/0fak//6cU05eb325L9+XHvs/j/Skif/TFt45YF2h9iwnVheOxnLq7Ps9vKqlksVamgQrKmpKTz44IPw+/3weDwYGxuDx+PB6OhoyRGM13vqqacQj8dx4sQJPPjgg5BlGSdPnqy6niRJcDqdOH78eMnaqWg0WrLGVVVVTE5OwuVybdvav630wnMLWF5+rSlVPp/HmbNnsHdPrmhQpe5uK/Zd0Lfl8Q0ODkJRFCiKUnNz9ka4XK6Sg6qVqrEst2yzTE1NIRQKFb127NgxHD16tKb1S/WPTyQSxuuF1325vvTNbtZfrc8+EREVe+WZ7yH9m38CtDys9kGYTGvfyWazHSb7IFYzaTz/+N/D8foP4JyLtn6WDSKinaDhUaAvv/xynDhxAoqiIBwOw+fzIZFIwOFwGEnL4OCg0ZwzlUpBVVWjD63T6YQsyzh8+HBd+41EIhgZGcH4+HhREizLMnw+X8kENxwOIxgMIhwOI51O17Qfva9xpT7HzVhnq73w3AKul3+I5aXiQTXyeQ1mc/GUOt09Nnw1dPWWJsHRaBSBQADxeByhUGhTI21XU+5amZ6ermnZZtI/G4UJvyAIm5pqS98GERF1huzSb6DlM7B1nbvhPZPJDJt9ENmVl5Fdeq4N0RER7QybngZJFEXceuutxr8ffPBBpFIpKIoCVVUxOzuL4eFhIxkWRREHDhxoeH+CIGBmZgZ+vx+CIGBoaAjJZBIulwtut7vkOk6nE4IgYGxsrOr2ZVnG9PS00Z/X4/FAFEU4nc6yyVgj67TL8vIqlpeysNrMsNktay9qQD6Xh9liBl7NgbOZHJaXskU1xVtB/4FE7/9a7vwFg0EIglCxlrHSMqX6zcbjccRiMSiKYvTH1X/YWb9sNBqF3+9HKpUy+hUrioKRkRGMjo4iFAohGo1CFEUjsS13fQJrrRtcLhdCoVBRsu31ejcc0/79+/HrX/8ab3nLW8pe04lEAqFQyDiWavsvR1VVhMNhiKKIWCy2oW+w/l5hAr9+P4lEwqjRn52d3XafCSKi7WKPQ8LC7APQtLxR+1tI03KAyYw9g42P0UC0Fda3NiynXa0NaXdr+jzAl19+OQDUXbNbD0EQNjQXrUSSpJprfuvZ7mbWaTeb3YKurleLX1ubZ9hisRgJMACsZvNbGpOqqkaNpSzLCAaDSCQSG5q7+/1+DA8PG8mhqqrweDx1LSNJEgKBAGRZNl7TE09FUYoGniq1rNvthiAIkGXZWE8URUxMTMDn88Hj8WB8fNxIBl0uF0RRLDuwVCQSgcvlMmp8nU4n/H5/UTKsb/Oaa67B/Pw83G43LrnkkpLblCQJsiwjHo+XHERrenraSPJ1pboPTE5OQpZlI7EdHh7GzMwMBEFANBrdcN7WD1KXSqWQSqWM8zA8PLyh9QYREa3pdfwOzJYe5HNLsFj3bHg/n1uG2dKDXuFtbYiOqDblWhuW0o7WhkQ1T4NE1GpTU1NGjaaeLB4/frxoGVVVEQwGi2pGBUEoSqhqWQaor49qqWWdTidSqVTRtF2CIEBRFESj0aKaUL12txxRFJFMJhGLxeDz+aAoClwul5FkNrLNSkZHR+Hz+Yr+1v+IoO+3MKkVRbHo35FIpGj6sdHR0aL1VVUtSuL1GnEiItrIautHb/9bkM8vl3w/n19G78BvwWqrPt4KUbsUtjbs2WMr+2e1mdvS2pCo6TXARI2KxWIbBpoKh8NFTWbj8XjVfq21LNMsXq8XoVAIoVAI8XgcY2NjmJqagiAIRYni7OxsTYmf0+k0ms77/X4cPXoUbrfbOKZ4PI58Po/FxcWat7kZ+hRKehNnvUYXWKsFD4VCcDgckCQJ4+PjG2qb1w9iJgjCtu4jT0TUbnsGJZxJJZDPLaOoWRa0tfcdl7clLqJ6FbU2LGOrWxsSAUyAaZtQVbWoyTCwllw6HI6SzaC3SrWRqGVZxsjIiNHf1ul0QlVVow+4Tv//kZGRoqR1YmICXq8X8Xh8Q9/ZQCCAYDAIVVWLtpnP5zE/P4+rr766aNTuVkgkEkUjqK8/F/rc2MePH8fk5CQA1Dx/MxERbbTHcRBWez/yq0sb3rPa+rHHcbANURER7RxMgGlbmJqa2jDgk95sWa9hBdb6tlabjqiWZWqVSCQqJsCiKGJwcBDRaNRoJi1JkpEMFlJVteQUS6qq4uTJkyUHqRJF0TgP5bbZqtpuVVVx+PBhzMzMGOdAP69602iv1wtJkiBJEiYmJnD48GEmwEREm2C1O3DRwVuQz21MgM2WHljtwtYHRUS0g7APMG0LpRJDABgfH8fU1JTxb1EU4fV6EQ6HjddUVUUikSjqi1ptmXIK+6gqilJTzbMsyzh69KhRy+t0OjE6Omr039WtHyCqUDgc3vB+Ya1wI9ssp1wT5PXnRh/JvfAHAH1d/VwWnmNgY5PnavsgIqKNrHYB9p7Xbfhj8ktEtHmsAaa2isfj8Pv9SCQSGB4eLqo91KclUlUVLpcLsiwb/U6DwWBRMqjXkOpzTFdbZnBwEH6/H4qiwO/3G/2M9eS5cBTpRCJRclmd1+tFMpksqomNxWLGNEl6zXClaYj0ba4fmblwX/o2X3nlFfT09KCnpwdjY2Ml41v/2vj4uDF6up7Y+v1+TExMQBAE+P1+RKNRqKoKWZaN6Y58Ph/8fj8OHToEYK1PcOH2ABQN1HXs2DEAKBlTMBjE9PS0cU4amZaJiIiIiGgzTJqmae0OgoD5+XkMDAxgbm4O/f0bR3dcXl7GqVOncODAAXR3dze8n6eUNK733lnTPMCr2Ty+Gv4g9ouOhvdHzaf3Ae7v7295H2CqT6nPaTabxY9//GO8//3vh81ma3OEVA3Lq7OwvDoLy6uzNFpe+rNmzx5bxUGwVlZWsXQ2y2fNJtntn69quVQh1gDvMt3dVnT32LC8lC0aeS+f12A2m4qX7bGhu5uXCBERERER7QzMbnaZfRf04auhq4vmXMvn8zhz9gz27tlbVKPY3W3lxOREREREVLdsJrep94lahQnwLrQ+qV1rUmthk1oiIiIi2pRyrQ1LLsvWhtQGvOKIiIiIiKgpSrU2LIetDakdGk6A5+fn4ff7jWlYXC4Xbr311qqdjomIiIiIaOdiUkvbWUMJ8IMPPgin04l0Om28lkwmMTU1hXvuuQcHDx5sWoBEREREREREzdBQh0+PxwOHw4FIJIKZmRnMzMxgamoKF198Md7znvc0O0YiIiIiIiKiTau7Bvi2226DKIo4ceJE0euXX3453G43ZFnG7bffjs985jNNC5KIiIiIiIhos+quAY7H4wiHw2XfD4VCOHny5KaCIiIiIiIiImq2uhPgVCqF/fv3V1xG07RG4yEiIiIiIqJtKJevPrr3dld3AlxLcjs4ONhQMERERERERLT9PDv3OP7u5148O/d4u0PZlLoT4FqSW0EQGomFCMBaM/tgMNiybY+MjGBkZKQl26+HLMtwOBzGVGKlKIoCv98Ph8OB4eHhitsbHh6Gw+GA3++HqqpNjXV9HIVToNUrHo9DlmXIsoxoNFrz/vRj8vv9GBkZgclkgizLSCQSjR6WEc92uSaIiIiItqt7T03h+YUk7j011e5QNqXuBNhkMjVlmdtvv73eXVML5bV8u0MwhEIhhEKhlmzb6XQiEAg0PUFsRCgUgiiKFZcRRRGBQAATExNIpVJlk714PA5JkjA2NoZAIGD8COX3++HxeDYdqx6HKIrGOXQ6nQ1ty+PxIBQKwePxGHGuH1eg1P70ZQOBAMbHxyEIAkKhECRJ2syhbatrgoiIiGg7Oq0+ikdf+iWs5i48+vIvcXrusXaH1LCGpkFqhuPHj7dr11QgtTSH0EMReH/6XxF6KILU0ly7Q8Lg4CAURYGiKC3bfqcRBAFjY2Nlfxgol7y5XC6Mj483LY7NnrtEImFsw+l0Gkn0zMxMXftrdiuTTrwmiIiIiLbKfU9FkcmvYKDrHGRyK7jvVKTdITWs7mmQTp48iW9+85twOBxll0kkEviHf/iHsu8nk8mWJTdUm0wui7uU+zH167swuzQHC8z44RM/w8+fTWDsLe/Fe8UrYLfYtjyuaDSKQCCAeDyOUCiEQCCw5TFsV7Is4/Dhw/jGN75R9LqqqmVrkhutpW2l9clrOBzG9PR0e4IhIiIioor02t8e6x6YTCb0WPcYtcAXDryp3eHVre4EWFVVeL3eistomoZYLFZxmVqaSVNrvHDmFXzxX0JQ1GdhMZlxTo8ALa/BZDZBXVnAHQ9OIXbqF/jc73mxb+85WxqboigQBAFut9tIhgvF43H4/X4AwLFjx4ya4tnZ2Q3Lrm9Wu/66TSQSFdcPBoNGYqkoCnw+H4C1JN3v90OSJMiybFzr+vr6eoqiQBRFuN3uom0KgtBQjaMkSRgcHEQ0GsWRI0eM16enp0smuolEAkePHoWqqkgmkwDqO3+bUeocJBIJhEIhKIpivC8IAmKxmPEaAOM8N0JVVYTDYYiiiFgsBlmWi5pI6++pqlqyfKpdE0RERES7jV77K9j6AQBdll6oKy/jvlMR/KfL/kubo6tf3QkwANx6661V+y5Wkkwm+WDZRg+99CieTD+Dwe4B2CxWQANyyMFsMmOwZwDZ3CqeSD+Nh156FO/de8WWxaWqqlE7KMsygsEgEolEUQKj99eUZRmpVMpIXoaHhzE+Pm4sGwwGixKYeDyOaDRqLJ9KpSqu7/F4IMuykVgqigKXy4VYLGasMzk5icHBQYyPjxtN+j0eD8bHx41lXC4XRFGEJEnw+/0YHh42EnFVVevun+t2uzE1NVWUAJdr/ixJknGu6j1/m1HpHMiyjHg8viHJLfyBYb3p6ekNg6KV+4FtcnISsiwbie3w8DBmZmYgCIIx4FZhmRYO5FXtmiAiIiLabdbX/gLo+FrguhNgSZJw0003bXrHU1OdPXpYpzObzGvJbwk2ixVm09Z3D5+amsLY2BgAGAnT8ePHNyQgeh/hwlpPvbZRkiSoqgq/3490Om28HwqFcOjQIePfqqqWXT+RSCAejyMSiRS9n0qlEI/H4XQ6IQiCsTyw9rlQFAXRaLRoPZfLZTTlDgaDRdOICYJQd3IlyzKGh4fxpS99Cf39/UUxlFKqprna+duMSueg0YHNRkdHNyTHgiCUbDatJ7X6jwyiKCIejxtJbSQSwdjYGARBgCiKGB0dNdatdE0QERER7Ubra391nVwLXHcCXFibtBnN2g7tHLFYbENtZjgcLtlaYH0LBEEQkEqlAKzVGAqCUNTXtDAhq2X9Ui0c9Ga1epK0fpl4PA5BEIpqFWdnZ42krBkDN+k/DPzgBz/A9ddfj0QiUdSEt57tFCo8/kYVHmepc7AV9HLWmzjrtbrAWu15KBSCw+GAJEkYHx8vSqxbcU6IiIiIOlWp2l9dJ9cC150AHz16tCk7btZ2aGdQVbWo2Syw1mfX4XBsaAZdy7Y2G0uj6+nT9uj0/y83322hkZGRokRxYmKiZLPgo0eP4o477sD111/fkjm3a41jvUQiUfEc1Ervm9uIRCKByclJuFwuOJ3ODduJxWJIJBI4fvw4JicnAWyuzzERERHRTnXfU1EsrZ7BXrsDK6uLJZYwYSl7puNqgds2DRK1V17LI5tbLfleNre65fMCT01NbajJ1JsI19t0Vm8GvV6tia3T6SxZY6koSlEz6lL7LbWeqqplYyo0MzODdDpt/JVLzMbGxvDwww8jGo0WNeFtllrjKKTX/FY6B7UqN9dxNaqq4vDhwwgEAvB6vcZgV8Ba2emDoul9o0+dOsXp2IiIiIhKyGt5PDv3GHptfchrq8iV+Mtrq+i19eHZuce2PHfYjJYmwA899BAmJiZw5ZVX4hOf+ETFqZFo61x23ptxqeNiqCsLSC3NGRdsXssjtTQHdWUBlzouxmXnvXnLYio3D+z4+HhN/cULEyx9AKT1AycVNsuttL4kSRgdHS1aXk/KKjU3djqdGB0d3VDbG4/HIYoivF5v0cjUqqoatabV6KM4A2s/DLzrXe/C1NRU02qAa01QyzUJ9vv9Rs1vuXNQjt7XFsCGPrfl9lcqXkVRNkwJpa+vn+f1I4NXqmnebEsCIiIiok5lNpnx5+8I46bf/29V//78HeG2jB/UqLojve2222A2m2GxWGCxWDA0NITx8XE89NBDRct94hOfwMjICAKBADRNw+zsLO644w5ceumlePjhh5sVPzVg395z8KXDN+Hjl49hoGsvXllSoa4s4JUlFUJXHz5++Rj+9rBvS6ZAisfjGBkZQTgcLpmw6v2CXS4XotEoEokE/H4/FEUxpvMJBoOYnp5GKBQyEq9IJILZ2VkEg0FEo1FjBOha14/FYojFYgiHwwiHwzh+/LiRpMfjcQQCAWMbhTWesVgMJ0+eRDgcLtovsDYQl6qqxuvxeBySJGFycrJsgqgoijEitizLxr6uu+46Y8AwfdCveDxuTHOkJ9frj7XW4y8Vh9/vNwYICwaDRkx6M3V9wK1y52D9vvUfFfQfB/Rj0BNifdnCYwLWkm39XMqybGxHkiT4fD74/X5jv5FIxBgxWv+xQH8vHA7j2LFjDZ8TIiIiop2sy9qDvq7Bqn9d1p52h1oXk1Y4LG2NHnzwQXg8HoRCIRw+fHjD+x//+Mdx7NgxHD58GJFIBAMDA8Z78Xgcn/jEJzAzM4P+/v4N6+5W8/PzGBgYwNzcXMnzsry8jFOnTuHAgQPo7u5u2n5TS3M4/uu7cM+pX+LwgX+P8be8F4M9A9VXpLbJ5/OYn59Hf38/zObO+bVtNyj1Oc1ms/jxj3+M97///bDZbG2OkKpheXUWlldnYXl1FpZXZ9nt5VUtlypU9yBYc3NzuPnmm/Hkk0+WfT8cDsPhcODEiRMb3nc6nfjGN74Bv9+Pb3zjG/XunppssGcA8mUejB9wQRgQmFAREREREdGOVXe2c+utt+LWW28t+77eX3NiYqLsMuUGGaL26aR2+0RERERERI2oO+tJJBK4/PLLy74fi8VgMpmqTn3SQMtrIiIiIiIioobVnQBXS1z16VAuu+yyiss5HI56d01ERERERETUsLoT4EqJ64MPPghVVavW/s7NzbEGmIiIiIiIiLZUQwlwuWmMQqEQTCYTxsfHK27j1ltvhSzL9e6aiIiIiIiIqGF1J8CBQAD/+T//Zzz99NNFr99+++0Ih8MQBAHXXHNN2fUfeughpNPpktMnEREREREREbVK3dMgDQwMYHJyEpdffjkOHToEQRCQSCSQTCYhiiJisVjJ9ebn5xEKhXDzzTcjEolsOnAiIiIiIiKiejQ0943T6cSpU6fgdDqhaRouv/xyhEIhPPnkkzhw4EDRsqdOncLHP/5xuN1uxGIxHD58GHfccQduv/32phwAERERERERUS3qrgHWDQwM4Kabbqq63IEDB3DHHXc0upuSVFXF5OQkAGBoaAjJZBIulwtut7up+5FlGX6/H6Iolnw/kUggFAohlUohkUhAFEV4PB54vd6mxkFERERERESb11ANcDupqoqRkRGMj48jEAjA5/MhFAohFovB7/c3bT+JRALhcBiqqpZ8PxwOY3p6GqFQCJFIBMlkEn6/H36/H8PDw2XXo+ri8TiCwWDLtj0yMoKRkZGWbL8esizD4XAgHo+XXUZRFPj9fjgcDgwPD1fc3vDwMBwOB/x+f8uuv2AwiGAwiHA4jGAwCEVRaiqrRCKBkZGRkscQj8chyzJkWcbXvva1ouMtPBa/34+RkRGYTCbIsoxEItHwcWyn64CIiIiItk7LE+AHH3wQFouladvzeDxwu92QJKno9VAohHA4XDGZqEelZFpRFKiquqGm1+l04p577oGiKPB4PE2JYzcKhUIIhUIt2bbT6UQgENgWP1CEQqGyrQt0oigiEAhgYmLCaGlQSjwehyRJGBsbQyAQgCAIANau42Zdi7Isw+l0wufzwev1wufzwe/34+TJk1XXlSQJgUCg5HsejwehUAgejwdvfvObEQgEIIqiUVb6sQQCAYyPj0MQBIRCoQ33gHpsp+uAiIiIiLZOR9UAK4pi1BaVoj/8b1Y4HK6YNIRCobLNnCVJgtPpRDweh6Iom45lq+S0XLtDMAwODkJRlJadv8HBwZZst5UEQcDY2FjZHwbKJXIul6vqtGS1mpqa2pB0Hjt2rOb1S533RCJhvO50Oo05xMuVkZ4MN0MnXgdEREREtDkdlQDrD//las2Gh4cRj8c3VaujJ12Vaubi8TgOHDhQNkHTk4TNNNHcSr+ZfwL/8NCN+M38E+0OBdFo1KgBbFUtcKeSZRlTU1MbXldVtez16nQ6m9Y3XlXVDde8IAhwuVyb2m4zk1oiIiIiokoaHgSrHRKJRMWHZT0JmJ6eNmqS6hUKhRAIBCo2pR4cHEQikdgxzSfvOzWFlxafwn2npvCfLv/LtsaiKAoEQYDb7TaS4ULxeNxonn7s2DGjpnh2dnbDsuFwuOjf62vtE4lExfWDwaBxTSmKAp/PB2AtSff7/ZAkCbIsG1N/6evr6ymKAlEUixLQYDAIQRAaqn2UJAmDg4OIRqM4cuSI8Xq56z2RSODo0aNQVRXJZBJAfeev1P5dLhdCoVDR/taf10rHvz6+UChk9COutGwlqqoiHA4b07DJslxUU62/pyfw6/dT7TogIiIiop2joxJgRVEqJg56ctxo09loNFq2eXWhWCxmPEiXixPApvoobpXT6qP49cu/hNVkx6Mv/ytOzz2GCwfe1JZYVFU1ylCWZQSDQSQSiaLzqPfdlGUZqVTKSGSGh4cxPj5uLBsMBouSmXg8jmg0aiyfSqUqru/xeIw+r8BambpcLsRiMWOdyclJDA4OYnx8HMePHzfWGx8fN5ZxuVwQRRGSJBkDpOkJo6qqdffPdbvdmJqaKkqAy/0Qo/e7Lbymaz1/pUQiEbhcLqPG1+l0wu/3FyXDlY6/VHyyLCMejxs/LhSanp7eMMBWqXnGJycnIcuykdgODw9jZmYGgiAgGo0asQKvdaPQVbsOiIiIiGhn6agm0KlUqmINsJ4cN1IzW1g7VItKy0WjUUiSVPO22um+p6LI5lbQZx9CJreM+05F2hbL1NQUxsbGAMBImvTEspDeR7gw8dJrHIG1svT7/ZiYmDDe12sadaqqll0/kUggHo9veD+VShnJkyAIUBQFkiQZiaaiKEVJNgCjxlRVVQSDwaLaUkEQ6k60ZFnG9773PczNzQGAEUM5pX4wqnb+yhFFEclkErFYDD6fz/hRQE8yKx1/I0ZHR+Hz+Yr+Sv1gsD6pFUWx6N+RSMS4J4iiiNHRUeO9StcBEREREe08La8BFgQBAwMDTdlWK5scT05ONqXpo15jVW1woJWVFaysrBj/np+fBwBks1lks9kNy2ezWWiahnw+j3w+v+k4AeD03KP49Uu/QLdtL0wmE7pte/HoS7/EM+lf4w1tqAU+ceIE0ul00WvhcNiY81mXz+chimLReRgYGMArr7yCfD6PBx54AIIgoL+/31hGT6T181dt/fXvA2tzWp84cQLvec97Sm7jxIkTEAQBJ06cMF575ZVXkEwmjfdKlV0tZaovs3//fkiShB/84Af4sz/7M0xPT8PtdiOfz0PTNOMaKVyv8L+1nL9q3vOe9+A973kPJicncfPNN+Po0aO45pprKh5/4TFWiw9AyWMpt7xetqlUCoqiIJVKGcdyzTXX4I477oDD4TBGyb7ppptqug4aoZdDNps1Rr/XP8+lPte0/bC8OgvLq7OwvDoLy6uz7Pbyque4W54AHzhwAKlUqtW7KTI7O1vX8vF4fNMD+QBrNYd+vx+BQKBqzd7k5CS+8IUvbHj9xIkT6O3t3fC61WrFvn37cObMGWQymU3HCgA/feK7yKwuo9++FwBgQxfmVxdwzxP/P/zhGz/dlH3Uam5uDh/4wAfwwQ9+0Hjtwx/+MPbv349//ud/xsGDB43Xz549i3w+b/xoAACrq6tYXl7G/Pw8nn/+eWiaVvR+oWrrv/jii8jlchvWX11dxcrKCubn57G4uLhhmRdffBEXX3wx3v72txuv6f9/5513lowpl8thcXER8/PzeNe73oWnnnrKeO/GG2/EDTfcAABGbABw7bXX4tvf/jauu+462O124/XV1VVkMpmifZQ61mrHXyqO6667Dv/7f//vovIBgM9+9rO47bbbcPr06YrHPz8/X3Ms+nlZfyz6eVh/Hh9++GF8+ctfxrve9S68613vwoUXXlh0vqLRKB5++GF8//vfx+TkJJaXl3HDDTdUPQ+NyGQyWFpawn333YfV1dWi90o136bti+XVWVhenYXl1VlYXp1lt5bX4uJizcs2nADPz8/D7/cbTQ1dLhduvfVW9Pf3N7rJqgRBqKkWeGhoqK7txmKxptT+ejweBAKBkv0Z15uYmMCnP/1akjk/P48LL7wQR44cKXkOl5eXcfr0aezduxfd3d2bjvX03KNIqjPosffBYrUin8vBYrWiB31Q1ATmtee3tBb4u9/97obBlPr7+yFJEv7H//gfeOc732m8vmfPHpjN5qLzZLVa0d3djf7+frzjHe/A3NzchvOo9zGutv5VV12Fv/u7v9uw/unTp/FHf/RH6O/vR29vLywWS9Eyv/u7v1tyPVVVy8ZksVjQ29uL/v7+iqOG67EBawnwjTfeiBMnTsDpdBqvW61W2O32on2UOtZqx18qDlVV8X//7//Ftddeu+E9URRx4YUXVjz+cue91Gv6eVl/LPp5MJlMxuuqquI//sf/iJMnTxpdDs6cOYPu7m688soriMfj8Hq9eOc734l3vvOd+Ku/+iu4XC785V/+ZdXz0Ijl5WX09PTg93//943PaTabRSwWg8vlgs1ma2i7tHVYXp2F5dVZWF6dheXVWXZ7edVTedFQAvzggw/C6XQWNVdNJpOYmprCPffcU1Rb10zVRs7Va5rrmVYlGAwW9RVtlD5oUi3JLwB0dXWhq6trw+s2m63kRZvL5WAymWA2m2E2b77r9v1Pfx/ZfAZ7bMXN07stvVBXX8Y/P/09/KfL/sum91OrBx98sORxjY+PY3JysmhEZ325wuXn5uaMc3PJJZfA7Xbj9ttvLyqPn/70p3C73VXXHx0dxejoKH76058a/UP1pFDvo1xqG0eOHMHo6Ci+//3vF/WD1ffr9XrxD//wD0WDYCUSCczPz1ct01OnThnLOBwOvOtd7yrqMw0AJpPJuEYqnatqx1+K2WzGsWPHcOTIkaI+s/F43Din1Y6/1lgAIJ1ObzgW4LWbm/76U089BVVVcckllxStazab8dBDD2F+fr7onJvNZoiiWHSs9ZyHasxmM0wmU8nPcbnPNm1PLK/OwvLqLCyvzsLy6iy7tbzqOeaGEmCPxwOHw2FMLwKsJcCTk5N4z3veU3cT5FqJoojp6emy7xcOdFMLfcqdzc5D6vf7cejQoZqT33Y7rT6KR1/6JXqse2AymaAVvGcymdBj3YNHX/7llowIrU/Lk0gkMDw8XHQO4/E4YrEYVFWFy+UyRvr1+/1QFMVobh4MBjE9PY1UKoXBwUG43W5EIhH4/f6iqYzcbrfRTL3a+rFYzFgOWLu+Z2ZmjLj0Qa/8fr8RFwBjPX1b+n6BtYG4gsGgMWgUsDYS8uTkJARBKDmVkaIoCAQCCIfDxuBe+/fvx3XXXYeenh4Aa9f95OQk4vE4BgcHjQHA9PgKj7XW4y+lcJqnUq9XOv5S+13/2vj4OARBMAYsKxzMTBAE+P1+RKNRqKoKWZaN6Y58Pp/xGQRglL2+PQBFA3UdO3ZsU+eBiIiIiDqXSdM0rfpir7ntttsQi8WKBropJMsyLr30UnzmM59pSoCF9ISmXMjBYBB+v7/s++tFo9GyI9Tq84Lqc68CpdvU64lJqeS3cFqfaubn5zEwMFCymSyw1rTy1KlTOHDgwKabQP+Ph76IB5+LY6/dARMADWuD95jNZuPfZzJpXH6Bc0trgak2er/V/v7+prQGoOYp9TnNZrP48Y9/jPe///278hfZTsPy6iwsr87C8uosLK/OstvLq1ouVajuGuB4PF7UHHW9UCiE8fHxejdbk/Hx8ZJzw+pOnjxZshatHLfbXbaWJxqNwuPx4NixY2UHtNJro0olv4qiIJFIbLtapLyWx7Nzj6HX1oe8tlr0OrTXkqleWx+enXsMeS0Ps4lJFhERERERdb66E+BUKoX9+/dXXKbOSuWaSZIEp9OJ48ePl0xKo9FoyVpavYmoy+WqK0GuJJFIQFGUss2e188ju12YTWb8+TvCyOSWjNfy+TwWFhbQ19dXVKNot/Qw+SUiIiIioh2j7gS4luS22mBVmxGJRDAyMoLx8fGiJFgfgKpU0hkOhxEMBhEOhzfMM1uOPqBWqSmcFEWBx+OB0+mELMsl143H4zXva6t1WXvQZe0x/p3P56GtWNHXxSa1RERERES0c9WdANeS3G52UKlq256ZmYHf74cgCBgaGkIymYTL5Srb3NjpdEIQhKIRc8uRZRnT09PG4EcejweiKMLpdBqD/bhcLiiKUrEpeK0DcREREREREdHWqDsBNplMTVnm9ttvb3igLH2k2FpJklRzbWwt200mkzXvm4iIiIiIiLaHtrV3PX78eLt2TURERERERLtQ3TXAJ0+exDe/+U04HI6yyyQSCfzDP/xD2feTyaTRxJiIiIiIaDfJ57Mwm3ffVDVE20HdCbCqqvB6vRWX0TSt5GjMhWppJk1EREREtFNo+VWkn/sR0s/dDccFV8JxwVUwmet+HCeiTWjoE3frrbduapCnZDJpDChFRERERLTTZZdfwovJb2Fx7hFAA155JoLFuUdx/vBHYes+r93hEe0adSfAkiThpptu2vSOp6amNr0N2pni8TgSiUTZOZY3u22/3w8AmJmZafr26yHLMqamphCJRKrOGR0MBgGsDQCXTqdx5ZVX4u6774bf7zeOaXBwsGrLi2ZQFAWhUAjhcBiDg4Nwu90Nz7Edj8cRiUQAoOxI7qX2NzExAUEQjONPJBLwer2QZbnkHOH1xLNdrg8iIto5FmYfwMun/jtWV1Kw2PphNtuRz2ewqP4fnH7kizjvwLXYO3So3WES7Qp1J8Cl5r1tRLO2QztPKBRqWQKsT2e1Ha6/UCiE6enpqsvJslyU2OXzeVxzzTWwWtc+vk6nExMTE5icnKy4Hb/fD0VRjISzUaIoIhAIIB6PY3R0dFOtOTweD9LpNOLxuPFaOBwu6mZRaX+BQADBYNBIkjdrO10fRES0M7zyzPeQ/s0/AVoeVvsgTKa1MWjNZjtM9kGsZtJ4/vG/h+P1H8A5F32ozdES7Xx1jwJ99OjRpuy4WduhnWdwcBCKorRsoLRa5rLeTqampjbUan7lK18p+nctc2+7XC6Mj483La7NnsdEImFsw+l0GjXI5Wpey+2v2fOOd9r1QURE21t26TfQ8hlY7Q4j+dWZTGbY7IPQ8hlkl55rU4REu0vbpkGi9svnNazm8kWvrebyyOe1NkUERKNRBAIBiKLYlBq9nUBV1Q0/BgwMDNTd5NjpdJZsYtxO65PXcDhcU604ERFRp9jjkACTGZqWL/m+puUAkxl7BhvvwkNEteOwc7vUmcUMbvp6HGeXMvjSn7lgAzA7v4S/+H9j2NNjx22fdGJvr33L41IUBYIgwO12G8lwocI+mseOHTNqimdnZzcsGw6Hi/69fvTyRCJRcf1gMGgM9qYoitEkOxqNwu/3Q5IkyLJs9LvV19fXUxQFoigWJZ3BYBCCINRVyyhJElwuF0KhUFHSW2k09pGRESiKAq/Xi0AggEQigaNHj0JVVSSTSQAo6jssyzJSqRRUVS15Ljaj1PlIJBIIhUJQFMV4XxAExGIx4zUADTeDV1UV4XAYoigi9v9v7+5jHLnPO8F/2W/z3l1kO4qcRIqmqCTI+kVxkeO7RRwHwVTZiJJV4Jhs5gIE5+QyrGBv4sDeLMt09pAIlzVVdDaGDWcBshHHwOHu0k3uGXYS7dksOY5hAws3WbdeaxHkhTWKFeVFcpM1PaOZnu5p1v3RrhLfm+wm2WTX9wM0pCbr5Vd8WFI/9fxeSqWOscHue+7DhfY4AUd/P4iIiAZxMfh2zM1fQOPgPuYXLnW83zjYxdz8BVwU3nYKrSPyHybAPnT33h5+89MlfP1bLwMAPvTJL+LDaxH8/mYF3/zbVwEAv/npEn7vpjLRJNi2ba8iqKoqstksTNNsSVyax2jWajUvaQmHw0gkEt622Wy2JWkxDAPFYtHbvlar9d0/Ho9DVVUv4bQsC4qioFQqeftkMhmEQiEkEglsbGx4+yUSCW8bRVEgiiIkSYKmaQiHw17iats24vH4kZ9LoVCAoihQFAUAcP36ddy8eRPPPPNMz31kWYaqql4CL0lSx9hWd+xwPB5HLpfzttU0DaqqjqQC3+/zUFUVhmF0JLnNDxvalctlLzl2dZv4K5PJeNcfi8UQDodRqVQgCAKKxaJ3/e75mscgA0d/P4iIiAa1sLiMi8s/irt1E/PokgA3dnE5FMHC4vIptI7If9gF2mcaDQf/9j8a+Pq3XkZw+QJWVy7im3/7Kj74yRfwzb99FasrFxFcvoCvf+tl/Nv/aEy0O/Tm5ibW1tYAwEuS3MSymTtGuLka6lYYgcPEUtM0pNNp73232uiybbvn/qZpwjCMjvdrtZqXKAmCAMuyIEmSl1xaltWSZAPwKre2bSObzbZUbQVBGCihEkUR1WoVpVIJqVQKt27dwvve9z4vkWuXzWaRTqc7lirrVnV229C8bTqdRj6fP/EY7H6fx3FFo1GkUqmWn24PEdqTWlEUW34vFAqwbdt7LxqNtuzf7/tBREQ0rEshCXAOq72NgwdNP7uH7wffccotJPIPVoB9puE4eP3+HgBgLhDA0uI8VlcuYPv2PayuXMTS4jz29g8AAK/f30PDcTCHwETaViqVvKTElc/nu3Y9bU/uBEFArVYDcFglFAShZXxp+8zHR+3fbZ1rtzutmxi1b2MYBgRBaEm0tre3vWTspJM1uRNFZTIZfOhDH4Kqqt4DA5emaSgWiyeaQdv97EzTPPZ6383X3O3zGDc33m4XZ7eiCwCxWAy5XA7BYBCSJCGRSHR8Xv2+H0RERMO6FHwKC0vLaDy83/HewuIyLgWfOoVWEfkTE2CfWZifwyc++F78xif/X3zzb/75MOldmMcjwYuYnztMfrdv38NTP/S9+MQH34uF+cl0ErBtu6WrLHA4xjUYDHZ0gx7kWCdty3H3E0WxpXLo/nuvam0zd9yuK51OI5lMwjCMjvGpzz77LD71qU+1dBu3bRvpdBqWZUHTtJGMWe3WpkGSa9M0+34eg3LH5w7LNE1kMhlvfeL2Y5RKJZimiY2NDW/5qHEsu0VERAQAC0tBPP7Ux9A46EyA5+YvYGFJmHyjiHyKXaB9aHXlAn7nV34SoeULqO20/oe4tnMfoeXD91dXLkysTZubmx1Jnts9d9gus5IkdU1iB01sZVnuWqW0LAvXrvVepF6SpK772bbds03NKpUK6vW69+MmZFtbW123dyeOav99fX39RF2Ybdv22tyrTf24ld9+n8egTNMcpune8a9fvw5d15FMJr3JroDDGLqTo7ld12/dutW1qz0REdEoLSwJWLrw5o4fJr9Ek8UE2Ie2b9/H73zmL7xkt5mbFP/OZ/4C27c7n1KOS6+1XxOJBDY3N4/cvzmpcic+ap8sqX2io177S5KEaDTasr2biPVbRkiWZUSj0Y5qr2EYEEURyWSyZWZq27a9Smk/+Xy+o+1f+cpX8P73v7/r9oIgIJlMtkx41U97GzKZjJc49tOrS7CmaV7lt9fn0UvzWFt3jPVR52v//CzL8qrP7fu619o+Q/hR13rSXgVERERENB3YBdpnHh408KFPffGN7s+L89jbf9g0BnjhcGKsv/lnfOhTX8RnPvrMWLtBu0vxmKaJcDjcUmE0DMMbF6woijerr6ZpLd18s9ksyuUyarUaQqEQYrEYCoUCNE1rWcrIXX5nkP1LpZK3HQBUq1UvSTcMw5v0yp0x2T2Hu597LPe8wOFEXNlstiUhlCQJmUwGgiD07B7cvLwSADiOg93dXTz33HMt7SmXy9412bYNwzBaJuFqv+7mNrhVW8uysLq62rf7tGVZyOVyXjLptqtarWJzcxO2bXvX3uvzaI+DO8Oy+6CgecZs93xuYutOcCYIgjfm2bZtqKrqLXeUSqWgaZpXsXe/D4lEwquau3GwLAvr6+sAMPD3g4iIiIhmU8BxnMlN80s97ezsYGVlBbdv38bycuc0+Lu7u7h16xauXr2K8+fPH/s8jYaD//X3/zO+9s1vI7h8AXOBALZv38PKpSXcfn0PqysX0XAc1Hfu411PPY4/+PBPY25uMpNg0WAajQZ2dnawvLyMubmTPZxwH0D0qsDTcLrdp/v7+3j++efx9NNPY3Fx8ZRbSEdhvGYL4zVbGK/ZwnjNFr/H66hcqhm7QPvM3FwAH//XMn78bY+hvnP/cMKrJx/Bp37jOp568hFs376H+s59/PjbHsPH/7XM5JeIiIiIiM4MJsA+dPniEn7vpoJ3PfU43vHDj+ITv/FeiG9ewSd+4714xw8/inc99Th+76aCyxeXTrupNGbuhFdERERERH7AMcA+dfniEv7gwz99uM5vANjZ2cfq8gV85qPPYC4QYOXXBwzDQCaTGemySURERERE04wJsI/NzQUwhwAajYb32qTW/aXTJ8syx/4SERERka8w2yEiIiIiopG592D/tJtA1BMTYCIiIiIiGok//saL+B8/9of442+8eNpNIeqKXaCJiIiIiOjE/vgbL+K3PvfnuH3/AX7rc38OAPiFd771lFtF1IoVYCIiIiIiOhE3+X140MATqyt4eNDAb33uz1kJpqnDBJiIiIiIiI6tOfn9nisXEQgE8D1XLjIJpqnEBJiIiIiIiI6lW/ILgEkwTS0mwERERERENLReya+LSTBNIybABAC4tzc909UbhoFsNju2Y0ciEUQikbEcfxiqqiIYDMIwjCO3zWazyGazyOfz+PjHP46XXnoJH//4xwG8cU2Kooy7yT3blM1mYVnWQHEzTRORSAThcLjjPcMwoKoqVFXFpz/9aWiahmAwiHA4DE3TYNs2AEDTNEQiEQQCAaiqCtM0j30d0/SdICIimhVHJb8uJsE0bTgLNGFj67/jd//0q/h3P/tu/E//w9tOuznI5XIwTROpVGrkx5ZlGbquQ1XVkR97WLlcDuVy+cjt3IRQkiQAQKPRwM///M9jYeHw9pVlGel0GplMpu9xNE2DZVkoFAonbnt7mwAgHo8PtK8kST1jEI/HUa/XvYcCN2/ehGEYiEaj0HXd207XdS/pzuVyJ7qWafpOEBERzYJ7D/bxsT/7Gm7ff4AnVld6Jr8uNwl+afs2PvZnX8MzT/0ILp5bnFBriVqxAuxz7tO7f9q5NzVP5UKhECzLgmVZYzv+LNnc3GxJNAHgk5/8ZMvvgiAceRxFUZBIJMbWpvX19YH37xYD0zS912VZhizLPbcFBrvmk7SHiIiIurt4bhEf/Zl3YeXCObx25x4cx+m7veM4eO3OPaxcOIeP/sy7mPzSqWIC7GNu8nvQaODx4BUcNE6/a0qxWISu6xBF8cSVvbPCtu2OhwErKytegjgoWZYRi8XG1iZBEE7cDXuUSS0RERGNzy+886349+/7KSzMz/VNgt3kd2F+Dv/+fT/FdYHp1LELtE+1jNu4fBENx8H3XL6I1+7eP9WFyy3LgiAIiMViXjLczDAMaJoG4LDi6FaKt7e3O7bN5/MtvyeTyZbfTdPsu382m4Uoil673C7ZxWIRmqZBkiSoqopSqQQA3v7ufpZlQRTFlqQzm81CEIShKo6SJEFRFORyuZakt/16mkUiEViWhWQyCV3XYZombty4Adu2Ua1WAbzxWYZCIaiqilqtBtu2u34Wx21Tv8+imWmayOVy3jjiftv2Y9s28vk8RFFEqVTq6Kbtvucm8O3nOeo7QURERG9w/1b8rc/9OV67c69jLDCTX5pGTIB9qGPSAgBwHG98xmt37p1KEmzbtlcBVFUV2WwWpmm2JDDN4zVrtZqXvITDYSQSCW/bbDbbksAYhoFisehtX6vV+u4fj8ehqqqX3FmWBUVRUCqVvH0ymQxCoRASiQQ2Nja8/RKJhLeNoigQRRGSJEHTNITDYS9JtG17oHGzhUIBiqJ41dXr16/j5s2beOaZZ3ruI8syVFX1Evhu427dscPxeBy5XM7bVtM0qKratwLf3iZZlqFpWksy3O+zaOc+TDAMo+vY73K53DHBlvvgoVkmk/GuOxaLIRwOo1KpQBAEFItFr63AYUybJyA76jtBREREnXolwUx+aVqxC7TPTPN09Zubm1hbWwMAL1FyE8tm7hjh5mTLrTICh4mlpmlIp9Pe+2510WXbds/9TdOEYRgd79dqNS9hEgQBlmVBkiQvubQsqyXJBuBVSW3bRjabbamQCoIwUHIliiKq1SpKpRJSqRRu3bqF973vfV5C1y6bzSKdTnsJbfPn1s5tQ/O26XQa+Xy+7xjs9ja5DwjcNvX7LI4jGo0ilUq1/HR7eNCe1Iqi2PJ7oVDwZpIWRRHRaNR7r993goiIiHrr1h2ayS9NK1aAfWTY6eonXQkulUpecuLK5/Ndu6G2J3eCIKBWqwE4rBYKgtAynrR95uOj9m9/392nVCp5SVL7NoZhQBCEloRre3vbS8pOOr7VnRgqk8ngQx/6EFRV9R4YuDRNQ7FYPNEM2u5nZ5pm18+hW5t0XYemabhx4wZisVjfz2Kc3Di7XZzdqi4AxGIx5HI5BINBSJKERCLR8jn1+04QERFRf82V4Je2b2PlwjkmvzSVWAH2iebp6vslvy43Cb59/wE+9mdfw70H410n2LZtLyFxf1544QXYtj30Gq/tSfRx2nLc/URR9JJCNzHs1lW3m0gkgmAw6P1ks1nYtt210vvss8/Ctu2Wttq2jXQ67XW3HoVh2qTrutemk34Wx2WaJuLxODY3NyEIQkdSWyqVUKlUvAcJ41pvmoiIyI/cSvD3rVxm8ktTiwmwT0z7dPWbm5sdkx653XOH7TYrSVLXJHbQxFaW5a6VSsuycO3atb7n7bafbds929SsUqmgXq97P251cmtrq+v2oii2VJXd39fX14/swtyPm8BKknTsNvX7LMbFtm1cv34duq4jmUx6k10Bh7FzJ0Vzu6zfunWraxd7IiIiOr5feOdb8V8++r8w+aWpxQTYR6Z5uvpKpdL19UQigc3NzSP3b06s3AmQ2qt7zd1x++0vSRKi0WjL9m4Vut/MxLIsIxqNdlRHDcOAKIpIJpMtM1O71e2jksJ8Pt/R9q985St4//vf33V7QRCQTCZbJrzqp70NmUzGSyCHaZNhGN7n0++zGFavbsjtn5tlWV7luX1f9xrbZwbvd43jTNaJiIjOMq7zS9OMY4B9putMfU3vTzr5dZfiMU0T4XC4ZUymYRjeuGBFUbzZfTVNg2VZ0DQNuq4jm82iXC6jVqshFAohFouhUChA07SWpYxisRhM0xxo/1Kp5G0HANVq1UvSDcPwJr1yZ0x2z+Hu5x7LPS9wOBFXNpttSQolSUImk4EgCD3X9W1eXgk4jNHu7i6ee+65lvaUy2XvmmzbhmEYLZNwtV93cxvcMbuWZWF1dfXI5X/a29T+er/PolsM2l9LJBIQBMGbvKx5YjNBELyxzrZtQ1VVb7mjVCoFTdO8Sr37PXCPB6Bloq719fWBvxNERERENPsCzlF9YWkidnZ2sLKygtu3b2N5ebnj/d3dXdy6dQtXr17F+fPnT3y+1nWAL6DhOJgLBPDa3fucsW/KNRoN7OzsYHl5GXNzJ+vE4T6A6FWBp+F0u0/39/fx/PPP4+mnn8biIp+ITzvGa7YwXrOF8ZotjNds8Xu8jsqlms1kBdi2bWQyGQDA6uoqqtUqFEUZeZVGVVVomtazm+Sk2jEOLZXgu/cQunger71+Hwvz80x+iYiIiIjoTJq5BNi2bUQiERQKhZY1VFVVxdbW1pFdNwdlmiby+XzPcZSTasc4uUnuR/+fL+Pb9Tucrt6H2meSJiIiIiI6y2ZuEqx4PI5YLNaSdAKH4yu7TcxzXEctIzOpdoybOzHWo8sXmfz6jGEYyGQy3thXIiIiIqKzbqYqwJZlwTCMnsvirK2tQdf1npMJDSqfzyMej/dMYifVjklJXHsLfvLqo3j0Taun3RSaIFmWOfaXiIiIiHxlpirAbsLZa0xuOByGYRgn6tLpzvrbb3mUSbRj0i4u+W+wPBERERER+ctMJcCmaXpLmXTjJqTlcvnY58jlckgmk6feDiIiIiIiIhqtmUqALcvy1hPtxk1K3SrusIrFYs9JrybZDiIiIiIiIhq9mUqAa7Va38qrm5Qep+uxbduwLKtv1+dJtIOIiIiIiIjGY6YmwRpnQpnJZAZeumgU7Xjw4AEePHjg/b6zswPgcBHr/f39ju339/fhOA4ajQYajcaJz9/McRzvn6M+No0e4zW9Go0GHMfB/v4+5ufnAcC7n7vd1zR9GK/ZwnjNFsZrtjBes8Xv8RrmumcqAR7U9vb2UNsbhgFFUSbajkwmg2effbbj9S996Uu4ePFix+sLCwt49NFHcffuXezt7Y20na47d+6M5bg0HozX9Nnb28P9+/fx1a9+FQ8fPmx5r1QqnVKr6DgYr9nCeM0Wxmu2MF6zxa/xunfv3sDbzlQCLAjCQNXX1dXhlvMplUoDV39H1Y50Oo0Pf/jD3u87Ozt47LHH8J73vAfLy8sd2+/u7uLll1/G5cuXcf78+YHbOgjHcXDnzh1cuXIFgUBgpMem0WO8ptfu7i4uXLiAd7/73d59ur+/j1KpBEVRsLjI2danHeM1Wxiv2cJ4zRbGa7b4PV5ub9pBzFQC3G/iKeBwbC6AvuNz22WzWaTT6Ym349y5czh37lzH64uLi12/tAcHBwgEApibm8Pc3GiHbrvdaN3jT5JlWcjlcsjn8wiFQqhWqz23DYfDqNVqSCaTSKfTQ8V52HbEYjEoinKstZwNw0ChUAAAKIqCWCw20Pnca9I0DYZhwDRNJJNJqKoKSZK8fYeJl2EY0DQNALjm7wTMzc0hEAh0vY973ds0nRiv2cJ4zRbGa7YwXrPFr/Ea5ppnahIsURS95LIbtyo7yERWwGESIgjC0InUqNsxaQ8fvo7dB6+2/DzYf63jtYcPXx97W0RRhK7rSKfTqNVqME2z63aGYUCSJKytrUHXdS9mmqYhHo+PrB2iKEKWZei6fqzkFwDi8ThyuRzi8bjXznw+f+T53G11XUcikYAgCMjlci3J77DcY3NCNiIiIiKiGasAS5IEwzB6vu8uOzRo4mKaJgqFglet63asGzdueBVft0/9qNsxSY7TwJ9/Q8GD/dbxyY1Go6OaeG5xFfK//BoCgfE/JxEEAWtra8jlcsjlch3v90rgFEUZaXJ3VHX/KKZpesdojn+v6muv842yun3SayIiIiIiOitmqgKcSCQAoGeVcGtra6ikMxaLoVQqdf1xxwSvr697r42rHZMUCMxBWH4K+/s25gKL3k+g6d/nAovY37chLD81keTXpaoqNjc3O163bbtnNV2W5a5djE9Te/Kaz+dRLpdPpzFEREREROSZuQqwLMvY2Njo2i20WCx2nfnMtm1kMpljj+kcVTumxZOPJ/FP2wYcOFhcuAIACBwcvLFsy8M7WFxcxpOPqxNtlyRJCIVCKBaLLUltuVzuGjfTNHHjxg3Ytu2NHW4e87q+vg7LsmBZFra3t4ea6Owo2WwWoih6a0fHYjGYpolcLgfLsrz3BUFAqVTyXgOAVCp1rHPato18Po8nnngCzz//PG7evIloNOq9n8/nIYpiy5rWzZ+jaZpj+zyIiIiIiGbBTCXAAFAoFBCJRJBIJFqST1VVkUqluiZK+Xwe2WwW+Xwe9Xp9oPO4Y3x7jfU9TjumRXD5HXh0VcYrr/4pFuYvt8wk7DgO9h/u4Psf+VkEl39s4m2LxWLY2NhoSdx6dXGWJAm6rkNV30jU3TGvqqqiVqt5xwmHwx2xOq54PI5EIuEdW1EUiKIISZKgqioMw+hIci3L6pn4lstlLzl2dXuAkslkoKoqnnjiCbznPe9BJBJBpVKBIAgoFove9bvna+6mX6vVxvZ5EBERERHNiplLgAVBQKVSgaZpEAQBq6urqFarPWfbBQ6TAneM6VFUVUW5XPbG8cbj8ZaJik7SjmniVoEfHtz1qsAA8PDgLhbmz0+8+utSVRXhcBi2bUMQBFiW1TdJ6za+NRQKwbKslocQbrX2pAmfZVkoFost48YVRek5dnkQ0Wi0IzkWBKGj27Sb1P7qr/4qAODq1aswDMP7vhUKBaytrUEQBIii2FIdtm17LJ8HEREREdEsmbkEGIA3O+6gJEkauPI7zHGHbcc0aa8CA6df/QXgVVI3NzeRTCZhmuaxHii0jxkWBKHvzN2DcBNQQRBaqqvb29veA5NxcpPuWq2Gb33rW6jX6941xWIx5HI5BINBSJKERCLRklSP4/MgIiIiIpo1MzUJFo3Wk48nMT9/Hg8P7gI4/eqvS1VV78HCKGdDdkUiEQSDQe+nvftxL6ZpehNyybLs/ei6PtSY7+Mmy6ZpIh6PY3NzEysrK7h69WrL+6VSCZVKBbIsI5PJDHxdRERERER+wQTYx9wq8P7D29+t/t7G967Kp1b9da2trcE0TRSLxZZuvKNSqVRQr9e9n0EmpXIrv5IkdU1gh1mKqdfs4f3Yto3r169D13Ukk0k88cQT3jkty/LWGXbHRd+6dQsbGxtDn4eIiIiI6CxjAuxzTz6exPzcBTzY/2fMz104teqvO4szcFj1dWfZHlUFeNAEtVe3YE3TvMpvNBr1Jp1y9VsX2h1vC6Bj3G2v87W317KsjuWg3G79bmXaTYKbz9vLKNdOJiIiIiKaFTM5BphGJ7j8DnzvqoyX/6mI7z2Fsb+WZUHXdeTzedi27SWazTM7u8tYGYaBUCgETdOQTqdhWRY0TfP+qes6TNPseC2bzaJcLqNWqyEUCnUdU2xZFnK5nJdMut2Hq9UqNjc3Ydu2N+FWqVSCpmne8QB4yyA1n9udZVkURSSTSWiahnA4jGQy6Z3PTWzdaxIEAZqmoVgswrZtqKoKVVUhSRJSqRQ0TUMkEsH9+/exsbGBdDqNRCLhPShwE3PLsrC+vn7sz4OIiIiI6CwKOI7jnHYjCNjZ2cHKygpu376N5eXljvd3d3dx69YtXL16FefPnx/puWu3v4mtF2/i2ls/jdDKUyM9No1eo9HAzs4OlpeXMTfHThzTpNt9ur+/j+effx5PP/00FhcXT7mFdBTGa7YwXrOF8ZotjNds8Xu8jsqlmrECTBCuvA3X/sXnIFzpXFKIiIiIiIjorGD5iAAAcwE+CyEiIiIiorONCTARERERERH5AhNgIiIiIiIi8gUmwEREREREROQLTICJiIiIiIjIF5gAExERERERkS8wASYiIiIiIiJfYAJMREREREREvsAEmIiIiIiIiHyBCTCdKsuyoGkagsEgwuFw323D4TCCwSA0TYNt22NpTzabRTabRT6fRzabhWVZyGazR+5nmiYikUjXazAMA6qqQlVVfPrTn2653uZr0TQNkUgEgUAAqqrCNM1jX4dhGIhEIohEIsc+BhERERHRWbNw2g2g6eA09k/lvKIoQtd1rK6uIpPJwDRNSJLUsZ1hGJAkCaFQCLque69rmgbLslAoFE7cFjdJbT5/PB4faF9JkqDrOlRV7XgvHo+jXq/DMAwAwM2bN2EYBqLRaMu16LruJd25XO5E1yLLcs/2EBERERH5FSvAPuc0HqL+yhfwnb/+d6i/8gU4jYen0g5BELC2ttYz8etV8VUUBYlEYiRt2Nzc7Ei+19fXB94/FAp1vGaapve6LMuQZbnntsDh5zAqvc5BRERERORXTIB9bH/3Vbzyl7+H7ZeLaDy8i+2Xi3jlL/8D9ndfPZX2qKqKzc3Njtdt24Yoil33kWUZsVhsJOe3bRuWZbW8JggCFEU50XFHmdQSEREREdHxsQu0T93Z/gZeu/V/4OGDGuYWlwFnHggc4J793/Dyi7+LR67+Ei6vXptom9wuzsVisSWpLZfLXuW0mWmauHHjBmzbRrVaBXDYVVrTNACH1VvLsmBZFra3t1u6G/c6v6IoyOVyLedLJpMt22WzWYiiCMuyIIpizwTcNE3kcjlvHHG/bfuxbRv5fB6iKKJUKuHGjRt48sknvffd99wEvv08pmkO9TkQEREREZ1VTIB96Dvf/k+ov/IngNPAwlIICMyhcXCAubklzC2F8HCvjn/86z9A8Pv/Fd70+Psn2rZYLIaNjY2WBK5X9+du426bx77WajXvOOFwGIlEouv4YlehUICiKF7FV5ZlaJrWkgzH43EkEgnvuIqiQBTFrseVJAmqqsIwDKRSqY73y+VyxwRbpVKpY7tMJgNVVb3ENhwO48tf/jKWl5dRLBa9tgKHk4q5Y40BoFarDf05EBERERGdVewC7UP791+B09jDwlIQgUDrVyAQmMPiUghOYw/79/9h4m1TVRXFYtFLei3L6pusdRvnGgqFYFlWS+LqVmz7EUUR1WoVpVIJqVQKlmVBURQvybQsq6M67VaMjyMajSKVSrX8dJt0qz2pvXr1Kr7yla94vxcKBe/zEkUR0WjUe8+27aE/ByIiIiKis4oJsA9dCkpAYA6O0+j6vuMcAIE5XApNvkroVlPdscCmafYc/3vUcZoJgoBarTbQvm4VuVqtIpVK4caNGwAOu1cLggDDMLyf7e3tsSeUhUIByWQStm3DNE3U63XU63UA8JLxYDCISCSCbDbb8sDgJJ8DEREREdFZwwTYhy4G3465+QtoHNzv+n7jYBdz8xdwUXjbhFt2SFVVr6o6jgmkIpEIgsGg95PNZmHbtlfpbabrOmzb9n5EUfRmc3YT5W7dlkfJNE3E43Fsbm5CEARcvXq15f1SqYRKpQJZlpHJZAZat5iIiIiIyI+YAPvQwuIyLi7/KBqN3a7vNxq7uLjyL7CwuDzhlh1aW1uDaZooFost3XlHpVKpeFXUer3ujc/d2trqur0oihAEAZIkda329hqjPAq2beP69evQdR3JZNKb7Ao47Bqdz+cBvDEe+tatW9jY2Bhbe4iIiIiIZhkTYJ+6FJIA57Da2zh4AKexh8bBAzQODpPiS8F3TLQ97izOwGHVV5ZlbGxsjKwCPEiSms/nW8baAofdnt1uxrIsIxqNdlSK2/cZRK9uyO3ttCyrYxkot/uzaZreDNHN+nUZH2eyTkREREQ07TgLtE9dCj6FhaVlNB7ehwPAaTTgPg9ZWFzGpeBTE2mHZVnQdR35fB62bUPTNIii2DKzs23byGQyMAwDoVAImqYhnU7Dsixomub9U9d1mKbZ8Vo2m0W5XEatVkMoFOq5FJG7PFB7F+LmZYNKpRI0TfOOBRyOw+123vbXEokEBEHwlkZyrzedTkMQBGia5k0ApqoqVFWFJElIpVLQNA3Xrh0uS7WxsYHf/M3fxC/+4i96DwiaJ+paX18/0edARERERHRWBRzHcU67EQTs7OxgZWUFt2/fxvJyZ9fj3d1d3Lp1C1evXsX58+dHcs6HezYaB/fRaDi4e/cuLl++jLm5AObmL2BhSRjJOWj0Go0GdnZ2sLy8jLk5duKYJt3u0/39fTz//PN4+umnsbi4eMotpKMwXrOF8ZotjNdsYbxmi9/jdVQu1YwVYB87THIFNBoNLOzvYOkCEyoiIiIiIjq7mO0QERERERGRLzABJiIiIiIiIl9gAkxERERERES+wASYiIiIiIiIfIEJMBEREREREfkCE2AiIiIiIiLyBSbARERERERE5AtMgImIiIiIiMgXmADTVMhms8hms8jn88hms7AsC9lsFgBgGAYikQgURZlIWyzLgqZpCAaDCIfD0DQNhmEc61iGYUBVVaiqimKxOPD5bNsGAGiahkgkgkAgAFVVYZrmcS/L+xwjkcixj0FERERENMsWTrsBRG6CKEmS91o8Hvf+XZZlpNNpZDKZvsfRNA2WZaFQKJyoPaIoQtd1GIaBaDQKXdePfax4PI56vd6SQOfzeSSTyYHOp+u690Agl8sBABqNxrHaIssydF2HqqrHvBoiIiIiotnGCjCdus3NzZbkFwDW19dbfhcE4cjjKIqCRCIxsnaFQqET7W+apncMWZYhyzIAoFKpDHW+Qa59UCe9JiIiIiKiWcYKsM9927bx+oMHuHv3Li4/eIBL587h8REmXIOwbRuWZUEURe81QRCG7vLsJpjTpD15zefzKJfLp9MYIiIiIiKfm8kE2LZtrzvs6uoqqtUqFEVBLBY79jHdcZjN51AUBalUqm873H1qtRoA4Nq1a333mSbftm0880efxet7e3AcB4FAAJeWlvCFX/7ARJNgSZKgKApyuVxLEtvcTbhdJBKBZVlIJpPQdR2maeLGjRuwbRvVahXA4ZhXTdMQCoWgqipqtRps28b29vaJujW3y2azEEXRS+JjsRhM00Qul/PGMouiCEEQUCqVWsY3H/e7cvv2beRyOYTDYZRKpY4u5Pl8HqIotjxcaL4/TNOEZVmwLGvknwcRERER0bSauQTYtm1EIhEUCoWWP/hVVcXW1tax/pAvFovY2trqGDsaiUSQy+W8hKqZm+Dout5S5SsWi4hEIj27uU6T+3v7eH1/D4vz81gIBPDQcfD6/h7u7+1PtB2FQgGKongVX1mWoWla34quLMtQVdWrGkuS1DG+1R07HI/HkcvlvG01TYOqqt6Y2pOIx+NIJBJecqkoCkRRhCRJUFUVhmF0JLmWZfVMfMvlspccu0qlUsd2v//7v49f//Vfx5NPPolYLIZwOIxKpQJBELzJttzPz7KsljHItVoNtVrNa3M4HEYikejohk5EREREdNbM3BjgeDyOWCzW8cd6LpdDPp8ferZe27axsbHRNXFeX1+HZVldJw3SNA25XK6ji2ssFvMmdZpW37Zt/NWrr+Gl+mHV+tz8PM4vLODc/DwA4KV6DX/16mv49ndnIh43URRRrVZRKpWQSqVgWRYURek5a3I2m0U6nW7pMg10H98qCAIkSWrZNp1OI5/Pw7KsE7XbsiwUi8WWyqpbyT6uaDSKVCrV8tM8IZjr7/7u71q+66IotvxeKBS8maRFUUQ0GvXes2275eGCW70mIiIiIjrrZioBditZvZLLtbW1oSvA5XIZxWKxpfuzy02y25Nq0zQ7kq/2dhx32Zxxc7s9/+xn/wg3P/953Nvbx1wgAACYCwRwb28fNz//efzsZ/8Iz/zRZyeWBANvzFJcrVaRSqVw48aNjm16PXgYhiAIEAThREsKud9FQRBgGIb3s729PZFk8rOf/SySySRs24Zpml5VF4CXkAeDQUQiEWSz2ZYHRu3fXUEQvH2JiIiIiM6ymUqA3cpar+QzHA7DMAyv8jWIUCgEQRCwurrac5v2ZKu9S2m7Wq020pl7R8nt9rw0P48rS0t485XLWFo47Am/tLCAN1+5jCtLS1ian59Id2jbtrtWenVdh23bLbG0bRvpdBqSJHV9YHEckUgEwWDQ+2nvftyLaZqwbRuiKHozPLsJfLcuy70cN1n+5je/ibW1NWxubkIQhI57olQqoVKpQJZlZDKZga+LiIiIiOgsm6kE2DTNvomlmwQMM8uuJEmo1+tdx2S6SW77WFRZlmFZVteuqcBhoj7K5XjG4dz8PM4vLnrJr2tpYQHnFxe97tCTsLW11fV1d+Ko9t/X19dP1IXZTawlSUKlUkG9Xvd+BpmUyq38SpLUtQ3DPIA5ThXatm383M/9HJ577jkkk0lvsivgMKHO5/MA3hgXfevWLWxsbAx9HiIiIiKis2amEmDLsvquY+omS6PqgqppGkRR7OhWLQgCdF1HsVj0qs4uwzD6TnI0LR4cHGB3fx97Dx+2vL738CF29/fx4OBgYm3pNnbbMIyes3oLgoBkMjnwOGu3WuvKZDJe4thPr27B7vdClmVEo9GOCna/3gHN420ty2rpmtzrfO0JtWVZuH37dkv73X3da3WT4Obz9jJMwk5ERERENMtmahboWq3W9w95Nzk+6R/0pmkik8kgGo32nNDITXA1TYOiKEgmkxAEAeFwuGM26WlyYWkRlxaX8Pr+HvYODnBvbx+PXr6M+UAAew8f4p/u3sXFpUUAwKXFJVz47r+Pk/uAob2brvu6YRjQdR3lchmapnndow3D8Cadcpekcpezan5oIUmSV7W1LAurq6t9x4pbloVcLuclk267qtUqNjc3Ydu2910rlUrQNA21Ws17zV0Gqbk97izLoigimUxC0zSEw2Ekk0nvfJZledeRTqchCAI0TUOxWIRt297kapIk4YMf/CA+8pGP4J3vfCeAw0mv3PO4D4LcxNyyLKyvr3e0Sdd1ZLNZlMtlr/0nWUqMiIiIiGjaBRzHcU67EYMKBAJet9VuTNNEJBKBruvHqsC6yyG566YqitJ3KR7gsHrpViIFQUChUDhyHwB48OABHjx44P2+s7ODxx57DN/5znewvLzcsf3u7i5efvllPPHEEzh//vyQV9bqZdvGvf19vFSv44Of/wIuLy1hcW4O+40G7u7t4VM/9wyeCAZxcXERj03pWOZBGYaBdDrds5v1LHIcB3fu3MGVK1cQ+O4EZjQddnd38dJLL+Gxxx7z7tP9/X2USiUoioLFxfE/UKKTYbxmC+M1Wxiv2cJ4zRa/x2tnZwdvetObcPv27a65VLOZqgAPant7+1j7xWKxrkvarK+vdx177FbxHMeBpmnIZrNeNfiopXAymQyeffbZjte/9KUv4eLFix2vLyws4NFHH8Xdu3ext7c3/MU1WZmbw8q5c7i7uAjHcXB/fx8H8/PYOziA4zh40+Ii3nzuHIDDL9Msu3fvHg4ODmb+Orq5c+fOaTeB2uzt7eH+/fv46le/iodtwwuGmRyNTh/jNVsYr9nCeM0Wxmu2+DVe9+7dG3jbmUqABUEYqHtzvxmdh1EoFBAMBmHbdseXSVEUaJrmVXt1XUcikUA8Hkc+n0etVuvbFTqdTuPDH/6w97tbAX7Pe97TtwJ8+fLlE1eAXY80Grh07hzu7e3h3v4+AoEALp07h0eCwSOfnMyKvb093Llz58xcD8AK8DTb3d3FhQsX8O53v5sV4BnFeM0Wxmu2MF6zhfGaLX6P1zDFrplKgPtNgAW8MRHQqJYgEgQBsVgMxWIRhmF4ya67rmp7V2dJklCtVqGqqjexU6/u0OfOncO571ZZmy0uLnb90h4cHCAQCGBubg5zc6OZu+wHQyH8yS9/AK8/eIC7d+/i8uXLuHTuHB6f8W7PLnfssGVZSKfTQ68RPa0ajQYAeN8Hmh5zc3MIBAJd7+Ne9zZNJ8ZrtjBes4Xxmi2M12zxa7yGueaZSoBFUey7xJFbHT5qdt/2ffpNruW+XiqVvGQ2l8v1HIfsvl8ul1v2mVaPCwIajQZ2zp3D8vLymUqoZFnuGyciIiIiIvKXmcp2JEnq2wXaXV5mmKQzGAwiHA73PK7bnbr5fcuyjqwyq6rK5WWIiIiIiIimyEwlwIlEAsDhbM/dbG1tDV1xFQQBoij2TGir1SoAIBKJeK81r+XaS7VabdmHiIiIiIiITtdMJcDuuNuNjY2u7xeLRWia1vG6u7aqYRgd7yWTyb6zpW1ubkIQBKytrXmvxWKxrudpPp9pmi37EBERERER0emaqQQYOJyZuVgsdlSBVVVFKpXqWgHO5/PIZrOIx+Md7+m6Dl3XuybH7vYvvPBCS4XYnUypWzdn0zQRj8eh6/rIJuMiIiIiIiKik5upSbCAwy7LlUoFmqZBEASsrq6iWq1CUZSWNXybybLcUcVtlsvlUCwWEY/HEQqFUKvVYNs2JEnCrVu3uiayhUIBhmHgxo0bLa+Loujb9beIiIiIiIim2cwlwMBhEpzL5QbeXpIk1Ov1vtvEYrGeCXQvsixP/SzPREREREREdGgmE2A6e7LZLIDDhxu2bXvrL6dSKRiGAU3TEAqFJlpd79emfkzTxI0bN2DbtjeJmsswDBQKBQDA2972Nrz88svI5/MIhUKIxWJIp9MQBMEbs26aJpLJJFRVhSRJx7oO9/MDwGWhiIiIiMjXmADTqVNVtSPBax6vLcsy0uk0MplM3+NomgbLsrwEc5xt6keSJOi6DlVVO96Lx+Oo1+vemPObN2/CMAxEo1FvbDlwOM48m83Csqyhejt0I8tyz/YQEREREfnJzE2CRWfP5uZmR3VzfX295fdBJhRTFMVbKmsSbeonFAp1vGaapvd6c/f5btsCg13zSdpDREREROQ3rAD7UMNpYC4wPc8+bNuGZVkQRdF7TRAEKIoy1HFGOR57VG1qx5nBiYiIiIhODxNgn3l9/wF+fvPTeOsj349ffupdeOsjP3DaTYIkSVAUBblcriWJTSaTPfeJRCKwLAvJZBK6rncdd9s8dlhVVW927+3t7ZbuxidpUzabhSiKXrLcayI10zSRy+VgWZa3z7CTrgGHiXkul8Ojjz6Kr3/96/i1X/u1lkp1Pp+HKIotCXzzeUzThGVZsCxroM+BiIiIiOgsYQLsM/f291DffR1/+jffxF/83V/hJ3/wR/A/v+3H8fj5K6fWpkKhAEVRvOqqLMvQNK1vRVeWZaiq6lVou427dccOx+Nx5HI5b1tN06Cqat+xtYO0KR6PI5FIeAmmoigQRbHrZFWSJEFVVRiG0XUSrXK57E265eo24Vcmk8GNGzfwpje9Cb/0S7+EH/qhH0KlUoEgCCgWi15bAcCyrJb1rWu1Gmq1mtfecDiMRCJx7Mm1iIiIiIhmzfT0g6WJWr1wGYvz8/hi9UX8yp9+Bv/b176AF1995VTaIooiqtUqSqUSUqkULMuCoiheQtcum80inU63dE8Guo9zFQQBkiS1bJtOp5HP52FZ1rHbZFkWisViS3XVrRgfRzQaRSqVavnpNulWe1IrimLL74VCAbZte+9Fo1HvPdu2WxJ4t3JNREREROQXTIB9KgDgytJ5vPnyChbn5vDll/8Kv/Knn8G/Kf0xXnz170+lTe5sxdVqFalUCjdu3OjYRtM05HK5E42lFQQBgiDANM1jt8kwDAiCAMMwvJ/t7e2xJ5SFQgHJZBK3b9+GaZpeVReAl4wHg0FEIhFks9mW6m77AwNBELx9iYiIaHo1GvudrzmNU2gJ0exjAuxzgUAAl5fO45ELV7A4N4cvVl/EB77wh/g3pT/Gf39t/BVh27a7Vnp1XYdt21410902nU5DkiRvXduTikQiCAaD3k82mx2oTbZtQxRFbzZnN1Ee9zrFpmlibW0Nn/vc5yAIQkdSWyqVUKlUIMsyMplMR7dqIiIimh1O4yFqf/953Cr/Bmp//3k4jYcADud0+en/6xOnWrggmlVMgAnAG4nwmy+vYO/gIf7kr/8rPvJCEQ8bB2M/99bWVtfXRVFsqfS6v6+vrx/ZhbkfN4GVJAmVSgX1et37ccfnHtUmSZK6nr85YR8127Zx/fp1PPfcc/jABz7gTXYFHHaNzufzAN4YD33r1i1sbGyMrT1EREQ0Pvu7r+KVv/w9fOfbBRzs7+A73y7glb/8D9jffbVlThe3cMFEmGgwTIAJAOA4Du7u7eIf797G0vwC/tUP/xieux7Dwtz82M+dz+dbxrECh12Me82SLAgCkslky4RX/Zim2ZKYZjIZJJPJjurpMG2SZRnRaLSjUty+zyB6dUNuT6Yty/Iqz+37utfoJsGuftc4zmSdiIiIju/O9jfw8ov/O+7Z38L8whUsnlvF/MIV3LP/G15+8XexZ/9/AFrndGEiTDQYzgLtc27iu7O7iwtLS3hv+K0TXx7JXYqnvbuu+7phGNB1HeVyGZqmeV2RDcPwJp6ybRuapsGyLG8blyRJ3phdy7Kwurp65PI/R7UJOOxurGkaarWaNwFXLBaDaZodbWl/LZFIQBAEb2kkt/3pdBqCIEDTNBSLRdi2DVVVoaoqJElCKpXCRz7yEbzlLW/BhQsXUCgUWo4HoGWirvX19a7tyWazKJfLXtuPsyQTERERjd53vv2fUH/lTwCngYWlEAKBw3rV3NwSAkshPNyrY/+lP8RPr1yAcecxXF46j8uL53B3/wG+WH3RW+VjWpa7JJo2AcdxnNNuBAE7OztYWVnB7du3sby83PH+7u4ubt26hatXr+L8+fPHPs9r9+7gZ/7vT2Bhbh4OHNx5sIvzC4v4l49exY3oT+Htjz52ksuYOu5awJVK5bSbMjKNRgM7OztYXl7G3Bw7cUyTbvfp/v4+nn/+eTz99NNYXFw85RbSURiv2cJ4zRbGazD/+Fefwp3v/Bcsnvuents82H0VX94+h/+z9kO4tHTOe91xHNzdf+D9ffeTP/gj+JUf+wm85Xu+f+h2MF6zxe/xOiqXasYKsE9t37+LK0vn8d7wW711gI/6shARERHReF0KSriz/Q04TsOr/jZznAMgMIcX7wsd7wUCAVz5bkX4n1/fwZ/89X/FX2//Mz63dnMiw9qIZgETYJ+5uLiE4PlL+InHf9jrGuNWFM+i9pmkiYiIiKbZxeDbMTd/AY2D+5hfuNTxfuNgF4G58/jL+1c63muvACviW/ArP/YTTH6JmjAB9plLi+fwn3/xQ5jr8kTxrDEMA5lMpuu4YCIiIqJptLC4jIvLP4q7dRPz6JIAN3axuPx2vN7YxeJ3/5xrT3xPY04XolnBBNiH/JD8AoczNZ+lsb9ERETkD5dCEu7WTDQOdgEEmt45nLpnaeXtAL4BB8CdvV0mvkRDYAJMRERERDRFLgWfwsLSMhoP73e8t7C4jMXltwD4RsucLkx8iQbDBJiIiIiIaIosLAXx+FMfQ+OgMwGem7+AB4ELHXO6ENFgmAATEREREU2ZhSUBgND9PcA3c7oQjRrvmhnDZZuJphfvTyIimhQmv0THwztnRrgLWt+7d++UW0JEvbj3px8XoCciIiKaBewCPSPm5+chCAJeffVVAMDFixcRCASO2GswjUYDe3t72N3dxdwcn4lMO8Zr+jiOg3v37uHVV1+FIAiYn+d6i0RERETTiAnwDHn00UcBwEuCR8VxHNy/fx8XLlwYWVJN48N4TS9BELz7lIiIiIimDxPgGRIIBPDmN78ZjzzyCPb390d23P39fXz1q1/Fu9/9bnbdnAGM13RaXFxk5ZeIiIhoyjEBnkHz8/Mj/UN7fn4eDx8+xPnz55lQzQDGi4iIiIjoeDiAkIiIiIiIiHyBCTARERERERH5AhNgIiIiIiIi8gUmwEREREREROQLnARrSjiOAwDY2dmZ+Ln39/dx79497OzscFKlGcB4zRbGa7YwXrOF8ZotjNdsYbxmi9/j5eZQbk7VDxPgKXHnzh0AwGOPPXbKLSEiIiIiIpo9d+7cwcrKSt9tAs4gaTKNXaPRwD/8wz/gypUrCAQCEz33zs4OHnvsMbz88stYXl6e6LlpeIzXbGG8ZgvjNVsYr9nCeM0Wxmu2+D1ejuPgzp07+L7v+z7MzfUf5csK8JSYm5vDD/zAD5xqG5aXl315w8wqxmu2MF6zhfGaLYzXbGG8ZgvjNVv8HK+jKr8uToJFREREREREvsAEmIiIiIiIiHyBCTDh3Llz+O3f/m2cO3futJtCA2C8ZgvjNVsYr9nCeM0Wxmu2MF6zhfEaHCfBIiIiIiIiIl9gBZiIiIiIiIh8gQkwERERERER+QITYCKiMSoWi6fdBBoC40VERHS2MQEmIhoT27YRj8eRz+dh2/ZpN4eOwHgRERGdfZwEawbZto1MJgMAWF1dRbVahaIoiMViJz52Pp9HoVCAIAgAAFEUoev6xNtxlkxDvNztVFWFLMsQBAGWZcE0TWxsbCCdTkOSpBO35ywYZbxM00QkEhlo20Kh0HIO3l+DmYZ48f4a3Di+17ZtQ9M0AECtVgMAXLt2DalUaqLtOIumIV68vwY3qXgpioJkMjnRdpxF0xAv395fDs2Uer3uiKLoVCqVlteTyaSTSqVOdFxJkpxkMtnyerVa7XrccbXjrJmWeOm67gDo+BEEoaNtfjbqeBUKBUcURScWiznJZLLrTywWcyRJGms7zqppiRfvr8GM43tdqVScZDLp1Ov1ltcLhUJHnMbZjrNoWuLF+2sw44qXKIpOqVRqeV2W5Z7H5P01mGmJl1/vLybAM6bfl1gQhI4v/aAkSep6XFmWHUEQJtaOs2Za4qXrupPL5ZxUKuX9cZ/L5Y517rNs1PFKpVJOtVodehveX4OZlnjx/hrMOL7Xsiz3fC+Xy3U8JBxXO86iaYkX76/BjCNeoij2LIIA6HpM3l+DmZZ4+fX+YgI8Q6rVqgOg5x9oyWSy7/9cetF1vWvS5DiOE4vFOo45rnacNdMSL3ef9ifu1Goc8TrqKW6lUun4Hw3vr8FMS7wch/fXIMYRL7ea2ItbYRl3O86iaYmX4/D+GsQ44uVWBnt99rIs8+/DY5qWeLn7+fH+4iRYMySXywE4HOfZTTgchmEYQ0/ekslkeo4NKBQKKJVKE2nHWTMt8aLBjCNeqqoeec72WPL+Gsy0xIsGM454WZYFwzB6vl+r1bz5EcbZjrNoWuJFgxlHvNy/JXrFRJKkjnjy/hrMtMTLz5gAzxDTNPv+z8G9kcrl8sDHLBaLsG0biUTiVNtxFk1LvGgw44hXr/+5AYCmaV0nLOP9NZhpiRcNZhzxkmUZlmUhHo93fT+Xy3X8t5L312CmJV40mHHEq1wu9z1mOBz2zj3OdpxF0xIvP2MCPEMsy0IoFOr5vvvFtyxr4GNubGwAgDfDm2mayOfzfW+QcbTjLJqWeLU7zj5+MMnvtWmaCIfDXf9nxftrMNMSr27b8v7qNI54CYIAXddRLBa9ionLMAxYltUxszDvr8FMS7za8f7qbhzx6ne8Zs1JGu+vwUxLvNr56f5iAjxDjuoe5H75h+ky0fwlz2azqNVqXhc/RVG6dpcYRzvOommJl8swDOTzeQAYeB8/meT3ul83dt5fg5mWeLl4f/U3rnilUinoug7LsqAoClRVhaZpsCwLhUJhYu04a6YlXi7eX/2NI16SJPXdvlqtdhyT99dgpiVeLj/eX0yAZ8g4/oPh3oT5fB6pVAqyLAM4vJEKhQLi8XjHDeD3/3ANalriBbzRnSaZTHrVY0mSkMvloCiKL572HWVS3+tisdi3qy3vr8FMS7wA3l+DGGe8UqmUN6Yun88jn8/3jBnvr8FMS7wA3l+DGEe83DkRen2+7t8a29vbY23HWTQt8QL8e38xAT6D2r/c/di2Ddu2u3adEAQBsiwfOTHMKNrhZ5OIVywW67qwuiiKkGW555gs6nTS73UmkxnJODfeX4OZRLx4f43OceKlaRoAwHEcpFIp2LbtVRcn2Q4/mkS8eH+NzjDxkmUZsiwjk8l0vGcYhvcAfnV1dazt8LNJxMuv9xcT4BkiCMJAT42G+Y+R2wXDvTHaKYoCy7JangCNox1n0bTE6yiSJMGyLN+PyZnE99qNjfuU9bTacRZMS7yOwvvr0LjipSgKFEXxuu3puo5KpQJRFJHP5zv+eOP9NZhpiddReH8dGle8SqUSQqEQNE3zju9Oxukeq7krL++vwUxLvI5ylu8vJsAz5KgB7rVaDcBwX273mL32cd9vHjQ/jnacRdMSr6NwZsBDk/he53K5I7vT8v4azLTE6yi8vw6NI17ZbBaSJHU8EJQkCdVqFclkEsVisWVYCO+vwUxLvI7C++vQOL/XuVwO6XQahmGgWCxClmXEYjGvOhmNRifSjrNkWuJ1lLN8fzEBniGiKHo3RTfu055h/mAbtLLR/KRqHO04i6YlXqqqev8Ro94m8b02DGOg8aS8v442LfHi/TWYccTL/UOv3/uSJLWsjc77azDTEi/eX4MZ9/daEASvq2z7DMXNf5fw/hrMtMTLz/cXE+AZctQMb+6Xu1f32G6uXbsGoPeAfPcGbb5hxtGOs2ha4lUul2FZVs993NdP0s3zLJjE9/qotf8m1Y6zYFrixftrMOOIl2VZR8ZHVdWW8/L+Gsy0xIv312BO43ttGEbH7Pi8vwYzLfHy8/3FBHiGuBOx9OqKsLW1NfTN4g5879XlyJ02vbnLxDjacRZNS7xkWYbjOD3/8Nja2oIgCL5/Ijvu77V73KO6PvH+Gsy0xIv312DGES9RFI8cm1atVhGJRMbajrNoWuLF+2sw44iXaZoIBoNd/95wx5W6E5qNsx1n0bTEy9f3l0MzRZZlJ5VKdX0PgFMqlTper9frTiqV6vqe4zhOLBZzYrFY1/dEUex6vuO0w4+mIV6VSsXJ5XJdt69Wqw4Ap1Ao9LsM3xhHvFylUskB4CSTybG0w4+mIV68vwY36nilUqme/y1095Vl2anX6yduhx9NQ7x4fw1u1PEqFAqOIAhd3xNF0dF1fWTt8KNpiJef7y8mwDOmXq87oig6lUql5fVkMtnzRtJ13QHgCILQ95jtN0EsFnNkWR5ZO/xoWuKl63rHf/yq1aojCALj1WQc8XLlcjkHwECfN++vwUxLvHh/DWYc8YrFYk4ymexIciuViiPLcse