Datasets:
mertaylin
/
arc-agi-transduction100k-images-ft-v1

Dataset card Data Studio Files
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[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack\nmaroon\ngreen\ngrey\nmaroon\nblack\nmaroon\npink\nmaroon\nmaroon", "role": "user" }, { "content": "black black\nmaroon maroon\ngreen green\ngrey grey\nmaroon maroon\nblack black\nmaroon maroon\npink pink\nmaroon maroon\nmaroon maroon", "role": "assistant" } ]
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"path": null } ]
train_1
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black maroon black black\nblack black green black black black black black black black black black black black black maroon teal maroon black\nblack green teal black black black black black black black black black black black black black black black black\nblack black green black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black grey grey grey red grey grey grey\nblack black black black black black black black black black red black black grey grey grey grey grey black\nblack black black black black grey black black black red red red black black grey grey grey black black\nblack black black black grey teal grey black red red teal red red black black grey black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black", "role": "user" }, { "content": "black black black black black teal black black black black teal black black black black black teal black black\nblack black black black black teal black black black black teal black black black black black teal black black\nblack black black black black teal black black black black teal black black black black black maroon black black\nblack black green black black teal black black black black teal black black black black maroon teal maroon black\nteal green teal black black teal black black black black teal black black black black black black black black\nblack black green black black teal black black black black teal black black black black black black black black\nblack black black black black teal black black black black teal black black black black black black black black\nblack black black black black teal black black black black teal black grey grey grey red grey grey grey\nblack black black black black teal black black black black red black black grey grey grey grey grey black\nblack black black black black grey black black black red red red black black grey grey grey black black\nblack black black black grey teal grey black red red teal red red black black grey black black black\nblack black black black black black black black black black black black black black black red black black black\nblack black black black black black black black black black black black black black black red black black black\nblack black black black black black black black black black black black black black black red black black black", "role": "assistant" } ]
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", 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train_2
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nyellow yellow yellow green yellow yellow yellow yellow\nyellow yellow yellow yellow yellow grey teal black\nyellow grey yellow yellow yellow green orange yellow\nyellow yellow yellow grey yellow yellow yellow yellow\nyellow yellow yellow yellow yellow blue yellow blue\nyellow orange yellow yellow pink yellow orange grey\nyellow orange blue grey orange yellow yellow yellow\nblack yellow black blue black green yellow grey\nyellow yellow yellow yellow yellow black orange yellow\nyellow yellow yellow orange yellow yellow orange orange\ngreen yellow yellow grey yellow grey yellow yellow", "role": "user" }, { "content": "yellow yellow yellow green yellow yellow yellow yellow yellow yellow yellow yellow green yellow yellow yellow\nyellow yellow yellow yellow yellow grey teal black black teal grey yellow yellow yellow yellow yellow\nyellow grey yellow yellow yellow green orange yellow yellow orange green yellow yellow yellow grey yellow\nyellow yellow yellow grey yellow yellow yellow yellow yellow yellow yellow yellow grey yellow yellow yellow\nyellow yellow yellow yellow yellow blue yellow blue blue yellow blue yellow yellow yellow yellow yellow\nyellow orange yellow yellow pink yellow orange grey grey orange yellow pink yellow yellow orange yellow\nyellow orange blue grey orange yellow yellow yellow yellow yellow yellow orange grey blue orange yellow\nblack yellow black blue black green yellow grey grey yellow green black blue black yellow black\nyellow yellow yellow yellow yellow black orange yellow yellow orange black yellow yellow yellow yellow yellow\nyellow yellow yellow orange yellow yellow orange orange orange orange yellow yellow orange yellow yellow yellow\ngreen yellow yellow grey yellow grey yellow yellow yellow yellow grey yellow grey yellow yellow green", "role": "assistant" } ]
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"path": null } ]
train_3
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\nred red grey grey red grey red red red red black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey red grey grey red red grey grey red\nred red grey red red red red red red grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black red red grey grey red grey red grey red red\nred red red grey red red red red red red black black black black black black grey grey grey grey red red grey grey red grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey red grey grey red red red red grey red\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey red red red grey grey red grey grey\ngrey grey grey grey grey grey grey red red grey black black black black black black grey grey grey grey grey grey grey grey grey grey\nred red grey grey grey red red red red red black black black black black black red grey red red red red red red red grey", "role": "user" }, { "content": "grey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey black black black black black black black black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black black black black black grey grey grey grey grey grey\ngrey grey black black black black black black black black black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black black black black black black black grey grey grey grey\ngrey black black black black black black black black black black black black black black black black black black grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black black black black black black black grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey black black black black black black black black black black grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey black black black black black black black black grey grey grey grey grey grey grey grey grey grey\ngrey grey grey black black black black black black black black black black black black black black black black black black black black black grey grey", "role": "assistant" } ]
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"path": null } ]
train_4
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink blue blue blue blue blue blue blue teal teal teal pink pink\npink pink pink blue blue blue blue blue blue blue teal teal teal pink pink\npink pink pink blue blue blue blue blue blue blue teal teal teal pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black black black pink pink pink pink pink pink pink pink pink\npink pink pink black black black pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink pink pink pink pink pink pink pink teal pink teal pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink blue blue blue blue blue blue blue teal pink teal pink pink\npink pink pink blue pink blue pink blue pink blue teal teal teal pink pink\npink pink pink blue blue blue blue blue blue blue teal pink teal pink pink\npink pink pink pink pink pink pink pink pink pink teal teal teal pink pink\npink pink pink pink pink pink pink pink pink pink teal pink teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black pink black pink pink pink pink teal pink teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black pink black pink pink pink pink teal pink teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black pink black pink pink pink pink teal pink teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black pink black pink pink pink pink teal pink teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black pink black pink pink pink pink teal pink teal pink pink\npink pink pink black black black pink pink pink pink teal teal teal pink pink\npink pink pink black pink black pink pink pink pink pink pink pink pink pink\npink pink pink black black black pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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JACCgJAEABNoa2Tjv/YSBEab8Q6D8KwQK1cgQaG/02CnHsbOU5crXsUmWsq6uHPnu7mLzdR4iz1e0Oys2/7tN5nbkyPcuLzyf/6uQ6zrJsmLz1U1K9Vqt77WdK98shc6QVH11lWlM1bFJ2cZUHZuUbUyl/JPKmCroELn2P4i32wAAAkoSAEBASQIACChJAAABJQkAIKAkAQAElCQAgICSBAAQUJIAAAJKEgBAQEkCAAgoSQAAASUJACDQ1sjGee8nDIww5R8C5V8hUKhGhkB7o8dOOY6dpSxXvo5NspR1deXId3cXm6/zEHm+ot1ZsfnfbTK3I0e+d3nh+fxfhVzXSZYVm69uUqrXan2v7Vz5ZjnYxlQdmwzHmKrjFPIeosgx0t2db//1HSLv2Cl0//UdooSv7Vz7H8TbbQAAASUJACCgJAEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBoa2TjvPcTBkaY8g+B8q8QKFQjQ6C90WOnHMfOUpYrX8cmWcq6unLku7uLzdd5iDxf0e6s2PzvNpnbkSPfu7zwfP6vQq7rJMuKzVc3KdVrtb7Xdq58sxQ6Q1L11VWmMVXHJmUbU3VsUrYxlfJPKmOqoEPk2v8g3m4DAAgoSQAAASUJACCgJAEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAQFsjG+e9nzAwwpR/CJR/hUChGhkC7Y0eO+U4dpayXPk6NslS1tWVI9/dXWx+GA4xTKcwtyNHvnd54fn8p5DrOsmyYvPVTUr1ha7vhZEr3ywH25iqY5Oy5es8RJFjJO/+6ztE3rFT6P7rO0QJXxi59j+It9sAAAJKEgBAQEkCAAgoSQAAASUJACCgJAEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAg0NbIxnnvJwyMMOUfAuVfIVCoRoZAe6PHTjmOnaUsV76OTbKUdXXlyHd3F5sfhkMM0ynM7ciR711eeD7/KeS6TrKs2Hx1k1J9oet7YeTKN0uhMyRVX11lGlN1bFK2fJ2HKNOYSvknlTFV0CFy7X8Qb7cBAASUJACAgJIEABBQkgAAAkoSAEBASQIACChJAAABJQkAIKAkAQAElCQAgICSBAAQUJIAAAJKEgBAoK2RjfPeTxgYYco/BMq/QqBQjQyB9kaPnXIcO0tZrnwdm2Qp6+rKke/uLjY/DIcYplOY25Ej37u88Hz+U8h1nWRZsflUyv/zruNZLWQdQ+1gG1N1bFK2fJ2HKHKM5N1/fYfIO3YK3X8q5ZhKOSdVg2PK220AAAElCSidE0888fzzz2/2KoCDnZIElM63v/3tO+64Y968ec1eCHBQa/RnkgCG3JVXXnn88ccvWbKkUqnccccdzV4OcJBSkoDmmDNnTnd39/7+dty4caNHj+7p6dm1a9eyZcuGc2EAVUoS0ByTJk2aM2fO+2dGjx79qU99SkkCmkJJAppj5cqVJ5988v7+trOz8+qrr77//vuvv/764VwVwAAlCWiO7du3P/PMM+FfXXzxxVddddX9999/zjnn7N69e5gXBlDl021A6UyaNGnlypUaEtBcShJQOgsWLOjo6NCQgOZSkoAy2rt3b7OXABzslCQAgICSBAAQaGtk43LeHxgYNuUfAuVfIVCoRoZAo/8EQJZyHDtLWa58HZtkKevqypHv7i42PwyHGKZTmNuRI9+7vPB8/lPIdZ1kWbH5VMr/867jWS1kHUOt0BmSqq+uMo2pOjYpW77OQ5RpTKX8k2pkjKm8p5x3/8NziAHebgMACChJAAABJQkAIKAkAQAElCQAgICSBAAQUJIAAAJKEgBAQEkCAAgoSQAAASUJACCgJAEABJQkAIBAWyMbl/A25sBwKv8QKP8KgUI1MgTaGz12ynHsLGW58nVskqWsqytHvru72PwwHGKYTmFuR4587/LC8/lPIdd1kmXF5lMp/8+7jme1kHUMtYNtTNWxSdnydR6iyDGSd//1HSLv2Cl0/6mUYyrlnFQNjilvtwEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBQkgAAAkoSAECgrZGNy3l/YGDYlH8IlH+FQKEaGQLtjR475Th2lrJc+To2yVLW1ZUj391dbH4YDjFMpzC3I0e+d3nh+fynkOs6ybJi89VNSvWFru+FkSvfLIXOkFR9dZVpTNWxSdnydR6iTGMq5Z9UxlRBh8i1/0G83QYAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBQkgAAAkoSAEBASQIACChJAACBtkY2zns/YWCEKf8QKP8KgUI1MgTaGz12ynHsLGW58nVskqWsqytHvru72PwwHGKYTmFuR4587/LC8/lPIdd1kmXF5qublOoLXd8LI1e+WQ62MVXHJmXL13mIIsdI3v3Xd4i8Y6fQ/dd3iBK+MHLtfxBvtwEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBQkgAAAkoSAECgrZGN895PGBhhyj8Eyr9CoFCNDIH2Ro+dchw7S1mufB2bZCnr6sqR7+4uNj8MhximU5jbkSPfu7zwfP5TyHWdZFmx+eompfpC1/fCyJVvlkJnSKq+uso0purYpGz5Og9RpjGV8k8qY6qgQ+Ta/yDebgMACChJAAABJQkAIKAkAQAElCQAgICSBAAQUJIAAAJKEgBAQEkCAAgoSQAAASUJACCgJAEABJQkAIBAWyMb572fMDDClH8IlH+FQKEaGQLtjR475Th2lrJc+To2yVLW1ZUj391dbH4YDjFMpzC3I0e+d3nh+fynkOs6ybJi89VNSvWFru+FkSvfLAfbmKpjk7Ll6zxEkWMk7/7rO0TesVPo/us7RAlfGLn2P4i32wAAAkoSAEBASQIACChJAAABJQkAIKAkAQAElCQAgICSBAAQUJIAAAJKEgBAQEkCAAgoSQAAASUJACDQ1sjGee8nDIww5R8C5V8hUKhGhkB7o8dOOY6dpSxXvo5NspR1deXId3cXmx+GQwzTKcztyJHvXV54Pv8p5LpOsqzYfHWTUn2h63th5Mo3S6EzJFVfXWUaU3VsUrZ8nYco05hK+SeVMVXQIXLtfxBvtwEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBQkgAAAkoSAECgrZGN895PGBhhyj8Eyr9CoFCNDIH2Ro+dchw7S1mufB2bZCnr6sqR7+4uNj8MhximU5jbkSPfu7zwfIt/FUq4pPpOIVe+WQ62MVXHJmXL13mIIsdI3v3XeYgy5UfMknLtfxBvtwEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBQkgAAAkoSAECgrZGNsywbomUALan8Q6D8KwQK1bQhkGVZpZJq/5U3X8cmZcuXcEl1nkLvo7X/Go58i38VSrik+k6hOaMnj4PwS1nCJQ3TKZRpTNUxqcqWHzFLamSAeLsNACCgJAEABJQkAICAkgQAEFCSAAACShIAQEBJAgAIKEkAAAElCQAgoCQBAASUJACAgJIEABBQkgAAAm2NbNwS9wAHilP+IVD+FQKFatoQyLKsUkm1/8qbr2OTsuVLuCSnUIZ8CZdU3yk0Z/TkcRB+KUu4JKfQivkRs6RGBoi32wAAAkoSAEBASQIACChJAAABJQkAIKAkAQAElCQAgICSBAAQUJIAAAJKEgBAQEkCAAgoSQAAASUJACDQ1sjGLXEPcKA45R8C5V8hUChDAAAACjB//vwLLrig+vslS5Zs2rTp5Zdfvvbaa6uPXHrppb/4xS8qlcoHPvCB/e3ha1/72saNGzdu3PjDH/5w7NixKaWPf/zjjz322J49e84///yB2IIFC+bMmVPkqQAj06mnnrpw4cLq72scOIPUuNW5557b1dVV8NkALWLMmDHr1q0bNep3P6B23nnntbe3jx8//sUXX/z0pz+dUjr55JM/9KEP9fX1vU9JOvPMMydMmNDW1tbT03P11VenlKZMmfKnf/qnS5cufe/0OfHEE1euXFnwCQEj0IoVK6ZPn179fY0DZ5Aat2pra3vqqafGjRtX8AnRAvzgNukLX/jCmjVr9u7dW/3jj370oz179uzYseOFF16YPHlySunpp59+6aWXBvKHHnroo48++tGPfjSldNttt11yySUppfvuu2/79u2VSmXt2rXVrTZt2vTEE08M7Lbql7/85eTJk4855phhOztgBJg0adKUKVNefPHF6h9rGTiLFi26/PLLU0pf/OIXf/CDH9S4VUqpUqmsXr36rLPOGrazo7SUJNJnP/vZxx9/fNCDxxxzzMc+9rE1a9bsm//tb3/75S9/edGiRWefffYRRxzR09Mz8FejRo06//zz//f//t/vc7gnnnhi1qxZQ7Jy4CAxa9asJ598ctCD7z9wvvGNb/yn//SfTj311K9+9avf+MY3atyq6rHHHjvttNMaXjUtr73ZC6D5jj322J/85CfvfaS9vb2np+frX//6b37zm3CTtWvXrly5ctGiRR/72Mfe+3iWZT//+c97e3vf53Cvvfbascce2+iigYPJscce+/rrrw968P0Hzo4dO7761a+uXr36L/7iL7Zv317jVlXGFFVKEqm/v3/MmDHvfeTmm29+4IEH7rrrrvfZ6iMf+Uh/f/8HP/jB1157rfpIZ2fnJz/5ybPPPvv9DzdmzJj+/v4G1wwcVPYdU7UMnJNOOunXv/71zJkz/+///b+1b5WMKX7P222k9evXT5s2beCP8+fPr1QqN9xww/tsMm/evEql0tHRsXjx4urkmjNnzt/93d9deOGF77777vsfbvr06evXrx+SlQMHiUFjqpaBM23atCu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"path": null } ]
train_5
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal green green green green green green green green green green green teal teal teal teal teal teal green\nteal green green green orange orange orange green green green green green green green green green green green green teal green\nteal green black black green green orange green green green green green green green green green green green green green green\ngreen green green black green green green black black black black black black green green teal green green green green green\nmaroon green green black green green green green green green green black green green green teal green green green green green\nmaroon green green black green green black black black black black black green green green teal green green green green teal\nmaroon green green black green green green green green green green green green green green teal green green green green teal\nmaroon green green black green yellow yellow green green green green green green green green teal teal teal teal teal teal\nmaroon green green green green green yellow green green green green green green green green green green green green green green\nmaroon maroon maroon maroon maroon green yellow green green green maroon maroon green green green green green black black black green\ngreen green green green green green yellow green green green maroon green yellow yellow green green green black green black green\ngreen green green green green yellow yellow green green green maroon green green yellow green green green green green green green\ngreen green green teal teal green green green green green maroon green green yellow green teal teal teal teal teal teal\nmaroon green green green teal green green green green green maroon green yellow yellow green green green teal green green green\nmaroon maroon green green teal green green green green green maroon maroon green green green green green teal green green green\ngreen green green green teal green teal teal teal green green green green green green green green teal green green green\ngreen green green teal teal green teal green green green green green green green green teal teal teal green green green", "role": "user" }, { "content": "blue blue blue green green green green green green green green green green green blue blue blue blue blue blue green\nblue green green green blue blue blue green green green green green green green green green green green green blue green\nblue green blue blue green green blue green green green green green green green green green green green green green green\ngreen green green blue green green green red red red red red red green green pink green green green green green\nblue green green blue green green green green green green green red green green green pink green green green green green\nblue green green blue green green red red red red red red green green green pink green green green green pink\nblue green green blue green green green green green green green green green green green pink green green green green pink\nblue green green blue green pink pink green green green green green green green green pink pink pink pink pink pink\nblue green green green green green pink green green green green green green green green green green green green green green\nblue blue blue blue blue green pink green green green pink pink green green green green green pink pink pink green\ngreen green green green green green pink green green green pink green pink pink green green green pink green pink green\ngreen green green green green pink pink green green green pink green green pink green green green green green green green\ngreen green green pink pink green green green green green pink green green pink green red red red red red red\nblue green green green pink green green green green green pink green pink pink green green green red green green green\nblue blue green green pink green green green green green pink pink green green green green green red green green green\ngreen green green green pink green blue blue blue green green green green green green green green red green green green\ngreen green green pink pink green blue green green green green green green green green red red red green green green", "role": "assistant" } ]
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"path": null } ]
train_6
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nyellow yellow green yellow green green yellow green green yellow yellow yellow yellow yellow yellow\nyellow green yellow green green green yellow yellow green yellow yellow yellow green green green\ngreen yellow green yellow yellow yellow green green green green yellow green green green green\ngreen yellow yellow green yellow green yellow green yellow green green green yellow yellow yellow\nyellow yellow green green yellow yellow green yellow yellow green yellow yellow green green green\ngreen yellow green yellow green yellow yellow yellow yellow yellow yellow yellow green yellow green\nyellow green green yellow yellow yellow green yellow green green yellow green green green yellow\ngreen yellow green yellow green green green yellow green yellow yellow yellow green yellow yellow\nyellow yellow yellow yellow yellow yellow green yellow yellow yellow yellow yellow yellow yellow green\ngreen yellow green green green green yellow green yellow yellow green green yellow yellow green\nyellow green yellow green green yellow yellow green green green yellow yellow green green green\nyellow green green yellow yellow yellow green green green green yellow yellow yellow green yellow\ngreen yellow yellow green green green green yellow yellow yellow green yellow green yellow yellow\nyellow yellow yellow yellow yellow green green yellow yellow green yellow yellow yellow green yellow", "role": "user" }, { "content": "green green yellow green yellow yellow green yellow yellow green green green green green green\ngreen yellow green yellow yellow yellow green green yellow green green green yellow yellow yellow\nyellow green yellow green green green yellow yellow yellow yellow green yellow yellow yellow yellow\nyellow green green yellow green yellow green yellow green yellow yellow yellow green green green\ngreen green yellow yellow green green yellow green green yellow green green yellow yellow yellow\nyellow green yellow green yellow green green green green green green green yellow green yellow\ngreen yellow yellow green green green yellow green yellow yellow green yellow yellow yellow green\nyellow green yellow green yellow yellow yellow green yellow green green green yellow green green\ngreen green green green green green yellow green green green green green green green yellow\nyellow green yellow yellow yellow yellow green yellow green green yellow yellow green green yellow\ngreen yellow green yellow yellow green green yellow yellow yellow green green yellow yellow yellow\ngreen yellow yellow green green green yellow yellow yellow yellow green green green yellow green\nyellow green green yellow yellow yellow yellow green green green yellow green yellow green green\ngreen green green green green yellow yellow green green yellow green green green yellow green", "role": "assistant" } ]
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"path": null } ]
train_7
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey grey grey grey grey grey grey grey green grey grey grey grey grey grey grey grey grey grey green green green grey grey grey grey grey grey grey\npink pink grey grey grey grey grey grey pink grey grey grey grey grey grey grey grey grey grey grey green green green grey grey grey grey grey grey grey\npink pink grey grey grey green grey grey grey grey grey grey grey green grey grey grey grey grey grey green green green grey grey grey grey grey pink grey\ngrey grey green green grey grey pink grey grey grey grey grey pink grey grey grey grey grey grey grey grey grey grey pink pink pink grey green grey grey\ngrey grey green green grey grey grey grey grey grey grey grey grey grey grey grey grey grey green grey grey grey grey pink pink pink grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey green grey grey grey grey grey grey pink grey grey grey grey grey pink pink pink grey green grey grey\ngrey grey grey grey grey grey grey grey grey grey grey pink grey pink grey grey grey grey grey grey grey grey grey grey grey grey grey grey pink grey\ngrey grey grey green grey grey pink grey grey grey grey grey grey grey green grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey pink grey grey grey grey green grey grey grey grey grey grey grey grey grey green grey grey green grey grey grey green grey grey black pink grey\ngrey grey grey grey grey grey grey grey grey grey grey green grey grey green grey grey grey pink grey grey pink grey pink grey grey grey green black grey\ngrey grey pink grey grey grey pink grey grey grey grey grey pink grey grey pink grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey green grey green grey grey grey pink grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey green grey grey grey green grey grey grey green grey grey grey grey pink grey green grey grey grey grey pink grey\ngrey grey grey grey grey grey grey grey grey grey grey pink grey grey grey pink grey grey grey grey green grey grey grey pink grey grey grey grey green", "role": "user" }, { "content": "grey grey grey grey grey grey grey grey black green grey grey grey grey grey grey grey grey grey grey green green green black black black grey grey grey grey\npink pink black black grey grey grey grey pink black grey grey grey grey grey grey grey grey grey grey green green green black black black grey grey grey grey\npink pink black black grey green black grey grey grey grey grey black green grey grey grey grey grey grey green green green black black black grey black pink grey\nblack black green green grey black pink grey grey grey grey grey pink black grey grey grey grey grey grey black black black pink pink pink grey green black grey\nblack black green green grey grey grey grey grey grey grey grey grey grey grey grey grey black green grey black black black pink pink pink grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey green black grey grey grey grey grey pink black grey black black black pink pink pink grey green black grey\ngrey grey grey grey grey grey grey grey grey grey black pink grey pink black grey grey grey grey grey grey grey grey grey grey grey grey black pink grey\ngrey grey black green grey grey pink black grey grey grey grey grey black green grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey pink black grey grey black green grey grey grey grey grey grey grey grey grey green black grey green black grey black green grey grey black pink grey\ngrey grey grey grey grey grey grey grey grey grey grey green black grey green black grey black pink grey black pink grey pink black grey grey green black grey\ngrey grey pink black grey black pink grey grey grey grey black pink grey black pink grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey black green grey green black grey black pink grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey green black grey black green grey grey black green grey grey grey black pink grey green black grey grey grey pink black\ngrey grey grey grey grey grey grey grey grey grey grey pink black grey grey pink black grey grey grey green black grey black pink grey grey grey black green", "role": "assistant" } ]
