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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1c(O)cc2c(c1O)[C@@H]1O[C@H](CO)[C@@H](O)[C@H](O)[C@H]1OC2=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)C(=O)CNC(=O)Cc1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[C@@H]1O[C@@H](OC[C@H]2O[C@@H](Oc3c(-c4ccc(OCCO)c(OCCO)c4)oc4cc(OCCO)cc(O)c4c3=O)[C@H](O)[C@@H](O)[C@@H]2O)[C@H](O)[C@H](O)[C@H]1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cccn2c(=O)c(-c3nnn[n-]3)cnc12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cccc2sc3nncn3c12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1Nc2ccccc2C1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(C)c1ccc(CN2CCN(C(c3ccccc3)c3ccc(Cl)cc3)CC2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCc1cn([C@H]2C[C@H](O)[C@@H](CO)O2)c(=O)[nH]c1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCOc1cc(C(=O)NCCN(CC)CC)c2ccccc2n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOP(=S)(OCC)Oc1ccc2c(C)c(Cl)c(=O)oc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=S(=O)(Oc1ccc(Cl)cc1)c1ccc(Cl)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NS(=O)(=O)c1ccc(C(=O)O)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCc1nccnc1C Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1ccc(C(=O)c2cccc(O)c2)c(OC)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1(C)CCC[C@@]2(C)[C@H]1CC[C@@]1(C)OC(=O)C[C@H]21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABdrklEQVR4nO2dd5gUVfb3T1Xnnsww5AwSBxAQQZKiuCyigllYE6Kurrs/w+q+6qqrrnFZc1jXgBhQzKi7Aq6uIkEEJechDTMwqWc6V1e6dd4/zvS1GIIIzdQMez8PD09PdXV3dXV969x7zrnnSIgIAoHAOWSnD0Ag+F9HiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYYQIBQKHESIUCBxGiFAgcBghQoHAYY4HEeq6zh9blvXJJ5+0atVKkqSOHTteeeWVc+bM2bp1K+2j67plWfxVmqY1eCvGGN+BQETDMBhj/E/TNC3LarAbYwwRM/7VBP8LSM390kkmk1lZWaZpMsZ8Pt8333xz+eWXl5eX07Mul4v007Zt25NPPrlHjx6nnXZav379unbtCgCIKEkSACQSCZ/P53a76U9Ii0qSJJfLBQCmadKfsizLsgwAuq5LksT359sFgl9Ksxehrusej0dV1UAgYJrmgAEDNm3a1KVLlzfffHPHjh3r1q1bsWLFqlWrYrGY/VUej2fIkCEnn3zywIEDTz755OLiYtrOGGOMuVwu0h4AWJbVQF2maeq6HgwGGxyJpmm6rufk5Byz7yo4Pmn2IgSAqqqq1q1bq6r661//euHChYMHD541a9YJJ5xgmmZ2djbtU1FR8eOPP65atWrdunUrV67cuXOnx+NBRBqmFhQUdO/evbi4+PTTTx8xYkSXLl3IhNKzHo8HAEzTlCTJ5/PRG9K4lIamsix7PB632+3QCRA0b5q9CKPRaF5enqqqN95448yZMwsLC7///vvu3buDbZ5mGIbb7fZ4PDTlkySpoqJixYoV33///fr16zds2FBaWupyuUhshmEEAoHevXufdtppgwYNmjBhQjAY5NoDAJKufQvfDgB8gCoQHCbNXoQ0J3zggQf+8pe/dOvW7cMPPywqKmrfvr1lWYhIo0o+9wMATdNIP4iIiLIsm6YZi8UWLFiwa9eu1atXr1u3rqysLJlM0ssZY4FAYMCAAcOHDx8yZEjfvn27d++en5/PD8CyLNM0AcDtdotpoeAIaPYiBIDXXntt+vTpAPDpp5+eeeaZPp+PVEcDSBISySOZTGZnZ+u6bhhGVlYWvVzXdUQkZdJLksnkxo0bv/nmm5UrV65ZsyYUCkUiEXKHyrLctm3bDh06jB07tkePHkOGDOndu7ff76e3MgyDzKlAcPg0exF+/fXXkyZNisfjL7300rRp09xut2ma5KvkkuDOFURkjNHkjTFGO+xvLRtQXl6+bdu2rVu3fvfdd99++21paSm9HAC8Xm9ubm7nzp2HDh06ZsyYfv36DRgwoNG+u+D4oNmI0DRNt9tNsiHLpqrqtm3bJk6cWFZWdu+99/7lL3+RZZkxJkkSH4gePQ3EyRjbs2fP7t27v/76602bNv3www87duzgUUQAkCTJ6/UuXry4f//+ZF3J3ZqRgzkE9Cn2wbau616vV8xRmz7NRoQAUFtbm5eXx52QpaWlZ5999vr162+99dbbbrutbdu2tF1VVT4+PHq4FbWb01gsFgwGya4mEonS0tJly5Z9/fXX69atKykpKSwsrK2tNQzD5XKRC+cQZjZTIKJlWTT2TqVS3C0saAZgMyGVSiGiaZqhUAgR4/H4oEGDAGDSpEm7du2ipxDRsqxoNJrBzyUXKz0wDONn91+9ejUAuFyuZ555xjRNcvA0Dpqm0YPa2lq0HbmgidNsvHlerxcAXC5XYWFhMpmcOHHiunXrTjnllBdffLFz586appGp0TQtNzeX3JUZgaenybIsSRIFOQzDIM032BkRBw4ceOaZZwaDwaVLl8qyTDH9eDyeqeM5BG63W1VVAMjLy0NERVEa4UMFR09zGo5WVla2adMGEa+77rq3335bkqQ1a9ZQSJDGioqieL1et9tNcYuMfKhpmi6Xq8FgEtPDS8qwkSSJp7zFYrHKyspevXp16NBh06ZN5IylO8gxRVGUYDAYiUQofEJGuxE+V3D0NBtLCAAtW7ZExAcffPCVV15xu90rV67s0KFDKpWCdIic5mkAkCkFAgCpi8TGN3KT6HK5vF6vx+ORJMkwjEQikZub27Nnz5EjR5aXly9ZsgQAMmiWDwGZ3Pz8/GQyCQAej8fr9dqPWdBkaTYipKyXZ5999t57783Ly5s9e3b79u19Pl8gEKDZGo/jRaPRjH+63e5x+XFx0kd7PJ7s7GwaeZ566qktW7Z8/fXXGWPBYPBYHNL+bN68GQDs2XMNlnoImihOTUZ/KclkcsGCBeT0mzVrViKRwLQzJhaL0T7kvMGM+iQoO/SA2/ljxhgt4+BbtmzZAgCtW7c2TVNV1UwdzCGIxWJ//vOfI5EI38LPhqCJ0+RESIv36AFd/ZTRsmzZspYtWwLAn//8Z9qzcS7uI4C8lBS1//TTTzMrBjo58XgcbTcCXdfPPffcvLy8nj17kveYblKCZkGTEyFdWHV1dfwKq6ur2717N602uuiiixAxkUgoioJN+FLTdf3xxx8HgKlTp2b8zUmHpG0aBbz88ss5OTlut9vtdvfp02fFihW4r60WNGWanAjRdvVomhaJRAzDGDFiBACMHz/e/hTaImNNClpwuHfvXr/fX1BQUFdXdzgBxsOEvrJ96LtgwYL+/ftDOooDAD179ly6dCmKEWkzocmJkOsqlUqR5MaMGQMAo0aNosA3nwE2TQVi+ggtyzrppJMkSZozZ04G35zOCQ3REbGqqmrkyJGQXvQIAJIkBQKBwsLC//znPxn8XMGxo8l5R71er6ZpqVTK7/e7XK6pU6cuX768c+fOM2fOJF8/T0mLRCJOHujB4VnjF154ISK+9957GXxzl8ulKAoVE6itrf3zn/9MgRDDMHw+H61URsQuXbp06NAhg58rOIY4egs4AHwEparqn/70JwDIycmhSY6maXxcV11djU1yuEVHSE6jkpISn8/XqlUryiPLFHws+s9//pPWi1AEhd+ehg0bVllZiU3YdyWw0+RESAMtXddfeeUVWnywbNkyTdPscYKKigpETKVSBwweOAuJkIcKzjjjDAB4/fXXM/X+pCtFUX744QdywNJZ4go8/fTTy8vLETGzObSCY0eTEyHd5j/++ONAIOByud5++21+MZFHlIRHU6PGTI/+RXCL/dRTTwHAJZdcktk3TyQSJ598MgDk5uYCAK8KN3z4cDpddoMsaOI4KUIKdmH6nq2qKtXzXLVqFU2rXnjhhcNcu9CksOcMlJWVBQIBSZIikQjdMqh+FMnjEFEEcjvZVcTDp4j4q1/9yuv1cutHaXrnnXfeunXraGcaUDi4kIIPUug3bbBRYMcxESYSCcuy+DSPj9+2bt2am5ublZV17bXXplKpeDze7OJdJABKtVFVdcKECQDw1ltvIaKqqvZ7CndyHhD7d6cQPMn7oYceat++PRnAnJwckuKFF164YcMGREwmkzRkQEdFyHMtOLT6xKnjaco4JkL6Peh/8unH4/GKiopTTjkFAIYOHYq2aMShL9YmBaWSIqKu6yShV199FQBOPfVUREwmk/SsZVk/O5amVAQuJLpPrV69mhRI0Ch04sSJ5eXlfEUlF2GTjeII7Dg/J6RrUVVVRVHOPfdcUmAqlbL7FZrj3IYxRhrYsWMH2atwOEylSklXXCoHhI9puVZN06yoqBg9ejTZQF5zcfLkyeQrDoVC4XCY73zMvtkvgLcMaCLH0zRxUoQkLV3X6ZZ/1VVXAcCgQYO2bdtGV55lWWQDm9cdnfK5EZGv/R0/fjwAzJw5kyaEfLdDhFjsGeGMMZo/n3feeQCQnZ1N/pjCwsKBAwfSPlyrNLjQdd1x7ygtMdn/saABjomwweoEqlnYtm3bH374gS4jugrtg6vmApk7eky3j5deegkAJkyYwPNd6Osf2j5wudbV1SHik08+KcsyXyrp9XpPO+00RNy7dy/aREi3AMuynL3uDzj9E3PCA+KkJaRLJJFIzJgxIycnR5KkL774osE+dP01I68afSl+9ZPMSktL8/Ly2rRps3HjRkRUVdW+5uiA0PVK7xMOhzds2OD3++0NMC666CLGmN3LWl1dbV/hhY4O4/kZUBSlKTiKmjKOiZBMRE1Nzd/+9jcKSPCINr9A6WJqXpaQe0e4aaJvOm7cOL/f/49//MMujENYBrpeNU2jl5944olURIM8MZMnT04kEmQqk8mk3elKL7QsqymkEyUSiZKSkpKSkkZb72LZ/v3cVrSQmWiYqFtoIBpoGWgxZIzvae33z0Q0EOtvcoy2MkT+z74dD9N0ODwn3Lp1KwD4fL6LL764GblAj4C33nrL5/ONGDECbQFSrhMtDf1JQiUZR6PRiRMnAkAgECAb+Lvf/Y6GoIZh8HBIo3+herj4+c2FfNq0mrlfv34A4Ha7hw0b1uCF9N355D8jB2MhialeJxbfah1AhxaigUYSEymMGhhHTCBT0FBRN9BgJCiSnJZ+QwMxiZhA3BuNW4hoIEbiaOpoqagn0DKYYSVjGuqIOhoGGg1Vf2CcnBMi4vPPP08X1vGtQESsqKgIBoN+v59yyjRNIwuvaZp9kGYYBkmLhKrr+hNPPEGrmckZc8MNN+zYsQP3XU3i4FzLPvyOx+P0QNf1kpKSwYMH88GzLMvDhg3buXMnTVnp1ycdZtBIWvtqpn4T/WP7iDBt0wwNExrGTUwgJtBSkenIDLQY2TEuQi39IMxYAjGBqCFaqmnFYmgpzAgjKoi6SZ9rIpqYSmFKb9oipLt+dXU1ufso0Hx8zxnOPvtsAHj66afpTz7ra/CtuT2Mx+Nr1qzJy8vjmTHXXnstRSMQkTIBGvHwDwolEvBZg6Io8+fPp+lrhw4d/vnPf7744osU28zJyXnrrbd4Nk8kEqFX8cjKUdLAEtZvOpAltPgOZr3RNBBTiAnEGGIMMYWoITORWWiYaBioa6hraCTUVNw09irxOFoaMhN1AxMKRlRMJDAVQxZDjDGMJA3LNj49NE4OR3VdVxTl9NNPl2X5qaeewmblgPmlWJb1wQcfAMCIESP49Wq3/5RChLYBnqZpffr0oVL2OTk5kyZNou2pVIpHbprCCIJPgOmmcOutt9It49JLL62oqDBNU9O0srKyKVOmUBGqiy++OBaL8Uz9DH4F6ydNoYWHUmC9CC1EHVFDZGggJhAjiHWIUcQkooYM0UDUEVVEFVFBVMlIashSaCRRiZp1FsYQ46pZW5Uor8NEFI0I6iopUD+s8ajDwfqKiorPPvsMAM466yxnj+RYYxhGTU1Nfn5+VlZWeXn5IRyGmqbRaO3cc8+VZblFixaQruuRTCb5KJQvj3LWAcPjSYi4ffv2E044ITc3V5Kk559/voG6LMuaNWtWMBiUZbmwsHDRokW0XVXVDJr0nyZ9B1TgviK0EOuFxn4aytLI00JEZGgZyAw0dTTS/xQFUwqqCaaEDIwhRlGPYl0VpqJoxC2Mq6gk9TgiQ4ZGUmvSIuSDrkgkkpeXBwClpaVOHUwjQJcpjUjfeecdu3IMw+Bng/tUH330USotJ8vy9ddfzwefXL0NQpEOQjqcNWtWYWEhALRo0YLuMpSrQLNcfq9Zt27dBRdcQKbypptu+tlQzZFwMPlZ+zz/kwjZPmNU6ycFMjQZmqx+gKsj6oiGgdEIpuKYDGPd3ujCr7Y+/1L5c6/tePplZe58LN2FShj1qKXF0WT8nQ+NYyKkfA76DS699FK/3//UU08d33NCRJw7dy4t+SMRcltBZ4OPzb788svWrVtnZ2cXFRVdccUVmF6LQOPVUChEgmSMOb6YS9d1xtgf//hHAAgGg1OmTInFYvR1yLfEpxj89lFbW/vEE09Qd52xY8du2rQpkwd0CAXuJ0JEhqaOhoqWiqgaqKuoa2gYaFg0n7NFH0x6WTSBqQTGQ+zzfy298Io5nYe80+ak1ade9UnnM5YMOk+56h78ZCEmQ4hRVBI2F+2hcD531LIsqmk/ZsyY41uE4XA4lUqR2d+zZw/pkOTERYWIVVVVQ4YMITfG9ddfTxaPJxhxE8qz0lRVdTBEsWnTJioCVFRU9Ne//tVehRFtcQvazmMzmqYtWrRo6NChZDlnzJiRmaM5tAKthjum520qomKhYqJioGqgaqBuoGEgM2xjVA3RshCTKibiuOL798eP/3ToaHzjU1xfi+tiuD6Of3zqq46nlFw4Hdf/gEYtasn6kOPP4WSIgsYqlE5Ji+J2797NY82YvuCagu8hI9AXufDCCwHg0Ucf5d+LxpM0KDAM46yzziIrce+995LjsfGhZUf8nmhf7IK2eezLL79M4ZNhw4YtWbKENv7sBC8SidA+27dvv/baaykR78wzz6yqqkJbzjemzwy5dvjLD3Wn3j8ase8/UzcskzHDpIm3gRhBVocsiUbKTKKRQktFS1X1cMSMxFCtRS2EahjVuKUiIjJEU8dodO+tf36pczf84gOMl2HVHownMBLFcDj08ouPn3Ri1ax/YNVO1BXTOKyZgvOWEBEZY1dddZUkSXRH5Pd4fls9DiwkXUa6rr/77rter3fEiBE8vZMn2SDiPffcQ40WH3300fXr19Nr6aJsnPXNB5MQKYHnMEWj0T/84Q9k1W+88UYqOMJz8Q8B/3G5SZ81axZ19cnPz//ss8/os+ylhvhr+TKxg56Hg9tALaWqSsrUDftGA3GXntqDmKiP7zE9XItKGDFhYlTFOgPDFtax8G5UohiNYm0Ek3EMR7876VfLTzkNY1sRd6X0KhNVE1U0o7hzzcMj+n97wzSs2YvxyGGOT5wUof1Ef/311wAwYMAATPv97Gf/OFgIQ18nlUolk8mOHTsCwPbt20mZfNY0f/58euqxxx7jIzd7nndjhnBokUcikaCKB3x7PB5fv379SSedRGupXnnlFe5R49r42d/LvkMsFisrKxs/fjw5oq6//vpoNErDBJpGGoYRDocP6wZ08PFneiLIkFloWqgZqGh6ytIQVcRQ2EomaR8DUUEMo1WNqd2Y2I01O3H9qsR9f13/6wvwtTkYiWBFaEFhH3bR1RjebCQ3IMZNZBYyjIawpmz26aPeGzMSK8oxHmvqGTNoG94kk8mamprWrVt7vV4+TaertsFl2qzh9vySSy4hpWH6TmQYxvbt24cPHx4MBh966CE+UjVNs/FTZ2mCcLAUghdeeKF169YA0K9fvzVr1vAd+DH/7ByVTHqD97cs6/777w8EAl6vt0ePHps3b6aheE1Njf2FDT7rAOwvvwbbWToRxkDUMbZXR5XcnrRFRSWKoT24dyd+txCfeuLrU09b0P/Eue27ftSyA/79aUwm8Md1P7YfipfdiKXLELdbqBg0Ya8NY1XZfy+a9P7wobh1C6q6cnjpo06KkEuLhhm0mum+++5D/KkUQjKZPA7GogS37R999JHb7S4uLqY/o9GoYRhTpkzJzc29//77EZFXl7MXiWic4cD+Z5ub4nA4fP3111P23LRp02gKx2MMpKufHTPb7y98Iymtrq6upKSkV69egUAgEAjce++9DcbGdCSHeR4amENVSdXHDEiBKRNTDFMWKogKYlLDRBKVBIZrccn3+OzMxDnTFnu7lBQOXNmi79ddB4b/eDt+8BaWrEZLxc07V7c5Cc+egqGVKpYZqKGFqCImdawun3/BhPeHD8GSragaCs/LOSTOxwn5oPTzzz8HgBNPPBH3dQYeT4vQKKKgKEqbNm0AgBp919bW3nvvvW3atLnnnnu4L7SBGOzTpGOK3dpwDTDGVq1a1bdvXwAoKCh46aWX6CmaCtI34uPnn4X7XUzTjEaj9JVpMkmLP/7v//6PAh6nn376nj17+IgJD94ka5/3P9iwlOISio5xDVMMVcSEjhW1WBPCUAi3bKx59Z+fX3LRnH6DPu9SvKSo79eejnjRTfj657h8A1ZWYiKEZlwxUhhWl7YbXDZ8LCY2WlimJuL1HtYowz3ls4cP+mzi6VhVjipr6sNRnmnBf+lQKNSpUyev10u5FNxdcXxYQrL2/Ltcc801APDggw8mEolFixa1bdv24Ycftg8C6QFXIy8ycKzh4397pf358+cXFRUBQM+ePdeuXcvvFLSD3V7pus6z6g4IX81sv7fai+KQxj7//HNKFerWrdvMmTPpWX4bOkSI30pnrtn//SRCzUSNoZbOQttThWtX4XNP7L5g0le9en5Y1PKjdu2+OnnIDxedh++9gdVlGK3Gsh2oq2gyU9HRRF1DjOg1U29YPOBEXPIRqmUY1TCJGEOsQnzp3fe699rzzIMY34uR1GEuo3ByOErl7tF2a5wyZQoAkI/0cL3SzQeeYBmLxb788kuXy1VcXByPx7Ozs5999lle+YInkWJ6UQU9bsyTwOdsZWVlv//97ynB5brrruMzNHudLn4/3T+GcTD4F0ylUvZ1yTSapfMQiUQmTZpEK92uuuqqkpIS+iy7YWz4tlivL82Wxl3/z2JomKgZqBmYMHD73pLZn35z05/e699vfpf2/27d6tseJ4QuvhRfexU3rsKanRgpQaxUsCaJcRNV1FSMaZhAVBB3V+Hc+Z/2LV40/RIs3YxVCu5FLENcU7P81As/6DsYS9dhtAxT5mHmjjrWs940TUrn5S3d6+rqtm3bNmzYsL59+65evdrlcsmyzBhzuVyY7hHfrFFV1e/30zfSdb1169bxeHzgwIHXXnvt5Zdfbm/xbVkWhQo5/AzQy/lG2lOSJH4+6Y5Gj+lV9b+0JPFzaH9/OioASCQS5J/UNI08nz/++OP06dPXrFmTm5s7Z86cwYMHk0uG78AfHDv++c9/3n333aFQqHfv3s8+++y4ceP4SYjH4zk5OQAQjUYpWBJREq5gtgXgAUC0fJJMX1hRDa/P7QNJr6le+PHcBTPfGtS+U2j91hxZzs329urXt/8Zp8OwYVCQAz4Z/C7wSUlgEkg+sFwWg6QJSR227YbSsi9XLBt31q+hqD188cUXc+emkqmT+g9r33dgxfbti5cv8+cEzvnDtTDxNAj6FNNyB3I9AD9/4f68To8x9qFLOBzu2LFjMBhcv349GUmaaTSFReJHD19rR7GyU089lZTQv3//G264YdasWWvWrGnwTWnWxAcF0WiUxnK6ru9f2PMwj4GbGrRF7bjt4hmq7777LuWCDhs2bMOGDfZ2GrquN6a/urS0dPDgwT6fz+fz3XrrrTQWpRGsqqp83I6IBmIcrWqWSqBBiySUuJ5ImAbi6+9/cPbkSdkyFAEMAHhm5Blrpv0B3/wE1+/BPXGsSWFNDJMKGipaqUhtOVpx1GsxXolb1uCbM3dOn/bVwAEz27X5Y7tWax6+H3eXYmkZzv134va710w8f96gEcsmXpB45HH8fiWG6lBJIFNVNOJ0GD+HYyLkvyJdT3w7TZa4m96+RqZZwzu9EVTn3+v1ulyuQCCQk5NDJiUQCJxyyik33HDDyy+/bA8AHLouGz3L4+l2ldKskrTHo+24b9EQ/uY00qupqbnpppvoHj19+nR71Tb7BLXRdBgKhRhjt912Gx3S6NGjd+7cyY+Wj5xDoZCmaelET0QdrTp1yRffXnrRZSB5wO0GD8jZ7pEnFb963124bTNWV+PeEMYRFRq5MjQVrCnDuj1YXY7bd+Drs2umTlvcZ9CHLdp9UNRh0UnDV/3mstQnH+OWdRgNYaQaK3ZhdSmG92J0L1btxHg1qmFMRdBUTGQKWiFVadIitPuaKSBBf3711Vcej6dv376pVOp4ChKiLWlm4cKFrVq1AoAHH3wwHA4vXrz4scceO++887p27Uq2MSsri4bofr9/0KBBl19++SOPPPLNN98kEgk6LXS6DugqPPwin1REC9POEroVrlq1qnfv3gBQUFDw5ptv2o/cvuao0Uq52W8Wy5cvb9u2bU5ODl+AyhjbN0eHoa6mqqq++fCTaydf0tGbnwVuD3gDOfkDTx11/4tPravarqKKGMd4JcZrMBnHhIYaYkzB2jqM1mLVXvzw/Q2XXPpNv0H/adftq9bdfzxxZNWl1+Jjz+C8/2LJLqyoxlgY1QTqcTTDaNUi1jIrZGFUxXDCDBuoG8jimpbU2eHlbzeNtDW0BQY1TaOL4Mcff+TFjpw+ugzADXtZWVlOTo7L5bruuuvoKbtmIpHIV1999eyzz06bNo3OAwB4PB4q8eT3+4uLi3/zm9/MnDlzw4YNsViMv9Z+LVK43DTNZDKZSqUauCvt9U4p1sd5++23qXNGnz59KHwSj8ftyeV2GrNNCP92qqpeffXVdFomTpxI95Ha2lrDMHbs2PHvT+ZedfGFAzt3zgXIA+gg55w+YNjTjzy5bVdZArEOsRwTu/VQChWGUWRR1MOohDASwopKfPPd0gsvX9pj0LetenxZ1PmTdl3XnX8JvvgyLl+Be2swrGBExxjDJKKKqDO0DAPVJCp1GK/GWKlZU4upBBoqpeXQMmD9sBbXOyzCA1q5adOmAcCdd96JtnlUYx9ZpqHrfvfu3VR55cILL4xEIvb2DKqqxuNx/k3pzCSTyR9//PH555+fOnUqJVjaHVSSJPXt2/eqq6569NFHf/jhh/LyclVV9092wfQ9rsE0kq5gxhjlgl500UX0tn/4wx/oaGkHEiE/TvsxN8IghcuPz40rKyt5AKNDhw4zZ8785ptvrrjiiq5du7pkcAF4AYb26vmPRx6N7ihHDdFEC7FGT0UQ65BF0EigqqGiqiFMhfDf76397ZUfDOz/7569F7Tt/u+CDttOPQsffhK/X4WlezAcxmgME8n6BU0aYhwxYaGKzEIVMYYsgkYdGnVoRJHF0YgkkmbKQg1RQaxjhyNCx7yj5KDDtMzcbje/vObPnz9lypRWrVr9+OOP1CDNMAzeDrr5EovFzj777EWLFg0ePHjevHl5eXm8hGEDVFWlQvekELfbTaXWdF1fvHhxSUnJd99998MPP+zcuVNRFCqFaBhGdnZ2jx49Bg8ePHjw4OLi4p49e7Zt21bXdY/HY/eL2t2ke/fubdeu3eLFi6dPn15VVWUYxhtvvDF27NgWLVqQs5T8n/F4nH4IADBNkz6xsU7bT/5zfsAAsGvXrksvvfT777/Pz8+XZbmurg4A+p1YfPUN00aNGjWk7yAXQjKS8Hv8rmAAZDABUsgsyfKBKx6rXfbtorlz5pya16JgwfyiWCKZHcjr27N4/K/9Y8dC+84AMviDIHuAAXjc4AZNAhNAZ1aBJIMFAAAygATMQssyEdHUDbcse30BQAALQAeQANwAHoCfbYd9zG5hP4N9NSq/c/NwdufOnQHgxx9/dObgjgGKolx22WUA0KlTp+3bt9NG+xfH9ADPbl7sNs1eQp+IxWLffffdY489NnXq1D59+vBoAakuLy+vT58+V1555YwZM5YuXdogI5y/1dNPP00T1FGjRm3ZssXubOSfwh/bj83e8+zYQR9BXlAeVSZTbFnWc889R2l0rVu3fuaZZwxkUUxFUU2ibtBY0GJoYTKSMAxmIf6w8scbb7wxPzurTX5uEOCaAQOW//rXePdd+O2XuGcbhvdiKoxMNdCizDZm1We5hfVEGJUksoSJJqZX+pq2Fff8Hw1EDUQdzdRhJY82lTlhA2644QZZlm+++WZs3LnH0cMHcvw6Jpc6+RvbtWu3atUqvltmvb7V1dX//e9/Z8yY8Zvf/GbgwIH2wCN11R40aNCUKVOefvrphQsXWpZVWVl5zjnn0A5TpkxpXhkR/PSWlJQEg0H6svc/8tedyco6VGOoh9Q6zVARmRZPfvffhb+bdl3/Hn28IHsBWvqzT+7Z5+933lOzdgMqUVRqMRnHlFKfy6YhmvUeVhPRRN3CBGIYsRoxnEzXYjMwnZ5jIOoMdYYGQ5Mh1hduiyEmaLefoymK0DCMpUuXAsDgwYMNwzj8pMQmAi3t4bmXqqrOnDnT5XLl5uZ+8sknaLMtxy4nOxaL7dixY/Xq1U888cR11103cOBA+/CHhqPdu3d3u91dunR59dVX0eaDaRaQhYzH4+Qu7tKlS8uWLbv16p5EvQ4TMUwaaJSUbLn1//7QqaiND8AHcrbk69+t92033LT8v9+iYlBaTRIxwkVl8kIy9aWfTDQsVBDjiLVohRDDKWSx+lpsdBwU2zCQkfk0NDQSyCLIapDVITscp2JTFCFdCrSybtGiRc3LK9PAnsTj8QULFtD48JVXXrGb9MNfEHA4KIrCI9ccistrmpZMJqPR6Pr162fOnHnppZdSKna3bt08Hs/KlSv3P+xmgT25n+osXnHFZYjGqtUr7rrz9h5dOrsBvABtcgpOaNfprpv+uHD+f1C3kCHqFlNNZGhZyC2bas8yRcNC3aofXOpo6cgMMnTWTwlxzKoflRqIhoUGlahJoh5DI1LvqjGMw/DMNEUREnfeeScAXHPNNdisgvU01+UxgJUrV1Iu2N///ndMV7zFfTPXMwhjjIqR2otE4H6TT0SsrKyklRw00KCr2fFuar8IPn2trq4ePnx4VlbWtCuv6t25S8tglg8gAFDcvcfvp1/z5efz9YSCpmXphqGZ1r6ltVNpBao/SYuSuxVEBS19n/WHJs0GWbr/RL38TDQMNDQ0VDRS6X9JNFQ0zOYrwmg0umbNGrfb3bp1a2xWPWF4aXfG2I4dOwoLCz0ez4033sgY45lf9HUya+EpRaaBabUsi1z8mqZRqJ28MsuWLTMMg5oiz5s3r6qqqrKyEpuVPeQhHESsqKigYbYLwA/Qq1WH267//Zqlyy1VNzTd/hIuv1olXqcrKVuqt4HMQh1RQUwgS6ChoK7XF3jS0TJRY2jWj1eNn2aA6W4wVvpfvdOmvrFM0y70dDDs9ad79uwJAN9++62zh/RLIRNXVlZG1WImT55MqmvQpwmP/TpduzHkmk+lUrRO5ZlnnsnKyho1ahRP+zqmB5NZ6JTSLeaRRx4hx8z0K69a8c3SREUdjSyttLnbXVOpWqaBlt0GkgvGShu0nzybloqWWt/PRa83gBZDzUKzfjBaPzRFkzVctmj3mho/VRE+NE1OhHb78Oc//xkArrzySucO50hQVbWmpuaMM84IBoMDBw6kqRpd6DU1NfYuKBk0hhSLJ4tnzxFNpVI81xnTXR9qampInADgcrkqKiqaXYq8/QuOHDkSAGbPno2YrqqGmLBYHdMjaS9lCk0DmYVM01LxeDSVShrMZMxAS6/vA2MxerW9xmG6GvdPErXQsJDts1CYl8zg/3gPpyZe/Pdg2IcZ69atI7d+M8pcI18IJf107dq1rKwM06aPtz05FqPr/UN2vI4bdy9v3779gQceoOXwdF+gLJnnn3+evyTjB3bUMERmIqtvHcHq/ScaYmU8jMwKV9VIkpSVE2RoMsZMhhpDNd3dJYoYQSOKhopMMVXT1H+q5mshWgyZjkxFZpBgzPREMYmYrJ8uGhalm2IYMWqiriFr2HqtgQh5yeDDC6P+bDDfGainT9++ffv27VtTU7Nw4cJUKkVPqarKd2OMOXN8AACgaRoA8AMLh8MAgIh33HHHa6+9VlxcPHfuXCrLSQkf+fn5tCfvNJhBJEkyDAMAqD0LAMiybFkWAJBnKJlMFhQUVFRUUCcsihyeffbZgUDg3XffpQXWDRYxNgEsQAvA0sAywQILwADQABhEAV3Z+WBJH7/xNiKeMfFXDJgkWy4ZPDJ4ATwAPoAgQBa4s8DtBtnv8rlclMAiA8ggAYAMsgskD8gySAASyACe9Gt9AB4AN8gSeAD8AFkAARlcHpBd9QkzAAD0Qv6u9U/wf4fDMbp9HTH2ol2IeN999wHA9ddfz3ewV+l08M5Nx8kXInBX5+OPP+71er1e7+eff072vHFCLNwS8gd0SOSM5S2Q6Kl4PE6nMRQK+f1+WZbJSjc9LzRDy7DQSKChIqv3m6QQGVaiWYeIBp43ZhzI8PKc1zRDQevwMqabGE1OhLxiAj3YvHkzAHTs2JExZo/a26XoFHx4yZOMZ8+eTbljL774on3PRhhO8xKd9Kc9MQ0RH3zwwSlTpkQiEV7SE9Nj/smTJwPAK6+8gk11OGoiU8nxqCKqaKYHihZibXlFTiDoLszeWVdhMQOptm9zo8mJEPetMqTr+oABA2RZXrBgAV+fik7LD/e7WSiKwkOCf/3rX2kfqnqEjWIMecdC++FhOiBZXV19yy23fPDBB3wjvcQ0zS+++AIATjzxRMdP6QGxEA2ed5JC1DGKWIeIDI265Nz3PpB8nv6nj4zU1x00hQgzAx8UUe2thx9+GAAuu+wyTLsTmkIODR3Dnj17EJExFgqFfD6f2+3+05/+FA6H7SuwGs3xSCqi2CA9jsViW7Zs4eH4UChE4+dEIkGpc4qixGKxNm3aSJJUWlraBC0hDyog1md11iLWYr0Tc8pFF4PffdeTj9ZaKjJE7bDick2NpihCuna5PVy/fr0sy23btuWjvgaL7pyCW5twONytWze6U1BEno9UG/N+YS8cyDcOHTr0sssu27NnDz8SOo3cGFqWRRXBKaenyWHV11AzsH66F0WMIUNFRw3zcnLB5166ZUMS0+v9hAgzAt2P+QyQB4Lef/99bEr1SPmCiaFDh2ZlZY0ZM4bK8tmfJYPTOCGWBn4gWjClKMptt902bdo0tJ1SulPw1Dk+Im1yPT+s+lCAms6ZTmdsGqhqS7/6rwtg2CnDo4auIVrm4banbmo0RRHao1vkYCAfqT2PdP9mBo0Mr0pGtTE7duxIGSfcjFMlGLR5UI81NC4gI1xeXs7zxWkLna4GHa+4DqneFF/o2FSw6kPean3MnWloINNR11HXb7vuWh/A/ffdq1qmYlhooXmciXD/Hs4NyqJxGtTeUhTFPgvaf+mnYRhcSPYmknZnjL0TmKqqJSUlABAIBKj4rKIoB+xQS6uH+NVvFyotJrAfw6Hv+vYlDvYhJSVGk0sDEW+99Va32+3xeHbt2tU4ix75ubUXdOIPeIvcWCw2duzYU045ZevWrfQqnqnDj5OiFxTTpyJ3jz76KJ0l+0JeJ+93FqKOTLEUCxOIFWqdhjoyFRNxTCijOnT2A5Tv2aUxM2VYaKKhHl8iRMRkMklpUPTnz07AeLdn2rmBGsmhwi8Xe6aiXcOMsfLy8h9++OHtt9++4447zj///J49e9L6t9zcXEmSioqKrrzyykcffXTOnDm7d++mD4rFYnYN8Pz6ZDLZoKVMMpm0y88wDErsIpcP3TLourS/il+adiXfc889AOD1etesWUNXf2OuQuA1Y/jInHeGIDusqurTTz89YMCAHTt2YHqBBe1QXV2N+9bP/uijjwDg5JNPprfiRbX5Gzba99oHq36Nn26hilhnRA1UkMUwFU9++p9fuXMHdmhTundnQld/Wu3eDEV40BozVETAXl+5rq4uOztblmWXy0V1nelHcrvd+5eLVlWVimomEgmXy0X1wuhZunooJyYaje7YsWPHjh3bt29fs2bN5s2bN23aRPuYpgkA9FpIZ5lQVgrH7/d37ty5V69eI0aMGDJkSNeuXVu0aBEMBr1er67r/OAVRfF4PB6PB/et5N2g4MrBoBonVG2Frnufz/fPf/7zzjvvDIfDH3300eTJk+0fd6yx19jmxGKx3NzcVCr1wAMPmKY5Y8YM2lPXdb/fr+u6y+VyuVyKotCZ50W46UE8Hu/Ro0d1dfWmTZt69eolSRJl29D54eW9Gx9DB48H0ALJZRmm4nKDBkZAk6wXPn3qyWe6/vE3Z930OwSPDLKXgZVicpbrcPNUmgyHEiH9SLxM+gGhGycApFKpQCAgy7JhGC6Xi34z2kh70hr5Xbt2rV+/fufOnevWrdu4cePWrVsZY7QPmVwAaN26dVFRUY8ePfr27duvX78BAwa0atWqdevWkiRVVla6XK6VK1cuWrRo48aNy5Yt27NnjyRJHo9H13VJkjp16jR8+PABAwYMHz68S5cuXbp02T8ViwZy9CoAoLsJLyRFz9JjRPT5fJFIJD8/n1++0Wj0u+++u/TSS6PR6AsvvHDddddRWXuv17t/+fpjAWNMkiT+QYwxqoRPJ1zX9d/+9rc//vjjxx9/3K9fP0pnSyaTlDRHx8lL8dMNlDZeffXVr7322l/+8heagfM3d7lch74Gjh0IoOro90qSCSCZIOmWpBkS+pJsw+TbV69ac/5Xr0oD+1jgcYPbywDMwyus1MT4mWprhmGQ6QMAGqTRPVKWZV4AqwH0LGNs165d27Zt++6778rLyzdt2rRz5866ujoa5wAA/R8IBDp27NipU6euXbv27du3e/fuQ4cOpQZA9KH0buFwuGXLll6vl3rHZmdn8+FiVVXVli1bFi9evGTJkk2bNlVXV9sTSgsLC0888cRRo0YNHTq0X79+7du3p+t1fwOYTCYp0NdASDQSc7lcZA3i8XgikRg8eHBlZeXNN9/85JNPkkTB1i6i0aBfBACoatu2bdt69OhBT73yyiuPPPLIv//9b168FAASiYTP5/N4PPQdU6kUjVCSyWRWVtaXX37561//ulevXhs2bOAngfTplCVEAI2BxwUunQEY4DYBUiiDtLn0i5HTfYGcU1e8k2yb44IsAJefyYAArsPO2GwyHFSEZB+oEiEiRiKRgoIC/qz9ZkxzqlWrVpWXl2/btm3r1q0bNmzYunUrXR+UKEyvysrK6tSpU79+/bp06TJ06NATTjiha9eu9BvTcBHSzT3oBsw/ZenSpaNHjx49evSCBQv2LxNIA2sqoFhWVrZ69eotW7Z89dVXu3bt2r17N0+wzsrKys/PP+WUU/r27TtixIji4uKWLVvybjM0xuZvKEkSTWIDgQC/E9XW1sqy3Lt37+rq6unTpz/++OPUhyQUClHbhkYTISLSUdm1ccIJJ5x55pnPPfdcMpnMyckpKyvr2LGjqqrJZNLv9/O6T4ioaRpvTQPp5jypVKpr166hUGjNmjW9e/d2uVx8NNs4X2p/EMBA8EggGQagAR4TQAc09r716d47XzvptNPg+dsh32OCz0IZVcnnc/+CtOkmw0FvbzRao1lTNBqlmz2FDaqrq0tKSmj+tnXr1h07dtTU1JBXAxFpLgEA3bp169u3b4cOHXr06DFo0KCePXu2aNHC4/FQuyX7CIcbVcuy6LKmq1lVVbp0tm7dallW9+7daeoVCoWCwWAwGFQUxX6J0HC0Y8eOZ5111s0336xpWm1tbUlJyffff79o0aI1a9bs2bPngw8+qP/mbne7du369+8/ZMiQbt26jR07Nicnh+pPk87Ja0+mgJRcWFjYuXNnRVFOPfXUZ555hg4gGAxmZ2fTAdfW1pIajx1cOfbin3V1dS1atCgpKfntb3/bvXv3Tz75pH///rSk2O/30ymiivHBYNDj8fj9fsuy+FiD3icQCJxzzjmvvPLK7NmzH3roIRrl7j+RbkwkAI8EgAAuGWQJwAILIaxs+e8SUBIwuD9oOqim2+8ByWV4ZJSbnQAB4OCrKOyeMfKqrV27tri42Ofz2Q2RLMs+ny8QCIwePfryyy9/9NFHP/nkk23bttHLk8mkdaAWx9wvZ891JM8q716Ctn7uVG/m3nvv5YfEH9j7MRywEiZ3vaZSqfLy8k8//fTBBx8888wzi4qKGlxbbdu2HTdu3M033/zGG29s3LiRJ6Dw4xk3blwgEOjatevu3bsx7TLlux2ib14G2T87dOfOnZ999hn3Z3744YeFhYWfffYZ7/hnD9vgvkslLFtbckRcuHChLMs9e/a0fxBfl5gBDtA+lx7yFXj1RSJMZCYyCxENRIWhYSAqJtaiWYlb1r3Xf+jX3Yfjsi1YG0I1ipaKyHTEpM6aoXP04N5RsgDkc6O7bzQa7dOnT21tbZs2bXr27NmnT59evXr17t2bKj0fizkDHQMinn/++XPnzv3ggw8uuOAC0zS5KcCjuEkzxioqKlavXr106dLNmzcvWbKEFtpBeiVeq1atunbtOnLkyCFDhvTv3/+FF16YOXOmLMtbt25t167dAStnZxA65zRQxPQAEmx+MrJ+ALB27drf/va3rVu3/vDDD+PxeH5+fl1dHQ0m7TOIw6R9+/Y1NTVLliwZMmQIInKXT2ZAAPJ51a+7s6hcNYDFZ+EWAAIwAAbgA7crBaBYELTAo1ZbNa1cXnjz28/vfKjbGSN7P3Qf5GeBDJCVbciyBWAi+CU4tj/MseBg6rRXYtY0je6LS5YsURTFbiQbIYJkmuZJJ50kyzIVm7EnrB3BHZq3DeNbyG3LGNu5c+fcuXPvuOOO0aNH0/Cb31ko/FBUVLRixYpGi1w3SDDAdLoZprNwaHZAtu7ee+/t2rXrf/7zH7QtrTqC/IHrrrvO7/ffeuut9Ke9E1MGsGyFPS1M2z3D+qnKi4Gom2hoaCSpuV8UMYGoaGjFVKxGrazsoulfth0Q/8dLGA2hksBUChkmNV1DTDbL/O2DB+u5/EhmB8x+pJQXno2RWfgFlEqlCgoKfD4fFdVFm/Yym6RC9QjpCrYsa+vWrf/6178efvjhqVOn0jrd8ePHZ/xDD4Y9O5yaK/G6aTw7fMaMGc888ww91jRt4cKF7du3/9vf/oaIkUjkyMSzZMkScj7xYXaGRcgLQFhoqwNBhckMZAwtg8RpIDMQlaRhIcbMhIoxxGrcvfazPif/q+fJuHkdGrWohtHS0UAjlrIPcZsXBxUhqY4aktCWWCxG1Y5pgnGMbCAXmD29AwBatWrFr8v9HxwxvDhSMpncf8UDbyL/3//+Nycnp1u3bjTxa4TpHx9lcMPboDJNPB7fs2fP6NGjx48fTwV8TdMsKyvbtGkT7XBkJ8eyrKKiooKCgqVLl/Kspkz+1vtMCG3VAalNJ/3PkMouGdTaCK061FMYxmgpzv3oy14jvj9tMsYqEWsVs85CHQ3EpIGH1fehKXLQuCZ5LMnvQsVUcnJy/H4/2QTeRAnTDWIzODy2/2maZnl5OQB06NCBZkf2Z48gMs6/Oc878Xq9Pp+P3Ia0j6Io4XCYwmjhcHjhwoVjx44FAEruMQyDWqUfUyRJSiQSAEDpLBQsURQFACgXLzs7u127dh9++OH5559/4YUX/uMf/3C5XK1aterdu3csFgNbsZlf+rkXXHBBOBz+8MMPyVONmfOOIgCTLCZZKFkIFqAMKIMlgyUDQv3/KIMFYMlggQRgAsQhZYLlZwghTHz+fZ5inXzycEAZQJZdfgMkQAZety5BCsDJokNHyqEuYl4viCcxEfwKBgCKsGWwbxnXFT1gjFEiW79+/Wg799HDEYlQsmGlu/ZRSFNVVUVRLMsKBoMFBQWUx+P3+6kiy7XXXut2u+fMmdMgde4YoapqTk4OtfvMycmheyKl7GRlZWVlZdExFxUVXX311W+99dbMmTMvu+wyr9dLyQyRSMTr9dp7whwmmqb97ne/A4DPPvvM7XbThDOD34ucLpb9b/pnJy15ct9kg88FFugMTH/ZopWJpAJnnAYymCAzkC0ABgguQADTMjN4qI3GoS5iCuACALkoKVYBABRA5wKwp1Bl4IDSNcK4C5QKHw4YMID+pNAlhSWP4P25LaU4G6WM0Ea/3x8MBindh++MiJdcconb7Z46daosyx988AGlsGXiux4KcgVRZhkAkHEj2wgAtLIBAOLxuNvtPuWUU+bNm0f1C7OysmRZzs/Pp8nkL/1cl8tVXFzcp0+fbdu2LVu2LOO5Mlb6v3RiRPoJe80yqf5/CcADVhagH0xgMmzaWVcZ8vfsBP26gN+lgYQgA8gujxsQZGZmye7m5xo9hAgpjSsQCNC1TnlM1LYS03ln9tUGGTwmekMaAsmyvHv3bgDo1KkTlfQjyEd6BG9Ob2uaJk1rIZ2WQIaFvhH59xcuXHj33XeT8QGAIUOGtGrVatu2bSUlJcc6PkFHVVlZSc33xo0bd/HFFwNAVlYWxVEp56F79+5PPfUUnYeWLVtOmjSJeoYCQF1dXUFBwRFYQrfbnUgkzjvvPEScNWsWpbllrrSkZbeCP9lAUp0L0AVMBiYDSoASAIDLNH3AggBgAHyzBCzsMXoo+GWQZDegbJkSognAZDAYa25Jo/Uc9LD570dWjg84eXoXDUQpuSSzGRU0VqSlN263e/ny5X6/f+DAgWSWPR4P5YgfzRiYbKDdgNNXcLlc8XgcAGRZJjcMD88AwLXXXgsATz75pH3BBD1FNiqDNyNEpIYtpmlS8kMqlbKPQXRd37FjR1lZmf1V/JZBIcQjw+v1Tp482eVyUXaRpmkZvOnI9XLbdxQqA5NBkyCs6xpAXNeMtM10SRKrqQMdIaZs+3aJK+BrOf50cCEYbp/hCzCPD1w6QBIAvD4DLGf6Th8dTe7eYS/P7vV6VVUlb3urVq34fYES3yCjxX+pKTeFQygc17Fjx2effdbn8/l8PnKTnnXWWQCwfPlyXtmeDhjSfqwjGyEfEEpFIOGRC5fWhdGAnDFGIXu/309Jtpn6XEry7tevX8+ePWtra5cuXUpfP1PvLwFIJD4uQhlQBhMgbhour5cB+L0+RENiGhgayKarMAdkC1KJNdW7d6ACvTtCjhtkqd5osvrIvgxWcxyLQhMUoT1FQ5Kk8vJyRVFyc3MLCgr4Yg6+Q2YvPhrjWZZ15513/r//9/92795NMzF+VCeddFLbtm23bt26bNkye8Vr0zRJhBm0hJRRQJ3iabjh9Xqzs7P5gJl2q6ury2wZcpoBBoPBCy64AABee+01sI2DjhJpfzMoAaTzY0xACUAGyw2mGY/IaIHLqk3VpWTG3FbECne4+PSR9/wW2meXuTTTK4NHAlkGABnADeC3wGWC1AxNYZMTIaR9M3RB79y5U5ZlamoJ6fWs/Fo/4hDF/ttpeZTX6zUM44UXXqipqUkmkzQlSyaT/CqcOnWqZVmvv/46X+FFqzfo2QwO2+iOALb1SrW1tWBb5Uxpa3RvyuDn8uS4yZMn5+Xlff755zU1NZlP4Lb/AlJ9qlrQ7ZXA0vSY29Cy/EHQDVCMQisnEFZdCua37zHslj92nnzunliNG7I0kMFVX7teAvABgAFgWJC5wUij4cxy6UMjyzJ3ym3ZssWyrOLiYpoHNlhzdAQX3wGjXrRRVdVQKNSlS5dYLPbaa6+FQiF6iiswmUxOnz79+eef//e//81zOPnYmDJdj+J77wM/yEQiIctySUnJ7373u1Qq5ff7VVWldY91dXXxeJxCLJnqb0EeOEmSiouLO3TosGHDhvXr11OY9JiQ/ilMsNwgS6AHwQUWgm7C7r2wbH3lp4u16vCuWFVeUcGJ434N549v36KVDoAgmyCT49YF4EUA0zpAtKM50OQsIV+FSH9u3LhRVdVu3bqRQ4I8EzRfOrIgcoPlvJhORqWnJk+ePGXKFArGtGzZkurTUG0LTdOysrL69OnTrl07SnG2v2cGI9qEYRj0hn6/3+12kzvXXhyNzC95L49Fhxmv1zthwgQAoPIzGQHr87Oleu3ZTphkmW6wJFV1yTLoJuytWfnSa/95/a1IZXXnUaNOPfvsHl26/vellxddeyPsrPXGmM+S3PCT5JgE4G6WK3oBmmpDGJ4ndeaZZwIAr9/OyVQiFS1T0jSNMjOrqqpuvvnmO++8k1dz44WPeArlHXfc4XK5rrrqKsoL46soM3I8+2MYRuvWrUeOHNkgbW3nzp1t2rS59tpr7WWyMkIikaBfYe3atV6vt0OHDlTk7uixkBlomFTGkDGeRGogptAy0UAljEoUa0Pb7nvovcGjNt5wE1ZVYLQKQ7uxthJfnTOz9/BF1/4Ry2oxbvA2nzHECGICda2+J30zo8lZQhqFYjqrs7a21uv1dunSBdIuEG61MvWJiGhZ1vz583Vdb9Wq1WOPPfbwww/zEaYsy4lEwu12+3w+REwmk9OmTaPeGJRKYj8ezGiIgsISlCGYTCYDgQAF32mw0K5du8rKSsuyPB5PZo2w3+/3eDyhUKh///79+vUrLy9fvXr1wQ8U7M5OBAvBAjABTAAD0ADUwKJ/KcnS3Ki5LBW0FBgpMDUwNdANt274NdVlaIAIpgHhyOoli1sU5Pa563Zo4VVz/VphFmQzOO+0M6+4ePkn82DVVrAYyBbZPQtABzDBZYLU/GaETXA4KkmSpmm0phsAVq5cKctycXExAFA1h6N3QpBXkzyf9EFlZWUPPvjgZZddVlVVRYNPmu9Z6f5+5KNnjGVlZVHFgIqKilWrVlEk037wR3lsHJoV+/1+SkOjKhtZWVl0R2CMRaNRWZZ5/lqmQEQKllJnxXPOOUeSpDfeeIPuNbT2mh6Hw+Gfks4QrHonp2UBAzAAVLBSEK0APQZmDPQ6MCOQqoJULSRDEK+DeB2k6kCpg3gdRCIQi0FVNZgq1FRAMrpn764TRg0Grwyq3w/BmKIzbxDy5Q5nj+rsDSS//Bo8mubRwGOiBBaAFyAP5aDpdjU9u/KzNEXHDIGI5Bpp2bJlBnNTDcOgFJDc3FzDMGKxWGFh4QknnLBo0aK//vWvZ5999vLlyykD0zRNWlXIQwKkN7fbfc4556xZs+bNN9+k+vywbxWzjBynx+OhElLZ2dmJRKJ169aUTV5QUEDFF4uKisg3Qzku1BDq6KGbIAX9Kysrr7jiigceeOCrr7767rvvsrKyKioqCgsLFUVJJBJFRUWlpWWy5LEATWQG0xkzwNRkQ/ebBgtHh/bqZUWiViLeMitbT8ZN3fB4JVVX3SbLVcAyrZiMpoX+FMoMFaZHLT0RkMdeNhVWb/SCXNimFcgygBssd16w0ISUJZkeywgYhjsWBTAZyICyBLJbkmUAMOvDhc1uWth0RcgY27FjBwCQVyZTb+vxeOiSpXKM7733nsfjufrqq7Oysh577LE9e/YwxtxuN0Us6CWmafJKNmSgpkyZ8tBDD3388cczZsygpQbkKTkW9Q5pqQfZWFopn0wmvV5vOBwuKioil0xmS56apunz+ZLJJKXstG3btrKycvz48ZQxy71QLpfLZBbIMkgSAAJaYFl+hByAPIB2AObwCbkJTa+o6Zhb4EqlWErz5QcqMIkS5KoyICa8MpMkny4BgOYGLMiKBQGmXg0RPUf2Z7VsBxaCR1ItQ0PFK2s+kKFth9xgVvXeio4GBAMABoAEQQ8wAJCgGS6qB2iaIqRLWZKkjRs3SpLUq1evDL451WJCRCriNHr06Lvvvvv9999/6aWXcnNz27dvT9qjom8kVy4tLsu+ffsOGjRo5cqVS5YsOe2004LBoL2ubkYwDCM/P58CBv/4xz9IbBSnoZS0Fi1avPjii1TNKbO5rJSZRClEd911V0VFRUFBQW5ubufOnf1+P5W9zM7OTiaTeYUtdQDJJcuy7JElvyRlg5xnYr6OwXjqzFNOa8kAa6N+tx9MBpIEXgnyfeBCMN3gcoHfDR4PoAySBGoSWubrRgJy86FzFyWchLJqSDLIMv0+jx/cYOpgIoSTqq4H8wvqA/yWDAAuF7ik9NSquZlBaJoi5Gmc69evB4C+ffti5gIAhYWFjLFUKkXjt969e7/xxhuPP/740KFD169fT9qDdJ93+p+ifzST9Hg8NBq85JJLVq5c+eabb5511llkHjM4ZgYAKgOpaVogEDj77LP5dtpCj88//3x6kEELTN+OjP8TTzzx97//PRgM3nzzzZs2bXrnnXeo5hDwCje0MEkClOoXA0pgucAChhCLgz8AjIFlgWkBMnC5wNTA46p/lQzglUFOV5UBGdDyGjrEUtCjh9cT3LlifddJF0I0BS4ZknFwISDA2g0hPVk4pNjmzZCBAbig2ZYdbXohCrStJT/99NNlWZ43b15my7pQsKFLly5PPvkkd+6vW7cO0/Xd9uzZQ0nbvJ6NvQkMhQRKSkrcbndOTg4i8qacGWyBRm9IFXHC4XA8HrfHIajW6wGrARwlvFLJ008/nZWVVVBQMGfOHMZYfn7+0qVL6amf+lXwmjEmmgxTyJLIkmikUDNRT6kRQw0jKlqqRlGqEROJRCViAq0EsgRiIolKBJUYKilMxI0QYhxjlRgN4+7a7ydP+7jXaFy4HvcmsFbBcBhD1bh69arrbnyzz0m45EdUwogJNAx+ANQ+rYn1djssmpwrCdNefkQ8FnPCVCpFM6hPP/106dKlY8eOXbJkCWOsuLiYbv+qqrZr187r9dbV1fHVzPY6+TT969Gjx6hRo+Lx+GeffUYFWiGj3lFJklKpFCWpkXtGkqRIJAIAlL0dCAR4NYAMOkipccWCBQvuuuuuVCp16623XnLJJbIsn3XWWffffz99EC1nqS+nYDFAC8CSZJRBdoHsAtkNbhdIfpdfQjdYbq83L+DJAfBmBVuAgqAC6BIzZRNkA1wquJPgMdxZOnjAHwCXGzzuk8f/yldQ8P3fn4CVGyCqQQJgT13JG+9u2LRx4KRfQZ+OEJAVcOtuGTz7JKA2w4SZpmcJeZVLXdezs7Op7nVmP2Lr1q0Ui49Go4888ki/fv2o/aiu67yzNK/vYq+AqmkaXz9pWdbjjz/u9/snT55Mb9sgmH6U8GPQNI3OCT82THduoyPJZCEmRDLyFJ/4/e9/zzdu3rw5EAgsXLiQDokOQ1dS9XXS0v10U2il0EyhkVDiiAxNA00Dkem6qqPB0ESWLvSEqCEmECOIdYhRZDFUEXVUYlhThzVR9v6854aPf27Qme+Mu/T1U89+89QJz/QevPnuv2BtBSrVKUzUoh5F1BDRQDQxgRjljbWbFU1OhPTrMsZWr17tdrt79ux56LEoL2dEa4voMS9YTNcuXc2054YNG/r373/LLbfwgdyqVauo9fwvZeXKlS1btgwGgzyhpDGbYx89VrohOZVvo3aFO3bsIE/YpEmTGlQ3Hj169JAhQ3g9xVgshhaiwdBgNhHW/6NsFg1RRUxhvUJiiGp9711b5TWrvheoVp9PQ33QEsgSmIrvfeujXX9/ecvDTyVenY3LVmFVNaZCFoYjqFSjESER6og6ppDFkAkRZgASEmOM2k6MHTv20DlZh28HuOnYtm3b5MmTBw0atGrVKqqbdgT1S0nnlNn87rvvNk4dxAzCC8aRqKiwWk1NzahRo4LBYJ8+fRDRsizSp6IoNTU1Dz74YFZW1ksvvYTpn8nSDTQZmowLSU3/M9ISM9LijNV328UkYn0zTy2tV51LkxloxFCPoppABVFBRcFIAmvqsLIKK0MYrkWjLoWRKOoRxCQiWvWKN+pLlTa/tLUmJ0JM+ySeeeYZWZZvuOGGw3kJNW9JpVLJZJJW3PKKqbquJ5PJRCKxffv2efPmIaKqqolE4tVXX23fvv1zzz13ZAdJVuKpp54CgPPPPx+bmxlExJqaGrr7kK1jjJ133nkA0KlTJ3s7VG769uzZ061bt4EDB5aVldFGXdWQMbRYulJovfYQ65t7oo6opYv6mmilx5/1w0gNMYmopIWrpeWLhln/YjXF4ogKGglUoxiPYqwOWcJC1UBm0qeQQybFUOSOZhBEBID169dblkXxiUPvT5WqKckrGAz6fD7euY1SK4PBYFZW1ooVK2655ZbJkyf7fL6srKyrr7562bJl5PLhBZQOH+pGeO6557rd7m+++UZVVXsJnKYPLRNxuVwU8zBN8+qrr/744487deq0fv16TdO8Xi+tYOR5eXl5ecXFxWvWrHnttdeCwaBhGB6vl3dBoqRNia/Ztfb9xwAskCzwALgbVHniFS+k9AtBdoEEhgQox2RXBaDilsDrBr8LAl5AmZmSG2QXS2fJ0AeD5QGr+cUnoOk5Zvjgc8yYMbIsf/7554cejjaoaU8l+qh4Id/IS1bX1tbefvvtnTp1+vLLL48+7EHNsceNGwcA7777LtqCK80C8jaR1+ehhx6i9lILFy6koSk5hDA94KeuMm+88UbLli07depUWlqqqipaiFa9JTTTlvCn+Z5hK3rP0jV/08sm6oejKmL9FBBVrN9BQzSRoW6gZdQg24ssUW8bVUQdmWloJjKkxRf1htSgQsFKc3TNNDkR8uu4Q4cOgUCAwneHsz8lgvIlSIgYj8djsVgDYei6Pnv27A4dOtxyyy20hWqNHsGh0qtmzpwJACNGjDiCd3AccsZQo5uCgoKZM2fSRvvQms+liY4dOwLA7373O0Q0NH1/EaYblaR1aLL0ZA8tZDSHrO+4pCFqaGL9WqRYemJYL0iTocmqLK0aWQoZY4bKUjppzML6JvXk/GGIqFPPCiHCDECzlEgkIstyUVER3ZUPIRJ+udivG24G7S+Mx+Pk5VdVNR6P33bbbRUVFWgLT/8i+GLCvXv3tm7d2u1279y58wjexynINapp2oYNG2hMRB4X3kaOt68jU2maJnWhOffcc2VZzs3N/eGHH+w17U1EA5lR39KM1a8YTPeWMNFQkWlp45hCwyCTpyKy9LQO6z2l5EdFTC84NNImEC0l7emhfUwLLYtmlCTChBBhBiARUun7Tp06kbR+1nvJ79bJZHLu3LnXX399VVUVPUUai0aj77///k033cQXDZNrgcpDHNmhcsfsgAEDgsHg7NmzG6FHVaag07Vq1Spajnj//ffTnUvTNDpFNKZIpVINhhIbNmzw+/0FBQXjx4+3i9BCNBuIkPpMoEFreVVkKhoW6iYXoV5vx0xEjdTDENNisugJHVFBjJmYqveDGohxE6Np745RL2DDqh+ONqcZAdHkREiJnf/6178kSTrttNPw8CZa/OpnjN1zzz0AsHHjRrt04/H4BRdcQMkumYJkrKrqu+++CwBnnHEGP1qqrs8PzFnHKc1d6ZZBZR1pe2lpabt27QBg+vTpNC49NJQ/wBgbPnw4DV//9a9/8SYs4XCY9FgXCf/0mvrWS2ghM2mml+4BWj91ZPXWz+KTSayP/yPfwRbfN23jXCP9qvQ7G83RDGIT9I7Ksuz3+6m1UJ8+fSBd9+mXvg+VIUskEtFolJKSqaFNBg81KyuL/PgjRowIBAJr166trq4mdysv0UuJbJnN7f5F6Lqem5tL9dQNw+A1/7dv337VVVclk8mTTjrpueeey8vLo6rHh8DtdtN664kTJ1IIccaMGZFoBAAouRQQATEny7ayUQJa3SCB7AJwgQwgSyC7QJZgn3L39U5WCQDAzRcWSDbfqQyQ9qG60vtI6T9d9XUPm+KChJ+lyYmQakasX7/e5XKdcMIJdMUcQTsESrPMzs7Oy8vjlSmOoDfDwaD7gmEYVIVlxIgRNTU18+bNg3TBMt5UI7Mr338pdAy08MLj8SiKEggEQqHQnXfe+fXXXxcVFX3xxRe8jvAh3od+F/ou06ZNa9u2rd/vX7FixaeffoqIvHGIZVm8CJXgMGlyIvT7/clkcu/evbm5uS1btqSf8wiu47y8PN6CF9KlMTJekpC6rwDAlClTZFl+5ZVXwJbGTQLIbHHeX4rf7yfzRSoKBoPxeHzGjBnvv/9+bm7u4sWLaaFwLBbjaegHxF5boE2bNoMHD6Y40LPPPrtz506gahfpVYgZrET+v0CTM9/V1dWtWrWaO3duKBTq1KkTABzZYtkXXnihTZs2iEi19E3TXL58eQZLA/KGHACQSqUmTZp0xx13LFmypLS0tHPnzrQPpjvnZOpDjwzqMMkN3d/+9re//e1vBQUF3333HZ1YwzBo5STZ8AO+CY2o6X/DMKZOnTp//nzLsn744Ye333777rvv5qv7qYByI/TMOX5waC56KMiZQTU/EVFV1Z/1Ou7vmJFluWXLloFAgJqf9ejRAwDy8vIye5C6rnOny+jRoyHt6CfIN5PZVQ5HgN1B9fTTTwOA3++n7AK0Hd7evXsP/T48fE8ZEX379qUysJ06deLhXO5izfi3OI5pcsNR3mgtGAzSgyMr6RcKhaqrq2traymlZvPmzRdddBHvLXH08M5t3OlyxRVXBAKBt99+m3dx4vtk6kOPDErKS6VSn3zyye23315QUPD3v/+dmhnquk4WLBaLUaWMQ8DbVNJMeOjQoYjo8/l27949c+ZMkrp91Co4TJqcCGlERNFh+kXxiIZzFRUVkiTR+BMRqatRZsdIsViM3pASxKdNm2ZZ1jfffEMxAH7kjoswLy9P1/XNmzdTmPTmm2++5pprqOy/1+ulXty5ubmHbvnI+/UahuHz+SRJmjp1aqdOnWiB78cff7x69WpJkrxebyqVcvwrNy+a3Mkiw+J2u/nd9NDKQURd17mppFq91MyItlAXp2AwaJpmBi8OKppIB5CVlUVzqjFjxgQCgT/84Q9kMegrUKcnSFc0buC3sNd0449p0ToiNlAF7cB7ldN3b7APT0ankANVTN27d++ECRNKS0uvu+66W265hawfzRJ5L27e4uaA0M6MMapAAwCnn356QUEBfce9e/feddddtGcjtDE+zmhyIvyl0N2XMcbDD1QYIicnh/8JaRdlBqMF9rdFRFL4mDFjUqnUnDlzaH2GpmkUKaEGZtQSuEFzUgAgWVJdYypgQyKhthkkTlIdXfH2ICSPB5BFonIEqqrW1tZSy3uq03H++eczxsaMGfPII4/wM/NLOWD9VSpypev64sWL582bZ1lWYWHhkZ7U/1GavQgJ+1AzOzub/IFULpo2Uj35DNbnpNb21CKKc+GFF9IFeu6550qSNGHChHvuuefVV1/VdZ3sIS/jDwCmadIKLKrkCekbCq/Aj4gUWXG73RR1pNVSNJvnX5yic2TNvF6vrut+v59K9FK85+KLL16zZk1hYeGbb755NB187X0R6XY2ZcqUjh078rvAY489FolEhCX8xTSaC+gYwXO1GWPksZw3b97tt99Omd923nrrrdtvvz2DH33ApNNPP/2UhqbklQUAGrV27tx53Lhx99577+eff75jx479C9LE4/FwONzgPSnNmsactIXK3ti3YNpVS6/lCWiRSMSyrCuuuCInJ6eoqGjbtm2YzgU9siVX3OfJk/IQkXdNIwP7zjvvNLsiA45Tfw8+DuAdLOgS8fv91L6TCtRLkkR36EzV5yVTQG0hqGQ1FdjnO+zYsWPTpk1Lly5dsmTJpk2bqqurAYAODwBatmxZXFzco0ePYcOGDRgwYMCAAfaEFW707N5X6o5GriaaFvJxKUFzY4/HE41Gc3JyZFmeMWPGn/70pzZt2ixYsKC4uJhC9lTA94gdmA3qrz7zzDP33XdfOBym/m29evXatGlTKpXKYB3k457jQYR0OdLgkHeD4D0n6MZMw7yMN2yhx1RR3zAM8m1Eo1G32011rCHdgTQUCm3cuPHrr79euHDh+vXryVBDOgE1Ly+vX79+gwYNOvHEE4cOHUohuAafiIiUFMa3MMbsX8oeatd1/eWXX/7973+fl5c3e/bscePG+Xw+nvZwBP1M6c0xPfulzBi6B3Xq1Kmurk6WZZqXzpgx47bbbvul5/N/meNBhPY2LBSKSCaTVEibQ4aLPBkZ/Gi6NMkmQLqzJxdnKBTKz893u92KopChcLlctOfevXuXLVu2du3axYsXb968ec+ePZD2A7tcrkAg0K9fvz59+owaNWro0KGdOnWiuqMAkEwmg8EgdwtRuNx+SHRH+PDDDy+//HJN0955550JEybQWJHqZ4dCIapo+Iugmw6/tXGXryzLEyZMmD9/flZWVjKZLCgoCAQCK1asoPUZgsPCsYFwhuAzEJpl2RcNaZoWj8cpiHyMCk/QKmE+wSM3JiKmUil7Eg+fr3JoPMn/rKmp+eKLL+6+++4zzjijXbt2fCkG/Ua5ubmnnHLKn/70pzfffHP37t30objvmnd6QKuWvvvuO5LZ/fffz88JnShafnUE1eUOVn9V07QVK1aQgeV+1yuuuOKXvv//MseDJTwOwHSzDaqkqOv6okWL1q1b9+23365ZsyYUCpElR0SXy5Wdnd29e/eRI0eOGTPmxBNP7NChA80nyQYuX7587NixjLFLL730hRdeaJy52YABA9atW0euWp/P5/V6v/zyy8GDB9OzfKSAmW4qfnwgROg8aMtxg3TUnkdTDMOoqqpau3bt0qVLN23a9O2331JWrSRJFIDJy8vr1avX4MGDZVkeNWrUVVddRfVaX3/99UYI2ZHy//KXvzzwwAN8YyAQuOiii2bNmpVMJnnjRF3XM95U+PhAiLDpgog8FElbKGJRWlq6adOmDRs2rFy5ksqH04QtGAxSbkBubu7SpUu7du3aCGaQjNvu3buHDRtWW1vrcrnIAYuIn3322RlnnEGD6qPxxx7/ODUOFhyaBjXOEFHTNHstOUVRaGpXWlo6b968//u//2vVqpXH4znllFNWrFhB+2S8jccBoSyfCRMmQLq3IXHqqafSASeTSd6VoBGOp9khLGETAvcdl0I6Hmh36lLHbADQNI1nwJHbk9p3MsZoCaVlWY0zIaTkuNdee+2aa67h0YtgMKgoyqxZs6688koewDyC0Mj/AkKETQjyl1LUocH4jRZkmaZpD71QTL9BMqrdCwIZ7dZ2aKqqqkaOHLl9+3a/30/hWQAYMGDAJ5980qVLFwCguKKYE+7PcZI72nyx3wR5Diqkk6T5ggmv15uVlUUKpHqhACDLMpXPgXSuKRV04mU1GuEOS/lJAJCfnz9+/HgAoDoGtGXt2rVvvPEG7Wmf3ArsCBE6jH1Zk12EXH70J6azRmm06fP5KF0O0kulKDUvKyuLYpKUHtAI6/q4HUbEiRMnUoI43UEikYgkSbNnz66urqY8G55PL7AjROgwDTJ47AsjCV7Mhrr28v1dLhcfr9rFRtsbLXWTl1ezLOuss86iskC0UoS2U61ubtgb56iaF8JrLDgqKGuXMUaJ5uPHj1+3bl0gEFAUZfTo0RMnTpw0adIJJ5wAAMlk0u47FXCEY0ZwVNCiKl7G7ttvv/3Nb37jdrvvuuuuiRMnUgYpOXhN03SwCHJTRohQkAGot4fP5/P5fFu2bKGG2w12oNXGjhxeE0fMCQVHBVWykWU5JyeHDB3ljiuKQi0NaTdy5Dp4nE0ZYQkFRwVfyoy25Gx7iJKquVEWqwjWHxAhQkEGoHWVfFUxPaDah2QAub/U4QNtkojhqOCoQMRUKkVGj6L2VGfENE2/309VPxRFoUpcfHQqsCMsoUDgMMISCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DBChAKBwwgRCgQOI0QoEDiMEKFA4DD/H8JCJ2myomWeAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1cc(OCC2CO2)ccc1Cc1ccc(OCC2CO2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc(C(=O)O)cc1[N+](=O)[O-] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN[C@@H](C)Cc1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCC[n+]1ccccc1.F[B-](F)(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC(=O)c1ccc([N+](=O)[O-])cc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCN(Cc1cccc(S(=O)(=O)O)c1)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAACAbUlEQVR4nO29d5gc1ZU+/N5bVV2dJo9yzjkjBMoggRJgMMHAwhoH1hh/2LvYaxsb/0gO2MY4YOO42CYHkUECSSiijCQklBMIhZEmz3SsdM/3x5kuWhJBEhIzEvU+/cx0V1dV3+q+b51zTxREhAABAjQfZHMPIECAzzsCEgYI0MwISBggQDMjIGGAAM2MgIQBAjQzAhIGCNDMCEgYIEAzIyBhgADNjICEAQI0MwISBgjQzAhIGCBAMyMgYYAAzYyAhAECNDMCEgYI0MwISBggQDMjIGGAAM2MgIQBAjQzAhIGCNDMCEgYIEAzIyBhgADNjICEAQI0MwISBgjQzAhIGCBAMyMgYYAAzYyAhAECNDMCEgYI0MwISBggQDMjIGGAAM2MgIQBAjQzAhIGCNDMCEgYIEAzIyBhgADNjICEAQI0MwISBgjQzAhIGCBAMyMgYYAAzYyAhAECNDMCEgYI0MwISBggQDMjIGGAAM2MgIQBAjQzAhIGCNDMCEgYIEAzIyBhgADNjICEAQI0MwISBgjQzNCbewABApxCENQRW8ThgoeaNn74sR+2/eTLrYCEAc4sMOkEIEBQCgqg3FYJCMk8JIAA0cQzyTxsYqRC0zFKNp2McmcXufOcTAQkDHBmQRz2VGtioC8PZf7bJPIOyhGNIJl+TcxsekMdefjJQ0DCAGcUmFeCAFIg1STxfPIIQCgIAJJ8GcgsoyZaeoDyt3v+UZIkVJMgPckISBjgDIMCAKGYVACOkH4QBCgIJlruLfrgYK9JGEJrEqIKEtBIQbiADmgne8QBCQOcSVAsyQgSAgqChMi3zEhAgCQIgIADaB50DWgSmBIQTEJIQINsekGAVB6kB+iBYSZAgE9C0wqQOUOQXh5tNCgBpYE0KOaqB5DI0YCadm06BaueSkIcrtOebAQkDHDmQQJSQDC5tHzbKKSAFHCZUQqwAA3QBeABAkJASjiADQjA9FVPIeUpY2FAwgBnGCQAAaFB1wgkPljvgd8gQOiAC0gPwmWKChZ6ACAlmJI2YBrIiUGIwxaRJ3vEAT4GSinHcSzLUuqDxQUReZ53xG5KKSLyX37o2WzbtiwLQF1d3QMPPDB06NDOnTvfeuut2Ww2nU4D8DyPz+OfKv9DeZ8AHw1p2x6ggXTYQEqJLIQFkYFoAD+HC7gA6YBGkC7Q4CWbfBUKIIQAwCPAAVKAq8NRLiScrG2cAtMoAHH0jx3go2BZluM4pmkahgHA8zymoq7rUjbdzjKZTCQSAeA4DgDeM5vNGoZRXV29ZcuWhQsXvvzyy2vXrgUQi8Vs23YcZ8KECQsXLsz/LNd1+ZzMSV3XhTgVE+BMBOUe7Kj3AAsIAwKwyPFsEdKlLpVQaeG4hmlTuo2IiKwHBzB0hIQtkYTrQVPKLpCmDoQAK2Ob4RBw8okYkPAT4LouP5FS+kw7GkSUTxL/5b59++bPn//mm28uWrRo586dLCFN04zFYmVlZW3atInH43PnzvU874477rjtttuUUszhI06ulNK0k24bP+PA8gsgDR6Qtm1XUDhsEpCxnVDIMAEN0HJ+CkjYQgEqBMADPAnPg6FBki2FA+mBBIQB6CBkbT1kNimuJxUBCY8bRJTNZiORiFLK8zwpJdODFVfDMDZu3Lh69eq1a9cuX7583bp1ACKRSCaTadWq1cCBA8eMGXP++eefddZZBQUFfMjvf//7H/3oR57nPfLII9ddd11dXV1RUdERhA94eEzIBah5SpEhPJAHlaBMMp0sj7USgM7RpJaSLkLC0KQgKyEiISuTMQsLQICn2BHoppJ6UWGjlRamKYXUFIWF3uR7DEj4GSOZTIbDYV3XATDrNE1jhvBz3m379u0LFixYs2bNokWLDh061NDQwNuLiopGjRo1evTo8847r3///uXl5UqpTCYTjUaFECwwa2pq5s6de/PNNzc0NNx///033XSTaZpE5DgOERmG8TESOMBhIJDtCUODUEQOpAcoBZegAElQApqOEKCDNJBE0gIAKIQFQsIFhPI0z0DGhdQhBEKARFo5mq6b0OC4MEIBCZsHnufxIo3XeLxl+/btCxcunDdv3urVqw8cOOB5nq7rruuWlpaOHDly4sSJ55133uDBgyORiG3bUkpmnVIqfw2ZzWbD4bBt27/85S//3//7f/F4/Omnnx47dmxBQQHv4DiOEILvAkcovQGORjqdjkbCUB6UDTsL14KyoTyYJoQA6fAAEqSHRTgCV0O9hcqD6N2awjIJEOxCJ4ykCy+EQ4fQuS1MkFDK0DUgnUpFYwUnfcwBCT8BiURCShkOhzVNc1133bp1s2bNWr58+fz58zVNcxyHbTOdOnUaN27csGHDpk2b1rlzZ59C+cinkK/KAtA0rb6+vri4+Lbbbrv33ntLSkoee+yxCRMmRKNRPsp1XSa/67rMxgAfCg/woHRypOXCclCfxLLlyTeX1+7ZW1FRUda1c5eRI4wx52Jwf0RMhHQk3ffv+1fVgX0j7rmloVhmzQjgtnHDSMJ+fen8OfMuvP5LckgfhAUiBgGAFEHEzGePeDy+du3aV155Zd68eZs3b66vr1dKCSGklF27dj333HMnTpw4cuTIbt26xWIxAPwuH3vEopG3szMjXxg2NjYWFxdblvWLX/wCwL333jt9+vQVK1b06NGjvLxcCOGfMBCDnwjLUyEQKI1Dh5L/fmHRU89LKc8aPmLUqD7rN2589q+PlLyxaMyVF8UvnoK2rQHat2Zl3aFDiETjpuFBKmiQOrJJeaiyYvUqb/oFUhqQApBJIimkeQo483kkYTKZjMfjrusKIZgeLKPYR6freiqVWr9+/ezZs5ctW7ZgwQLfVaBpWp8+fcaPHz98+PDLL788EomwsELOcHKEBTX/Jb/LDgwhRCaT2bNnz/e+972ZM2eyydSyLNM0f/GLXwghfvGLX0ydOvWpp5668MIL2T+RzWaFEKZpftZf1mkFjRCXOlJZZA4k3nh21mNPTb7k6rKvXoMe3ZDBEA9D3n13zu3fe+03917RpzMKigC9nZbc9/4GkIIlYrrheMINGXrU1LM1xfWHDA0gION4jkzFTRcoPRWcoc8fUqkUEVVVVRFRQ0MDEVmWVVFRMW/evB/+8IcjRozwVb5YLGYYxqBBg7797W+/8MILe/bssW2bT5JOp9lwwsh3sn8UeP+9e/cSUTKZ7NevH4DLLruMiOrr63kH27Zt27755psBdOrUafny5UTU2NjIZ7As6yR/F2cYFGUSRCmbti5a+oWRr44YQas3UtauzVpKEVWmqSpFDz++pFvnzM1fo4YGqq15f8bkN7p3oppqsj3KEFnkOUQHDtHPf/lql27Wsy9SY5pSNrl0gGgzUeoUjPrzKAlZfJWXl69evfrRRx9dtWqVbdtr165lwwmAeDw+ZMiQyZMnDx8+/KKLLuKFn67roVCIz+C6br43j+n38TbMRCJRUFBARB07dvQ8LxwOP/PMM9OmTXv++efPP//8+fPn80cAqK2t/dOf/pRIJB555JEpU6asWbOmZ8+evgg9+sw85kBTZZgGkCKs2Nn49ru9rvoSerSGVCFNbxSwi9BKI0wZ1+kPrde/umDUHQ6kqzyrpDiC6koIE66E48riKEIhCEcvi6ULREikYMQgRRS6ODWq4+eRhOxamDNnzpQpUwDE4/FkMhkKhYYNGzZjxozJkyf379+/qKgIuZiYfCWQiPJXfT4+kQNsqrFt2zRN1oEHDBjw7LPPXnTRRatXr77yyiufeuopJnNpaSmAf/7znw0NDS+99NLEiROXLVvWoUMH13WP9hPyrfRYBvA5gdAB18OWPTHH6DXqbIQUkqlYcWkNoIUiHpKasLp067HnvQM4sA9d2gsraySSWLse7VMgA9ksoGAnsxs2UjoZjRhNwd0WFYX0uDz5yYT4fJJQKZVKpb73ve8VFBRks9kJEybcd999ffv2ZZXSt6MA0DSNcmGiruuycZI5SXmmzmP043HIW3V1dVlZmRBi165dI0eOfPzxx6+//vqZM2d+85vffPDBB/mcqVQqEok888wzX/ziF1999dURI0bs2LHDMAy2/eSDpTcFJm4AAAkkPRSEDbjkkECsAI1phEtg2fGw4cHTYMN10aaVVxira6wq0Vp3ihcu37F68f1/3tLoRFzo0rA0WZCumxgG3jsQSrpwNdguPA0ZRzMN9jKeXHzuSMjmfsMw9uzZk0gk/vGPf1x++eXRaJT1SSklEXGoGptA/fWhpmlMP9d12bn38YFsR0ApZRiGUqq8vDydThuG0aNHj0QiMWnSpL/85S/XXXfd3//+93g8/tOf/jQcDsdiMbbTPP300xdeeOHq1au7det24MAB5Kyv+XIvkIH5kJwEaBieEUbKgiahS5BnkqyuORgtjyISoYa0p0QoZkJ4djrTpayow63fGV/SGqEoHBcEJBvx6N/jVfuRteG40HVoBE2gqcDFyR7zST9jCwdLubVr11qWVVpaesUVVxQXF0sp2SfuE0/XdU3TfKdCOp3OZDJsxtR1PRqN8rvHLoKklOl0OpVKAYhGo47jpNPpgoKChoaGSy65ZPbs2VLKBx544I9//GN1dTURmaZp23Y0Gp07d26fPn00TRs9evSOHTt8C5B/5iM4+XmGIMQEkLLQriNFCxLvvQdNwHQRAlyvXNNBHgiVO/fFKRxr1wFCpUk1hg2MH4px/XB2ewxtjVHdMLovxg232xdnTQ2mhpCbiXmJGBqjcE+BPvq5I6EQIpvNbty40bKs888/n5dqQgg2uhyh2jHrpJTRaDQSibCcZEXUxzHyUCkVDocLCgrYBBqNRpmKRUVFlmUNHjx45syZhmF8//vff/LJJ3mQPCRd1xctWtS6deu33377pptu4kXpER8akLAJHDuqaRg2rBJq89oNUIBGBAuNCYTiqE3jQO3BynqjsASFBSAlorE9iQQiIWUqKxayWxei0ISukEkeSKaFDEOPwoxlNKMBaADcUzDqzx0JM5lMOBz+17/+BeCyyy7jjSweM5mMEIJTkDzPsyzraG3T517+lmP5XF93NQzDt7IahkFEoVCooKDg0ksv/fOf/wzg29/+9oMPPujHxwkh4vH40qVL27dvv2rVqsmTJ1dWVrLLkXdIJpMn9lWcmbAVYiH06tBt0sQNi5dj7hJ4ClAIm8go1MmK3/27XokRX78BugRgyUhGRiHMNMkk9DQ0SA2hGOJlwjHNjIl0CLYRJyMEzYQ8FXe7zx0JI5FIdXX1xo0bCwsLhw0b5lOIiO6+++7f//73zBAp5WfmGWe5Z1nWtdde++CDD3bo0OFb3/rW448/7jiO4zi6rhuGUVJSsmbNmuLi4iVLltx8880HDx70fSTxeDybzX42Q23pEEBIwsmiNDrm5q+W9u/5p5//dMUD/xBb9qHW8V6eu+b//XTRylVtx4/BOSMgNehmjTRCnbpDixh6EcH0oBNCSKQ9yzNKWkGLwRVw9RCZJoR5apJ6P4/O+ldeeQXAmDFjiMjzPCJyXXfVqlW6rg8dOjSdThNRJpPx/55qZLNZ/7lS6ve//z3/NK+88orrurw9kUgopbZs2dK5c2dN0y644ALe7vvxAxAReURVjWR7aauRqIEObnj9lhseHnjOE23PerTsrMf7Tnx42sXLfnYPvV9J9VlK1lCq+tlp0x67YFpq665626kjJ0E2EVEqvfvnP3v8govqnl9JWxPUQGRTxnEtok8IyDghfO5IaNv2LbfcAuBnP/sZvyQipdRdd90F4Ctf+YpPPD845lSDo3aIqLa2loiSySTzsKio6OWXX/Y8L59py5Yta9u2bTQaveaaa3h/vmsEICLyiCyPLNciz6NGqtxAW1fR5n3022fp98/Tm1toz7t0cC+lPEqRe7CCUnW0axtt20YWOUQWUVbZShFlbaraTwsWUT1RkihNZBF5p2rUnzsSWpbVrVs30zTffvttDoXhaLKRI0cCWLx4sR995kuhUwo/9s2Xh3wX+PnPfw4gFoutXr06kUjwW/xk5cqVhYWFuq7feOONzE9mYwAij1zHqqsljyiVpT276fVZtHELHaimyipKNlBjNSUSlCLKEFke1R6kdA2lGrO1lmNRpjFLlkOKyHUoW0n1B8kiq4EoQ5Ry0vX12UziVIjCzx0J33vvPQA9evRgKyUROY5TXV3NS0Ge09XV1czAz0AdZc57nucLXg4QTafTLLHD4fCWLVvYb8HIZDKLFi3iNeH//M//VFZWnupBnj7wEuk6Iocconer6N8zn+zU/fdjRlOymqjBVjXU8D5Z2Sbh5hC5aVINpLLpRmoShQ55irJehpwKlT2YdSnlEHlEnkdkE9mnQiB+7gwzM2fOBDBu3Dg2eADQNO2VV15RSvkei6KiIraXhsPhUz0eIUQymeR0Yc6TCoVC6XQ6Eon85je/ueGGG2zbHjhwYCqV8jwvm802NDSEw+GRI0c+9thj7dq1++1vf/vb3/42qMLG8AA9EjmQqK3P2CgsxdqtA4va/ceXroaVTmdSGSHThQXpkEzFsCcFV4MrhSWUC9JDH1RGdARsKWxdc0zD0yB1kIQnXBtug5c8JaFJJ53WLRzDhw8vKSn55z//mZ+RcOWVVwL4/e9/T7kllud5yWTyMx6brwnbtq2UYml81VVXAYhEIrt372aVlbNAiOjRRx8Nh8OGYdxzzz0nbxB5j6M2HP34+B0+/BTHBy/3+GS4RBlyMuS4RFSd3tDrnEWxtrRoEVl1FmVrKLuXDh2kVD1RQpFDlHHTFqUdcsgjskk12ORRlihJTobqMtRQryhDZCvKepksZVOUck+BJDxjSehP4nwuVVRUSCkjkQiHnrFpNJPJFBcXA2CVz7Zt1kI/MTXpVMNfJXKgeYcOHTZv3py/vbGx8ZlnnmFxzXYmIkqn0zxyn6vHAUXksJ7G095T5LnkOeRZTY8P3ueHyj1xcgod7+mQ55KnmD9ebg/3eEno5U7s5LHxw2iQY7gicuwsZRpo5aJVnTtu7d2b9u8jK1tPtI+olhIpSjqUO43yiBxFXtPhHpHikXou2S7Z/jXy9+CSdyrmxJmsjrIPML8exLJly4jorLPOAhAKhTggZvXq1el0etCgQbzKMgyjJQSgNDY2crR3Npt99dVXzz333Pr6+iuuuGLbtm2madbW1rquW1BQcMUVV9x5552xWOwXv/jFX//6VwB+xpNhGCfuP/xwratptvidMmXeE3HUbh9ywhNU5vI7BH70+zw2Bd2RILf67VX1dl2fc4ZC00FargmT0EG6X5JUAaQLyKYaahIQ0AAdUoOhwWiqjwgISA1SC5z1xwU/rsUPPQHw7LPPEtGll16KvEiXF154wbbtiy++2E+T59CW4woNPekoKCjgmlHhcDiVSi1btqxr166bN2+eMWNGKpUqLS1lglmW9YMf/OCnP/1pMpn8zne+8/DDDwNwXZfjxU9kTSvzWEVSQEpIDdKANACDe4MRNIJQuQdBEM9dGE0PqUFKrshC8oMK8ic43Y6Y+R93FiJASKSdzW8saoCGadOgG1CIAlFAQiponmhhE/8USNcWimQy2aZNG13XN2/ezI4BNnUMHDgQwOLFiynnG+SsJWpWjZQrI1JOnWZVefz48QDGjx9fWVnpuwf5Wrg+TTwef+SRR3jYJ7imPXrxlr/F1wfdox7+Wx9/huOD92Ea6ceN2bWIkg6tW/dkn27PD+1Dm9+mhiSlHVJkkZeibIrsJp+755HnnEL33zHjDCchr/oYb731FoAePXpQnnduy5YthmGUl5dzgQme2Uop34nfDIPOwV/U8WDS6fS777578cUXA+jduzflPJm+K//222/3c0Rqamoo51c8LqjcWk7x7FQfwTrnqMdHEZJI5daW6rhnvE/Cj10Q5oZOHlGGqC5LD/z5hbatVt5wHR08QCmHskSOQyprkZMkyhA5RKQcUqfE5XC8aFFS+eSDiJDr3/L6668DmDRpEr/FqbpvvPGG4ziTJk3iVHpGS0gOIiJWjzn5kItfdO3a9d577+3Tp8/+/fvHjBlTWVkJgKtmALjnnnu+/vWvx+Px4cOHr1mzBkA8Hj++D81bK33Ie4e3N/pAwzyihbR/FhzWATd/8zHjhOanazUsWVAajvQ+dzyMOHQdGkAOPNeAruXa8Z6KWtoniOa9B5w65Asxz/MaGhpGjhwZCoXmzp3LW3jhNHHiRCnl008/zXvats3C0/ehN8fYD0MymXQch6Ui/62oqOjUqROAq666av/+/URk2zZfDhF97WtfA9C1a9f169ezPDx2KCKXPIccN18SHiHiVNO2I6SgopwsOkIe5qRr7rTHi2P1TxARuURphzZve6t/r9WD+9GqdZRtcsGTkyAnQR65RCmiFJF7ypzvx4szloT5QWeO41RUVAAoLCzMZDLshWMe6roeiUT279/vLwLza6h9NpFrHwU/XodLlfqeiUQisX379g4dOgC4+uqr/f15tLZtf/WrXwUQCoVWrFhxXJ+oyFPkuGy1zzfc56mXbs4VkSXKEGXog3nu0ofs72ukLjkuneI1mONQsoGWzHuxXXzZuUNpfy3Z5HFwjNdAbgOHgKaIGslzWgwJz1h1VNO0/ES7xx57LBKJnH/++aFQyDCMTCYjpZw7d67rumeddVabNm38+rz5Lo3mbcDi2zZZPfZTq1zX7dWr16xZs0pKSp588slbbrmF9VJN0+rq6nRd/7//+7+LL77YMIxzzjnnmWeeoZxOzqmSjY2NH/WJrKBpR6hpAhAggCTqkmmHe42R40FZsGzYHpRFjgfYoNpEimTuRP5ZqOm0J/3bZFUlb4MFatwy/4VksdZn8gToYRCkDuURpIQmuVOaBADFZt2TPaITwRlLQsdx4vG4bdsAdF2fO3duJpOZMWMGR3hFIhEievHFFwFMmTLlNOp2xKEFjuP06NFj3rx54XD4n//8589+9rNMJpNOp0tKSljIv/DCC9w66p577qmvrwcghGBvja7r9DGul6PXfgAJJDK2AgoLojoAWBEBHV4YFAbp8CICRFkDoqgwpoDGtN3UdvOIteLJBnf4ANDUZ144SLy/r3ZHdVSWjhyOcAQKTgYyxHwTvDAVHyxOT10P7ONA84/gFMHvlcv5smyouOSSS3yJl06nX331VQCXXnrpx03KFgZuyUZEsVhs+PDhL730km3bf/jDH370ox9Fo9FEIqFpGveNWrx4seu677zzTmFhoeu6LAYBRKPRj2ok/AH4+xAgwBNQQCwWcm3XyaaVlTIBHW5IZUxyQ8oOeWkdblgIstNONu3abiwWUoAnQMjx8FM56z8EbFcTTX0GFREppUAZ4GC0nWw/ZhhGj4YEPDiuQwIOdL+smYCnQclT01jiBNAiBnEqwFkRoVDIcZw5c+Zks9nevXu3bt06Eolw7+tt27bt27evd+/effv2ZYF5uoCLMnLNqAsuuGD27NkFBQWLFi3iQnLsXwHw7LPPOo7TqlUrpiXlHDD4eDVbyVynW5lvz3RtV5AThghpOhwHVVVIW8hasGxkbFTVwHEMqYUhoGw7a+MIc6jfPfd4V0D04dTNv28SkRBCSkB3gAPtB7cacenFiBexCTdabNjkAAbBhASkknAloEGeCuF8AjhjSSiE4Pt9QUHBzJkzk8nkFVdcwW9xcdFXXnmFiMaNG+f3GzwtwATTNI0togAmTZr05JNPLl68WNM0LsQYCoUqKiqy2axpmv/xH//B1WhCoRD33G4SGh8PgSOUNtOQIc1AMgHbQcaGTbAUqhtQWQfLhe0hY8N2kEqaeihi6vyFNnk7Pr0z4Cgq5nfdUeTmvCrOzoo1DZH6toMHQoSgHCgi6XrCMyAF9/80HAUloYQ6EZ/JqcAZW3eUy2xz8flly5YBuOKKK7gJDMeIPvfcc0KICy64AIeHtrVw6LrO/YBLSkq4odqhQ4emT5+eTqe532hZWRmAdu3aPfjgg7quf+Mb3/A8j6csC0C/JduHgCREU5TlkQtDBVhZaCHYLtZtmPfEY5Xvvf/etm0Auvbp06Zbl0nX/AeGDoE0kM0gEhM5WZs7z0m+zR3WaUfLERLJPandSqiBZaVwwzA1L9PoIQRI4QEKMJQLl0A6cgxsAd7CM5aEPO2klBs2bHj//fe7du3at29fnsGapu3cuXPTpk3t2rWbOHFic4/0+JBfcZgZ2KZNm4aGBg42KCsrU0rV1NTs2rXLNM0uXbr07duXd2bByL2lPi4UIWdQ8d3rGviZQtaFJhvnzH3t3w+HMumJffq2v+JqCHFg7ZpV27Y+9avfTLvhy4UXXgDLg6kgpRDwAD76pMc+CCGapGwusMJ2rAar2o5lorEigQLoJlxXi4g0LAETDkCwDeXA0wAJLe/ymhlnLAmllNlsNhaLzZo1y7btyZMns+/BMAzHcVavXu26bvfu3du0aWPbtm85bPlgXZoTtQDkMxA5+V9UVLRw4ULLsqZPn27bNi+PuWq44zihUIg+quOvUNSkP0qgiUK8HZoHzUHSm/evx/a9+96tv/8duveCpyBE+0nnX7prx8+/8+3Z/3rkS+eORlQHHLjQpJSa9Jp4zdZLf+bnVp4ClKf35jIZVE69zFkvBdi7QAICbDEiITzAlRKCTAjHtasSyX3QQqWtOgLwPNIsD9GIhowGXxI78DMl0PwykHHarIVOACwxnnrqKQBXXnkluweJyDAMLrj25S9/GYCmaadR+1u+KF74Mbt8BhIRG2BCodAjjzwCYPr06X6NU86Z5JcfJQk9wIJnwSOwZRFe0+T30jKJsEszn1O79978ve+iX18UlaO8DUpLEDEwpPeNt3+/dtPW7ONPIuwCSThZWI7wlA7AceF5gJdI1drwXOaYaiJm2kYWyAAZwAE8KIIHOIQswc2psw4JkAtlgzyQgoAAbMuqFCIDT6pkYzRW8/7ON7VUvHvpcA228BphmvAMzTJMAKFGhOo1OAY0DREFoynpowUw4LSZfMcLrhOxf//+gwcPGobRs2dP5LzedXV1K1asCIVCo0eP5pZjvMpq7iF/WrCUE0Ls2LFj7969JSUlQ4YMOc5zKAFeE0IQODhAAyCUDsCzat7ZZCaz4e6d0aoQehgKcD3ARMRsNWhAOUXSW/eGlYLK1r78eqleiF7d0KE9FEEoxPQCM0xwPBiA8jKWFopAIqaDgKTrSF0AmgI0CMAQZEL5wioDNDUmUwJSguAJkP+rSS0L7NZkdVG4i0ldIGKSJEtTncKADbgASRgSpoIE4AqIJkdFM+OMJSHf7OfMmVNbWzt06NBu3bohl+C7cuXK3bt3jxgxon///pZlobkjY04WdF3nQLx58+YlEokZM2a0bt36uM7gB7UQAIJmo4mSGkIGYMuqzbsMIgzomg1TEkqDiuspHSojzGiPviVeWc3GqlIVgkpXL1ywac7iTMXBvgP6d54wDqNGYkA/tG8jMpbetg2ElGHASQEaXBKkCiQBArqecpTlhExoIQ/QgZCCbARSgAujVAKQFpAiSAFdyhIoHXYGkUxNw2pP1pSVjtHRG9TKc2OaAQCaFCATQjbRmJqILeAAbi5HsjlxxpKQ8dxzz7mue+2117Jpnkk4a9YsIQTn5pmmycKwuUf6acFrRQ7jfvnllwF86UtfOv6zSCgJIRXbLvLyzaEAJVVDqigUQdh0kVUwJKSQpgXLgoiSEXbD2doMSIOm9x4zql1j6tDKtbXv7t64a6c9c2arnn0Lu3UdNGMKunZB+9YiFoEU8ABPQXnwPITDpGumEYEB3QXYdysdwAI8AQdSEQDUAy5RHDChDBCILCGyB6q2OZQpK+kJ0R4q9kHoXFO0gAHkOSQEAFvCE2h+DeiMJSFHb61YscIwDO62y3GhSinO350xYwZroc2etXRSwCQE0NjYuHz5ck3TLrzwQt8qc6wgwJOQ8DQ4gGE2rQyb7BgSkUjETlnIIB6RcakgNVBcF4U6OciQJhGKmdAkQmFcflHBBZMLGizs3tP2zTe3rVqX3V3lrdu5edY8EYbeuUOXcaNCE8ehW2eUlyEWh2ba0BUMjjIlHUID4EJYuVlqAJ4AAAmEhVeolJAABERIAunamgZDK4wXdgQiEBDG4UFpBEKTuUeKD2y+LcFReCaTcOPGjTU1NT179uzUqRPbY4ho9+7d7733nmma48aNY1NNJBI57sna8uB7Ards2VJfX9+vX782bdqc4LlIaIADcIEaAW6MKeB5rXp021+xAjvfxaA+0D0oQIagQ3cEtuwQIdWpf1dkLCow7UihGSlEXKC8c9uRo9umMti8C2vfOvDyU4nKij3rN27Z8a7zynyrQ0nr0UP7TRndYfggCSUgAV0iLBAmYYom44kGEKCBDAgAUSAkSIgmL58Hva6+frdlOW3adTZElAAIJQxeN7JdVaP8+Bjh/2sBZpkzmIRCiGeeeUYIMXXqVMMwWEoQ0auvvtrY2HjJJZfks+4MEIaapnEowtNPPw2AizgeNwSLCam5COtIAR4QBUwAnoRmFkwaV7Vq+f7Fizt0aofSEugAsnAl9tTas2anzYbo5CFwXeFGXN20YRQwfchB20J0KsYFfdt/51LUpPqs2H1o6fp3Vr+9dd2GqoM76g4s6H+om95OL+vYpry8N9AX6AJ0dl1Dl0bTKi7n0gBioFxMgZaG3AdU7qtaCynbd+gKuDbq9KaJrQApoRN0IaLId1cSIEItxFF4xpJQ1/WXX36ZtTJmIDvK5syZQ0TXXnutbduO48RiMc/zzgDTKHKGmRdeeAHAF7/4RQ5xPj6bk5BNUkdBI7gCHuACIUAoDyEDY89ujIXWr1rX4ZyxgImCMAwHaQtbN25YPLcmmsXogfCAqkwsrmCY8CIwAWk4mlsjDE8zS2Ju1Izjwq5txk5pk3Ymv7sx8f6SQ95W08g0NB7avnnPVmNzJNKttHRwedmQglhnINZUO4oMDnT5QKBJQLrk2UJDdWVKon1pdADBcMnWBAQ4Ls0NQSdeUgrjcMnXUn705iwodlLAMVlMM7YN8t+9e/d27ty5uLj4wIEDXGybWw526tQplUq9//77rVu39k0yzM/mvpRPBabc7t27e/fuXV5evn///lAoxL77Yz8J5ayhgmAL1AIOYAIGHIFUsQKqHcxbuuTZF/fv3DNs4JA+k86BduidN157d+mmTn37D7vl6+g7CM8uXvrvx7qcO7jj+edg1AgURAENRbG0bljwSqDc+kY9HIMeRdaFrkM5sGug19uZPe/XbznYsDttHdSRikulGXFE2rduO7hd2QAdrQATCAMhuAJaBKSBdCALrSGbOVBbt799+x4KrRyEdITAYTGQgLQcK2yYftUOzyWQLoUuWkQm0+kvCTVN4yQdv788B6ZxRZnx48d7nsdMcxxn/vz5tbW1I0eOLC0t5cPZnnG6MxA5iffss88CuPzyy3njCajZ7KA3BDSgAPCaVk7ChQEJRCQmTxxXXrbltTfeXrZq7rLZemGybZvSkZdO6zDjEowajLRbV7l/3/t7slbdgldmWiWhfqNGnjt2khwwONq5czQeQ32tXl6MELki0ajZMbPARAShDqDWoUjHnq369USlg+11tRvrDqyvrtsXjppbdy7atHlpcVHr1q06lBd1Lox2g14MVQ1pgPRUY004psIRs43RESiSKAohAkCRsmzSdU2XCBuG42aEtIV0BYSmhwC9iZKEZo+bOe1JCEBK6QclO45jmqYQ4vHHHwfwpS99iS2i6XQ6Ho+z7f6KK67wzRinUf7Ex4PlPy8Ir7nmmqa6Ccd/dX5avOYgZgMcO6NLaCY8D8pFgYHzhvU7f0g/R8Fz4DbCDIFCkBpCGsKi5Pv/9aWvXtU4e86uNW/t2LJp/4K1C19YU0ihjl27thraT/viBRjUHUWmrlNpNAxhw3OVRTJUABWHIyB0w4i1Lu3ZunR8H2T37K/w1J6Msd3G3h17F2zZVtilzdSB/cZCZna8u6667t2sXa2FPOUZ0XCPEQOvlE5H5UHq0KTUcgtD14URikAowM7JQ6OJh82/JDwj1NF8jYs1zEwm071796qqqr1797Zr147r5IbD4fbt2zc0NCxevHjw4MGc18NH8Qxungs4SeD0wlatWgkh9u7dGw6H/VrGxw6/0rUEhAOkuccKr548CEASNLI0N41M2HYiFIIXghnxNLhQgCuhAM/IOEgQPIHaWqxck3pt0cF176SrqxPS2x8PaR3LO/fv3PecwfER/dC2FPEYYsXKAvSY1FklYd8gP1JAHXDQw4HdBzbv39vQunBk/35D1myY1Zg8UN66rE2bNiRQW5eBV9qv6wy4g+HBc+ERQmaetikBkQLSuUVuFCpCHoQeSMJPDVY+kcvQYRPLiy++WFVV1bdvX56IrG1u3769oqKiXbt23bt39y0x7Co83RkIIBaLPffcc5lM5vzzzy8qKuJIoOOFX9/eAUIGYDa5BqCB3XbIKqVc0rQCxHTDhRVBWsJGqhCWlIXQFVQaMCMySoALFJSiU8/YFy7q0ViDTWsTb21yFmxs3LM38f5bmxYsto2azmP6dLn+Ypw9TEbaNKDYQikhAhg6wmFoBuwQ6oFSoL8G2au91attGioNHDx46J3effv16nQ10BEoaBNXQD1gsnqpmY6mJSFcAMrWpDBBgoQLoYQfpiYgWoAYxBlAQt/TwJkBnKz0wAMPeJ53wQUXxGKxxsbGwsJCz/MymcwPfvCDWCxWUlKCXP2LM0YdBfDoo48iV8KDk0VOxOpLTXZ8GzDCSkByLoVUEABFpBChMAC48BQcG0YYOnQJAkwCQSYFUkAkAmSQtJRuUKQkgqIytBtXMHzkhK8UY+NObFtTv3b+hq0LM0olD+x+f97WgyURrUOnso79yoweMZTpiAmYCg4AUNhLlgpPl2GOGzhkZ3eVtSbdqAMkUJqtKQhHNWWEhLCE3YCQcDI7HVEVjccAKbUotHIgLqADbJ7RiUAKLeTHP+3VUeRkoK9b2rbNAvA3v/nNd77znSNUTU7zdRyHV48sRT8ytef0QSqV6tSpUzabXbduXZ8+fXC43fhY4SewS1hQKcCDNAETCLkQAlkNihBJuQIeogLS82xbSU3pRsgzRFqC4BbAEjkXvwdAkabqk41hGYoYJmwbrgdNQzaJdBX0hnRi65Z3F+oFtVlRawvHMApKCru3Lu1fUtwfemtAAKVQHeHqOTNRDULL1m7/cUPqUJ/O/9W+7Eqo/vB0aIBMAfVAxbatL+09uL68daSopG1RtG9p0QjPLtRC5TnXv1SeJDKlhAiSek8KXNflcoBsJg2FQmwy3bhxo2VZUko/YzCTyXCjFcMwfCnBVT1Pd4108+bNdXV1PXv27NOnj2VZfH9xHOdERL1okocqL6WQ71EuYAiIsA7SId20yughknBDEAIaNAlA96B0uICCC8+BIqWFI/FSwRFwmg1puDDdeAwoE6gPO7ERfbrB22rVbd53cEddQ319xZ6Gg0nNfc/29A69O8WL2pQW9kWoPbxSKAGNgLKi2OCG+o3vvfdeTcWsovjuzp2GQ8bhZCATilIuyJNIWsm6vVvTid0lhdvatRpQUNC2pLiNpsUBKTUNiAAxQkzBaKohToA4rPAHQfo2VOSxlUP5NC8XycMR4UdG5PgpkZ/0fZ8BkhA58wz7GyorK7/73e+ybvbYY49de+21LAz98FE+JJvN6rqu6/rp6CTMZDLhcJij0vnvnXfeec8999xyyy2///3v+dvg4hfHfercdCABNo6y5UIjIBe7qXGGUVMGMFdUEyAJJQFANuXpSiie2SSkPx8FHEARNM4nknAEMkAKSAApIO24qYaGhqqa2tqq+mT2fTO+JxRKC4qboY6d244uLx8KFLrZlB7Wqyq31tW/W1W9NePsKYgVty0b0aXb+UA7IESoUahqsN+trt5dW7vPytZ7btaxMyFNti5v075Np5LiNkAJ0CGNPhLtdY4DIMBzQQRNA4ik8CA9SO/wAAECskAYiNa6COmIwpaAB3IhJXQdEFCepwkFIXAMvsjTnoTc69M0TaYT86qysvKWW255+umnTdN85ZVXJk+ezKVvdV1nlz03aWAZmE6nCwsLm/s6jhV+toR/N+HnI0aMWLt27csvv3zRRRdxKCxXRmxhWVoq99dvbYhcbwi3KakYNuAoWBYliCre3f2qpw411CfS6XB58YhePc4tLOgClCJbCgmEKqE2VNTMrji4SVmxfn0uiRVcpKi1EBmBJFDvoiLjHCCqa2w8kEpVJRtrsqlGK5MVQhQVFBYV9OrR6QvQu0JpSCmQCTMGGYLUIICQdAUskK1sSTA0qcEgIOGR0kQBEE0DDnkmkhLhkBCAoeApZDltES48D9onJw6f9iRk+Iu6ZDLJBHNd97vf/e4jjzxSV1f39NNPX3nllf4+2Ww2FApxkQj/bzNfwDEjn35MtkwmU1dX16FDh4KCgv3797O+zfu09MD0PCXPcTOAJ6QrpCPhCbiACzhABlBWOlFTbcErKS0vCxd4gAmvI1wAgO5AW1t5aNbO997o0GFUl3a3epkOQiMZUpBZCAtwAAewQclMqqq+8WBd3Xv1jftdlSzyqH2jUbHuXSTNwUMmYtiFiHeEisGMIQaE4OnwNDYPW1AOhLBFrMlYBKG5HlwPZsgWaAQ0oCgLT6IuBAmUwNU4dvWTSHh6L4SQU0S54IphGMxA9hayYvbnP//561//eiwWmz59OlNU13XmHlt0eNHYoidrHriABd9NXNcNhUKRSIR17wsvvLCgoAAAC3xN01roRdGHvDT0CKAUWUoJTzhCQEIXiMEtgxYyI6p9BwNuBIYC3gPS0FKgmJeCFtGgFRYWdhCaIqqCdlCLRpqymEhDVoMyICTMEIQbiXeNxDPt2ieBhtq6/aKmQm/Yljzw1paVWzfMWl5s/ru4qPOgs8cXnT8F/fsjpGsme/w92BZAMAxSiVhBARQBLqSCCSKLhDCha5DSgJScfUnkeBAGhPxEw89pLwnT6TTbQhOJRH5v2nQ6zevAe+6555e//GU0Gl2yZMnw4cNTqRTrrgBYNeWZehoZZnzfg//kggsumDdv3syZMy+99FLu0cvNYVpiYDp9xPMPyua7TbVmWGt1BDQBJJWrSyqFAchdljqUSrhFBaWajAAJ4ND29+a+v//NoUMGuMkCHeXxSMdwvDO0dqBCUAwwQAKu5yhHk4Y0wyABCEqlBLnYt/fQiqVb35hfv+WdcDIR81zlOnpBvNdZo1pNvRijxsMsgR4H6ZzTBc2Bk4VyEDWhkSNdIXQAUkG6AlJv0DUdWswWUDlz7MfitCehD78XGptAAbCRsLq6+tvf/vZzzz1XVFT0+uuvDx06FHkR25lMpuVKjI/AEXK7sbGxS5cu9fX1VVVV5eXlfghRCw0DoqOeAAAcB6LJYeAJ6REpFieajAAORD1gwCsFkPX2JzI7t25bWlSiR8ORbLpRIZNorNE1GjV85PJlL3uOKxANm+VFBR2Ki9uXlnWSYXZOhIEwEIEXJkSbaibygtRxYKeQqML2dxKzXnprwdywrtU1pJI2IqXt2/Uc1HvouYVnj0O/AQi5iACURtSABygXmRSiUTQmUVgETcL1MpoWCcdhS9gKUfmJ9tHTnoSu6zY2NhYVFfkWCJ6j7A/kHreGYXzpS1+aOXNmly5dnn766bPPPpv7EJ6OVS18c6jv2Hzqqaeuvfba4cOHr169On/PFkpCfJIwbHqiCB4RpRJpQ3N1M6npMeG14v0z3r4d+561nT2KXDvjFcTalsS6x4w+ZW26JA+tb0jtrq1/L5Heb7mHlJYKR0NmpLBLp37xWKeI7ASUAUVAHDCBCJyIsoTkRqIKyGahCFDYtHH/iuWbFi1s2L09nEwUgkpCmltUNui6/zIuvwSdolAOdlZhw05seR8A+nRFxzL07IKCOKQJzbBJWJ4XD+uf6IZskT/S8UDX9eLiYl7jcZQ2s7GgoIBXhq7rSin/+te/ptPpWbNmXX/99TNnzhw0aFD+3ed4U36aEfnVe3nY8+bN0zTtkksu8aPY/RVjCyVhfouY3AylvEL3XLdZAELIgoIQhCJI1xHCg64BAhGzeHCP3kAxUOIhrKEY6AC7A2zEW50Tb9OlA2oUVdQndx2q3lZTt6++obq2drmuvxMxWxXG27Vt3b2sqBOHj8LrJEURBOAKx9SUGebgdW3kqA5DRnS44QZUH8CqJZXzXnlv/VsV9e/Z21afY3wBSW/540+teHaWWVHTNkXxkP5+pla2Ljrnwin9r78ebdtDWSnDMOORYwkRP+0l4UfBn4JsgDEM4+DBg1/72tdmzZo1YMCAOXPmtGnTxo+zYcWVD8xkMhxN2uxW00wmw4EH+SPxLbp8UUTUvn37ysrKzZs3t2vXjn0tHE/bIk2+H+qiAHCUOzzn6VYupAQEPI9jAaA8wNi39f2/ecoa1PW/gPbkKiFjHBqgxRJAY066KKKk59Yrati1+61Een8mU+mptBQUChmlRSWdtR5ROR5eO8QLEQkhbMIwPU16nDrieoALLwOVgbLQUJne+76MlYZb9cIDzz338JNtxw8b/Z9XYGg/SBeV+1b832O7n10wbuKUTvfeiULTFVJFDOMYAnLOWBLmo7Gx0TRN0zR37Njxn//5nytWrBg0aNCCBQvKysr8vF425PhrrWYvy32EcM5ms1ykmBVRXxddu3bt+PHj4/H4li1bCgsL+RCftC1Pwuc3YfHDxXH4k/yYFel5kALkQUiuWmgBybrkmre3/19RQfuh3X8kVSuOYIWCR0AoA3iAKWGwVksqLagRRhKo8dx9tXXvJuor6uorDx3cR7uyG+5feW7Hc4ZPPL9w3Gj07YPCIoQM6AZ0CeFBAJpwlQPh6kICHrws3mtYeOHNbeLl/f75a3QpgZdC2EMY2Pxu44MvrXlzzXl3/wAXjke8wJLQj0EStkh15STB8zw2FRYWFnI2U69evV544YXx48dv3759zJgxS5cuLSsr42kdjUa5XiBPX2ZjMwpDJk9dXV1JSQkR5Xftza/ROGvWrFQqNWPGDI5Kx+H9XloeCeF3asrz1B+Bw7cICQFF0CUUGgSqBOoO1S5PZXd1bN9BaoANPeRCs6BlNRgWmuIuBJSEo0lXSAAFcEIwWmlaj1YlZ7UqSUElKst21nvbxVma2ptc8Mi/3D//uU1Z+cDhw4vPG4dhg9C1A6ImTBOS69xE4Qq4FlKNibdWbaf6id+6BZ1bwc3CiEF40Cz07lZ46QXbZr1aumrFkAvGQroN5JaKTw7GOmNJyCmtXPQBALdhSKfTbdq0efPNN88+++zt27dfccUVzz//fHFxMUd4+Q5u13XZ7WHbdnNFtLFLM59CqVQqEon4DWH4BvHaa68BuOaaa3gfjgHyRWWL1Ejza5zla2qHCcC83V0IndU1IkeKNFBdV7fLkEbbVh34HEL3gCwhKRBlk6cAiHsRQtc4Wk7G4AkoAhVBOtCs1l27tY6P6D3wKmzd7b711o41bx3asW3F0nly2VyYZlHXzv3GjS8cOwHd+6CkLTQJTYcCyNy68q1aL4uRg2DqIBMyBJW2LStkGujXNdKp/L2d24ZkHRQ6ESHFB7r3R+KMJaFt26ZphkIh36AvhOBEu1atWs2ZM+eSSy5ZvHjxjBkzli5dWlxcnEwmI5EIuyv8MJpmdF1w1AGv8ZLJZEFBgZ8SwcVjiKi+vn7dunXxeHzChAm8DhRC5Dddanli8BhvCkfuxjnyGkWBOJDJpq2o3qNA6wm4RCkhAOiuFTHMiAaL850kQDAEQNyZXgJQIAfCg9RAYagIiooQkhjdQx8/tp/I9Kvck1y94r35i+rWbtK37N6z+l3vl48Xde7RdvS4yLChGD4YvTrAcVFdFxU6jAgMwwtHXSujhSIkBJBBSbSgffmBXbuRzKAwXBD+ZE89zmASmqbJytgRE5ENML169Xr++edHjRq1bt26iRMnLly40A+18XN8m7cyt2VZ3IMeOUJGIhG+U3CnXqXU0qVL0+n0mDFjSkpKjjCN8lK/ReZnHbNwJkBACjiuFdINEEAhQK9J7PWU1To+EOgChAQAZYIMQ4sCQsLjbsC+uZX/u67reZZuSEM3AEEKgC50IJLLiTBDKOgT79J54NQvoLIBK7di6boDi9fsq657Z/asg/Nf63/xhWO//V8wso3V1Z1KW6O4DJabCBvRUEQIJaDgZKCkoUCeB0PCc+Fp0BTEJ1xyC1RXThqy2Swb9Pklh7bx4hBA3759V6xYUVpaumjRoi9+8YsHDx4EIKVMJpO8Q/POYNM0/WWeEKK6upqlHEeiA1BKPfnkkwAuvfTSDw3UbpEMzO+bffjj6Heb4LiqEUhDpSEEoCoqNwmRal/eD+gAJw4tBk+HE4IwoHShTI0MoSABKSCl4kQI0lUoEhF6xIVhQ3ekbmuwRJOz0NPDjhNxnGJQO0S6ocNgTJqKe3/a/s2Xzl74VL+7bjIm9NY66CgFol6oMGbVNOBQvfJkCAhloR20QkkbjYRaz3m/sluP7ggBULCzx/KVnLGSEADX/HVd17KsWCxmmma+hQNAr169Xn311alTpz7//PMdO3b8yU9+0qpVKyJi90azL6iSyeT8+fOXLl26atWqhoaGJUuWxGIxAOl0mtXsuXPnRiIRbjaMvAXhJ7QBbZn4aCO9Ui5gucrVEYLmNNTtF6SKCzrDLYFLnGrletANwD289L1wm6QihC51ggSQshwAYdMA4MAjRYbUpSakpoHgAZ4AmZJipQLIppxIt9a9el/d64bLUV+NsESjddbUC6uXPoTl62T3adEsIIEiA5oHl9CQqNlTOXzMaLgO9BhCx2RdP5NJ6AeFsnp5tAtbSjlkyJAnn3zy6quvfuCBB3Rdv/fee8PhMBHlew6PRiqVisVivncnf8ZzwpS/hS1D/nKO+8Wz0SjfvsIHKqVqa2uXLFmyaNGilStXrlmzho/lRWA0GrVt21ewt23bVlVV1bNnz8GDB3Oacn4T35aL47k5cBViSANQuiHhOYmD7ynbbl3eVoRbw9URdiBSgKPrJlQEWl4HGMCnowD84LFC00DOCqRLdj1+cIQUkHk2osJYXECBPEgT5VEIB/FwZOyYwtATNc88XzZmIDpF3HIjCavYkXDp4EMPF7Rq323YCBSXwjBsotAx/CJnMgk/FMxAXzWNx+Pjx49/8MEHv/Wtb/32t79NJpN/+9vf2KjDScAMFjJ+aVOWSD7TfGoB8EOruQmUryX6+VN+QQ3eJxQK7dq1a82aNStWrFi0aNHatWsBsGWoS5cu7dq1mzZt2oQJE3r06CGE4LQJ13Udx3n++ecBXHvttdyW8DP/Ij8bKAJ0nevVW9DqUukD8PTSgk7c9QVCUVNRNghEgA8nIY7i/ocbrETTboe/K/1MCBe6BcTath5ywcR35y4J/fkvBV+5VC/sUJxNwSl499d/Wzh77lkXTCq9+CKYRjprabHIsZQ1/dyRkL2CLDTC4TBT67LLLrNt+5vf/Oajjz5aXl7+85//nPf0nfWckk9EvueNC2f4wscnG1sp+UDP8/z9WQ3md13X3blz5+LFi9esWfPiiy82Njb6xdF0XT///POnTp06cODAyZMnc50Y27YjkUhNTU1ZWdnBgwfbtm1LRC+++GI0Gu3WrRvTsoVGqJ0EeLoMARrgwN1d3bgZKtamdGDe1JVNHWs+CwgXAtFQ+f/eaJly1kuzWq9aEy6IFBrh+p37DzU0nD1j0oCbvoYCPeGkdS1kHlsr4M9FxMzRyE/JY11O07SXXnrpK1/5Sm1t7c9+9rMf/ehHfpJUfrQ0C70jrCC+JOT12NGHcLz4e++9t3Tp0rlz5y5fvnzfvn0AuLFuWVlZ//79zz///IsuumjQoEEAKisrW7duzZlKnuc5jsP3C98BuHnz5gEDBpimmc1mz2AGElwPjoCuKQOyKpN+ft3616QqP2fM10ADQHFIi+AoKMDQ1NGS8JSMh7KNBkWQcbHkLezan1q/I6YkOnbEwF6YOAJFuheitK4VyLBnuVoo9InjOTN/vE8Ex16GQiHuXcHMmTp16q9+9avvfOc7P/7xj9u0afPVr34VANtpWCoyB3jnTCbDElXLwT+534nFsqwtW7YsXLiQC094npfNZlnL7dGjx8iRI/v16zdt2rR+/frF43EiSqfTfAbusOvfHdi2ZJpmfX19PB6vrq6++eabhRB+Cu8ZUC3uo6CgNAg22ySsLbba26ZgCNAKymT3n4Jo6hgjTnmvQeFJvdECJIqFY5Jx8dmwVCzhwiXoEmHdE3adyob1woiMgqAZx7RM+NyRkMULVyJjP75vgLEs62tf+5plWbfffvvXv/51Ivr617/uR5Ae0eSIXYisoObHaqbT6c2bN8+bN+/1119fu3YtF8YOh8PZbLasrGzcuHHTpk07//zz+/Tpw/4GXn8C4IpvHDrHVRsjkUhtbW1paalpmul0etGiRW+++ebChQtXrlyZSCTi8fgVV1zBmVx+a40zDpLYqkIAZWoTu0Qo1bpNN1ApVwVvehe65Jl8qusXEqBFYYi0UPWCTAjddIu0EDSdNFjQHEQj0MLQyVU16UxRYUwL1oRHg8VaKBTiQDYAvmEjEok4jnPzzTcfOnToV7/61Te/+c1wOHzppZeyr1zTNDZOAlBKNTY2RiIRTtJPJBIrVqyYM2fOmjVrlixZomma53mcQtW/f//zzjvvrLPOuvjii+PxuE94HoYQwt/CVh9efPJ4PM+bP3/+ypUrZ8+evXv37kwmY5omrx5bt249ffr0++67T9f10tLS07Fg3DFCg6EImoBjN9TWVYRMvaxNN3gRduUrSIIU/jw/1d1dhERIh5Wu1WwjFNdBYRlyVBaC0prQoYegRNrRIGFKvTBWDxQCnygNP3ckjEQiqVSKi5HxFg4xZbnEHLvrrrs8z/vlL3/5jW98o3v37r169WrVqhVyYSiM4uLipUuXPvPMM3PmzNm1a5fvPBBC9OnT5/zzz7/ggguGDx/etm1b5IyxbGVFzmPBdQD4bCxLNU2rqqpatmzZ8uXLX3vttXfeecevVREOh4cPH37uuedOnDhx0qRJRUVF/mjZVPOZfomfHaTgRvUStpNoSFjlpYVAFK5oqj3Y5Bb8rBwzAhASeqg0FHegrEx9YaRQhGIQMAAHKgxTM4GkgoawdgxhowA+hyREzsHgGzbzrRr+yur73/9+YWHhD37wg0mTJr300kvsEGc+cKoeET366KN/+ctfAJSUlPTu3XvChAmTJ0+eNm1afjlwlof+R3DM5xHJfu+///6yZcsWLFiwdOnSHTt22LbN20tKSvr16zd69OgLLrhg1KhRHPh6tPfyzGUgABBBk1AqWVm7H6q0vLQPoJFyhAgRfeb95jkDRAtFCSSkCJXCUXABDZEQAN0CTA1aRMKFmYQpAfOTc5k+jyT8KPiyEUBhYeGll16aSqXuvvvu/+//+//+8pe/jB07lh3ibDUVQkybNq1Pnz5Dhw4966yzWGXlylH5rGOw5snSkt/au3fv66+/vnz5cnZReJ6n6zqvUSdPnjx16tRzzz23c+fO7du3F0JwAAByga+fK3gudANS2qtWrRo8fFTbVt3J80RYb6p32JQgfIwi51ND5PWOY5AEAR6Egi6bXJZRg+sI5+VOfjwoQA68TnNdN51O85bKysrrr7+eDTlvv/02EaVSKd6N9/SrS3G8i/8WESmlMplMOp3mOjeZTGbnzp2PPvroVVdd5QeFlpSUCCFKSkpGjx595513rl27lo9taGjIZDL+qbLZbCaT4b+n/FtoSVBEjkeKaPnKF9t1wP+7a6znvWFnNxClySHXIYvIoqxDjiIij8j7LIZkETUSNRBliBQR2URZIpuIKElUS9RAlCUil8jhPT4BgSRsAuWWWOwSYOdbq1atHn744bq6ulmzZk2fPv21114bMGCAlJITLFgptSzLdV3feENEmUwGQDQaDYfDO3bsmD179tKlS2fPns0uCqVUKBQaMGDAWWed1adPn4svvrhXr16maTL5eTB+RXDLsvKNN2xJ+lxBOdBMvPrq7KpDqK+KSNldmqZl2SE9Qh+0fDCAvNI1p9BP2FQagEu08cuo/sELUwKAB9gAtFxTuU867efUWX808nsYHVFAPp1O33DDDc899xyAysrK0tJS9nMcnXdfU1NTUFCwcePGOXPmzJkzZ926dfX19f677du3HzVq1AUXXDBu3DgmHm/nRaAfepZKpSzLKi4u5qpq7BphwnPB/1P9VbQcEAACAUOGdD3w/p4Xn3t+7PmTAQBhUronoWABrkRM+5B+LKdmQB4glS2lleO7iaaUCZACSQgFCU9wVzcYkJ/fQk8nBsrzejMV2aefTCanTZu2fv16Dnxp1aoVizv2Fu7bt2/t2rVvvfXW5s2bn332WdM02THoum7nzp0nTJgwcuTIL3zhC4WFhexex4eVQmNt1s/eOMHugmccCKioONSxfduwLhJ1mVQqVdiqFBJek/hJCZBEXOPMXV4cnjoSKsBVEPAMcJyhhDTZVwK/cIcCARq5AgrCaIoJ/zgE6uhh4EDtfO88N3sIhUJz586dOHHijh07zj333Jdeeql///4LFix4+eWXly5dunPnznQ67TgOS6ouXbqMHj16ypQp48aN69ChA3KM8qPAkTPJOo6TTCZ5iei6rl8EgGNleDx+qJpfYa3Zvp1mgEqlU6/NfjUWKT1v7PmaaRaGTRDsLLQwuMkEHTaHlZ9Ff4rGwx/hAgSYgE6AAwiQgYxQpEEHceyFzh6UYxhLQMIm+ATwVQN2nTMnOZ/omWeeueSSS95+++0ZM2a89957vJGXbSNGjLjkkkuGDRs2adKko/tvM3OOzjMyDKOkpITZGw6HQ6EQr/q4luHR6vFpkKl0shGLRh577DHH8S75wqWezdxrapYooRQkoH12AXu+dZTbxbFdtilsANwgHBAmCCRBqimS7ozvRXGqwSoiU4JjxHr16sVugz59+kycOPG8884bOnQoVzGlMzeG81SDvzpfZWD5n8lkQiE9Eok5DqWTKU3TQqamFKTkvpxsHxGALprm+in2VRB/RK5PY1M8HQCQhAfFH9/U6rAJn6weB5LwE8BdZTgURtf1nTt3ZjKZ8vLynTt3Hh23zQvIZhzt6Q4//Zo5GQ6HFy1a5DjOyJEj9ZBwXRsiwoaOJlnoU65pop9iTSGn62r5W3KCUT+sSNxxnDUg4Scj30YyZ86cTCYzevRovww25TKYji4qFeDYwYpGPgk5lvCpp54C8MUvfpHDlXjnZi+OfnIRkPAToJTKj7p++eWXAVx33XUfmsIXqKOfBkxC/utXM+DCqhw26H/nZ9iXHJDwE+AbJF3XraysXL9+fVFREdf59BN5pZS8zxk2OT5jsHnCJ6GUctu2be+99163bt169eqFnL3q6KTq0x0BCT8Bfqa853lvvfWWZVnnnntuPB7P5xu7+JiTnytn+snFEbcwImIxOHHiRA5IQs6HFJDw8wUppW+ye/rpp6WUl156qRCCGwNz7abTo8xZi8cRSS22bT/33HOGYUyfPt2vie67bc4kBCT8ZPiu81mzZgkhzjvvPAAc+8IS0ldKA3X0hEFE+SWziMhxnBUrVkSj0eHDhyNXyOeIOpFnBs6cKzl14NCZ9evX19XV+XU++S22i3Jpw4CBR4DyKkEip7SzI8ffYlmWn+jMMrCuro5fPv3000KIMWPGlJeXA+CKJMj9HGcSAkn4yYjH457nzZw5U0o5Y8YMLgbT3IM6DeAH3DEPj1bapZS8hOaqWRxwW1payiXGt27d6jjOmDFjCgsLOZ5J07QzspBHEDFzTEin08OGDduxY8fSpUvPPffc5h7OaYB0Os3JzflrPMuyCgoKbNv2856PSFjxy7Tatt2lS5eDBw/u3bu3qKjID3znho3NcUGnEMEd/RPASlR1dXVFRUU8Hh84cCAAvyRpgI+C//2w6s495zicKBQKpdPpbDZrGAZLQl5UV1RU7N69e/PmzTNnzly4cGFBQUFZWZlt27wgTyQSBQUFfgWDM8lAGpDwE8Brlfnz56dSqQsvvNC/JQf4ePj9HnVd56ofLBVZn/SrKjc2Nr755ptz5sxZsWLF1q1bLcvKZrMsJy3LSiaTX/3qVxcuXMgC0BeDAQk/X+CFzWOPPaaU+o//+A8Afh/fAB8DFlmWZfmGK34ZDofffffd5cuXL1++fNWqVZs2bUqlUmzfMk2zdevW119//ejRo3v27MllWhctWtS3b9/NmzcrpXwGnmEBusGa8BOglGpoaGjXrl00Gt20aVO7du0CXfQYwZXm2Bjz3nvvvfnmm2+//faCBQu2bduWSqWi0ahSKpvNDhgwYNKkSeecc87o0aO7dOlCRA0NDcXFxQD27ds3Y8aMHTt29O/fnyMluHHqGZbx/HkjoWrKdqH86HsusibzUr9yu0Gm0vb69RvGjB47ZszYhQvnCQlN+od8AMrrwhWAsX///hUrVrz++uuLFy/etWsXt5SybbuoqKh3797jx4+fNm3ayJEj/YI6HLDGhlD2BDqOs3v37ilTpuzZs2fcuHGLFy/Gmbgg/zh1lKv3+bcc/nZYp/cD3vnLOn0MxwpwAJ1JmKsU5AFCkLSyME1AgGAJUuRpQg+HIqE//+MxoGjs+C9wQmc640QiQoC4cReneaocCeUZwcP8LotHR6XzjZsrhbH7zm/5tmPHjjfeeGPlypXz5s3jpjecXBKNRkeOHHn++eefffbZZ511VnFxMeX15PGTp/1q6JycCaBPnz6zZs2aOHHi8uXLL7nkkmeffTYajaZSqXA4fETvndM3ev4jJaG/9iUi5pif5ZVMJtmudRr2A3IBCwhBGZz9DAHAAiRvEZweJjKAApmkdJsw/Kxr97y7+5VZz449twMkyFW67gkoQFFTSpt2JpHQ/+m5E0Y2m/XnN5tMjnD3bdu2bcGCBfPmzXvrrbf27dvHzvR4PF5UVMR5z5MnTx40aFA8HvcnDLe4CYVC/i3ef4vrTXKBZuSm3/r166+99tr6+vqJEyc+8sgjsViM6yC7rptKpYqKigA0Njb6QvX0wkeSMF/tzm944nke/xL+zZLb1n52Q/5UOIyETdUKYAEym9HDpoCA67m67gAARTwH27ZhzJgbe/crXLT0N3zDcZ2kafglFQyuceKrp2cACX19r7q6mqNVfPj83LJly6uvvrpkyZLXX389v15jq1atpk+fPn78+CFDhvTs2ZPp8YngKXTgwIF33nlnw4YN/fv3nzFjBnLFlKPRKBHNnz9/ypQpnuddd911jzzyCAC/Hjl7QU43efABPnLc3BnPdV3uWauU8itt8k3RV1dOtyVyHk3y6CIEAYKIO6SDCIIgFV57kSLG0AnjB3J5Hx0p20ubBt90dEAKAgiyKcOamySc3sGAmqZxbavy8nL/XlxZWcmNTV9//fVVq1Yx5aLRqGVZpaWlZ5999vTp0y+44IJu3boBSCaTbB1lLyuf0y9XxT1PWbFKpVIbNmx44403uIEcV4j83ve+d+GFF3IWbzQaZQ/hqFGjXn311euvv/7RRx/t0KHDvffe61dM9+2lp2lM6cfdPPxUcS6yAoDNVp7n8bdMuc5ep8/F5/UP+cAGAwCGISFg244RkoBnWRQ2oDzMfvFdWL3Hjp4AwFUJXdqxcBR+Y3NqqjIiAAiXq1I2x3WdNPAvW1dXxzfZJUuWzJ8/f/ny5cuWLWNLCQdw9u7d+7zzzuPyVtFo1M/t4ns0zw0Oamcrix/CJqXcv3//22+/vXTp0jlz5uzcuZO7xwEwDOPcc8/t27cvF8vy06kLCgp4VJMnT/73v/99zTXX/PKXv+zYseMNN9wAoL6+nk2p/pPTDx9VmjuZTB6xZfPmzVdfffXDDz/ML1l3tyyLy7yfJvCInKb/Hpcod5qKmCsiRalUgsuaOy4ph/ZsoU6Rt9pFV27dShmiRlWZULsVpV0vQ5QlypLKndIlIpso2XT+0xnJZPLqq6/u0qWLP0m490a/fv1uueWW2bNn19bW8p7+T89NGv0zeJ5n2zYzlrfU1dU9/fTTN95445AhQ8rKyrilHJ989OjRP/rRj7gL1RHD4CepVMp/6TjO448/zv0Yf/e73/l9BzzPO317BHxCL4psNstBDA0NDQ8//DCA1q1bv/7665QjIRE1Njae8mGePCjyFJFSlJszTZ0ElEekKJVpVJT1yHIVuRY9/FcqwpJLz3PrGylDlKKDFh1QlMde5ZBHZDP1zgQSZjKZ//3f/2WpFQqFzj777G9/+9sPP/xwIpHwaWbbtt+To76+3qcim1v8U1VUVLz44os33XQT58Ujt2yLRCJDhgz5wQ9+sHjx4oMHD/JE8unKz9PpNHOPiKqqqig3zdhK9NBDDwkh2rdv/8c//pE/1N/5dMRHkpC/8fyvprGx8Tvf+Q6AsrKyuXPnElFtbS3vkL9bC4fiRxMJvSaBRo5yiBRlnaRL2ZSVdTxqrKFv3rApjlf+7/eUsulQusaiSpfqamttcrn3SJYoTco7wyShaZqmaU6dOrW+vt6/1TK4ROoR+7P5hJ+/++67//jHP2688cYePXr4sk5KGYvFJk6ceNdddy1atIgJk06nfVa7rutPpPy5ZNs2fxxLOX+3dDrNTekA+KrZ0QM7XXDcXZmuuuoqAJ07d166dGn+dr5FKaX8n423tDQoIpdJSERkE6WZhOSRY5Mi21IZh8hyKZukzq1/V2T8bc9OSnuUomqLKl3KJuqJLGZdlqiBKE0uv2TN9rSZCv5090WZ4zgNDQ28Etu5cycRua7r/7L+Pv6BLIU2btz4pz/96Qtf+ILfKZFNCW3btp00adIdd9yxfPlyFpsncUokEok//OEPHBD3yCOP+GPzr8XXZlvmPMzHcZMwk8lce+21ANq1a7d161bK+wkTiYR/x+ItR9xHmx3MQDcnD4myREmiLCmPPLKySpHtkJNRlM7SiiXUpuS3Y0c+VV1NWSKLDtpUo4gy3PmqiYQ1RA2HrzBPDxLmN3LLlyHz5s3TNG3MmDF1dXVH7O9zTym1fv36X//611dddVU4HI7FYn5lna5du1577bX33nvvunXrqqur/f1PxSVYlvXTn/4UQDwef+2111ga5+vMLLePWK+2QJxIf8JMJjNu3DgAXbp02bFjB29saGjgJ9z9i07ZV/9pcDgJPaIkUYLIZhZZWVLkOERJh5Jp+skP00Xh++74ydtZhxxKunTAoQbyyEkSpVnrzBJVE9UQecfShq5FgWen/9K/k954440Afvvb37KDijcmk0nbtlesWHHPPfdMnjyZm4cj10mqQ4cOl19++V/+8pdNmzax2PE8L//+a1kW91c86UIpk8nceuutPJIlS5Y4jsNj9j+dbUgtXFM9bhLW19cTked5EydOZL2Ur5NXz5SzZSmlEonESR3qSYA6rHOjQ5T4gIQueQ4p8hyitEu19TTm7GVR7bcLFngOkUPViiptJ0EuUZYolS8J64gc9YF0PW2Qf69kFca27U6dOgFYt26dv1EpVV9fzyFT/gKvf//+3/zmN7l540eZJdkleOrsBRUVFfzkq1/9qqZpJSUls2fPppwJJ5PJ8KX5ttwWixORhMyuVCo1bNiw4uLi7t27v/fee0TU2NjoW0q5dkh+59qWgMNJyCu6hiYLp0vkkUuUUZTxaPNWal38UpfWz1YdJEXkqnqihGNnyc3ZUz3/DAlFnpvzU5xGPOQ5yjKQZdSGDRsAdO/e3fcH8J6e53Xs2HHYsGE33njj008/vWvXLn/FlU6n8+WM4zhHeK3YbMMbT7o3q76+nj/98ssvLygoaNu27ZIlS/itfB9bvs22BeK4ScjXXFVVxXzr0qVLJBIZNmzYrl27eAfHcXx7cUu7+MNJmCaqayIhU8sly1NJh1Ie/f0hL669ctWMOjdDRJ7nZkk5yvLoA7axZTWtKMvbrGPtjtxSwBzj34gXTvfddx+Ab37zm/lLiSOcB/nPfa2HG5vmnzyfb1ws9JRdB9m27brul7/8Zb6DrFy50n+L16Ut3JV93CT0lUy+vTU0NAwYMADA9OnT2U6TTCZbrD0qj4TekSTMErmUcVRWUcqlSy6dXaAv+PcfSaWoSU6yMcZVZKdJZT/wbeQYmCWyTisS+ioov2xsbBw7dqyU8rXXXsu3Z7BI4YnOdMp/l5cnDNu2GxoafO2ULav52tBJ1Iw8z/M/mk/b0NDAJsPevXtv2rTJtm1eGR44cOBkfegpwomoo77Vi29+77//fvfu3QFcf/31u3fv5rey2Wz+yv4Uwzv8b9NDNT2cvIftUNYhJzesBqI6JqHKEHmUti2LqDFFrcrvK4m9vPVtUpmcMYfdEo7jZOuabKpkUx6xTztJyHLMr+d/8ODBUCgUiUT8ZT/vdsTa/kNXGczMjxF3p8hKyRYgnoeO4zQ2Np5//vksDzdt2kQ5C03+naIF4kRImG+tJqJEIlFRUdGlSxfDMKZOncoU5Z/Q87yj1+Un21Tl5RwDTX99vrlku5R1Ke1S0qWkSwmHqrO0w6KDmSwpl4iSnltBXkZlbfKIyFOUtDx66lFqV/bU+ZPfqEuS6zs0PrC9OLnParqQw948feBTIpFIOI4za9YsANOmTWNrSj5hWtqy4mOQTCbPOeccKeXgwYN9Vye/lUgk+Lk/A1uIAf9Eoo35GvwY9kgkUlRUtGjRIk3TFi5c+D//8z/pdJpj5P3Kdq7rZjIZzjSTUp68+q0qF4Gd/1cCUkEDNEAjGECIEAJMQOMsB00CCqRMqcWBsNANCAVys7YNhSVz09U19vjzehoRkJbrQec/oHP+BPKy6T948zQBp9JyikM8Htd1/Z///CcADp72q4nzL3UaVVUKh8OzZs0aOHDg5s2br7322oqKCn/w8Xic5QcnG2Sz2ZaSBHwCxGX5drROsnr1agDxePw///M/84NuGfny8+RF+nHgpp0L3/To8MA0pchVpLzcXyKXbMtTrkPKJitLnqPIIStFRKTIy3pkZWjCkK1loVkLl9KhRmpZ5t2TB/9Oyj8K5y5FIpFt27ZRnvRwHKfFrvA/Bnv37m3fvn08Hj/77LN5Evp2e64Czs9biMHmRCShn16dX+S8oaHhrLPO2rRpUzKZfOyxx+64445kMhmLxfhXRK52IN9ZT2oK4sfdzARBIwiCpvy/hrKFBCCg6RCaIEAzkcxaHiAk9lcgZe/u0Sc8bDAK4ydvmC0MnJfE2Ua2bbMlo2fPnr17987XU04jGchobGwEUFRUtH///qKiovXr11944YV1dXUFBQVsMdI0zbbt5h7m4fg0DGbTCxvNfCk3Z84crjLwP//zP7zFD8Pl5ydXEWfrC33Io+nto1Z0tudmSJFlNxlUKqsp61KWqCpbmyHKuJRI0oF9lM3S/gOkWnSsxaeCH+ellPrxj38M4NZbb6W8aGn+pVp4uMmHgmfjgQMHOMPwyiuv5KAftvHS4VGmzY7jJuERcfS+wZpfVlZWEtGrr74qhAiFQj/84Q/9PfOjhD/VkA9HnjnEy5lnjnqovAenPlAy6yTTDr25ouqHP1j+05+vT7LfnajRo4yi2XMq7vjx8t3b2H5zBoLnomVZ/HP0798fwIIFC/y3TqPMmCPAmmc6na6rq6utreUgu2uuuebQoUOUtxRqORFdJ+KsP9rc7HdvJyIO/H388ccLCgpCodADDzxw8OBByiMhB9N8+qE3ffSHk9A+7MH087ym1CVlE1U6VJ+26Y9/2B/X/lFe+PiTz7O/gpJEGaL/+7932sRum/kvUi3ldnmS4f8ctm3v2rULQNeuXevq6vzfkZeCpx0VOYbZH7ZlWdu3b+/QoQOA22+/vaKiouUIQB/HvSb0y7ny8b5Oy0tE13W5/sUVV1zx4IMP2rZ9yy23zJ07F3l9WD+TLmICJEAaSAMZIB2kN5Wi0HnMhuuFpYAUbTJeWUgO+uU9S9IJWA4A13JgGDE7XdSq+OgKo2cIDMPguhJSSq7nOWrUKL88BFsvAFiW1XxjPBEUFhbW1tayTZ6IhBA9e/acOXNmmzZtfvrTn95zzz1sj+ClYwvBCRZEYSr6XGJa+i0ENE0zDGPKlClPPfVUKBS6/vrr//GPf/gpnn6jOUYmk2FD+Yn93gLg6oMco2jbLpEAdJDeVOTXg3I/8GU4djVEBlTspEwohKOah/R11w3csNZ84h9ws1AgoaOhISWoCB5wptdGJqJnnnkGwPTp05HXLpcLrp0+dfQ+gN+2ieenEOKcc8554oknSkpKHnzwQT/rgohaSqvDkyVS850W+arp/fffD8A0zX//+9+srLMublmWbzVmA8+J6ejZrO04/hr1gzWh69qZTCaTdlS+sUYRUQNRUnnk2FRxiH7+88rWRa8unUdXXUSFsRc27KQ6RUmi/3vo3dbmQy/+k9TpZ58/VrDOdvDgwdatWxuGsXfv3pYWcH8C8HOp8quusKnpySef5HvK7bffftKTjD8NTlppMHY/EBEAx3EymQyA4uLib33rW7fffruU8pvf/Oby5csBxONxLubNFbUAcP1mLpJ3vDANQxfSddAU2EiOrZIZp15qGTOcNSNJyEZPNibcyoRTZYskIWLZpqWgNBSXIhwRrpNtbMC3bkVjasOv7n47XQPXQShakPIOhgqhTu/iaR8JbpMEYPXq1ZWVlf369evYsWNzD+okgNOLpZT+dCKicDhMRF/60peefPJJAPfdd9+VV15ZWVnp5yI3L07mFBNCsHznanksGzVNu+eee2666Sbbti+77LJXXnmFcitJv5azrxX4baiP84OhCWhNKrJuSDNkhBuzSRueB/AjFIqYZhSIJzKG0HQpUF0FEDzXNjSKRTFsJO762TceffjVN16BspHO6inX006L0v4nBP7m0+n0Sy+9ZJrmZZddhtPQK/ih4AIcQgjOMeAQvIaGBgBTpkz517/+5TjO888/f9ttt/lRX82Lk3yf519R07RwOMzlg7nF8V133XXzzTen0+nrrrtu5cqVoVDIrzYJQAjB+fgnUryUAEBI9tlLpTTHlbarx8JtBcqyqqC6UdanIi4KXMRsD7pEogbLF+HJR3fBA1zhWRnPgdTwta+0Htr7sl/ds736EJQqCoe6V9fgTO2Xw/YJx3Hmz5+vadoXvvCFE7wDtjywVQK5dtyhUEhKWVxczK7CL3/5y9ddd52maU888URzj7QJJ42ErN7wUphDZJDTDcLhcEFBwf333/+tb32roaHhyiuvXLBgQSwW45aRyHX/4E5ax/3BAgCUguvAdQBITTMNGVaeJA+6pxVG4jHDqNyP2S/hvp/vmzzxhR49fzlx0rd+9au/1NcjbEpDsyEgBIpLcPfP+m/cveJ392cjBvRQGTSolhFdeCqQzWYPHDiwZ8+eSCTSr18/XdfPDB6apskTyTCMZDLp+8+4HA6APn36cJ3SFlKx+qSV78/v28gBNCwJ0+k0d7e1bftXv/pVXV3d448//t///d9/+ctfzjnnHL+VRSQSOaGPdSFcz7EcT5qhAiFACqTgZCE1bNuCpUvx9tvW5o0Vu7ZX1TRmCHY0irJWPcdPHDVwcIkeQiZ7UGq1RYUI6cgQJlyMa/6zwyP/fE3SpY6iSPFpFZR9nDBN86WXXnJdd+rUqXy7PAPUUQ4mYQdMLBa7//77Xdf9yle+0r59e9M0eeOyZcvKy8sHDBjgl+tvXpw0EgohbNtmL4XfPs7zvIKCAiakYRi6rv/xj3/MZDLPP//89ddf/8wzzwwbNkzTNN88c/xtnnQSOoywocFTUDZ27cLq5di86eDC+asqKhKNjUrXC11HM/T4+FGjxp8XGTkO3XqhfUdoAq4L04zqIS+RgiJouiuF/r3vT1ow66UnH10vyLbTgOLWaaw0cKF7ABqgf+C9aGpy+EEOx0n5Sk8p2DY2c+ZMANdddx2HH57orbAFgWcacs6V++67L5FIXH755d26dUun07FYLJPJvP/++9XV1d///vdbAgNxcttlH93EmPsQ8JfCgcIlJSV/+tOfstns7Nmzr7322ldeeaVHjx68GuS+H/6xrEVwI+UPde57nme7WtbDu+9i5VJn+eLdm9fV7NpW63p6q8KSqsZ09y7lEya0Gzqi41kjSwcMQnExPAFLwPJgmIAH04OTbVVZWx8vQjKFWLEOoH1r/Oi2S277338UxUpiApSGJRGKAgKWUx8Okas8XcZBcaicF1EDhAOwLme2WBJSXge/UCh06NChtWvXlpSUjBo1SggRDofPjF7w3FXKdd01a9YkEokuXboMGTKEe8twOeMNGzaUlpZOnjy5uUfahFPeTYrz1jRNYxLqut6uXbu//vWvN9xww/z58y+77LKlS5eGQiFd132tla2mfmgOch252MVvGAYRbd26df78+ctX7Zqz8IAR6p2ui9TXaHGjW7cu/Qf069e9u7zuulGlrVFcCj0MTQIaAEhhSVghaAIxy4aTQjSm9exVXlGNgQUgoK7WLSnVr74aj/5b2/LOprB+uQY0JmB5kCZi0YKq2vdblbY6ePBg2zY9P7hIAoQGWIACWm47dU7y9F+uWrVKKTVy5MhIJMIKyBnAQCJiRUzTtFdffRXARRddpJTiSysuLn7++ecBTJw4sQW1Uvts3JG++97PMHQcZ+jQoQC6du1aU1NDR4UpcsG8/Ei/NWvW3H333WPGjPmg650sAQaec/4vfnTXuocf99aspcZGSmUoY1F9sqnehEuOZWVs27aylExZFiUtSjiUtogch/btpVdfrG1M8P6eQ2QpsrO0YR0tmUfvbad5z9PwPr95ey1lbUqmySWqq89rlXNYQ5gGomqiFuH//RhwOqht2//1X/8F4E9/+lNzj+hkwk+PJKJBgwYBWLBgAU8/ds1z/YunnnqqeceZj1NOQvYW5pem5M5qtbW1nucNGjQoGo1OmTJl9+7dfni7bdv8fbmuu379+p/97GdTp05FzqcPQNf1Pn36fPWrX/3Nb/++YWu2LktJlyobqKaRMoqyRBlyk3TQoX0u7fFor0t1RB55pBQ55DqUzFKVQ2mXyPHIdclR5JKXpQaXbJsonSbHJdelbJpu++6atiU/bFt+05YtZFnU2EiJZH4NbyLlkzBJVMeFZ1o4uJRojx49AHAWL+UVmzmtwRlYlmVVVVWFQqGSkpL8QuBc5D8Wi1VUVLSciz3lJPRrIft1SvzyM0S0Y8eOzp07A+jWrZtlWYlEIpVKrVix4q677ho9erRv4GH06tXrpptuevLJJ7ds2cJBSYqo0SK/8plFZBHZlLGpyqE9Lm13aIdFu21V4yrPsSiTJKXIJcemKpeqLa+2Pl2tyKtN1ChKupTI2A02OYrI8lRV3R6b1L6D9D/fWVJq/rFr+eNvr6KsRXWJJtK5h3V3OjyPsYXhiHrbRLRy5UoAvXv3zk+iPwPC1vzL/Ne//gVg2rRp+RrWSy+9BOCcc87h5m3NNMYjccrVYt/gxuYZbiESi8WklLW1tT169Hjrrbf69eu3d+/e1q1bd+jQYfPmzQB8I8GQIUMuvPDC0aNHX3jhhVJKwzDy1y2K3GgICpS1XE2apiG5ioUhQxKeBxBIR0SICCCFDk1CKHierhkhKRxNup7hCKSL46bj2oYeDhthgg7yDJktL9Y8VJe1afWTn4499H6nubPfvnjGv2a9fkOvAXA9SA0SUIKNMBYAKBNooaVmKM8kw5g9ezaACy+8UNM0fvczyW455aDcovff//43gEsuuSQ/o+Kll14Kh8NTpkwhohbiJAQ+kzVhXV1dfkL9Ebdb13VfeeUVfzxt2rQ566yzvvWtbz3//POchcn7pNNp/5bGSxqlFJGtqJaormkl5hG5lE6Q6xB5pDwup+UpItcj2yY7Q+SQ21QeNE3U0JDcQ5S0nRSRV1Pd4NlEihrqGusaDhAdcKm6OuPtq6eaOrruS1vLzdnDeq7ctpUONrWIIYccl7KKK3L7bS5aGPKzPSnX/Y8X5JzF6+/WDIM72eAr3bt3byQSKSsr2759u7+xpqame/fuJSUlb731FovBFlI04DBz2SkCyzSOUYjH4z6XTNO0bdswDCHExo0bn3zyyQEDBlx22WX54o7DSrkUyoed2yIkBAQQVm5YCk25IAXNgKeg6U1CiQQ8j6QUkj7w8zmObZhkWWnTjEPpqaQdi5kAshmEo4B0gZTtCaUVctpV1T584+p3tm0+FIpXLllxbUlrCB0CloSlwRCINHkotBYnCfO7VQNIp9OZTKa8vLy0tPTAgQPcXQy5n6lZR3py4DjO8uXLJ0yYMHDgwHXr1um6zj6wrVu39uvXr7S0tLq6mu2l2Ww2HG7++ODPQiL7AaXsGzUMIxQKcYhGKBTiyTFw4MCf/vSn11xzTTgczp8Kmqaxe+Mjzi0FwoABSKkRBKQBLQRIaAZrhgrCFXB1zZNCNfncJUAwjBDINEMlIAMQzEAAYVafSQcVGbIw2QgJuOS26YgHnxg0bGxk397IpRds2r4JpJDMZgDXcizHaRmZaR8Gvs/6IWnhcPjpp582DGPs2LGmafp3YU3TzoCwNY4M+de//iWEuOyyy3RdTyaTPH9efvllKeWVV17Jurdt2y2BgWixbuVjhgYYgIGmxa0CAKkgFIQD4QBOLo/CAzwIt4mEAiAcHvKSeyJy7yqAUBiHbcEUWQc17TvhjnvHjB83dPPmA7f/4O2ag4iaxQ0ZZRgxCJFMgVpEUP6R4MWeX2JMSvnSSy85jjN9+nS/HzO/1YJcZycKwzAymcxbb70lpZwwYQIA37w3c+ZMpdRll13G6eNHx5Y0Fz4LdfQUgnJ/m1iUKwEsKO9lPhRgAToo/sFRwgXQRGOhcoFqBjwJwBaAREPmUEHEUPAIrbZuwE+++87see9cOf28B/7ZrrAVHCtbEA7bGZhmSzTMsDLGqpfnealUql27dpZlHTp0qKioSNd1Xh20IEPFpwARbdy4cejQoR07dtyxYwczTSmVTCaLiorC4XBDQwNHz9BRxqrmwun/vVP+XwmSIB1kgAyQCTIBA9ByV+oBFmCBVVMwAx3AgVAQCnCadoDDOxgS2UyiJBIXoEarUiDVdzB+8btB40ec9cKsRbfctESlEQ2F6xpToTAct8UxEAALOtb/iWjZsmXZbLZPnz5lZWV8C/YjaVpKuYdPAdd1ly1bppQaN25cKBRiA4TnebNnz2bZyOFZABKJRHMPtgmnOQk/tAA95aKpmx4SSgcZuYuVBAFIEoAAwQMcggcoAgBF8ACLkOHTCoKpCQ2ODlFidpOIOYSe/fG7h3q3a2stfr3mxv/YolxEIjHLgtfy9FGlFEsDP9+atbJLLrkEuUxOf+fTWy0CABiG8cILLwCYMWMGchHIhmE8+uij4XD44osvdhyHv5CWY4U6zdVRAPnaKHIrvSPUVJEz0sAiOIAGijVtb5J7EuCAehfIAilAB0oESeU4MoTGxqqCwjIPZsKyTVPapEsPh/Zg/JAXPScz7fLCX/92elkrSNniBKFv8+SwZgBdu3bds2fP+vXre/XqFYlEePsJZlS3PNTV1bVp08YwjE2bNnXt2pWvy3Xd8vLyTCazatWqIUOGoIWZgk/7750ABZdgETKEFIkUZAaaBU1BzxOSBCgJigBxhZgiKGJJKRWkgqHAW3QFU0FXEAqKza3Z+kRhvL2VNtMpN2aGHM8zBISOsnaYs+QLoWhi9gs7//TrnY11zfxVfCj8qWaapud5q1ev3rdvX48ePQYPHswCgf9allVX1yIv4Dgxb948x3HOPfdc7vvNWLx4cUNDQ69evfr06cNb2A58Zpa3aA6ovCfsB+SsIgdwP0xflQAk5Z5BSBiA1rSFABgSJqDLpnOqcDhMDsImYmHddd2IZlqWYwBQ6NUfTz1/Y3kr49VZL/70Z39smY4KbgnGRvnFixcT0bnnnguAY2WYpY2Njfv27cuvOXKa4pVXXjFNc8KECZx2w+vhuXPnhsPh8ePHh8NhDlHmW1ILMcx8RlkUpxTqQ2pvOx8Syany/qumVyrXTrRpS9N2R5F9WNfRXLy2ynUFTWU9V5HjkpWlRfP2tS4dAcTuvPNODmrlhpVElEqlTiwsI7+BB1dV5il1ROvpTCaT3zyQY4mOaFWQjxEjRmia9tRTT3GIPB+bTqeHDRsGwG807Tei8OvktzQc0VWKcpkT7du3B8DN2/0voVevXgDeeecdTuLhSzvVTbyPHWcCCZsR/MN7nvfII48MHDgQwH333ef/tPyTf/rilvndvDglhZs9HjGSIyKS/a5mdXV1K1eu/PGPf3zdddfxnTc/qaWmpqa+vv7WW2/lng0vv/wyb/c8r6qqioj27dv3Kcd/KsDBj35EHkeos3uwT58+XFGav5AdO3bE4/H27dvv27fviHKjAQlPe2Qymfxf8Z///KemaaZp3nnnnZRr9sD36RMQJtxyPZVK+cdyR/j8fXjmcWv4/FG5rptMJhcsWHDHHXcMHz6cmyjz2o9D5ydPnkxESql8Nl599dUAOnfuvGLFCr8LPL/VQiZrPnwSUh4Vf/jDHyLXDowLdhDR3/72NwBXXXWV/y35mT0t5LoCEp4gHMfxE5RZYjiOw7VlNU27//77/T2ZFSf2KZx0cjSHbdtOpVJHNLo6dOjQ7Nmzv/e975199tkf5D0DALp3737DDTc8+eSTS5YsadeuHYCLLrqIB9bY2MiSNplMfv3rXwfQqlUrXy9Np9MtJMr5CPjqKOUI6bouR6XPnj3b3y2TyVx66aUAHnroIX9jS8ucDEh44vDvrP7Cz/O83/3ud1z++eGHH2Y5U19ffwInr6+vz1dB/SSSIxo8VlRUPPvssz/5yU9GjhzJbSGj0ShnjQ0ePPh///d/n3vuOT9bmrNStm7dypVE/uu//iu/bySvD6+55hoe/+bNmymnb7fMnvVH5OVs3749Eom0bt26pqaGvyul1IEDBzp06CCl5FWiL/nzNfxmR0DCE8cRKUJsESGiu+++m7MoH3vssU/5EUeIUKb9+++//8QTT9x44439+/dnJdNvyDN48ODvfe97r7/+ekVFBR/iN6LziVRTU7Nlyxbm4S233OLni1mWlclk6uvrJ02aFA6HW7duvW7dOv+tT3khpwK+AORf4a9//SuASZMmUU41sCzrtdde03W9X79+fIjf7+RjbFefPQISniB8FZFbNXKmts+ZW265JRKJtGnT5oUXXkgkEieg/Ni27dtalFLbt29/6KGHvvOd77Rr166goMD3/hUVFU2cOPHWW29dtmyZrx77aipbaFnn5C0sCqqqqubMmQOgrKzsu9/9Lg+7traW96murj7vvPNKSkoGDx68YcMGajFrpyPAl8mqgeM4F110EYAHH3yQ8vh54403ArjjjjvyD6Gj7m7Ni4CEJw7/h8w3dvOi37btn/zkJwDi8Xh+4uxxYdeuXf/617+uvfbaLl26+Ks7TdNisdiYMWPuu+++devWVVVVMa9YDvvD8O/0vhEik8mwIPW3rFixAoBpmrfffjvbYHwFu7q6evDgwQCGDx++Y8eOExv/qQYziqV0KpVq06YNgL179xIRd1UgInbZr1+/Pr+trf+8hQjDgIQnH/4i8JZbbgHQpUuXefPm5c+AI/Zn6wvbKtetW3ffffd96UtfKisryydeu3btLr300nvvvXfr1q2+0TLfl3i84AOfeeYZLpL729/+lk/o31mqqqqGDx8OYOzYsfv37+dx+itSPrx5y7Sw75QH8/rrrwMYOXIk5fmNtm3bBqCkpKRlSnIfAQlPMvySe7z8+OIXvyil7NWr14oVK3gHnri+ipjNZtevX/+HP/zh4osvZrslQ0rZrVu3a6655u9//7vvZSai2trao/tAnphyxV6Qhx9+uKysTAjxi1/8grf7K8Ddu3cPHDhQCDFu3Liqqir/5lJXV3eEe+Ozh89//hK+//3vA/jxj3/sv6uU+uUvfwnghhtuaCES76MQkPAk4wjHoOd5F198MYBOnTq9+eabRJTJZFKp1I4dO37+859PmzaNSwcw8YQQ/fv3/8Y3vvGnP/1p586djY2NvNrxz5bvD/SDWujTGU5c133wwQf50x9++GFe3HIBCCLat29f+/btCwoKLrroIr6tcJHYT/mhnx7+LYCL0/br1w/A6tWreSPfs0aMGMEei0ASfr7grw/Z88Ybuftft27dOnfuXFhY6Ff7D4fDUsohQ4bceuutL7300u7duxOJhGVZ+WqebdtHm3aYKv4N/oQjy3zh9pvf/CYajQohXnjhBf9dbva6ffv28vJyADNmzGBvh+/z8J80F9LptFJq06ZN7Av1v6hsNltTUxOJRAoLCw8cONC8g/xEBCQ8+WDfvb/6z2aztbW1HTt2LCgo4IhhXdfPPffc22677W9/+xsvtI7w/vFRqVQqlUrlq5rcYc+3x/qHnNidPv9Ds9ksK28AFi5cWFVVlf+5GzZs6NKlS3Fx8XnnnUe5UIET+MSTDlYNfvOb37DayVEyfFGPP/44gAsuuKCF9MT+GAQkPMlgJY2db1wKmsXa/v37v/a1r02aNOmhhx7av3+/r8vlO6xY+bQsi+cNH85v+dV7j1j+nXAUcn60DUvsioqK+++/n4Xe/Pnz2YhaU1PDY3jnnXcARCKR66+/3lcFmzG22/9opRTXknniiSe4dQJv56TeP/zhD9TCHBJHIyDhyQfreBy3ke8oz2cXM+pjJrFvZOf984PU8nHCqx3mmOd5+f5rIrruuuuEEMXFxUuWLOG5y5bbbDa7bt06LpP3ox/9yLIs36/YLPC/jR07dhQWFrZq1YqdEzzm6urq0tLSWCz2zjvvULPeLI4FAQlPCXxnMb9kOyQ/94Vb/u05X4/KD8ThJCZ/Nz847qSUrM/X01gg+5FrHEG6atUq/0J4bK+99hpr1HfeeecRAUOfPVg7mDVrFoBBgwZR7paUzWZXrVoVCoW6dOnS1C4hMMwEOI3AJp+vfOUrANq3b79p06Yj+ljMmzePY+V++MMf+hvzMzmOXt+eCvj3oC9/+ctCiF//+tc8AFatb7vtNsMwbrnlFmrxYpACEgY4GlVVVZZlffWrX9U0raioqKKigsO7/YCbJ554onXr1gB+9rOfUU6zZa2VDTafzRqMc7u6d+8OYNWqVf72VCp19tlnA3jttdfocMW+ZSIgYYAPx/79+ydNmsQezp07dxIRh3cTkeu6bJCMxWJ///vffWWVzcL+IvNUgwn/wAMP3HXXXSyuWQxu3LhRCBGJRFpCWM+xICBhgCPhOA4bXRoaGkaOHBmPxwcMGMCR3L6qqZT605/+xK7Ov/3tb/mHW5b1GawV83ub5SuclmX95S9/AXDJJZdQnk+/JSMgYYDDwOIlP5Kb+92eddZZlJeWwQrnr3/9awAFBQUPP/ww78+i8jMTPv4HZbNZv1cXp1M88cQTdDosCCkgYYCjkS/HlFJ79uzhFtNdunQhIg7m9pOA77zzTpaHzzzzTL5R9zMYJw/AN+oyIWtqaoqLiwHs37/fX5oGfsIApxlYeuzZs4dfJhKJPXv29O/fPxwOjxgxgnKzn4Pa0un09773vXg8Xl5ePn/+fI7t/gwmvVLKT5LMD9+7++67AZSWlvoRRS0qf/dDEZAwwGHIdx76YdxEtGPHDu5xf95556XT6Ww26zPNsiwuTtOmTZulS5d+NuPkgfnRc9XV1YsXL546daqu60KIMWPGUM69GRhmApw52Lx5c/v27XVdnz59uh8DRDneXn/99Zzpv2zZMjpcp+X42CNyoLlOnG/pyacKh+9x3Yr8ZBE6vEZTIpF46623fv3rX5933nnc+pI7vQwdOvSZZ57hfRobG1v+sjAgYYBjAjseVqxY0blz54KCgksuuYTJ4Bc7JqJrr70WQNeuXVesWGFZ1ocqpVw8Lp9XvmuB80WOEFy+rGN3n23bCxcu/OEPfzhu3DgubMWeksLCwq5du44dO/YHP/jBG2+8wePxpbqfztIycSY0hAnwWWLp0qVTp071PG/SpEkvv/yyv53ZeP3117/88svjxo1bvHgxck2RAEgpRQ4AiMi2bSklF4Yjomw2y9WxGJQzeBYWFtbU1KxZs2bBggXz5s17++23XdfVdZ17DPbq1WvEiBFjx44dNWpU9+7dw+FwIpHwM8W4Gwy1mD6EH4WAhAGOFdlsVtM0wzDWrVs3evTobDb7wx/+8Oc//zkROY5jmmYmk4lEItOmTfvv//7vKVOmfOhJmEIAiMjzPL83sN8WisVXIpFYt27dqlWrXnrppY0bN2azWdM0DcNwXbdv377jx4+fMGHC0KFDOVzGh8+3RCIRjUY1TeNSkUdUYW1pCEgY4JjAAo2LANTX1+/atWvChAmpVOr222+/5557kCPAgQMHuBtEJpMJhUJ+0QA/ANXvVeo4jpRS13XHcVKpVHFx8f79+998883XX399xYoVe/bsSafTfGwsFhs0aNDYsWMnTpw4bNiw1q1bM3VZp5VSsuNeCBEKhVzXNU2TiDKZDLeCa/ld3wISBjgmOI7DqmNdXV1JSUk2m124cOHll1+eTqfvuOOOO++8k8tw8LyvqqrizhZsg0HOZAKAF4pswySiXbt2rVq1atOmTY8++mhtbW06nRZCeJ4Xi8VGjRo1fvz4yZMn9+3bl8teHd1UkP0QfDbewl3BAViWpWkaf66/sWUiIGGAY8X777/fuXNn1jkdx9F1/cUXX7z++utTqdTdd999++23A7BtO5lMlpaWIqdwaprmrwN54bdp06aFCxcuXbp0zZo1O3fu9JsEmqY5ZMiQSy+9dOrUqT169IhGo77iyhKPT8j2UsuySkpK+ED+FCKqra0tKyuzbVvXdZaQTPgWviwMSBjgmMCSkEUKh63xk4ceeugb3/hGNBq9//77v/a1r+m6frTYSaVSGzduXLx48fr1659//nm/Og6AsrKysWPHjhs3jonnCzHWWvkJc4+NOvmKJcepRSIRKaVSyrf6+If70rtF9eU9GgEJA3xa/OEPf7jtttvS6fTdd9/9k5/8hEVlMpncvn37ggULXn/99dWrV9fX1wPQdd3zvC5dupxzzjkTJ05kk2Y8Hvf58/lEQMIAnxY1NTUPPfTQ97//fU3TpkyZUldXl81mt23bxhkMAIqKigYNGnTWWWf17Nnzi1/8YjgcjsfjLKMCICBhgE8JlnsAJkyYsHz5csdxwuFwNpvVdZ19CePHjx8yZEiHDh1Y4uUfy3nAbD5p4QbMU4qAhAE+Ffx1l23bN91005o1azzPu/XWW6+++mrDMI4Wd2y09K01ARCQMMCnB1tiUqlUOBxm+wcroiziPtQi4s86TrlwXZdbYnw+EZAwwKeF7wDwO7Swt5Dhu9TzRZ/rulLKz7MKmo/gWwjwqcByDEBtba2u64ZhRKNRTvllV4QQgoUhx7UgR1oi8j2En3MEkjDApwIHhXHYNLPLN9V8KPzYUf9w5DoNf24RkDBAgGbG5/oOFCBAS0BAwgABmhkBCQMEaGYEJAwQoJkRkDBAgGZGQMIAAZoZAQkDBGhmBCQMEKCZEZAwQIBmRkDCAAGaGQEJAwRoZgQkDBCgmRGQMECAZkZAwgABmhkBCQMEaGYEJAwQoJkRkDBAgGZGQMIAAZoZAQkDBGhmBCQMEKCZEZAwQIBmRkDCAAGaGQEJAwRoZgQkDBCgmRGQMECAZkZAwgABmhkBCQMEaGYEJAwQoJkRkDBAgGZGQMIAAZoZAQkDBGhmBCQMEKCZEZAwQIBmRkDCAAGaGQEJAwRoZgQkDBCgmRGQMECAZkZAwgABmhkBCQMEaGYEJAwQoJkRkDBAgGZGQMIAAZoZAQkDBGhmBCQMEKCZEZAwQIBmRkDCAAGaGQEJAwRoZgQkDBCgmRGQMECAZkZAwgABmhkBCQMEaGb8/9L46XkSjYPCAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=C(C)C(N)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1cc(CNC(=O)CCCC/C=C/C(C)C)ccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)C(O)(c1ccc(Cl)cc1)c1ccc(Cl)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN1CCC(=C2c3ccccc3C=Cc3ccccc32)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)c1ccc(N)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(C=Cc1ccccc1)OCc1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=Cc1ccc(C(C)(C)C)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc(C)n(CO)n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COP(=O)(OC)Oc1ccc([N+](=O)[O-])cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=C1c2c(Cl)ccc(O)c2C(=O)C2=C(O)[C@]3(O)C(=O)C(C(N)=O)=C(O)[C@@H](N(C)C)[C@@H]3[C@@H](O)[C@H]12.O=C(O)c1cc(S(=O)(=O)O)ccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCCC#N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(CC)(CNC(=O)CCCO)c1cccc(OC)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: II Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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M0IpmRFKyYxQSmaEUjIjlJIZoZTMCKVkRiglM0IpmRFKyYxQSmaEUjIjlJIZoZTMCKVkRiglM0IpmRFKyYxQSmaEUjIjlJL9N5VtH46OFNGBAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1c2ccccc2C(=O)c2cc(Cl)ccc21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(O)c1cc(=O)c2ccccc2o1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=[N+]([O-])c1ccc(F)cc1F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=C(C)C1CC=C(C)C(=O)C1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: FC(F)(F)c1ccc(Cl)cc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(C)c1cc(/C=C2\SC(=N)NC2=O)cc(C(C)(C)C)c1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(Cl)c1cccc([N+](=O)[O-])c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CC(=O)OCCOCCOCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC(=O)C1(N2CCCCC2)CCN(CCCC(=O)c2ccc(F)cc2)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1=C(C)S(=O)(=O)CCS1(=O)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(Oc1ccccc1C(=O)O)c1ccccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(CCCN1CCC(O)(c2cccc(C(F)(F)F)c2)CC1)c1ccc(F)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCC(=O)OCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)C(O)(c1ccc(OC(F)(F)F)cc1)c1cncnc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OCCN(CCO)c1nc(N2CCCCC2)c2nc(N(CCO)CCO)nc(N3CCCCC3)c2n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAACDrUlEQVR4nOx9d7hcVfX2u/dp026/aSQkhF5FepeuqD8QqSIgRRGxUAQBpVcRBKR8CoiIWEBsCDakCEpRQZoKJIEU0m+beuou6/tjn5k7N6TdkBCC8z7nmXtm7pkzp6291l7lXYyI0EILLaw98LV9AC208L+OlhC20MJaRksIW2hhLaMlhC20sJbREsIWWljLaAlhCy2sZbSEsIUW1jJaQthCC2sZLSFsoYW1jJYQttDCWkZLCFtoYS2jJYQttLCW0RLCFlpYy2gJYQstrGW0hLCFFtYyWkLYQgtrGS0hbKGFtYyWELbQwlpGSwhbaGEtoyWELbSwltESwhZaWMtoCWELLaxltISwhRbWMlpC2EILaxktIWyhhbWMlhC20MJaRksIW2hhLaMlhC20sJbREsIWWljLaAlhCy2sZbSEsIUW1jJaQthCC2sZLSFsoYW1jJYQttDCWkZLCFtoYS2jJYQttLCW0RLCFlpYy2gJYQstrGW0hLCFFtYyWkL4PkGSJEIIpVTzh0u8He0Otdbv+LhaWDEYEa3tY2hhtYGIGGNKqTAMPc9zHGcVdqKUIiLbtlf74bWwVLSE8P0DpZRSynVd89bc2WVpM8bYUj/nnAshbNs2GwghLMtijC1r+xbeOVpC+H6D1przdJYRBEEul1vlXRmLNJPJrKZDa2HpaM0J3ydIksSsMMYak8NVkMAoiozsCSG01sagFUKs3qNtoRktTfj+gZRSa23MUaVUFEW2bS9rarccc9SsmOklWlPENY+WEL5PEMexmcgZHbhqLhkAxWLRdd1isQigs7PTrKy//vqr8VBbWAItc/R9Aq21ZVm+71944YXjx4+3LKu7u7unp4eNEt3d3ePGjVt//fWnTJkyYcKEyZMn77DDDpdeeunaPr/3M1qacN2D1lprbdu2lDIMw7a2NimlMReffPLJAw44wLIs13Wr1Wo2mw3DcFQ7b2trsyxLSmlZlm3bpVJJKeU4TpIkxWKxq6uLiJIk8TxPa93ymq4WtDThugfGmGVZZqVQKABoTNguvfRS13U33njjp556KkmS119/XS0DtAwsXLiwWCxWq9VSqfTWW2/19/fvtddeUspzzjmnq6tLSimEMLZuGIYtCVwtaGnCdQxGVDjnjRUTCeScP/DAAyeffHKlUpk9e/akSZOWv59lxQ8552EYZrPZxiePPPLIRz/60a6urscee2zjjTfO5XKNKEhDA7fwTtDShOsYlFJGfhpaKIoiIxLnnntusVi8+uqrJ02aRERvvfVWI27xdvBlAIDneajHPAYHBw888MBPfvKTAwMDV1xxhdGBjd22JHC1oKUJ1zEQkVLKPP1KKcaYkZybb775q1/96qRJk6ZPn262bKTOjAq+7+fzeQBxHBtpDIIgDMNJkya5rvvggw/usMMOmUzGtu1arWaM4RbeIVqacB0DY8y2bROHMOYogLlz51500UWZTOaqq65yXdd13SiKiGg5QXa9DBgJbGR++74vhOjp6Tn33HMrlcr5559frVbNEGDs0nfjnN/vaAnhOgZjuRiD0FikcRzffPPNlUplzz33POSQQwD09fW1t7cb/41cBpZljiZJUi6XOedGDUopOzo6arXaeeedt8MOO/z9739/8MEHzZGYjdfahXg/YVleshbemwiCgIh83yci4+R87bXXjMBMnz6diKrVqtlSa71qP2G+KISYN28eEfX19ZnP77777o6OjjFjxsydO1drvRwXawujQksTrmMwMz2TVE1ESZKcd955cRyfeeaZPT09AMw8LY7jVU74NArWtu2JEycCGDNmDIBKpXLCCSdsu+22/f39V111lXGQlsvlxreMx8gc0js9yf8xtBwz6xgajhPf9z3Pe+WVV3baaafOzs6nnnpqiy22aGyglOKcr9443uDg4KxZsw4++OBFixbNmDGjt7e3s7OTiIIgcF23kSiXJMmq+YT+Z9HShOsY8vl8HMfGdWnb9pFHHqm1vvTSS40EhmFoBMAUAa5ex0lPT8+OO+541FFHATj22GM7OztrtRpjzDhLzTZE1JLAUWOtGsMtvCNcfvnljuNMmTKFiJIkCcMwjuPmDaSUq+u3hBBE5Pt+X1/fZpttBuCee+4xCTSNbSqVinm7Gn/3fwEtTbiOoVQqAUiSZO7cuXfddRfn/MYbbzSFfyY4ASAMQ6MDTXbb6oJSKpfLjRkz5qSTTspmsxdddBFjLI5jAFJKAG1tbcYAbk0LR4WWEK5j6OzslFK6rnvTTTfNnj17m222+eQnP9kcsVBKWZZl4odGQlYLTJUGgGq1et5552299dZz5sy5/PLLGxNUs5mRxlYx/qjQcsyse1BKzZ49e6eddioWi/Pmzevu7s5ms0qpJEnMipEWYxmurhka1SmkTI7OP/7xj1133bW7u/vxxx/fdtttG7/1Dgk1/jfR0oTrGIIgsCzrhBNOqFQqp59+ek9PTzabjePYlC8BMLF4AHEcr0YfidknAM65lHKXXXY58sgji8Xi9ddfX6lUHMcxkm8ilu+EavF/EC1N+N5FI3vTRB0atQt//OMfDz30UMbY/Pnze3p6zBO/eqd/b4cpmCiXyx0dHeaTmTNn7rjjjmEY/vrXvz7ggAMcxzFK2NQitqqcVh4tTfgeBREZCQTguq7W2pTnJkly5ZVXJklyyy23NLI317QEop4uZ0xNoxUnT5589tlnR1HUqK4w6QFGDtf08byf0BLC9yga+S5JkjiOE8excYHcdtttzzzzzHbbbffpT386m82awsJ34XhMJNAIm0mOsW37tNNO23LLLZ999tmbb74ZQBAEUsqWDhw11l50pIXloRFqM8miBrNmzZo8eTKAn/3sZ+aTJQKDaxRJkpiV5qzU+++/v1AoZLPZ+fPnv8vH875BSxO+R2FZljE1G+lgYRjefvvt8+fP33vvvQ8//HAASqlqtYq6rfjuwDhIAURRJKU89NBD99tvvzAMr7zySqo7SN+1g3l/oOWYee+iQR5hzL8//OEPxx13nNb697///T777GMI6o2v8l2ocG9khBKRlLKZUvH111/fYost2tvb77nnno997GMNCv0WVhItTfgeBdX5dk2UXGv9zDPP1Go1x3H22WcfAEEQrPaI/HLQkHMjYI2xO0mSzTffHEClUnnuuefiOG5wn7awkmgJ4XsUjVifkTHP8wYHB3O53Lhx42q1Wq1W6+joMAW4+Xz+XfBGGkYp46FtqEFTP/Hvf/977NixANZff/1CoeD7/rvgrX0/oSWE72kYfkEjh9ddd932228/ffr0733ve4VCwcTijV5qcNevORhHUTabjaIII2ehl112WV9f34knnnjqqadKKfP5fCt3dHRYez6hFpYH89CbCvrG2wcffNBxnI6OjmnTpjVv/C4UuZsDqFQqZr3hIH344Yd7enoKhcK0adPMYSxYsGBNH8z7DC1N+B6FZVnUFK83+ufggw8++uijy+XyOeecA0AIYTKn3wXNY1lWkiRtbW2o0/4aU/nyyy8fHBy84IILNt10U3OQEyZMaHVxGhVa3tH3Okz427IskxQ2a9as7bbbDsC999774Q9/2LKsdydnWmttqjeIKEkS27Yty/rZz3527LHHbrrppk8++eT48eMBGOLg5h6JLawQrSv1HkVDmZhUzMbnU6dOPeWUU6Iouuyyy8yE8N2hHjQhCt/3GWOe5wkharXaBRdcAMC0oAEQRZEp42hJ4Oiwls3hFpaBBm9SAyZhxTSBmTJlCoDvf//7YRgSkXld02hkw5jCpUsuuQTAPvvsY44zCAJDdkqtyvpRomWOvqdBRIwxIorjuFEuBODHP/7x5z//+cmTJz/55JP5fN5M1dY0TFcmM/+cNm3aHnvskc1mf/nLX+66665UL1wcHBzs6Oho0eOPCjwVQaovgAIkoMw7AnS61P//tm2adjD8BpqgFXRLxFcNJt5tlIwhU7Isq1r1QajWouOOP/4D2+yh5cb3/uTlXK4tiKEABUmoBwyHb6huWpYCanpdDnzf7+rqMq4X13WvvvrqarW6//7777XXXo7jmMhhFEWdnZ2modrquAb/K2CSyALSe8c0LASAAixwF7BF/d5ZUDYIsAkAIgYF2IANWAQwGPecAzACtAbXCYMGHHCrNfNcXSAQkEhYDp77R+mje900adKmd//qmC23A4dmCIQUebuDaR7VkDGNlRwzWnKAAXx42AVAAIMGONJXAMvKNzNuISJSSj399NP77LPPuHHjnn766Y022mhNn/T7HnxYg9VvjlF+w3lHTZpQm7cEVr9bS3yXYVh5Wuaevxtn8b8CYgAQJdDAdjt0nnra+a/Oqlx31dNKQoFXdc21cxpcSaR2q6Dl3QGWDrDNr8uCqZlijEVRZLogfuITn2hJ4GoBH2GmEAc4A2fgZuSsj57preQANCDhaXhGDda/apl1SqUUCpaCS8scWVtYRTCAJQAYx7kXeBtMcv7wwPSHfgYG2MwmeBqwHDhZAgccDeKABziAmadpBl2XvuF7u8Lh0vTlFUL8+te/fuKJJ8aPH3/TTTet4VP9X0FdE/Jh1WY1JMqApUsqruYtwdKwaHgby9iluvEVDs2hOVr5AKsPDAB0IWcT0WBR5btx1jlH5Zxx13/zmcogMqw3FoBRmFyBAth6eFhMb7MGBBADIRACMSAAuSJFCMuyarVaEATGKXrddddlMplWBf1qAaeGaNVhAXZjaGR1ZcjAjYaz6/9u1nHUNPNngMVhcbCWNbrakYpQEBZ7e6xE4dgTCzvtsvW01xfec3uIBFqBISYogBLpA2r41qQjpgJiIGCoMdQYfIaQQTBotuwJIQClVKFQ+N73vjd79uz99tvvqKOOGhgYaHlBVwuYT2QBHtUFiYM4VEP0zP1jANeKQYJLgAFuk6pM54FmEskBBsWAhnXaskdXJyQh0pBAluBEmtsaD/4EZ3z5d/k2+vVDB2+2IxhqSazzXo4hBizoTHoXUiGTgADUsMMNvD6xWMGIOWfOnI033tiyrMcee2yPPfZo9cpeXTD2iSamwbSxM5lOVR0AcA1LG1m0oAEdArW6ETPsvEm/bpyiOgICIAAStmLfdwujATHIREYAX9Q34HIwCwcejMOO3HHxItz53aBWAaAtx9bghDzgEo/JiolLYsYotaGz0AWodqh2qDx0FtqB5iOjTG/7YaKvfOUrAI488sg99tgDy+5638JowUJSrOFiMXfC6C7e8GDrNGJIII4qHAVkAQfGLQ6CZoDRegqQ4AoAuNGWLUW4WiEAH+DFEto72wkyUbYMUVqMA3Z9un/ojYf/8ZmtdlQOOANXCRwHYBKIOWxzx5gRnGZ5a5ihza9vwzPPPLPnnnt2d3e/9NJL48aNk1KasqYW2fY7B2/2laU3QAOATBQa4XhGUBKBz4RuV9oZGsoobSmp/Rqg/LAiIGs6iqFCJBa0K0ROaXtxmcUrnPC3MFrYgNPZ0Q6AIXYtkclh3Hr43Gl7bLJZ19BiFlVsAo8FOEccg8hWlJfkaXAFJFoIkmRp2NBcCxKwIIRsyJ5SIxoMmvUwDL/whS9YlnXOOedMmjTJcRxT3tFqwLRawCSZRGHOAUYcNDxZIIZAhK4Fx3woNfr6MX4ilNK1Ku9oR5jAtcF0Oq3gAOzK4sH27rFQHARUqhjTgVaZ9WqDccw40JwYwCoanKigBSqDmDsH8xbgwx8HHBDDa6+gqxPrrT881+PQBMmhjM2joG04gK01UwK2ZQuh3SwnItNuyXVdM+v70Y9+dNJJJ2299dZ/+tOfent7jew1OiW28A7BLZCRkSV8pEhD9sS5DQYojVr4wF336MF+uIx3FbBgwYu3/wizipgT4M/PP/fN7131iePuv/ibfc+9jEijXIZNGNvW8o+uVnCQB80BMFYfLBlgoa0XcxZWj/n05+/7aawFqhVcecVP3pg5nF1IkBpCIFSICUJDCy0J0CDGbcZtZsHNmD0zIUQulzMS+Prrr19xxRVEdPbZZ6+33npGArXWhhR8LV6L9w04NJDG8jihKSpIIIBZHAAIiAWC+NkH/8gLHUg0YuEvWDDt2b/DzWDxwN9uv2uLKZMvuPuHh338Y3/94x/f/NUD8AooVxG3aA5WKxp2CtdAzGBx2AzgDEKB2dWPffygm2/5QbmEnAeL90YBIEESIoGSthYeTzpU3KlFZxK3C79bqyxpF4QoSYhBaWVyVo21SURz5sx56KGH3nzzzQ9/+MPHHnuskTrf999Njqn3PWxzUxkHTISCwdDVmUCF4hpgiCOAw8n2RoQyQQfocPLtbY4FxNXk6Ud7tppcOHgv5JU9tfewow775XV3bLTbvuhuh7KgNOyWNlytIAAhIIBCmgfD4brQWk+Y2LnRJpvfeedbn/3cZN93IHHBV3W1LMKqYpR1LcYAaBCh4s91vKKd68vkF85b9HSi50osdm0w1ebYOcaY7/uZTKZcLj/77LMALrnkEtu2jYiaGH2rAdPqgt3sKDPjrAWAQWoQhwMXUHAcxBICeUnzv/+DeXFlruOLJM45QM5dOPetjXbcAlERnT0Y09GZ/2CtWoHnQsZQLlhr7r66kUZmOQBG4AyaoBPksh3l8uC55+932BHf33ufU6ZM3rpaxe9//1i5FFXLilPOtTps5mmpgEBjKJMvwZ3T1jU4Y9YTsOYRfPA0ecbUTzUcMEccccTuu+8upTRp3B0dHWEYtiRwdcEedsM0UukZACilFVPcqEUNSILUIo4mbrf5xA3GbJBNpr/w0uL5i6F0j+U4lRDtHUmt7Oa7wDG3uBg6QG+3dsBbMYrVCJNCAQk49VR6k2ABm2HWm31jxozp7MYZZ55yxpl3d+a2POzwcTfccWAk4yRiFnM5AxSYBmfIFwCCl5GuF5aqnyMqMyvgTFmwCrk2wx9DRJZlDQ4OfuQjHwFg23bDcVosFk1LtgYLTgurDBuMGaljdS+aSdV3HR5KYduOiiNLczALNucTxmGfPcD8cZ1ehtt/ePjvsFDYcPLL0/67bQI304ZKVHt91pa7b48Ol7RPLA80J5SmSvdthTPN8/uW7bocaDAFAOSAARAAA3EQwhBTp0558aVXlMInPok/PzL22SemF4s7f+QwwPIa/mktYQGcgwFRhGzGVrrNsbaJE2Q8EEBSOzY3VIumbMIQW5jKxlwuF8exbdvrrbeesVfX2pV4H4HD4uAcxK2RsfUo8Ntsj2qha+XAXHg5cPqvpWEDHd0QGRY7QxrIOvjM4X9fOGfwvj9gto8n//vTa2/Z76iD4cXMsS2pkfA0PZjS5DYB+FKLYcnTIOOIVU3pVC0sHSQTwIQYeM0PCLaQ0BpeAUE4P/CLnoMwwje/+TGmZ7RlkCPkAK++5Gx4FhwGm6GQg8OQsWEx5DxwwAIcm6NO72s4bIw7lHPeaANqVvL5fIvkd7WAUaP2vZ72YtQUac0ZV9XAyuSQSFg2NH7+gzuOPv3zBM1qASq1Z/7wp90/cTAyFt6Y8a8H/+wvWNxdaN96t11w4O5wGThQiVHoheXAVNpzwKm790ymNwDIphp+gDktZbhsmAGLx5H2MjYxoWAryRgw/VUM9mO33ZEQ3JyshQmquayLTBtYS1Le22CkqDlfqSGE6eTfiF8soAHbEcVBZ2wHbI44BrdRLMN10np7GyiV4BaQsOo99wdMjDv1U8i5sAvEbLN7UlAaJumX6jqXpVX9BNJgfGUyif+noQGGKI68jKWhgyTOuu0iwjUXVG+55funfGXbK67bn3MNcB3D4uA2Wt1Z3uNY+uOuAUVak4ZrgwGuA0ZIYqe3R4YRSMOxwYCuDmQziEIQkU2Y0I0cxxvT/vzT+5/+8a/w/CsQCkzFKdmMZiaqJTQIrF6eT41jYC3ZWxEISoMAN+MklBAkLEsD/3oO19/w6878Vl/96v5gGCwOAsLyAN7K3V0HsMznXmpdV1YEDmRcLRMwbedcAFAUVSqwLXgOxvcmnhs5GQkLro0pEw864tCkUnnz3t9ibj+SKEaQIE7ne0yD1xP2CUjlsIHWM7M8EAMsBAk0LMW4BrlWvtiH7/+/v3fmJn7qUx/p6kKcoKers1xbyOEr1MBac+z3OpYUwkaSvWVZYBwMQoq0qDeXAQcYh5RgPNPRWU3iitYBs6WXryVSwYFlobcj/7G9chN73njy73h9HiS1g+UABgWdgGtwPUxQQwBxBg4wAmvVPa0QxCBJa4DBI2SI8PBDeOAXL3Z0WeddjMESsh5qQbmz0A7EjrVMkrUW3jtYjgXIAAjSlueQMR8zDgBonQaKLYt72YRbFSAGut02DzYRkAW2Gr/H547UA6V/ff0KzOljsYJU0EpSQkwR18RUqgGHHaJGOjm1JoTLhQa8jBmtOMF+9RX89K5pjMafcd6+Xje4CwBtuQ4CA6xqzV+7R9vCymDJJ77xnkBk+LnBwJgfBmAAaRADt4IoCqEBZME8wAU4IBNKmCUZF7bqOfxjW+24XVyq4pkXMGMeYg1FgE6AEBSzujJMqdx4I4DRwnKhJSKYS6kRBXjh73jqmX9v+8HNP3MKEkJXLxKZAJaFvNZOe6G35eV672PpM3cGmBA+5xYADeTyeQLAeerWzOUScAfIa3Qp5DU0oFyrIpMEFiwXQk7+yufLLvvFTbdB5xASJGzbiYF+VY3BUoagYQaUVA22jKflQwjBgEo4JBMkJXzr8nuAgW9+ewvmwMsIoObaAuAg22I5UCves5rRXDhiWFjf+T6b7hCN+GiJMut0bmFiF4yZ+kOnEX2X0EACSNsmcIdnkStgiymbH3xAUAmm3XQ7JEPVr/q+ArJWuzDV9yOoS5dYbWGp4HmnzQ+DjmxnxsVFX3++VqsddfROH9zZlDSFHDEDmRn28ukqWlhlNPcIabxt/Lfx+cpj6cMkb2ZsbloIHA6HxbNAG4GpYSavRJoAo23DRmyBHEzsnvrpT7g93a++8l/8+zVwuy3fVoyLAGIkw2VTwyWnLd/oSkChI9tugf/9bwv/9rdHHG/w/Et3sHPm0jlABnCA1qVcU+CcN3pOmSyi5hZUzW1eRrHPJd43E47wkfqQARqIwBNwZhQgDUsq4+CAA2ZpDW0DLnIePrjVdgcf1Kfib5z3NWRy0ChYGUDnkEFKjznMO8tacfoVwRQiMQlL47yvnTNn9j/P/8bRYycAHBySw2bIAl7K2tzCGgNjjDXlQDTWGWNGStloMiT4MBkeG+4iYtJl3v5KxuYEIOvtK2wgA3LgMGSBNsVsycAcMFaDTdnc5p895unBufe/+LeH7vkxJB9jt3fAzQLMVHzbw3R7VosYaiVgW+Aav/nFYy+/+HSubd6Rn9q0vQOAZCA2bFdIQAyHglpYfTBd38y6Usp0Dn+H+1yG4qGlvw7bj3VFSRwxkEBzpm3SjuKADYvrTDaEVYGF9boPOP3kAeDUM09HKJjknoYjYdVpaGNWZ0ak+kymhWWBAEKtEp53zhlKDl165WfdbJUDjIY7EjT6FQAKbMXU2i2MCrZtN7ScZVm2bb/zjqh8BY/9yMZZFiEH2IByQRnAgoY2QUBAg1TKtW4j4XDgKPAFVvLJs8/cYq9dyiL55iVXIiSUpUXDQhg1KEyp9cCsBAjfuvqyefP+u+P2U770lU93dLjlQW1rcHAOxVExnIggU3DYortb/VBKRVHUaKVsukeada21Uso0eF35HTJNqYsEWDktRCCeNkJzAQ0toAE4gCUkyAXjATSctPg0AqqqVHzjrQN22suuRv/829833GE7SIWCFTEkAAEO4Jqma3oV/DMawHDHC6aBAACQa/pwVDtcYud1WvIGUh5rc7GslKE1/WkQhhnrhpnlRx5AfV+66c9ShtM0gYhh2P0Ftnj2wt12223+ovl/fvSBvfffC8hCZZUyYXrTYcJmVAAAFgMSaeeeFpaCYe7Vhi5iINbEQE8mNm4uv4YClEKtEseB5Tp2oQDbQRBqv8rXGwtGEIokMQ3YNrIOMYuthJeDs+YnZJgsfRmoBxDNVI4BHNwBd8A5OBwXNoeNrMPT6jWgA5hkdX5ws20OPeyTZSRfuvAcuEDeMrKXA7KAl3LmE0Fr0kuF+f3mdfOBQkzQIGgBHQMkgPnAWyDRoBlrVDPSqNWCTtnGqd4YNW3qEANVwAcEhvunKkDXAqE0nvgLXXvNy1IhUYgJN9/+u8W1UNR7rxRrUECsYgVRU6GEDnQkoCtJKABBkARNiBOAIBICdBSVoqQPCK781hWzF80/7Ogj9/jQhwOfA07qGAMYHIY8Q6Z+Ex3Aa7m6lgMNCGiN4UgbVNouJ2hYZ1JjoIhQoCLw5vw/nfCFh7581gt33/2Ds05//dZbMTiEl1760WlfQDQEWYb2//3o7x+/6y6IGExGSFbmkVvGHWLLWJC+Nto2McACt2DyP7nRY6y+gQ14QFQuc0133313plB4+oXn/vTInxKZMJZuMEzUzRmz+LKQHm7TOgCC4tAAlUqSc3DLnJEPSGjrbfatHn3RMKVfaYTdqPF5XXHruiYkACqXc8IYT/7l1e/f/sdf3B9qDZXgN7959q25oQJKJSQh8h5kAptlpfYcK69g2yyjwS0rqwFFYAxxAtuDHyTcAgDLsjJu/plnn7719u93dXdfetkVtpPN5TulRBAGlt24m06T3htmg21hudDDOpGnvVdyAEJFUQwOdBfAJYaKT91ww96773zwd76125c/e+pVFz/+i/vx4kvgmS0tD5UAUYxE5Us1e2AIUQytrJWzwd6NO5TP5znnWuuzzz67Wq1++ctfjuM4SRIhhOEOaqg7tWy8fbdEpJQE1IJFb3V22mGAShEgJwldUA5kN7UEQ50MYrSOirq/cYmRCBbgAXlop0k4LUCHyYCXRWdX+4H7H/qd6+6tDGLuLGTYlA63Oyii3YITAz78fiCEHQFVJIOgAEjgAFrBsEx6nlQU5QucW3JwYMhxOoD288+9EoSvfOUrm222me/7AGzbbhEurTLMoJV6tCxIFwGHArIEK4Adg9mOtFFxNAqErPXMay9nj/0YejjagTH5Y04/re+Jv6Imrb4AgwIVhhofFztdwkagIRkntTJSuMZnCwMDA729vYal69JLL73vvvumTZu2zz777Lfffiaowuow2y8rytnX12coT8yWWmsppdLR3559+Oqrrj32qI2yeWQzqJWSQucYMGdY1oYvw6o10xsphylswAY5wy3H6v/y3JwfoqOzc+qGveMm9lx92RtXX72xPzTG0jho/+9YyUYicKOo0t1lM7vPDwPPm1z1g0JHIrHQziyaOfvvQs6XVLK4krHoaGsfGqx1FHpEgiTRgB4zZtwZZ5wBwLBfNwhg3rmP7n8Qw2V0DOBozKFNTxVYFmwdg0oIZBh3txcCjyHnImvHceTlc8rzyrEYW65Wa8G/rrr2zcHFlp3xY7nN1tsj1w7NkyC28yum4VnjQtjb2wuAMTY4ONjZ2XndddcdddRRL7zwwgsvvDCq/RjWE9QDo4aqnUDjJ3nHH39q1h7/fx87pDKA3gkuWGetWCnkR/Y8GXaljAp1i27JAc0y9EpN+zeOGZvBYRoLF80Pau7XL95wj10eXDBz47g0pVbC4OCgrPHYt0XiJ4lLbKhSDXNeWy0I22qJYoNubmigrw80AEvWw7aVOEYNQRIzReBguUKLW2m1YZjjE8MUDx4AZQZeJTkBejwyrkXw9ABLQDaKwmtrR6JmvDF7m002xge2rLbn9r3s4h3acrCc6mNPzpo+G9Ua8m0raaSscSHUWgdBYFlWT0+PlPLAAw984IEHrrrqqoMOOog1obH9sjRhoVAw/zLbm9xZpaM77vrOogULL7n0osM+eUjvBJAAs7xCxxjIJVJ+aJWcpDzNAkPTt5lOJbA5vMMBCIIdC3ge8rm2bIYzB2ef95mzvzroWB3cwp8fuYJL5DzYFhb3ob0NSiOJkEh4ObhZZNsQitDLVB0nzmWtSqWS89o5ywz2VceOmchg77f/vn9/7qmbbrrp0ksvNa0gGixMoz+1FlIQwCwQq2drGt+oA1hcQFqASwA5gNp9190W/f4v4w88COUItv3iy6/u9tm9MON1MXUCxnfAYlCY7pfKUOjtgsOxcslra1wIOeeZTMa27bfeemvy5Mm2be+xxx6PP/64eW5WxhA1WEYekPz8qSccdNBHn/rri7fd9qPDPvGpseM9AL4f5bOZplmcabRhTnaUz+uI4ESjRnZk8IODmGYQGtp2nGIRhY7umbNegzvh8E87P79z0bz5rzF7oykbozyErIdsFl3rgQNCgNsAM1XUUIReO8vgAEopMb53TBAE+VxbW6F7aGgo62W+c9M3d919t1tuueWYY47ZbLPNAEgpkyRpTQtXDWamoQFi0EC2KU4mGSmLCLAhIQh+DMv69GHH3nPmZXu8+Fa1w37mvy/tude+2H5bDPTPyjF4JD1mw4kn9VZ8H34Vbk6BW3wlKEZozUMpZVZMyo9hlV3lXTX2Zj4gin7zwP0AurvGVUoqqJFKiIgozXQXRAlRQiSIFJF6+z6XB13/kjY7TIgiomT4X5K0Nv+MNA0KqpYF+ZJu+PbgHd8f8okqCc2ZQTt/4AevvZFUhY41CU3loCgpiWOSgoKYBFEoSRBVk6qkJKFYkNREQShIUxJrIcSbM1+fOfM/WtdO++IpAI4++ugkSWq1WvOFbWHU0ERaaVI+kW/emudFkU+yRqpCPlGV4jINLKbXZ9LMAZpepQefU394imbMo4UDVK5RtTznpb8Lqi0SiyIKarWBRf99jWJBYbSSz9u7IYRrFEKIKIr+7/8OAfiXv3SmJiJtBLCW6EGislBFTSGRqpRD0ivY25LQRLIuvyOEUMWR0kSVamgkMKGyoH5B1aqmx5+p/b9bk75F5CuqSgoTigXFpARFQpPUJKlP04BWJBVJCiT1SRqQNCiprCnQpDSRlKQVhT6Rpvvuu8/N4MCDdiIqL1g4x+i9Rx55RCklhCCiMAxX93X934AmkopIlYnKRCSJYiJFmigmWlzt1xQRVaU/n0oDL3/0+Jf2OoZemk0LSuQnFCVU86lcIb9GIiCKBEWaEtKChKBE1Z/DFWOdn0vYlq0k//a3v93b233rd7/zwguvDBUTDRCUohohjmWgtAB4LptZlRK7Ye/LCH8rcQloL6sDUdSQHDwWTOgCCXzp1Cuuu/bGv/wFcQmORpyA2+CoMYh63Yg2rtr6uubQ9WISblJwOEMcIeNhaDDeZ5/9xo0d+7e/PfeTe38yYfyESy+9FMC5557LObdte2BgoMWE/Q5hQtbNz0aSBD2FDgYNrS0789a990ezF8hKFV159HrIWfAYsg48G5ZxlXMbFiOWZm5ygA37zpePdV4IS0NRLutsttkmBx54YHdPz5dPP7ujwyWCBre4pYGsmyVSACyOOHwHv5RezrT4ynU4ICxLKsQEEDIW7+EK992FxXOmdHZ277knhubhO1eFQwOIkoiBc1hpUTTyDIX6PvMc4xh6GDoZCgyeYbxihIwHrdHZ6Y0bO+bsr54fhfjed+8slkpf+cpXNtlkkxdffPHb3/426v7nFlYFDGSBgDyQo3o1HYERXNf1ZQBolH3MKc188C8DfYt2OOYQ9BYqjlsG98Elt2BbsEyiIoMymRumro+rlR/w16i2fzegqDjga60XLFq4wdRNgZ7bvvt0rUqRliEtllSWVBWqQqRIkghpdBapMUelMUdV3TA1k0AR6ZKgQUFFQaIcUixo1hvU7vxy6oRnf/5zKg7STZeSh9s+dfgtYUKaEk1Rfb8JkdCatGraf2PmqYk0lYuSFPlVIkWBr4ho2w9uBYZbbrkpSZLf/e53jLFsNjswMEBEzbXeLaw8NFFMSpIi0eQ0EERaRSQWVuaRqlJxUF35//644a4v7PtJemsRiWiIqERUI4qJtDFepSRFpBQpRTp9QswuV+bGrPtCqKlaDoiUJrrxhjvz2e3GdhwfBxRr8kVYi31JCVGilBh+0Eez8/q3BGnRkBAjhL4YjKhPUC0mqoUU+XTpedG43PMH7BZWKtS/mLZd/79t+MUff01SmJ+N6i4iA0WaKCGKiZKGqA8vUhApkgklMZGmn9//SzB0dHQMDQ0R0bbbbjtmzJgvf/nL5m0LqwBJ5JOKSaV3QdelR6kqBZICCqr035nTdzr8d4VN6Te/ospCEpEiLaWWUuumUVrWvQcxUUwqIhWTEqT+V4QwDGpEQhMJQfvsed5Be99/2ddnxwnFRGWf/FhqMyrpUTtHiRRpRbruj9GpWGpNiVaSgoSGYkoiTVFIf/8LTer+WcH51ev/oTlv0TFHvjDW/c0pR5REjXRihH+JwwiIBMkm362mutArIhroL5HRlpriSGuiY48/DsCRRx5JRDNnzjQJDPPmzTPumRZGC0kUkRKk6gqwLlVaJRSRCKivvPCrV/6hY6u5h5xEQ3Oo+gYJn2JJoaJYkySqazxZd+tERCGpkJTRsf8LQqgCv0QUxUktDEkm9NRjtNmEu8fmb/j7sxRLEoqihDQpTaGSkZLJKPcviCKiGlGNKBoOSyhz0SNB1UBTJKhvPp16bDGDm7905nOliJ77J7V7/2+z9e/+7wskE0qtxeZhUxNRQFRL9eGIHwpMFEQrqlaShlbURC+89K/Jkydzzh999FEi+sIXvjBx4sTNN9989V7T/yHodJYRkopSw5KkkcgkoflD9Jtn7pu8ywPb70NPPUnhLKIFpGokVBr2kk3Dej3+JeuaUJDQKzfqr/OOmWw2D81dx/NcSI2ddsPe++/GWP7HP5g2tAja8BSDx7HUxLhl1Zk53p7GreuLBDSlm5mp9UgmHAYwcMAPJFCgBJD490v4xb0/32D9seeev6PSuOzSv2cz1qeO/9CY9RpFIvXM1eHUHXPxBVhcTy4f9t6Goc84sllHSgBIRJyI6IPbfvDwww8HcMEFFwC4/PLLa7XarFmz7rvvvmVeIGrUeGikZToircAahgRiwAfi5uKvdMv0oGRT0Vb97TpfMaxNvZvJFQXTwz7wagg788J9vwgtvtFH9sPWm0EzkEXMdBOs52M1Kj0NKOVJsgBr5b2ea2iIeZegiSIiQX65QmYQUvTGDNpo0l29zp8fvI+qEUWUzOvrk2Q8HMawDIhEEEQiaUwRlXGcaIo0BZoiSYFZSX8ltVdEY0ZXrURaU7VMKiRdo4/uccdY+8LbriW/SPf9lCb2Xr3Z1Ov6F1EYkpSUCNKprjMWqRpehr0BzcsyR9AkSQqFQltb21133UVEt956ay6XGz9+PBGZyaHWOooiIlJKmV+Q2gzxiaaipgFNg5rKmpL63FMR1Yj6iN4kWkSKghJRRCSJqJ9okCQlNSIKpAiSWpqqoKiiKVImrLbuQiuKBUlRDkoxiUD4RIK0oDCkmnjjJ7+9cpeP/r+DPk1z+sivUVROZxB6xNS9vqvht80frwzWeU1IAiBkvQwgpQ41w4TJOO0rRzhW5zVXzILEQDEYM2YMAQNDUTbjxJGQUgE8m/FsC3GMJDT9MBwGq54/CA47LYpN9Uid8zEl5ZCFgkcKhSyUwD0/ej2K+6Zu7J18EizCd67/UbU277IrT3MzsC1oAjfd4BolwqbbrnFnp3u2Ry7Luy8/+tGPfN8/++yzgyD40pe+NHbs2Gq1es4553R1dUkpTZNdAGEYmlQ/TkAakAQABs5gMVj1WAhvaiJqA8jmG9qbASQicjyAHIaMYwOEOI45SOgaW1KjrnPgIA0g67iAhm1JmEYPDEJ84atnzqgV9z7uKPR0QRCcXHqJ3l5kixFvl18YvxSs7rHl3YVOxyZSCVEilAwlRUR9Q7TL1s+0s/t+dCdFiXFDl6NYmxldOo9uhAcSkuFSnJPDLpJhn6rRZhFRkiQJaepbKIcW04brfRT44N8fI12l6695Y8tNv7HXHldGMUUxDQxSlFCQCE2JpoAoIIpIq/TXR+utrWPnnXcG8NWvfpWIXnrpJQC9vb0vv/yy7/vUlCcohGoalhsZfKoxuR2hfSWRIqlColqltoCoSlQjSmqVcPiiSSJFQRAQVSvBm0QDNBx3WQehiZQikUhSPiVmZqi1JKFuOPsbU2B/bIOtqaKomlCYECk/CdZELGjdF0KTeZnUiELzzicZKvrFvTSu/Qfj2r7Tv5CGfDEQzIyVHhY8SSpQUTUxj5f0myRzCQtxhBCqeuZaFMU1cwDnnXMVMObD+5wcV2jODMpm984X9nv8yaFKjao+CU2D5ZokpYdT3sTw/uWqCKEQ4tlnn/U8z3GcF154gYhOOOEEAEcccUSSJDQii001GcD1c2l2qDcEMyaKiSRpqgU0L6JFkoqaojSHTlEYEEmSCZE2qapRLPuJyql5uo5CE2kVx2FMKiRVI1WlWJKaM2PGBvnOXmDan56kOYspkqRUOaxGpNZEku77QggTRVRLkiFNQpAYCBf4RKUanXT88532dy/+2kCsSFAkSVX9Wq1UpDhO46pxTFKm62mkVZBSww9rsyYcIYcJUVIs9c+YMa2jowOwX3t1Jin67MlfBXo+tP8xJiE7SQXNSGA9j1yPlITRC6EJzZ9yyikAjj/++P7+/rlz52Yymfb29ieeeKJarZqIRbVaNQnuRMmSE0/ZCH4mpMWwVlQkKYqpKiiIyE/IL8dDkoQkEciSpqBYHtBGV1D9LNZxKJloUhGpMsUVUjVSIYnTT/9yBvjU/gdRqChWslqLReST8ltCuBQYIZSKqKr0kKZIUORTKSIKFb3yMnV7N3V71778Ig2WSBJFokakSFHixzo2rpE4CvqIqnXrKyJt9IYgk4z79ik4KSIhVUgU7b3PrmA49QsnEkWv/Ps5MLT3ds+YMydUQpASJGbOfVNTUqz0p894w9CV78gcLRaLAwMDG2ywAQATrrj44osB7LrrrgsWLEiPUimt6ppuCR2oiCghqtVPPEhFkWhReSAiEZIeihJjeVcSJYgEKUlJpEuaAq11GOhVyUB67yGOQyOEA6JWI1Uj9cgzT1gO73C98vyFC16bTkL5tUo5rNZIVWiNBGTfF0KoiKhMNKipHFMQp48ORQld+LU37/gOhUUKauTHJClatHhIK4pCGhoUaeJLtJBogKiPqNiYYhIl9Qd06d6/crn4j38+ZdkYM65QCxYpKu64y8bdY50vnnmypJqkYHFxbqiqmqJSdUA3HJ7Ns81VEkLj+TS49tprPc/bZJNNBgcHfd/fYYcdANx2222NDcIwHCH5I6a4ST1QWUtnqiQkkU8U1pfHnxB9AxQpijT1DdDTz8yTFGga1JqSmJTQo4+7vuegpTIPUUUnPtHMwUWHHH0EGC76+jeMdbBwzlwiionmR5VaU7rTasS6L4SKSOko7k+FUIeCqBJSRFSNKQrp6ksWnvelxXGZhCQ/oVO+8K235lIsqeSTL0kQBbosqCqoLKkqKZBpoMLEKoLUk7HEj2oiojFjxrS1Z6+48kJFlft/dafloqMbgoaKwQJJVUk1TZGmRJOq+rXhL+olhGHUSJLEuF7K5fKOO+4I4JZbbiGiu+++u6OjY8yYMXPnzjWsWY0fXcKpLt82MRT1lKuQaFGFfKJSQBPGXvSN82YPlClI6P57a+ec/StBwlfzpSJSFAd1l/06DU2hH0iihHREdN9vfw2OyRtMKQ8OkdSmIkkoGZGuEdVIrwlzdJ0PUQAAY56bB1zAsVgGGp4LBkgBOFg08PKvfvngHx6EX4PF8exfa5xBanAXsCCASBQkChLtEgUBJRAIxAkoRjZWWQIDBCExpRiNsOzNN93e318q5LvPO/dC0s6ZZ3xNSXz7uu9YcDuynRwOh8vgMDgMvJDNL0n9Nmo3doo4jh3HMex1mUzm+uuvB3DjjTfOnj37hBNO2GGHHfr7+6+66qpKpcI5J5OawExDZB0jjhDHpj8yQWpICakgFaSGJGgNLeAQkCCuAnLqP59Z+LcnoBWSKJ9EbQTb4wXOEAVws44S76QsZWVh2APMullpdIAQQvi+vyw+vuWDiKAJQCabFUFoAVG1cs1lV0Djoq9f0N7VBcYM9Z3NLQvMTqMTqx/rODezuSYEMBvgDA4naNNxWyOOkcuivVsfcugBt9zy0McOPzgOMWum5BxSoBrA99Hdg0UL+NTJqFTAGGy7wG1wCwSIBFonXA9qHSlJSkErW0lIqZWkb11zHWB/77t3OrZ32eWXLZhX3H6HbU468VQGm9KMGp4e2zIPfiRTxsrB87wgCDzPsyzLdd2dd9758MMP/9WvfnXFFVf84Ac/+O53v7vFFlv8+Mc/3nfffYeGhvKFTj9SmmliASHRUJxlbd7F0cvVBK27odoJLqA1FxwRgKF+P5/JSSk+/enxkIULv7HreZfeceCBn8/kIKQZRjJKwrIA2JbjrcpdGw3iODZnatbNh7Zt+74fhuHzzz//xS9+cZtttgmCwHEc87rU/XDOiSgl6WvwaGqqFku9vb2L+/vGjx//8r//XalWttv2g8d9+tMjbhzBYg0mk9WPdVwIDRgAC6hTgDIAUAptBQiBwcF5B+z7UTsTXnbp82efs+OY8VNLg9hiwz8mkUPgnpXLZvP9tb4CcgyKMw17ANbMiP4d6H9BzQIFw8x4hOEmUuD77r3/Jw45aNGiYhQq28pc880bLZ5Bg75+qeLXzBa1qmg8Z1LKTCZz0UUXzZs3b8stt4yiaLPNNjvwwANfeOGFo48+mnNuu04iJJhqGsE98PUd2rAjvz2JyZDjtS6ALOLEEHNeznolqYpSi/32uiSTo20/iC233PrGG6etv97GxfICaIC7Fkck4HhOFCSZ/BpSDymaGwDatm1ZlqHPzOfzvu9/9KMf9Txv1qxZjSvTaBGxMmBAe659xptv9nT1zJw5C0B3W9fpX/xKJpcf3ojSLS2sqZ5h7wshRHMvipS6J4mRzUITPDdDVumc87f4+Me+eeTROxZLA5YDjWDCxKmulVswf2D82HEWs7O2BxBnCVmkrcGI2jzKC13I2VnOtGU5tuXZtsvgaE1ao2/xwPz5cwF0d3dddtnlRxxxxA47fEAr8OU3EXjHiKLI1NEbxlGl1LbbbnvvvfdOnTqViIrF4syZM8vl8j777NPb28ssXmhvJy7BTGqLDbTZfD1Lr+/xzbWcSHIMtGtosMBgsep6461y6a1c3hk7DplMpAjfumb3Az5y5Ze/cO7Y3imkISUsDm6DCJmCW+8fsqZg27aU0ugxy7JgGoYzNjg4eOqppzLGNthgg/PPP7+3t7e7u9v3fbPN20FEjDFrJBhjMlFxELqOY9v2nDlzttpqq8222mL4a41b1hhYV3UesTysgXnmu463pe2ldSWCymX66pm/+eHdr0cR3Xtv8cgjfzF+4oXlgIZ8GgqpJqkS04JF5PvklyioUBRQnJCoF3lGKlYklRK6aUIuBcWR2mTjLQD7nLPPb/x6FCVRKEc4Id9WqruUZZRoUF0FQUBEcRybtyZ4eO655wLYfvvtTagwCCIlG1cm0RRJSlIfjKJIUJhQmJAvyJfkK4oEiYB0QDqkoExZdnpYIj+gm26et+XGdx135NN+QP0DJNPo5xBR37uQMROGYZIkw64mIiL65z//CWDs2LHz5883nyxatKhxfd4OIYRhfF+C9D0Rw+6rWrFqbplfDWiJW6TfkS9t+Vj3HTMjGHhDhhDpyCxqgc45yGXGWhaTGoce3lnzZ5Ne2D8ALwfJEssKHTfsGodIwynAzoK5sJzY4hUbJRu+x4nD4ny4+x8RCBJM3nb7rePHd3/npmsXLV6gSZYrRc+zPK9pGGYmK1+OXPQ7MUQBcM5LpRIAM01yHIcxliQJY+yll1669tpre3t7b7vtNrNxNuMxlXbTYGQxsphSUKGWoWM6mzvgDmxbW5aweGjZmkyLVxewsdU2OWYjinHSZyfm8t4WW2zFGTo70msuZRLE5Xchd9RMgBljRooAVKvVz3zmMwBOOumk9dZbL47jOI7HjRs3NDS0rF4mtm0ba9bYtynXJmPaYr4QiqFYKuc7CkkiwOFkPHPZzNLUt2zNYPXL9buM4fFKEC0i6jPviuEsQUr49IPvVh97VPshhYpefUN/7tRbS1WKFcVEgkR/ba6kqiBfU12HpgkliqhKumLKavWIIdDkniQf/78DGMdxxx9ZLC0iisKopGSY5tyYWH9asdFYohEh+1XShERUqVQaK0Y5mGy1ww47LJvNmpJfpVSaMaMSkonhdWvO/zSlIZqUJDUie0cRxSIMypro4YdfjgSFmkJBs+fQIw/TP/9JcUIyIRGaC15d0yEKw+bY/EpE3/nOd1zX3XbbbRusAkopQwApl4FG28ARO09rcKmvUpNENT/WRHG9zt78K2qwVOg1pQnfL0KoSJPSNE/SAvOwBTQUE11z6cKrvlEZ6qdYUn+JYiKhSCjyA5JEsU401RLq1zSkyR+RXiapHssmTaRNDmX6kCZKB1L5ixbP9TIW43j6mSeIAkkDROXh/GyTF0Y1oiLRoEmGXuKodfNaQyaH8+NEk1GbwtiZxkdPdStUCPHHP/4xn897njc0NGRqKYgo8KukQlIRSVVPem3OWU2zY3X9HNPfpIBosBouiDVFmhYPUU3Qy6/Snnvf8MFtvz2wmERClZTxdHlVV8uFGvHd4Se7+SiJiMIwJqLiULX+32TWrDnrT5oK4Fe/+gURmZK0JF5ZgsFG3yEpZaxkTFSMo9hk8guq1oIGS4U5jrhxtVZ10Fwh1n1zFABBSmhwhayvSQAJ4PtdAwtx0zVPf/fGP86eDaWopwBXmxoeZLPggMMcBs9BB0OBwQVnqe8zrSVyAFdBKGjNQAzEAHBAcqYtznu7xl/0jW+TLnzhC2cTOEeiUI5FDeB1O8ZOEgWEQGi6oRJBUfrPEf2J9ciVtIubGC7ArbPu27Zdq9WMeWZmNYODg7Ztn3/++UmSXHLJJV1dXY0L47gZcBfMAedpGzq37twFGsXKw2HL9I8NxNmMR0D/Ysyfh0oR49eDVB1vvbHeHd+D5HDzkIAgTqNmNG/0clzy1AANhEAFqAGR2TjjudDw3AIIhLAWDdx55z1z5/V95GP7H3jQvgQ4jmdbEAkDwa/EK/x904aIc25ZlsMtB2hzPcc0PLBRyGd56mpPi8qcRjuFNeGSSa/JOg4ZxaQp9EkShRSFFNVIlxTVYjrs4Ce78cCJn1gsYyJSQ/210ZoTmpSgJCbRVPBgSmDLREFxsBQHtOnGezrW+Guu+46kqqCBRBeJSIUk0hwnYyTPT5WqJsN4EzdGe9VkJQ7TrqkmUzYaUUhaR7Vabaxfc801juNst912ixYtavDNGM/NaKESIlKhnlVV88sR/ewXxW22euCcs0Upoof/Qhz3b7f5i/9+nUoyTZYZtW5IzyKqJ+vW08dTpVg0cwqiqjFwwkDEsdCa4pg00bPPvmixsQztf3v2YU3lMJJJTCSpUtJryFZ8F7DOCyEpSaSSJJH1ar+Sqvma/vwQdTv3bzHpvjdeoVplFb1bzZPEuhCanNKioYeRMd31/T8Ak3p7dqhWqRqQppqgEmnSkqQh8KKakEOpfaWH9xmbj5ae2KmaDLOmCsAm06/hKly0aNGGG24I4O67727810yfRrYMWKkTViGRokj0CRqMKPn9I0XgjikTnp72Fs1aRCcfl4wt/Pn4Y/4zWKSQqBRHqyKERETBUoRQU916L5ukc60oSmJJSS2uFkskAzrs4zdabIvjTviCpD5JiyrVSEsiSXFIMlkBKcF7Fuu6EBoXiNCUSCKhqRhQSDRUoX13mD0x89dvXrpIRDRrljD3OInEKgihHKEGI6IyUZGomgjflEPttvNJ43oPvuQbj4qEJCW1ZLamgEjIRJAmEklazjccR1EN2a4nUhs2t2bCi/qsaQkpbWrmYZTeOeecA+DDH/6w6btKTZ4bU+M7uhNWVB2qEEWSajFFfkJfOjn2cN8Jn312sEYvvUDr9T44acxv//YXGvLrJBij/QmipQihbE4rj4hSQi1ByWC0KCYqVejPD9DmE2/adacvL+wrxzTf17M0ka5/V+tA68q6mMu67s8JGSkpGKBVAgatAIFf/wSvv7KgozN36pfHKQtTJtsA/FrgeKM7X0bgBK7ByUwHdD02zYWOlRKMw7JwzTU3d3dudvddT/3nFRAczaTAYkKROyEgAKeeSyDBYiBm0FbKBSSBEAgAHwjBwnpUHSAOskf0YKvHi01wwvd927anTZt21113ZTKZyy67zOSUot7fKoqiVerWpF2HgTwlcjLxLIYTv+Cuv2H8wH2vvfAUpm6Co4/fZahfXXvlXBmuUsfHepOsOmh4rkVIKUXqrCKaQSIgh2uAaVx1yYthddyxx32ud0y7Bc9iWQCkUalqIjCmGVuFPgdrH+u8EGqlLdsGdJzUAFnIoX8uvv//HrXs8HNf2CHfjkj45h7bDgA12jAdazwk6c01c3VHSXieGyRBLcSuexT22usjg/386sv/IiJk7Y2EzAnSgA3mgNWdMNRIKLUN1zqAegvEhsPEbNDcj63ewosP+wZMc0IAF1xwwdDQ0Gc+85ldd93VOEUBtLe3h2G4Kg0qmISO3FwGGkGFZS0IgS0/iNO+cqAIsxd9fbpQ+Oq5YzfcZMxDjz30+GONINpo0TiZ5p8GgLSRQ9OHPqou7xQJ7v0xXn55TnfPuM+fum1/sQLkpLBJS26jvZ0zBqJ1lu1mbavid4zUIgkSPSipLCRddb5owz1HHfRyVKEwIUkiCCgKiEgotcz6wGXuvGEpmUpfE37QRJTUwoGEgkUDfiRo5gzacqN7e/L/7+f3UByQkJQo0prigCiipFifAqr6PhtzP016qSGK4eCn8WEMEvURDWqKqW5nPvTQQwA22mijadOmmeNtGKJz586lkcWHK4eEkj7SEcUUl4kSiiVFREMV2mvHfxWsX3/vNirV6N57afL6N0+desWixSRHOwVLzVFR9zzV+ezeHjjVJEjUaGBmJZ7xJm0w/uENev50/48oEhQTRYKqYeSHfUSB+aLSQSKLLXN0bYAQ+AmgHAapkoXz8dN7fuZyedrpH+AeHAccImtUAhERjS7DY0SbUW2a79SNQ4dzm0N39eTA0d6LM876FGnr1hv/OrQIWqbkarVAgcFxm0b64RQfaT4w1KBUP53hV6CuFkzgQgIqDH0AuVyuVCrdcMMN2Wz2kEMO2XTTTU24oq2tLY5jrfWkSZPCMPS80Vc5OFZcrQJwPSQSnEOhmivgjLO3t53+q664XAp85OPYdEs+MDT3xz9+aVU04Yg8eAAmkag5BqABASYAJZDtbHNvuxXFAdpwi9zBR6BUAQdII5/xshlbkg9Aa3DmWTy7Thp3a3kQeIfQqZu8WHmTaECTOvEzV+++ze1f/MzzMjY6rKipmDo2UrfKqB2Gqa+ywcWSEAlKQtIkSuH8mIJAky9p/nzad4+H1+/45TcvoDikRJEkoSlKYhImypDE5kiEb44iikVJE8UypZ4SOpQUaVKxSEzOp4yJFCWRIBIyLkmZOh5837/++utt2546daoQYvU1hBFENVJJmrGgSZMQRLGmWo0+c9wDXR2fvfSKf1YTevIfpc22+oLt7DF9xqBRy0sQvS3veg5rvKQ5DBPHIRHVajWiRKhSmMwXFJSJnv03rdf7eJv123//h0JJxRoJauQwDRIN1rM11tEIxbruHdVEkkREREVJQ08++Q8Hm3c6n3xrhunFWdS0SNNguuWq3CU1TEimVXNswa9qTSKifkFln3RI5Cf0i/uok9+9xaQHZ71BiwZIkFhUfFOnYYaQdKyE1HVbVJGvKWgqck8E+Tqtx1cmyNGIkIhoOBd8aGgoCIJtt90WwE9+8pPV2qZXpdRPqatfaIokKUFUi+jpv/s77Xw6sPVTz88NiU78/LXA5H33/wQRmeZQVE+gW8EVVc3GdlCnEYnK5SJpqlZCkxAXq7cEiYqkw475m4efnnjsYDmkiCjRJIe/XiQqG5Ner3RTzvca1nEhJCJNWlEYlYjExlN3BCZecsFdWpKmQFMf0SBROXWFr0runxoO1uk6MYyhPRIm0lAWVKzpalmoUFMY0HGHLM7jh1/98ktxTJEkSVE57B8szzVBC02k6rJcFaWIQkEUxBRKinRSk8WYSpoCqWPSVC6qVOYT8geJJKmE4jAhonPPPZcx9oEPfICITGLk6rqY9dlvg5st0VSTJKQioejkU86F1bXLXh/3Fc1eVC30TARswwU+vA+tlzcuLBkONSGfcpxUzH9lYpLUIkWLBNGvfkvZ7HUTxn5/aIhCoqGoKFO7xnwxpcRuCeHaRL0Jtrrhhu84fMwO2364NCRqQcOTUa3Hf2upCI1SCOt8M2movTluqHQsdDWhiqAooKSUyEjQy/+gzdb/SW/76Y8/ngQJxfXuPVJTtUrVCgU1qlYpSigSFMQUxxQnFEsSaeJqIinRJEiTTChlNKvnLyZBlTTNmDEjm80CeOaZZ4zmWbH+WXkMKxmjDSNNg5qqWlMsaH7fgimbToGTufl7dwhSN333O9l8rru7m4jiODay1whjLnP/I7ImjCxVlY5JU2kg1fxSEFG5FtIeu9276ca/vOGG0uy5FBJJCrQkLYioSDTQkMB3wCC59sGI1r24SjPCQGSzzuK+/p123GXhgoG7777n0E9+LF/gQA0AUAAIqAIudAG0FN/4cmBYVwAANm+UzMPUxSupJONWorRruwREInCdAiW4/tsv/b/v3njGGaeceeaexk2QBMjY+PWv5Nw5cUchXy6DgPY2FEuoVsqWV861RQoLi6XXY7nQdSV4TFLZ3NJKaYodS37y8IN22eUDQIao8zOf+cJPfvKTE0444e677wYwODjY09Ozuq4njSjS1UDMEABO4OezOYuYuP2OW7942lcnb7je9Glv1MrVffc+YObMmRdffPG5555brVbb2tpqtVqhUFj+b9QvI+o9aiwgWy0h74E0LBuJgpuDSPC7B3Dllb98+vkjmAto+JXB7o4eKAG7CnBQJwjEG01ZtLXcsur3KNb2KPCOoYk0nX32Wa5rf2CbHZSgsKbquRdRfVJXI4pWU9qaqd8pJqKfKCCiKCIpjb8miEktKlIo6eln6Pe/V1FItQrFMf3n3/TiP+mgfe9rdy6fOv6nPbkf2fhhu/X7DH7Z4945ru3aqRMvmTTxJDezHdDD7CwcBgYva2c8y/PQ3cm++90L4/g1onm/+c1PLcvq6elZsGCBCUiUy+XVeC2bVYo2YQJj0msa7I+0lkTB1I3GdPY6p33xc0Tq5z//eVdXVzabnTdvntlJFEXLNY+bqB+J6vSnCSmSAZFPP/v+7Cu/8TCFaQ3W18+aXRygSFGoRL2UQVSLC4jKpCMT7NFEgpKYkpXvRvaewjquCQlBgGK5f4edpixeHL703L+3/cDWAEiDGY3HDeOIAzI1EKPLg6e0IDZVn9xEj1EBlAKz0AEqaI04BlnwPEmAgu1X8dRjOO/s6y+68OyDPoZ8B844656jjzr+xRf/O2/BYDbXbnme1hmb9Xp2wSHFWDWTK2trYbk2Tal+206kil2eBXkuy1WrNYvhk588eOsPbl6rFA859LC/PPnEt7/97bPPPhtAuVzu6OgIw9AYqO/4cqJOWiYYLK45GBirAVrG7baNKJJeFv/+z/M777qbSti///P65ptvesghhzz00EOnn366cdhKKU2Rx9J+wVSHMJANNDrGCcALqjznQMU4/cu/f+75Z667/pI99nGJMHbMqYv6b58+Z/GWW45REdeJzrQHgIRqT1MaOIhLBaEBgDtw2DoXpRidzL4tqFp/p8zSmHfrtGA07XGgacQXh3fQGHvViN2u/PFoRcd8+gRYOPmUQ5XQYZVIkoqbeaaTVXZhD2tCnU4DiWpEi4jmKVpIVBNJPcVRkCYVURQR+Zr+9Cfabaef7fiBO0v9VC3SF099/Mc/LRUrVAtpQT8N+VQKadEA9Q9QrUTlQfJ9CmMKZFrAllAiSZUrNVIkwrrztEJ3f/8eBr7JJpsUi8XGQTavv0M0af5EUtpZLa0aMYkHJkKjkxNP+DQDjjri6GrVnzNnTm9vL4AXXnhBa22Ka0fstL5oSSKhOCIRUByQCCiOSEQURyR8GlpEokRfPOmFC8+atu8eN4mQahXaYqMrKkUSmmIl06YC0TyiBSRFozBSkxIURRTFxrG8rmGUmpDqvS45wEFMqzT4rRu6wqAeXeYBeDkoTc51WobsknRE8QO/f2jM2PE52+1krqNAkgS0cLi2ebFSpKWNoYbtxxATUL2AWmv86pe/+dE9P8zlrVdeeWX9SRu6juv7cT7vAc1pirypNecoB6mmdQaYiHldO1qA3TzDUdACXAGP/wG/vO+pTbcYu2hB9ZrLdjjj9OKHP961cFGyYEHiOYU41qVSknUzUoIxhInf1Uvl2oyJ6+P16U84boloMJcTFlekRBLF5WIll8slYfLnPz9aqoQP/e53H//4x4MgyOVytVotn88vQ+2sAjRBaTCOemIdA5gPqCS2XDff4E2dMX36Ljtt50fh9BmzpkyZcumll1922SXt7e3rrTc+CAIAmUyOtDU4WNKKZzPtxWK5rdC5046fefWVTaXcmGmLGBhp4oIxQSxxXZ1rcz/y4V2L1b599xv75788t+NOmxx+WOee29/82uunC45sDraCUrCcOWAxMBaUBxxiqXrV0AzaBh9Fd873BlaJba2e31Hv1JqydXEQS+kBGW/KTOnOdVoE1EJksuSH2+623fQ33wADiHfAyShGoAg6sWzpQEbxaGlLOjo6zjzzzI023Ny8zeXdJnkbZmFbNbzte/aSF23EFry/ONjZ1WPbgK1OPHnT3Xa74LjDdnCcrr7F+NvTf3/8Ty9IlS1kC+VqZOkCMW65lOhSTy+vBHPGr4fpM55gfDHpPsuuqUQB6O7ixUENQlvO5rbX09O12267lcvl9vZ2ALlcLo7jVUkTXTY4OGuQR7K0XbHr2Voq0pbFAY4NNtjwF7+8f+z48ZMnT4kjZWqpkiR5/fXpYHAdO0mkxT2lOeDIxI6FRiVeuKC/EoyTYijNPUrb+SkwUQnnZVzn5Km7LnzB7xyLa6/faaedL9t330v6i0NRgmwHfB8iEL1jHCBTT7hlYBJoFBbzdTJdZlWE0LTKTJtIGv4jnl5O0iAOpkGcARYDZwiSwHMzouQ72TZo/a1vXjVnzhxwrL/F5h63C7AdYlJRzCl2LFiY1NFj66UIYYO8lercdbZtc85fe+21Aw888JhjjjGbmRaZhppy1a/KO8CYrh4/BCc43OnqxI9+eNXll73YO2bC+PXGH3bkzjtstzGY29PdkUjlWZlsDrUIUkdtHTwIFowd57z11q6MVwgVUNDZkRORiEPRUeidMnnjubPn3/rd7/7n1X9ddtllN910E4D+/v4xY8ZkMplGPvc7Bk+thlQCjevSsF87QknPseosT3L/D3/EFGx4nnXmmWfmcrkbb7xxp512mDxlUn/foGU5bW0dSnKLe/lcWxRqpVjvODYQQLEmJoF6gYjngnMohX+9/KoUUx0LXz7tUzfe+If1N3StLIIIto2uMQ4AEduO1w3hgAG2ZAgYwGERsmwdlcJRG7Aj5nVN80BFJFXaI8m8SiKtEimIFMVEg9Vw5rzNJ0wCxx+efrxEulKvLo+JamlrZlpOjMlEgQ3lVuPDRmOGxltahTq61QRJVEkolPTYI3TQgXf7IQ0M0AlHv7T5Bt/7wV1zBssUxhSEKdFgGFEYkR9TLSZf0GCVIk2lyFwTJSnRlCglVCNvJqC/PvZvwMnn89OmTUuSxETkVufJ1qPe9Ui6CbEWTfEkEZGiJKQ4UDIRREkS16TUV135LcDecsst0/4zJIQMgyBtv6FkmuQQ1UgIiqka0UBEZTN/ThdFkaS+QYoSOv6E7zz4u/lRQlFC++5/KfjhlZgG/AbhkiqbvLU4TawjqmoalFSOV63S/z2A0Q0cBBDTimmVBtA4AwdxaBOpMYNo/VUDmjsWB2logULuwqsuf2PhvH0P+sieu++roCW0xDDhyvJtUCICYKhBjFY0nxjS5TAMa7UaANOiYJXq6FYDOOA5YAyVqt/VzS0bhXacc9623F0wdoLMt4M50BaYA+aAeYgUbAeOk7IPWgxZT1tp8whIpZJEGzOjr0/Bxl4f2vpzn/18kiQXXHCB4zjGFWnbq5PB2ZRugUnANK2wgSyQY5QzOtBy4GS45YAQOy6fPXvmBRdeMGnipBtvvDGTyRg6RtuybYcDGgxKpZnZXgYWg4Oci4KLnAvHUN64BBdwGXo74HJ8aPfJvZ01l8PluOmGi770xa8FNWSyIEiFQEO3t+XTeK8xypBhsDm4tepzjrWNUYmsJopJxaQEKdkI+DQlcy25SCISpWIfqeSN/7xiA7ZrLQzK8+JKiahSZ7MyzYDKRBWihPSyMOJI6lrx7QcphFidGSSjgSZKNAUxiZjmzKJ580lIqgzSf1+mN2eXBVE1pEqoYopropryC8s6VbFONAlJUSQqQvuJCjQJbXKx6nX2pQHR31dyHMdxnEcffbRhEawgSWW05zDMo9OU7qeIFImkYQcltWCx1NXPf/7zgH34YUcTkZQyEQGRUNroLaG1jmORUqEpMskujdaP6asgLag8UCVFtWLgV2JSFFQTSkjH9Jtf0rGfeXb6XAqJYipXksHUQ6uakm8oIUr+VxK4JVFEKiIhjCGq68HwZkLLkXQpmhLTbGznPXaEjfOvunhBXC2n4XPTi3mYuGEVLmKtViuXy0mSNMgdaPU+lKOD0FQNRC2uM32WKloa4k8iSVE9FB7VkiFJShMJ0exSV0QqimuJCKSKiIR5polUpVIyW2itzzvvvHw+v8kmm5gw/cKFC1fj8dfzyAaIimaWkfbzlaQ1lcrVWlCVWghKNAXPv/gMwLs6xwwNVuoUoKJSHRpuS0xCaxnHsZSaNCVhU3fuBrWkqI/jJt7TCC9J8ov0fx/5C/CN791e8hWVdV9JzdGaqiVK807VyAdv3ZTC0QqhikgYIUzngQ2yMLXU/BIl4wpR8JN774SN3qnjXl88q1KXwDRFMa7fEkMWo1asBpdAU4t2WjJI9W4j0TSgqShlEsWKKEmE0gnFIQkZKvKDIEqE0hRqCohUteo3ynyV0I1gGmmSIiYSUoVKB0SBpipRLUqKUkVEZHr03nLLLeZ8V2spU7XeMrVqUlF0TDqhStkcXSIpkUQVXwax/uAOu/b0Tjj7q+eZoaTeoFsQJUpHcVJrykElojp/VfMdb5SQBCFpSvyYFOmYglJCknREf/odbbTBLzzruv/+11DxLpRE9dMd2et7mLJtHcNozVEVk4jT5CDVPA4JomIijYCVSFaUUUaCwirFlZ232RgcP/j5D2uUDMZ+SCq1ehpCGDVPtdddJHWq32A4by59OETatlrX15vMvOGxfMnUBaOaakRlTUVNVSIRx/ETTzwBIJ/Pl8tlE6w3DIgNUuAgCFaptELUueQGiRKSRDHpmLQgSSLQCyUNBsoXmsoVuv32x4D1Nt10+9mz5jW+X62WiYRUUV3TJU1yqIZzJhpVmhQ1LXVmx/p1kAnVAjrttPkFPHrSkX4tpphqfaWSHjZEg+HU/CZeynULo/boplF6jGh5SRwS4I5lXCwMcLkthY8ogsTPLr5q5r/f2Hv7D3z6k0eQFu1uzgNnejiQnsa91xy56rsHlvIUpXBAvOmkGLCilmkNDFPaWHViGxuwhBSu6+6www6f/exnfd//7Gc/29nZmSSJyZnmnBuamWw2axqJjvL4eZ1qKZu2mkP97mCQsypBMLimFP67t/4WGHPe1y6eMmVi4/uZTAbgUsr6KTVOTKcL08QkmCQoQBN00yuBaWLpEwUGssA8HH/iehPGTHzoN/989glA57vaO6p+c38IAR6C1890HczCXJWwSnruTUwNCpDDH0gbyoZgkQ8CZi6svDRtE+7dcskVGe5kNbc16VBAp03fyIayodLHTK/jcmhDZ6HzoCzISZ3GaFyyxtVWQAImwTW4AI/BRUrx0FzkkcbQbJCRigKQdexsHMeFQuGss87yPO+Xv/zl888/b/jXAJg+J0QEgIhM+5TRgIM8UBaUTYN4pjEfq5XFdAvVSlQjsrXE9d96I6x2H/upM4/51CfAIKWWUgMwrlrPzTbl2zYvNoFr2ARbwyF4Gh7BqX+Slq0Qg2YpLZZm2HY7HP/ZzUG1C856CD50hHy2MWSbsakCVlp3n5xRC+FSzpQ1ktQ0g3JBGWhVGsq6GcTy+dvudEv+uZ8/bZu994cfWtwGMctOR1nFkABxGhLWcp0cyJrQTGX/dva9YbtDNvX8kenC1NuoVpr2o4f3Ztt2kiRbbbXVqaeeCuC8884zzRVMI1vHcYwClFI2hHMUx98cQ68fjEa13cnEEIXMZE546Xnc++NH44h/6YsnZjKIY8E5t21uurbVtW9D8DDyFagnWmloIN28/gkBSkMAQkMC0mG6FuBrF+CDO7X999WFt98MrqEUNANBADbgpXnhfF01pkYthEsKSf2cOQBIF5SF5lK65Roigaf//p+/PcvC+NBjPw0Qsp4W8XCOKUvT9uvdu95HME8DNdaXaB9Lwzl/I6AJGqbvRWr0N+2SwAi+H5r+Xkqpq6++esqUKY8//vj9999vWZahdSIiy7LMZGPVD37Eq1GnHsdYaAcxfnDb3KFBtc9+e26xNcCglDC9dIkY55bWoPTQ3y6BAihx9HMMcpQ4KhwBR8SRcEgTbm5ajGXKC21geZxy+jYTx3Zdf+3PB/shBACpERJAcIA2wAEToyoWfe9g1EKoU7rWEaMOBxh0FtyDYnGIRKK9G6F84mc/ZyI+8CMHYNONICNYIM8OAj/9+ojj0BywoNfBa/g2mJRLJurPsWlRQ0BjDDNEYzZgERwFj+AoWAQOcBqxn5ELYEqWLMsKwzCfz1988cUALrnkkoGBAQBSSqMPGWOu645aDhs/xFOdXO+Bk61J18L65QE8/ic88qeXO9rHfP2ifbPt0ByNbAHOOWOwbS5EvSJqSfI4NvKEOIPF4DC4DA6Dw9KGPSblERw2CbgclWr/oUd3b7drl+ILbrrlyTqJnKVhuOoKQHu9n8y6N5iPTgh1veQsnRbXJYYBBO0CFjQSAaGQSP2r38584eVxk8ZPOuITcICCWwwrMbhTyKU/S6nPwQU8wDX9M9dte7ThxqgA1TqpXwjEgGwadxzAAzmgxgTJTJa4HlaRMqX9YzFYDJbyc3OuTVaK4zhRFJ188skHHnjgjBkzbr311jAM096XQJIkAJRSSznC5UGC+WAVoJYOIib5CZ0Fe3MZ2+0ebvzWa4uH4pNOOmrMJHO/tW1zw23B67fVse1myvD0NWU6LABdQBeoG9QOnYf2oBwoG7q+kHFHMUZgCipBd3tXnMgzzt19o6367v/tt57710yCTcgTtGbQEqQ4AZRm+axj4FT3TY1oUlWXhLdPbRoWFhQ3RmRk+A9g2yBIDctCFCKo/vVXv8yS2vuwQ7HhZGgBrfP5zpgSAul6YRGry6GNerLbOg3WsN/qsyvW7AJuDFtp619DOmpYM5pNAD48nJtbIxsrUsrOzk4AnudlMpkoii6++OL29vbrrrtuzpw5DaPU1BMxZr3tFur6LFQTdPMNN2/rxyaBGHXjhABNCMv45c8w/bW+jdbvPuU05AoIkj6LKc6567pGH4ZhTEbfLQtkg2xoPjz5NOfafJxp8iMH4Nhwbfg1P5fBzrvntvqg9+bMZ7/xjbPqzOjNTtF1tYoCghJpgjlapFkeDU4+TZIoVCKpBwYliSpFNQpIC4qIKkQxzaB4tiFSjgOqDFK5j6a/kNx2/SNbbPHYzrvTQJGihGRCWpi+sMPlvG8v8F13U49GoMHRZpDU86yaTzB921wmPfICNGKII1IBm+PyJm1tcHDw85//PIAjjzyyOW8hCAITbR/OptBSU6jIV+RrSqpRJSEhU+44ZTrApQ1pqNpffk3SYEz9MS0qxuVIUFSmbSe95OLeB+6lOKFqHEuq6lVjvNb118bSXNWt37YNkVCJJlrcVxw3fn3byf74J/dpolhE1VqgNSURxXE4fJ0bv6O16Qq6rFxIc8W01g22csOevContapATJFIKf1EWgBRZ2uvv6uT9MmYKBGUJBSLMNCVwKQW9hHNMxlE1RIFZeqbR29O/9V22/6go40eeZhq1RUfRQujQZIk5omJ49hE5KdNm1YoFDKZzBNPPOH7frVaTTP4lhBCSjTFihJBOqVQFRQkFAryBQWSgpj8CkVVSgRJCuYPzg6pHNGiiEQU03mnz9mo86+f3HuOCKjsa0lJqMprmna+uR84EVWr1bvuugvApEmTfN83n5fLZXNBzIk3+mM351otJyG5Wq2aXwmCYNWaOr5DLE0TmsQGTUmd00HJJE1Wkwn5VdIiIlUjGorCUi1UgkiTJKUp8vvn0OBA/ydOeXrCts+fcBwV51KyFs7q/Y04jo2Maa0brUKvueYa27a32mqrRgKtEKJcLjelp6TpY1qTlLR4McUxDfVT30Iq9tHcWTS4mAYWkKjQzFfJr9KixRRLijQtrAyFRAsW00brX9bj3vrYb6lUpFqSGNbwNX2yja7gZsVIy+677w7gvPPOa8hYg3Dx7V9vdKtfKt4udUKI0ffweEdgkgTSCQofnpJx430hgnIASgQzBrdUsG0wNSiiQq7NA0/nF0rAJpAA06iqWZ89/403Xz/wgf+H3jw6JoCNviNCC8tAg9OJiBpxeSllGIa77bbbq6++et1115199tmlUqmrq2vy5Enz5s4HUtcZAUgd+u3AmA9+YL/5b4Va5XOZnsFi0NnRI6WMquVMplYYU7r8igsO3H9ye089/yfGf1/CQ7+Z9Y2Lp/IMwjhw3RxJlfHepeJpQ2ll1h999NGPf/zj7e3tTzzxxNSpU82MNEkSrbUJjVLdLdxYWU7BlwmrMsZWO0fBSoJzcN6Iq6bu6UbHK6aFBCGlr1JycPp0WSlByI6EvFDjpTfRV4MWIAlfYeYA/jkdkZh6y4V7/+habDARnb1ga6fC/f2KRvy9UqlIKY071HGc9vb2a6+9Np/P33rrrfPmzevq6jLKwbLgWLAsWDYsG9ziJkxgWbbrul4mky3kcx1t2bacV8hmMp293dv09uygZG9H2+Trr47POG261pj9lnrjdVx80f3fuGxqCAyWyrlsLvaTjPtu3FwjSI3mNrVa7YADDjjkkENKpdJll12Wy+WMgLmuawKkAKw67DrUMgCAc24KozOZjJTyrbfeehdOagSGZ6B1N0m9jFsKUokMSSeURBQENDj01+/f+dxvH6QkojiiwfJTX7mYfv80laq15/7xvU+fcNeRn3n661fcdMjRs//wR4pqJAIdjLIVWQsrjUZ+trGdgiAQQhxwwAEATjnlFCKSUoahr0VNy5KUJaEqQsSRoCgmP6RFiyj0ya9QrUyVIg0NUHmIyv3kL6K+WeSXaeE82meH1z+4+SN/eDSpSXr2afrogT+LJJVDX1KtWFk87E1Zw5BSmnNsZlGYOXPm2LFjATz88MO1Wq3RC6DhiTEzQ1Ncupz60gZr69qqQSUiu9mZTE2RQKGkZTmuZUMRRALiULo0f+H4rh4ICUsgLL315mt7uB/H4MB9P7xjr+M/ttV++yOxdn/x9e9f8u1TNtsTecbacpB81dikWlgqiCiKIpOfDcC49TzPy2azvu/ffffdu+2225133rn33nsfe+yx/QNDbVkHTGkwgg0iRTYUVxrVEqpDiCOQBtWDFUSQEdo7UUvQOw6VYODzpx1w7Td//MFtjp+4HvoH3opj5HK5avyG7dkAZAJ7zU81iKhBJ2fOOoqiqVOnfu5zn7vuuutOPPHEo446aqeddioWi0qptrY2I4dGLBtlJSZw+naMGTPm1Vdf3WCDDcrl8m9/+9t99933wgsvdF333SRnqMtHnRu3EbYZNiOZRhAhm4XrZTUy1RCRQFaj0FbQCkyhWByYMW2rD10AV4Ikttps1822xu+fwFEfXefjfu89NMLxxjWay+XMTClJknw+n8vl9thjj4ceeuj4448/7rjjPM+RsQDSWB+IAwWgE+jefJMD+hYRqEerNqVzrttOZHFL+n5fRwcq4aJbbr6ia6y10y74x4tb3vfT8m47d7S3d2YcRLHq8LIMgCYp2bsjhK7rKqUcxwFQKpU6OzujKLriiituueWWcrl80003mTy+jo6Ocrm8rOu2rJ1ns9kwDAG0tbW98MIL06ZN++1vf7vmTuftWKaScrkNaCGFQ4RCAUIA3OPs4Z/em/v5L1mWZwkDr72GKMJQtFnPGJRryLrwbFQr4zacsrjSPy5H8CSslh5czTC1EQ06OUMt57qu1tpw8Pi+73meaWHfls0hFUIOshUy0AWlMx3dVntnu1ZtWuc0eaQVoMCEUuRl1QZep5NJwBfm8rj6qh322+/bW2x8js07oOHYFpABEqUjL5t9F3I1jew1ztfkKhgPyu9///ubb7551qxZ22+/fW9v71tvvZXL5QwZn5kQmpXGyPV2aK0NVQ/nfPr06b/+9a//+te//vnPf95zzz1NdViDUHy10/k0UN8pA6OUNpSnGdWSg9u2jViCA9wCUUzq0KMO7/3IR+ASpP7ryadBxLDtZKiETBsWDaG7G9n8q29O23mPvZChMkSB2S3PzGpEkiTGRWHbdiNDzfgkKpXKvHnzfvrTn/b29j799NObbropUDdsjJnD0rwYqr8SQZlEqUYmFIFbCCLks7j/vpoCHA9nnnXiLd95bP6cIQCMoJEhUratAdHUcPddRRzHnufttddeO++8MxEZmQyCwKyYK7OSnMhmV0QUBMGBBx542mmn3XDDDQcddBAAM58sFAqGatkQaq72c2lKF66Xf5kKMmhjSjJFCoyDc0gxqBJ/bAE9FqlBdPCKwzBmDMZNIMHwyiwELkouBsTr01/L7foBWJLbLq2DCbXvZRCReQ4ak5xMJmO0RGdn54knntjW1nbkkUdusskmSZLEkRpOSTRSZ0JRFrgN5oC7sDOwM3CycLJwMgAHt9DWjliiWp0rFLiLEz/bS5pNXG9DcCRCc+Rt1qu0IPhrK1fT8zzjdzHpe8bPmcvlGjTtRgKp7qpZzq7M1VNKua77f//3f5MnT37kkUdMSoAp3QSQyWS01mtCAgFwDOeOpnmMpsbd4VY9bsHBODgDqGf99edUynAtNmE8XLvquRgYwLjuoy/+xncuufyVH//izbt++p0TTj7ylJMxtnPxUN+6n479noNRg8YBaJ4eqofCfvjDH86YMSOfz59xxhmmisLzrEbBAksXbUFzQCmQglYgrTUlGqFGWcPPenAscMh8FocdsfemmwCWYha+dv5+x3z6IM5AdVGOokgpsbxjXcOwbbshFZzz5sBDc0LMcmxRAGEYGiPTWBaTJk268cYbAVx44YULFy5sa2sDEEUR59zkza8JLC9Yn4jEdWwOxYhBahCrzJzZPqYb2SyUAiz86xV8YGtkCSJGqKqvvwnbbttoQxDQ3aY8XiHRznLrXG+A9zKWIBc3EWrLshzH2XrrrWfMmHHttdeedNJJnPNCoRAEUdZEn1M+Em3ISajxQQP1AsBYVKSUltXlOmxgAD290AyJgEuoFNHZC6nguVAyYUxYFq/Xtr/bqFQqnue5rtssYKvAvG4m0mEYZjIZs6swDPfdd99//OMfF1100eWXXz4wMNDb22uEeQ1NC5mghAGWKbDV9ZA9AA4/TjKey6A4mIpCy/agNZIEUkMzWC7A4bBBWSq0d3oKSAQcGwyQKC+Y1zF1goLFYa17rarewzAPjVk3eZImgeaKK6644oorent7FyxYAMDE8ZueyJGUPgSt6gUeBFavsQYHeAWwoPKmWq0WJ7ksi2Ti2XljKCUxbFs5DgGmBd3adLyZq6G1FkIYN8yytqRllFY2ZNj0FDA7/M9//rPLLrtorR999NE99tiDiIQQruuurhZ0S4Dr1BxtKl6q3xuHWwREUhAgGIGTdhAVclFnu+ooIOfBcaBtr723Crti2dVsdrYIIstBnHRMWB/SsmL5fijSfS/BsI+bKVCSJOaZeO2116677jrXdX/4wx/OmjXLePyKxSIAqUhqJbWQJBVFigKtIq1jboHZYDaY0WSOgB2CV7T0QbYOgQQMgA6AMGNHhH7GakrHrgfLVgBAdq269ODbuwCT4Wkme8YnbIhnm7ehptxRtgw0vtXd3Q1Aa10sFrfeeuvjjjsuiqJvfetbAKIoMs7nNZTUtjRNiNQ4EVpzm4dJlHVd47CRQBHChSfDqMfLICANhAXWr0TGclwzSdfJGO3CD2ADGRec10faFpYK/baVZvDhlXoRZiwS0szz0unQUD+uuOLK791+3b777fnHP/7eKKs0uY2lHCKGhYWl+rC564sFaDBVb9ZpXAPtOrC5EU4uYlUmK/HAADeIeC7TwaArlVp7W2dKR7820LAI4jg2E+BV2w9BB2GQyRa0kiKWuVyGAFKiOtC/29YfqAwM3nvXPXsd/ynY0Jqxug3C0u9yDVh1tiSk/ZHS6k9rpVuzM02qsdMRsfWR9Hz1X03JYKzUgwqwtHNCYwMLsNPqTEOdxlfqQP5HoZvodfSwEQKMoCojBpbO2CUJxh0N1GpRvuBWq/y1F/GFL3xp+pzfPf/8I1ttvikkLEJQRa4TWoXcaYTyGr/SdJdNF63088bdNr4bI8MaUATN0i86xpm3rpbPjgRBaygFEBxmmq0RFNMWBMLwle/f86/v/XTyxhvu/4PrMLY9TMhyc4C2wC0NMJYwTuCeBoCYg4AMAQxVQANOyjXBV/j4c2aaujQncI/krWgmsGJ1NorU9OYAS/mu3DpLhY3G82M8q6v/2r2/0BA2u+kqmiuasjwYuxBMgkmLw49qBOQLmYFBKmTx7W/9dsE8fuFFV2y6xaYEaAUQslmAgSiuyxiafqWJg5A1f+7Ul3pKf/pfh6VMpN7bedPWfRheSg0zDqWnrBFWP3DkoZt0derZby3++QPwRdaxNJJ0e2pUpYyk7NKATq/OyjPpvp+u5roIDtggB+RA1xflQNXXDRlE2n9IEYRGksk4AJRET5v18AP4659nT+jd8qQTPsMhpUz91swDuG95WBc5V941MDTYVeqXOBUJG10daMvsedm5MxbOf+37v8HrQyj5LrTTcCxT3R4kQKdjmKGwzAEFwNOwVJN5sWy0hHAtgwBiTa9LXzjBIlgaXAEcViIQ1YAIV138B9dpP/2M03p7QVCOA8dLs2Ggk3WReuzdRarTeH1iUB+xHM0YsjZ22nqvQz+u3pivr78DivMgqJvlxjypm5ojyyCYgtWYZ7SE8D0Pw34rNdOa6ZRw04IJqGsOzdLZmAbXsAGPI5sQd2zkPXz3erz6WrTt9lNOPAWcAdoDQm6HxMAsaIm1EsFbl0B1HuY6+1WDBTcQDJaLLN/mjC9M7Ox9/U9P4rGnoHhKwmqlsXSF1EGS7obX+Wb1yMD7ctESwrUOBSgOAQiOGBAcEqljpD4Do+FXBW4zrhP0L8R3b37ORf6Mr+3HHFiAzcARSgxxLgFwu10nTmP+3sJSoFPGwIYabDB6ZpyC0hyeh4njNj/usBDxc7f/AFUBmXLjyQY/Xb0Xi0CDRg9mm5V0j7aEcC2jfqc4B2fgpu6dN91BPvJuKg0iVIq49aaBgVL///3fjgd8HLW4ZOh2I1VNVJVxAQLIYizbqiZbAQigVA02PmAEFmiLMlEQwQW+clR5o067XMMP7kMCABIkARNjV0wbducYiABl1YMHJsbTEsL3PDhMD2lyGJlXG9pmmqNOhVxnJdVgmgM2R+gjruHOO+61efHiq3pigfaCMLFYx8plrTZAR5GQyXL5P1tIkcaxeVMsgBMshyNUGa8duQw6aa+zTpw/f+6Lf3oEQkNqG7BBHigDZUFbkBY0g1bQKr1zWg7zrq/wCFpYrTDloSZRw6RiGGqGpW9tEiSMBapGzkuS1N8d+wmgZVwDQoYwElEmiy+e+gchxOe+suv6mwE8ZOCeIziDjR6OsYCbyTm2t042ZnhXkfYiSPWWUV22Gfg04DogB9yK2lznkL32OOxjL7zwwvM33oJEo+rbQlhCI9EoVS0pc1CkfRuaRASpISWDJqxUb7rWxH01I5vNJkliyJdMufeKc52Md7whMNQ0Jmt4WXdwQalnQicU+gaGOsd1//nhWTNnvbHZFhM+e9pG3AETOlbIWrIeZOfvw2DeGgLjcADABrfqrmTLuDSNZtQWwS6DZwrZrg/teoxbyB16GCKNjANFCGMkElkPibK16oTmrgK3UPKRz1mOCkXsOrkV3gm2zEG6hVWF7/umxo+IpJSmacSyRFFLxTgxpsGkiQQyQBPjzK1Vk0Kuy/gK5szClIkgF4kLRXjteQz0Y4/9kMmCAUqQ69AwTx4zaTYlQDEUmpqWtjACCogBC/BkPdvLJGcySBsKcBMwVw6i2gOJvhoGYkT27Cee+PfQ/I232GyLrvHYdntwvPjTH213yEcwfixIg9g/fvSLXT71KXR5cPnKFD23RsvVjCAI8vm8SWusVqum4C2TySyDaAvMtsBtYsYIMs0piDFG4BoZAkhDKxx95AVnnfWEiEEKv/n169fdcNdue8HNIElUadB3bNNLrX4QKWNQvI52KXrXYBpLKzS8ojrNtWT1WAUDYHvGVs1lkLF/fPZXNxg/4eMHHpjR6sEf3o0nn0Is33zmH6gEUBphAjh/+81DiAWCKKUtWBFa5uhqRiOTWAjR3t4OoFqtmorvt29MQCRg2QDjhKyilNVXCsYBL48ghs0QBZgzz5qwHn/ueWy3GzbaYPNM7m9eDtUqOtstlneEkK5phITmeeBK5g//76Lhea6nOiswY4/a5nNtg4ACZSBjqHj200/tsvee2HJjPiY3ddvNpua6nvnJL3bfZKMJbe0YKmHSBIgELLaqPiwPFkMcIbtiTdgSwtWPWq1WKBSMDnzuuef6+/sLhcJSO1crao/1+q43jnPEsRRCMVhaWUJoEJcJSCMMsN++2HCLHT522Ie+celDv/jlwZUyBgfLUYS2AgBkMoxIpLeyaW6pkQOyFtYII8P7A6yeoQsAXINpgtTMBmArm3EkDBJwpA1FCOS/Xnplry23w8Re5AGtsfnGr8/47+4ducgvz33xOXvODKe3S/oxwghJAthYudZ0LSFczbBtO5/PA4jj+JJLLrnjjjtMXd8yMBH2PtnsNq7dmUSeStocq4NRTgjKZr1KuLin2/GjuX969LNDweLDP4NHn3bv/wXGj0VHfkPXBoAwErlMQCwGYrA8lAMA3AcIKLxNN7YwAiYVEKgnsTMpoGKTRC85GIeLBHA4ICzwNk+7vCMHnojEd2wH7S7yDlymPR6rJE4CN/FEFPmRDxmD28iu1Gy8JYSrGb7vZ7NZKaXneT/5yU+CIOjo6Nhtt92W2q9Tqgmx+GA+v03eG6tk3tLdmUyXwyA1tERbF/oG5rn59SeMx5szn7btz192+UeOPvj7Xzz1FItnOYNM4HkWhw1QGhhONWEMcF6ns2hheTDjVFpI23yxGChNQQMHSCOT7V1vvYVvzeu1uJNtg9b474s9640Hp0ocb7zXXth8U1gMsDM/+Dna8qj6sAtYiTrHlhC+I8RxbPgtARjuSsONHYbhHXfcMTAw0N3dPW3atIarZgkYxkFN4ARtaA7MKwMnaAYlJlkeGGFCdzEHTB2Hz3z6U3fe+ZOtt+1IEuQKhrUh/7ZOoC4zpU8t0tflgzVn9XHAceoJTHAYgDTrz9QaqmTX44757qc+vc3UDbHT9hjsf+K+X++1197gLrkZwAXLIIrhOQuVgOsAeVAGmq8wcbB1k1YRhoLS8zxDTWm4Ehok7Y7jXHvttXEc33TTTW1tbcsmOMFIVtaGbQQl4VqACxCCAFts3BH54Bxf/krbr3+rBvpqnoNKGZ2dlozBdF3cOMBk3dduPH9OSxsuDyP8WJzVRUJDc84bQqptrrKuQ+qLF3x9xuOPPfqtb02cOmW3ffbp/uShsKywvYCeLpCG68G2Ntlvb7gcCYeUWAmWxFaccBXRCP0Zgr1mRkop5emnn/7DH/5w++23f/rppw1v7MrtdVgIQUgSsi3GOUD4xS8eO+Lw/cMYmmHWTERlTFgP4yeD2eDURJ3G5DCLcyNi2BLC0UNrvRSuRCUQBdAScYxcBpwjEchmwRgYh1JwPYC9MePNjTfZbOV/qyWEq45m4jMDQ8g7d+7c7bbbrlqt/vOf/9xpp50AVKtVw2C5wl0CaMhM4Ce27boOAEgB207jWuUSTjvumVkzZzzzwglOFkJElhW7dq5pDy3tt4YgQca+SOsJCQiUcKwsgfkiyjmF5q0NHciK6S3W2OG+/2E6/gDQWpv2LIZx6JprrqlWq8ccc8woJbABDUAplc25rgswlMqh7SCMTL43YgWlxdzZlZu/vUiGcL2MYytCUmcY0kibLKE1wK5eEHhIKCYqZtliQgOxiOExq13CEbAdO0tALKTJSFWR4qpFb7GGYTwxGMnA+/DDD995552dnZ233XZbFEUAfN8f/b4155zVM0g5JzAQhCZI6GwOXzt/b2J0522PzJ0FIrw5b44GV7AJXIEbd89IKssWVgM0OOdZy8kTeNYtFLx2gFtAHCcukGWWC7Rbtqtha+Rty0arsn5Nojn4bpyiAPr6+r7+9a8zxq655pr29nbXdaWU48ePX7Ro0crtdXj+xhgBOooiIUR7Rw4MubwDph1o28OOu+MjH9vFL3bd+M2BoIYNJm1DyBIcDY9gaUiCINYSwdUMTnCBArNVkPBY2wJ2DE+jy3bdGLaEFYHFQAKEQFIvEF7hbtf8kb8/YZowm3VD/FwsFh9++OGXX355ypQphxxyCADOuW3bpVJp/Pjxo91/HMcAMhnXcSxAl8oDgORMA5R1oDguvHQX28o+8Ku/v/4KoshuIku0KS2LamHVYfpYLPEhY4j8hANZx3U5ty3YrF41aNWjssYzreXK0621HDOrDsOEbdt2EASu69q2nclk4jh+/PHH9913X9MXYTSu0SWgm16BNLcbQ2G1kO3WBJ7gW1/Hnbc/tsEWlUf++kntwDIuHA2HlxksoCBiZLxWwswawBKlZw0YgknSQIMwcsV6rqUJVx2VSsW27XK5bPKzzz777DiOjzzyyI033hj1JgdGW67SSLfUokDdkW3rG5xvMTALX/oqusewN18PfnUvOFAsAYDNQeAKCsCa6Wn5Pw1qJsgzNDMsXRSTElpCJYwSRjEoSXtMrAAtTbiKMA16fN/P5/NSyv/85z+77747Y+xPf/rTXnvthaZeJZzz5TaXHBGWWNp/hy1Nc+NrYZTLtgU1ZGzccwcu/fpDubbksecOH7s+pIDjgEMkMvTs9lYZxRrAEkKlqf4ppaVQZl1rwAL3YK2wK1lLE64izDzQhChs277qqqvCMDzqqKP22GMPAI3OJGaMW2rO2gqQjo0NtmyGNCTstGXbKsVyvgDu4VMnYp99tx0aGrj99j8BKJbKIDA4tpUlLd72xLSwWqCbFjCkiTUsbeXJGsxdK8k/39KEq4hGK7wwDP/2t78deuihhULhH//4x9SpU9GUT2N6WS93T01NWgyWuCEjOklw81eRIh4zJonan3sCZ57+g1dn/+SJZ+7edpspkiKHZTgACIBYyi7dwuqAKTukkfeo0c+jHlKiJtbflepFsUaO9X8AZvAyDevOOuusMAzPOuusqVOnaq2llA3BM50ll70bvaSyevuQ2KwSNaIKoGFZMowWRWqBpNJOe2L3/bpqtfnnnH0+IBymkkgxAgNbu51034dIGxzxup6rD52G59csmjPiFtKlFaxfg7BtO0kSy7LuuuuuV199deONN/76179u4gq2bZsuggAcx1muEK4cmiQzkwEU/NrCtixyVkbzocQeOP1ru23zgc2feOTJXz9wr0bIuemHxlecwN/CaEBAwhAzJKYZGa/HJIb759TbmVFjcrhitIRwFUFErutGUXT22WcDuPrqq+M49jyvMf0z6TKrHVEIcOQLnUESE5wssh4LJk/KHnzw/ozhwgsvFEJ4DgeDSBLeKmVardB135hu0HUz0BJ9y0afItESwhXAdHvVTfyRJjxomrxeffXVSZJ86EMfOvTQQz3Pa55gN/oqL5fysKlLmQFbxlL/b6bDVNfkc+5kjm6GTo4ejvyll5yxySZjZr8x/+Yb7qz5gVTacTOtEorVi+YOcnZzG1DW7D4DY2BshHZcPlqOmRUj5UUb6eRUSr366qs777xzFEV//etfTVhi7eKJJ57Yd999J06c+MYbb2itVzVJoIV3G61hcsUwYfeGKBpYlnXFFVfYtn3yyScbCfR9fzVM/1YVSZLss88+++233/z580866aRcLletVtfWwbQwOiyDD7OFETC09s1v7777bgATJ06cPXs2EQ0NDRFRkiRr7RCJisXizJkzp0yZAuDRRx81x7kWj6eFlURLE64UGtQVWuskScIwvPLKKwEcf/zx66+/vlLKzACXnRbzbsB13alTpx5xxBGO45x11lmo6/AW3uNoCeEKYMaq5k+MVnzjjTcAnHrqqZxzznkmk6lUKmvpGAGAiMwkcL311hNCTJ8+vVQqrcXjaWHl0RLCFaBhM5i3jDFTvLveeusBuPPOO82HlUqlvb09CIK1dZxa61qtBuDuu+92HOfII4/s6OgwdBstvNexdqzgdQdG70kpm+eESqm//OUvADo6Ol577TUpJdWnhWsLZvp3xx13ANhqq60WLVoUx/FaPJ4WVh4tTbgCmNmgZVnN8QnO+T777HPsscdWKpVLLrnk7YRraxQmO7zBJmzMzsHBQQBf+9rXAFxzzTXd3d0ryllt4b2ClhCuIuI4vuqqq9rb2++///5HH33UTAuXSrO92mHyBCzLMtLY2dkZRVFvb+//b+9+XqJ44ziAPzO7s8PMrrumNiVLvzzrRUuFli5FS2CXCDtEoRFeVHQvGRoldBH8F6KDp0IIAo/VQYgwkiCDqG6FEUaxY+PMNjM+0+FDw34lv3wZZ/f5LrxfB5F12dlV3n6eeX5OTk5allUoFPr7++k8Nv6fzqgEwTBYHx3NmJmfn29ra/vw4YOqqv9yDmGMqHmsqqrneWGJfv/+fU9PT6VSef78+YkTJ8K+3CirqKC+8BeKjnM+Ozubz+fX19fn5uYYY6paj+M4ZVmmwCuKIssy9cfMzs5ubW1dvny5r6/PdV3TNFnEFf1Qb6iEEYW7iS4sLIyMjBw4cGB5eTmfzyfrtaWEaZq5XI6+f/Lkyblz55qbm1dXV3O5XPg4zSmvz/uByFAJI2pqauKc//jx4+rVqydPnvz06dPc3FwdEkj/NIMgoBNI6a7vzp07vu+Pj48fPnyYnkZ3p0hgQ0AljI42mNnc3Nzc3Ozs7DRNc3V1tbu7u6YX3bFpjWVZi4uL165d6+7uXl5e9n0/l8txzh3HoWMS4f8PlTAi13XT6bRt29ls1jCM4eFhWZbHx8drfV3qaFEUhWqd4zjT09OKoly/fj2dTmezWdoXPDyotNbvB2IgcpCywdH4OI3Uf/v2rb29PZVK3b9/n37qOE74zBjHzWnOAOe8XC4HQTA1NcUY6+/vj+v1of7QHI2INnoKm4VbW1uLi4vDw8NdXV0vX770PI+6beigmBiX9tH4BPWLvnv37vjx45IkPXv2rLe3N65LQJ2hORoRLVBIJBL0X0zX9aGhoUKhsLa2ViqVKIGmaaqqqut6uAPi3tEVqVE6MzNj23axWEQCGxoq4V5VDxU8ffr0zJkzhmGsrKxks9mWlhb2p/8mrsvRqIPruisrK6dOnTp06NCLFy/S6XRzc3Ncl4A6QyWMjoYHwmEAy7JOnz49ODhYLpdv3bpFKwxd1413TmkqlbJtO5lM3r17lzE2NDSUz+dpuAIaFCphdLS0gqaPJZNJaqCur68fO3YskUg8evSoWCxSuzEIghjX13qe9/DhwytXrnR0dLx+/VpRlHBTKWhEqITxoIz9+vUrn8/fvHkzCIJSqURzxzY2NuJNIOd8dHTUMIypqalsNqtpmtj1xLBHCGF0nHNVVbe3t6nBSd0wjuPcvn27ra1tY2NjYWHBdV3DMGLsmFEUZWJignN+8ODBkZERxtjPnz/RHG1oaI7GjA4kXFpaOn/+/NGjR1+9eqWqaiaT2fF7DqqW6v/1daofp9EkevDz589HjhzRNO3Nmzf79u1rbW1lVQdjQCNCJYyZruuO4wwMDJw9e/br16+lUimTydD2wWGQaKEwkXbheV4QBL7vO45DU9VkWa5UKjdu3GCMDQ4Otre3UwLZP8/uhoaDShi/crlM7U/DMHK53L179y5evFj9BAokda7u1nda3ZfjeZ5t2x8/fnz79u3o6Oj+/fuXlpY6OzvZn4naKIMNDSGMGe34xBjjnF+4cOHx48eMMV3XNU2jeuj/8ddT0XeTyWQqlQpVvEuXLj148IAep1lsVCdr84Gg5hDC+NFSQ9d1v3//XiwW19bWNE1zHCd8QtjmZFVbxezQ1NREqUskErRCihqxAwMDY2NjhUKBcy5JEiWQjg2uz6eD2CGEMQtnk9IKBt/3v3z5IklSS0tL9Z5R9FWSpN3CY1lWEAS6rlNTMwgCemXTNGlyjOd5rutqmoYa2OgQwvhZlqXrely7vGxvb9NubqlUSpZlOpZ0x5L5+uxtAzWCEMaMWoZ0SrZt26qqJhIJx3F2W+S+2xAFxYwO+g1v+WgognK441q1+0RQawghgGC4nQAQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQDCEEEAwhBBAMIQQQ7DerWipYwzAKbQAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1nc2ccc([N+](=O)[O-])cc2s1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=[N+]([O-])C(CO)(CO)CO Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCN(C(C)=O)c1cccc(-c2ccnc3c(C#N)cnn23)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)OC(=O)c1cc2c(OCC(O)CNC(C)(C)C)cccc2[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)CCOC(c1ccc(Cl)cc1)c1ccccn1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CO[Si](C)(OC)OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(=O)[C@H]1[C@@H](O)CC[C@H]2CN3CCc4c([nH]c5ccccc45)[C@@H]3C[C@@H]21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(c1cc(Cl)c(O)c(Cl)c1)c1cc(Cl)c(O)c(Cl)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABKYUlEQVR4nO2deZxdRZn3f1XnnLv3ku7OnkAQCEtA9kUTBAbZFUTU0RdUhBGYUTZZFEQHlcEBBdQXQRg3eBVkExEGZRUISQhIgDAEkhCyL51e73a2OlXP+0fde3ITkpiETs5tpr6f/vSn+/btc89Sv3qeeuqppxgRwWAwJAdP+gQMhv/tGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljRGgwJIwRocGQMEaEBkPCGBEaDAljJ30CG0JQANi63zfdTbBN/sXwwYEaft78E6f4DWrTb+KAavjeFDSXCAlKQQHEwRgA0l98wyehv6j+q+GDCtW/4qfMai+j8QXCuleZos2JEHWJqvq/Jy/F5M/gvdA/+L0Bo8APPLEOsV5LULGM6D1vA7GG7+sfTr3ne/I0lyUEOAGAUuAc2hpy8IY7yWrf9Q1WgJXEWRp2HJvoZ7X1YBvroBkYwBlU/H2jR9hM376DaTYRAuAbuWtsve8EqIYe0JjDDzib9kVrNL5Ecftp+M4UiIOtZ/qap9k0nQjjsZ7uwRjW0x7q8tO3sxmdacMQoh/9Zgb/7D2i3LiB02GFTXTuSdN0ItwgbkUNt0k16NPwv4U4CPcewawLyTSy0Wjqprym5vCjGFHz+MYA1ruJ8cDvPX9Zh9UUt9GwHaGNGTwW/62G2txs1qZgTdF6ms4SNoakWYMlbIg78/i+8aa4h4btyHvCou9Bj/So/sNmxiibMptJt6EmG1URZFgPM9ekqBRCQhRRCCgGVXVLHJBhaNHGg2OGDxgbjD5i6+V5VS08pVQUBVEUgCnJ1EB1MCQpGSQDMUiodXPLzWH6NqDJ3FECCErIIPTS+QzjkKAIEQcATiAAoR+2ZAra96gWK/m2QhPeVsNQQevHCBpDBFJKy7IAFbdgBSpHXsZO6yl4L/KgUEjlWG2mSw8jee248RGTbj9NJkKgPg1LEqoSlbnNLaQIksHiAAezYFuw/IqXybUATXETDduPmsMY+4311hoKP5VKEZSC1CIlQCCKoBTIh5dDFmAESsEJpJ+1chYY1ykysQ4bp76So7nGhASlIAR8BougbNuWUAKhi2oOeQ5e9kudmU4ChSQyrInS/wzbifVGHOvMl+KcA0pSpKfkJSQBCkpASMgylS1mWeASUiDMWGmFSE9BcyjGdGZkApezUZrLEkpEZRokFmnrt9xdNVAeyBbynflOAg0ODs5/ff4x045ps1pt2BYsUorx5upHDEMMvSc8ymoxGIJyQy+dykgonzyHpQVEFdXl/nIlZVu+rQ2taaSfmvEUBH3yqFMsWBzcArd0nlUcTU1ajc3VggkExgjMhfvfMx+bt/BtyYg4yYhO/9Sny33FxWuWKYtH0M9AotkuwLCdeK891DokUlAEBWZJYG3Q84en7imFRRnKwZ6Bncbt9JlTP+OT1942QiKKZxwJrBnytmOaqw0rKAkKET3z5nNvr3jnyJP+acrIvSXUW/3zoxQhaweWtGBFgELECBmebo7pVsP2Yb20bACN8+8ExrhtESAgOWwFNfPlWQOV/hM+feKHnEku3KVrlkaWLHllDougCIpq/89rMVe22bVyO4pmEyEE2Cr0r6isGbvz2L1HTs4j7cE/rONAF8E7tLDfX+WjnIZtIe1LWDa3Y3eFoTFQVuvqNsj8Ngwv4rQ1CTDAWhcEECrkjFsWAVyE3E7ZRfQ//8b0kz5xwmRndwbehvSUMS1ZpNvb292ip0AKioGr2pE4mmZkmHw30IgE92E56Jiz9K22UR1j0Tmqmt3F33WMbC+AD3qreVtVoC8FYZHl2HaxDEhAarEpglQQEkJBEtS6fpTiN5iMt2EGsVrcExEkRxVwAR+cOCm4CsICa7NzCk4fimv46p1GfqgNXQW0WrDb0e4gk6IMiwAwAq+3BUZoChuoaZbz0DAgRGCDO1aqtbWNgfF0K3pcqDTAIyZDyyeIEFXFAgvoyNczSutOC9WGi2oTGaZGhMOQemKUbEjfV5ACUQqOBduS4EAI4VuhEpENy4HTglaAVahcqVTa29sBrJ/2X2/5TRCXbC4RpoDRsDugxqB1+YIVFciS7a5uHaw6ngcrVxgZZXL9CFZgTYhiFkgJAOtcTQYw8PgrueswDBUKEOAKDuDAAtKAA9hQBMaRtpBmEhCwgTSsgtOSarF9eP3oC+B58DIsa2d4JagSqHGowupSbgaaq6VaUAWgBfKovQ9bOX/pUqzuhyfb0v3wB+FFnhVKe0Zxzu/n3LcSS4FSVCo35CJxwLJgcTAL1noBaLYlVQ8MTYgCAoJHDsiCpZBSSBEcSAdpC1lIBxFAsCAKKOy5y94PPfrQGqx0wEMERQxKCCdnE4tU7ekzBs71yibVFGYQzRaYYYClIgrCj+5+8KuvznvoyUeiNI0bORYVddBuB4U9UdZqe2f1ysdnPdLZ1b7zTl25lhzsLKh+FcTXpXc3R26u4f1BQCiBCCnOnFQEEGBHjCkGi5ONCBBAXkhUHVjHfOSf7rz9l0+98Hg2m2WMeZ639x57V7xyPBnOYt+2sWRG0o2kuSbrAQFUAUVIrUbx8XefL3FPCdkm88dPPmZ1b/fb9G6xvXjLgzfv0j7qm0f+y2H5g22MslDY8LaiISOpvp6aavUOmsv4GzYDIVAoSSBCwUY2FQAKSAlYkUSaSc4jgBBmenrQ7yHN4VTRv2TNosWLF9u2PWnipD3GTB70i1zynfO72HBScGw4Ntm18eX6EdekaC4REiIvciuVwfZCW2SzbgwIUISwC62jMALACvR3Y+Cu7rv/9vxfPrbTPt847KIRmJhDuw3LAl8XpEHc6dUcfwJQS+FN+pYbthhCIFAhgFBII82qAIBcQCySyNnE4CNMuYPWymdXTe9fJace/LEOtAaoZpFFbSDCXHg55DPI2LBtODYsi+zagJA1xYLU5mqRCjbZLa3tE1J2zquU2pHLg49EWwEZFH0IPhL5TrQeMfpIJ114YfGcVzCvAi9EICBqK1bWm5OAnjls6Gaa63oNm0eBExzAscFZVIujEOMhwMCIIbJRtKq9GHxh0azH//bYvNffTCPbihEZ5CWQRj6DXAc6M8jacCxYtS6YNTqmydNcjZIABSbBAXQW2tuRHo32NhRyyEIqSKRVuoD0XtjjEx/9VJ/y75r9YAXeIIohRAQJwC8FIMDTqREKIAVSNRny5rjnhi3HIqQZsraqBWDAEYAFgEQkoAInqMJ/pPr07GWvjt5p1Ef2OzSHfDs682gdhbF5FDLIZ5DPIOcgZcPmtfGgAle1imJN0CaaS4RYd1sYFGMybctcivIgBy0ZQMDnXdQ+Eh2HdR26754HzF+26OnVzwAUIAgQCKkyrWkAStWSknQBRdRdD8NwgwNpDmfdEI5BwI7AI0gP1TIqC7DwuTdm8Pb0YYcd0opcFo4dIRXxlOQpZafJScNJwXFgWbDqA0BFUMQiYk0RMG8uEVqAA6QJkDZkCiKNyIaCZDxyeGhJREDojERhP+x14n7H2iGf+cqMVVgZwA/gMxtgkNWI53Q5UqVqGYP1e91E41/DFlHPRwQIsGrhfAU7QuShWsLgSyv+Pnf+W5Mm7nbEpGkp2CwC3vPFFBhxRuvCcqrmIjXFxFVziZARHAWrlhbhxKPnCHChlJNC2oEEK6MdmcOsA4/c94glKxdPf3e6By9AKCEDL7Tydv3RUb2uPmpF74wIhxVcBy/1LIIN2ACHBVhgAcIA/ut47eW3Z48qjD5ir2kZZAi0Ya4i1VNsaj9vEB5vigbRXCIE01W3GyIrHMQRIarCC1F7DACsQE3E6FM+fCK3aNabM9/FuwxsIOhPZVNg8AerOiFCQcVFSregZpChuWCApUf3NpCKkIqIqzSQAiJEgyg/M/eZxcsWnbjvsUc5R+SRd3RajZarhXWjPr7BYTkH01/NMEhpMhFCgQXg9WUmHOBQEAwBByNwoRfTp5DhmQJye2LytI9NXdq39G+zn40grbTNLIAh05oH0xODNTXXrtMocHhBtVleyUXE/AguEFgR0uAhojfkvNcXv9be3nrs5CPHYCSPrBRSxKFz3NZJ0Vq/xBNxbQ/ruY3JSyD5M2iEICNUI+aRVRehBQ7Pht8CR6qgdn8dwEaaclnkj558dMfYEW8vfutv859JwYkgRTWAhY3kBRp3dNhRX/4SIHARhKgyeBCwFe9F7+MznnS5+/GjjpqC3TuorY1GgGwB4cMLEIRMRExELCKmiKn1CgFTTYobbviVEM0lQo0CFANZNV+CARaYDUtUAl2J1PXKYEixVA7ZCZgwbbdpI9Hxo2uu57AYmNOSBgeYLijCGBiPZ4ea8XINm6aW9qTiwZ0EwQJY1NPb8z8z35hoTfhExyfyKKCiwJgSQjcfHY3T04oq7o4bXc/3LhdOjubKmNFrAvUwfF2BLQiq/WRj3Z1UAI8gihhksPbad8/+Vf0/uPrai792ScZJyyjitsUYKUi9R48IIxVRJpv+wMxURFEUBEE+nwdQrVb1Dx9ASJWrxXQh51HVYTYHfD8IEf3wjh/3+r1fu/BfJ2TGd6I9i3wkhO04de0B4A2FEht63w3aexO0h2YzDZzBYbAZGmsZOvGLDXeMA7DhdGKkU3Z+dPmPHS9143U3+q4XhIHl2IwxpRD6UoSKgadSqUzug6BApZSUUill23Y+nxdCRFH0gVUgdBSFW7AyrBAIIcGtTPaCb178k/+4eaf0xF34pFa0kuQS0nYsImKwrdrXJha1NV8h4GYT4baQSqW+9KUvHXroob29vd/5znfS6bTv+wA455lMxnGc2NqHYZjomQ4BnHPLspRS+hodx/E8LwiCpM9re1GtVPK5PClpgeWdAoCXXpt93z33oURHTvtYW6otjYzNLVIK4ErKpM93Wxj2IqxUKul0OgzDm266qaWl5de//vVTTz2VyWSUUkIIAIwxItI5NLbdXEu3tgHdoTDGUqmUfqWlpSWdTid6UtuRVCoFcJIIwgDgiuia734PJXz98gumHjRNGzqL2SQBIs6HZXselifdSKFQ0B7agQceeNZZZ7mue+ONN+o/RVEU6zCKIhq2D6kRxli1WrUsi3MeBEGxWGyyUf0Q4ziZatl1nLRerv3UE0+/8OT0QmfLZZdcZsMJopCDRSJynDQpxtiw7GSHfaME0NfXl81mlVKXX375xIkTn3766d/+9rec82w2CyAMQ203tCA/AMQjQM55W1sbY8x13WRPaXtBAJCybRAyqazred+6/JuI8M1LvzV2xLggCnJ2VhFJoUBgnEPKJgl4bhXDXoS+748cObJSqXDOx4wZc9VVVwkhrrvuumXLlgFwHEfWxwlyeA4YNkDrjYiklI7jKKUGBgZyuVzS57W9kEHkpDN6OuGu39y14M0Fhx522CUXXMLBHdgMnCmWy+ZqZRGbpoDaVjEsT7qRTCYTRVGhUAiCwLbt8847b8qUKQsXLnz44YdLpRKAKIr0O1lTpCi9X7R59zzPsqxSqXThhReeffbZCxYsSPq8thdWqpayvXLFqgu+9vUxY8Ze/o3LU3ZaCUpZKQ4ehQJA4PoqimANz0dMw58wDBt/ffjhhxljjuMsWrSIiDzPI6IgCLbt4PofgyCIjxD/sHz58vj4UkohxDZewFailCIi/XGHHnoogNmzZ++Yj94oelwahqE+Md/3h+zQikgSCSJJ559zHgM/9tjjicgPBKn13xN/qc0crkkZ9pYQQGO4RSl14oknfuYzn8nlctdddx3qXqg2g3Lr0QHVVCqlo5FSyvjjJkyYIITIZDKu61YqFdu2lUp+XcwOxvO81tbWtWvXcs4ZY1LKdDqtO6b3D4igpAjDBW/N/+Vvft3Z0fmbX/16cKCSdmxgYykvw9MQDsto0gZYll49WNNYKpW66qqr7r///t///vdLliyZPHlyNpvt7e0FwBjb2mi+bduVSiWKItu2M5kMY2zNmjXvvPPOMccc85Of/ISIuru7R48eDSAIgg/wVMGmyGazvu93dHS8/PLLl156qeM4u+66q84lGJLj+643ceLEX/7yl1KJ0047bez4cevVR3iv6oajDoekx0qQ2PlRSmm/VPtpRx555Pjx49EwN6hTTLbtLqXT6XhIWSgUAOTz+dNOO63xNCqVyo655GZzRyuVyrx587q6uvT96ezsfJ9tshHLYgAsjokTJ86fP19KIkXlkkdqA88z9keHH8PeEmptUD1aCMC27aeeeur5558nottvvx2AZVktLS0AFi9eHLeVLURbwnQ6XSgUiKharb711lszZsyYPXv2Qw89tHTp0p133rlUKn2wZ8w3gxAin89fffXVAwMDAC6++OKDDz54cHAwk8kMxeFVJMNx48f/x7XXvjT7lW9/+9v333+/70WFwgYHVwS1QUrjcCLhTmCIiKJISql/IKJDDjkEwNVXX63/6vu+NpgbhHC2hDAM44iL67pxVOaYY47J5/MXXXRRX1/fkFzCltNUllApNWvWLO1urFy5kojWrl1LRNsw/N4YQpEYKPX0DazVfuYLL7wQBMJz1wVmFElFQlGoKFQ6hjPc+CCIUEqptaeU8jzvzjvvBDBp0qRisRhFkZaflFLrZ2tbgf4Iz/Pin7WS586dm81mLcuaM2cOEfX19Wlt7ACaSoREdNRRR1mWddFFF/X39w/tkRXJsl+MyHdF5Uc/uQEMh3/0I9oPbfiSikREof5SRoQ7Hm0DtQj7+vqCIBg5ciSA3/3ud/oNjz32mJbftolEH1mjlFq+fPn8+fN1UP6iiy5KpVIf+9jH9HuEENtgabeBphLhgw8+CKCrq2tgYICIpJRLly4dMj+N4cVXZgXKqwRlP6zuNWVPcHbTzT+V6r0i1DoURoTJEE/lEdH555/f0dExZcoUIqpUKs899xxj7PDDDx8SHS5ZsqRQKIwfP37t2rVRFFWr1XQ63dbW9tBDDw0ODm7q32MTOlQkIkKdEE8NLr32w3fffXcAN998s36xUqmsWrWKDx2vvPr3QPiKJJG89957AbS3t4dhqIcJ9XsrFUlJkaRoY+fe7Ax7EcYKCcNw8eLFlmU5jjN79mztGh1wwAGMMT2XoLvqraVxyqtarZ5xxhkAvvrVr+pXbrvtNgATJkwgIt/3wzAMgiAWyXaavk/KElarVSLyPC/W4SWXXAJgjz320H2cfj0IAj1xP1TosLO+6lNOOQXAv/3bv8XnowWpz2fHeCJDzrAXIdUfj1LqhBNOYIx98pOf1K//7Gc/syxr7NixYRi6rrttB48jOrrRz5o1q6ury3GcF198UT/y/fffH8AVV1xBDaNTWj+HZmiHi8m6o/pOCiHefvvtUaNGtbW13XfffURULpf1G7Y5OWkzaL0R0d/+9rd8Pl8oFF566aX4r7rIAG0Hp2PHMOxF6Pu+bpR/+MMfstnsiBEj+vv7y+VyqVTSKwweeOCBuFlss2mqVCqu6+oPuuiiiwAcddRR+k9//etfAYwYMWLx4sUb/d94AnOoSESE8SVoEYZhqJ2CU089lYh839e9T6lUIqJisThUZlDLTwfJtM7/7d/+DcDJJ59M6yt/mCqQPgAi1ALzPO/AAw90HOfaa6/VzeXCCy8EMHXqVKonN25bTqN+tI0qmj179l577QXg/vvv1y3ypJNOyufzn/vc5/Qb9MR9bP2G1gxScpZQX6yUslKpzJw5s6OjI5PJvPLKK/EbGvu4oRJhGIZa3vFo4q233ho3bhzn/Pnnn2/0RfX7d8B9GHKGvQg1N998M4DddtuNiPr6+pYuXZrNZm3bfuWVV2L3aduOrNuBlmLsYd50002WZY0aNUo/9cWLF+s0mr/97W/6v4QQuk1sj2FhUiKMffJyuXzccccBuOSSS4ioWq3q+6PH4UEQxAZqSGj0b7Ug/+M//gPAgQce2Bi7Hr58EES4cOHCsWPH5nK5P/3pTzpKedJJJwH40pe+RERBEOhO9P08MN0fSyl1v9vb23vwwQdblvWLX/yiWq0GQfDv//7v6XT64IMP7u3tjf+rIXw3lCQiQn339OXfc889APbdd9+1a9dq/1MTD7x1bzUk6APqxzo4OKjvZ7FYPOiggwDccccd+m7EHeVwZNiLUAhx+eWXx54nET3yyCOMsfb29tWrVzfmc27bwEw3vnjSn+pN7amnntJTWQMDA0KIYrG42267Afjzn/+8Zs0a/c74X4Y2VpGUJdSXUyqVJkyYYNv2Lbfcol+PoiiKovj26oyZoULffyllfDN1vPpPf/pTLpcrFApLliyJT2+YGsZhJsKenh79g26Iruvq9ayZTObVV1+Nosh13f322w/ALbfcEnef+l+Gcp0bERF96lOf4pyfccYZRBSG4W9+8xvbtltbW/WvjRGFof3c7S3C2IArpRpP3vd9IYR2BffZZx9qiIvseKSUp556aiqVOvvss7c59N0kDBsRxp1cFEWe58WOyrRp09rb2y+44AIi8n3/9ttvT6VSkyZN0ituqSG6HYc3h4QwDOfNm+c4TkdHx/PPP69jPx/+8IcBXH755fo9Wv/bNj+5GbarCDcw2tqx1P2X67px4axnn3022aavlJo9e7Yeir/11lu0HTrZHcawESHV73LjQOuee+7hnHd1dS1btoyI1qxZo5P3//u//1u/YaMr4oeQK664AsDhhx9ORMViccaMGZlMJp/Pv/HGG/HohYbVPGHc2TWmy1LdCTz66KMBnH/++c3g+0VR9LWvfc1xnH333Ve/YqKj2x3XdRv9n76+Pj1VcMMNN+hXzjrrLAAnnXQSESmlGhc9xMUXhhA9FJw0aZJlWbfeeqs2uV/84hcB6OkKpZQW4dCyA8aEnuc1Rlz0hz799NPZbLatre3dd9/VLw65kd9ydI/c19e3yy67ALjrrruSOpP3z3ASITXMNEgpf/rTnwI45JBDdPRlzpw5hUJh3LhxM2fOVEo1hgriRJahHZ7piPxvf/tbAOPHjw+CIIqiRYsWdXZ2plKpv/zlL3HK29Aaje0qwniCTv8qpXRdV7f4ww47rK2t7dJLL9V/StYSxilyt99+u17OXywWh2mAdNiIMPb49Q/vvPNOS0tLJpN55JFH9Osnn3wygH/913997+zcBquQhoooinR71Uq4+OKL9es/+MEPAOy5557xJw7tcGV7i7AxHTe+k7feeiuAnXbaSfc12tEYqg/dNjzP0/3glClTAFxzzTXJns82M2xE2BiYEUJ84xvfAPCFL3xBO4G/+93vABQKhUYnSq8h3E5JvfEANYqiefPmARg7duzLL7+srd+uu+4K4Fe/+lUQBEMeMNgB0VH9Q+xLL1myRNfRefzxxwcHB2M7OVQFnbaB+LH29vY+++yzuqaGrq837ECkS3W8Z6UkKVJEgkgQRUSkBIWCAkGhJEUBkU9EJElKXWdO6ffqAnVCkhSKpKgfXBFFRIIoqH9FcYkQtX7Vuk0P3IQQ+qlPnz4dwM477zx37lz9+vjx4y3L+u1vfxvnEG7gLLmuO+Q9tx6g6ib7hS98gTH2+c9/noh833/ggQcAtLS0bI9199tbhLG09Ii6p6fnmmuuAXDcccfFoWY9OzqEH7q1xOML/bi1H3TOOeds8LYNGvWGqIbmV3+HamyZGzRLRRRJiiQpSUo3fkGRJCX0ciqi+p82/nkbBx6RaDx6/KkRFSuiRDRIVCJfVvposEx9ZSqGVPb7iFaQIOVTEFJJkKSIXEkVCohKRBWffNclr0QUSiJJgmggpH6iQaJuokGiASkDfZ5at1UijyjcXHWCeOH2EUccAeCb3/ym/vWKK65IpVKHHnpoHCfYkZ6SlsTSpUs7Ozsty3ruued02/34xz/OGDvrrLO2x4dq6xpF0WGHHWZZ1syZM4fqyLGVq1QqWmavv/66Lt6juzz9hgRnCDdAn+SqVat0iY3p06dHURSLKyKKiCq+J0j5kdDXJmVNJNKPasYhrFU3jQ1P7Z97PXKJfCJBQRhRJMkV1DtIIqTQJ9+laol8n4QbyWpEPqmAREBCkJAktzRxH1WigLQS5Ho6jKjq0yBRP1GVBAVFWt295vbf0Jp+8sPVJNeSSwsX9v7laSoKCol6VlCx5+X/98e37/pzcP9f6e0l5Ll6maVXoSCiKpGW9MrILRH5RBFR4IVRNapdd0AkSAoVbQx9ukEQ3HTTTZzzvffee+XKlUKInp4e7Yo899xzRLR69ert8qg3Ruyt6aQ2XeZ0ypQpugt44403AOy+++76xDbFRi92M+jWrxcuahECeP3117f2OJuiMVlM6+3II48EcNFFF+m1EY1JSAlOzcU1l4lICNHb23vLLbcA+NjHPkZEXuArokBGoZKeFLp9hUpqEUah8CtVElHdcSMSpCKKJAVEHkmPpCIZVCsUSvIkreimiqCBqvfqWwv/3wN9Dz9Or8yjUoX8MnnF7j//hebOpahMVJZBPw30vPHQI1QOSQglt8hZqFvCqOZD1txLScqniKhINEgUUEhhkZatvPW4E2nuayQqvcEA+VX6r3tf+Oy51FMkL6QX59x75In3fuWiRT/+zd9POOvxKcfQ7/9K3RXyQlKCSCgKBXkR+UKWiFxSLkmXlE/KJwoFiQr5Lm0y4qaf94oVK/bZZx8AP/3pT/Xr//zP/9zW1vaFL3yhUX47pnHo5hh3EP39/QcccIBOKCWiIAi+/OUv60U31Wp1U6sE3s8JuK57+OGHO47zzDPPvP/L0ehb17hATMd+dREnjZRye0y9bAMb9Ah64HrHHXcoorW9PdoM9g4ORER+JGTsbkayNrASEamQyPfJr5BfIbdCrk+VgCrFqFdQJaBBkmWqlGn+sic///Xff/SUt6+64YnPfvWP+530zuXXUe8y8nofO+3LdNefqNhDYi0F3e78N356zKdowRqqupFX3pLCU6j5hFqESqxzZyUpoj4ZVUj6qkL+AK1e+++T94xmPUfeAIkKDRbph3fM+tinaLBC5crv9v8I/eBGWluk+e/SO6voh7c9uOcR9PpSWracit3kDVBxLXUvoWoflXpooJt6VtFgL1X6qNxDwQBRuSr7A3LDKNhoIm8Yhp7n6Zyp4447TtuB5557zrKsVCo1b948qi9mo/exZmLLaXTbqB4n0PUXRo8eHVfI183i2Wef3dRxtjah2XXdarUae4N6SfGcOXO29jibOX58OT09Pfvvv79t2zfddBMRlUqluN9pHJcmi74V/f39QRDce++92Wx24sSJVc+NfdGy5woZCRkR1RUo6yGKcoWqg1RdS/5aCtaSv5a8bqp0U3k1eb3kr6WBxVReQe/Of+MH1/7Pv1xMLy2gee/Skl7608wHjz7lnT/fTaU104/6NF3/K+peRd4a8tfSqy//8EP708JuKhdJVkj941tkWwDT5cRZrbRO7UcCIzAZWdyyQgEpoVSLZVv5PCpVWFn0u/CL2dY0fIH5b3iWh08dgdYAI1tV3wr+teOqj9+HOS/i41OxYi0yWXCOSMF14boIBDI5RGVkUoh8tGRQyNilfqutTVgFubFd5qSUK1as+MUvfgHg3HPP1UXpv/Od70gpv/rVr+pZ+0wmU61WGWM7YJciXe9UCKHPRK94Ov3004899tgZM2bcfPPN119/PWPsyiuvvPjii88444y5c+du9DhbW600nU7btt3X1+f7vq7lAaC7u3vy5Mnv+5oAwHGcVatWpdNpx3F+9atfvfXWW7vuuqvOgtC1WzX68sMwTGrfVSFEFEXZbFZnro0YMQLA5z73uf/7f//vCy+8cN1111122WU6bXDSzpNK5RIU2dyK/ABSZVLpSAgLLNOSR98gQh8KkIDUFUwBKAwW4QD5NLpakcs8+sQfzz7/XOyaBrdAIaZNGjFnj+Vv/M+uu+7TQgrZDEKJigJxdA+O7+pE2kJQQa4A9o/3arOtxoL+DASlAA7OCGBIWdwGbAaEEUilLesvP781Stkd+VEjIrIWviOiAEIMrlix08QJGNku/X433c468wWSXeNH06rl4g/33XP/H3pXrexqaU8ziwcRC0VLJi8V+twq2gqDXIadLWsp/MtLL68MUQU2v6X1aaeddvrpp5dKpb6+voULF06ZMuW2226Loqharba1tento9/nA95ChBB682rP8/RmSQB+9KMf7b///s8884xt20R00UUX3XzzzZ7njRo1aqMHkdu0YVs6nQ6CoK2trVgsAjjzzDP7+vq2+UIa4ZwrpfTeGzpz7eqrr9ZNfO3atXPnzp04ceIee+yhzWaCW7LZth13QHPnzj3wwAM7Ozt937/++uunTp16/fXX33DDDfoBpVIp3/Wy6YwIAg4qpPO2ZVXcUkuq8Nkjjti5r7fLDzICaalSklukGAFMtbd1rOpZLTN2dlznyffcGYXeqKkHICvAOdwKWnKte+38/L0PH3XmeV2trW/fd6/8nxcqOYdZtqqG1f5+QMEC+BbtTWLXdtWoW0IJAEoBliJwK825BQXGYNsIq4wwbdo0ymc4yxUqvgijufPeAmdQJLoHEMDqbPfDysgUx2B5Qq6dKZ7K5TLtLWmvlVIp1w8zaSuTTbNURkYSLMp0tDuIqKXFVgEczoTK57PpjVnCbDa7du1avfuKEKK1tbW1tXXBggWzZ88GUC6XR4wY4XleJpPJZrNRFO2AHlr7EqhvYQ3A9/399tvv0Ucf1RHzwcHBtrY2KaU+840eZGvbMRFVq9X29nbtGWrNDA4ONpqp94PWdrVadV13zJgxq1at0rtNpNPpp59++rzzzjvyyCMffPDBVCq1bd3HUKGU0t3fd7/73Xvuuee6664755xz9KMHMGHc+CVLlrS2tzmOUxos5nI5FclUKqVCYVlWLp3x3EomlbIsy8nmbG5ZEaBUCK6YIgZA9VeKIyeO45ECWQiREkBPP8aMgo1A+GlhtY8dnWpvAanugYED9zsQH9kXLXbZLUVl/53nX4EE0mmplLUF1cDtxn1tJKBAALOgwBkInCGKhKO0RknZVstuu2CPPcDTqCqn3/Vfm4u03T5pJ98PsLIPHR0js+0o9sNLrVq4dN+DpuITR//zcdPQ2gYCPB+pDBRQdZHNQ0pkshA+Cjlkneu8KtrbwRxsTIRhGJZKpYkTJz7++ONPP/30CSecUCqVWltbjznmGCIaMWJEEATaHBWLxba2tiF61pvE9/1MJuP7vm3buVzOdd1cLpfJZJRSWoG6Aur3v//9FStWfOQjH5k5c+YQfrrefIaIPvrRj7744ovTp0//yEc+MlQH19cC4Gc/+9mVV155ySWXnHLKKYyxQw89lHP+xBNPvPDCC0cfffQQFbrfRizLqlar77777u9+9zvXdQ899NB0Oq2UOv/88wF87Wtfu+yyy5RSkpRj2VJKiwBuQZFyPa43FQ0CMA6vDCFqKmAAV2AAAZKgFIIItgOO9rbRtMZlu3AokW4Zg1DOn/n6mEm7IJsOuYW99sahB2NEqiX00FMcdG+DUGAO586W7FDD15lBxutGsX5GhNAPaiaFcWRyfUKgpYB8Gpk0bAsBKTuDnIMD9hX5VnpqBqoOVkn0F/Cn2QO9VUydinwGE8agNYu2LMaMQEcWHVlM6EJHHiPb0ZLDyC4UWpHKoWOk5GnaxLbjjLGuri6dEXbppZdGUdTS0iKEUErFO3IBcF23tbV1SB7z5tFNMG6IsUHzfR9AGIac88WLF994440AfvSjHw3hRxNROp2OoogxppRCw75U75/YyQzD8Lzzzttnn32WL1/+n//5n0S06667nnvuuUqpyy67LN5qTl9v47/r/x2q80Hd0dARI9T3KhZC5PP5yy67zHXdiy+++NBDDw3D8NZbb104f8Huu+520QUXAgiCwLFs6PujbxFjPHY90mnYDLks2vPoymJUFqOy6MqjM4/OLEblMKaAie0YmUU2td/BR/z1tgexNgV/BHodvNq79JEXjz7uE0g7oZOBlGhJoTWNES0otJStFFIFhAzEt2hjjHiehCQJEh6FPoWKhKpUydOBHUHKpfIgLVr6448fP/D6bFJlUiEVq3TnwzPPupACnyikhe/csNf+93/xgrU//8Mj0059dOpJwW/up74yuRWSFVIuUaXhyyXlUxSSELVolarFqzYTs9fFS/SavZtuukmH5nSgX6833abo2tATT9HqNJqTTz55aBOLd8AqisHBQZ0c89JLL9m23d7evnDhQj0tMW7cONu2f/7zn+t5RSIKgqBUKsVleIb2TPTxN5gRcV1XSnnfffdZljVx4kSdliSlzGazDLj3nj9IEemWpM8nCIJ1k/eiPjsfEIWSAklCEIWCQp9Cn0JBYUR+QH5AvkvVoNpLVZfeXv76Bf/x6NFfWvSNHz//uQufPfbs1y74HvV0k1t87ksXV2+7h/yionK1vLo0782bjv9nWuGSqyfntmCKonZaEZGSAQmPwkCnD7ghVeoziJFLQZX6BhfddTetWUmRHyoi16dFy1c/8hdFVCWi4moaWNv72MxXb7qr756H6d3FFLikwnqaD0UkfZJVklWSHsl6JmjDTRGNyWwbEtf//OMf/8g5HzFihJ6sp/WXVugfkhWknj6ZPn26jmTG9ReGiu0qwsaZt3K5rJQ688wzAegCAv39/ffee29HR0dbW1uckee6brT+ZgFDdTLUUOGXGlaEav3r4t+//vWvPc8LguCss85KO6mTjjueFJEulF+nlogXZ6htIMWg3v03/Iue64+IVCSp7FOFaHnRe+ylVb/4Y/nOv9Djc6jHJ9envt7yE9NpwRJFboV8inwaLD3/uweoqmoi34KbgdpkiiSi9UUYElWJFJXCqBi5pEIquTTokhuSlCWiwSgk4VJxICLyiCKqRKU1tGyQBomqLpXWBhSurAzoy46I/HrGzCBRkWhdupy+F2Fdh5s+aZ225vv+qaeeCuCCCy7Qzz7OddSLBhM3iatWraL6+tfrr7+ehtVSpkZ0YaVly5bpnCQ9Gbt69eqjjz6ac/7Nb35TKyS+4XFm6RBebzz3u2bNmsaMuRtuuAHAPvvso+chFixYUCgUGPDSzFkkiSJFiqrlWoeyzj43Jirrlh83PLHOHdOqLJa82tuCeiv1icpEJUlVSZ6gQFClQn5IbqmkKh4JiiQJCrxQ52P6RX/LRLhuc0XpU+hRKCgkJcknqpBSVCUq6tS2nn4qhzTgk6A+omVEPoWBXw59fUkVEpVacpoIKSp7kS/qLoBPVKFaElw/UZFIp8vVcsdlPT1gs2esfZIgCF5++eV0Ot3a2vr3v/+dGgq/6iqUQ9vitxbdIu+66y4Au+22W6lUGvI0y+0twjAM45QjfTOvvPJKy7L0Anal1GuvvabHMkuXLqWG0qzbKVFJn4NWuDbUixcvzmQyOmlW/1Xn1n3z8itIkjtYIiFJUejXynJvmMbd+EtsGGUt8bmHqIdoQK9bCIgqRD5RoIoiXOlXSkRLKj095Ha7fYpEJL2A/FDLNArID1QoPKK1YSCIxJYt4EFD/rjUPnFEgqQkj8inIKqdVomo2jtAnqSSpID6iN4lKlEYUhC5uveoiP415BEFFErXI3ewWtQXrLsSj6iis7tJeiSFzjpvSF0XmzWE+u6Xy2X9yP/lX/4F9dQZIhJC6B+i7bB4d2sZHBwcO3YsgLvvvnt7lGffriKMc9/jO9nf3+/7/rhx49Cw8cvZZ5+dzWY/8YlPxP+lzypebThU50PrlzDX9/PMM890HOfTn/60don//Oc/Axg3blzv2p66iVMyCEmR67qSVETrRl3RBosqGpZKaJ+uSFQkGhCBIqKQqCIppNAPqkR9RGtIdZPsJ1kh4ZMvKFwyuNKrjeBcKnmy4vUTLZF+RP8oyFEHSsWrjWoiVCRqp+PTYEkNEq0g6tFHC2trHQYi6iPy9WcLklUi8km55BFVqUJuhfyApIyvkPQWVlJpu65Ckj5FIUUhRYKUUCQDqq+r2Bi6sGS8Rr5UKumGfuedd8aPKn5Iya43PeussyzLOvbYY7VlGPLaNjvAHXVdN/YDdUO/7777UqnU2LFj9aBg0aJFY8aMAfDAAw80/qO2V0N4yY2DC+1T6J22AMSDUr2o94477gj9wOsv6uFVUHVJURAEWoSxkynWV+N6JrE2MpIUShKSpOwfWBuRECQECV9Ueos9ldBVJMn1KQy90gBRGJIfkBtRSF6VKoI8uZZoNREFRGXakn2iEHcJiqRehqFIkiQqSwposByViNYQ9eshXCCp7FNEgsgnqoaVwK/oa/b8EpFPVSKffBIDVHUplPV08NqaJSVICZIhRSEJn4RPIqQoJCVU7VLlP+w49HLvIAj0jkhTpkyJC6tRfQiR4LBwwYIFOr9ELy/aHh7a9q62Foc9451V9RaoU6dOTafTF1xwgTbsN998M2PswAMP1GLQ66fjnZuG6nzoPcumpk6dalnWtdde293dTfVq3Pvtt5/neVpLfqlCkmQQupUqEUVKRg3yixVYDwLWFwFKSaEkX5IryRXkhiSFIOGR6PEHyrJKFJIMSUmquuRJ8gVJUSkPEIVCeYKEDFwtwuWy0kNEntTBkn/IeivrVW1h4jobrb1Ev3H8ptYt0lXxm1T9YmpmXa6T03q2X6675sYvklSzk5tEt+ZKpRKXwe7v7586dSqAG2+8Uad3/+PLHVLiT2z86I9//OO2bZ955pn6bLdHibdEiv+GYTh37lzLsgqFwrx586Io8n1fJ6z+4he/0H1fXG1gCN3Rxv5UKaVLKIwePZqIent79bY/AF544YWay6o2aHIbvraxv79niKinzUgqkhHJKF6wG7d2/Z51AZX6GyJJUX3Ju1on9M0zbMpb6IexwYjl4YcfZoyNHj1aTwPo93ietwNiM7rLj4ttSymVUo888khbW1t7e/uyZcviOsVDv4l0QhW4i8XiOeecA+C0007Trzz00ENaEvo+bI8eR7NixQoi8jyvo6Ojs7Pz9ttv11G60047DcA555yje4HEy95sG8NGhETr1SCKp7M+//nPAzjllFOIyPf9eJOmHXA+cbglnkrec889US/BGLfIxpm3ISEpEXqet2LFCh2hefDBB4koDEMtA11AIIoiXdxgyAtb6Vt95ZVXAjj44IP16y+//DKAbDar5062XxewvRlOItSIevFf3Qrfeeedtra2VCr1xBNPxJZwx5yJbmpxTY3vfve7juPsscceVK+9HbtSQ3tKSYlQWxudgrfffvvprufNN99sbW3N5/PTp0/Xz2Voi5HG0ZdFixbZtt3V1fXQQw/pV4499ljGmN4Zamh94B3MsBFhHKSOG3RsiC6//PJ0On3kkUfqEbzneTvgecQT01qK3d3duVwunU7/8Y9/1K9rHW6PM0lKhHq5hu/7+kP1Sl8ppd6184QTTtAnNuSL7rWJO/vss9GwUbneGWqnnXYqlUpxacYhdzp2DMNGhHExiLhZa1mWy2XXdSdMmOA4zn/913/pv8YK2X5E9S2aich13a9//evpdHratGl6D02qj08+MIEZjb60P/zhD6lUauTIkUuWLJFSdnd36+miBx54YIMcmiHBdV29BqWtrW3hwoVE1NfXp3PWfvnLX1JDVs0wNYbDRoQafZellBvslHDLLbek0+lddtmlWCzusEJgWv++7y9duhRAoVB47bXX9J90W4yiaHv4xkntT6g/Ue9CoSM05557rv7rz3/+c8bY5MmTBwYGhrYH1GG2Qw45BMD3v/99/dC//e1vAzj22GOpPjVCDVIcdgwbEcbjwMbNxnTHrBvHvvvua1nWlVdeuWPOJzZxnufpCbTzzz9/U+8Z2qhdIiKM3RAdB3711VdTqVQul3vrrbeq1WoYho0+6tBaQp0DOHbsWB2Wmz9/fmdnZyaTeeaZZzbwPxNPG942ho0IN4MehMyaNQtAPp9ftWpV3Og3mNKI6oXrtxyqVzQkomq1GrtbuvcVQtx99926ifT29u6YAF1SlrDR1Pi+f+mll3LO9d6s1Wr1mWeeAZDL5Rrrsm0V8X1WSumcASll7HnefffduvP95Cc/adv2Oeec0zj3M3xDo/QBEGGjU/rVr34VwIknnqh/jRUYL0jbhjGDPshGl+roybF99tnHsqybbrpphw1IEhwT6p0htY+9YsWKrq6udDp922236b/qEo9f+cpX3uc8beNOkhdeeGHjtMQzzzyTyWRyudycOXP0K41rnYYpHwQRxjpcuHBhoVDI5/P3339/VN9jXXeopVLpzTff7O7uXr6VLFmyZHBwcNWqVYsXL168eLHeCzoeIF199dW2be+88860A7PGExShNj5xivb111/POZ88ebLneYODg/PmzctkMqlUas6cOXIriVUUT0H5vv/3v/9dJ8TMnTu3WCwKIfT1/vCHP9RvrlQq+h/14zbuaGJoK6czVK655pp8Pr/XXnvp2Srdp+63337ZbJZzDoBtJbqAhc4Y1iUMqS6DFStW6GmJeGeoHVN0OBER6hKD8a+6/KlS6qCDDgLw4x//WL/ne9/7XqFQ+NGPfrRtn9KYjzEwMPDkk0+m0+kvfvGL+pJ1tvDuu+/e39+v147Gca84Y+79XGNSfBBEqD3GOCjX0dFh23a8uoKIPvrRj3Z0dOy8885jxowZu5WMGzcun8+PHTt20qRJEyZMuOaaa+Kx4hlnnAHg9NNPJ6IwDHdYzlQiIow9Dj0vR/VhmB4KtrW1zZ8/n4j6+/vfeOON9/lZ8QJR3/d1QqIejuq1xfFMbIyuDfc+PzRBhr0IdVvUzUJ/1/1le3v70qVL9QIoItIr7nVwb6vQLT52bvUUPBE98cQTtm2PGDFi4cKFugL/DsvUScodjW1UPB2vf9BDwf/zf/4P1R+BvtVbGwDzfT9+WI1WV1u5c889Nx7wbyC52AAaS5gM+mnp1iCl1JOERx11lOM4V111lTaPUkr92LY5o6IxKVzXij/++ONR3xmqr69Pm4UPcHSUiKSUsdenlxHpVJU1a9ZkMhnO+W9+85tKpbLNRqlxe3P9cfHzWrRokWVZXV1ds2bN0hceBMEGc8XxQH3YkUwN8yGEW0zIsKW1oCCJsXyh4Pv+bbfdNmWvvX943XX9vX2TJ0/u7lmby+UiJTnnW1CVfD103VtdU1BX2h4cHHz00UcXLFjQ3t5+8cUXA+jo6EBDuc4PJPraiUiXPNXlrjOZjN5v48tf/vLtt99++eWXP/HEE1OmTPF9X4/AtxzdHHXt0HK5zBgrFAqWZWlZPvLII5LUpz596j4fnmLbvFKpFPIFXaqTiBhjfuhFUZTP5bfT5W9fEuwA3j+KZG+5N6DQp7Asq0HDtqQf3nOfyRM/lAJsgAEtbQWkOPiW1GJdD13oXv/MGIsFCeBb3/qWDv/EDtWO6Yn1AEmb98MPPzyTycyYMWMHfO5mWLFiheM4eq19Pj+USmDgAE9l0i0drTNfmRlR6IfVeOWqXi8uSYUUBOQHFKotKDHYbAx7S9hWaAshisVSR1snACEF49bLs2YvWrQoEv7Xz/vaqPFjQxJV3xOWKuRbEcitMoZ6yxfHcYhI73jR09PT19f3hS984fDDD29vbwfg+74u/q2DqNsVKaW2t77v53I527a1i7i9P3dT6H5n/PjxL7300je+8Y2jjz565513bmlpGar6v4z4iM6On992y4J35t9552933323zpYRQRCkrSxQ61I5Ywpc6QryGLI6yDuOhDuB902kpCAVERWrlUG3opcyn3D8sTZw2YUX6ko3RDKMAkEyILG1E+o6deO9L8Y/x9kztEMsYVzPSn/WtGnTALz/gOSQoKNWQzxvrqi7u+fV119r6Sik8vaTzz6uSJAiCnVhz3UVjASFIQXD0RJunePehFjgLGQWwSanNZvnwN2//39PPfVkZ2f7ld/+FlJcRYKUcizbAkipre11UqmUZVl6BkILAEC8YxEatgfCkJaj3xR6Jzb9uUEQ6JrwQ7Ul0zZQKpUACCGWLVumJ9bL5TKGrnMHMGpk1/4f3vcrX/pK6EbXfu8HDNz3PFgMVn1wQWDgFiwLjG1J2flmY6huVjIoXcycZKlWwnjNqtW77T4JDLfd+lOi0K0OhkGVSHpuZUimEJRS7y2wqcOGO6zeafxBnuddf/31l156qV7gkzg6NK2GtP5yuVgiRYHvLl68aPLk3dJp5/Zf3CqjcL0avnExsWG5kokYJTecGAIIqAJ665sQyOKG63/4rW9fddAh+86aNatYLnW0d/h+kM3kZKSYYtxxSOm9r7YUvdVWbH82QEqprZ++m1sbEtwG9I4rse3V1ngHWODNUC6X9QaMlUpFb9kphBiqU+KMAwoAGH51+x0XXnJxR0fH4sWLbX0HtCun6nts6sDbdh+YDzWJdgHvG0UUUP9il3win5a8uagtm+9szz/63w8qctf0L4vIVxSKyCMlSVLkhtvWWepZe527rJ1S3/er1WqjdVX1Uig7hsZVxUNeS2rL2eCS+/v7h/YmeG6FlKwMDpCi6kDxwA/vZ1vse9/794pbFNKvlc6WigJVqys6/IaEw98SShdWCggBB+d+5Zw77/71qZ/+5H0P3l8VbtrJBFJkrKwIgoydQQik7K2dpdDTD5ZlbSbyqeXXOJmx/YifXDx1mclkdkBUdlNo66e/CyG0iVZKDZFToAAlPN9JF/Rvr86Zc+BhBxVaswsWv5NryeWdtB4NIgSUDQuwtmgzsqZimIlQKYV6EjYApSAE0im4Jf/N114/7tijFUWvz3t90u4fkgABeutvC4wRh+QA1o3mDcMAFYmAE7id1T4pGD77+c8++OiDp3z2k3ff9XtAcTARRC2pNkQcvkTeGnYiHDbnqy0SGhQIQHGiNPqVm2pLXfadS1zhXXHFZZN23S30Ag4OcIKlwIAt26vR0HzYts0dB1EUuaH0IjB8/9ofsBR7+IE///qPvwogKqgiTWHkgQHZYThJOIyaplYg51wrkHSaL0QZpZJV/tnvfvrCa7Ng4aqrr0IgUukCYAEOYBNsNXwu07AhDACBczuXImYpid33mPyvF30NbXjs+ceqqCgoANwBLFV//zBj2GTM1HbtBgDoHDEAEiqA8FD91n9eoQgPPXYfSzEgVerpbx3VFT8Pgg6aaYfGCHI4QaAwCNOpAgh2hoWSqqH77e9fLTrClf3LX17x8qETDmZQFngUqoydH47Pd/idsZafjoIoyCqqf3ztwfOvPO+4Lx55xLHTYFHvypWtnV2g9fpEAsAVuKpL0TA8UKB0JgOgWnQBOGnWXx5wkDn186e2jmmZ/ur0bnRHkGVUrLRVG3wMN4aTCPUyMx15qwVmQMuw7O2etxd0L7j2xu9LFgEYMaITIUDg9SeiajNNhmEGAQAnIPSCfGtOCiigs7MrQvShMbt2Thw5f9n8Z+c+GyEKEUqoQInh+KiHmQiJKI7KSCkrKD/2ymOvLnp16vFTR2VHhxAAOOewAYUNE7UZveclwzBAkWLMAmClUCy6HDYBNuyPHjU11Zp+6bWXlqilaaQkIjeoDscH3GQiJEACenqB9DdIIEIUIeC2ssniikNBAt3oXSFXvTL7xcnjd/vElJM9BBnkJcAcO/ZJ9KRgPatiGHoq/7thgJKSM9vJ2SXPjyzk2nIMcMAt0KEtB+2+y149leqfpz9ZQVDCmpYsKbiEQEIQIiACIokgggBqjQqktGtE9YaWOE0mQgUIQAASBChCCLgQFbgeKhF8FnGEQBUCqmhVf/LIz7KBfcbBn+lCZwGtDI4Ekw5g1+YDbYJTX9xC2GCcaGh+uMMzDDwC7JZMGfCgHLARyO5EXaPQcfq0LzstI/+24NUXvBkCq4HlhLUueiKUJTxAAL6LvgBlijWnFAQQQQBBczivTSbC+hiOBEjWXuCwLFgczEJ9iW4egxh8uO/hlWL5/pM/vGvrpDxyWWQ5bAKPSDUmELK6MVQNOYaG4QHVHhsDCCpCRFA2uBU5lpuxStE4jP7EiZ+W+dTMRa+6CKvwFSiHrIWUjRQqgCCmvaBYhERQSvtZTWIJm2yKgivKKIAz7XNGUACzYcHJsSwUg4UKK7vcnY/5f5pxHzgddthh4/MTLNg6fYmBk6Rm61sM24gWCmA5sBlscAuwwSEVlJWT6Qg4rGufBwsdj704a9dJEz5eOGyiSHepTjsefERwHCbh1Fb8as0xBdZETaSJTgWAhKrADSCIg+l8M1umGLIshYhHARVVyXXcNVj1XP9TawaX777Lh/bu2jOFNIdlweawmc5Qow27ONUUfodhW1FIAbpYCQggDkFI5/Owu9B2yjEnd3WOfWLOK0WkUs5IbTdrXxwEx1VBQ5NQ4BI8QtO0/iY5jRoEACyCJBAxCnlFsJKHYiA9AMjwkuP1oP8peuLRlx+eNGHisQf+UwvabDgc3ILNwTlxi9lN4WQY3j9xxiGBEZzYc+NAJADLgpWHdWT+Ix/d+5C5r/zPk+/McBGFNlyCiAAGxeEh4typHUfnbDAFEGuaZU/NJUIG7iDD4YQUSOYreATfgmKWkjZcFnWjZxClZ994funyJUfudeQhODiLrCJSEjZsCxaHZWlPQ+vQqHFYw9bF2LQxtMBJv9ieQxQCNgdrh3PEzgccOHrP0uoeH36R+yIP0YKwgKoT9aHPhRfo4/AIVi3YYDVNOZrmGhNa4BRx2JAsKqGvhB6CbMGIFNp74Q+g9Hz3DIwWSxYvO2DiwceOPWEkxuaQI8kc7thw4nUTiJrmBhveBxHgARZDrh5YszgCQHLwFAJmO6Qc8C5mH5PZd49/vtCxMh7WLkd5HMYG8ArIM+DF0gz49idHnZZybAYBKFgMxHjTLHtqLhFCgQuQDR/uG2vnPDPrr0vfWdLBx44eOen4z5z+jrf8+deeE20BK9vHH3bynpiSDTPpVBYWY4zVFLiBAVw3YcjNsHDYoWesIiDLoDOkwCAZAqBMssWxiRQPWEvGCeDvao32ED2w4vG/PvvkCGpDRR16wOEHHH7Iu/0L7SArRgUSNoOwEIFZAGeE5JZhrkeTiRBQEhJ4O5z3s/t+8snjj//qqf/Cg5Y33li0dPlSPpHbKefUwz+1tGvhqWM+PQKdluSQtTGDLgVbw24OZ98wRCjAIg5SIHAGABlm+UCecZtnIIK0kwHoL68/NmPuc5899ZQjWg+rovz31+dWgj4hA+FFHJIhAhQBjAFMh12bgiYTIYOVRwnVx//+2D5HTDlk90NTyHemx43Yf2KfXXqp9EqKnN2x61677d6KdkvwOLem8Qjr1LhuFUXNBnLwYVmN638rvN6dctSfrILNkQIIsAgpAngaTAFRH+Rr7y7+5Mc/tV/r3m3IjkRrdu9cyml9I/V26JANboHTutl51TwTWc1yHhrJlM9EiMqcJX8vjG+1kQPSlsxnVaYNI8TaMFWyCsiMxRhHjwCdeoRro1/rw5vsYg3/EAvIAwU91V5/prZCnpCP0EHQQzxwXgRbCf7yyhWjsx8ajbEjMDqvRu1s7VpAm7sqYGWeQQaCM9ioJUIaS7gJCKqMQQHPStuWnZJwXEgwiCqsFMsj26LSNpQFIshaFgxrsH6NNpCMRzrsYQRL1k0hAxivTd8zpPX435PIWWDwwSNk+pUc1b5TK0ZApCCZ5cCBm0u1FVItDmwoAIyDR7UZxGZpIM1mHMgBIgRj2ybYQY6QspCrcmAEAOpsaW3hmRxSAcoW6kNBBoLa1Hf9xcDjr6Qv0LA1UM0FJQbJGlprvd4MuBalUogYUGhr7RdVD4AU8Ktu6AZQVRL9brEWlquPXBig1+I3gw6brlGmYAHYo3Pvd+YsX4LVFYgBDHajr4SBYqXXrfRbEBnYpDNwvdp/EZSCir+jYRxoGPYwhIBAQ3kEjpCUtIGsBZsBsBFlIaZMmPjkK0+/jcVuxo/aqZx1B+GF7SrKqwACHGB6jp5b4CxqluTR5nJHLbA00qMwetqu/7R6yZ9mvvRKz4eLaeaEA9V9Ru82KNZmWrlEwAGBAqA7QShLq44UFNVWqtRYbxxYyxvcoVdkeF9wAJAcAQDABmz9PC1UbQ4g5TCHwhSpEZGyHHXifvvfMePu4N3BZSN2G+G0ramUWsaM6k735JF14eUcPYOsLHALHFH9I5KeUm4uETJwGSFtZ/do3fP0oz77wqKZb8yY63rl8R0j9xu1x/jO8djtwAzSHFlPuGBAqnG1BIu/a0wk5gMAcT0GrMMADglYWk9ANfRTqYwt0x0Opnbt735CzFu64Lnnp7fZhbbRY6eN2XOv0XuwfllfU8oBzsGbwQDGNGHdUaXjyBFUCKGgdK1zB4wBVItpcRtpWzl6JyzaRNkYMwL8YFBfSlEvGUsgVlsUwQELigEgBUYhoiqEhEqDc3DdigQiG3YB2RSshiPxelNK3jlqQhEaDP+7MLbCYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWGMCA2GhDEiNBgSxojQYEgYI0KDIWH+P4Q1uIho3PHdAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCC/C=C\C/C=C\CCCCCCCC(=O)OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1nc2ccccc2n1Cc1ccc(Cl)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(=C(CCOP(=O)(O)O)SC(=O)c1ccccc1)N(C=O)Cc1cnc(C)nc1N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1=C(C(=O)Nc2ccccc2)S(=O)(=O)CCO1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCOCCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)CCOc1ccccc1Cc1ccccc1.O=C(O)CC(O)(CC(=O)O)C(=O)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCOCC(C)OCC(C)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAA5wElEQVR4nO29ebwcVZ33/zmntt5v3/1mIxACgcgSFlkCI2ELiwOPiDugxBENCD7K78cy4wa4giOi8rCPZgQcEYyCozAmAj4sIgJGgQgEAiY3uUvu2ltVV9U55/njdFc6NyEJCUl1yPf96tdNdd3uutWd+tT3nO/5LkwpBYIg4oPHfQIEsbtDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZEiFBxAyJkCBihkRIEDFDIiSImCEREkTMkAgJImZIhAQRMyRCgogZM+4T2C5UfYMpAFAMsr6HAwyoPedQ+umEdzJA1R+svodBYaPjEMQOY9e2hBIohVUJQEAUKwKoAhUVhEAIVSmVEQLlKhQkamJTCp6r9LZbKUFK+BIBEAICkFAKARAAVcgAUm7pHAhiO9m1RQjANp1CaUyMFYxkQkEA0mYGIAWUMhSkhGV55eLIcL8MqgCYAgdTCm7VTaQSMKRQVZj1b0KBKRgAr+2QDUaRIHYITCm15Vc1KwooBpWcZcPjYNJHtSz8jO14YSATCa7C7KiHVAY2wCXAZcXndlaFSiRYiFBChZBjqGaQSYEnFBACqiZBxUMJcHC269+qiGZmV7+8ZMqyAQWvjMER2zdbXdNyWVbY2bUD2QBIJdRIP0SAMPDX9nKTQ4aMCRNBAsJf/UYOYRI8hBDRIfWMUIEBBk0IiR3Prm4JZTko20rZsFAEnnut76eLl/euDBHuN2PGHkcdyD54IhyF/uHlj/9xrH9g7r98CmYSJkfgoRouueyakxd+Cofs5ZuGDQvSjBw54BKQCmDRyJQgdgy7/OVlW6ZtGqjKYOmjv/7XLxqieuL8E0856wwL8j//z03P3HgzXB+ZzODLywf+vhzFcfAKrACoIghWP/goXhtANTSEDygwCQO1GSEAMoPETmHXXqIApAEgFFg59NB/3uUctmfXly9CKgHpTv7EvEPvalv2X78+fNoMnHSMo8KsbSBjVhKeB5ZPgwcqw4Cqj7AacJNDSsYEuEJNiSxaxiCIHckubwlD5cN1Uaj+Y9kL8y84B502UEDeEE75oPM/1AY+9vifIMJqsWAMj8MTKcHbILjroX9dN3dQ9hAGJjNk3QvK6g+C2Dns6pYQblh1bAd/eT5vJ7HXdBiA70MkDMeEV509a7+XX3nlyMCd0tXZ99hy3PlgQVSdPSaJoGqvGsqMeBAAoOCbsABlrF/+JyESO4ldXoQZK4Viye/ttcBhMCBERx6+C5golBNVuWe+E1ZiqG+dX3HXPPwHd3JP719frCpvLyNdCX3ks7AcBgAcigHYKLiGIHYsu7YIGTA+PtJu5+y9ZyrOIPwCRMpMMTPp+cV0pj01FPARFwXJQjb56EOn/NuXkEvO1IsPA+OvPPkXDPcCBzE4ITgYlwBnYLXlQdBKPbET2OXnhO0t7eDAfnuPIxh57NmcyphuYARIh1m8MfbqG6tyhx8OI9XdNWX54CAyDpIcKQbHRFvrAAvQ2gZYhjJNcAmEQBW1sDUAUBxql/+KiCbnnXCFiaF12LtzzmknPnPrffjDKgyn0GfhdXPdN388mk/j3DOhUCj7yORg2XAc2CmUq/Cl60skcygqDFTgMxtcR59qHQpwmhkSO4FdezgKBQhmTJqEEEdeeP79n7/m/su/0rXPnrlUevzl1/vKYydf/mnM7EHVHzMNZ8pkVH1pK55OI5NDWAqmd8H0ISRyWYA3Ri2w6P5EU0RiB7NrR8xAhaiUYZmV0aFUWztKyn/iz30rXue2JXtaps89FN2tXqmQSOaG/rY89Ko9hx0Kx5RMcRmi4j689HfHHnusne8As5VhVaF9pTABG2D6CeUyETuYJhShBKBnYoIBgIH1/hE9QVvvMgkCjJUGn/i/xZS192EHI90CwTFSRiYVJAKRTFdQtcEzsOCHkAxKIpkYGh9tb8kJSB8hh2mCC6l0/LYeflp6pV7UDSKJkNiRNJsIJSChAMnBuMcBoJbcIAGBIAnFwIKqZfFCcSxnOFi24j/O+qA/qfXCW3+I/WaBAU4CnMOyQnBDOzmVXJ/Fy2oDTFXPFeTgAGR9+LledI1rhgSxw2i+OWFdLYrXXJSOtks+YIAzlEQ1bXFRLefsFFb3v3b99/dMZQ56z/Ho6IYMYCg4qQAmg2kATOpJXd2Astq/ABi40fBnG7drkPaInUKTeUf1IFDB5yjVB6EicpJIcIAZGIdnmAxjQenOB37537+ZdNQhnR86Cy0ZcCCRFOB+YzauarBpBNF8NJsIuX5UwauAjM6vNlELgtC1Id3yKEKBZ5Yvue3OafvvN/uMUzFrJhImkgnYTgAe1qOv64et65DUSDQfTSZCAIqD8bCuQJ3QAAaYAkkYpkwgmJpK47XeVd+/SQ4Nn/nJ83H8MUhbkAFsy4NZhuAwa3KboDpGETBE09FkIqx7I3UirQmYekLIwoooKx4aEBgawrj/2o9++uTSpSf+r9OT809AWw6O7ScSVdhVMD9U0ZHWH5aRAokmpckcMwwwEQIWYAEOYChAhjCU6yhApFSI4RL++OeVv/791Dn75D/9YUxuh+WAcxhOCENA2aajy1KwjVIiaOGdaEKayxJqJ6gEbCAFGBKQenVBmjBDeHBD8ORz/2dRdXD02I+fjcNmwjYDiariChbAEzDS4AZgoT4W1R+R6YKGNCskmo7msoTapckA6QUykNxxwCSEDxMmVBomBoee+Oq15dV9h8z7J5x7JlgJVrvFk9qrqpcZmLafjWrjEPVomOa66xDvFHzft23b8zzGmOM4eqdSirEtj72a7pr0w4ABtm3xhAMlUa2GSgBMVIoI+LpH//SPl1emZ0yb8m+Xwi+jrR3c1MVCTf2QMGRDXW3UVucVLVUQOxLbtl3XTSQStm0DGBkZAbCVkTDNZQk5kDKtIPBh2mBQxQLLZ5ipSu54zsqGy165+8YfZYAjL1mAfXrQIiVMHokMG/tCa4/6mmHT3XGIdxKmaZZKJcaYZVltbW2lUimTyWzNG5vuujSAhGVDKYRVlrTAEQLcsuHJz57/mb++8Pc5J59szv8nZJ1QmqFscIJGOmz0x/BGi7ipsBiCeDsQQnDOM5mMZVm///3vAdi27fv+1ry36UToVSuAlCpUhkLKcX137eigYyZv+MrXH17+TCmVPPzzF6Et1+9WTCNjiQQUjywe0FCnia9v7cLq641UzJfYQTDGhBAALrjggtNPP/1rX/uabdt6aLpFmk6E3LbcoMoNxiyzUnWNRHJSa/f/PPTQ9Tf+sAx84yd3IOWUFXKZnpGRMjMSikFsKLzGx/pavoChJsTREMTbhnbMLFmy5N57783n80cddZTeuTXvbS4RSkAxo1gt60HkcKUYAmv71l5x2ZWDoXf517+97z8fXzBVijusErbl27yqqPVTYlBagVzCkOBSMSkaqxjWi9uTc4bYESQSiZdffvnCCy90Xffyyy8/+eSTy+XyVlpCqGYiVMpVoqqCwK2EXtlTYvXYwMJLLgRw+KGHld3KWOi7SrmVUAVKCeVVZVUpT6lAqVAppUT0kEqESoS1/UoJpUKlhFIyzg9IvIP56Ec/CuCUU04ZGRkJw1AppX9ukTe1hKVSSW9oZ2vjxgSklKKhn8oEhesXhGEoG1r96b+98es5YIEjFKaT9IU0wR/73aOL/mORbduLf/VLGYqMYVmAZXPFAA7HZhZgri9dz6MHA+fg6/tINA5WCWJbcV0XQBiG+mkQ1EqC3XTTTf/1X/81ZcqUm266yTRNwzA8zzOMrXMFbkaglUpFCKG3XdfVG1Ju2pQ0ij4MwyAIove+GVLKIAh839cS1WJufNfg4GBra6v+hKVSKfrTYRhu8eAEsYMolUp6o1wuK6UKhcJf//rXfffdF8CiRYuq1ar+rRCiUqlszQE3t04YhmEymdTbiURCSnnllVdOmTKls7Nz2rRpPT09LS0tyWQykUhYlqUaLBvnXCnFOdcHYYzpbU0UQ6A39Bv1tv45PDycz+ellAsWLBgdHZ0/f/6FF1444dy2JhCBIN52giBIp9MA9DLg6OhoLpe7+uqrX3nllbPPPvsTn/iEvp6DILAsy7KsrTnm5spbCCEMwyiXy/qvDg8Pz5w5s1wuN44/k8lka2trNpudNm1aNpvt7Ozs7u7u6enp6enp7OzMZrMHH3xwJBht8bQmPc+zLKtx5qrNYLTnpz/96TnnnNPZ2fnCCy+0t7dry64NJue8UdUEsdPwPC+RSABwXZcxlkgkvvzlL3/961/fb7/9lixZMnXqVC2/arUaBa9tkTcVoR77GYahL3rt6rnuuutWrVo1MjKydu3avr6+0dFR13WDINCv0bM+HTGgjaGWay6X6+7unjRp0uTJkydPntzd3Z3NZru6utra2iZNmtTR0ZFKpWzbjnRVKBRWrFgxd+5c3/cXL1585pln6tOITil6pdq62DyCeBvRI9J0Os05X7Zs2RFHHBGG4Z133nnOOedEFkuj1y22eMA3FWF0feuNYrGYzWZd140GqJpisbhu3brR0dHe3t6xsbH+/v7+/v6BgQG9MTY2Njg4yBhT9clk9EbOOatj23Zra2tXV1dra+v06dN7enp+9rOfrVy58oorrvj2t7/deCZoGIgKISYMdAliJ1AoFHK5HAAhxD777PP6669feuml3/3ud6M4NR1EyhjTVnGLB9yyCBvVHIahtnhSSsMwNnb+aJM4YU+5XB4aGhoYGOjr6+vv7x8eHi6Xyy+99NLY2FhfX9/AwEChUNBvNE1Tr2/Onj27WCw++eSTU6dO1fqf8Ie0Y8Y0myv2ldgdGBkZaWtrc1334osvvvPOO+fMmbN06dJcLjc6Otra2qq9hoZhbP3Fubk5YTSu1TrcWGBoWGyY8KvosBsbMT1GNU1T71RKVavVoaGh1atXr1u3rlQqPf/889dff30Yhs8+++yhhx6K+jRXD3f1QDcIgk3eBQhiJ1Aul5944omzzjrL87ynnnrqsMMOGx0dbW9vr1QqjLFkMqmU8n1/a6eF2+al3XFoE3fppZcC+MhHPqKfBkEQ93kRux0jIyN6Y2xsTG94nqc3tOQAfOtb31JK+b6/PX+o2Yr/QrtPe3t799hjj56enj/+8Y+TJk3aekcTQbwtKKUaJ3WVSsUwDH0dFgqFSy655IEHHthrr72ee+65jR0lb5Wm82poh820adPOO++8/v7+6667jhRI7Hwap1Gu66ZSKcdx9HxvyZIlP/nJT3zf/8UvfgFgOxWI5iuDX2PdunXFYvGQQw5xXbe3t7ejo4O8oMRORptBz/Mcx2GMaZ/IihUrDjroIKXULbfc8rGPfcy2be2G2Z4/1HRXth5hd3Z2zpgxY968eUEQfP/73ycFEjsZ13X1QFSPS4eHh3Xk5mc+8xnO+bx5884//3zbtkdHR6M40m2mGS2hvrX4vv/444+fccYZjLG1a9fqlRmC2JmEYahXGiqVSiqV0sExHR0dy5YtmzJlilJKr9VFK4fbRjNaGK1A27ZPOOGEuXPnlsvlH/3oR3GfFLHboStWABgdHU2lUn/5y1+++c1v2rZ99913d3R06MJqeiC6ndPCZrSE0X3Fdd3f/va3CxYsyOfzq1ativu8iN2IyOepV8ullPvvv/+KFSsuuuiiG2+8Ub9Gr59FUtxmms4ShmGYy+X0rSGZTJ5wwgkzZsxYs2bNokWLoqTEcrmsB+KVSiXm0yV2MDra0ff9KB/1zfJaG9nYtOgQEe3ebNyvc+4mvDLKHyoUCo7jVKvVz3/+82+88cbee+8dKRCADovZ/oiRZrSEUaSOnhzedddd55133uzZs1988cXot9VqVYeJx32yxI4lmpWNjY3l83lteSbkKKgN4/j1CjgalhmUUhtLRQvyzRbAdE5sMpn0ff9vf/vbMccc4/v+smXLDj744Lf9MzbjRay/L53sC+ADH/jAzJkzly9frpdl9G8bsy6IdzBagb29vfl8Xlf1rFQqE5QzIZNGh/VHGQKcc8MwqtVqlD4eHdlxHL/OBJNomqY2huVy+dhjjxVCXHvttTtCgWhCEUZ3Pn2X0ulbF198sWma3/72twFECVP6NfGeLbGj0fUjpk6divp/dyqVKhQKWlGNBRZ0XkHje5VSQgi933Ec27Z1xHKjFO06lmXp+7sQQmcR6NcsWLAAwMEHH3z55ZfvoOut6YajeqQxYTjhuu6+++47MDDw2GOPHXbYYUEQpFKprUzWInZpNjloVJvKI43SF6Kc7yjiH/VwSNTzwvUAVeepaoM54Wg6THTRokVXXnmlEOLVV19tb2/XYn7bP2PTiRBAlLukpwF659VXX33VVVeddNJJS5YsCcMwDEOd4Ey8s4mmf729vRdffPHDDz9sWdZ5553X3d2dTqc7OzsnTZo0ZcqU7u7uKMcvmv5pC6lFuMVbdqNiARSLxUwmk06nXde95557PvShD6FhmPb20owijNKTBwcHu7q6AFQqFc/zZs+ePTAw8NJLL82aNUt/11uZNEns0gRBMDw8fNxxx61cuVI7z3U9h+gFhmFYlqUdlZMnT25padGVHDQ9PT25XG727NmO4yQSCS1RLc5NpubpIa5lWTNnziwWiyeeeOIdd9yRSqV0GuGO+IBNJ8IJulINafULFy68++673/ve99555522bb+lMh7ELoqU0vO8ZcuWHXPMMQA+/elPz5gxI5vNrlmzplAo9Pf3r1mzpq+vb2RkpFKpaE+eHpE2VkIyDEOXL2ptbW1vb+/q6tLFVvL5fE9PTz6f1+a0s7MzKk7x4Q9/+Oc///m0adOeeOKJadOm6cDR7U+Y2CRNJ8LNMDY2potKvfDCCz09PbZtb3JuQOyiNAZp6LxYxpjv+2NjY3PmzOnr67vuuusuu+yy6PWNjoMwDMvlsuu6r7/++ujoqK7YENVzGBkZef3116vVarVa1e9tnDRGe7R7Rh+wXC4LIe699973ve99AEzT3HHFHHYlEa5du/arX/3qXXfddf755998881xnw7xdhLdTxuHQnqwc9ppp2mH3COPPKIdKpH3LpryARBCBEGgPQUTqkBETwuFwtDQ0ODgoK60MjY2Njw83N/fv3LlytWrV4+Pj3uepwe6jLETTjjh7rvv7u7ujo6/gyo57EoiBLB8+fJ3vetdOoK2s7OTvKPvSLRJ1Pbwhz/84WWXXeb7/po1ayZNmqQHmZFKNy72FdUT0+uE0f5KpaKLGEWmTEpZrVZ1pZXIyTc0NPTSSy+tWrUql8sdeeSRnZ2d2njq6io7qqbR9qTl70yiwsZz585ljF1zzTVqu8sKEM1DYwV3XfpdSvnSSy91dHQAuOeee1S99HVfX1/juxpXCyeUh49qum+yXru2nHq7Wq16nrfJl+ky20IIz/O2srfEW2WXEaFSqlgsKqWWLFkCYM899xwfH6faM+8Y9E3W8zx9Y127dq3neaeffjqAT37yk0qpwcFB/SvdPUG/S9bRcaGbb76gVef7/mZeowNHgyBwXdfzPH3JqYbqMjuCXUyE+lZ35JFHcs6/9rWvxX1GxNtMEASRwK666ioABxxwQLFYHB4eVkpJKQuFglLKdd1N9iPZ2BJGpnLjHiob9z55sz4r4+PjO8gGanaZOaGer+vV0nvuuefiiy/mnL/66qsblyQldlGipfCBgYHVq1fPnTu3tbX1tttuO+2002zb1r+NvC9vVvpZu1Wi2NHGgzcuDKr6eiDqSxrRfm0qowQl27aja8913R1xve0yItTo7w7ArFmzVq5cuXjx4rPOOustHgJgEuCAVOAStW39k4MzSCgO/ZNJxfTvuAQE1rf+tSAZpIJiYBAc4OAQDM1WCFVBynpnVN02HIpHzxWDiNrGbeZCYLV3RB8fb3ePOe3w9DxPh+bvu+++K1as+MIXvnD99ddHgRmmaTbWX6p9QKXUhp6Yxj1o8HpMkGUj2tA1qjE6uO6DbRjGbrRY/2ZE9X/DMNTZzeeee+4+++zz97//XfeC046vqCyPrg488U6pACUACcYVUwJc1KWo5WeCG5AQHEpCcXAZGsIHTDgjlaqdcnT7Y6mq3QyQruCwYaLIwVNIwuNwmqkDooKUkCGgT9sGHAABr91zDPicBwADTMCOxAqARcKVuqljCEhwvc/QetZtj996CoDv+9pRiYbFA218AHDOzzvvvLvvvvuQQw558sknd4d4jKbLongzLMvS5QZs2y6XyyeffPKBBx7Y29t7//3360IDpmm6rqvvdqVSKco21AOYWqKKUmAMMMAYA1eQEkqqEFAMYLVvg4MBrNZ0VIJzcAtIc8MAJFCR1TSzDMAQsPVbDAsKIUcANFVaR70zqgKUihSmZM2kcYRY/1jfRJU1qLG2IQEoyEZ7uG2Nx4Mg0NkMtWPU54FR4PV999131113dXR03H777btJttqu9CF1ggkAznlXV9cnP/lJ13XvuOOOKMpBRzwAyGQy2s+mBxK6U5xhGOAsDBQEh+SQ3ArNpLBS0k4Jy5HcVtxQHIqDcWVwYfGQmSW36sBgvswqtKgwLyqTIFoQIOAIEgiSCBLgBmxZgvKjC7RpYAo2mH6Y4JAcjINzmLwKHtZPWAEVoMoh+IZdjWtmnbN6O2TW2Pz4rRv9SH7aHRr97+iIs6GhoQsuuADAF7/4xVmzZu0mgcG7zHBU47qu4zicc9/3K5XKPvvsMzQ09Pjjj+vAQgBCiNHR0Xw+P2FdNbrjptNp6HGUvgD1NRhdYhyKIwDCuk0zgFQoUPahQvhl2BwJG0UX6Q7d27t2YRpqjPsMRhLcbp5bmwKkBJOCcwWYqj6v5RAmr+oJMmADDAjro0sejTZrSC02VR+Raultz8zQdV0hhO5hFPXV45yffvrpDz/88EknnXTvvfcmk8ndJEC/aS6XLaHq3WO0Y2Z8fDyfz1900UWMsR/84AfFYhGA67qGYXR0dGgFauFVq1XdLdi27VQ6rSAVk1AhDFl7cAkma4pkUkAGkFVIF9KrjdMMyBBegKrCaBnjLgwHei5loQL4FnyukggyCKxms4WSQ3ID3ASvDQEUB7gCDCANpEKYLgwXjoRVvzsJIGS1MTqg59K1O5VRv2j0V7YNt3AppW3bWoFhGOpFcM75XXfd9eCDD+qmlNodujsoELucJVQNEdthGI6MjHR3d9u2/cADDxxxxBG6wX0QBMViMZfLGYYRvbgWUy+VxRikgGRgADPBFUIFFcJ2wCQMrpgMwENIAc6BcrHQZWfEkj88cc/PXnvlr2NuoWPmvnOOeM+BR52CAw5EC8ZMcAYT0pJli3PAAZqmYZuWFOpnpI0/A0x4HBJISaCK2g0lidCsvYRjveSYAiDrfhoO1GaZ0UjhrRrDyL7p5QS9/be//e2QQw6RUt5///2HHnqoTqXfTSxh01wuW0HkSdMblUqlq6tr3rx5jz766BlnnJHNZg888MDW1tZkMrn//vu3tra2tbX19PR0dXXl8/lsNptOp03DggcIA4yDSxgcSsAywI3a5SU5A2zJbaVd+WHaShcfe2Lpd35wwKw93/OtL2Hm1Jef+cvv/uOXbX8vTfmggxP2hQVAX5TMgtnUgwtV01bIUQEYkOJy/eDSRLV+8tG6DQMMpr8KCQBKNk4Ut+0sotwF13V12kR/f/+ll14qpbzgggvOPPNM1DvCR2Ww39nsYpYQ9abhYRgahhGG4VNPPbVw4cLly5dbltWY6DmBbDbb2dk5PZ398JzD9861Tpo6pa2jPZFJp/M5u6MD+Txa88CGoysFKAmFJf/6b2zt8Em3XI/WMBQlM9+BlcVfHX7u+/6/K/DZ08ttnMHiAESQMKzmEqFe3KytD9a2hYEKUAIMyHbA8CUCwETFQQVwYEZX/QbGUEbGEOBQDPq7tsDfqiWMOtrqbPfR0dHbbrvtyiuvbG1t7e/v1+3W0ZBT/45n1xPhxiildGST7tE9NDRULpdXrVo1PDysMz6Hh4eLxWKlUmkD/vfhM3u8UiJAUrBswFIhS4awFGMKbV0dLJ1wulqzU7uLCDJd7cmj56Fr77vP+cTJn7+g62NnI6FgmQDDmhK+9J8vPv/8u5bcihYmeVLB5uBKgDfVar2qeZ6UAQkYCoLBA1xgGKUMEnmItOLB0JjVme0HC8FbYdm1YaxgYAY4hzJ1yIKqW0JDi1AC/K2KUI9i9J0UQBAEzzzzzLHHHiulXLp06YknnqhnHNELdgd2peHoJtErv9lsNpfL7bXXXqhX8ol8M6hnfI6NjRmj/S2rXsyOrQtGitWBkbBvxO8fkcNFUfb6164dGRoe7/f81VytTI+ErtORn7turOvED6jiaNehs9zqaDLZBdjrRgY6s62Y1Lryf155F3fDamgm7dp4lNWHfE1C3Wrp+VtY37Agu5BwoFIKcH0rm4FQKaNahTID24IFy+BgOphBCGEaVn3xkNfmhwyor92/JfRirx7LmKZZrVYXLFggpfzmN7/57ne/G/UkXR0ytoMy2ZuNXV6EG6cU6jXfxro9lmXl8/l8Po9JXXjXARC+rWDL+mhNAhJTFRAE6OvD0FCxVOpdu8YXYVd3D9b0T5o+pZLgiY52SAejlc5cF8bKmNyyzqrCFjIBQMD3IRM6nq15RCiAgEE2uE8Y4ECmIREorBlArh2FCoIq0olczoaUsDgMIBQGV5KbDJCchVDm+k/FAbBtdQLroabO4gPw8Y9/fPXq1XPmzLnwwgtzudyEckw7Kn+vyXiHfEi1YQg8AF38Qq/X6yApwzDgpKCgXSlgUEo/FFM6TAZo7QTnWYn9fQGpIAL0vvHaD76198uv77n/gVACuRSkArfHX3l16ow9oUKD6Vu1ara1CQAKtZmbUX9qQJpKoqpQlpAp/O6JVS8+Pzg+XBVB9+Tumeedg6wNR0EEgikjk5bgnJm+Ck1uAoCIps1aim+ZKBjaMIyf//znDzzwgGmat912my6rF1WF0Zm7u4NXBs3lRdgmojKSWmmWZelargD02mAymXQcJypMIEPIEFJASgiGkEMYLDRZYEAZQILXfBGOAWbCsjG5rW3fWf5jL2NYwQoKbBzMhy+eXvJ/jz54LophCBvgsAwkFRJN+o2adQttAAgVPIlS+NJXrrvvmutKK/+x/7Rp03L51x/94+LzF+LF5QgEODeZMqAYpIRkzKiJoyGobds+qGmausFDX1/fF77wBSHEDTfcoAeiSqlo8BnFXm//Z29+dnlL2JiE0li3RxvAxsh6KaVSzDS4ntIoVgtwDiUkkLAQApzBYPVFaBMQBqR5ynkfv+tL1/ZMmZy7+IM5m6FYXXnzj2RbPnvqfCRagIQCZ1wpBAqMr1/Njp/IvWnU0h+khDSYhJJY+siyJ/74kW98GUcfgqRMVyt7eB978PIrnvzVL+dOm4S2HGwLkG7gW1ZagQm9VoH6pHdbp75SSl264qKLLlq7du1pp532L//yL7WzbVjU1bfRarW6O7hndnkRRsv3E+ooR+LUNc91hDcDE55rgMHgzDRMzkwDMNYvTAgoH1KEgWmahmko4RrpVHb+/A+Uvd/c+/Pqr+7eI9/J+8sFzo/6wkIcdzASlgEIKImqhZCBA6nmEaEBJHXmll6Ot2UAZZgSlvyfhx/c558OxXsORjiEnjxgw5N7nXHsAz+5b+7AB5DPQHEoISElIKBMMMXAsIH2tuFzGoaxatWqX/3qV7///e/T6fTNN9/cWDAGQGMpl91BgXgHiHBChlhkD1W9umvkJmWMAdJIWFAKDDXnvZR60MMNQ0Hp9ArDsQBISO4YkEDC7Dzt5I+edAJe6cVTf8KBh2CPSdizHSyA4iJUhmWrkDFuAdsY1rzjqH1QGYIpC6wK5sOyzWBsaN2eM2cgJdGSH4diYJmwtN+xh//i+zejMI5SGeMhsuk2g8OvoFhGKgfJ1ycUcpja5Bs68mF9ZLfS+Shq4nnoAW3gVz3P+8Y3vlEsFn/xi19MmjQJgI4r1FMG/VPXsNhN1gl3eRFO4M06Nta1yieKhBvYMBaZb/AuiWAcqVSYnmpKoG06DjsaahTr1qofLVLZND/nLCebq/gBr5owHKimi1orizBjAqEHBeY7sC0PsBWzhwuzjmiDEYKbLUgDCo6CGu0MfQwM4NE/PHjfYumHmWRmj8lT0k6qo7WNt+TQ3obWFrRm0Z5HZxvaO8AsdHaiWkJrBpyXvUoikQ4D3wikaae0FMMwCDlnjqGAQKhLLrlkcHBwwYIF73//+3WHyU26uHcTBaKJrpedxxbGUBuaMQ7HBkMRCDhaHVgmhxdAVO7/8aJMKnnSB89EqZTMtMM2saaCfGoHnvhbhwEZbkKEYCGkhEo4gC5/22Y5I2+saoMEk5AcxQqkwFjRgQEI2HbWQNl1Q7cy5FcHRfC3YhlcMW4qE8IwlAHJjWIy6c+YVWzJLnvjNXRk83tOS7a2HnDQQWk7se+UvdoyubZcBzIp07aYARdwq9VPfPjDjz766NSpU//93/89DMNUKoWtaBTxzmY3FOFbQTEoA8yofU2W9nJk0NKW6Opa+/cV6ucPsI98EAiKMHOTUnCbZz4IAAiBKiAYHKaSDpNgUofYhe35VrfsgXNRrRpmgGQSLu/9y8tmZzdm749jjjn2f50Mx0ZQQaFQ6F8jQlUujo+vGy0PDXvDxdLwcGFwdLDilYaH1vT3/eHZP/aFQZlD6iz9AKaECRjgmUS2c9q0julTrJYsoJ5+8kkp5a233trW1jY8PNze3l6pVHaTud+b8U4IW9uRSIQeTMuHFegaEACTVVTKWPrYL//tK23pluMW/1R0GKuTyU7kVVWlnWaqyy91ZQvlJkIGJMCgZMhC05V4+tVFn/jEaV+9pPuDZ0BZ8AReev2mq64+4ujDD//U+cimassaJmAAoQ/bhlDwBZRRC70JAGaib7Aqw2dXLF9THB/wyit6/zE6OjY6ONT/em9puDDUv64UVELwkLFaHRshDzv0kGeeeUYrELtTjOibQSLcLDqLBwDjPuADFuAgRKmMQnnpOednVqw96ptfwYePGXSyARIZ2EmgecZVHjAKSCAJWJBKuZaqJiEQAP3lv99+Z++f/taaSO578EF9I6N/fHrZ9MMPOv7KS9CdAwMCDwkrFAEswzAs1Hw8EkIhqP8MFZIZcA7lwzKUY5URKAkEKmunIYGqqJRL68bHVw/0vbL6jTV9azuzuY9/7KN6FKoJgkA3043ta4obEuGWUPXAZYRlQ0nwpITpByiVxc8WL7vqux17T53+ux+FLdkxZBXsnC6m1Bx4wCCUAdYKWCFM02WqAtdDxUWqFZ6BJ1+UTz697NXn9zpwTuusA3HIgZjWggSrF+MBACUl47xxz3qEQqkKxwETylDCNAWYroXhlyqZRBIwtCdMcVSEqnjlfCpjMaxbt66zs3NoaKilpSWqobbbQiLcLApSgEsAAkboGwjBHViGlAhdDI6umP+hgVUrj/3p9zD/PX6iYww8D6t5LCEUEEiAIwACwCojKODlFYVnnsmdcBL2nIFqCCVhVMEM8Dxs27fgQtrgllBmIMGMWuhCKGFwnS8ZMFnlSnJuA4kwhGI6QsEHBFjFryRMO8UdpgAJ6fm+FGbSgcklYAFrent1zq6mMeB+96Sp3AjNCNcrYFCQ0kQA+EIqybiybfBwn/ee1DN1yvM3/wRjQvSuaYHVXIMqnZqsa+YEQCAwVsKvlzzwvZt/+qMfQ0lkHGl4yPGK5SHJQwkPELqQjMGkqkXUIgSM9YuB3OScGwpMgCmuJ3sIhI44Yo7tWNwqe65ej+VJO5FJmiZngBLS9VytwGq1qgtp7yYl1TbD7v75t4iCjtLiALhiKZgWZwHDEEJ0tuIz5/SFlcpfV+KJ5cl0hyMCQ20Qx62L3MRz6gA4lBUiCVeGyAE8wLPP/vXnD+Qr6mPnf6osJZjFc60DYG4ihZCbAlkgBb1MAZlkwgYSqO1NQNgIDQgdXQuYAOMmOAfj3LABzsAt2ABPJpLgrHFVlgO2wVOJWnSo4zjJZFIbwN3ZDIJEuFVEMZOSQ3FWq+CZ9C2GtvSRHzir2l/AvQ/CCzFegJJCCNd1o5ZaupNeLCcuIEeUW+Gh1WpCBlgz/OtvXO8a6p8v/BQ6OlLpFihTwQpghbD1x2Sipi6Omge0wlBmqDBUWK2wKgdMwKm7oBSDAlf1vIpoeqei57v1jG/LkAg3h2KQtcuIQ5mQJsT6C6oMhUzS/vi5e+930POPPoXVa2BbkMowjEQioeuF61dGFVN3MiGgDHsMRQMuyuXKNTd2DlZ6p+bxv89Fa45JBgUmzRySSdiwJBwJBRbCULUURJ1xGdZLsMkoKFyBhWACACS4rEetRQ+NaniQGN8MEuEWaCj7Z0EaelzKgBAVAymYJrp7ppw8/y8DK/+++F5IH0rpSEidwBElN8Zy8gySQeRhsMKw99+/XPXMs7aT/MC11yBjwjBrtdh8WEiYsEMoGAIIoSSkZEpakDakDenUN2xIC5IpqWuX1ytz1zAaHmio6kpsHhLh5qgl329QX4yDSQNhK2wbLORpMBPvPcmcPfvplS9ibB1Qa8cFgDEWbcRy/haQh0z5Lnr7H77jjpfL/Yde+insMwssBSiIWumnEAjBTUiIKpgCl4CElExIU0hHyISQCSEdIU0hWS2zQtdrXa9AvRTPVM3iRRfWBjokT/ymIBFuAbmJ9hLSgEhAFYeHABPZHA7ef58PnL58ePWiH98CrhKJhG7FDMCyrBgdM0wpw/VRCl+48mq1evW+/3wMzngPTAcVBZjggA1h1nUSViF9cFnzgqI+jpQND9XQ4YnrXh1A1NQpen3U9mJ9rSniTSERbg6d9Lv+9l2/wzNIhLLVSJm1QtYsOe+QpcufueyqH/St/gcA27YbKzXEthgbAgFf9e83JV94de90ev///3xMS0MxqCQCDgXfQrleiA1C6kK/SjerMDjMhp8TnnKuGBf1qvi1tmpqvVBp+rf1kAg3xwbNT6IuDYB+YqYzXkW6IfyM9a7jj0tMnips/Oq/f6Nr8kdemcZC4DsbAbyxdtmSR3v7Bve79AuYNtVnHI5TCyhQkErX8gcLAMbBDLBaJ8aaYWMbfHbFavujVo0TP1hDVhgnT8zWQSLcHBzcAjcBGPVQZo5aj1DDUJDckgkbftllsK7/4X8WfFz7nRt0salMJqPVuPOXKCqVSs0Oe+6D1333pVdfm3PJQpx6KmTWVlkYluIhbMBEQiGrkFZI2oCdhJHUq/IcnNUfjV7PaCevPeq+0EirbL34WK0JYoMaSZSbgkS4ORhg6LRfNtEMgnFmmYbBGGCZHOCTp82cd+KJ/1jVe9ddd+n2rtlsVvdF3DmWcGxsDECpVEqlUjoe+p7bb1++fPm8M89oed8ZyKT12p4CCyyuopUEob0pMqytTWzVWgLb8DFx75vuIDYBiXAbaWzIrAM+pk2btnDhQgC33357qVSKijVspjj/20s+ny8UCplMplKpVCqVJ5988rIv/uuogSM++kHstw8sDttSjPvg2gHa8GEAkkp8kAi3ET3e0z+jWsPz58+fM2fOsmXLfvnLXwIYGRnRRW52gg49zwOQy+XK5XIqlVJKHX/88eNBcMz7/xnvnoOEASlg2SVID1JsvFigJE3h4oJEuI1ElRR1CSm9HpjL5bQxvOOOO6K2XqZpNtZi3EEkEolyuay7oHqed/HFF4dh+O5jjj7pnI8ik4ASIp3ywEOYDOZ6BaqGn0RMUCrTdqGLKeoZoBDCtu3h4eGjjjrqtdde++1vf3vqqafqxiaNbRV3HLq7A4Dbb7/905/+dD6ff+IPj84+YD8wKRgCWD64AAxwKWWGczNqMsgAHuqmL7zmjCF2HvR1bxfRQNQwDM65EKK9vX3hwoVKqRtvvNH3fcMwdo5jRnd3CILgtdde++pXvwrghz/84eyDDgQ3AslCOAKmADPAJZTFuIEGA8hqJQnpfhwLJMJtRAih5aeL8AMwTVMpFYbhggULcrncb37zmxdeeMGyLF3Vb0cTOYouueSSvr6+884770Mf+lAolYDphUpnu9tgJiBcP8HAZD2qWi8A1mLViBggEW4j2vQppfSUTy9FmKZpmmZra6su7X7DDTegvmrfOOyXUoZhGO0RQugy4Y3H11WMNY07o40gCPREVD/Vztibb775d7/7XS6Xu+mmmyqViskNDmScpC5RpZOP2pKOITcwg4qtX50nHe58aE647TR2X4sIgkAptXLlyuOOO25wcPCGG26YOnXqzJkzp06dallWIpGIMiq0CW0scKSFF41dJ7TZ0K+MSnRGL9a5Gpzz559//ogjjvA87+mnn54+fXpXV5cQwti4a2kU5FmPbhFMCkBCMnCzydqc7g6QCLeRqA1bo4p0G1q9PWvWrDVr1pTL5enTp//jH/8AYBhGOp1ua2vr6enp6enp6OhIpVLTpk3r6OjYY489pkyZ0t7ens1mdf2/yLmKDauwvFmd3CAIjjnmmD//+c8XX3zxDTfcUCsmHwrOjYlTvaiXC4vMoIwGp9vQ/prYTkiE24gQIuqaAEAPTXWsdqlUWrx48ac+9ak99tjj1FNPfeqppzjnAwMDlUqlWCxOGHY6jhOGYRTtnclk2trastns/vvvn81mOzs7u7u7u7u7tWiz2exee+2lTaV+S3QL+OxnP3vHHXfMnj176dKl7e3trusKITLpTGNOQw22XoT1Ntgy+g0nEe50SITbSGSppJR6NhgNI994440jjjiiVCr94Ac/OPfccxtbQ4+NjY2MjAwODg4MDAwMDIyPj7/xxhujo6Nr1qzp6+sbGxvT4tHjzOi/Jpp/apHn8/mpU6dOnz69p6fHcZxSqTQ6OvrrX/86mUwuXrz41FNPBVAul9PpdOgHpmVBSSgOvQABCcbBpQKXkPW0JE4r9TFCItxGGudmekqm9wdBcNxxxz377LOnnXbafffdB8A0zchsRmjfjN6vm9joI5TL5ZGRkWKxuGrVqrGxsb6+vv7+/oGBAb0xNjZWLpcrlYrruvo4kSFta2s744wzFi1aBKBQKORyOQCe5yUS9bGrWi/CxjQIDhjgrDFRkOS4cyERbiONw9GorWyhULj11luvuOKKmTNnLl26dPr06Y1TO9TNpm6WuPnjR97RCdWph4aGfN8vlUpDQ0Nr1qx56aWXnnvuuVdeeWX+/Pnf+973isViNpsFUCqVEomEYZoSUkEygNe7e4r68oTuYWbo9F5Zy7Jf396e2FmQCLcLPUTUiiqVSn19fQcccIDv+w899NApp5wSWaQJ9W31uwAwxvR+PZTd2F/6ZmgxR/KOhrucc8uytJWuVqu244h6qZfGImj1eSKvVW3SItSWkUS409mt6z1uD/q61yrSexzHOf30033fv+aaa4466igAuVzO8zwhRDqdblzJaLSEjZLb+jK4uv9p9FQfLWqrosfJ+qmxqaVgo6a4xnOql2cidjq0WL+NmKY5PDyMeiULKeXnPve53t7e+fPnn3nmmS0tLZ7n6TFhOp3eOUEzm4QBrCEZN3roPMn1E8BNZAcSOwkajm4XlUollUoFQfDQQw+deeaZHR0d991333HHHQdApy/pEePOCeAmdlHIEm4j2rilUinXdYMgWLhwYSqVuvDCC7UCfd+3LMuyrCAIXNclBRKbgSzhthP5Rc8+++z777//6KOPfuyxx/ROIUQQBFEDWrKExGYgEW4j0RLFLbfccskll4RhWC6X9aKf9otEgZ0AXNdNJpMxnzHRrJB3dBsxDKO3tzcMw6uvvjoMwwceeCCVSum1Aa1PbSSFEJxzUiCxGUiE287UqVPnzZvX39+/YMGCefPmob42EI08q9UqtaEltgg5ZraADgrTi4Gu6+rRu65s/+Uvf/mJJ56YMWPG97//fW33dPelaAXPcZzduRU7sZWQCLeAaZqGYYyPjxeLxWQy2dfXB8BxnEceeeTGG28Mw/DWW2/VOUqu68bVfYnYpaHh6JYRQmQyGV2oYvLkyf39/bZtX3nllWNjY1dcccUJJ5ygzWMymdRlneI+X2IXg0S4BbSvRY8qbdv2fb+np+dzn/vc008/ffzxx3/+85/Xg8/R0dHW1lZqv05sA7REsQWipQi9/g7gkUceOfXUU5PJ5IMPPjh37txoDZDWIYhtg+7cW8AwjKGhIdSbK3med9ZZZwVB8KUvfWnu3LkAGGOFQgEAKZDYNsgSboEoLEanTZx99tmLFy8+5ZRTHnroIdd1pZTpdBpAqVRijOltgnhLkAi3gB5t6moRixYtWrBgQUdHx5/+9Kc999xTB8QEQVAsFtva2sIwnJBhRBBbA4lwPTolAoDneY7j+L7vOI6e6UkpX3311SOPPLJUKt15550f+chH4j5Z4p0DibCGLp5tWVaU3t5YGKZarZ500knPPffcvHnzfvOb37xZ3UGC2AZo7FQjcn6GYTghzEUI8d3vfvfxxx9Pp9M/+clPUA9PI4i3BRJhjcZy13p0ENWtePbZZ7/4xS92dXX9+Mc/1q6XqP48QWw/JMIakRm0LEu7W3ThlkKhsHDhQtM03//+97/3ve81DGNkZGSLtdIIYuuhOeF6oh6DqK9MlEqlyy677JZbbjn88MOXLl2aTqdJfsTbDlnCDdCzQZ0ECODPf/7zokWLEonEd77znZaWFp08MaFTEkFsJyTC9URldnVGUrVafe655zzPu/baa3UJw3Q6rWt70mIg8TZCw9Et8Nprr3V2dkY1fLeyOC9BbD0kwi1QLBYnlO7Fhi3QCGI7IRFuCxM6TBDE9kC3861CO06jp2QGibcRcrhvAT0PZIxp4W2yRTZBbA8kwi0QyU+jRUirhcTbCN3Rt8DGBQuphCHx9kJ39C0ThqHuIqhXCEmExNsLeUcJImZoOEoQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMyQCAkiZkiEBBEzJEKCiBkSIUHEDImQIGKGREgQMUMiJIiYIRESRMz8PzOWQdi8JXV5AAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)CCCC(C)(C)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1c(C)n(CCN(C)C)c2ccc(C(=O)OCCN(C)C)cc12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C/C(=N\Cc1ccccc1)c1ccccc1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(C)c1cc([N+](=O)[O-])cc(C(C)(C)C)c1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NCCc1cnc[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1cc(CCCc2ccncc2)ccn1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1nc2ccc(Cl)cc2[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCOC(=O)CCCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cn1cc(NC(=O)c2cc(NC(=O)c3cc(NC=O)cn3C)cn2C)cc1C(=O)NCCC(=N)N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C([O-])c1ccccc1Nc1cc(Cl)ccc1C(=O)[O-] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1=C(C)S(=O)(=O)CCS1(=O)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1ccc2[nH]ccc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCCCCCCC(=O)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(=O)C(CCN(C)C)(c1ccccc1)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc(S(=O)(=O)[O-])ccc1/N=N/c1c(O)ccc2ccccc12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C/C=C1\C(=O)C[C@H]2[C@@H]3CCC4=CC(=O)CC[C@]4(C)[C@H]3CC[C@]12C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABQW0lEQVR4nO2dd5xU5dXHz73Ty85WdukdAQUpdhAFEcSeqGg0YMcSGwqaqLESSxQVwRpjjFFixyAWVFBERWkqgqD0LbB9+ty5/bx/nJ3Hy+yywLBwwff5fvYDM3fu3DbP7ynnOc85AiICh8OxD9HuC+Bw/r/DRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM1yEHI7NcBFyODbDRcjh2AwXIYdjM79ZEZqmyV5LkgQAqqrSdsMwAEDXddoiy/LenCiVStEB0+k0+5e20wtZlhFxZ19HRLokXdd1XbdeNn1E30VEesF2YMdXFCWHy6Z7ZweMxWIAQDdivRc6r6ZpOZyCs5sIrZSP3wy6rqfT6by8PABQFMXj8QBAPB4PhUI1NTXt27fP7bCIqOu6y+XSdV3TNJ/PR9s1TdM0ze/3k7pcLpdpmrquCxZEMffqDxEFQSAVud3unI9Dync6nQ6Hgx6LaZrpdNrhcNAjkmWZ3RRn3/GbbQmJeDyeTqedTqfT6QSARCLh8Xg+//zzaDQaCoUAgBTIWoA9QhAEaiIcDgcVVqY6j8dDzRrVcbquu91ul8tFJZ4pkGRsGAarChHRMAySMW3PaioBQFVVRVHogPStHBpDTdNIbA6HQ5IkUp2qqoFAoK6ujmoKuilJkui8nH2E0+4L2IeoqkpK0zSNSrmqqmeeeeaGDRtWrFhBfS1W6+dwcLfb7ff7w+FwUVERAMRisfz8/I8//viyyy5rbGw85ZRTXC6Xz+fr0qWLYRgdOnSg/UOhUH5+figUCgQCLperS5cuoig6HA6Hw0FFn17ruu5wOOhcgiDQC7oLj8dDXWhBEFhTtqfXz2qlxx57bM2aNbNmzWrfvr3X662srLzkkkuuuuqqcePGFRYWqqrKqjDOPuK3/HCpuQCARCJRVFT01FNPTZ069a677po3bx7tQEIyTZOV8t3H4XDIsuz1ekmB9fX1xcXF8Xj8D3/4QzQa9fv97CwA4HQ6sxoT0hsAIKLT6fT5fMFgkInT7XaXlZX5/f5AIEAfBYNBUmb//v2HDRvm9Xqp9TZN0zTNHESSSCRCoVBeXh412h06dAAAXde7dOlSWVmpqmphYSFd+d70nDm7w29WhKqq5uXlxWIxwzCKiorq6+t/+OGH8vLyoqKi6urqgoKCTZs29e7dGwAQMYdyRu2VYRjUCvn9flEU77///mg0WlJScvfddw8dOjQajWqatnXrVk3T6uvrVVVNJpPRaDQSiUSj0WQyqShKRUUFdT7j8fj27dvFDKqqUttIGhNFkVq/nj173nHHHVdccQW1gTmPCamPoOs6dQdkWWaH0jSNOrps/MxecPYFv1kRAoCqqvn5+YlEIhwOt2vX7sknn/R6vQ6HY9u2bQMHDjz//POfeeYZAMihL8egQR0Npb799tuZM2cGAoHZs2ePHTtWkiRRFN1ut6Zp1NpQ08dsM9bjyLIciUQaGxsjkUgikVBVtaGhQdO0aDQaDocTiUQsFqusrKyqqtq8efOsWbPOOeec/Px8VnfkJhJVVakCqq+v/+ijjzwej9vtJktyIBBg9liw9Ic5+4LfrAjdbnc8Hne73WQU1XWdjBCXXnrpnDlzli5d2r9//0QiEQgERFGkVmVPT5FIJOjgoigi4uTJkzVNu+mmm0aPHk0X4HQ6mQJ3dnxVVUmrHTp0oD4hZOyfWa/T6XR1dfXRRx+9evXqLVu2DB48GACSyWQwGMxBgayBBYC1a9e+8sor1GF2u921tbWyLAuC4PV6ITPW3dPjc3afthehpmmCIFjLHI1eqMFhryVJ8vv9tIVM9lQI6IuGYZB9fG8GJNTjItj1jBkz5t///jcAyLK8ZcuWsrKydu3a0afUnrBCT3MYu3MiVVUfeeSRlStXdunS5dFHH7Wekfp1rSi8xf6kteVhr30+X8+ePadMmXLHHXdMmjRp5cqVAOD3+2lourPjU4eZbi2VSlFfgD3qZDLpdDpPOumkN9980zRNURQVRRk9enQ6nabDyrKcswJpyA0Azz777M033wwAoii2a9eOGagIv9/vdru7dOnidrsDgUBeXl5+fn5eXh6NjTt27EhjY8iYjqm7Tqeg2o3+tdZcjIOiMW8zEdJPCJliBwCGYaiq6nK5HA4HTfjSOAoR0+k0KZBqWRqZUEmleSr6PQCA5gDYMfeeP/7xj+FwWBTFl1566cEHH3zvvfdKS0upjNJZaGLA5XLRFe4MkqiqqqZpbtu2bebMmbquv/jii211nTvjwgsvnDFjxvbt21977bULL7xQFMVWFAiZuo8VQfaWXgSDQV3Xa2pqAECSJGpUGxsb2WFbP3jrpFIpt9sdi8UmT57MxrQVFRVZu1GxIZ8BNonKOu00++Lz+fLy8goLCwsLCwsKCnw+H5nERFFsaGg48sgjb7nllmQySR2Tg442EyE9Sqqo6Cdns2cAQE9W0zTqBfl8vmg0Sk8TMhZCyJRs66QZE8bejNyyKCgoOPXUUx0Ox5IlS7p27SoIAs2nUz1CrQHN6bVYuRKhUMg0zUQiUVxcfM011zQ2Nl522WVjxoxpq4vcGd27d7/hhhvuuuuuf/3rX2effTbZZli3YmfQDdIzZLOXkUjE6/WyHjvzyNE0jTrY9JXc+uqQ0dUDDzygqmqvXr2WL19eWFjY0NCgKEoymYxEIuFwOBqN0hi4rq5OUZREIkHbaWysKIosy5IkpVKpurq6uro66/HJMCYIwmuvvbZu3boXXnih+TUIwsHgjoJtB80pU59BVVU216woCnOA0nVdURT2FUmS6EU4HM46mq7ryWSSXpPnV5ugaVoikaipqaHXiPjhhx/SNbOz0Ha68p0dh6waqqo+8cQTPp+vrKyMrJ1tdZ2tnLehoaFnz54AMG/evKwLbg4567DXmHmYbOPrr79+880302tJkgzDuP7665csWUI/Iu1JX9wjotEoIv78888AUFhYuGjRIkRsbGyUZVlV1ebH1DRtZyeSZbm+vr68vPyXX35ZsWLFwoUL33vvvbfffvuJJ5648cYb+/XrV1JSIopiMplMJBJ7ep0HAm0mQuqYsbckPPoVrbB9dF2vrq6eOXNmaWlpWVnZJZdcsn37dkSMx+NsH/q12uoKCaoaZFmWZXnz5s3HHHPMuHHjqqqq6NpYaaZGu5XCjYh1dXXktgYA8+fPb36z+wJJklRVnT17NgCMGjUKW6q/smjxwp5//vmnn36anjlVkeyxV1RUZD323H6FVCpVWloKAA8++GA8Hm++A7kBqaqadYXkM0SOQc1lmVWPp9Ppzp07ezyeRx99NIeLPBBoMxGyh8UaQCKdTpMgWel/++23J06c2KlTJwBwOBwul4uGf9deey37lqIo7Dht2AwSsViMXlx66aWPPPIIHZ/KAdXHdNm7U/JGjhzpcDjOPPNM1jC27aW2SDweTyaTXbt2BYC33357l/sbhmGt+xBx69at/fr1A4BTTjnl+++/R0Tq8qGlUWXNIFp+3N3HMIwpU6YUFhYOGjRo69attFFRFHLTs14SYWZofhzra/ajRCIRelFbW/vNN9+43e7i4uLq6uoWD3KA05bdUUTUdZ1WFdDbxsZG2vjLL79Mnz79yCOPpD5wMBh0u93t27c/77zzbr311gkTJhQUFADAJZdc0tDQgIiqqlJ/BjP1dBtCP1J5eTm90HW9vr7+66+/tp5ul30wWZZff/11AOjUqRO1RS1W9vsIRVGefvppURSHDh1KHbzW92d9Cvpp7rvvPq/XSyO99u3b33777bQ9kUgwKVLXlHVK95Qvv/yyY8eOAPDJJ59gRttmq7R+QOpXZ9WMVIFqmnbMMccAwPTp03fzaAcUbSZC1kNg90+zT2eccQZbpuB0Or1e77HHHnv77bf/+OOPTGbxeHzBggX5+fmCINx2221UycmyzBrPtrpIwjpe1XX97bff7tmz56OPPkrljw1TsVmrbiUWi/n9fp/P9+qrr7IboSPsU2icbBhGLBbr1q0bAMyePbuV/el3sd5yfX193759AYA6IB6P56yzzjJNk4ktGo1ahZfbQGvkyJEAcMMNN2CmXmvxdyTBMPd01khaO1YtNpvsUaRSKVVVlyxZAgAdO3b8DYqQVTzW4kXPxbqPqqpU1dXX17/zzjsTJ07s0qULs/14PJ7evXtPmDDhrbfeokaD9SuoxNPTXLhwIc1MXHzxxVQImv/8ZK1pRRu7hHW36KSxWOx///vf4sWLrVYlZkmii7QOd8lIgIhnn322IAhjx47FHQeT+4FkMkmX95///AcA+vfvj5kiTk+M9aVVVWUCoJrCMIwrr7ySTKnUEo4ZM4bMVGw9xx7B6ix6RPR22rRpANC9e/dEImGaJtunbetTulpJkujhjxo1yuFw3HffffQQ6F8aeuxNgdkP7FSE7Hmx3qAkSfX19extMpkkqSSTyaVLl959992st0n06dNn4sSJL7/88po1a9hhrVWyJEmmaa5du7aqqiocDofD4S+//BIAfD7fn/70J9bToNIjSZJ1ON58NL+bUFkxTZOZXisrK+nIa9as+fnnnzGjvSxdkecnvZg9e3YoFCouLt60aVNFRQXtsEsDSZvAqsVYLBYOh7t06VJSUvLcc89hpqIkk5L1K2R9QcTa2lpFUaj9pOUjXbt2Xb58uSzLdLO5FdZkMkmnpsFINBqlOY/XX3+d7bMv+urkc4uZ1n7+/PnUGCJiOBxmxYOp9IBlFy2h1XBvJZFIrFix4u9///uIESNoro/m0/x+/6mnnvr000+vWLGivr7eWiAURaHnYhgGjTc0TduyZUvfvn27du1Ko8dEIrFs2TLS8K233sp0wpRjfYu5Wu3YNbDXiPjQQw916tRpw4YNVqmz21dVlYpRbW1tKpXq378/ADzxxBNo6YfLstzmttzmsIqA3j755JMAMGjQIGb6slZzDGaLuvzyywOBQDAYFAShsLDwlVdeoe2sQO8prPuAmWZw+PDhAHDRRRehpQanktC2LRJ74NR5QcRRo0YBwF133YWWQmIdXxyY7EKE1pGeqqrffPPNc889d9ppp+Xn59OICABCodAxxxwzZcqUL774gvaktQvW4zTvsNHjq66uPuGEE8g8sH79etM0U6nUl19+Sabtyy+/nEqbtR7d+/lDdm20cJbebtq0qby8HDPdGGsnij0EenHhhRcCAHVEqfWjCQ/cL90eeox0OnoOPXr0AIBnn30WM2KjLgbdRTweZ4pNp9NkLAEAt9t9++23o+UZ5jagZQdndZnf7+/evfvGjRtxxyojaxSz95DC6Uehfz/77LNQKORyuaj3pKrqga9AbEWEVBZJKnSHGzduZG6EPp/v0EMPvfrqq995551t27ZhxnhlbfpM00yn09Zxna7rVF5ZP5Y2nnbaaWQnoF9O07QFCxbQiW677TZ61m01f0gXya6QjkljVPrBFi9eXFdXh5biRbdPX6SGOhQKfffdd/QpXd7+mZwgyHDFOuT/+Mc/AGDgwIHsUTNjDPtKMpmUJOmPf/yjz+dr164dAFxwwQVsT2b5yPmp0rl+/vnnTp06iaL4j3/8Ay1NEOus5nbwnWHti1J1g4jjxo3zeDy33HILWqqVA1yKOxUhPTKqJqmcSZI0cuTIP/7xj6+++mp1dbU1/gJhbesURbG+ZW2F9fjsVwmHwxMnTgSAzp07b9iwQZbldDq9YMGC4uJiALj++uutetjL+UPrNTc3o915552nnnoqZhrJ2tpatHgCKYrSsWPH/Px8akPop7XWMvvBYwZ3fM7U0NGKiieffBItvQYqgsxUU1dX16tXLwBwuVzHHHPMli1bMOPXwu4lhx6ptZtw3nnnBYPBfv364Y69dNwHlRT9cHQWVhJ0Xf/iiy8EQcjPz6+traWTsnHQAUtr3VE2XmcPtEXnMnLwo9eSJLG+EDazpiAieUJQmaa5OPpuOBweOXKk2+0uKSkhjw3DML766itqIS+77LK2mj+ka6MWm9nlVVWly4hGo6y7y0oku+sbb7wRAI4//nhZluk4rK61lol9Cp2ClGYYBl3Ayy+/7PP5Bg0atG3bNmuvkq6KWs7LLruM/Hu7d+/+yy+/ICKZeWl/a+22R2iaRo/uv//9r9vtLioqIvcj1ldklRT7rdsKdkCrDQYRjz32WEEQ/vrXv9Lb/Tl/mxs7FaFhGHT15D2EmVqTzZk2n72xftdqkjJNk1wlrPuw34MVaFVVR4wY4XQ6S0pK1q5dixm7K629aKv5Q/pWlj8U/YrsgNFodMOGDTRPzQZXX3zxBY03Pv3006wvsseSw/XsKcyRhQ2MqZR3794dAF588UW0iJPZYzZt2kSLFTt37vzWW2+xb+2lWwz7bmNjI3nwvPDCC+zgrLqk8tPmfULW0NFbqlNkWSaHVY/Hs337duYCtXOMVv92wETUMn8mvc/6a/qH/bdbtLHHzN5z6qmnkqF53bp1tGX+/PnBYNDn802YMIF00rxuaz5/uLNH37yo0UjV+q3//ve/M2bMsE7oK4pCEzB333035toIWy2ErKHIcpLOWcmvvPKKy+Xq0aNHMpnUMrCjjRs3jhypp0yZkpsBhjWY1jafKmJJki677DIAOPHEEzHXyf22gi7vzDPPdDqd11xzDW1kZjN6+JZWwUBUEeXMn4qoWoSmZWlSR0wixhCTiBoiaohq5kMVUUMTUcdmgtwVB5wI4/H46NGjfT5f165dqc0heykAeL3ea6+9lipUXddJiq3PHzJHAuaNQe0buUqyRpig2H5oMXmznvOf//xnMn7QVEoOpNPpDz74YPXq1ew6FUWZNWsWNVbsRHszo1VWVub1et966y12I7quRyKR1atX06qL0aNH497NRtDjYjKLx+OGYXzxxRc0O1VRUUHz/jYaQqjGXLNmDXkUVldXt9gdzdjnjIyS1B0VaNEeKSrTLiqIaUSFBGb5HA1EPbObRlo8aEWIiPF4fPjw4V6vt2/fvj/++CMiGobB5g+nTp2aVdfubP6Q9NZ88joLGtWwfZjv68aNG2lmZf369eTv+sEHH9A+ufWETzrppHvvvRczLrW0yHX79u00NGWzfDkcmfj0008BoGfPnqQNVjedfvrpAHDSSSfRQj7Mtb1lTav1+dfV1ZFb4syZM9lJ7Z0cp5/yd7/7HVn1rD491pLQNKTK7k7SrhlRWRWqICqZJlNB1FBBTCKmEFOITV2jNGISMY2oIiLqu6fDA1GExGGHHSaK4uGHH04ewOl0+quvviorKwOAyy67jAorG/Ngs/nDFh0OWWNIFaF1qiORSJC02G+2bNmytWvXplKpE088EQAmT55M23PzjDEM46KLLpo+fTrb8ssvv3i93i1btlgn0HI27dCAecCAAQAwY8YMVg0tXry4c+fO7dq127x5M91ybq6VZmYtYtaUzE033UQdUepRW/v2NqKq6tq1a8m6TnZgI7M8aodlGWhSB9L6l61G09IuaogyooSYRtQwjRhFjGekiIiYQkwgyoiIccQY9Vp3xYEoQlJLLBajAJslJSXr169HRF3XFy5cSK45t956K7N9tTh/mFXn0RxJi0U8a30aOQSzI/z97393u93dunWj6VBmbMiBsWPH/vnPf2YXVlNTEwgENm/ebN0n55aQyta7777r8Xj69+9fW1tLzdHJJ5+cl5e3YMGCWCxmnSPdU9iDtZqO33//fZ/Pl5+fT34aWRdjC1a3EBqpTp06lf2+JEV2eSYaJmo6qhpqGqoKagpqMmoyamnUUqglUYujFsv8JdFoGvJZuqbUO0VE1BDTiDKaiPWIvyBuQNwdy+wBJ0JN01iDhohHHXWU1+stKysjhzJZlhcuXEg1HPMvxZbmD1lLSJK2apLG5el02loiad1jTU3NunXrZs+ePXny5IkTJx5//PHku0OtMRkncithkiRNnDjx8MMPP+2000477bSxY8eSiwJba0fsjaGSvnjUUUdRY2ia5meffVZQUHDzzTdb+58565BqPdaQNjY2Hn300fRDYOYB0p42ipDdqaqqq1ev9ng8Xq/3p59+ytqnqWygoaOmZf4U1BRUFVRlVNOoplBNohpHNYZqFNUoqjHUSHLUZiqZ14iW0aWOMmI94ibErayFbJUDToTMhQURU6lUPB6nwlpcXFxRUUFy+vrrr8kS0Mr6Q6rzsgpfKpWyNpU1NTWfffbZ9OnT//SnP40ePZo8QgVBoDiINASl+EIUnQEzHeDcDIxnn332hRdeOG/evDlz5ixYsODDDz9knaUWb39Pocpr7ty5ANC1a9dIJDJ8+PCLL76Yzddn7bmnsKGgLMuJROKee+4ht1U6OPOks9c9hZmO6Ie++OKLaWSYTCatJoMmMymi1jS+azKmWCo/Y8duqIaomWhoaGho6Ig6GvTFptGjZdLiVxupsVuDwgNOhIS1VxaLxc444wxRFIuLi2neIpVKLVu2jIIytT5/aHUb2LBhw1dffUWSGzZsWHFxMYvGS5KjnBBdu3YdP3787bff/tJLL61du/a6664DgHPOOYctC7IORHcfWZZPP/30adOmYUZj27Ztc7lcmzdvprbFWl/kIEI21WEYBlVbkyZN6tSpUzQazfIrYGvS9xTrVa1du5aCji9evJg9cOb5YG93lE32pNPp8vJyiltZUVHBKpEsETbJj4399IxJJuuvachoYKbXqqBmooa6gZqBhmEiyk2jRUQDMYUosYayNQ6GWFQAADB8+PDly5eXlJQsWLCge/fufr//f//734QJE1Kp1L333nvVVVd16NABESluvCzLlZWVP/300+rVqzdv3rxq1SqysgYCAZbWDwAKCgp69eo1cODAHj16DB06tFu3bt27d88Km0dLYKPR6Oeffz5ixAiSK+48CptuiZ5KSaDcbncqlQoEAmecccbw4cNvvPHGQCBAki4oKKisrCwuLiZXeBbXrJXj7wxEpEithmF8/vnnp512mqZp/fv379SpU15eXkFBAUXyZK/pbX5+fn5+fjAYDAQCfr/f5XIZhgGWEInshWma1rD/AwcOXLdu3eTJkx955BFrbFjqke5NoMS2ggXznzRp0j//+c8//OEPr732Gv0QLJyxpoKug9cDpgFgAhigyOAPAogAlDpEBBABhEz6MgTQFPBAI6hOwesDSIQbi4tKQNZAcKnpVKwgqIIQBMwHAWQRDBO8IuwqTuBBI0LDMM4555z33nuvXbt2K1eupJI0f/78888/P5FIjB8//oQTTti4ceOqVau2bt26fft23ZJw0+l0BoPBdu3atWvXbuTIkV27dh0wYMAhhxxCrsxELBYLBAJZGjBNUxCEe++99/777z/xxBMXLVoEFqm0frWsyFJQU1mWL7744r59+06bNq2ioqJr166qqgaDwaqqqoKCAgqSy4p4DiJkIOLq1asHDRrUuXPnqqqqFvdpMRAgZV+i4Lyk1aKiosLCQgpGWlhYGAqFKKrSO++889Zbbw0fPvytt97q0KEDWZspcuQBEmOXIhcriuJ0On/++efhw4cbhrFgwYJBgwZRBWGapiiKugYOEQQBgEoK/YsAkgk+EQCA3Y1gggBgGmDqIKgpr1sFyANwApgpRXT4IGmC1ykHhSRAANBnIKQBBAG8rt+OCAEgkUicfvrpy5Yt8/l8n3322ZAhQxRFWbx48fjx49kMPgCIomiaZp8+fQ455JABAwb06dOnb9++ffr0IXMOi3tLsJ4Jq7ypPFn32bBhw7hx48rLy1977bXx48e3LkIzEwSZvUbE+vr60tLSb7/9NhgM0ixCdXV1KBT69NNPTz75ZJ/P53A4qMpgkXD3NPQ4+RJ6vd7t27efddZZK1euvPbaay+99FJayEIpaGKxGCW3oGW4sizH4/FYLBaPx1OpFK1IdLlcrFNnPX4wGEwmk36/n2JzJRKJt9566+yzz2Y7YCZOKVhib+9/qDxrmuZ2u1kgaWoMzz///LFjx5aVlXXq1CmVSrVv376gIOTyONE03KLDHwyApAAiOB1gGKDIAAiIAAiCAAICmCC4wOEBVYoVOESHL52IlgheUQxAfRIcIRBFMOIQ8oDfBwhgCCACOEVw7OKnPGhESJNpbrd7xIgR3377bYcOHTZt2uRyuVRVPeWUU5YvX37ssceedNJJxx13XMeOHXv16sVS59IIISt2MLWT5JVKWzBjUKUY/tYanVxbbr/99iOOOOLrr7+29spaJJVK+Xw+ykIBAJqm/f73vx80aNB9993XXL3sUHRq1gLnEP+faod77733vvvuGzp06Pz589u1a0fNlGmaTqezlUDmiKgoiqIolD2KpBuPxxOJBLkBb9u2LZlM1tTUxGKx77//vq6u7vHHH7/55ptJrqwHAZlm1q4mkW7W7Xaza0DEzZs3Dx06NB6P+/1+QRDIfODxeBRNEfwgClAUFDsUFAupdO/2HU8ZNqzY62+flx8QxJDbne/zh/w+p88LHi84fRBoD6EQBBzQvhD8XtABfqrc+PEXK79dHpdSJ//urB7jRkFpAaAGgQBIaQiFYJc/5d4OhPcv5HF21llnzZw5kxx2NU2jsEVLly7FHc2k7Cs0G8FmLLKOqShKPB5vHmHFOodeUVFRVlaWl5c3d+5c3JXHDJlATNMkd9aXX34ZALxeb+fOnadOncqMt4hIc4/sdC2+3n1UVV2zZg31CWm5Iz2i5pimmUqlmjvuWXdg/gw0M2RdsvTJJ58AQP/+/en41gCztgeSYEvk2DOkh3zXXXcBgMvlGjdu3MCBA4cMGTJgwAB3yAE+gACAB4IBKAQ4zAVTj+v7yPGDZgzu/c/+Pf/bp9u7PbrM69rx407tF3Rs/0Vpt2+Ch/1QOGx1l9Fvlw7B5Wtw2Q+vDhxVPvlvuPxHXLpy2Q33zDrxbNxajqaUqKlAQ0Zz1z/lQdMSUioLah9YqhbKkut0Og1LxmkAINsM5RViVTJLa8G8qK0tYRa6rlN6QLblwQcfvPPOO0ePHv3JJ5+00kxZWwZq5SiPEllN0un0SSed9Mknn+i6npVKCVvKxLT7UDM4YMCAn3766eqrr37ssccomJqqquy5sU6B9eDWnidm8g60CDkAbNy4ceDAgcOHD1+/fv1jjz1GmV6s9pgDIZkhmV7YlZimuWLFimOOOcbn861bt46i7ACAAboCsgxJORxzyUqyqlqMpTp5g3pdoxBLumUZEpKRiCuxpJxMaGlJSKNSr2NSkyPxsMM87t9PVC7+bNu6zcc+8gCEEAQHbI0uevb5bQXCRVOuFwrzQRRBcO062cQ+qY72GclkkpnyqTlat24dAPTq1QsRWVgNmjxERE3TspYXW6H6nvl8W+cVrRMGVMJSqVTHjh0p80HrF6lpWjgcJr/h8vLygoICls2ze/furHWixKDNLynnmfqpU6cKgnDkkUfSk2m9uaYTMQ8+q/+t0RJ0tFgsJkmSLMuffPIJORKxOFds7tEaeNYuaBqJWnJEbGhoeP3116nqoT4CTXUiommiaaKRzqymiGqYQNwexYiCkRSGExiJYiSK0TBGGzBei4ntGKvCTeuwajtu3f7MyNFV89/FVB0mGjDaiI2Rujfeffqs87ExgXJCTzXujuPawZSf0DCMQCBAyU/IhAAAq1evBgBaWk7No6qqxcXF1ApZx2CIKEkSbaTtLEE87WBt32jgR8ltKO22KIp33HHH9ddfP2vWrPPPP39njSElDCwsLKRifc8991AHCQA6dOjwu9/9rrCwUJZlyknYPIuLdWS4R6xZs+Y///mP0+m8+eabqfpnhtYW96eWk90FlYYWE5gSHo+H5WMUBOGkk04aNGjQ8uXL582bN2HCBEqPQ3vam2GbhtN0PU6nM5VKuVyu/Pz8G264geZgHnjgAUrJVlBQIIieUH6H9iUdfYKzNBQsy8vLdzlLSksg6AddAKTngCCYICAIJoABQhpEgBI/qBoYIBmSp2M+eHRIi5CSIRgs6lBUs3kLaDrE0o7iEKDFxLoz9lVd1NaYmSAiaJnKV1X1gQceAIC//vWvzH+/bRfXUgvAZrqLiopcLtdHH31kvQZ6YXVJoW9FIpEjjjiCBB8IBAYPHkyfshvJrdFjk87WMErHHnssAEyaNAkz/mW5uaFaV0jQddKDff/9988//3zreWnRRnFxMTU7bN32zgai+w0WJwEzj2LKlCkAEAwGAcDtdlO32efzgeAEtx88IQBPAbi6AAwGmPv7ia8cdsy7PQZ91v3wVX2GVBx+XPy4Uebo0/CMc/G8i4yLr8Db7zLvvgdffB43//z4SUdJX7+PsS0Yq8Lacqyu0D79+LFTTsXt1RiLYDqB+m+oJRQEgVm9WUXrdDo3bNgAAD169KBMZlkDnr2HTkqGVk3Tpk+ffvnll99xxx3fffcdtQx0MTQ9AADpdJqmHBKJxPz583/66Sdd130+n9/vv//++xFREIS8vDyaSjYMY0+zjum6HgwGFUWhyQ8AcLlcDz300IoVK/r06XP33XfX1dWRvysitm7FbZFgMNjQ0GAYBq1OhExyyNNPP33IkCF0WBptnnjiiaeccsrHH388ffr0+++/3+12U2NYUlJCD2GPztuGuFwuiszicrncbveqVaueeuoph8Px97//vX///g0NDbFYLJlMOhyOrbU1W6Nh0zSxIeKOx43KKl9DGEAGlJ0ODRQlrWhG3AijKZoGgKkLbtntVwPBilSk3aF9xp1y8vDjjp/7/Mt/eOxxaIhCYQnoxvz3Pxo4/FgIesEFYKjg2Q2/hX1WH+1DTEsEy0GDBkHGNMoseG0b2Ic1DoZhRCKRww47DABef/11MxOuJismItuf1rOTzK666irrFZIlPQdbonW9PyLKsrx27VqKd05BRK3HzMHHtflIctu2bRs3bmTRXFhMIER89913AaBv376bN29mS0+sVmVbyAp4QSXkzjvvzMrlJElSQklHEWOIMhq6JmGsDmvKMd6A4e1YswUr1uH6lfj9F/j1PPz0dWnevxNz/lX5/ONrH33g+wfvWff4Q1hThYsWzR57RvThWbixEdduTzz76swzzoss/RaNZBKTEUxrzWJkNOegESFzCDQs0WYVRcnLyxMEgcKiWRObteGpreUyFos9//zzbrd7wIAB2CySF4sWhYj19fWFhYWiKDqdzv79+9OSJdqZuRbkcDFZ6k2n0zRjfumll6IlPUOOt7pjnUL9TFqKUVVVZVUXW5hy8sknezyee+65h7me29sdZTY2ejt16lQAGDJkCD0TclRgO5uICV2RUddR0zUJDQn1BKoxVCIoN6LagEo96rVo1KFRi2YtajWoNmCqDlMNmGzAuu1YU6+99eHiq/8yvf+IJw4/6Y3zr6l6/T1MpHQj1YBKPWryb0mELO6btZYtLy8XBKG0tJQVuzavg5kC2Y/X2NjYu3dvl8v1/vvvszlJtphVz4TQnzx5MhlIyM0VLcuF2Zqg3C6JWlpqiyhRYadOnbZs2UKnbj5yzgHmpG4NapzlmU13QSs8O3bsSKl2c76ptoUezsqVK51OZ8eOHV999VXrpyx1SjwWQd1AXUNdRSmFahpVGcN1qKRQSaOaRl1FU0XUdDQ0REQDFRnlJCpJ1CTUJVTTqMjmliqsT+D2KDbIGNMwJpuROCKmNfXgXlmfhTXyNCsK8+fPFwRhxIgR1m5em5/ayEQHYuJ5+umnAWDAgAGsoGetJJBluXfv3jRcJHtGVhzOvVl+zpLVlJeXd+3a1eFwzJo1CzOqpk+bL1/aTdhaO03TPv300zfeeMO6UJAa4VgsRj8HVUynnHIKAPztb39jB9k/8VdbxFoLDB482OFwUB/BMIzmaVS0tISKjJqCUhIlCdNp1DSUZdSNXwPG6KjKKEkYT2IqbqCCGI6ioRmoptFIopGiRb20IiOlY0MKpUwIDEk/iJcyNccagoWFVZ8+fbogCNddd12LC+rbCvLnwkx4eToXJdmcM2cOIrJAb8yU+uGHH1IkjhEjRixZsgSbtS05x/kkKErNOeecAwDnnHMOZvTAQm/Q29zWDVKwUFoTPHLkSEq5kbWAy1rZffrpp6FQqKysjAIg2DsgpNrHMIyHHnrI6/X27NmTLZsm/1jcIRqYYaJmoiZpKR0NSUvriKqumSYqsqGxCGzW6DIypuqiiJhG3JqO1SPWIFZoqXpNlnQdDcSUjjKatXFM6KgezOsJd4aeSaOLiKqqUoCTRx55BHdM69mG5YDOlZXF3jCMf//73xRikOWaNjL53jRNo8CNTqfz+eefZ4digVtZvJbcLokWBL7++usul8vv969bt45GaCyPVdYCwj0i66pI7dTFzVpOSS/oXBRL6sEHH2S9htxurU2Ix+Pl5eXkLPXee+/RxVtX9NKLdDqt6ppsqgoaEVVKI8ZNNZmJ1SRT0DUDTTUTV4YiyWiIJkZTcgqxHs1GxGo0ohTrydDQRFR0PZaiJYh6QvpNiZDpyrpwmybHFi9ejJakrbhfCkEikaBIpLNnz6aTMqFu376dAs6fccYZubVFaMlL09xJiPqHtPDq5Zdfzu341qYsK/ZMLBabNm3alClTKFFc62NL+uK3334LAJ07d66srGQqZY+Ffo62jYRtzceIiKlUiv3oqVTqzDPPhExmKNx5pWxaFtfLiKlMdCYymcYzkdOUTLRf686yZXsmOpvR9GcamFmD/5saE7JHbJ0P6NWrl8vloggi1v7q/qmJKUdn9+7dradGxFtuuaW4uJjFp2IjkBxgrRmLiEOF7/rrr3e73UOHDkVEsgzngKIolKOO3lIWA5JKOBy+6qqrLrjgAnra1dXVrR8HM31jysRCFSXrnNOV7wsnChZOAS3mrnfeeUcUxaKiInKpa540ZQeMJnnpO+owZgmjJqOhoKGjpqO2QyAMk4WWMVA1mkLVmBqipqGWRk1GTf8tWUfNTKh8tqW6utrv95eWlrIIDtjWM4StI8syNcVPPfUUZgqBoijWLHnNs8TtJln9OqtFilJW5eXlUX5P3Ou7pkEgHaSxsZEZMCorK3fn63TjS5cuBYD27dtv2rTJGhHLtCTizi1yeYuw6MZslE6P4ueff6b0b9Ys4jt9PmZmyKdmQv6a1tAWho6aidb+qISmhoaBeqbd0+hPQ01DXUWjKUqpjqqGqoaq+VsSYVb8GMMwli9fDgDkC2aNsbV/mkH6Xd944w2Xy3XIIYcwj+2PPvqod+/eRx55pGlJxpKDtdBqkGRrhWgJUp8+fWgARjvkFvMGLVlGrNx2223HHnvsmjVrqI9KjRjlimuFaDRqGAZFVaLG0NrFZS/atoq0ZhZiTvZXXHEFAFxyySXWiLI7PYSJO4SQycRlyoQeZUHyk4gJNGNoJNFQLfLTUNVQ0ZpiJhpNzaDZ1GaqGmq/KRHqmSTsmDGU0xTZeeedhxZ7afNlgfsINm95+OGHezyeZ599lq7woosuKigooOhsrIjn1gIoisK6o6z2ufXWWwHgmGOOYfvszS2T4Z7W17M0Y6+88kq7du0oRAgiUmT7nWHNpr5p0yYAKCsrozyTFFeSnSi3K9zlqZkXByI+99xzDoejpKSERrOY+Ql2uoym2RhP2TH4WiaMITWDSUTJbOphGqgbqBooG5g2MG2g0hTuCdHQ0ZDRSKMhU5zSXXHQiNC6JJdEeNttt4miyOKXMV+2/ZMdiUEjw8MPPzyRSNTX1xcXF994442YWfWzl81y1krfxYsXkxPcunXrwuFw8y767kPrmK1bampqfvjhB0Sk+Ktsu6IorTS2WRXNhAkTAGDixIm0kdYNs53btpNCR2OGunXr1tHy7hkzZrCz06c7MxSbaChopFFLo2G1tfwaWg3RmjTGRFVBQyFzi2k0KVjJdGiNpniHmkXMvynDDIPpkDwz586dyyaXaYf9tribyf7QQw8FgJkzZz7yyCOHHXYYJegj2AL2PT04a0PYjOLq1avplh9//HGSt3Wf3G6BBWKtqam5++67S0tLaXyLmdEsm3Rp/Ti0gDOdTq9evbpjx44Oh+P777+nj5i9mq15b1vo2TY2Nl555ZWQSXpjfTittuRMYJmkSizuvSWCaFZr+Wt4UvPX7qtVj78GHT0A446au/prYT/LBg3NprlUREQ8rP+hAsB3333Hpr9p5/0zLCQXLZLH22+/7XA4iouLe/XqRfEvJEmyTi3kBk39sfr+qaeeAoAjjjiCiZyN2XIQIWs/mXFf07R169YNHTp05syZ1ofZugKtvUF6ce655zocjilTppDnAJvabfPKkVVPqqp+8803FLV5/fr11iz2mOk37eQYBqKKJv1paBg7hPzNiFDJBBSVLXMV9GeVaDqjUhMt8Ut3oyTu+/AWCABNyyPNXze0AAV3FBCA/oSmrSiACaCgagK6BJcA4ADRUNV8X8AwDdU0d71ocu9g8QvT6XQwGKRf1O12U1w90zQTicRZZ521ePHidu3aXXDBBbSoNy8vz+/3UwDvYDBYXFzs9XopwidbXkRLeJtuv9kKLBbFAwA2b97ct29fXde/+OKLYcOGOZ1OazCo3KKb0YIjXdfvuuuuYcOGnXrqqXu6rgoyi2jZxSBiVVVV165dvV7vsmXLBg4cSCdyOBwLFy7My8vzer2FhYWlpaW0Ppg0LAiCruvWW8iKeZdMJl0ul8fjyVqcJcuyx+MRBKG4uDgej0+bNu0vf/nLnt7Bry/RshY582vgjjuJO67RZYW5hR1wh+O0wn5dTygCmDu/KnoAhgCikJEiACAIAA4Aj+BEAA0MTdN0Ra/aWq6g0btXr32tQABIJBI0M06rQilQdyQSKSwsBADTNPPz8xsbGwOBQH19PbVXVmitummJIEhJVAoKCvx+f3FxscfjCQaDWXE+A4FA9+7d0+l0SUmJoig33XQTNS9HHXUUrZy0niIHBbJodLFYbMyYMX/6059eeumlV199tfli/9YhBdL10D22b99+0qRJL7zwwgsvvED5oXw+36JFi8466yyKMGAlLy+vuLg4GAzSWtu8vLz8/PzCwsKCgoJQKOT1evPz80VRpMRSqqp26tQpHo/36tXL7XbTes5IJHL77bdLktS/f38KeLOHtCA8K7RtZ4sy2Tda2GG3S+Y+bwl3rA7M7A9ghzgIKIAEYAC4AVwADhPAzHxJAENJJ2Qpv6TYAHjrvTkXnXvuab///XtvztmzVau5wips8lYBgFQq5XQ6GxoaLr300gULFgQCgYcfftjtdieTyXA4zOJ8RiKRRCJBU/aUWoxMmnRYr9eLlogv1jOyUJ+BQKChoaFDhw4//vgjRU8FS3xBM6f4iADQ2NhIcX4BoLa29u67716yZAmFC9kjWDwlun6Hw7FmzZohQ4Z4vd6FCxceffTRuq6vWbPmjjvuUFWVHgXN6FBnmw7i8XjItybr4H6/n7qd9LagoEDX9eXLl5PvLgAsWbKEsll++eWX5MN00LGvW0JrZGMSHgIKli4pfURtpAgOMEDUAQQAAcAhZvqlCCBJjoC/wOczFNUQYeWSpS5/oF+vPvs6mAlbJE7xZFkAFVmWA4GAaZoTJkxYtGhRly5dvvnmGxaO2jRNWtb9631mihflSKCyKMvy1q1bNU2TJCkrzmdFRQW5elRWVm7dutXlcvl8vqKiItYZFgSBRXrPgWQyWVxc3Ldv3+uuu27SpEnFxcXPP//8Xj4rVhcMGDDgqquueuaZZx577LE33ngDEQcNGvTee+/RpyyMDaXoicfj6XS6urqacpgmEgl6FPR8tm/fTmupw+FwOp2ORCJUnTU0NJSUlNTV1V199dUAcM8999Di3YOS3MfFu4Vhomoy/3NTRkNGXUVNRTXzp6lN3ga6hqil0CCPoVQzY1QynkDNMGUVdZzw+/GFLt+LM5/Z3ZTEuUJBa6wTfYZhUARrXddHjhwJAGVlZZWVlVbXkCyshqKdxVOjlpAChNFxyFmMDAwDBgwQBOG5555jR9t7J6FYLJZKpU4++eTBgwd/8cUXtEYpt0MRZCahZ7Vlyxbqrv/444+kH+s+Wd+imHfWx0I9DjLnsNn2dDpt3UdRlPvvv18QhEMOOYSMVQdCftIc2LfdUQQTQAMwBQAAERDAFJvsLqyLKmBTw0d/IACICGCAaACgpa1My6mQNyCYZqS2fuTwEZu3bFj46efHjh65H4aFrMtHGUVo43HHHff999937tx54cKF3bp1ozZzl3E+WYhU2rizGDCISG3drFmzLrzwwg8++OD6668vLi4uLy+nIGI+n08URbI95tYeUmA4Xddnz549bdq0Dz74gObZcgARqcfodDpZ7/TCCy984403OnTocOihh4ZCIQowV1JS4vF48vLyQqFQfn5+UVFRQUFBIBCgESDlpSFbi/X4FAaWrDVOpzOZTALA1q1bjzrqKIfDsWjRosGDB1N4NRsDveXMfhChsYMIqS+KACA2iUdsMm8ioGACKABmJoi/C1QADUQDQAbNA65YKvKPZ5597ZX/bP7pF2/AV7m1vKSo3c7P3waoqkpmOlEUaYQmimJlZeWECRMWL17cpUuXBQsWkDEQmoUMbqrnBEEQBBJnluQQsfkoiH4Rp9NJ1teqqqrOnTtLkjR06NDGxsaHH374iiuuYIGM9yakEl0tAAiCIEmS2+3OOUwWXaphSYOjquo111wzd+7ccDjMdqMsdOyxQOYRAQBtp6wyFBfL4/E4nc7OnTuXlZXF4/E+ffqUlJSoqpqXl9e9e/eVK1c+88wziUTi6quvfu6552DHfFgHF/tBhKYJSKlvmnRIxhhsavqwKS+ViQAewCbLjBPAIYALdEHUQTQAUoYy84kZTzz+uBSPgaqAQ/CFQpHasBvEfdoQsjaQppvdbnd1dfUVV1zx0Ucf9e3bd86cOTRTT6Vw1w8kA0U03dk+ACBJksvlomQbLpdLFMU5c+ace+653bp1W7lyZXFxsaqqTqdTVVWv12ttn/cU9l3rjMjuQ5JjB8FMWpgVK1YMGzZM07Q5c+aUlZWpqlpTU6NpWmNjYyKRiEajNPqlMSH9G4vFwuGwLMsAQNUB6zLouh4KheLxuMfjoe43AIii6PV6N2/eXFRUpCgKtepchNkgAABV9SJkzC/sIwNAN1B0CAKYJpgA4AR0owm6Bk6XbprgcBoISlp9/dXXHp72UGXVVo/oOuLoI/oO6PfS7Fd0Tftp4/r+3fpImRJARQEzZkz2e+DuRZVvcT4QEalzRUGHAWDUqFGLFi3q3bv322+/PWjQIKtxcjdPtMMjynyleXjC8ePH9+3b929/+xsA0JBpxIgRK1asmDVr1rXXXkutDdl+qGO5R+dtQ9iTURQFACgZS//+/devX3/HHXc88MAD6XTa5XLtZjPLzFTJZJIc6MhgQ3bmaDRK2z/44IMjjjji+uuvp4yo9PRyNhTbzL4Zav6KuWPmU+b+E9ObPAxkRAnVuJ6UMK2hLMsNiAkdJQXlRiXy3Mv/7NStqwNELzjHDh3x4ctvooLbftmU7/OBAIWlBTdOvqGxsZF5RTAvZMy4Su2+90wkErGaB6x5ReiAkiSdeOKJANCvX79Vq1ahxT3KMIxdOpfsDBYdwxqnjC3qJUsg3derr74KAD169MDMmndFUeiFXbB1xmzZpKqqf/3rX0VRPOqooyKRSFb0nZ2R9UuRjYrcklo0ZaXT6fr6euaOY2NUm71nf7itMe8ecu1J0dJJAyVE2TQ1WoJlSmgkMVWPegzVsCw3zH7n34U9SsELEPAcevig/73xP1QQ04jbI5jGP195jQ/ACeB0CABwyy230Bp2EgNarHDJZJItb98d6x/z4WLfMjNp0AcNGhQMBrt167Z27Vp2cPq0bQONTZ8+nXy+WMwYQtO0YcOGAQDFfSH20qS597CwLvQEvvvuO5fL5XQ6582bRzsw+bWt72jzB743sR5tZN+LMLNs2SrCNHOx0w2UZUzGUIphohFjDVhfvWXe/7o7wA8QKvR3Paz3v959oykPuIao4sdvzh3aq1+nwoJ2BXkF+YERI4YXFRUBAKVhYLUjItJcE722BttqEeaMz+pUkjEV8VgsdvLJJ4ui2KlTJ1rqSik1aU8yo8uynIOJnMUgpQaNjvDggw+WlpbSknm2ZJmu5N1336WlzBS+lg7Shotl9xR6XNbALTRjftNNN7FPqYe5O0czMynZaGYoKymNaYGeOc3j08zqvrrDfc8+FmHG0dXqCEtesGgiqirGYxiLY2Mj1tXgqu/xnblzR//uqcOGTT/+lNNLO8+e8QSiVisnKNzAq+/P63vEEfkd2oMTgl2Kb3rg9npMSrq8cOHCE088kQZFHo9n2rRp1n4d5Sfc5ZXubD4QEXVdHzZsmMPh6NOnz48//siCpjRfOb6bRS0LtliBYEEZWA+NZqjZ7YwaNUoQhPvuuw8z7c9+Xr2VBVUW9BweffRRj8fTvXt31oWmZc2qqrZ+kUxmWdtp7UWLHzEo6P3e34hd7HsRGgaaBmsMlaZUUQZqKkoSRmNY14Df/4DP//P78y54pfdh/+o2eN7J4xueeRk3lGNaNhQpjTh/+TdDRo0SCwrB4QyWtrvzkQdq9FgYtShqLMz4t99+O27cOFEUCwoKCgsL77//fraaxrruvvXrtXZi6YUkSccee6zf7y8sLGS9UCIajVpjnOQG60GRkbBfv37PPPMMbbEuikVLoi9yPWnfvj2LSWFjlEH2bBVFqaqqIlceigSJlm5FViys5uxRJh/TNCVJygpGjLlWgrazzz1m0NRonYjZFMbYQNTQlDEVw1gMq6vx3blr/3jxW527zyvp8MXgo/DlV7G+oSmjjSH/7713xp5xGoAYcAZLnPmvzngBwxL1TbfUlsuoxRK/9tYURVm6dOnRRx9NM3v9+vWbNm0ahWZg+eh2BgW0px81kUjQi4qKijFjxpAtZMOGDZgp7qQc1vmkJpQlRdxTrOsPf/jhhxEjRtCyVDbYY1fOMuYed9xxTqfz4Ycf3s31fvsa6npQcJ0rr7wSM4+IsuQyH6DdH7Ox9YfpdJruukUbm2EYbEkk2h1qMWdyFWFmsR8ze/660WLiQsNATUNdQ1RNihFgxDDdgJEarNmOr73x1QUX/bNP/+e6dP9yzDh86jncsAUrKnHTegw3xJZ9fcFJI0IucAB0LCmdMW06xg0MqyhjuqYRdQNRU0yZYniwKpA6RUuWLBk0aBCNFTt06PDggw9Sy9aKDc2aZYF22759O4UP7dat2/r161nnk62gYyv99kYJ7Lxz5syxttjsUknbWYviPv74Y6/X6/V64/G47dU/jWafeOIJAOjZs+eWLVtoO8srSm93//nszLPP+ikLoEj9WHJ8y/UObGaPRdgU6U1D1A0TjTQaMQqWqpgkRzVupGUdETUpjpqGSQNVRFR1jKGxFdMbseIHfO3FupGjvu/c86OiDl8OG1X96HTcvBFTCWxswI2V+J83fp50/UtjTrm4R/dhJcX333iDlojRwNK6mFJH1FuN6/jOO++ccMIJNBPTu3fvJ554gi0DpXSztBv7OckUaWYi544dOxYAevXqRd3atu3yWQOEhcNhRVHGjh07ZMiQTZs2td4rY5dNZlKWmBEz/VX6OlU6+2IdLesh08FZ1H2alX3vvfcOUgdOG8lJhAaN7QwdtSRqYTRiiKaJmEQz0RQlANHAZBxTElYnsD6FyUbUa1Erx5ofll4x/rX2JYvadVrdbzDe9zfcsB5rKzFahzVV+NXX351+7rKhJ/yrc+/nhx79w8N/xy0bUZFQkzXEdOaPxQJpZeEyK38LFiwgN2tqFWfOnEnbs+JJM2RZVlWVivjgwYMp7Ip1PnAXcSx3AumfCZ4i0KBFVA0NDf/5z3/69evH+pytkEwmFyxY4HA42rdvH4/HyfhhDfNhDYLUJmRdEjm70Gtd188++2yv13vmmWfiAZAk9KBjz7ujZiYwh26YqKVRi6ORRkQDjYRJslAURYtFMJXE+ghuqcHPvzLnf4gbfsRkPUYbnpp46ZOnn1v17Eu4eSvGt2Plj1j1E342L3XJxV/37v9ml15zjx2x6fY78ccfMdKIiYgWbTDRUFqS3y6LmGmatDrm3XffHTFiBEmxsLDwhRdeQEvjRitlSA+1tbUjR44sKCjo2LEjhRVGRMrNgHu3ZIFeWCdRTNNsbGw89dRTN2/evEfTDDRGOu+88wDgnnvuoY0sBum+MJZao7awXFQ0WKV1zKFQiEaAnD0lVxE2dUc1BTWZskbpiEpTRzGVSqAqYTgRe2n2Iz36fHreBe9cfsmzF1zwztW34KZarGjE7VGMqhhOYrgBV36z5ZbrPhvU99vSooXtSuqn3IKrfsC6GqyuxOoK1CREtSEVZ3MbzcPstHyZpkntAyMSiXzwwQc0i+Xz+Zgd0lpko9EojQNLSkqod2qdD9R1nXymcuhx0dDFekk0+JRl+c033+zYseOf//xnuoDW+5BMCalUaunSpaIo5ufn02GpmbV+vW270HQLzEiLiLqub926tVu3bgBAD5PObm9OmIOOPRfhr2FwDApyaqLBIhmnECV6k07gwq+fPmFsw/vzMBnBRAwXLVt13i3bbvg7VtRjPImb6nDBKvzDbSuLBn1e0vuD7j3Lr5mI29ZgQyVGa7GhClONaCQRVQnVHULo7BAPy2i9NZQkiXl1UfdPkqTXXnuNsu0Gg8FBgwbNmDHDMAwamB133HHkE7Ny5UrcMe51m8wH0guajcDMisF4PL569eqzzz77jTfesCY5bBH6iHUFyXNy6tSp9NbaVW5bQwXLx8ZGszQ9OGnSJAAYP348Ziw0NnoOHKTshQib0kqpaGqoGdRNTCDG0dAxialY+LHn5v3+YkzKeiKJ8QTWS/jCwvf7jcZV32Ns+y+33Lp40Ilf5/UvP2Q0XvUX/PhzbKzEyBZMVKMaQSOBKOmoplCrV9MxRDkrkpzx6wzkzmADMHL/tX4kSdJLL71EIRLy8vJ69+49ZcoUyuISCoVouhwzY6pYLMainu091Jgg4tKlS8vKyh5//HHqW2JG2+QK28oRWBw3Xdc///xzj8fj8/loBgUt48A2d6dkqmYegnPnznU4HKFQiDxprRbmtj31b5tcRWgiiRBRRU1DxUDZRANjaERRTaRrsXZb+Y13Kg/8AyOISTSTOoZT+M36uUediJuWYcWSD3836t2RR3122YX4yfvY2IiJJKaSJhrk0S3p8fp0YxzVZMbNrcnJhkWSM5By37R+sdbJdFYoWTOSSqWef/750tJSURTJ3bGgoOC7777DHb1YrOZHSZLq6+tzEKTVksHi/23btm306NHDhw9ftmxZXV0dG3e1fnzmJ00vzjjjDACYPHkyfcoiILe5ElhFRg34li1b+vXrJwjCk08+SV5ErCd8kM7X2UWuIkT8VYSqhrKGKQMNow7TjSjrmMRE48rzrqif+jA2mqaBGhoYi+DGuhd79McfF2JqDa76GH9ajOlyNBo0OZI2NFpaIemqhpqMRqopAwBGNePXWI6aRYS4axESzLuadSxpvMfSBl1yySWiKPbo0YOihuKOE49sCxWyvenmsZUZrClDxP/+97/Dhw9n+7QeopM+svaHV61aRSsPq6qqmN9JmydCMjNpgKlKCofDlBzy+OOPZws+MNP7OHin7GwhJ8NMU7HMiFDRUNYwjagoUTRqMalhEis3xe9+dO0Vk1FuTGBjDBtRacA5X/6vzzCM16BWgXodao1oJEyU42gkMWN03TGaapqFNDYsuTuaArMau5N36sDh0UcfJZEzmZ1//vlsapuwirMVmrI9axoixmKxSy+9FAAmTZrEvhiJRFjo6zZpl6xpUjVN+/LLL8lpvqKigjn07LdEIL8x2mIFJK3XFQCcbhWUphiFRUV5vXusXLUcNq8PKpGA2giphPrN0p6HDYaoojpL0VGIzgJVDKbBo9Na+0yAQwc0/Ym0wh7AYQlD2oQAZiZK8MHC8uXLly5dSiHSKFDKm2++iXu4qJoWnlvXj4dCoSuuuCIvL++ll15KJpOapkUikYKCAgpFY40iwQIrZsVWJGgf6xbmO2YYhtPppIULFHLuD3/4g9PpnDZtWlFRUc6L+jnEHosQBUBhx7JPobMNBAAXuL3gTWkyOEQYdcLIYce/M+FP8O/3jfeXLHr4yVcXfjjwqkuhpLOguATVKRiiAiADuAE87DgmCAY4EJwILqZAyD4jAiCIOVy/XVC4PkSkNeaQidLZIq2sQCf5sbClFPLo+OOPP/PMM3VdnzJlisvlogUlpmmSPAQL9C1ElCSJ3DLJoMp2Y28BQBRFp9PpdDrpgl0uFwUpvfzyy9PpdM+ePW+66aZAIGC92txC1Pw/Z88KMYt9RiIQ6B+HCKIIogAmeMHhAIdhimDq4Hd1vu7ac/9yz/a1W5d8ubzHoYdf/s+n4OjDQdddDvHXqL7Nz4EtfZSJir8fYqvtC3w+XygUokgZ5JQDAM3DXe+yEJMIKZAEheImzdx1113BYPDFF18kq4mmaaIoklc6WxVFcZYcDofT6fT7/T6fz+v1skqBGkn2FgAo7iCtk2Sy//jjj999911FUWbMmMFiTFGbadU5Zw/Yo86ryebKKVMpajpLCKyhnjK0poXzBqKE9bUYiWB9BMNR1GKox1BKYkpCVUVdQ9VADTXEOGIYMYmZZb9KZtT3q4MoImasML9aZXY/38YBAYWHcrvdfr+/Q4cOFOUeADZt2pQV1gF3w7poXY7ARmJXXnllUVHRcccdhztPEE82IU3TqBkk95qsYJ4trlcgI1Y0GiWX2uuuuw4RKds2Td9bR4PcOrpH7FmgJ4rO5AAQdADBBIepA+ggiiC6NQAAcEI4rXj8HidoWn11MFQIphtcroiZ9Lj9bkV2Oj0AJqbTgicAggAOURdEBcAB4NUBDGjqY4qAAhhNcbmb0lFAVq4Y8deXBwXjx4/v1q0beZkJghCLxfr37//DDz/07NmTNSAUqgh3HjCKxYNqvs8PP/wwZMiQoqKiUCh02WWXybLsdrtLS0spzmdRUVFxcXFhYSE1yM0HcmiJhsq2sI20/b777rv//vvbtWtH+cZ0XXe5XFlfNAyDmty2eGb/L9iL+HAIAGAA0ACC1AIm+NyemKYEXC5PuzIDQFFFj1MMQQgBwmm9XUFQ0HTBmwkNZppOwXSSfUigyxGZAnUAE0w28nMImbw5JD4ThIOqd5pKpfLy8vLy8lKplMfjEUUxnU5DS3JqpVNnjchGsUxpo67rgwcPPvnkkxcsWBAOh++55x7qK7IGiqwy7LsUpZ8S0RCUlaW0tJQlZiEolZKiKOvXr7/33nvz8/NfeeUViu9GQYebhzbeWURjTovshQgFABAFAIHMow4w0mACev2CIXhU0FwgxuRknrewqi7StbRQQMgvKDAATE1zu30gZAaFJgCaTXG3hUwb13QGMysT1UEkuSwQMRQKUfePWiHyjMnabXfGVCwfmDXXBX1x3rx5zz33XFVVVWlpKZlJw+GwqqqpVIqy01Doe1VVaQ4jlUrV1tZmHZ9ioqIlMLEgCKRDACgrKxszZowkSZBJBUO7UQPePHAjZ5fsmQipWygA9Q5FgCYDJgCACA4/OEAAAXwAXnAJYBZ58wGgc2khhbenIuNsGs1buitosbigCAI7kQjZu+6ow4NHk2SHDAaDLFSupmlOpzMQCEiSxKKGUiFuXYotRhmmou/1eidPnrw714OIkiRRyF32bzqdJpXSW0rMEo1GJUlat26dLMtjxox58MEHAcDtdkej0YKCArDkgcmqFzi7yb5PEsrJQG46+fn5TqeTllAkk8m8vDyKPw8Z+ySlW9jXF8Mm8SkUCGv6RFGkiURy5YNMngmyxEqSxCJtU5qqfX2d/x/gItyvWHtrzWO204BKFMUDzaqBiCwPBw1E6cp557NN4CLcf4TD4YKCAlEU4/E4JaZlGSyaTNX7cZ7NzKTXzTopZR2li2F1QfPw8mwS4mDM/XCgwUVoA9QVpOLL7B8HiFmflYfm1QHlCGAONHxevq3gItxPkAsLOY5SISZPaHKasTZHVonuH9jsfHPLCmvxoKWsY3uTDYrD4CLcf7DsmeFwmE2XWycJWXEHi8lx310M5UvMatAURREztNjW0eQE1R2tOBVwdh8uwv1Hc2cXTdNYWl+mwP3fKWVW2eY2ITZVSFZTq1UJc80QzMmCi5DDsRn7LQEczv9zuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbIaLkMOxGS5CDsdmuAg5HJvhIuRwbOb/AAvk71+aW5ymAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1Nc2ccc(Cl)cc2C(c2ccccc2Cl)=NC1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc2c(c1)[C@]13CCCC[C@@H]1[C@H](C2)N(C)CC3 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[C@@]12CCC[C@H]1[C@@H]1CC[C@H]3C[C@@H](O)CC[C@]3(C)[C@H]1CC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)C(=O)COC(=O)Cc1ccc(OC(=O)c2ccc(NC(=N)N)cc2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc2c(cc1S(N)(=O)=O)S(=O)(=O)CCC2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(=O)C1=C(C)NC(C)=C(C(=O)OCCN(C)Cc2ccccc2)C1c1cccc([N+](=O)[O-])c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(OC)OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)c1ccccc1N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: ClC1(Cl)C2(Cl)C3(Cl)C4(Cl)C(Cl)(Cl)C5(Cl)C3(Cl)C1(Cl)C5(Cl)C24Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CCn1c(=O)n([C@@H]2O[C@H](CO)[C@@H](O)[C@H]2O)c2nc(N)[nH]c(=O)c21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(Cl)CCC(Cl)C(Cl)CC(Cl)C(Cl)C(Cl)CCl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN1C[C@@H](NS(=O)(=O)N(C)C)C[C@@H]2c3cccc4c3c(cn4C)C[C@H]21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(C)OCC1CO1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NCCS Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOc1nc(=O)c(F)c[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc(C)c(S(=O)(=O)[O-])cc1N=Nc1cc(S(=O)(=O)[O-])c2ccccc2c1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(O)c1cccnc1C(=O)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1ccc(CSCc2ccccc2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCCCCC[N+](C)(C)CC(=O)[O-] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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