5jtsOP5qWePH+Gsyo41Wv1zseWNTrdUeSpL6fO++vwUxLvPx6fy1Mps5MoyIIAiqVCjRNgyAIWF1dRbVahaIoXdfxAg67OAiCgLW1tSOP6S5BYNs24vF4x3iBk7TDj6YlXqlUCoZhQFVV1Go12LYNQRDwwgsvnMmxHcc1jni5otEoBEHwxnGPuh1+NC3x4v01mHHEq1AowDAM3Lhxo+V1URRbJlM6aTv8aFrixftrMKOOlyAI0HW95e8M4HDpqn7dc3l/DWZa4uXX+yvgOI5z2o0gIiIiIiIiGjdOgkVERERERES+wASYiIiIiIiIfIEJMBEREREREfkCE2AiIiIiIiLyBSbARERERERE5AtMgImIiIiIiMgXmAATERERERGRLzABJiIiIiIiIl9gAkxERERERES+wASYiIiIiIiIfIEJMBEREZ1ptm3DsqxTO79pmqd2biIiasUEmIiIyAfy+fxpN+FUWJaFTCYDURRPrQ2iKELTtFM7PxERvSHgOI5z2o0gIiI6qXw+j1wu51XbBEFANBrt2E6SJKTTaQiCMPCxTdPExsYGLMuCKIqwbRu1Wg3Xrl1DMpkc6ljAYUUyn89jY2MDtm17yVl727LZLFKp1FDH7sayLITDYVSr1YESwWw2612vbdsQBAGiKCKRSHS0xzAMqKrqVVgFQUA6ne7b7klev6IoKJVKJzrGKJimiVwuh1wud9pNISLyN4eIiOgM0XXdAeDkcrmu7+dyOUcQBCeVSg10vFgs5siy7NTr9Y73KpWKI0mSo+v6wO1LpVKOIAiOrusdx6xWq04sFnNKpZJTr9edUf1vOpVKOQAGvmaX+1kOcn2pVMqRZXmg7SZ1/e6xpkUymXQKhcJpN4OIyNcWTjX7JiIiGjG3mhgKhbq+n0wmIYoiFEWBbds9K3K2beP69euIRqMoFApdt5EkCS+88AKuX7+OarV6ZHVPURRYloVKpdK1EiuKIgqFAjRNg67rfY81DLc6WywWhzquW4kdpMKtqioMw+i7zSSv3+0JIMvyiY4zSrqu4/r164jFYqfdFCIi3+IYYCIi8h1ZliHLMvL5fM8JiuLxOAAcmdQKgoBCoYB8Po9sNttzu3g8DsMwUCqVjuyGrOv6yCZtMk0TiqIgFovBsqxTm5Bp0tevaRpUVT3RMUbN7Zbv1/HYRETTgAkwERH5kiRJANC1apnP52EYxsBVSFEUkUwmoWla18StWCx61ddBJ2Ma1VjRXC6HtbU1JBKJkR53GJO+fsuyUC6Xp6r664rH4yOt7hMR0XCYABMRkS/Ztg2ge/deTdMgCMJQCZQ7y2+32X7d14aZ0GlUyVutVoMgCF63283NzZEcdxiTvn436R+35sm/BiXLMmq1GpdGIiI6JUyAiYjIl9zKb3uiZBgGbNseOgETRRGCIKBYLHYcz7KsYyV0Jx0rahgGFEVpOZ5t20eO1R2l07h+wzC8LuzjZFlWR7wHsba2NtEYEBHRG5gAExGR7+TzeViWhVKp1FEBdpfMuXbt2tDHdZddak5u3OO5Xa6HcdKusoVCoSXBP41u0Kdx/aZpdl0Ca9Q0TTvWZxmJRKZiaSYiIj9iAkxERL7gVj7j8ThKpRKq1WrXqmTzerbDcvdp7hbr/ns4HB76eIOOl+3F7f7sciuqx6laHtekr980TQiCcKz4Dcv9/gz7eUajUZTL5XE0iYiIjsBlkIiI6Eza2NhoSUS3trZgmiZUVe07FtUdG9xrGaVBuMcY1fGOo1gsehXfZrFYzJuUahLL8Uz6+mu12okfHAwjl8tBURRUKpWBq9yiKLZ8R4iIaHKYABMR0ZmUSCS6JniapiEcDqNSqXStErqv1Wq1oc/ZbWKtkxzvJDY2NrquX6yqKorFIjY2NiaSAE/6+ke1fNSgZFn21vfttb5xL7ZtT6RSTUREb2ACTEREvqLrOgzDQCQSQbVa7XjfTWC6vXcUN8lrToJOcrxxkGW562Rd4zLp67dte6Bq8ygrsMlkEtvb2wiHw9B1/cjZrpsfCjABJiKaLCbARETkO9FoFPl8HqZpdnRbVRQF2Wz2WMvUuPs0jy0+yfGy2SxSqRQsy+qZsHXrdlssFmFZVssM0M1CoRBs2x5pN+he7RvF9Q9je3v7yKSyWCyObZZoTdOwsbGBSqVy5LbsBk1ENHlMgImIyHfcBKlcLnckkG6FdNhlatzt2xPK4x4POEzmgMNZg3slS47jdLx2VAJmmiYikQhyuVzfBNit3g6SqFmW1bX77yiufxjhcPjIZDsWi3X93E4im80ik8kgnU4PnLRPcqwyEREd4izQRETkO6urqwB6d8tNp9MADpdLGpS7HE63pXvc17LZ7FDtdNXrdTiO0/Wn3SBdgCVJgiiK3prHvbhLCW1tbR3Zxq2trZ5LD530+ocRCoUmPt7aXQ6pUqkMlPx2GytORESTwQSYiIh8p9tyRc1SqRQkSYKmaQNVP03TRLFYRCqV6lrVSyaTiMVi0DRt4Emastmsl4gPY3NzE6qqHrmdu83m5mbPbQRBQDKZRLFY7Ps52Lbdd0KnSV6/IAgT7VpcLBaRz+eHmgCLY3+JiE4PE2AiIjpT3OpfvyqgW6ls7yrbXKF84YUXEAqFjhwrats24vE4YrFY1+qvq1AoQJZlKIpyZBJoGMax17ItlUoDLceTTCYBvFG57iWXy0EQBGQymZ7baJoGTdP6HmdS1y+K4kRngtY0Devr60O11TTNiS+LRUREh5gAExHRmWDbNkzTRKlUAnCYCJqm2bUaKEkSJElqmVyqvYIpCIK3VFKvpM0dS6uqatclh9qVSiXEYjFEIhFks9mOttm2DU3TYJqml6AOw53YaxCCIEAURZimeWTCWKlUUCwWO5JcN/lXFGWg6ue4rx84TIAFQZhIElwsFiEIwtATiVmW1TJRGhERTU7AGfUsEERERKegWCx2Hat67dq1ngmKqqqwLAvxeBy2bfccv2maplcJbR4/LAgC0un00JVK27aRz+exsbEB27a95FEURWiaNvTkSIZheNfiHqdUKvU8TrFYRCaT8ZJlNxnWdb1vYpbNZr3P2J30Stf1ods76utv5yblx02iB6UoChRFGXqm6kgkgnQ6PZF1mImIqBUTYCIiIjpTDMNALpcbqCp/EpqmDf0AxLZtBIPBkc9CTUREg2ECTERERGdOOBz2urBPE3fCrKPGXhMR0XgwASYiIqIzx53QbNjuyeMWiURQKBS4BjAR0SnhJFhERER05qRSKW+M8bQoFouIRqNMfomIThErwERERHQmGYaBQqEwNd2NFUVBoVCYum7ZRER+wgowERERnUmyLCMcDsMwjNNuCjRNg67rTH6JiE4ZK8BERER0phWLRUiSdGpdj0/7/ERE9AYmwEREREREROQL7AJNREREREREvsAEmIiIiIiIiHyBCTARERERERH5AhNgIiIiIiIi8gUmwEREREREROQLTICJiIiIiIjIF5gAExERERERkS8wASYiIiIiIiJfYAJMREREREREvvD/A7mJ0ksQbPUkAAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_scatter_data(\n", + " data_df=df,\n", + " x_col=\"attacked_z_score_roc_auc\",\n", + " y_col=\"f_200p25m25_baseline_completion_vs_w_wm_output_p_sp_mean\",\n", + " x_name=r\"ROC-AUC $(\\rightarrow)$\",\n", + " y_name=r\"P-SP $(\\rightarrow)$\",\n", + " series_readable_id_col=\"Name\",\n", + " series_readable_id_map=name_extractor,\n", + " color_marker_map=color_marker_map,\n", + " legend_sort_indices=[0,2],\n", + " legend_unique_indices = [0],\n", + " shorten_legend_indices = [0],\n", + " filter_list=filter_list,\n", + " num_colors=10,\n", + " num_markers=10,\n", + " marker_size=50,\n", + " figure_size=(10,6),\n", + " # plot_inferred_series=True,\n", + " # inferred_series_linestyle=\"solid\",\n", + " # inferred_series_linewidth=2,\n", + " # infer_sort_by_x=False,\n", + " legend_loc=\"lower left\",\n", + " num_cols=1,\n", + " title=\"Detection Rate vs.\\nSimilarity of Human and Watermarked Outputs (P-SP)\",\n", + " save_path=f\"{figure_dir}/{fig_name}.pdf\" if save else None,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "watermarking-dev", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.9" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lm-watermarking-main/watermark_reliability_release/generation_pipeline.py b/lm-watermarking-main/watermark_reliability_release/generation_pipeline.py new file mode 100644 index 0000000000000000000000000000000000000000..9ebd2f48d682fe46ca8b2dfb8fd38834955013ad --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/generation_pipeline.py @@ -0,0 +1,615 @@ +# coding=utf-8 +# Copyright 2023 Authors of "A Watermark for Large Language Models" +# available at https://arxiv.org/abs/2301.10226 +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + +import os +import argparse +from functools import partial +from tqdm import tqdm +import wandb + +print(f"Current huggingface cache dir: {os.environ['HF_HOME']}") + +# HF classses +from transformers import LogitsProcessorList, DataCollatorWithPadding + +# better bool flag type for argparse +from utils.submitit import str2bool + +# some file i/o helpers +from utils.io import write_jsonlines, write_json + +# watermarking functionality +from watermark_processor import WatermarkLogitsProcessor + +# generation pipeline helpers +from utils.generation import ( + MAX_GENERATIONS, + load_model, + load_hf_dataset, + check_input_lengths, + check_output_lengths, + tokenize_for_generation, + generate, +) + + +def main(args): + ########################################################################### + # Start logging + ########################################################################### + # storing slurm info to allow auditing logfiles later + args.SLURM_JOB_ID = os.getenv("SLURM_JOB_ID") + args.SLURM_ARRAY_JOB_ID = os.getenv("SLURM_ARRAY_JOB_ID") + args.SLURM_ARRAY_TASK_ID = os.getenv("SLURM_ARRAY_TASK_ID") + + if args.wandb: + # start a new wandb run to track this experiment, will send data to it later + run = wandb.init( + # set the wandb project where this run will be logged + project=args.wandb_project, + entity=args.wandb_entity, + name=f"{args.run_name}", + # track hyperparameters and run metadata + config=args, + tags=args.wandb_tags, + ) + + ########################################################################### + # Create the output dir + ########################################################################### + print(f"Output dir for this run: {args.output_dir}") + # notify if exists + if os.path.exists(args.output_dir): + print(f"Output dir for this run already exists!") + print(f"Contents: {sorted(os.listdir(args.output_dir))}") + else: + # create the output dir where run artifacts are stored + os.makedirs(args.output_dir) + + ########################################################################### + # Load the dataset + ########################################################################### + # basic ops like shuffling and select are done in load fn + dataset = load_hf_dataset(args) + + ########################################################################### + # Instantiate model and tokenizer + ########################################################################### + + model, tokenizer, device = load_model(args) + + ########################################################################### + # Configure the prompt construction partial + ########################################################################### + + # Construct the data filtering/sampling scheme partials + token_kwargs = dict( + hf_model_name=args.model_name_or_path, + tokenizer=tokenizer, + args=args, + ) + if args.input_truncation_strategy == "prompt_length": + token_kwargs.update(dict(min_prompt_tokens=args.min_prompt_tokens)) + elif args.input_truncation_strategy == "completion_length": + token_kwargs.update(dict(max_new_tokens=args.max_new_tokens)) + elif args.input_truncation_strategy == "no_truncation": + # truncate_input_for_prompt is a bool flag, that is set by + # the dataset loading function, semi-redundant, to make sure + # people are very aware of which input data style they are using + assert ( + args.truncate_input_for_prompt == False + ), "Cannot truncate input for prompt if 'no_truncation' strategy is specified" + pass + else: + ValueError(f"Unknown input truncation strategy {args.input_truncation_strategy}") + tokenize_prompts = partial(tokenize_for_generation, **token_kwargs) + + ########################################################################### + # Configure the I/O data validation partials + ########################################################################### + + input_check_kwargs = dict( + min_sample_len=args.min_sample_tokens, + max_input_len=model.config.max_position_embeddings, + max_new_tokens=args.max_new_tokens, + ) + if args.input_filtering_strategy == "prompt_length": + input_check_kwargs.update(dict(min_prompt_len=args.min_prompt_tokens, min_completion_len=0)) + elif args.input_filtering_strategy == "completion_length": + input_check_kwargs.update(dict(min_prompt_len=0, min_completion_len=args.max_new_tokens)) + elif args.input_filtering_strategy == "prompt_and_completion_length": + input_check_kwargs.update( + dict(min_prompt_len=args.min_prompt_tokens, min_completion_len=args.max_new_tokens) + ) + elif args.input_filtering_strategy == "no_filter": + input_check_kwargs.update(dict(min_prompt_len=0, min_completion_len=0)) + else: + ValueError(f"Unknown input filtering strategy {args.input_filtering_strategy}") + input_check = partial(check_input_lengths, **input_check_kwargs) + + if args.output_filtering_strategy == "max_new_tokens": + output_kwargs = dict(min_output_len=args.max_new_tokens) + elif args.output_filtering_strategy == "no_filter": + output_kwargs = dict(min_output_len=0) + else: + ValueError(f"Unknown output filtering strategy {args.output_filtering_strategy}") + output_check = partial(check_output_lengths, **output_kwargs) + + ########################################################################### + # Construct the watermark processor + ########################################################################### + + watermark_processor = WatermarkLogitsProcessor( + vocab=list(tokenizer.get_vocab().values()), + gamma=args.gamma, + delta=args.delta, + seeding_scheme=args.seeding_scheme, + store_spike_ents=args.store_spike_ents, + select_green_tokens=True, + ) + + ########################################################################### + # Configure the generation partials + ########################################################################### + + gen_kwargs = dict(max_new_tokens=args.max_new_tokens) + + # FIXME can add typica + if args.use_sampling: + gen_kwargs.update( + dict( + do_sample=True, + top_k=args.top_k, + top_p=args.top_p, + typical_p=args.typical_p, + temperature=args.sampling_temp, + ) + ) + else: + gen_kwargs.update(dict(num_beams=args.num_beams)) + + generate_without_watermark = partial(model.generate, **gen_kwargs) + generate_with_watermark = partial( + model.generate, logits_processor=LogitsProcessorList([watermark_processor]), **gen_kwargs + ) + + # construct the collator + data_collator = DataCollatorWithPadding(tokenizer=tokenizer, padding=True, pad_to_multiple_of=8) + + generation_partial = partial( + generate, + data_collator=data_collator, + generate_without_watermark=generate_without_watermark, + generate_with_watermark=generate_with_watermark, + watermark_processor=watermark_processor, + tokenizer=tokenizer, + device=device, + args=args, + ) + + ########################################################################### + # Compose the partials to create the pipeline + ########################################################################### + + # tokenize and truncate the row inputs to create prompts according to the strategy spec'd above + dataset_w_prompts = dataset.map(tokenize_prompts, batched=False) + + # filter the rows of the dataset based on length checks for the tokenized prompts and baseline completions + dataset_input_len_filtered = dataset_w_prompts.filter(input_check, batched=False) + + # need to remove the input tensor column after this map + # bc it persists between the prompt creation and generation maps + columns_to_remove = args.columns_to_remove + ["input_ids"] + + # call the generation partial on each prompt in the dataset + dataset_w_generations = dataset_input_len_filtered.map( + generation_partial, + batched=True, + batch_size=args.generation_batch_size, + remove_columns=columns_to_remove, + ) + + ########################################################################### + # Main loop - actually executes the generation pipeline. + # and accumulates the result rows in a list, assumes list is "small"-ish + # and we aren't accumulating any tensors or other memory hogging artifacts + ########################################################################### + + processed_examples = [] + ds_iterator = iter(dataset_w_generations) + i = 0 + total_steps = 0 + pbar = tqdm(total=args.min_generations) + while i < args.min_generations: + try: + ex = next(ds_iterator) + total_steps += 1 + except StopIteration: + break + + if args.verbose: + # log basics to stdout + print(f"#" * 80) + print(f"dataset index: {ex['idx']}") + print(f"orig_sample_length: {ex['orig_sample_length']}") + print(f"prompt_length: {ex['prompt_length']}") + print(f"real_completion_length: {ex['baseline_completion_length']}") + print(f"no_wm_output_length: {ex['no_wm_output_length']}") + print(f"w_wm_output_length: {ex['w_wm_output_length']}") + + print(f"\ntruncated_input: ") + print(ex["truncated_input"]) + print(f"\nbaseline_completion: ") + print(ex["baseline_completion"]) + print(f"\nno_wm_output: ") + print(ex["no_wm_output"]) + print(f"\nw_wm_output: ") + print(ex["w_wm_output"]) + + processed_examples.append(ex) + + if output_check(ex): + i += 1 + pbar.update(1) + else: + print( + f"\n{i} of {len(processed_examples)} rows were satisfactory so far, {round(i/args.min_generations, 2)} of total.", + f"\nCurrent generation overhead ratio: {round(len(processed_examples)/(i+1), 3)}.", + ) + # if using wandb, log progress to wandb + if args.wandb: + run.log( + { + "num_satisfactory_samples": i, + "progress_ratio": i / args.min_generations, + "generation_overhead_ratio": len(processed_examples) / (i + 1), + "total_generated_samples": len(processed_examples), + }, + step=total_steps, + ) + pbar.close() + + print( + f"#" * 80, + f"\nGeneration output length check overhead was num rows processed={len(processed_examples)}", + f"for {args.min_generations} samples. Ratio: {round(len(processed_examples)/args.min_generations, 3)}", + ) + if i < args.min_generations: + print( + f"#" * 80, + f"\nWarning, may have run out of data before {args.min_generations} satisfactory samples were generated. ", + f"\nNote, raw dataset limit was {args.limit_indices} rows.", + f"\n{len(processed_examples)} prompt passed input checks and yielded generations, and {i} passed output checks,", + f"\nProgress made: {round(i/args.min_generations, 2)}", + ) + + ########################################################################### + # Generation jsonl dumping + ########################################################################### + + gen_table_meta_path = f"{args.output_dir}/gen_table_meta.json" + gen_table_path = f"{args.output_dir}/gen_table.jsonl" + safe_gen_table_path = f"{args.output_dir}/gen_table_safe.jsonl" + + args.gen_table_already_existed = False + + if os.path.exists(gen_table_path): + args.gen_table_already_existed = True + print(f"Found existing generation files at this output dir: {args.output_dir}") + if args.overwrite: + print("Overwriting old generation files.") + gen_table_path = gen_table_path + else: + print( + f"Writing generations at alternate, safe path and exiting. Note! this only works once. " + f"Safe version will get overwritten next time ... " + ) + gen_table_path = safe_gen_table_path + + gen_table_meta = args.__dict__ + gen_table = processed_examples + + write_jsonlines(gen_table, gen_table_path) + write_json(gen_table_meta, gen_table_meta_path, indent=4) + + # finish the wandb run + if args.wandb: + run.finish() + return # reload in separate script for metric measurement + + +if __name__ == "__main__": + parser = argparse.ArgumentParser( + description="Run watermarked huggingface LM generation pipeline" + ) + parser.add_argument( + "--model_name_or_path", + type=str, + default="facebook/opt-1.3b", + help="Main model, path to pretrained model or model identifier from huggingface.co/models.", + ) + parser.add_argument( + "--load_fp16", + type=str2bool, + default=True, + help="Whether to run model in float16 precsion.", + ) + parser.add_argument( + "--use_gpu", + type=str2bool, + default=True, + help="Whether to run inference and watermark hashing/seeding/permutation on gpu.", + ) + parser.add_argument( + "--dataset_name", + type=str, + default="c4", + help="The name of the dataset to use (via the datasets library).", + ) + parser.add_argument( + "--dataset_config_name", + type=str, + default="realnewslike", + help="The configuration name of the dataset to use (via the datasets library).", + ) + parser.add_argument( + "--dataset_split", + type=str, + default="train", + help="The split of the dataset to use (via the datasets library).", + ) + parser.add_argument( + "--stream_dataset", + type=str2bool, + default=True, + help="Whether to stream the dataset from the web or download it locally.", + ) + parser.add_argument( + "--columns_to_remove", + type=str, + default=None, + help="Comma separated list of columns to remove from the dataset before generation.", + ) + parser.add_argument( + "--shuffle_dataset", + type=str2bool, + default=False, + help="Whether to