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", "path": null } ]
train_8
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink maroon pink maroon pink pink pink pink pink pink pink pink pink\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink\npink pink maroon pink maroon pink maroon pink pink pink pink pink pink pink\npink pink maroon maroon maroon maroon maroon pink pink pink pink pink pink pink\npink pink maroon pink pink pink maroon pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "green green maroon green maroon green green green green green green green green green\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon green green\ngreen green maroon red maroon red maroon green green green green green green green\ngreen green maroon maroon maroon maroon maroon green green green green green green green\ngreen green maroon green green green maroon green green green green green green green\ngreen green green green green green green green green green green green green green", "role": "assistant" } ]
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", "path": null } ]
train_9
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon yellow orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow yellow maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange orange maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon orange yellow maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow yellow maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow orange maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon", "role": "user" }, { "content": "maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon orange orange maroon maroon yellow yellow maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon orange orange maroon maroon yellow yellow maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon yellow orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon orange orange maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon orange orange maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon orange orange maroon maroon orange orange\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange orange maroon maroon orange orange\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow yellow maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange orange maroon maroon\nmaroon maroon maroon maroon yellow yellow maroon maroon orange orange maroon maroon maroon maroon yellow yellow maroon maroon yellow yellow\nmaroon maroon maroon maroon yellow yellow maroon maroon orange orange maroon maroon maroon maroon yellow yellow maroon maroon yellow yellow\nmaroon maroon maroon maroon maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon orange yellow maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon orange orange maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon orange orange maroon maroon orange orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange orange maroon maroon yellow yellow maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange orange maroon maroon yellow yellow maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow yellow maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow orange maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow yellow maroon maroon yellow yellow maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon yellow yellow maroon maroon yellow yellow maroon maroon maroon", "role": "assistant" } ]
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"path": null } ]
train_10
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink\nyellow red teal teal teal teal teal teal\nyellow teal red teal teal teal teal teal\nyellow teal teal red teal teal teal teal\nyellow teal teal teal red teal teal teal\nyellow teal teal teal teal red teal teal\nyellow teal teal teal teal teal red teal\nyellow teal teal teal teal teal teal red\nyellow teal teal teal teal teal teal teal\nyellow teal teal teal teal teal teal teal\nyellow teal teal teal teal teal teal teal\nyellow teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_11
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal black teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal yellow orange black teal yellow teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal maroon orange maroon teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal yellow teal teal teal yellow teal teal", "role": "user" }, { "content": "teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal yellow teal teal teal yellow teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal black teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal orange black teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal maroon orange maroon teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal yellow teal teal teal yellow teal teal", "role": "assistant" } ]
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"path": null } ]
train_12
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen green green green green green green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green teal teal teal teal green green green green green green green green green green green green green green green green green\ngreen green green green green green green green teal teal teal teal green green green green green green green green green green green green green green green green green\ngreen green green green green green green green teal green green teal green green green green green green green green green green green green green green orange orange orange\ngreen green green green green green green green teal teal teal teal green green green green green green green green green black green green green orange orange green orange\ngreen green green green green green green green green teal teal green green green blue blue green green green green green green black green green orange green green orange\ngreen green green green green green green green green green green green green green green green blue green blue green green black green green green orange orange green orange\ngreen green green green green green green green green green green green green green green green blue blue green green black green green green green green orange orange orange\ngreen green green green green green green green orange orange orange orange orange green green green blue blue green green green black black black green orange green green green\ngreen green green blue blue blue green green green green orange orange green green green green green green green green green green black green green orange green green green\ngreen green green green blue green blue green green green green orange orange green green green green green green green green green green green green green green green green\ngreen green blue blue green blue green blue green green green orange orange green green green green green green green green green green green green green green green green\ngreen blue green green green green blue green green green green orange green green green green green green green green green green green green green green green green green\ngreen blue green green green green blue green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green green green green green green", "role": "user" }, { "content": "teal teal teal teal\nteal teal teal teal\nteal green green teal\nteal teal teal teal\ngreen teal teal green", "role": "assistant" } ]
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", "path": null } ]
train_13
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\npink black black green green black black black black black black black black black black black black black black\nyellow black black green green black black black black black black green green green green black black black black\nyellow black black green green black black black black black black green green green green black black black black\nyellow black black green green black black black black black black green green green green black black black black\npink black black black black black black black black black black green green green green black black black black", "role": "user" }, { "content": "black black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black black black black black\npink black black pink pink black black black black black black black black black black black black black black\nyellow black black yellow yellow black black black black black black yellow yellow yellow yellow black black black black\nyellow black black yellow yellow black black black black black black yellow yellow yellow yellow black black black black\nyellow black black yellow yellow black black black black black black yellow yellow yellow yellow black black black black\npink black black black black black black black black black black pink pink pink pink black black black black", "role": "assistant" } ]
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"path": null } ]
train_14
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink green green pink pink black black pink pink black pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green pink black black black black pink pink pink pink grey pink pink pink pink pink pink pink\npink pink pink pink yellow pink pink pink pink pink black pink black black black pink pink pink grey pink pink pink black pink pink pink\npink pink pink yellow yellow yellow pink pink pink pink pink pink pink pink pink pink pink pink grey pink black black pink pink pink pink\npink pink pink yellow pink yellow pink pink pink pink pink red red red pink pink pink pink pink pink black black pink pink pink pink\nteal pink pink yellow pink yellow pink pink maroon maroon pink red red red pink pink pink pink grey pink pink pink pink pink pink pink\nteal pink pink pink pink pink pink pink maroon pink pink red red red red pink pink pink grey grey pink pink pink pink pink pink\npink teal pink pink pink pink pink pink maroon pink pink red red red red pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink teal teal pink pink maroon pink maroon pink pink pink\npink pink pink pink pink pink pink black black pink black black pink pink pink pink teal teal pink pink pink maroon pink pink pink pink\npink pink pink pink pink pink pink black black pink black pink pink pink pink pink pink teal pink pink pink pink pink pink green green\npink pink pink pink pink pink black black pink pink pink pink pink pink pink pink teal pink pink maroon pink pink pink green green green\npink grey grey grey pink pink pink pink pink pink pink black black pink pink pink pink pink maroon pink maroon pink pink pink pink green\npink grey pink grey pink pink pink pink pink pink pink black black black black black black pink pink pink pink pink pink pink pink pink\ngrey pink pink pink pink pink pink pink pink pink pink pink black black black black black pink pink pink pink pink pink pink pink pink\ngrey grey pink pink pink pink pink pink pink pink pink pink pink black black pink pink pink pink pink red red red pink pink pink\npink pink pink pink pink pink pink yellow pink pink pink pink pink pink pink black pink pink pink pink red red red pink pink pink\npink pink pink pink pink yellow pink yellow pink pink teal pink teal pink pink pink pink pink pink pink red red red pink pink pink\npink pink pink pink pink yellow yellow pink pink pink pink teal teal pink pink pink maroon pink pink pink pink red pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink maroon pink maroon pink pink pink red red pink pink pink\npink pink pink yellow pink pink yellow yellow pink pink black pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink yellow yellow pink yellow yellow yellow pink orange black pink pink pink pink pink pink pink pink pink pink pink pink pink blue blue\npink pink pink yellow pink yellow yellow yellow pink pink pink pink orange orange orange pink pink pink pink orange orange pink pink pink pink blue\npink pink pink pink pink pink pink pink pink pink pink pink orange orange orange orange pink pink pink orange orange pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink orange orange orange orange pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink black\nblack black", "role": "assistant" } ]
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", "path": null } ]
train_15
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange maroon orange maroon maroon maroon maroon orange orange orange orange orange orange maroon maroon orange orange maroon maroon\nmaroon orange maroon maroon orange maroon maroon orange orange maroon maroon maroon orange orange maroon orange maroon maroon maroon\norange maroon maroon maroon orange orange maroon orange maroon maroon orange orange maroon maroon maroon orange orange orange maroon\nmaroon orange orange orange orange maroon orange maroon orange orange maroon maroon orange orange maroon orange orange maroon maroon\nmaroon maroon maroon orange orange orange orange orange maroon orange orange orange orange orange orange orange orange maroon maroon\norange orange maroon maroon orange maroon maroon maroon maroon maroon maroon orange orange maroon orange maroon maroon maroon orange\nmaroon maroon orange maroon orange maroon orange orange orange orange orange orange maroon orange maroon orange maroon orange maroon\norange orange maroon maroon orange maroon maroon orange maroon maroon maroon orange orange maroon orange orange maroon orange orange\norange orange maroon maroon maroon orange orange maroon maroon orange orange maroon orange maroon maroon orange maroon maroon orange\nmaroon maroon orange orange maroon orange maroon orange maroon orange maroon orange orange maroon maroon maroon orange orange orange\nblack black black black black black black black black black black black black black black black black black black\norange teal teal orange teal orange teal orange orange teal orange orange teal teal orange orange orange orange teal\nteal orange orange orange orange teal teal teal teal teal teal teal orange teal orange teal teal orange orange\nteal orange teal teal teal teal teal orange orange teal teal orange orange orange teal teal orange teal teal\norange teal teal teal teal orange teal teal teal orange teal orange orange teal orange teal teal orange orange\norange orange orange teal orange orange teal teal orange orange orange teal teal orange teal orange teal teal orange\nteal teal orange orange orange orange orange orange orange orange teal orange teal orange teal teal teal teal orange\norange orange teal teal orange orange teal teal teal orange teal teal teal teal orange orange orange teal teal\nteal orange teal teal orange teal teal orange teal teal teal teal teal teal orange teal orange orange orange\norange orange teal teal teal teal orange orange orange orange teal teal orange orange orange orange orange orange teal\norange orange teal orange orange orange teal orange orange orange orange teal orange teal orange teal orange orange orange", "role": "user" }, { "content": "green orange orange orange orange orange orange green green orange green green orange orange orange green green orange orange\norange green orange orange green orange orange orange orange orange orange orange green orange orange orange orange orange orange\norange orange orange orange orange orange orange green orange orange orange green orange orange orange orange green orange orange\norange orange orange orange orange orange orange orange orange green orange orange green orange orange orange orange orange orange\norange orange orange orange green green orange orange orange green green orange orange green orange green orange orange orange\norange orange orange orange green orange orange orange orange orange orange green orange orange orange orange orange orange green\norange orange orange orange green orange orange orange orange green orange orange orange orange orange green orange orange orange\norange green orange orange green orange orange green orange orange orange orange orange orange green orange orange green green\ngreen green orange orange orange orange green orange orange green orange orange green orange orange green orange orange orange\norange orange orange green orange green orange green orange green orange orange green orange orange orange green green green", "role": "assistant" } ]
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"path": null } ]
train_16
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen green green black black black black black black black\nblack green green black black green green black black black\nblack green green black black green green black black black\nblack black black black black black black black black black\nblack black black black black black green green green black\ngreen green black black green black green green green black\ngreen green black black green black green black black black\nblack black black black green black black black black black\nblack black black black green green black black black black\nblack green green green green green black black black black\nblack black black black black black black black black black\nblack black black black black green black black black black\nblack black black black black green black green black black\nblack black black black black green black green black black\nblack black black black black black black green black black\nblack black black black black black black black black black\nblack black black black green black black black black green\nblack black black black green black green black black green\nblack black black black green black green black black green\nblack green black black black black green black black black\nblack green black black black black green green black black\nblack green black black black black green green black black\nblack black black black black black black black black black\nblack black black black black black green black green black\nblack black black black black black green black green black\nblack black black black black black green black green black", "role": "user" }, { "content": "red red red black black black black black black black\nblack teal teal black black teal teal black black black\nblack teal teal black black teal teal black black black\nblack black black black black black black black black black\nblack black black black black black red teal teal black\nteal teal black black red black red teal teal black\nteal teal black black red black red black black black\nblack black black black red black black black black black\nblack black black black teal teal black black black black\nblack red red red teal teal black black black black\nblack black black black black black black black black black\nblack black black black black red black black black black\nblack black black black black red black red black black\nblack black black black black red black red black black\nblack black black black black black black red black black\nblack black black black black black black black black black\nblack black black black red black black black black red\nblack black black black red black red black black red\nblack black black black red black red black black red\nblack red black black black black red black black black\nblack red black black black black teal teal black black\nblack red black black black black teal teal black black\nblack black black black black black black black black black\nblack black black black black black red black red black\nblack black black black black black red black red black\nblack black black black black black red black red black", "role": "assistant" } ]
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"path": null } ]
train_17
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue blue blue blue blue blue blue grey blue blue grey blue\nblue blue blue blue grey blue blue blue grey blue blue grey blue\nblue blue grey blue grey blue blue blue grey blue blue grey blue\ngrey blue grey blue grey blue maroon blue blue blue blue blue blue\ngrey blue grey blue blue blue orange blue blue grey blue blue blue\ngrey blue blue blue blue blue green blue blue grey blue grey blue\nblue blue grey blue grey blue blue blue blue grey blue grey blue\nblue blue grey blue grey blue blue blue grey blue blue grey blue\nblue blue grey blue grey blue blue blue grey blue blue blue blue\nblue blue blue blue blue blue blue blue grey blue blue grey blue\nblue blue grey blue blue blue blue grey blue blue blue grey blue\ngrey blue grey blue grey blue blue grey blue blue blue grey blue\ngrey blue grey blue grey blue blue grey blue grey blue blue blue\ngrey blue blue blue grey blue blue blue blue grey blue blue blue\nblue grey blue blue blue grey blue blue blue grey blue blue blue\nblue grey blue grey blue grey blue grey blue blue blue blue blue\nblue grey blue grey blue grey blue grey blue blue blue blue blue\ngrey blue blue grey blue blue blue grey blue blue grey blue grey\ngrey blue blue blue blue blue blue blue blue blue grey blue grey\ngrey blue blue blue blue blue grey blue blue blue grey blue grey\nblue blue blue blue blue blue grey blue grey blue blue blue blue\nblue blue grey blue blue blue grey blue grey blue blue blue blue\nblue blue grey blue grey blue blue blue grey blue blue blue blue\ngrey blue grey blue grey blue grey blue blue grey blue blue grey\ngrey blue blue blue grey blue grey blue blue grey blue blue grey\ngrey blue blue blue blue blue grey blue blue grey blue blue grey\nblue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue", "role": "user" }, { "content": "blue blue blue blue blue blue blue blue maroon blue blue maroon blue\nblue blue blue blue maroon blue blue blue orange blue blue orange blue\nblue blue maroon blue orange blue blue blue green blue blue green blue\nmaroon blue orange blue green blue maroon blue blue blue blue blue blue\norange blue green blue blue blue orange blue blue maroon blue blue blue\ngreen blue blue blue blue blue green blue blue orange blue maroon blue\nblue blue maroon blue maroon blue blue blue blue green blue orange blue\nblue blue orange blue orange blue blue blue maroon blue blue green blue\nblue blue green blue green blue blue blue orange blue blue blue blue\nblue blue blue blue blue blue blue blue green blue blue maroon blue\nblue blue maroon blue blue blue blue maroon blue blue blue orange blue\nmaroon blue orange blue maroon blue blue orange blue blue blue green blue\norange blue green blue orange blue blue green blue maroon blue blue blue\ngreen blue blue blue green blue blue blue blue orange blue blue blue\nblue maroon blue blue blue maroon blue blue blue green blue blue blue\nblue orange blue maroon blue orange blue maroon blue blue blue blue blue\nblue green blue orange blue green blue orange blue blue blue blue blue\nmaroon blue blue green blue blue blue green blue blue maroon blue maroon\norange blue blue blue blue blue blue blue blue blue orange blue orange\ngreen blue blue blue blue blue maroon blue blue blue green blue green\nblue blue blue blue blue blue orange blue maroon blue blue blue blue\nblue blue maroon blue blue blue green blue orange blue blue blue blue\nblue blue orange blue maroon blue blue blue green blue blue blue blue\nmaroon blue green blue orange blue maroon blue blue maroon blue blue maroon\norange blue blue blue green blue orange blue blue orange blue blue orange\ngreen blue blue blue blue blue green blue blue green blue blue green\nblue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue", "role": "assistant" } ]
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"path": null } ]
train_18
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal green green teal green teal teal teal\nteal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal green teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal green teal teal teal green green green teal teal teal teal\nteal teal teal teal teal teal green green green green green teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal\nteal teal teal teal teal teal teal teal green teal green green teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "user" }, { "content": "teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal green green teal green teal teal teal\nteal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal green teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal green teal teal teal green green green red red red teal\nteal teal teal teal teal teal green green green green green red teal teal teal red teal\nteal teal teal teal teal teal teal teal teal teal teal red teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal green teal teal teal red teal\nteal teal teal teal teal teal teal teal teal teal teal green teal teal teal teal teal\nteal teal teal teal teal teal teal teal green teal green green teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_19
