sample_idx int64 3 255 | task_score int64 1 1 | turns listlengths 15 15 | image dict | __source_file__ stringclasses 3 values |
|---|---|---|---|---|
6 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": 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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
13 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": 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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
14 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": 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",
"format": "png_base64"
} | high_score_multiturn_texts_seed0.json |
32 | 1 | [
{
"inputs": [
{
"content": "\nYou are an expert agent operating in the Sokoban environment. Your goal is to push all the boxes onto the target spots. Once all boxes are on the targets, you win!\n\n# Rules\nYou can only push boxes. You can't pull them, so plan ahead to avoid getting stuck.\nYou can... | {
"data": 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nFnuylP+Znu5/xKd/O9C+WPTs3KW+ztEuu/fmWDwVi4+du2xepXvC7j0OXw4vPiJFrOxh29z7Qr9sY4m/Hq99I2p+L0nejETY8LUGm1o08VW1/vu1+KZ/hUWXZPJ2LBSmYwGhSN6ON//rem8R/FYUX1VobGqtCY/OhOTNaOO/qqsd2f1V3v4wXf0AaB3w6BMaB34R7CSS5xD/6c3dovPyLYCXj9h7WHbxem795/T8j/joPw58AZf2euM91i9TW+PwGZ/9lL3dsukzl37a3iGus3GF7jH3f8nDXw+nn5QgghNj7neMbtOQyW8l2/+mUbsbiZowRxawGiwms1iiG2rjj+trYYrv0qBCCdsygFCi/l4U31RFGlTWhNyQ1vjNMqvRRxaIduTmP2/UvhEf/t/t9Mu8yKuuDCcvuf+PdD/2aVBzXvGfhCLt+M4P2boG8PxzPvsJ7XLpy3PrP6fnf8Ru3xTIhlJ4m9vkKUC3xf4TXhwg5jnqXmR0WwB5ytELdl8MFyRywzEnqlG7IePbSe2DpPF+El2WfuZjw8UaBGpNRNuRiHx7a6xNsZm1ubemtlV0HRHExTa3NrVWhweSxWZ+TayuKbkus/u6+0ne/SLTx9acrE6LlWUcZl5krMPu+DnEfxLczusa3DzAaoDWAS+fcELZg7JfN/9nHpQ9WFFoJkRoMrZ5+NgaTI5IqH8gt99odu4ktfdjJKYT+vQoLLYonzD2wW3oTeondGibYzoWSf39+NJ/1+z8Omv9tNv+RVa8Os4bIvx3+M/Zxn9ac39Z37OqfHNeP/8HSyO6bqBAxaEUniJK/OCb76j7kLJQMbErcNfnQYbViLqof7O+9aPG8Z1EKGzX6jT04f53BVi3Zh37hd09M2vHbnMN2UmtziyW5M2odidK7qp813Q+zCaOurOGmxjEoVSEG9jnEP9JcPPsOEaFCYeKiGPirOwb4HXzf0VsUEfJEMg1GV1R