shuffle the dataset before sampling.", + ) + parser.add_argument( + "--shuffle_seed", + type=int, + default=1234, + help="The seed to use for dataset shuffle op.", + ) + parser.add_argument( + "--shuffle_buffer_size", + type=int, + default=10_000, + help="The buffer size to use for dataset shuffle op - takes n rows first, then shuffles those indices", + ) + parser.add_argument( + "--prompt_id", + type=int, + default=0, + help="If the dataset supports multiple instruction prompts, denotes which one to use. 0 is default/no prompt.", + ) + parser.add_argument( + "--max_new_tokens", + type=int, + default=100, + help="The number of tokens to generate using the model, and the num tokens removed from real text sample", + ) + parser.add_argument( + "--min_prompt_tokens", + type=int, + default=50, # 500 + help="The number of examples (first N) to process from the dataset.", + ) + parser.add_argument( + "--min_sample_tokens", + type=int, + default=0, + help="The the minimum length of raw prompt samples to consider.", + ) + parser.add_argument( + "--limit_indices", + type=int, + default=None, + help="The number of examples (first N) to pull from the dataset, if None, pull all, and then set this arg to the number of rows in the dataset.", + ) + parser.add_argument( + "--min_generations", + type=int, + default=500, + help="The minimum number of valid generations according to the output check strat to sample.", + ) + parser.add_argument( + "--input_truncation_strategy", + type=str, + default="completion_length", + choices=["no_truncation", "completion_length", "prompt_length"], + help="The strategy to use when tokenizing and truncating raw inputs to make prompts.", + ) + parser.add_argument( + "--input_filtering_strategy", + type=str, + default="completion_length", + choices=["no_filter", "completion_length", "prompt_length", "prompt_and_completion_length"], + help="The strategy to use when tokenizing and truncating raw inputs to make prompts.", + ) + parser.add_argument( + "--output_filtering_strategy", + type=str, + default="no_filter", + choices=["no_filter", "max_new_tokens"], + help=( + f"The strategy to use when filtering/skipping rows if the model didn't ", + f"generate enough tokens to facilitate analysis.", + ), + ) + parser.add_argument( + "--use_sampling", + type=str2bool, + default=False, + help=("Whether to perform sampling during generation. (non-greedy decoding)"), + ) + parser.add_argument( + "--sampling_temp", + type=float, + default=0.7, + help="The temperature to use when generating using multinom sampling", + ) + parser.add_argument( + "--top_k", + type=int, + default=0, + help="The top k to use when generating using top_k version of multinom sampling", + ) + parser.add_argument( + "--top_p", + type=float, + default=1.0, + help="The top p to use when generating using top_p version of sampling", + ) + parser.add_argument( + "--typical_p", + type=float, + default=1.0, + help="The typical p to use when generating using typical decoding version of multinom sampling", + ) + parser.add_argument( + "--num_beams", + type=int, + default=1, + help="The number of beams to use where '1' is no beam search.", + ) + parser.add_argument( + "--generation_seed", + type=int, + default=None, + help="Seed for setting the torch rng prior to generation using any decoding scheme with randomness.", + ) + parser.add_argument( + "--generation_batch_size", + type=int, + default=4, + help="The batch size to use for generation.", + ) + parser.add_argument( + "--seeding_scheme", + type=str, + default="simple_1", + help="The seeding procedure to use for the watermark.", + ) + parser.add_argument( + "--gamma", + type=float, + default=0.25, + help="The ratio of tokens to put in the greenlist when splitting the vocabulary", + ) + parser.add_argument( + "--delta", + type=float, + default=2.0, + help="The amount of bias (absolute) to add to the logits in the whitelist half of the vocabulary at every step", + ) + parser.add_argument( + "--store_spike_ents", + type=str2bool, + default=True, + help=("Whether to store the spike entropies while generating with watermark processor. "), + ) + parser.add_argument( + "--verbose", + type=str2bool, + default=False, + help="Whether to log the generations to stdout.", + ) + parser.add_argument( + "--wandb", + type=str2bool, + default=False, + help="Whether to log to wandb.", + ) + parser.add_argument( + "--wandb_project", + type=str, + default="lm-watermarking", + help="The name of the wandb project.", + ) + parser.add_argument( + "--wandb_entity", + type=str, + default="jwkirchenbauer", + help="The wandb entity/user for the project.", + ) + parser.add_argument( + "--wandb_tags", + type=str, + default="", + help="The comma separated list of tags to add to the wandb run.", + ) + parser.add_argument( + "--run_name", + type=str, + default=None, + help="The unique name for the run.", + ) + parser.add_argument( + "--output_dir", + type=str, + default="./output", + help="The unique name for the run.", + ) + parser.add_argument( + "--overwrite", + type=str2bool, + default=False, + help="Allow overwriting of old generation files at the same output location.", + ) + args = parser.parse_args() + + ########################################################################### + # Argument validation and conditional setting + ########################################################################### + # for removing some columns to save space + args.columns_to_remove = args.columns_to_remove.split(",") if args.columns_to_remove else [] + + # if decoding scheme is not sampling, then set generation seed to None + # to avoid confusion and calling the torch rng unnecessarily + args.generation_seed = args.generation_seed if args.use_sampling else None + + # -1 value for min_generations means no specified minimum + # with the assumption that the + if args.min_generations <= 0: + args.min_generations = MAX_GENERATIONS + print( + f"Warning: min_generations is -1. A hardcoded value of {MAX_GENERATIONS} will be used to limit the generation loop." + ) + + if args.limit_indices is None: + print("No limit_indices specified, pulling all examples from the dataset.") + else: + print(f"Limiting iteration to {args.limit_indices} examples from the dataset.") + + # split wandb tags + if args.wandb_tags != "": + args.wandb_tags = args.wandb_tags.split(",") + else: + args.wandb_tags = [] + + main(args) diff --git a/lm-watermarking-main/watermark_reliability_release/homoglyph_data/__init__.py b/lm-watermarking-main/watermark_reliability_release/homoglyph_data/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..62dc1e2de2de7df37b987b6cd862bf7be4629f7d --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/homoglyph_data/__init__.py @@ -0,0 +1,40 @@ +# This is data for homoglyph finding + +"""Original package info: + +Homoglyphs +* Get similar letters +* Convert string to ASCII letters +* Detect possible letter languages +* Detect letter UTF-8 group. + +# main package info +__title__ = 'Homoglyphs' +__version__ = '2.0.4' +__author__ = 'Gram Orsinium' +__license__ = 'MIT' + +# License: + +MIT License 2019 orsinium + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice (including the next +paragraph) shall be included in all copies or substantial portions of the +Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. + +""" diff --git a/lm-watermarking-main/watermark_reliability_release/homoglyph_data/categories.json b/lm-watermarking-main/watermark_reliability_release/homoglyph_data/categories.json new file mode 100644 index 0000000000000000000000000000000000000000..64a4e570c0b189792342a4ed5a814c5004ec0117 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/homoglyph_data/categories.json @@ -0,0 +1,10423 @@ +{ + "aliases": [ + "ADLAM", + "AHOM", + "ANATOLIAN_HIEROGLYPHS", + "ARABIC", + "ARMENIAN", + "AVESTAN", + "BALINESE", + "BAMUM", + "BASSA_VAH", + "BATAK", + "BENGALI", + "BHAIKSUKI", + "BOPOMOFO", + "BRAHMI", + "BRAILLE", + "BUGINESE", + "BUHID", + "CANADIAN_ABORIGINAL", + "CARIAN", + "CAUCASIAN_ALBANIAN", + 