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink teal red\npink pink pink pink pink pink pink pink teal red\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink teal\npink pink pink pink pink pink pink pink teal teal\npink pink pink pink pink pink pink pink teal teal\npink pink pink pink pink pink pink pink pink teal\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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"path": null } ]
train_20
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink green pink green pink green pink green pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink green pink green pink green pink green pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink green pink green pink green pink green pink green pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink green pink green pink green pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green pink green pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink green pink green pink green pink green pink green pink green pink green pink green pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink green pink green pink green pink green pink green pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink green red green red green red green pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink green red green red green red green pink pink pink pink pink pink pink pink pink pink pink pink pink pink 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"path": null } ]
train_21
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey pink orange maroon orange pink maroon pink maroon pink maroon orange pink orange maroon orange pink orange grey grey\ngrey grey grey grey pink orange maroon orange pink pink maroon maroon maroon pink pink orange grey pink grey grey grey grey\ngrey grey black pink maroon pink pink maroon maroon pink maroon maroon orange maroon orange pink maroon grey orange grey black grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey black grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey black grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey", "role": "user" }, { "content": "grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey black grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey black grey\ngrey grey grey pink orange maroon orange pink maroon pink maroon pink maroon orange pink orange maroon orange pink orange grey grey\ngrey grey grey grey pink orange maroon orange pink pink maroon maroon maroon pink pink orange grey pink grey grey grey grey\ngrey grey grey pink maroon pink pink maroon maroon pink maroon maroon orange maroon orange pink maroon grey orange grey grey grey\ngrey grey black grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey black grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey", "role": "assistant" } ]
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"path": null } ]
train_22
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink orange orange orange\npink black black pink pink pink pink pink pink orange orange orange\nblack black black pink pink pink pink pink pink orange orange orange\nblack pink black pink pink pink pink pink pink pink orange orange\npink pink pink pink pink pink pink pink pink pink orange orange\npink pink pink pink pink pink pink pink pink pink orange orange\npink pink pink pink pink pink pink pink pink orange orange orange\npink pink pink pink pink pink pink pink pink pink pink orange\npink pink black black black black pink pink pink orange orange orange\npink pink pink pink pink pink pink pink pink orange orange orange", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink orange orange orange\npink pink pink pink pink pink pink pink pink orange orange orange\npink pink pink pink pink pink pink pink pink orange orange orange\npink pink pink pink pink pink pink pink blue blue orange orange\npink pink pink pink pink pink pink blue blue blue orange orange\npink pink pink pink pink pink pink blue pink blue orange orange\npink pink pink pink pink pink pink pink pink orange orange orange\npink pink pink pink pink pink pink blue blue blue blue orange\npink pink pink pink pink pink pink pink pink orange orange orange\npink pink pink pink pink pink pink pink pink orange orange orange", "role": "assistant" } ]
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", "path": null } ]
train_23
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal blue blue teal teal green teal green teal green teal teal grey grey teal teal pink\nblue blue blue teal green teal teal teal teal green teal grey grey grey teal teal pink\nblue blue blue teal teal green teal green green teal teal grey teal grey teal teal pink\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\npink pink pink teal maroon maroon teal yellow yellow yellow teal teal yellow yellow teal pink pink\npink pink pink teal teal maroon teal teal yellow yellow teal yellow yellow yellow teal teal pink\npink teal pink teal teal maroon teal yellow yellow yellow teal yellow teal yellow teal pink teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal green teal teal teal grey teal green green green teal maroon maroon maroon teal grey teal\ngreen green teal teal grey teal teal teal green green teal maroon maroon maroon teal teal teal\ngreen green green teal grey grey teal green green teal teal teal maroon maroon teal grey grey\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nblue blue blue teal teal green teal red red red teal pink pink teal teal teal red\nteal teal blue teal teal green teal teal red teal teal pink teal pink teal red red\nteal blue blue teal green green teal red red red teal teal pink pink teal teal red", "role": "user" }, { "content": "blue green green grey pink\npink maroon yellow yellow pink\ngreen grey green maroon grey\nblue green red pink red", "role": "assistant" } ]
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train_24
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange red orange red orange orange red orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange yellow orange orange yellow orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange teal orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange yellow orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange yellow red orange orange orange orange orange orange orange orange orange\ngrey orange orange orange orange orange orange orange orange grey orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange red orange red teal orange red orange orange orange orange orange orange teal orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange teal teal orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\ngrey orange orange orange orange orange orange orange orange grey orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange", "role": "user" }, { "content": "grey orange red teal red yellow orange red yellow grey\norange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange yellow\norange orange orange orange orange orange orange orange orange orange\nyellow orange orange orange orange orange orange orange orange orange\nteal orange orange orange orange orange orange orange orange teal\norange orange orange orange orange orange orange orange orange red\norange orange orange orange orange orange orange orange orange orange\ngrey orange red orange red teal teal red orange grey", "role": "assistant" } ]
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"path": null } ]
train_25
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred pink pink pink pink pink pink pink red\nred pink maroon maroon maroon maroon maroon pink red\nred pink pink pink pink pink pink pink red\nred red red red red red red red red", "role": "user" }, { "content": "maroon maroon maroon maroon maroon maroon maroon\nmaroon pink pink pink pink pink maroon\nmaroon maroon maroon maroon maroon maroon maroon", "role": "assistant" } ]
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"path": null } ]
train_26
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey grey grey maroon grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey maroon maroon maroon maroon maroon grey grey orange orange orange grey grey grey grey grey grey grey grey\ngrey grey grey maroon maroon grey grey grey orange orange orange grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey pink pink pink grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey pink grey pink grey grey grey grey grey\ngrey grey grey grey blue grey grey grey teal grey pink pink pink pink grey grey grey grey grey\ngrey grey grey grey blue grey grey grey teal grey grey grey grey grey grey grey grey grey grey\ngrey grey grey blue blue blue grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey blue blue grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey green grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey green grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey green green green green grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey", "role": "user" }, { "content": "grey grey grey grey blue grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey blue blue blue blue blue grey grey red red red grey grey grey grey grey grey grey grey\ngrey grey grey blue blue grey grey grey red red red grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey blue blue blue grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey blue grey blue grey grey grey grey grey\ngrey grey grey grey blue grey grey grey blue grey blue blue blue blue grey grey grey grey grey\ngrey grey grey grey blue grey grey grey blue grey grey grey grey grey grey grey grey grey grey\ngrey grey grey blue blue blue grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey blue blue grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey red grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey red grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey red red red red grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey red grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey red red red grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey red red grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey", "role": "assistant" } ]
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"path": null } ]
train_27
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey red grey grey\nteal grey red teal\nteal red red teal\ngrey grey teal grey\nred grey grey grey\ngrey grey grey teal\ngrey teal teal black\ngrey red grey grey\ngrey grey grey red\nred red red grey\nred teal teal grey\nred grey red teal\nblack red red red", "role": "user" }, { "content": "grey red grey grey grey grey red grey\nteal grey red teal teal red grey teal\nteal red red teal teal red red teal\ngrey grey teal grey grey teal grey grey\nred grey grey grey grey grey grey red\ngrey grey grey teal teal grey grey grey\ngrey teal teal black black teal teal grey\ngrey red grey grey grey grey red grey\ngrey grey grey red red grey grey grey\nred red red grey grey red red red\nred teal teal grey grey teal teal red\nred grey red teal teal red grey red\nblack red red red red red red black\nblack red red red red red red black\nred grey red teal teal red grey red\nred teal teal grey grey teal teal red\nred red red grey grey red red red\ngrey grey grey red red grey grey grey\ngrey red grey grey grey grey red grey\ngrey teal teal black black teal teal grey\ngrey grey grey teal teal grey grey grey\nred grey grey grey grey grey grey red\ngrey grey teal grey grey teal grey grey\nteal red red teal teal red red teal\nteal grey red teal teal red grey teal\ngrey red grey grey grey grey red grey", "role": "assistant" } ]
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"path": null } ]
train_28
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black black black black black black black black black black black black black black black black black black black black black black black red red black\nblack red black black red black black red black black black black black black black red black black black red black black black black black red black\nblack black black black black black black black black black black black black red black black black red black red black black black black black black black\nred black black red black black black black black black black black red red black black black black black black black red red black black black black\nblack red black black black black black black black black black black black black black black black black black red black black red black black black black\nred black black black black black black black red red red black black red black black black red black black black black black black black red black\nred black black black black black black red black black black black red black black black black black black black black black black black black black black\nblack black black black black black black black black black black red black black black black black black black black red red black black black black black\nred red black black red red black black black black black red black black red black black red red black red red black black black black black\nred red black black red black red black black black black red black black black black red black black black black black black black red black red\nblack black black black red black black black red black red black black black black red black black black black black black black black black black black\nblack black black black red black black black black black red black black black black black black black red red black black black black black black black\nblack black black black black black black black black black black black black black black black black black black black black black black black black black black", "role": "user" }, { "content": "black black black black black black black black black black black black black black black black black black black black black black black black red red black\nblack blue black black blue black black blue black black black black black black black blue black black black red black black black black black red black\nblack black black black black black black black black black black black black red black black black blue black red black black black black black black black\nblue black black blue black black black black black black black black red red black black black black black black black red red black black black black\nblack blue black black black black black black black black black black black black black black black black black blue black black red black black black black\nred black black black black black black black red red red black black blue black black black blue black black black black black black black blue black\nred black black black black black black blue black black black black blue black black black black black black black black black black black black black black\nblack black black black black black black black black black black red black black black black black black black black red red black black black black black\nred red black black red red black black black black black red black black blue black black red red black red red black black black black black\nred red black black red black blue black black black black red black black black black blue black black black black black black black blue black blue\nblack black black black red black black black blue black red black black black black blue black black black black black black black black black black black\nblack black black black red black black black black black red black black black black black black black red red black black black black black black black\nblack black black black black black black black black black black black black black black black black black black black black black black black black black black", "role": "assistant" } ]
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", "path": null } ]
train_29
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nmaroon black maroon maroon maroon maroon maroon maroon maroon maroon black maroon maroon black maroon black maroon maroon black black maroon maroon maroon maroon maroon maroon black\nblack maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon black maroon black black maroon maroon maroon black black black black maroon black maroon\nmaroon maroon maroon maroon black black black maroon maroon maroon maroon maroon black black black maroon maroon maroon maroon maroon maroon black black black black maroon maroon\nmaroon black maroon maroon black black black maroon maroon maroon maroon black black black maroon maroon black maroon black black maroon maroon maroon black black maroon black", "role": "user" }, { "content": "maroon black teal teal teal teal teal teal teal teal black teal teal black teal black teal teal black black teal teal teal teal teal teal black\nblack teal black teal teal teal teal teal teal teal teal teal teal black teal black black teal teal teal black black black black teal black teal\nteal teal teal teal black black black teal teal teal teal teal black black black teal teal teal teal teal teal black black black black teal teal\nteal black teal teal black black black teal teal teal teal black black black teal teal black teal black black teal teal teal black black teal black", "role": "assistant" } ]
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"path": null } ]
train_30
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey blue grey grey grey grey\ngrey grey black yellow grey grey blue\nyellow yellow grey yellow yellow yellow yellow\ngreen green green green green green green\ngrey grey grey grey blue grey grey\ngreen green green green green green green\nblack black green black green black black\nblue black green grey blue blue blue\ngrey black black black black grey black\nyellow yellow yellow grey grey grey black\ngreen green green green green green green\ngrey green black grey yellow green green", "role": "user" }, { "content": "black black black black black black black\nblack black black black black black black\nblack black black black black black black\ngrey grey grey grey grey grey grey\nblack black black black black black black\ngrey grey grey grey grey grey grey\nblack black black black black black black\nblack black black black black black black\nblack black black black black black black\nblack black black black black black black\ngrey grey grey grey grey grey grey\nblack black black black black black black", "role": "assistant" } ]
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train_31
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange red orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange", "role": "user" }, { "content": "orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\nred red red red red red red red red red red red red red red red red red red red red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange red orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange\nred red red red red red red red red red red red red red red red red red red red red orange", "role": "assistant" } ]
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"path": null } ]
train_32
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nyellow yellow grey grey grey grey grey yellow grey grey\ngrey grey grey yellow yellow grey yellow yellow grey grey\nyellow yellow grey grey yellow grey grey grey grey yellow\ngrey grey grey grey grey yellow yellow yellow grey yellow\ngrey grey grey yellow grey grey grey grey grey grey\ngrey yellow grey grey grey grey grey grey grey grey\nyellow yellow grey yellow yellow grey grey grey grey grey\ngrey grey grey grey yellow grey grey grey yellow grey\nyellow grey grey grey grey grey grey grey yellow grey\ngrey grey yellow grey grey yellow grey grey grey grey\nyellow yellow grey yellow grey grey yellow grey grey grey\nyellow grey grey grey yellow grey grey grey grey yellow\ngrey grey grey yellow yellow grey grey grey grey grey\ngrey grey grey grey grey grey yellow yellow yellow grey", "role": "user" }, { "content": "red red grey grey grey grey grey blue grey grey\ngrey grey grey blue blue grey blue blue grey grey\nred red grey grey blue grey grey grey grey red\ngrey grey grey grey grey blue blue blue grey red\ngrey grey grey green grey grey grey grey grey grey\ngrey blue grey grey grey grey grey grey grey grey\nblue blue grey blue blue grey grey grey grey grey\ngrey grey grey grey blue grey grey grey red grey\ngreen grey grey grey grey grey grey grey red grey\ngrey grey green grey grey green grey grey grey grey\nblue blue grey green grey grey green grey grey grey\nblue grey grey grey blue grey grey grey grey green\ngrey grey grey blue blue grey grey grey grey grey\ngrey grey grey grey grey grey blue blue blue grey", "role": "assistant" } ]
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"path": null } ]
train_33
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange red orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange teal orange orange orange orange orange orange", "role": "user" }, { "content": "orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange yellow red orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange yellow orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange teal orange orange orange orange orange orange", "role": "assistant" } ]
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"path": null } ]
train_34
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred yellow yellow maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nred red red maroon teal teal teal teal teal teal teal grey teal teal grey teal teal grey teal teal teal teal teal teal teal teal teal teal\nyellow yellow red maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal grey teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal grey teal teal teal teal teal grey teal teal teal teal teal grey teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal grey teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal grey teal teal grey teal teal teal teal teal teal teal teal grey teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "user" }, { "content": "red yellow yellow maroon teal teal teal teal teal teal red yellow yellow red yellow yellow red yellow yellow teal teal teal teal teal teal teal teal teal\nred red red maroon teal teal teal teal teal teal red red red red red red red red red teal teal teal teal teal teal teal teal teal\nyellow yellow red maroon teal teal teal teal teal teal yellow yellow red yellow yellow red yellow yellow red teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal red yellow yellow teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal red red red teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal yellow yellow red teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal red yellow yellow teal teal teal red yellow yellow teal teal teal red yellow yellow teal teal teal teal teal teal\nteal teal teal maroon teal teal teal red red red teal teal teal red red red teal teal teal red red red teal teal teal teal teal teal\nteal teal teal maroon teal teal teal yellow yellow red teal teal teal yellow yellow red teal teal teal yellow yellow red teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal red yellow yellow teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal red red red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal yellow yellow red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal maroon teal teal teal teal teal teal red yellow yellow red yellow yellow teal teal teal teal teal teal red yellow yellow teal teal teal\nteal teal teal maroon teal teal teal teal teal teal red red red red red red teal teal teal teal teal teal red red red teal teal teal\nteal teal teal maroon teal teal teal teal teal teal yellow yellow red yellow yellow red teal teal teal teal teal teal yellow yellow red teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_35
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink yellow pink pink yellow pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink yellow pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink yellow pink pink yellow pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink red pink pink yellow pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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", "path": null } ]
train_36