6qqiYzi0M8W+p3NfiWwK1ZDRcyUbVUmGC40VVYZzfc5Cbk3X2o7tMWHOtDv237djTdfyKiRDK6wOq9MDFHOb1NrRmc/Z3xcbFsoVLjAG9QB2aR55SR525v5Yv113YWEH9QDmvOI/CUvy+M+t/5ye/4N6ADuZSE25fexJzS3jb9R78l/IYVAEdvjPGcd/RvP+m83D438N/R/UA9ileeQledgZ5IJNS1OiVO8swYuGIT2AOa/4T8KSPP5z6z+n5/+gHsAuzSMvycPOJVrR7HLjGckTzAmWOU9v+0pgSA/QT4U40/hPb74wj//c+s/p+T+iB3AP4oV55H5GM4uHrSNMRO2YnV8S76EPQFzEATCqBzif+M9ozuI8/tfN/wl6AKPJM0/Hdfxvx6sGpCpFB/f8dRDKN+lnY5sYE5PUxdq6qEUiQQiEFhistrMXWwtDIpRAImpCSCESIVY76CbpAc46/lPglmND/HuctICydgr9gLveUTvnOuDa+V/w+If0CSX9t5a45r++GB+3CfMyIf0bxPG/e/xy6W1NR8Ffd4KMXPd47UNQQtaEaAiJkFrY3NIV1vRxgU4LFgRCCpEgIiEbQkghaxPO51g5zi3+o/CP8EH+vQn8/pJ2nP/Sel6+cYIYWTbZUfgvCgcG9QlT7BT+C+EFMXmGlKjxcRvRA4w1188vT8vxs/tfhaO8dhNhIuJjo45ymepjYxDSaOGe0OoM0kJOR5Fa07bWII+FkCLf1aa90o2wUT3AEM4o/uWxmJ3Rqci8uoIl7QzFbbKuYFAPMIrF+Nl2Fi/cSiEUdFMeHYr9I9kViMjm8S3V+HaS3IlEhNul8pRPiUzEXNUETGoxiAgRC6EQibA56f28/U9p9ki7aivZU51+nq1yL2xIDzBFFH+68S+Jhe0sqStY3k7puA3qAUaxGD/bzuCFC4FUwmams5se7HYPUw0IK5rfT6KrKnk7FjW/Wdt7F4ge23kmerxRBBKUEDVhIXuqj/6i0/pZWrwQ9LEdT7M7HwzpAUYdOZv4l8XCdpbUFSxvp3TcBvUAo1iMn21n8cIlRNBBP6T7qLcZLZui81GmtqSsC9MyCKE2pWwK27HpM+30X2Ug60JtSpEIfWj0ocFa2ZSmYzsfZZ2PsvTBK6MJHtIDjH6/M4p/SSxsZ0ldwfJ2Sset5EHZ8/Oz/QVTG468xdwTuvtZJiJhM6suyfUf1evfjPM9c/JX3c6nZQv71N+N135Ui6+p9Mv8+K86et+IWNjcpvd19vRVYv8UcZgUzDOK/1weLmCnd4HofVTG7dOyUzpu0ezngZ2fn+2eZFN44e6IRYOoIRvQ9u30kTn5Sbf1M//X+E5UezOqfyPW++bkJ93j/9yZ5Wuw81/W69+K46sqe5gf/nknu+8f+RN1BauCGNQDjHXtLOJfEgvbWVJXcCp2ysXtFasObfBCXgDyXT/tsTn6wBRlf2ZCHxincTEdWxipUGEUK9IDlIOsCaEEICSi/HMLRHhgCSXKH6tR4QLilR4AIgkVzwUinqMfizhsb0lEUg2AChOx4oOyM0Nr8so2zWkJEceircTJPGvXE01TCRuLlhDpK5PyGUXX+GNrqjG6Kqz4DWCn78Nad8yFsPMcqkDYBjEIwystNLiYHPBXCqt5A1jQFiHYafDeNs/T8Okg4i17OdPrL9PuSb7TsCdbZe2vNez2SV57yXGuX16yWXHCr+37r+gVby0O2hjjqPuHpEFSB3dQdrssF0Aqak2iWjgoO5xyGRreatBUPhoVVoLVDABt6BqU4Bs7bO/QFeAeh306HkBt2sZxJ/kwz/dN53Kefqes/eRyXn/UjtoybeXtd62+ETaUjVceuvNj8oxWi3bL0xbH9GcLGmqS63e48R7Ak1/z9FO6GjV1ALgJ21qTN77J5du0D3jwEXuPMQPJuys1rtYxlgxMNQZWgRUNAEtuUDHvbPJb2yR1sINMMNcbIiO6qbiXWgs3rL1W1r6QmoOOOMIa7NuBW+p6cwYaKUDQ7bC3x8EBOkOO5Tj6nUjJ12/x/m8DfHSC/A0nutRO5E6d77zL3e+x/4jaY+49HtqJFKAExla9f2VY2RTIWCJoxlxt0miEASDC3ocBi42xibU1SJAJorSzNseklhSRITTC9FWeykEjAUtXEbWJO+RiAs/cMWFqsF7n0hbAep0aZBBNDZ4bbw3FRpPtLewhzZgEPwDCjXJDZjwJqFoHrwSrGQBub9tCbunkkIPBFEy9wH8jwd6A61Cf42wHB2uhDU8Rj6AVNlwDpIWcbkZH09XkBgli9DFswqwp16QpQK59+QYzerLZYEM3tc9y0owsJze+lenN9MzZlwKrMB0rToNqQ6oRORTTgOK/FiLYhlvQ9E/usnBUwTbksAfd8Oy3/ukrLRi6mlSTmjAARrth0WVzQ5YDA/14SrctBkCuyTKyHG1LNaxwvlg1FaJY+Krw7Ddhsi4D4aQOtb43Q5neI0LbHTDwEnbhAPJwI9lHwqlwgbHqAUDo01Fgg5nBl4AJK1FXQKo83Gi5BBuwBRm8hC4k4V5uhIRTxqpp+MVEyYOy++atCx7UbHtKNjs4FZZ9Ip0kPJW7kEIOh/AC1kOvpdyWmBhxz90xgnWog4AUOv2ujvtGxde3/V/flI7AnHE7LTsz4z/f3ee3s3DcTstO6bhFMx6rKVhXqs4AWINOSYN6Y9L8oTjoQaehRJ4hT0lDRy+mwhZiiILB9TDj34Mn0IH7cATX4BZsB5dmjgHHes1hH57Dc3gBBjbhTdiAY3gasqIZpIGhPQT35kk0JpTaMzmZ9j5MeX0uFrfTsjMz/iWxsJ2F43ZadkrHLZpBqo7A9tHBnVw/CpOWSVFwkxkFMvJLS0fIdk2K6X4U/qgwHtbgFmxBDC/hCA5gFzqwDpuTSfND8EwjeAGfwUtIoQY7cAe24AnshptGYckxqT9Foq9KgiISRHbGPsBicTstOzPjXxJL2lkgbqdlp3TcIm5/Y9q93YjZukRzCyBucOWuT2hMH8cug37lLnEDoLnFjXdpXPGBswIrUDnNA6I9oowGNOE6bEHdXRMeABYO4TEI2IBG+HqjSSEROnEGh3AAT2EfMliDHbgxaF/FbG3T2EJHCDsmD+pWIHXF5jUvrdi8xq336WivYzz1uJ2WnenxL4/F7Cwct9OyUzpuER/88QwPgDhhYwchqK9z5ztcfdsvGacoktwF9XXq6wjB1jXe+SFZCs7vCBFhTuh8TPcXyAOuwU3YhgZk0A1dP4EEUvgC9uAOvAXNIJceglvXWjiCe/AsvD3qcAvuwuVB+0mTm1+n+U3kGtaNtnFfREnWtlExwPWvsb6NNjMkeYvF7fziXw4L21k4bqdlp3TcIm5/UM4PgzUkDa7cnefAcetXMM1LrF3uE3bGyJjsgOf77H6ChE24AetgwCkfa9AEwpr4EI6hBldCVnSsny5Z5J79TyGFBC7B9WDfQidU8Y4Stm9w5X3iLUzG+FOWnGXj9ym2rnHpxjxf3y4St9Hvdbrxn9uBhez0r1/nitsYU2cV/4j6xsAHfpFqfGU5pfyrR2e+MlkU9YrjjU7HRbix0Z5p6QadUqjYe2BBJsgEZYjDHq8MkzM3RrfgDmzAPhxBHiwfwn1owyVYB+V3kf3OVwov4SU8DfP+dbgOV+By2AkuMhgWpCCuU98g2cKkmLTnv9YYjXQlyiQmR2d+1qRCJYGJXx+MxuQ++oBUqKlxO+f4T7974T8gI6TCavIca5AKFSMn2yn8NznG+jyMEKgYOTluo/6fV/yjHke3H/6keYNWqAgh/dfAonP0rC1Z6yrpab/4kAJryfuer8KiLHnXR5mQkCnWo5dhE/bgN3AEAhoQQwu+gEN4G9bC6tmEHE4GT+Ee7EEHErgOXwu9X4dsD33bajon7yK76LT3Buj5L1EaqXw3EmC0j+kkFGZd4kIqpMKWi9u5xb+s/yA1KvIPDFekUWezt+Rd/zMGKZERiDAay+Ec4x/x4svBe7uVckLSREV02qQt37LMi8+NLaVImsQ18px0jzz1ZnteRogYfcTxHjrrdcciTVvMf3bgBI7CASqdUEJiE9bD/oCAHFrwEl7ALqRQh+3w7N8Mvb+gIbg76ozjPdR91D42w+Yj/qectMb4Pz0CUhAH/UD7mKyNsXM0P4f4z+H/0Ur9P/P4j1SGcw/g7Zvcfp/GFofPePgxJ0dQLnvgefAbngffPR7LgweJlcgU8ZS4zcbIisovYuA6JPAUHsExGKiBhueQw1W4BXXYh8fwLMz7XTr1et+zf+ip4ZKeaZunn/LkCJMgDJjS/k+Ay03VFNff9fqB55+X0g/0B/A84l/57zFYG9QGtsydb3H1Lo0tjna593N2n/sE6ky41M3OVTavcvk23RMe/4r7H6IH868WjCC2bBmumjEprXAEvH9+S9iDvb48j+P2ZLAFEezDPXgRyA6X4S7c6Jv5DMFPmbo8/4KDe2QCaf2bpIz/k+Aod82YqM7VtwB2H/DZ39HKejvZU3Bu8a/8D4gGROk27Px1T/wpZTqlfcRJ5nveTDghSPMInQIYTfeEk2y4JJ2buCfQmLUkcjtlW3ATgHbo0N0wKh7DETwJVB+X7y/2E8QA/XgY1pJqWtqvDWRp/yfB0ZbISDs++5F2aLXKlgQ8t/hX/gdEA+PShp2/ohBX/85fmRFsB3fgEKhxO3AFM2dKiWNCQAWswdtwGR7CI+iE2fwhfAYxHEOrL9+/BY3wGpk+wFz2qVDMlPR/ikHc9wrHMUg1sOFdKnpnH//K/4BBKoQNKcWivTvpQJXeQnePW5+4wB8Q4hr2T8JEMDj9rWrDpLAG67ABbXjclxVtQyu8eYENuAw3oOnO4SvhsAwp1EIyVsb/6T6r2B/rAP6ME5WVPWTufOJf+R/wCtChy0D0dVPCA9uG5KkJcRdBP5CEkVM+e1DhQuI1GQAmbPEOHZhcvEZ0GBs6aMfs4JUVKozDzIOy5+SR27ABXlw9/aDsMjaHUNA2BdQgAQWdoHs8gb1w9roIi+DZDg/9WZTHXzRfjAd/bvGv/A8Y1AMszyMvycPWYRU79lSIUbiZehzEA1GY36/DG9CEl/AE8vDfK3AdNvtcGotiElXoAZbk8S/Jgz+3+Ff+BwwugpfnkZfkYYvgUPmVjQ5JYhUSaglsw124BA/hOOwEn4R86Nosn92X6tcDnAqPf2Ee/LnFv/K/d8MhPcCSPPKSPOxCD1A7QO15Eo4KeRhCgrKYw6RwAIch2e+UjZfgBmxDPRjXIUF0CE/BwgbUQqKzfy7k8hVRzKVBPcCSPP7lefDnE//K/4BBPYANaZOFeeRledhBD9D6mO4vMAcQ8jxubiPDeIiCMvg+PIOX0IY63IDbcBnqgd+fhVxQBG24DwdwG94Ytx/s5mBxkxuDeoAlefw+jb0oD/784l/57zFBD7Akj9wvRCbzsAs9wIt9dj8hhy60+9aseeivSRgA/fz+DbgKN2ANbJ9+oBFewSm0oAW1wJUYcsFO1QPM9H92BAJ/ffMaWzfmD+AZx3+2hYX4973m/f5vz1/V7PziP6gH6O3UBv6345G7T7RGCFTkdxnGriydBU+a1f6BIKVnpY7qAZI6SpDB88CCvgwJ7MOzQGkWgQg0lt/vFtOX4C6swws4DItaVxXrHhyH+ii1wHfweSRBNE4PYCw683TcKBy53s+P919z0tcn8NctCIT0vPYpcTvn+E93wILOPUvX8fht4PdLhZpsp99/x2cGf7L89LgNWTjH+E/QA7h3iQg88n5+ttE9YcE0WISr+5qRW69IKKpvOj2A7kKOgBSewhG8AWuQwAH8BvYggRqk0B7H73fP/kI/sAld2HWMKFBwCC3Yh7cDd5rBl6kZpwcAbB//Hj3Mjxczk1fW36NHiy8Zt6L5WcZ/dmvre7nj8Rf6BKkwZexYb8FodAaidNyGHDjz+I/oAUbtsBA/210wiRde6AFae9gMC+1A4nds/l3YhT2IghSmDpvj+P2EDYEmGNiBQzgJu2NZ+AqXYCP8tQVt95zIONljt08PMPaLLMCPH4pbmpLOyWsfa+