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"ءآأؤإئابةتثجحخدذرزسشصضطظعغػؼؽؾؿـفقكلمنهوىيًٌٍَُِّ", + "be": "ʼЁІЎАБВГДЕЖЗЙКЛМНОПРСТУФХЦЧШЫЬЭЮЯабвгдежзйклмнопрстуфхцчшыьэюяёіў", + "bg": "АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЬЮЯабвгдежзийклмнопрстуфхцчшщъьюя", + "ca": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÈÉÍÏÒÓÚÜÇàèéíïòóúüç·", + "cz": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÁÉÍÓÚÝáéíóúýČčĎďĚěŇňŘřŠšŤťŮůŽž", + "da": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÅÆØåæø", + "de": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÄÖÜßäöü", + "el": "ΪΫΆΈΉΊΌΎΏΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡΣΤΥΦΧΨΩΐΰϊϋάέήίαβγδεζηθικλμνξοπρςστυφχψωόύώ", + "en": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz", + "eo": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzĈĉĜĝĤĥĴĵŜŝŬŭ", + "es": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÁÉÍÑÓÚÜáéíñóúü", + "et": "ABDEGHIJKLMNOPRSTUVabdeghijklmnoprstuvÄÕÖÜäõöü", + "fi": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÄÅÖäåöŠšŽž", + "fr": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÂÇÈÉÊÎÏÙÛàâçèéêîïùûŒœ", + "he": "אבגדהוזחטיךכלםמןנסעףפץצקרשתװױײ", + "hr": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzĆćČčĐ𩹮ž", + "hu": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzÁÉÍÓÖÚÜáéíóöúüŐőŰű", + "it": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÈÉÌÒÓÙàèéìòóù", + "lt": "ABCDEFGHIJKLMNOPRSTUVYZabcdefghijklmnoprstuvyzĄąČčĖėĘęĮįŠšŪūŲųŽž", + "lv": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzĀāČčĒēĢģĪīĶķĻļŅņŠšŪūŽž", + "mk": "ЃЅЈЉЊЌЏАБВГДЕЖЗИКЛМНОПРСТУФХЦЧШабвгдежзиклмнопрстуфхцчшѓѕјљњќџ", + "nl": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz", + "pl": "ABCDEFGHIJKLMNOPRSTUWYZabcdefghijklmnoprstuwyzÓóĄąĆćĘꣳŃńŚśŹźŻż", + "pt": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÀÁÂÃÇÉÊÍÓÔÕÚàáâãçéêíóôõú", + "ro": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÂÎâîĂăȘșȚț", + "ru": "ЁАБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯабвгдежзийклмнопрстуфхцчшщъыьэюяё", + "sk": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzÁÄÉÍÓÔÚÝáäéíóôúýČčĎďĹ弾ŇňŔ੹ŤťŽž", + "sl": "ABCDEFGHIJKLMNOPRSTUVZabcdefghijklmnoprstuvzČ芚Žž", + "sr": "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyzЂЈЉЊЋЏАБВГДЕЖЗИКЛМНОПРСТУФХЦЧШабвгдежзиклмнопрстуфхцчшђјљњћџ", + "th": "กขฃคฅฆงจฉชซฌญฎฏฐฑฒณดตถทธนบปผฝพฟภมยรฤลฦวศษสหฬอฮฯะัาำิีึืฺุู฿เแโใไๅๆ็่้๊๋์ํ๎๏๐๑๒๓๔๕๖๗๘๙๚๛", + "tr": "ABCDEFGHIJKLMNOPRSTUVYZabcdefghijklmnoprstuvyzÂÇÎÖÛÜâçîöûüĞğİıŞş", + "vi": "ABCDEGHIKLMNOPQRSTUVXYabcdeghiklmnopqrstuvxyÂÊÔâêôĂăĐđƠơƯư" +} diff --git a/lm-watermarking-main/watermark_reliability_release/homoglyphs.py b/lm-watermarking-main/watermark_reliability_release/homoglyphs.py new file mode 100644 index 0000000000000000000000000000000000000000..925279eb3455eb63e36aea12c97ae9b685a15652 --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/homoglyphs.py @@ -0,0 +1,265 @@ +"""Updated version of core.py from +https://github.com/yamatt/homoglyphs/tree/main/homoglyphs_fork +for modern python3 +""" + +from collections import defaultdict +import json +from itertools import product +import os +import unicodedata + +# Actions if char not in alphabet +STRATEGY_LOAD = 1 # load category for this char +STRATEGY_IGNORE = 2 # add char to result +STRATEGY_REMOVE = 3 # remove char from result + +ASCII_RANGE = range(128) + + +CURRENT_DIR = os.path.dirname(os.path.abspath(__file__)) +DATA_LOCATION = os.path.join(CURRENT_DIR, "homoglyph_data") + + +class Categories: + """ + Work with aliases from ISO 15924. + https://en.wikipedia.org/wiki/ISO_15924#List_of_codes + """ + + fpath = os.path.join(DATA_LOCATION, "categories.json") + + @classmethod + def _get_ranges(cls, categories): + """ + :return: iter: (start code, end code) + :rtype: list + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + + for category in categories: + if category not in data["aliases"]: + raise ValueError("Invalid category: {}".format(category)) + + for point in data["points"]: + if point[2] in categories: + yield point[:2] + + @classmethod + def get_alphabet(cls, categories): + """ + :return: set of chars in alphabet by categories list + :rtype: set + """ + alphabet = set() + for start, end in cls._get_ranges(categories): + chars = (chr(code) for code in range(start, end + 1)) + alphabet.update(chars) + return alphabet + + @classmethod + def detect(cls, char): + """ + :return: category + :rtype: str + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + + # try detect category by unicodedata + try: + category = unicodedata.name(char).split()[0] + except (TypeError, ValueError): + # In Python2 unicodedata.name raise error for non-unicode chars + # Python3 raise ValueError for non-unicode characters + pass + else: + if category in data["aliases"]: + return category + + # try detect category by ranges from JSON file. + code = ord(char) + for point in data["points"]: + if point[0] <= code <= point[1]: + return point[2] + + @classmethod + def get_all(cls): + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + return set(data["aliases"]) + + +class Languages: + fpath = os.path.join(DATA_LOCATION, "languages.json") + + @classmethod + def get_alphabet(cls, languages): + """ + :return: set of chars in alphabet by languages list + :rtype: set + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + alphabet = set() + for lang in languages: + if lang not in data: + raise ValueError("Invalid language code: {}".format(lang)) + alphabet.update(data[lang]) + return alphabet + + @classmethod + def detect(cls, char): + """ + :return: set of languages which alphabet contains passed char. + :rtype: set + """ + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + languages = set() + for lang, alphabet in data.items(): + if char in alphabet: + languages.add(lang) + return languages + + @classmethod + def get_all(cls): + with open(cls.fpath, encoding="utf-8") as f: + data = json.load(f) + return set(data.keys()) + + +class Homoglyphs: + def __init__( + self, + categories=None, + languages=None, + alphabet=None, + strategy=STRATEGY_IGNORE, + ascii_strategy=STRATEGY_IGNORE, + ascii_range=ASCII_RANGE, + ): + # strategies + if strategy not in (STRATEGY_LOAD, STRATEGY_IGNORE, STRATEGY_REMOVE): + raise ValueError("Invalid strategy") + self.strategy = strategy + self.ascii_strategy = ascii_strategy + self.ascii_range = ascii_range + + # Homoglyphs must be initialized by any alphabet for correct work + if not categories and not languages and not alphabet: + categories = ("LATIN", "COMMON") + + # cats and langs + self.categories = set(categories or []) + self.languages = set(languages or []) + + # alphabet + self.alphabet = set(alphabet or []) + if self.categories: + alphabet = Categories.get_alphabet(self.categories) + self.alphabet.update(alphabet) + if self.languages: + alphabet = Languages.get_alphabet(self.languages) + self.alphabet.update(alphabet) + self.table = self.get_table(self.alphabet) + + @staticmethod + def get_table(alphabet): + table = defaultdict(set) + with open(os.path.join(DATA_LOCATION, "confusables_sept2022.json")) as f: + data = json.load(f) + for char in alphabet: + if char in data: + for homoglyph in data[char]: + if homoglyph in alphabet: + table[char].add(homoglyph) + return table + + @staticmethod + def get_restricted_table(source_alphabet, target_alphabet): + table = defaultdict(set) + with open(os.path.join(DATA_LOCATION, "confusables_sept2022.json")) as f: + data = json.load(f) + for char in source_alphabet: + if char in data: + for homoglyph in data[char]: + if homoglyph in target_alphabet: + table[char].add(homoglyph) + return table + + @staticmethod + def uniq_and_sort(data): + result = list(set(data)) + result.sort(key=lambda x: (-len(x), x)) + return result + + def _update_alphabet(self, char): + # try detect languages + langs = Languages.detect(char) + if langs: + self.languages.update(langs) + alphabet = Languages.get_alphabet(langs) + self.alphabet.update(alphabet) + else: + # try detect categories + category = Categories.detect(char) + if category is None: + return False + self.categories.add(category) + alphabet = Categories.get_alphabet([category]) + self.alphabet.update(alphabet) + # update table for new alphabet + self.table = self.get_table(self.alphabet) + return True + + def _get_char_variants(self, char): + if char not in self.alphabet: + if self.strategy == STRATEGY_LOAD: + if not self._update_alphabet(char): + return [] + elif self.strategy == STRATEGY_IGNORE: + return [char] + elif self.strategy == STRATEGY_REMOVE: + return [] + + # find alternative chars for current char + alt_chars = self.table.get(char, set()) + if alt_chars: + # find alternative chars for alternative chars for current char + alt_chars2 = [self.table.get(alt_char, set()) for alt_char in alt_chars] + # combine all alternatives + alt_chars.update(*alt_chars2) + # add current char to alternatives + alt_chars.add(char) + + # uniq, sort and return + return self.uniq_and_sort(alt_chars) + + def _get_combinations(self, text, ascii=False): + variations = [] + for char in text: + alt_chars = self._get_char_variants(char) + + if ascii: + alt_chars = [char for char in alt_chars if ord(char) in self.ascii_range] + if not alt_chars and self.ascii_strategy == STRATEGY_IGNORE: + return + + if alt_chars: + variations.append(alt_chars) + if variations: + for variant in product(*variations): + yield "".join(variant) + + def get_combinations(self, text): + return list(self._get_combinations(text)) + + def _to_ascii(self, text): + for variant in self._get_combinations(text, ascii=True): + if max(map(ord, variant)) in self.ascii_range: + yield variant + + def to_ascii(self, text): + return self.uniq_and_sort(self._to_ascii(text)) diff --git a/lm-watermarking-main/watermark_reliability_release/label_studio/human_paraphrase_template.html b/lm-watermarking-main/watermark_reliability_release/label_studio/human_paraphrase_template.html new file mode 100644 index 0000000000000000000000000000000000000000..a92055b260e689bc85fe7538b6f4c0e8ac46c62d --- /dev/null +++ b/lm-watermarking-main/watermark_reliability_release/label_studio/human_paraphrase_template.html @@ -0,0 +1,18 @@ + + + +
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