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange yellow red red red yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange maroon orange orange\norange orange orange orange orange orange orange yellow maroon maroon maroon yellow orange orange orange orange orange orange orange orange orange orange orange orange maroon orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red red orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red red red orange", "role": "user" }, { "content": "yellow red red red yellow\norange red red red orange\norange orange red red orange\norange orange maroon orange orange\norange orange maroon orange orange\nyellow maroon maroon maroon yellow", "role": "assistant" } ]
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", "path": null } ]
train_37
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred green blue orange maroon blue grey maroon orange black green green red green maroon green black blue\nmaroon red black maroon black orange green grey grey orange maroon red maroon red orange pink maroon grey\nmaroon grey red green orange maroon grey orange blue black red black blue blue red pink maroon black\nblue grey blue red grey black grey orange grey red maroon maroon blue pink blue red orange grey\ngreen grey grey black red blue black black red maroon maroon black maroon orange black blue red maroon\nmaroon blue black green black red green red black blue green grey black orange orange blue blue red\ngrey pink green blue maroon black red green green black orange green pink green blue maroon green maroon", "role": "user" }, { "content": "red green blue orange maroon blue grey maroon orange black green green red yellow yellow yellow yellow yellow\nyellow red black maroon black orange green grey grey orange maroon red maroon red yellow yellow yellow yellow\nyellow yellow red green orange maroon grey orange blue black red black blue blue red yellow yellow yellow\nyellow yellow yellow red grey black grey orange grey red maroon maroon blue pink blue red yellow yellow\nyellow yellow yellow yellow red blue black black red maroon maroon black maroon orange black blue red yellow\nyellow yellow yellow yellow yellow red green red black blue green grey black orange orange blue blue red\nyellow yellow yellow yellow yellow yellow red green green black orange green pink green blue maroon green maroon", "role": "assistant" } ]
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"path": null } ]
train_38
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack pink pink teal pink pink pink pink pink pink pink pink green pink teal pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink black pink teal pink pink pink pink green pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink green pink pink pink pink green pink pink\ngreen pink pink pink pink orange pink pink pink pink pink black pink pink pink pink teal pink pink pink pink\npink teal pink teal pink black black pink pink orange pink pink pink black pink pink teal orange pink pink pink\npink pink pink pink pink pink pink pink green pink pink pink pink pink pink orange pink pink pink pink orange\npink pink pink teal pink pink pink pink pink pink pink green pink pink pink pink pink pink pink pink pink\npink pink pink orange pink pink pink pink pink pink pink pink pink black pink pink pink green teal black pink\nteal pink pink pink black green green green pink green green orange pink pink pink pink pink pink pink pink pink\npink black pink pink pink pink pink teal orange pink pink pink pink pink pink pink teal pink pink pink green\ngreen pink pink pink pink teal pink orange pink pink pink teal pink pink pink pink teal black pink pink pink\npink pink pink pink pink orange pink pink pink pink pink pink pink pink black pink pink pink pink pink pink\norange pink pink pink pink green pink orange pink pink green pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green pink pink pink pink pink pink pink pink red pink green pink\npink teal teal pink pink pink pink black black pink pink pink pink orange pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink teal pink pink pink pink green pink pink\npink pink pink pink pink black pink pink pink pink pink pink teal pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink green pink pink orange pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink black pink pink pink pink pink pink pink green pink pink pink pink black pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink orange pink green pink teal teal pink pink pink\npink pink pink pink teal orange pink pink pink pink pink pink pink pink black green pink pink pink pink pink\npink black pink pink pink pink pink pink pink black pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink teal pink pink pink pink pink pink teal pink green pink pink pink pink pink green\npink pink pink pink black pink black pink pink pink pink pink teal pink pink pink pink pink teal pink pink\npink pink pink pink pink pink pink pink pink orange pink teal pink pink pink green orange pink pink pink pink\npink pink pink pink pink pink pink pink pink black pink pink green pink black black green pink green pink teal\norange pink pink pink pink pink pink pink pink pink pink pink pink orange pink teal pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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"path": null } ]
train_39
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal green yellow teal teal teal blue\nteal red orange teal grey teal teal grey\norange teal teal yellow teal teal grey teal\nblue teal grey teal teal teal teal teal\nteal teal teal teal teal green grey green\nteal green yellow grey orange teal teal green\ngrey teal teal teal grey grey teal teal\nteal grey teal green teal teal teal teal\nyellow teal green blue green teal teal teal\nteal orange teal teal grey grey grey teal\ngrey orange teal yellow teal teal teal grey\nteal grey teal red teal green grey teal\norange teal teal teal orange teal teal teal\ngrey grey yellow blue yellow orange teal green\ngrey green orange orange teal teal teal teal\ngrey teal green teal yellow teal teal teal\nred green green teal red green yellow green", "role": "user" }, { "content": "teal teal green yellow teal teal teal blue blue teal teal teal yellow green teal teal\nteal red orange teal grey teal teal grey grey teal teal grey teal orange red teal\norange teal teal yellow teal teal grey teal teal grey teal teal yellow teal teal orange\nblue teal grey teal teal teal teal teal teal teal teal teal teal grey teal blue\nteal teal teal teal teal green grey green green grey green teal teal teal teal teal\nteal green yellow grey orange teal teal green green teal teal orange grey yellow green teal\ngrey teal teal teal grey grey teal teal teal teal grey grey teal teal teal grey\nteal grey teal green teal teal teal teal teal teal teal teal green teal grey teal\nyellow teal green blue green teal teal teal teal teal teal green blue green teal yellow\nteal orange teal teal grey grey grey teal teal grey grey grey teal teal orange teal\ngrey orange teal yellow teal teal teal grey grey teal teal teal yellow teal orange grey\nteal grey teal red teal green grey teal teal grey green teal red teal grey teal\norange teal teal teal orange teal teal teal teal teal teal orange teal teal teal orange\ngrey grey yellow blue yellow orange teal green green teal orange yellow blue yellow grey grey\ngrey green orange orange teal teal teal teal teal teal teal teal orange orange green grey\ngrey teal green teal yellow teal teal teal teal teal teal yellow teal green teal grey\nred green green teal red green yellow green green yellow green red teal green green red", "role": "assistant" } ]
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", "path": null } ]
train_40
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink red pink\npink pink pink pink pink pink pink pink pink pink red pink\npink pink pink pink pink pink pink green pink grey pink pink\npink pink pink grey pink pink grey pink pink pink pink pink\npink pink pink pink grey pink red pink pink pink green pink\npink pink pink pink grey pink pink pink pink pink pink pink\nred pink pink pink pink green pink green pink pink pink pink\npink grey green pink pink pink grey pink red pink pink pink\npink pink pink pink pink pink pink pink pink pink grey pink\ngrey pink pink red pink pink pink red red pink pink pink\npink pink pink pink green pink pink pink pink pink pink pink\npink pink pink pink pink grey pink pink pink pink pink pink\npink pink pink green green pink pink red pink pink green pink\npink pink grey pink pink red pink grey pink red pink pink\npink pink pink pink pink pink pink pink pink pink pink pink\ngrey pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink red pink pink pink pink pink pink\npink red pink red pink pink green pink pink pink pink pink\npink pink red pink grey grey pink pink pink pink pink pink\npink green pink pink pink pink pink pink green red pink pink\nred pink pink pink pink pink pink pink pink grey pink pink\npink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink green grey pink pink grey grey\ngrey grey pink green red pink pink grey pink red red red\npink pink pink grey pink grey pink pink red grey pink green", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink red pink\npink pink pink pink pink pink pink pink pink pink red pink\npink pink pink pink pink pink pink green pink grey pink pink\npink pink pink grey pink pink grey pink pink pink pink pink\npink pink pink pink grey pink red pink pink pink green pink\npink pink pink pink grey pink pink pink pink pink pink pink\nred pink pink pink pink green pink green pink pink pink pink\npink grey green pink pink pink grey pink red pink pink pink\npink pink pink pink pink pink pink pink pink pink grey pink\ngrey pink pink red pink pink pink red red pink pink pink\npink pink pink pink green pink pink pink pink pink pink pink\npink pink pink pink pink grey pink pink pink pink pink pink\npink pink pink green green pink pink red pink pink green pink\npink pink grey pink pink red pink grey pink red pink pink\npink pink pink pink pink pink pink pink pink pink pink pink\ngrey pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink red pink pink pink pink pink pink\npink red pink red pink pink green pink pink pink pink pink\npink pink red pink grey grey pink pink pink pink pink pink\npink green pink pink pink pink pink pink teal pink pink pink\nred pink pink pink pink pink pink pink pink grey pink pink\npink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink green grey pink pink grey grey\ngrey grey pink teal pink pink pink grey pink red red pink\npink pink pink grey pink grey pink pink red grey pink teal", "role": "assistant" } ]
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"path": null } ]
train_41
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred red red red red red red red red red red red red red red red red red red red red red red\nmaroon red red maroon red red red red red red red red red red red red red red red red red red red\nmaroon maroon maroon maroon red red red red red red red red black red red red red red red red red red red\nmaroon maroon maroon maroon red red red red red red red red red black black black black red red red red red red\nred red red red red red red red red red red red red red red black black red red red red red red\nred red red red red red red red red red red red red red red red red black red red red red red\nred red red red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red blue red red red red red red red red red red red red red red\nred red red red red red red blue blue red red red red red red red red red red red red red red\nred red red red red red red blue red red red red red red red red red red red red red red red\nred red red red red red blue red blue red red red red red red red red red red red red red red\nred red red red red blue blue red red red red red red red red red red red red red maroon red red\nred red red red blue blue red red red red red red red red red red red red red red red maroon red\nred red red red red red red red red red red red red red red red red red red red red maroon maroon\nred green green green green red red red red red red red red red red red red red red red red red maroon\nred green red red red red red red red red red red red red red red red red red red red maroon red\nred green red red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red red red", "role": "user" }, { "content": "maroon red red maroon\nmaroon maroon maroon maroon\nmaroon maroon maroon maroon", "role": "assistant" } ]
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", "path": null } ]
train_42
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink maroon maroon maroon maroon maroon pink pink pink pink pink\npink maroon pink pink pink maroon pink pink pink pink pink\npink pink pink red pink pink pink pink pink pink pink\npink pink red pink red pink pink pink pink pink pink\npink maroon pink pink pink maroon pink pink pink pink pink\npink maroon maroon maroon maroon maroon pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink red pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink maroon maroon maroon maroon maroon pink pink pink pink pink\npink maroon pink pink pink maroon pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink maroon pink pink pink maroon pink pink pink pink pink\npink maroon maroon maroon maroon maroon pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink red pink red pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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"path": null } ]
train_43
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue blue orange blue blue blue blue maroon blue blue\norange blue blue blue blue blue blue blue maroon blue blue\nblue blue blue blue blue blue blue blue maroon blue blue\nblue orange blue blue blue blue blue blue maroon blue blue\nblue blue blue blue blue blue blue blue maroon blue blue\nblue blue blue blue blue blue blue blue maroon blue blue\nblue blue blue blue blue blue blue blue maroon blue blue\nblue blue blue blue blue blue blue blue maroon blue blue\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nblue blue blue blue blue blue blue blue maroon grey green\nblue blue blue blue blue blue blue blue maroon green grey", "role": "user" }, { "content": "blue blue blue grey blue blue blue blue\ngrey blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue\nblue grey blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue", "role": "assistant" } ]
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", "path": null } ]
train_44
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen maroon maroon maroon maroon maroon green green maroon maroon maroon green green maroon maroon maroon maroon maroon maroon maroon maroon green\ngreen blue maroon maroon maroon maroon green green maroon maroon maroon green green maroon maroon maroon maroon maroon maroon maroon teal green\ngreen blue maroon maroon maroon maroon green green maroon blue maroon green green maroon maroon maroon maroon maroon maroon maroon teal green\ngreen blue blue blue blue maroon green green blue blue blue green green maroon teal teal teal teal teal teal teal green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green maroon maroon maroon green green green green green green green green green green green green green\ngreen green green green green green maroon maroon maroon green green green green green green green green green green green green green\ngreen green green green green green maroon maroon maroon green green green green green maroon blue blue blue blue blue blue blue\nblue blue blue blue maroon green maroon maroon maroon green green green green green maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon green maroon maroon maroon green green green green green maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon green maroon maroon maroon green green green green green maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon green green green green green green green green green maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon green green green green green green green green green maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green teal teal teal green green green green maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon green green maroon teal maroon green green green green maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon green green maroon maroon maroon green green green green maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon green green maroon maroon maroon green green green green maroon maroon maroon maroon maroon maroon teal teal\nteal teal maroon maroon maroon green green maroon maroon maroon green green green green maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon green green maroon maroon maroon green green green green maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green", "role": "user" }, { "content": "blue blue blue blue maroon teal teal teal maroon blue blue blue blue blue blue blue\nblue maroon maroon maroon maroon maroon teal maroon maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon blue\nblue maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon blue\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nteal maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal\nteal teal maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal teal\nteal maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal\nteal maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nblue maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon teal\nblue maroon maroon maroon maroon maroon blue maroon maroon maroon maroon maroon maroon maroon maroon teal\nblue blue blue blue maroon blue blue blue maroon teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_45
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "user" }, { "content": "teal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal pink teal teal teal red teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal pink teal teal teal red teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal pink teal teal teal red teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal pink teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal pink\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_46
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue blue blue teal blue blue\nblue blue blue blue teal blue blue\nblue blue blue blue teal blue blue\nteal teal teal teal teal teal teal\nblue blue blue grey teal blue blue\nblue blue blue blue teal blue blue\ngrey blue blue blue teal blue blue\nblue blue blue blue teal blue blue", "role": "user" }, { "content": "blue blue blue blue blue blue teal\nteal teal teal teal teal teal teal\nblue blue blue blue blue blue teal\nblue blue blue blue blue blue teal\nblue blue blue blue blue blue teal\nblue blue blue blue blue blue teal\nblue blue blue blue blue blue teal\nblue blue blue blue blue blue teal", "role": "assistant" } ]
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"path": null } ]
train_47
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue black black black blue green grey grey grey grey grey grey\nblack black blue black black black green black grey grey grey grey grey\nblack blue black black black black green grey grey grey grey grey grey\nblack black black black black black green black grey black grey grey grey\nblack black blue blue black black green grey grey grey grey grey grey", "role": "user" }, { "content": "black black black black black black\nteal black black black black black\nblack black black black black black\nteal black teal black black black\nblack black black black black black", "role": "assistant" } ]
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"path": null } ]
train_48
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal green teal teal teal teal teal teal teal green teal teal teal teal teal teal\nteal teal teal teal teal teal green teal green teal teal green teal teal teal green\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngreen teal teal teal teal teal green teal teal teal green green teal green teal teal\ngreen teal teal teal teal green teal teal teal green teal green teal teal teal teal\ngreen teal teal teal teal green teal teal teal green teal green green green teal teal\nteal teal teal teal teal teal green teal teal teal teal teal green teal teal teal", "role": "user" }, { "content": "teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal grey teal teal teal teal grey teal grey grey teal grey teal teal teal grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey teal teal teal teal grey grey teal teal grey grey grey grey grey teal teal\ngrey teal teal teal teal grey grey teal teal grey teal grey grey grey teal teal\ngrey teal teal teal teal teal teal teal teal teal teal grey teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_49
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal red red teal teal teal teal teal teal teal teal teal\nteal blue blue teal teal teal teal teal teal teal teal teal teal red teal teal red red teal teal teal grey teal grey grey teal teal\nteal teal blue teal teal green teal teal teal orange teal teal teal red red teal red teal teal teal teal teal grey teal teal teal teal\nteal teal teal teal teal green black teal orange orange teal teal teal teal teal teal teal red teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal green green teal teal teal teal teal teal teal teal teal teal teal teal yellow yellow teal maroon maroon teal teal teal\nteal teal teal teal teal teal teal teal teal teal maroon maroon teal teal yellow yellow yellow teal teal yellow yellow teal teal maroon teal red red\nteal teal teal teal teal teal teal teal teal teal maroon maroon teal teal teal yellow yellow teal teal yellow yellow teal teal teal teal red red\nteal teal teal teal teal teal teal teal teal teal maroon maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal blue blue blue blue blue blue teal teal maroon teal teal teal teal teal blue blue blue teal teal teal teal black black teal\nteal teal teal blue blue blue blue blue blue teal teal teal teal teal blue teal teal blue blue blue teal teal teal teal teal black black\nteal teal teal blue blue blue blue blue blue teal blue blue teal teal blue teal teal blue blue blue teal black black teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal blue blue teal teal blue teal teal blue blue blue teal teal black teal teal teal teal\nteal teal teal teal teal teal green green teal teal teal teal teal teal teal teal teal blue blue blue teal teal teal teal teal teal teal\nteal teal teal teal teal teal green green teal teal teal red red teal teal blue teal teal teal teal teal teal teal teal black black teal\nteal teal blue teal teal teal teal teal teal teal red teal teal teal blue teal blue teal teal teal orange teal orange teal black teal teal\nteal blue blue teal teal maroon maroon teal teal teal teal teal yellow teal teal teal teal teal teal orange teal orange orange teal teal teal teal\nteal teal blue teal maroon maroon maroon teal teal teal teal teal teal yellow yellow teal teal teal teal teal orange teal teal teal teal teal teal\nblue blue teal teal teal teal teal teal teal teal teal teal teal teal teal yellow yellow teal teal orange orange orange teal teal yellow yellow teal\nblue blue blue teal teal teal teal grey grey grey teal teal teal teal yellow yellow yellow teal teal orange orange orange orange teal yellow yellow teal\nblue blue blue teal teal teal teal teal grey grey teal teal teal teal teal yellow teal teal teal orange teal orange orange teal yellow teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal yellow teal\nteal maroon maroon teal teal teal teal teal teal teal teal teal red red red teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal maroon teal teal teal teal pink pink teal teal teal red red teal teal pink pink teal teal teal teal teal orange orange orange orange\nteal teal teal teal teal teal teal pink pink teal teal teal teal teal teal teal pink teal teal teal teal teal teal orange orange orange orange", "role": "user" }, { "content": "green teal\ngreen green\ngreen green", "role": "assistant" } ]
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"path": null } ]
train_50
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink grey maroon grey pink pink pink pink pink\npink pink pink grey grey grey pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "grey maroon grey\ngrey grey grey", "role": "assistant" } ]
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"path": null } ]
train_51