e04j+XA4vZWSxup2WndPxnnRS/MD97Oi/cSpDIlPgp9bZ/MFs4hs8hhv0wjXF7wBtwA66O8PtF3+2AOMgD3ILhEGzQD+xCBgkAaZAW6DbPPuXxESYBf6DMcBwX48cvyWtf3s6SvPwl7Swct9OyUzpug3qAUSzGz7azeOE26AF2DNeNr3TilsIPQ/922hfCQvb2VH5/HhJw1+Ay1OAYDgI7CNiH/b7r3dDSXXa/YLdPDzCEhfnxS/Lal7QzM/4lsbCdJXUFy9spHbdo2iF1LMrPtrN44YUeYB0yqIUdMRMqIrq0cQJrsFGa3y/CbvGloB9oDU6WistcFDJLd1APMISF+fFL8tqXtDMz/iWxsJ0ldQXL2ykdt2jG88AO7sxRjp9tQzpyEi/cvdqiEOJiDDpn4pDbacJNuAWbUC/B77fBVDPoBx7AQ+iE4dTvcFEHKOojkw5BhAvm5ccvFrfTsjMz/vPdfX47C8fttOyUjtus0oiL8bPtLF64Df8jwu6dDFu/Lqx5mL47fn+jr79OgQ3XFPqBFjzusy/73NNhpqimSnPsQvz45Xnty9iZGf+SWMbOYnE7LTul4/Zq0KFN37SnYEDYMB7qkythTYJLntpQbrowa8MCw85iiVa4GFj1AChS8oV+JQqvCEI3zUdkADNh+84TiELJdRHmlEXXF3OOqwpfOax4AAiBEigJxXHYNjz73QO7DQdBBDyzHlMB98jvBu18URMu/JECJEr4P0Ygha93Nuhf8Uf4t7A7TlXMGjwi/Fe6jVg5tqFl1lHhFc4YKxsAbk0fS5oxjQQcd0OER3UcpuyOBheFvlsSrpPlcAwSan0F5OLeAIg1nZhUEZsJx6QSVoFJRL0GkER+9llmDhpJkphGnVZCLEfnoNqSGnR1SuTqsLIB4HpbbsIpkcU5wTYMgCjovJ4tdyfbd8JS6GhSgqGb08npTj8kz60Zck2aAeS6t2qf0mfdANCWTNNNybKxp+vZcDRg1ftXhdUMADcvMJZHR/ymi4lg6JTIKKSrdOCIL7CFLsJz2vYlkYR3AEGWcnTIyQk6R8hxd3B9vWP54jn2Y4Avn/PC+rzqlI0Y57Pp8ukDjuocv+DRES+HdUkbMddqbCZIMNVcaBVYzQBQglhxlPPhC352yH5/gr9YAPSnLBdG8ZzuX10QiFKaLCfPsG4XeHQE+HSy5uU9Pj0CONnjRKNnrQGczy9aPPuQxn2yLke7/kiyvobvrPOjK2wnxJJun5C1wrlhZW+AKLwB/vYRL7or8aI8LC8dO29epLx4DI8n/XNu+faWzwRUs6CVoDwt45QxsAa4qMhMtQZYMVY2APqzQBcWNTntrIkK54CVDQAH9/a/sJDVzGfVWPEAqFBhtagGQIULjWgGv8Dls50eFPzpa3rWTpANtAWj/WTfqVp1yG/aYPyCM9IKXqqdUCTvjOJf3r3F7DgPddY7F8wYf7jYXHO+he2Ujls0g2PsaMk6CyeTWXTu2WlTEuG2aBgq1FmDzjzlsxgD+VR1y0WADfw8OWEAnFH8y7u3mB0ddh6LkWN0by+y/C++sJ3ScYtmZGGcocYGKgGQitoaa3FZSV5tzUvxVUJjg7WOZzgrUAJlSZwS96IOAiWoK9YEUpCP2wo+o/iXxMJ2CiljEo7BTeo0m7CoJHJeO6XjFvHu707zoBAXb+wA1Na4+XXqG3OIsmtrABs73P0eO0FMHUkiyUlK/pSnD2l3ZkXiK4rmFrfe4O4OkSTTgQ3ShzOKf3ksZscGMfvObV/XaOc27/zO4qL4ee2UjlvE+/9shgeE8hJCUFvnzgfcfG82OcfLWRLfcPMa9fVeOY04Io45OGL/5/zqZajvc/Gwdpk73+Vb75HEdLpjTtI9o/iXx8J2bChnoiKAq29z6cZSZVHmslM6bhFX3hxvwE25hADRK8wU16mvly3MZK0/Mdxa6uusXeoVVIpjagnRHuv3/Mi+mIjrbF3jypvUa7TafQPgjOM/u3VgnzsHisJYZe1Yb8EdWI9grYG66