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow maroon red red\nyellow yellow yellow red orange yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow red maroon red\nyellow yellow yellow red red yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow red red red\nred red yellow red orange yellow red red yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nmaroon red yellow yellow yellow yellow orange red yellow yellow yellow grey red red red red red yellow\nred red yellow red pink yellow yellow yellow yellow yellow yellow red red red red grey red yellow\nyellow yellow yellow red red yellow yellow yellow yellow yellow yellow red red red red red red yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow red grey red red grey red yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\ngreen green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green maroon green green\ngreen green green green green green green orange green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green\ngreen green pink green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green", "role": "user" }, { "content": "green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green red red green\ngreen green green green green green green red red green green green green green green maroon red green\ngreen green green green green green green orange red green green green green green green red red green\ngreen green green green green green green green green green green green green green green green green green\ngreen red pink green green green green green green green green green green green green green green green\ngreen red red green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green", "role": "assistant" } ]
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", "path": null } ]
train_52
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange orange orange orange orange orange orange orange red teal teal pink red", "role": "user" }, { "content": "orange orange orange orange orange orange orange orange orange orange orange orange orange red teal teal pink red\norange orange orange orange orange orange orange orange orange orange orange orange orange orange red teal teal pink\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red teal teal\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red teal\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange", "role": "assistant" } ]
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"path": null } ]
train_53
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon red red red red red red red red red red red red red red red red red red\nred maroon red red red maroon maroon red red red maroon red red maroon maroon maroon maroon maroon red red red red red red red red red red red\nred maroon red red red maroon maroon red red red maroon red red maroon red red red maroon red red red red red maroon maroon maroon maroon maroon red\nred maroon red red red maroon maroon red red red maroon red red maroon red red red maroon red red red red red maroon red red red maroon red\nred maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon red red maroon red red red maroon red red red red red maroon red red red maroon red\nred red red red red red red red red red red red red maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon red red red maroon red\nred red red red red red red red red red maroon maroon maroon maroon maroon red red red maroon red red red maroon maroon maroon maroon maroon maroon red\nred red red red red red red red red red maroon red red red maroon red red red maroon red red red maroon red red red red red red\nred red maroon maroon maroon maroon maroon red red red maroon red red red maroon red red red maroon red red red maroon maroon maroon maroon maroon maroon red\nred red maroon red red red maroon red red red maroon red red red maroon red red red maroon maroon maroon maroon maroon maroon red red red maroon red\nred red maroon red red red maroon red red red maroon maroon maroon maroon maroon red maroon maroon maroon maroon maroon red red maroon red red red maroon red\nred red maroon red red red maroon red red red maroon maroon maroon maroon maroon red maroon red red red maroon red red maroon red red red maroon red\nred red maroon maroon maroon maroon maroon red red red maroon red red red maroon red maroon red red red maroon red red maroon maroon maroon maroon maroon red\nred red red maroon maroon maroon maroon maroon red red maroon red red red maroon red maroon red red red maroon red red red red red red red red\nred red red maroon red red red maroon red red maroon red red red maroon red maroon maroon maroon maroon maroon red maroon maroon maroon maroon maroon red red\nred red red maroon red red red maroon red red maroon maroon maroon maroon maroon red maroon maroon maroon maroon maroon red maroon red red red maroon red red\nred red red maroon red red red maroon red red red red red red red red maroon red red red maroon red maroon red red red maroon red red\nred red red maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon red red red maroon red red red maroon red maroon red red red maroon red red\nred red red red red red red red maroon red red red maroon red red red maroon red red red maroon red maroon maroon maroon maroon maroon red red\nred red red red red red red red maroon red red red maroon red red red maroon maroon maroon maroon maroon red red red red red red red red\nred red red red red red red red maroon red red red maroon red red red red red red red red red red red red red red red red\nred red red red red red red red maroon maroon maroon maroon maroon red red red red red red red red red red red red red red red red", "role": "user" }, { "content": "red maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon red pink red red pink red red pink red pink red red red pink pink red red red\nred maroon red pink pink maroon maroon red pink red maroon red pink maroon maroon maroon maroon maroon pink red pink red red red pink pink red red red\npink maroon pink pink pink maroon maroon pink pink pink maroon pink pink maroon pink pink pink maroon pink pink pink pink pink maroon maroon maroon maroon maroon pink\npink maroon pink pink pink maroon maroon pink pink pink maroon pink pink maroon pink pink pink maroon pink pink pink pink pink maroon pink pink pink maroon pink\npink maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink maroon pink pink pink maroon pink pink pink pink pink maroon pink pink pink maroon pink\nred red red pink pink pink red red pink red pink red pink maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink red maroon red\nred red red pink pink pink red red pink red maroon maroon maroon maroon maroon pink red red maroon red pink red maroon maroon maroon maroon maroon maroon red\npink pink pink pink pink pink pink pink pink pink maroon pink pink pink maroon pink pink pink maroon pink pink pink maroon pink pink pink pink pink pink\npink pink maroon maroon maroon maroon maroon pink pink pink maroon pink pink pink maroon pink pink pink maroon pink pink pink maroon maroon maroon maroon maroon maroon pink\nred red maroon pink pink pink maroon red pink red maroon red pink red maroon pink red red maroon maroon maroon maroon maroon maroon pink pink red maroon red\npink pink maroon pink pink pink maroon pink pink pink maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon pink pink maroon pink pink pink maroon pink\nred red maroon pink pink pink maroon red pink red maroon maroon maroon maroon maroon pink maroon red pink red maroon red red maroon pink pink red maroon red\npink pink maroon maroon maroon maroon maroon pink pink pink maroon pink pink pink maroon pink maroon pink pink pink maroon pink pink maroon maroon maroon maroon maroon pink\npink pink pink maroon maroon maroon maroon maroon pink pink maroon pink pink pink maroon pink maroon pink pink pink maroon pink pink pink pink pink pink pink pink\nred red red maroon pink pink red maroon pink red maroon red pink red maroon pink maroon maroon maroon maroon maroon red maroon maroon maroon maroon maroon red red\npink pink pink maroon pink pink pink maroon pink pink maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon pink maroon pink pink pink maroon pink pink\npink pink pink maroon pink pink pink maroon pink pink pink pink pink pink pink pink maroon pink pink pink maroon pink maroon pink pink pink maroon pink pink\npink pink pink maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink pink maroon pink pink pink maroon pink maroon pink pink pink maroon pink pink\nred red red pink pink pink red red maroon red pink red maroon red red pink maroon red pink red maroon red maroon maroon maroon maroon maroon red red\npink pink pink pink pink pink pink pink maroon pink pink pink maroon pink pink pink maroon maroon maroon maroon maroon pink pink pink pink pink pink pink pink\nred red red pink pink pink red red maroon red pink red maroon red red pink red red pink red pink red red red pink pink red red red\nred red red pink pink pink red red maroon maroon maroon maroon maroon red red pink red red pink red pink red red red pink pink red red red", "role": "assistant" } ]
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"path": null } ]
train_54
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue blue blue blue blue blue blue blue blue blue blue red blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue teal blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue", "role": "user" }, { "content": "blue blue blue blue blue blue blue blue blue blue yellow yellow red blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue yellow blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue yellow blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue yellow blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue blue\nblue blue blue blue blue blue blue blue blue blue yellow blue blue blue blue blue blue blue blue blue blue blue blue blue blue 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"path": null } ]
train_55
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink pink pink maroon teal teal teal maroon maroon maroon grey grey grey maroon\npink pink pink maroon teal teal teal maroon maroon maroon grey grey grey maroon\npink pink pink maroon teal teal teal maroon maroon maroon grey grey grey maroon\nmaroon maroon maroon maroon teal teal teal maroon maroon maroon grey grey grey maroon\nmaroon maroon maroon maroon teal teal teal orange orange orange grey grey grey maroon\nmaroon maroon maroon maroon teal teal teal orange orange orange grey grey grey maroon\nmaroon maroon maroon maroon teal teal teal orange orange orange grey grey grey maroon\nmaroon maroon maroon maroon teal teal teal orange orange orange maroon maroon maroon maroon\nblue blue blue maroon teal teal teal orange orange orange maroon maroon maroon maroon\nblue blue blue maroon teal teal teal orange orange orange maroon maroon maroon maroon\nblue blue blue maroon teal teal teal orange orange orange maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon", "role": "user" }, { "content": "pink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink maroon pink maroon maroon maroon maroon maroon maroon maroon grey maroon grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink maroon pink maroon maroon maroon maroon maroon maroon maroon grey maroon grey maroon\npink pink pink maroon maroon maroon maroon maroon maroon maroon grey grey grey maroon\npink maroon pink maroon maroon maroon maroon maroon maroon maroon grey maroon grey maroon\npink pink pink maroon teal teal teal maroon maroon maroon grey grey grey maroon\npink maroon pink maroon teal maroon teal maroon maroon maroon grey maroon grey maroon\npink pink pink maroon teal teal teal maroon maroon maroon grey grey grey maroon\nmaroon maroon maroon maroon teal maroon teal maroon maroon maroon grey maroon grey maroon\nmaroon maroon maroon maroon teal teal teal orange orange orange grey grey grey maroon\nmaroon maroon maroon maroon teal maroon teal orange maroon orange grey maroon grey maroon\nmaroon maroon maroon maroon teal teal teal orange orange orange grey grey grey maroon\nmaroon maroon maroon maroon teal maroon teal orange maroon orange maroon maroon maroon maroon\nblue blue blue maroon teal teal teal orange orange orange maroon maroon maroon maroon\nblue maroon blue maroon teal maroon teal orange maroon orange maroon maroon maroon maroon\nblue blue blue maroon teal teal teal orange orange orange maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon", "role": "assistant" } ]
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"path": null } ]
train_56
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange orange orange orange orange orange orange\nred red red red red red red red red red red red\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\nyellow yellow yellow orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange", "role": "user" }, { "content": "orange orange orange orange orange orange orange orange orange orange orange orange\nred red red red red red red red red red red red\nyellow yellow yellow orange orange orange orange orange orange orange orange orange\nteal teal teal teal teal teal teal teal teal teal teal teal\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange", "role": "assistant" } ]
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"path": null } ]
train_57
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack yellow black black black black black black\norange black black black black black black black\nblack red black black black black black black\nblack black black orange black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black red black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black teal\nblack black black black black black black black", "role": "user" }, { "content": "black yellow grey yellow grey yellow grey yellow\norange grey orange grey orange grey orange grey\nblack red grey red grey red grey red\nblack black black orange grey orange grey orange\nblack black black black black black black black\nblack black black black black black black black\nblack black black black red grey red grey\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black black\nblack black black black black black black teal\nblack black black black black black black black", "role": "assistant" } ]
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", "path": null } ]
train_58
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange green red red red red red red red red red red red red red red red red red red red red red\ngreen green red red red red red red red red red red red red red red red red red red red red red\nmaroon green red red red red red red red red red red red red red red red red red red red red red\npink green red red red red red red red red red red red red red red red red red red red red red\nteal green red red red red red red red red red red red red red red red red red red red red red\nyellow green red red red red red red red red red red red red red red red red red red red red red", "role": "user" }, { "content": "orange green yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink\ngreen green yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink\nmaroon green yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink\npink green yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink\nteal green yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink\nyellow green yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink maroon green orange yellow teal pink", "role": "assistant" } ]
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"path": null } ]
train_59
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey grey grey black grey red grey grey black grey grey grey yellow\ngrey grey grey grey black grey grey grey grey black grey grey grey grey\ngreen grey grey grey black grey grey grey grey black grey grey grey grey\nblack black black black black black black black black black black black black black\nblue grey grey grey black grey grey grey grey black grey grey grey grey\ngrey grey grey grey black grey grey yellow grey black grey grey grey grey\ngrey grey grey grey black grey grey grey grey black green grey grey grey\nblack black black black black black black black black black black black black black\ngrey grey grey grey black grey grey grey grey black grey grey grey yellow\ngrey yellow grey grey black grey grey grey grey black grey grey grey grey\ngrey grey grey grey black grey grey blue grey black grey grey grey grey\nblack black black black black black black black black black black black black black\ngrey grey grey grey black grey green grey grey black grey grey grey grey\ngrey green grey grey black grey grey grey grey black grey grey grey grey\ngrey grey grey grey black grey grey grey grey black grey grey yellow grey\nblack black black black black black black black black black black black black black\ngrey grey grey grey black grey grey grey grey black grey grey grey grey\ngrey grey grey grey black grey grey grey grey black grey grey grey grey\nred grey grey grey black grey yellow grey grey black blue grey grey grey\nblack black black black black black black black black black black black black black\ngrey grey grey grey black grey grey grey grey black grey grey grey grey\ngrey grey grey grey black grey grey grey grey black grey grey yellow grey\ngrey grey grey blue black grey grey grey yellow black grey grey grey grey\nblack black black black black black black black black black black black black black\ngrey grey grey blue black grey grey grey grey black grey grey grey grey\ngrey grey grey grey black grey grey green grey black grey grey grey grey\ngrey grey grey grey black grey grey grey grey black grey green grey grey", "role": "user" }, { "content": "teal teal teal teal black orange orange orange orange black maroon maroon maroon maroon\nteal teal teal teal black orange orange orange orange black maroon maroon maroon maroon\nteal teal teal teal black orange orange orange orange black maroon maroon maroon maroon\nblack black black black black black black black black black black black black black\npink pink pink pink black maroon maroon maroon maroon black teal teal teal teal\npink pink pink pink black maroon maroon maroon maroon black teal teal teal teal\npink pink pink pink black maroon maroon maroon maroon black teal teal teal teal\nblack black black black black black black black black black black black black black\nmaroon maroon maroon maroon black pink pink pink pink black maroon maroon maroon maroon\nmaroon maroon maroon maroon black pink pink pink pink black maroon maroon maroon maroon\nmaroon maroon maroon maroon black pink pink pink pink black maroon maroon maroon maroon\nblack black black black black black black black black black black black black black\nteal teal teal teal black teal teal teal teal black maroon maroon maroon maroon\nteal teal teal teal black teal teal teal teal black maroon maroon maroon maroon\nteal teal teal teal black teal teal teal teal black maroon maroon maroon maroon\nblack black black black black black black black black black black black black black\norange orange orange orange black maroon maroon maroon maroon black pink pink pink pink\norange orange orange orange black maroon maroon maroon maroon black pink pink pink pink\norange orange orange orange black maroon maroon maroon maroon black pink pink pink pink\nblack black black black black black black black black black black black black black\npink pink pink pink black maroon maroon maroon maroon black maroon maroon maroon maroon\npink pink pink pink black maroon maroon maroon maroon black maroon maroon maroon maroon\npink pink pink pink black maroon maroon maroon maroon black maroon maroon maroon maroon\nblack black black black black black black black black black black black black black\npink pink pink pink black teal teal teal teal black teal teal teal teal\npink pink pink pink black teal teal teal teal black teal teal teal teal\npink pink pink pink black teal teal teal teal black teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_60
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nyellow yellow yellow yellow yellow yellow maroon yellow maroon\nyellow yellow yellow yellow yellow yellow yellow maroon yellow\nyellow yellow yellow yellow yellow yellow red yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow", "role": "user" }, { "content": "maroon yellow maroon yellow yellow yellow maroon yellow maroon\nyellow maroon yellow yellow yellow yellow yellow maroon yellow\nred yellow yellow yellow yellow yellow red yellow yellow\nyellow yellow yellow maroon yellow maroon yellow yellow yellow\nyellow yellow yellow yellow maroon yellow yellow yellow yellow\nyellow yellow yellow red yellow yellow yellow yellow yellow\nmaroon yellow maroon yellow yellow yellow yellow yellow yellow\nyellow maroon yellow yellow yellow yellow yellow yellow yellow\nred yellow yellow yellow yellow yellow yellow yellow yellow", "role": "assistant" } ]
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"path": null } ]
train_61
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue red red blue red blue\nred blue blue blue red blue red\nred blue red blue red red red\nblue blue blue blue blue red blue\nblue red red blue red blue red\nred blue red blue red blue blue", "role": "user" }, { "content": "blue blue red red blue red blue blue red blue red red blue blue\nred blue blue blue red blue red red blue red blue blue blue red\nred blue red blue red red red red red red blue red blue red\nblue blue blue blue blue red blue blue red blue blue blue blue blue\nblue red red blue red blue red red blue red blue red red blue\nred blue red blue red blue blue blue blue red blue red blue red\nred blue red blue red blue blue blue blue red blue red blue red\nblue red red blue red blue red red blue red blue red red blue\nblue blue blue blue blue red blue blue red blue blue blue blue blue\nred blue red blue red red red red red red blue red blue red\nred blue blue blue red blue red red blue red blue blue blue red\nblue blue red red blue red blue blue red blue red red blue blue", "role": "assistant" } ]
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", "path": null } ]
train_62
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\nblack black black black black black black black black black black black black black black\ngrey grey grey grey grey grey grey grey grey grey black black black black black\nblack black black black black black black black black black black black black black black", "role": "user" }, { "content": "teal black black black black black black black black black black black black black black\ngrey grey black black black black black black black black black black black black black\nteal teal teal black black black black black black black black black black black black\ngrey grey grey grey black black black black black black black black black black black\nteal teal teal teal teal black black black black black black black black black black\ngrey grey grey grey grey grey black black black black black black black black black\nteal teal teal teal teal teal teal black black black black black black black black\ngrey grey grey grey grey grey grey grey black black black black black black black\nteal teal teal teal teal teal teal teal teal black black black black black black\ngrey grey grey grey grey grey grey grey grey grey black black black black black\nteal teal teal teal teal teal teal teal teal black black black black black black", "role": "assistant" } ]
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", "path": null } ]
train_63
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen red green green red red green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green red red green green red green\nred red green red green orange green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green orange green red green red red\ngreen green red green green orange orange green green orange orange orange orange orange orange orange orange orange orange orange orange green green orange orange green green red green green\ngreen red green green green orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange green green green red green\nred green green green green red green orange red orange orange orange orange orange orange orange orange orange orange orange orange red orange green red green green green green red\nred orange orange orange red red red red orange orange orange orange orange orange orange orange orange orange orange orange orange orange red red red red orange orange orange red\ngreen green orange red green red orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange red green red orange green green\ngreen green green orange orange red red green red orange orange orange orange orange orange orange orange orange orange orange orange red green red red orange orange green green green\norange orange green orange red yellow yellow yellow yellow yellow yellow yellow yellow orange orange orange orange orange orange orange orange green red orange orange red orange green orange orange\norange orange orange orange orange yellow yellow yellow yellow yellow yellow yellow yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange yellow yellow yellow yellow yellow yellow yellow yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange yellow yellow yellow yellow yellow yellow yellow yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange yellow yellow yellow yellow yellow yellow yellow yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange yellow orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange green orange red orange orange red green orange orange orange orange yellow orange orange orange orange orange orange orange green red orange orange red orange green orange orange\ngreen green green orange orange red red green red orange orange orange orange yellow orange orange orange orange orange orange orange red green red red orange orange green green green\ngreen green orange red green red orange red orange orange orange orange orange yellow orange orange orange orange orange orange orange orange red orange red green red orange green green\nred orange orange orange red red red red orange orange orange orange orange yellow orange orange orange orange orange orange orange orange red red red red orange orange orange red\nred green green green green red green orange red orange orange orange orange orange orange orange orange orange orange orange orange red orange green red green green green green red\ngreen red green green green orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange green green green red green\ngreen green red green green orange orange green green orange orange orange orange orange orange orange orange orange orange orange orange green green orange orange green green red green green\nred red green red green orange green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green orange green red green red red\ngreen red green green red red green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green red red green green red green", "role": "user" }, { "content": "green red green green red red green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green red red green green red green\nred red green red green orange green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green orange green red green red red\ngreen green red green green orange orange green green orange orange orange orange orange orange orange orange orange orange orange orange green green orange orange green green red green green\ngreen red green green green orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange green green green red green\nred green green green green red green orange red orange orange orange orange orange orange orange orange orange orange orange orange red orange green red green green green green red\nred orange orange orange red red red red orange orange orange orange orange orange orange orange orange orange orange orange orange orange red red red red orange orange orange red\ngreen green orange red green red orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange red green red orange green green\ngreen green green orange orange red red green red orange orange orange orange orange orange orange orange orange orange orange orange red green red red orange orange green green green\norange orange green orange red orange orange red green orange orange orange orange orange orange orange orange orange orange orange orange green red orange orange red orange green orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange green orange red orange orange red green orange orange orange orange orange orange orange orange orange orange orange orange green red orange orange red orange green orange orange\ngreen green green orange orange red red green red orange orange orange orange orange orange orange orange orange orange orange orange red green red red orange orange green green green\ngreen green orange red green red orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange red green red orange green green\nred orange orange orange red red red red orange orange orange orange orange orange orange orange orange orange orange orange orange orange red red red red orange orange orange red\nred green green green green red green orange red orange orange orange orange orange orange orange orange orange orange orange orange red orange green red green green green green red\ngreen red green green green orange red orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange red orange green green green red green\ngreen green red green green orange orange green green orange orange orange orange orange orange orange orange orange orange orange orange green green orange orange green green red green green\nred red green red green orange green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green orange green red green red red\ngreen red green green red red green green orange orange orange orange orange orange orange orange orange orange orange orange orange orange green green red red green green red green", "role": "assistant" } ]
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"path": null } ]
train_64
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal teal teal red red red red red teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal orange red red red orange teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal orange red red orange red teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal red blue red red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal orange orange orange red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal orange maroon maroon red teal teal teal teal teal teal teal teal teal teal teal grey maroon blue grey maroon teal teal teal\nteal teal orange red red red teal teal teal teal teal teal teal teal teal teal teal maroon blue grey grey blue teal teal teal\nteal teal orange maroon blue red teal teal teal teal teal teal teal teal teal teal teal maroon blue blue blue red teal teal teal\nteal teal blue red red orange teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal red yellow orange orange teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal black red red red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal red red red yellow teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal red red red red teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal red red yellow black teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal red maroon yellow black maroon blue red red teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal black yellow red grey red maroon blue red teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal maroon maroon orange yellow red red red red teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "user" }, { "content": "red yellow orange orange\nblack red red red\nred red red yellow\nred red red red\nred red yellow black", "role": "assistant" } ]
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", "path": null } ]
train_65
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon teal maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon green maroon teal maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon", "role": "user" }, { "content": "maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon green maroon teal maroon teal maroon teal maroon green maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon teal maroon maroon maroon teal maroon teal maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon maroon maroon maroon maroon maroon maroon teal maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon maroon maroon maroon maroon maroon maroon teal maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon maroon maroon maroon maroon maroon maroon teal maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon maroon maroon maroon maroon maroon maroon teal maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon teal maroon teal maroon maroon maroon teal maroon teal maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon green maroon teal maroon teal maroon teal maroon green maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon", "role": "assistant" } ]
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"path": null } ]
train_66
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange green\nblack green green green green green green green green green green green green green pink green green green green green green green green maroon\nblack green maroon green green green green green green yellow orange green green green green orange orange pink green black green green green maroon\nblack green green green green green green green red green green green teal green green green green green green green green green green maroon\ngreen yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green", "role": "user" }, { "content": "green orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange green\nblack green green green green green green green green green orange green green green green orange orange green green green green green green maroon\nblack black green green green green green green green green green green green green green green green green green green green green maroon maroon\nblack green green green green green green green green yellow green green green green green green green green green green green green green maroon\ngreen yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green", "role": "assistant" } ]
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"path": null } ]
train_67
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred red red red red red red red red red red red red red\nred red red orange red red black black black black black red red red\nred red red red red red grey black black black black red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red blue red red\nred red red red red red red red red pink pink pink pink pink\nred red red red red red red red red pink pink pink pink pink\nred red red red red red red red red red red red red red\nred red red blue red red red red red red red red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red\nred black blue black red grey red red red red red red red red\nred black black black red red red red pink pink pink pink pink red\ngrey black black black blue red red red pink pink pink pink pink red\nred red red red red red red red pink pink pink pink pink red\nred red red red red red red red pink pink pink pink pink red\nred red black black black black black red red red red red red red\nred red black black black black black green red red red red red grey\nred red red red red red red red red red red red red red\nred red red red red red red red red red grey red red red\nred red red red red red red red red red red red red red", "role": "user" }, { "content": "red red red red red red red red red red red red red red\nred red red red red red black black black black black red red red\nred red red red red red black black black black black red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red pink pink pink pink pink\nred red red red red red red red red pink pink pink pink pink\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red\nred black black black red red red red red red red red red red\nred black black black red red red red pink pink pink pink pink red\nred black black black red red red red pink pink pink pink pink red\nred red red red red red red red pink pink pink pink pink red\nred red red red red red red red pink pink pink pink pink red\nred red black black black black black red red red red red red red\nred red black black black black black red red red red red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red\nred red red red red red red red red red red red red red", "role": "assistant" } ]
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", "path": null } ]
train_68
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nmaroon maroon pink maroon pink maroon pink maroon maroon pink maroon maroon maroon maroon pink maroon maroon maroon pink maroon pink maroon pink pink maroon maroon\nmaroon maroon maroon maroon pink pink pink maroon maroon pink maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange maroon maroon maroon maroon pink maroon pink maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon pink maroon maroon pink maroon maroon orange maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon pink maroon pink maroon maroon maroon maroon maroon pink maroon orange maroon maroon orange maroon pink maroon maroon maroon pink maroon maroon maroon maroon\nmaroon pink maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange maroon maroon pink maroon maroon maroon pink maroon maroon maroon\nmaroon maroon pink pink maroon maroon maroon maroon maroon maroon pink maroon maroon orange maroon maroon pink maroon pink maroon maroon pink maroon maroon maroon maroon\nmaroon maroon pink maroon maroon pink pink maroon maroon maroon maroon orange maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink pink pink maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink maroon pink maroon maroon pink maroon pink maroon maroon maroon pink\nmaroon maroon maroon maroon maroon maroon maroon pink maroon pink maroon maroon maroon pink pink maroon maroon maroon maroon maroon maroon maroon pink pink pink maroon\nmaroon pink maroon maroon maroon pink maroon pink maroon maroon maroon maroon maroon maroon maroon pink pink pink maroon maroon maroon maroon maroon pink pink maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink maroon pink maroon maroon maroon maroon maroon pink maroon maroon maroon pink\npink pink pink maroon maroon maroon maroon maroon maroon pink maroon maroon maroon maroon pink maroon pink maroon maroon pink maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon pink maroon maroon maroon pink pink maroon pink pink maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon pink maroon maroon", "role": "user" }, { "content": "maroon maroon pink maroon pink maroon pink maroon maroon pink maroon maroon maroon maroon pink maroon maroon maroon pink maroon pink maroon pink pink maroon maroon\nmaroon maroon maroon maroon pink pink pink maroon maroon pink maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon orange green green green green pink maroon pink maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon pink maroon maroon pink green green orange green green maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon pink maroon pink maroon maroon maroon maroon maroon pink green orange green green orange maroon pink maroon maroon maroon pink maroon maroon maroon maroon\nmaroon pink maroon maroon maroon maroon maroon maroon maroon maroon maroon green green green green orange maroon maroon pink maroon maroon maroon pink maroon maroon maroon\nmaroon maroon pink pink maroon maroon maroon maroon maroon maroon pink green green orange green green pink maroon pink maroon maroon pink maroon maroon maroon maroon\nmaroon maroon pink maroon maroon pink pink maroon maroon maroon maroon orange green green green green maroon pink maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink pink pink maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink maroon pink maroon maroon pink maroon pink maroon maroon maroon pink\nmaroon maroon maroon maroon maroon maroon maroon pink maroon pink maroon maroon maroon pink pink maroon maroon maroon maroon maroon maroon maroon pink pink pink maroon\nmaroon pink maroon maroon maroon pink maroon pink maroon maroon maroon maroon maroon maroon maroon pink pink pink maroon maroon maroon maroon maroon pink pink maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon pink pink maroon pink maroon maroon maroon maroon maroon pink maroon maroon maroon pink\npink pink pink maroon maroon maroon maroon maroon maroon pink maroon maroon maroon maroon pink maroon pink maroon maroon pink maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon pink maroon maroon maroon pink pink maroon pink pink maroon maroon maroon maroon maroon pink maroon maroon maroon maroon maroon pink maroon maroon", "role": "assistant" } ]
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train_69
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nyellow yellow yellow yellow pink yellow pink pink yellow yellow\npink yellow pink yellow pink yellow yellow yellow yellow yellow\npink yellow yellow pink pink pink yellow yellow yellow yellow\nyellow pink yellow yellow pink yellow yellow yellow yellow yellow\npink yellow pink yellow yellow yellow yellow pink pink yellow\nyellow yellow pink yellow yellow green green yellow yellow yellow\nyellow yellow yellow yellow pink yellow yellow pink yellow yellow\nyellow yellow pink yellow yellow yellow yellow yellow yellow yellow\nyellow pink yellow yellow yellow yellow yellow yellow yellow yellow\nyellow pink yellow yellow yellow pink yellow yellow yellow pink\nyellow pink yellow yellow yellow pink yellow yellow yellow yellow\nyellow pink yellow yellow yellow pink pink yellow pink yellow\nyellow pink yellow yellow pink yellow pink pink yellow yellow\nyellow yellow yellow yellow yellow pink yellow yellow yellow yellow\npink red red yellow yellow pink yellow pink yellow yellow\nyellow pink pink pink yellow pink pink pink yellow yellow", "role": "user" }, { "content": "yellow yellow yellow yellow pink yellow pink pink yellow yellow\npink yellow pink yellow pink yellow yellow yellow yellow yellow\npink yellow yellow pink pink pink yellow yellow yellow yellow\nyellow pink yellow yellow pink yellow yellow yellow yellow yellow\npink yellow pink yellow yellow yellow yellow pink pink yellow\nyellow yellow pink green green green green yellow yellow yellow\nyellow yellow yellow green pink yellow yellow pink yellow yellow\nyellow yellow pink green yellow yellow yellow yellow yellow yellow\nyellow pink yellow green yellow yellow yellow yellow yellow yellow\nyellow pink yellow green yellow pink yellow yellow yellow pink\nyellow pink yellow green yellow pink yellow yellow yellow yellow\nyellow pink yellow green yellow pink pink yellow pink yellow\nyellow pink yellow green pink yellow pink pink yellow yellow\nyellow yellow yellow green yellow pink yellow yellow yellow yellow\npink red red green yellow pink yellow pink yellow yellow\nyellow pink pink pink yellow pink pink pink yellow yellow", "role": "assistant" } ]
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"path": null } ]
train_70
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nmaroon maroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon black maroon maroon maroon maroon maroon maroon maroon maroon black black maroon maroon maroon maroon maroon maroon maroon black maroon\nmaroon maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow maroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow maroon maroon maroon maroon maroon maroon maroon black maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow maroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow maroon maroon black maroon maroon maroon maroon maroon maroon black maroon\nblack maroon yellow yellow yellow yellow yellow yellow yellow yellow maroon maroon maroon maroon maroon maroon maroon maroon black maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon black maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon black black maroon maroon maroon", "role": "user" }, { "content": "maroon maroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon black maroon maroon black maroon maroon maroon maroon maroon black black maroon maroon maroon maroon maroon maroon maroon black maroon\nmaroon maroon black maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon black maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow black black black black maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow black black black black black black black black maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow black black black black maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon yellow yellow yellow yellow yellow yellow yellow yellow black black black black black black black black black black maroon\nblack black yellow yellow yellow yellow yellow yellow yellow yellow black black black black black black black black black maroon maroon\nmaroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon black maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon black maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon maroon black black maroon maroon maroon", "role": "assistant" } ]
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"path": null } ]
train_71
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal pink teal teal pink teal teal teal teal teal teal teal teal\nteal teal blue teal teal blue teal teal teal teal teal teal teal teal\nteal teal orange teal teal orange teal teal teal teal teal teal teal teal\nblack green black black green black teal teal teal teal teal teal teal teal", "role": "user" }, { "content": "teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal pink teal teal pink teal teal pink teal teal pink teal teal\nteal teal blue teal teal blue teal teal blue teal teal blue teal teal\nteal teal orange teal teal orange teal teal orange teal teal orange teal teal\nblack green black black green black black green black black green black black green", "role": "assistant" } ]
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", "path": null } ]
train_72
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack yellow black yellow yellow\nblack yellow black yellow yellow\nyellow yellow black yellow yellow\nyellow yellow yellow yellow yellow\nyellow yellow yellow black black\nyellow yellow black yellow yellow\nyellow yellow yellow yellow yellow\nyellow black yellow yellow black\nyellow yellow yellow black yellow\nyellow black yellow black yellow\nyellow yellow black yellow yellow\nyellow black yellow yellow yellow\nyellow yellow yellow yellow yellow\nblack black yellow yellow black\nyellow yellow yellow yellow yellow\nyellow black yellow yellow yellow\nyellow yellow black yellow yellow\nyellow black yellow yellow yellow\nyellow black black yellow yellow\nyellow yellow yellow black yellow\nyellow yellow yellow yellow yellow\nyellow yellow yellow black yellow\nyellow yellow yellow yellow yellow\nblack yellow yellow yellow yellow\nyellow yellow yellow yellow black\nyellow yellow yellow yellow yellow", "role": "user" }, { "content": "blue blue blue blue yellow\nblue blue blue blue yellow\nblue blue blue blue yellow\nyellow blue blue blue blue\nyellow blue blue blue blue\nyellow blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue yellow\nblue blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue blue\nblue blue blue blue yellow\nblue blue blue blue yellow\nblue blue blue blue yellow\nblue blue blue blue blue\nblue blue blue blue blue\nyellow yellow blue blue blue\nyellow yellow blue blue blue\nblue blue blue blue blue\nblue blue yellow blue blue\nblue blue yellow blue blue\nyellow yellow yellow blue blue", "role": "assistant" } ]
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"path": null } ]
train_73
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen green green green green green green green green green green green green green green green green green green green green maroon maroon pink", "role": "user" }, { "content": "green green green green green green green green green green green green green green green green green green green green green maroon maroon pink\ngreen green green green green green green green green green green green green green green green green green green green green green maroon maroon\ngreen green green green green green green green green green green green green green green green green green green green green green green maroon\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green\ngreen green green green green green green green green green green green green green green green green green green green green green green green", "role": "assistant" } ]
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", "path": null } ]
train_74
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen maroon blue black\nblue red grey orange", "role": "user" }, { "content": "green green green green green green maroon maroon maroon maroon maroon maroon blue blue blue blue blue blue black black black black black black\ngreen green green green green green maroon maroon maroon maroon maroon maroon blue blue blue blue blue blue black black black black black black\ngreen green green green green green maroon maroon maroon maroon maroon maroon blue blue blue blue blue blue black black black black black black\ngreen green green green green green maroon maroon maroon maroon maroon maroon blue blue blue blue blue blue black black black black black black\ngreen green green green green green maroon maroon maroon maroon maroon maroon blue blue blue blue blue blue black black black black black black\ngreen green green green green green maroon maroon maroon maroon maroon maroon blue blue blue blue blue blue black black black black black black\nblue blue blue blue blue blue red red red red red red grey grey grey grey grey grey orange orange orange orange orange orange\nblue blue blue blue blue blue red red red red red red grey grey grey grey grey grey orange orange orange orange orange orange\nblue blue blue blue blue blue red red red red red red grey grey grey grey grey grey orange orange orange orange orange orange\nblue blue blue blue blue blue red red red red red red grey grey grey grey grey grey orange orange orange orange orange orange\nblue blue blue blue blue blue red red red red red red grey grey grey grey grey grey orange orange orange orange orange orange\nblue blue blue blue blue blue red red red red red red grey grey grey grey grey grey orange orange orange orange orange orange", "role": "assistant" } ]
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"path": null } ]
train_75
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nred red red red red red red red red red red red red red red orange orange orange red red red\nred red red red red red red red red red red red red red red orange orange orange red red red\nred red red red red red red red red red red red red red red orange orange orange red red red\nred red red red red red red red red red red red red red red orange orange orange red red red\nred red red red red red red red red red red red red red red orange orange orange red red red\nred red red red red red red red red red red red red red red orange orange orange red red red\nblack red red red red red red red red red red red red red red orange orange orange red red red\nred red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red\nred red red red red red red teal teal red red red red red red red red red red red red\nyellow red red red red red red teal teal red red red red red red red red red red red red\nred red red red red red red teal teal red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red\ngrey red red red red red red red red red maroon maroon red red red red red red red red red\nred red red red red red red red red red maroon maroon red red red red red red red red red\nred red red red red red red red red red maroon maroon red red red red red red red red red\nred red red red red red red red red red maroon maroon red red red red red red red red red\nred red red red red red red red red red maroon maroon red red red red red red red red red\nred red red red red red red red red red maroon maroon red red red red red red red red red", "role": "user" }, { "content": "red red red red red red red red red red red red red red red black black black red red red\nred red red red red red red red red red red red red red red black black black red red red\nred red red red red red red red red red red red red red red black black black red red red\nred red red red red red red red red red red red red red red black black black red red red\nred red red red red red red red red red red red red red red black black black red red red\nred red red red red red red red red red red red red red red black black black red red red\nblack red red red red red red red red red red red red red red black black black red red red\nred red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red\nred red red red red red red yellow yellow red red red red red red red red red red red red\nyellow red red red red red red yellow yellow red red red red red red red red red red red red\nred red red red red red red yellow yellow red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red\nred red red red red red red red red red red red red red red red red red red red red\ngrey red red red red red red red red red grey grey red red red red red red red red red\nred red red red red red red red red red grey grey red red red red red red red red red\nred red red red red red red red red red grey grey red red red red red red red red red\nred red red red red red red red red red grey grey red red red red red red red red red\nred red red red red red red red red red grey grey red red red red red red red red red\nred red red red red red red red red red grey grey red red red red red red red red red", "role": "assistant" } ]
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"path": null } ]
train_76
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green red green green\ngreen green green green green grey orange\ngreen green green green green pink grey\ngreen green green pink teal grey green\ngreen pink pink grey green red red\ngreen teal blue blue blue red pink\ngreen pink grey pink blue pink grey\ngreen blue green red pink orange green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green", "role": "user" }, { "content": "black black black red black black\nblack black black black grey orange\nblack black black black pink grey\nblack black pink teal grey black\npink pink grey black red red\nteal blue blue blue red pink\npink grey pink blue pink grey\nblue black red pink orange black", "role": "assistant" } ]
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train_77
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange yellow orange orange orange orange orange orange maroon orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange maroon orange orange orange orange orange orange yellow orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange", "role": "user" }, { "content": "orange orange maroon yellow maroon grey orange orange grey yellow maroon yellow orange orange orange orange\norange orange maroon maroon maroon orange orange orange orange yellow yellow yellow orange orange orange orange\norange orange orange grey orange orange orange orange orange orange grey orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange grey orange orange orange orange orange orange grey orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange grey orange orange orange orange orange orange grey orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange grey orange orange orange orange orange orange grey orange orange orange orange orange\norange orange yellow yellow yellow orange orange orange orange maroon maroon maroon orange orange orange orange\norange orange yellow maroon yellow grey orange orange grey maroon yellow maroon orange orange orange orange\norange orange yellow yellow yellow orange orange orange orange maroon maroon maroon orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange orange orange orange orange orange orange", "role": "assistant" } ]
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"path": null } ]
train_78
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black black black green black pink black black pink black grey black green maroon yellow black black pink\nblack black black black black black grey black green black black black black green pink black red pink pink\norange green black pink black black maroon black black black black black black blue black black green orange black\nblack black black green black black blue black red black black black black blue black black green green green\norange black red green pink green black grey black orange maroon black black black black black black black black\norange pink black black black black blue grey black black black maroon black maroon black green black black black\nblack black black black black green black orange black black maroon pink green black black maroon black black red\nblack black black red black green black black pink black black black green black black red green black black\nblack black black pink black black black black maroon black black green grey black black black black grey black\nblack blue pink black black black black orange black black blue grey blue black black black black black red\npink black black red orange black black black maroon yellow black pink black black black green black pink black\nred black black orange yellow black black black black black red black black black blue pink black black black", "role": "user" }, { "content": "black black orange black orange orange black black black black pink red\nblack black green black black pink black black black blue black black\nblack black black black red black black black black pink black black\nblack black pink green green black black red pink black red orange\ngreen black black black pink black black black black black orange yellow\nblack black black black green black green green black black black black\npink grey maroon blue black blue black black black black black black\nblack black black black grey grey orange black black orange black black\nblack green black red black black black pink maroon black maroon black\npink black black black orange black black black black black yellow black\nblack black black black maroon black maroon black black blue black red\ngrey black black black black maroon pink black green grey pink black\nblack black black black black black green green grey blue black black\ngreen green blue blue black maroon black black black black black black\nmaroon pink black black black black black black black black black blue\nyellow black black black black green maroon red black black green pink\nblack red green green black black black green black black black black\nblack pink orange green black black black black grey black pink black\npink pink black green black black red black black red black black", "role": "assistant" } ]
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train_79
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey yellow yellow grey yellow\ngrey yellow yellow yellow grey\ngrey yellow yellow yellow yellow\nyellow yellow grey yellow yellow\nyellow yellow yellow yellow yellow\nyellow yellow grey yellow yellow\nyellow yellow grey grey grey\nyellow yellow grey yellow yellow\nyellow yellow grey yellow yellow\nyellow yellow yellow yellow yellow", "role": "user" }, { "content": "yellow black black yellow black\nyellow black black black yellow\nyellow black black black black\nblack black yellow black black\nblack black black black black\nblack black yellow black black\nblack black yellow yellow yellow\nblack black yellow black black\nblack black yellow black black\nblack black black black black", "role": "assistant" } ]
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"path": null } ]
train_80
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal grey teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal grey teal teal teal teal teal teal teal teal teal teal teal teal teal teal\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "user" }, { "content": "grey teal teal teal green teal teal teal teal teal teal teal teal teal teal teal teal\nteal grey teal green teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal grey teal teal teal teal teal teal teal teal teal teal teal teal teal teal\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_81
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal yellow black blue teal maroon teal black teal yellow teal orange maroon pink black teal teal red red blue red grey teal blue orange maroon blue blue teal\npink maroon teal pink grey grey pink orange grey teal yellow red pink black yellow black orange teal pink blue teal red blue red blue teal blue teal teal\nblue maroon blue black yellow black teal maroon orange black teal teal blue blue orange orange teal teal red yellow teal grey orange pink yellow yellow black red orange\norange blue black pink teal black blue orange orange orange teal pink teal black teal blue teal black maroon yellow maroon teal teal teal pink yellow pink red teal\nblack black black red pink teal black pink yellow yellow maroon black red yellow blue teal grey orange red yellow black teal blue black yellow teal yellow red black\nblue red teal black red black maroon teal pink pink pink pink black pink maroon blue teal black pink teal teal blue orange teal yellow teal red yellow teal\nteal maroon teal orange pink teal yellow maroon teal grey grey teal maroon maroon teal yellow teal teal grey pink orange red black maroon teal black maroon blue yellow\nblue maroon black maroon red teal maroon black yellow red red grey red orange maroon maroon pink orange black maroon teal teal teal black teal orange red red orange\nblue pink yellow red red maroon yellow maroon pink teal orange orange teal red yellow black teal yellow yellow pink blue orange red teal red black red orange blue\nmaroon teal red grey pink orange maroon yellow teal red maroon grey maroon teal teal yellow orange teal red orange teal pink teal red blue grey pink pink red\nteal blue black teal grey teal maroon yellow teal black teal maroon red maroon teal red blue teal red black pink orange blue teal teal maroon blue red grey\nteal teal pink teal black pink black yellow black teal orange black pink black black teal maroon blue teal maroon teal black grey black yellow grey teal teal teal\nblack grey pink teal orange black pink teal teal yellow yellow teal teal teal teal blue red teal orange teal teal yellow grey teal blue teal orange red teal\nred red pink maroon maroon red pink red teal orange teal pink maroon red orange pink black teal teal pink blue grey pink orange blue pink black teal pink\nblue teal black yellow grey red black blue blue maroon black teal grey blue teal blue blue black blue orange teal red black blue pink pink maroon red teal\nteal black yellow blue teal pink blue teal pink blue orange teal black teal yellow teal blue teal blue pink red pink pink teal maroon yellow red grey grey\nblue blue black pink maroon pink maroon pink pink teal teal grey grey blue teal teal red pink teal blue teal yellow pink red teal red blue yellow pink\nred red maroon black blue orange grey pink orange maroon red pink teal teal orange blue maroon red teal black red pink maroon teal yellow teal orange pink black", "role": "user" }, { "content": "grey yellow black blue grey maroon grey black grey yellow grey orange maroon pink black grey grey red red blue red teal grey blue orange maroon blue blue grey\npink maroon grey pink teal teal pink orange teal grey yellow red pink black yellow black orange grey pink blue grey red blue red blue grey blue grey grey\nblue maroon blue black yellow black grey maroon orange black grey grey blue blue orange orange grey grey red yellow grey teal orange pink yellow yellow black red orange\norange blue black pink grey black blue orange orange orange grey pink grey black grey blue grey black maroon yellow maroon grey grey grey pink yellow pink red grey\nblack black black red pink grey black pink yellow yellow maroon black red yellow blue grey teal orange red yellow black grey blue black yellow grey yellow red black\nblue red grey black red black maroon grey pink pink pink pink black pink maroon blue grey black pink grey grey blue orange grey yellow grey red yellow grey\ngrey maroon grey orange pink grey yellow maroon grey teal teal grey maroon maroon grey yellow grey grey teal pink orange red black maroon grey black maroon blue yellow\nblue maroon black maroon red grey maroon black yellow red red teal red orange maroon maroon pink orange black maroon grey grey grey black grey orange red red orange\nblue pink yellow red red maroon yellow maroon pink grey orange orange grey red yellow black grey yellow yellow pink blue orange red grey red black red orange blue\nmaroon grey red teal pink orange maroon yellow grey red maroon teal maroon grey grey yellow orange grey red orange grey pink grey red blue teal pink pink red\ngrey blue black grey teal grey maroon yellow grey black grey maroon red maroon grey red blue grey red black pink orange blue grey grey maroon blue red teal\ngrey grey pink grey black pink black yellow black grey orange black pink black black grey maroon blue grey maroon grey black teal black yellow teal grey grey grey\nblack teal pink grey orange black pink grey grey yellow yellow grey grey grey grey blue red grey orange grey grey yellow teal grey blue grey orange red grey\nred red pink maroon maroon red pink red grey orange grey pink maroon red orange pink black grey grey pink blue teal pink orange blue pink black grey pink\nblue grey black yellow teal red black blue blue maroon black grey teal blue grey blue blue black blue orange grey red black blue pink pink maroon red grey\ngrey black yellow blue grey pink blue grey pink blue orange grey black grey yellow grey blue grey blue pink red pink pink grey maroon yellow red teal teal\nblue blue black pink maroon pink maroon pink pink grey grey teal teal blue grey grey red pink grey blue grey yellow pink red grey red blue yellow pink\nred red maroon black blue orange teal pink orange maroon red pink grey grey orange blue maroon red grey black red pink maroon grey yellow grey orange pink black", "role": "assistant" } ]
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"path": null } ]
train_82
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue blue blue maroon blue maroon red blue blue blue blue blue blue red maroon blue maroon blue blue blue\nblue blue blue blue blue blue red blue blue blue blue blue blue red blue maroon maroon blue blue blue\nblue blue blue maroon blue blue red blue blue maroon blue blue blue red blue blue blue blue blue blue\nred red red red red red red red red red red red red red red red red red red red\nblue maroon blue blue blue maroon red blue blue blue blue blue blue red blue blue blue blue blue blue\nblue blue blue maroon blue blue red blue blue blue blue maroon blue red blue blue blue blue maroon blue\nblue blue maroon maroon blue maroon red maroon blue blue blue blue maroon red blue maroon maroon maroon maroon blue", "role": "user" }, { "content": "blue blue blue blue blue blue red blue blue blue blue blue blue red blue blue blue blue blue blue\nblue blue blue blue blue blue red blue blue blue blue blue blue red blue blue blue blue blue blue\nblue blue blue blue blue blue red blue blue blue blue blue blue red blue blue blue blue blue blue\nred red red red red red red red red red red red red red red red red red red red\nmaroon maroon maroon maroon maroon maroon red blue blue blue blue blue blue red blue blue blue blue blue blue\nmaroon maroon maroon maroon maroon maroon red blue blue blue blue blue blue red blue blue blue blue blue blue\nmaroon maroon maroon maroon maroon maroon red blue blue blue blue blue blue red blue blue blue blue blue blue", "role": "assistant" } ]
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"path": null } ]
train_83
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink green pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink green pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink green green green green green green green green teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink teal teal teal teal\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink green pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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"path": null } ]
train_84
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow blue blue blue blue blue blue\ngreen blue blue blue blue blue blue\nyellow blue blue blue blue blue blue\ngreen blue blue blue blue blue green\nyellow blue blue blue blue blue yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green", "role": "user" }, { "content": "green yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green\nyellow green yellow green yellow green yellow\ngreen yellow green yellow green yellow green", "role": "assistant" } ]
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"path": null } ]
train_85
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nmaroon maroon green maroon maroon maroon maroon teal maroon maroon maroon blue maroon maroon maroon\nmaroon green maroon maroon maroon maroon maroon teal maroon maroon maroon maroon maroon maroon maroon\nmaroon maroon maroon green maroon maroon maroon teal maroon maroon maroon maroon maroon maroon blue\nmaroon maroon maroon maroon maroon green maroon teal maroon blue maroon blue maroon maroon maroon\nmaroon maroon maroon maroon maroon green maroon teal maroon maroon maroon maroon maroon maroon maroon\nmaroon green maroon green maroon maroon maroon teal maroon maroon blue maroon blue blue blue\nmaroon maroon maroon green maroon maroon maroon teal maroon blue maroon maroon maroon maroon maroon\nmaroon maroon maroon maroon maroon maroon maroon teal blue blue maroon blue maroon blue maroon", "role": "user" }, { "content": "maroon maroon green blue maroon maroon maroon\nmaroon green maroon maroon maroon maroon maroon\nmaroon maroon maroon green maroon maroon blue\nmaroon blue maroon blue maroon green maroon\nmaroon maroon maroon maroon maroon green maroon\nmaroon green blue green blue blue blue\nmaroon blue maroon green maroon maroon maroon\nblue blue maroon blue maroon blue maroon", "role": "assistant" } ]
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"path": null } ]
train_86
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange pink blue black blue black blue red orange black red maroon\norange orange orange orange grey black black yellow grey pink grey orange\nmaroon orange orange maroon orange yellow orange yellow red red red grey\nblack grey orange blue orange red pink orange black orange black blue\nred red yellow maroon red yellow black blue yellow orange orange orange\nblue black grey grey pink grey yellow maroon orange orange yellow black\norange blue blue blue pink orange orange blue orange pink maroon orange\nyellow red grey black orange grey orange orange pink maroon pink maroon\nmaroon pink red maroon grey grey pink maroon red blue black orange\norange yellow black black orange blue orange orange red black orange orange\nblue orange blue red blue maroon red pink blue grey orange maroon\nmaroon black pink red orange orange maroon yellow maroon red red blue\npink orange maroon orange blue yellow orange orange pink red pink red\ngrey maroon maroon grey yellow orange orange maroon red blue black orange\nblack maroon grey black red maroon blue blue red blue grey yellow\norange black orange orange pink orange orange orange maroon orange grey blue\norange orange orange blue orange orange orange grey yellow orange pink blue\norange grey blue black pink orange blue pink grey red orange orange\norange red grey grey black black orange maroon red orange grey orange\ngrey yellow orange yellow maroon blue pink black black blue pink pink\nred orange orange maroon grey orange yellow blue blue orange blue orange", "role": "user" }, { "content": "teal teal teal teal teal teal teal teal teal teal teal teal\nteal orange orange orange grey black black yellow grey pink grey teal\nteal orange orange maroon orange yellow orange yellow red red red teal\nteal grey orange blue orange red pink orange black orange black teal\nteal red yellow maroon red yellow black blue yellow orange orange teal\nteal black grey grey pink grey yellow maroon orange orange yellow teal\nteal blue blue blue pink orange orange blue orange pink maroon teal\nteal red grey black orange grey orange orange pink maroon pink teal\nteal pink red maroon grey grey pink maroon red blue black teal\nteal yellow black black orange blue orange orange red black orange teal\nteal orange blue red blue maroon red pink blue grey orange teal\nteal black pink red orange orange maroon yellow maroon red red teal\nteal orange maroon orange blue yellow orange orange pink red pink teal\nteal maroon maroon grey yellow orange orange maroon red blue black teal\nteal maroon grey black red maroon blue blue red blue grey teal\nteal black orange orange pink orange orange orange maroon orange grey teal\nteal orange orange blue orange orange orange grey yellow orange pink teal\nteal grey blue black pink orange blue pink grey red orange teal\nteal red grey grey black black orange maroon red orange grey teal\nteal yellow orange yellow maroon blue pink black black blue pink teal\nteal teal teal teal teal teal teal teal teal teal teal teal", "role": "assistant" } ]
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"path": null } ]
train_87
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue blue grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue blue blue blue blue blue grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue blue blue grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey", "role": "user" }, { "content": "grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue blue grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue blue blue blue blue blue grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey blue blue blue blue blue grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey orange orange orange orange orange grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey\ngrey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey grey", "role": "assistant" } ]
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"path": null } ]
train_88
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink red yellow yellow yellow pink pink pink pink pink pink pink pink red\npink pink pink pink pink pink yellow pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink yellow yellow pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink yellow yellow pink pink pink pink pink pink red pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink green pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink red pink pink pink pink green pink pink pink pink pink pink pink\ngreen pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red pink\npink pink green pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink green pink pink pink pink pink pink\npink pink pink pink pink pink pink green pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink green pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink green pink pink pink pink green pink pink pink pink pink pink green pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink green pink pink pink pink pink green pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink green teal pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink red yellow yellow yellow pink pink pink pink pink yellow yellow yellow red\npink pink pink pink pink pink yellow pink pink pink pink pink pink pink pink pink pink pink yellow\npink pink pink pink pink pink yellow yellow pink pink pink pink pink pink pink pink pink yellow yellow\npink pink pink pink pink pink yellow yellow pink pink pink yellow yellow yellow red pink pink yellow yellow\npink pink pink pink pink pink pink pink pink pink pink pink pink pink yellow pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink yellow yellow pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink yellow yellow pink pink green teal\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink green teal pink pink pink pink pink pink pink pink pink\npink pink pink yellow yellow yellow red pink pink pink pink green teal pink pink pink pink pink pink\ngreen teal pink pink pink pink yellow pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink yellow yellow pink green teal pink pink pink pink pink pink pink pink pink\npink pink pink pink pink yellow yellow pink pink pink pink pink pink pink yellow yellow yellow red pink\npink pink green teal pink pink pink pink pink pink pink pink pink pink pink pink pink yellow pink\npink pink pink pink pink pink pink pink green teal pink pink pink pink pink pink yellow yellow pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink yellow yellow pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink green teal pink pink pink pink pink\npink pink pink pink pink pink pink green teal pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink green teal pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink green teal pink pink pink green teal pink pink pink pink pink green teal pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink green teal pink pink pink pink green teal pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink green teal pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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"path": null } ]
train_89
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black red red blue blue black blue\nblack blue red red blue black blue blue\nblue black blue blue blue blue blue blue\nblue blue blue blue black blue blue blue\nblue black blue black blue blue black blue\nblack black blue black blue blue blue blue\nblack blue blue black blue blue blue blue\nblue black blue black blue blue black blue\nblue black black blue blue black black blue\nblue blue blue blue black blue blue blue\nblue blue black blue blue blue blue blue\nblue blue blue black black blue blue black\nblue blue blue blue black blue blue black\nblack blue blue blue blue black blue black\nblue blue blue blue blue blue black blue\nblack blue blue black blue blue blue black\nblue black black black blue red red black\nblack blue blue blue blue red red black\nblack black blue blue black black blue blue\nblue blue blue blue blue blue blue blue", "role": "user" }, { "content": "blue", "role": "assistant" } ]
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"path": null } ]
train_90
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal pink maroon teal teal teal teal grey black teal green\nteal teal blue green teal pink teal teal yellow green teal\nteal green teal teal teal teal teal black teal teal blue", "role": "user" }, { "content": "blue teal teal black teal teal teal teal teal green teal\nteal green yellow teal teal pink teal green blue teal teal\ngreen teal black grey teal teal teal teal maroon pink teal", "role": "assistant" } ]
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", "path": null } ]
train_91
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen green yellow yellow yellow yellow yellow yellow green yellow yellow green green yellow green green green yellow green yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow green", "role": "user" }, { "content": "green green yellow yellow yellow yellow yellow yellow green yellow yellow green green yellow green green green yellow green yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow yellow\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green\nred red yellow yellow yellow yellow yellow yellow red yellow yellow red red yellow red red red yellow red yellow green", "role": "assistant" } ]
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", "path": null } ]
train_92
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack orange green red yellow black pink maroon orange black black orange red black green orange orange black teal green black green blue pink\nred black black red pink black black black orange yellow maroon green pink red teal yellow black red black blue yellow teal grey black\nblue black green black red black green grey orange red grey black maroon maroon maroon black green teal teal green black teal black yellow\nteal black black black black black grey grey pink black teal grey black black teal black green maroon pink maroon teal grey black yellow\npink black black orange black red grey grey black grey black yellow black black black yellow black green maroon black yellow black black teal\nred black yellow pink grey black pink black black yellow pink red grey green black black black yellow maroon pink red orange red black\nblack black black orange black teal black green black orange black black grey grey teal blue grey yellow orange blue orange maroon black pink\norange grey yellow teal teal pink black maroon black yellow teal green black black black black black yellow pink black orange maroon grey black\nteal teal teal orange black black blue green yellow teal yellow blue red blue maroon black black black maroon green black maroon black green\norange pink yellow black red black red orange teal pink maroon black black black teal black yellow grey black maroon yellow yellow maroon black\nblack teal black black grey grey red black black black black green black orange grey maroon green black black yellow grey grey red black\nmaroon orange orange maroon maroon grey orange pink black black red black orange black yellow maroon teal yellow grey black yellow black black maroon\nblack maroon teal pink black maroon black teal maroon orange orange pink teal pink black blue black black black pink maroon black black black\nblue black black black black maroon black black pink black red pink yellow orange orange black red red green teal yellow black red teal\nyellow maroon teal grey teal grey red maroon black yellow black black black black grey green black yellow black orange green black teal red\nred teal green blue maroon black pink yellow black orange black teal blue black green black pink blue black black green orange green teal\nblack black orange maroon red red black maroon grey grey black yellow green maroon red red black teal green blue black black black black\nblack yellow teal red green pink grey black black black red grey black yellow red maroon red maroon grey grey green black maroon black\nteal yellow teal orange black green black green maroon black green black orange blue orange blue black grey pink black black maroon red blue\nblack black green black teal grey maroon green green black maroon black yellow pink teal teal yellow red black blue green teal black black\nyellow black orange black pink yellow green pink maroon black black black teal orange green teal yellow green black black black black black black\nblack black green black orange blue maroon teal yellow maroon yellow black red red black black black green black red maroon pink black black\npink black grey black orange black teal black grey orange black black pink teal orange orange yellow yellow green maroon grey grey black blue\nblack black black orange yellow yellow red maroon maroon pink black black orange black teal black black yellow maroon black teal black yellow red\nteal pink black maroon black black yellow pink green grey black orange black black orange black red red orange black orange black black orange\nred teal black blue orange black grey maroon black red red blue black black maroon maroon black grey black green pink black maroon black\npink black grey black teal pink green black black teal orange teal black green yellow black black grey grey maroon blue orange pink black\ngreen red maroon black grey black maroon black black black pink grey teal yellow green black grey yellow black grey green pink orange pink\nblack maroon black grey teal black yellow black yellow orange maroon yellow blue grey yellow black maroon grey red black yellow red black yellow", "role": "user" }, { "content": "black orange green red yellow blue pink maroon orange black black orange red black green orange orange black teal green black green blue pink\nred blue blue red pink blue blue blue orange yellow maroon green pink red teal yellow black red blue blue yellow teal grey black\nblue blue green blue red blue green grey orange red grey black maroon maroon maroon black green teal teal green black teal black yellow\nteal blue blue blue blue blue grey grey pink black teal grey blue blue teal black green maroon pink maroon teal grey black yellow\npink blue blue orange blue red grey grey black grey black yellow blue blue blue yellow blue green maroon black yellow black black teal\nred blue yellow pink grey black pink black black yellow pink red grey green blue blue blue yellow maroon pink red orange red black\nblue blue blue orange black teal blue green black orange black black grey grey teal blue grey yellow orange blue orange maroon black pink\norange grey yellow teal teal pink blue maroon black yellow teal green blue blue blue blue blue yellow pink blue orange maroon grey black\nteal teal teal orange blue blue blue green yellow teal yellow blue red blue maroon blue blue blue maroon green black maroon black green\norange pink yellow black red blue red orange teal pink maroon blue blue blue teal blue yellow grey black maroon yellow yellow maroon black\nblack teal black black grey grey red black black black black green blue orange grey maroon green black black yellow grey grey red black\nmaroon orange orange maroon maroon grey orange pink black black red black orange black yellow maroon teal yellow grey black yellow black black maroon\nblue maroon teal pink blue maroon black teal maroon orange orange pink teal pink blue blue blue blue blue pink maroon black black black\nblue blue blue blue blue maroon black black pink black red pink yellow orange orange blue red red green teal yellow black red teal\nyellow maroon teal grey teal grey red maroon black yellow blue blue blue blue grey green black yellow blue orange green black teal red\nred teal green blue maroon black pink yellow black orange blue teal blue blue green black pink blue blue blue green orange green teal\nblack black orange maroon red red black maroon grey grey blue yellow green maroon red red black teal green blue blue blue blue blue\nblack yellow teal red green pink grey black black black red grey black yellow red maroon red maroon grey grey green blue maroon blue\nteal yellow teal orange black green black green maroon black green black orange blue orange blue blue grey pink blue blue maroon red blue\nblue blue green black teal grey maroon green green black maroon black yellow pink teal teal yellow 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", "path": null } ]
train_93
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink blue blue blue pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink blue blue blue pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red red red red red red red red pink\npink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red red red red red red red red pink\npink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red blue blue blue red red red red red pink\npink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red red red red red red red red pink\npink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red red red red red red red red pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink blue\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "user" }, { "content": "pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink blue blue blue pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink blue blue blue pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink blue blue blue pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red blue\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink red red red red red red\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink\npink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink pink", "role": "assistant" } ]
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"path": null } ]
train_94
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblue yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nyellow yellow yellow yellow yellow yellow\nblue yellow yellow yellow yellow blue", "role": "user" }, { "content": "blue teal blue blue teal teal\nteal blue blue blue teal teal\nteal blue blue teal blue teal\nblue teal teal blue teal blue\nteal blue teal teal blue teal\nteal teal blue blue teal blue\nteal teal blue blue blue teal\nteal blue teal blue blue teal\nblue teal blue teal teal blue\nteal blue teal teal blue teal\nblue teal blue blue teal teal\nteal blue blue blue teal teal\nteal blue blue teal blue teal\nblue teal teal blue teal blue\nteal blue teal teal blue teal\nteal teal blue blue teal blue\nteal teal blue blue blue teal\nteal blue teal blue blue teal\nblue teal blue teal teal blue\nteal blue teal teal blue teal\nblue teal blue blue teal teal\nteal blue blue blue teal teal\nteal blue blue teal blue teal\nblue teal teal blue teal blue", "role": "assistant" } ]
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"path": null } ]
train_95
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen pink pink pink pink pink pink\ngreen pink green green green green pink\ngreen green green green red red green\ngreen green red green green green green\ngreen green green red green green green\ngreen green green red red green green\ngreen green green green green green green\ngreen green green red green red green\ngreen pink green green green green pink\ngreen pink pink pink pink pink pink\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green", "role": "user" }, { "content": "green green green green green green green\ngreen green green red green green green\ngreen green red green green green green\ngreen green green green red red green\ngreen green green green green green green\ngreen pink pink pink pink pink pink\ngreen pink green green green green pink\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen green green green green green green\ngreen pink green green green green pink\ngreen pink pink pink pink pink pink\ngreen green green green green green green\ngreen green green red green red green\ngreen green green green green green green\ngreen green green red red green green\ngreen green green green green green green", "role": "assistant" } ]
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", "path": null } ]
train_96
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nteal teal teal teal teal teal teal teal maroon maroon maroon maroon teal teal teal teal teal teal teal\nmaroon teal teal teal teal teal teal teal maroon maroon maroon maroon teal teal teal teal teal teal teal\nteal blue teal teal teal teal teal teal maroon maroon maroon maroon teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal maroon maroon maroon maroon teal teal teal teal blue teal teal\nteal teal teal teal blue blue blue blue teal teal teal teal teal teal teal teal teal maroon teal\nteal teal teal teal blue blue blue blue teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal blue blue blue blue teal teal teal teal teal teal teal teal teal teal teal\nmaroon teal teal teal blue blue blue blue teal teal teal teal teal teal teal teal maroon teal teal\nteal blue teal teal teal teal teal teal teal teal teal teal teal teal teal blue teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal maroon teal teal teal teal teal teal teal teal\nteal teal teal teal blue blue blue teal teal teal teal blue teal teal teal teal teal teal teal\nteal teal teal teal blue blue blue teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal blue blue blue teal teal teal teal teal teal blue teal teal teal teal teal\nteal maroon maroon maroon teal teal teal teal teal teal teal teal teal teal maroon teal teal teal teal\nteal maroon maroon maroon teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal maroon maroon maroon teal teal teal teal teal teal teal orange blue teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal maroon orange teal teal teal blue teal teal\nteal teal maroon teal teal teal teal blue teal teal teal teal teal teal teal teal teal maroon teal\nteal teal teal blue teal teal maroon teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal blue teal\nteal teal teal teal teal blue teal teal teal teal teal teal teal teal teal teal maroon teal teal\nteal teal blue teal maroon teal teal teal blue teal teal teal teal teal teal teal teal teal teal\nteal maroon teal teal teal teal teal teal teal maroon teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal blue teal teal teal teal blue teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal maroon teal teal teal teal maroon teal teal", "role": "user" }, { "content": "teal teal teal teal orange orange orange orange maroon maroon maroon maroon teal teal teal teal teal teal teal\nmaroon orange teal teal orange orange orange orange maroon maroon maroon maroon teal teal teal teal teal teal teal\norange blue teal teal orange orange orange orange maroon maroon maroon maroon teal teal teal teal teal teal teal\nteal teal teal teal orange orange orange orange maroon maroon maroon maroon teal teal teal teal blue orange teal\nteal teal teal teal blue blue blue blue orange orange orange orange teal teal teal teal orange maroon teal\nteal teal teal teal blue blue blue blue orange orange orange orange teal teal teal teal teal teal teal\nteal teal teal teal blue blue blue blue orange orange orange orange teal teal teal teal teal teal teal\nmaroon orange teal teal blue blue blue blue orange orange orange orange teal teal teal orange maroon teal teal\norange blue teal teal teal teal teal teal teal teal teal teal teal teal teal blue orange teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal maroon orange teal teal teal teal teal teal teal\nteal orange orange orange blue blue blue teal teal teal orange blue teal teal teal teal teal teal teal\nteal orange orange orange blue blue blue teal teal teal teal teal teal teal teal teal teal teal teal\nteal orange orange orange blue blue blue teal teal teal teal teal teal blue orange teal teal teal teal\nteal maroon maroon maroon orange orange orange teal teal teal teal teal teal orange maroon teal teal teal teal\nteal maroon maroon maroon orange orange orange teal teal teal teal teal teal teal teal teal teal teal teal\nteal maroon maroon maroon orange orange orange teal teal teal teal orange blue teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal maroon orange teal teal teal blue orange teal\nteal teal maroon orange teal teal orange blue teal teal teal teal teal teal teal teal orange maroon teal\nteal teal orange blue teal teal maroon orange teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal orange blue teal\nteal teal teal teal orange blue teal teal teal teal teal teal teal teal teal teal maroon orange teal\nteal orange blue teal maroon orange teal teal blue orange teal teal teal teal teal teal teal teal teal\nteal maroon orange teal teal teal teal teal orange maroon teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal teal\nteal teal teal teal teal teal teal teal teal teal blue orange teal teal teal blue orange teal teal\nteal teal teal teal teal teal teal teal teal teal orange maroon teal teal teal orange maroon teal teal", "role": "assistant" } ]
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"path": null } ]
train_97
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange black black black black black black black black orange black black black black black black red black black\nblack black black black black black black black black black black black black black black black pink orange pink\nblack black black black black black black black black black black black black maroon black black black black black\nblack black orange black black black black black black black black black black black black black black black black\nblack black black pink black black black black black black black black black orange black black black black black\nblack black black black black black black pink black black black black black black black black black black black\nblack black black pink black black black black black black black black black black black black black black black\nblack pink black black black black black black black pink black pink black black black black black pink black", "role": "user" }, { "content": "blue black black black black black black black black blue black black black black black black red black black\nblack black black black black black black black black black black black black black black black pink orange pink\nblack black black black black black black black black black black black black blue black black black black black\nblack black blue black black black black black black black black black black black black black black black black\nblack black black blue black black black black black black black black black blue black black black black black\nblack black black black black black black blue black black black black black black black black black black black\nblack black black blue black black black black black black black black black black black black black black black\nblack blue black black black black black black black blue black blue black black black black black blue black", "role": "assistant" } ]
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"path": null } ]
train_98
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\nblack black black black black black blue black black\nblue black black black black black black black black\nblack blue blue black black black black black blue\nblack black black black black black black blue black\nblack black black blue black black black black black\nblue black blue blue black black blue blue black\nblack black black black black black black black black", "role": "user" }, { "content": "black black black black black black blue black black\nblue black black black black black teal black black\nteal blue blue teal teal teal teal teal blue\nteal black teal black black black teal blue black\nteal black teal blue black black teal teal black\nblue teal blue blue teal teal blue blue black\nblack black black black black black black black black", "role": "assistant" } ]
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"path": null } ]
train_99
[ { "content": "<image>Here is an image of multiple input-output grids. The cells of the grids can be of color black, blue, red, green, yellow, grey, pink, orange, teal, maroon. Find the common rule that maps the input grid to the output grid, apply it to the test input below, and directly provide the output grid.\n\nTest Input:\norange orange orange orange orange orange teal orange orange green\norange green orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange red orange orange teal\norange orange orange orange orange orange orange orange orange orange\norange orange orange orange orange orange orange orange orange orange", "role": "user" }, { "content": "pink pink pink orange orange yellow teal yellow pink green\npink green pink orange orange yellow yellow yellow pink pink\npink pink pink orange orange orange orange orange orange orange\norange orange orange orange orange blue blue blue yellow yellow\norange orange orange orange orange blue red blue yellow teal\norange orange orange orange orange blue blue blue yellow yellow\norange orange orange orange orange orange orange orange orange orange", "role": "assistant" } ]
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