jUeCzhQFMYqa8diXQRyjCGZGLeIKOn9rRgcRWk+J8EEVDR3aT5jEEHQOVSaL06IEqJa79j7iwmnMY9rRDVi4ysvcPbxn+gP/oKiNKKMfGlEpeYvjWhCbcPFSiMaL0EWCqkwCuYsjYhFRqjppRE7R2P8KIqb5hLRHeijeQnmmsUXNxUCITEjfVzH6JjOEVlnzMT34sDkpC3ah5iEdqf3Bjjr+M+2EFhKMh143muYWkYnNA/+u8KgQoyr5TSleZ//+ZBSqZydwn8XAQGMj1vEg18O3hgE1NfZ2CGu09rnaHfB8taNTdI2R7t0jodowEQRccThCXtPJhQnvRjoHPP8S+5DEtNJMeac4j8Jnv4tWdtmbRvgaI+TvUXKo78i/p/M8D/il38x8IHLSV9/k6/9gKjGwTM+/xkH+15cMhPFAQdvf5/6Bp1j7v+Cp18OH3CgBJGglfPkgKxVwu5XFCd73Ps5+Wco4SVj5xP/SSgOmLjzXd78LsDT33D/H+c+IOP18T/iwSe9v9lQCUwJ7nwA0Drgyac83/UyxZlwssOrO1x/FyBr8+Ie9z8ZrsglQxX//XKn+X5V0Tnh+YlPNeq+M7bOOv6T4Dae1gVbN/yC5PAZjz7iuNwRSefWf07P/0EqhAk7CC51wODOX8kHQP8OnFuGFztwhQUTNlnGbn9eHAztBJ9b/Kc0zyG3mPDDGE1uyz6kXkP/o4FxaQsdbeKXPlISJb6oYMl0pYUoCUVEJCrxx1aPvgHsnGXSvnqQEEHSNwDOJ/5T/JEQK2TYL5URsSLRZd8Ar5v/I1lIt1borbvDIrokh8RdI/oIR2ML6Yx+cmEhxv454/jPcKYv8eKzKHoOB14r/ys6dIULjWoAVLjQGFwEL88jL8nDrvQADkN6AHNe8Z/SfBke/7n1n9Pzf1APsDyPvCQPu9IDOEzKAp11/CdhSR7/ufWf0/N/UA+wPI+8JA+70gM4DOkBzHnFfxKW5PGfW/85Pf9H9ABL8shL8rArPYDDqB7gfOI/Ccvz+F83/0f0AEvyyEvysCs9gMOoHuB84j/dwjI8/tfN/wl6gDH870GG+gwnCv56jdpaKD3e16rSAzhM0gOcdfynQIRJfD//vrg7YkIV+UG4g92Nob5GcysQQktv+ozRP5R2YMB/y9oW8nJoNabhoB6AcI0xSIW1KOUnc/387EJYMJGQbVGRP2Tcue547ZUeYAhDegCtzyn+E/0JZof493ZQnzClnF3hv1EYiw0LPKcrKOzPcMAiI4z2PH4hPb/fgop6fWaKHsD5X7Cy5cS4TdADFNChwUR+9lRM4rVXegCHSXqAAmcU/zmQDtgR89jxbo/TFZSExvP4C36/nseOE4UVuohxcRvUA4xiMX72TF54pQdwGNID2JEBcEbxL4mF7SypK1jeTum4jegBhrAwP3s6L7zSAziM6gGGcEbxL4/F7CyvK1jSTum4DeoBRrEYP3smL7zSAzgM6QFGJ4NnFP+SWNjOkrqC5e2Ujtus0oiL8bNn8sIrPYDD0E7wKM4o/iWxsJ0ldQXL2ykdt2j282ABfvZMXnilB3AY0gOMfRacRfxLYmE7S+oKTsVOubjNykK6f12Any2m8sLLWLggmB6KM4r/3O7NacdfsISuYEk7peNW0aErXGhUA6DChcbKDsqugDstU5BIEom26NE1gOONK0GkiGPiCCX8h9PPB3CzZyU87SpSvuFci+CF7RQNI0kcAUTSfyJ7DS1ou+KN0GoArBISYklNUZcYxg0AHQZAHJHExJHvSXagJw3DDPa/pG/kzLUPsLAdG/IckSJJACLlM/ey19BYUuNPCF/VYrAaAKtEajjMeNGlJmmPq47u89ltzVGLvQMOjmllpGFgzNwHaGUcHCMOOGrR1qSBK1YSC9txud0uHHfYPwA47tCFtE/1BjhVyEpPClzxALjgeaCXKf+wx8uUSJKOPSne9ZVWB/Mp9zu0D3iwzx5lzwfI9un+E437vHzAww4nwELnA8xrx+1vHBrMI/b/HuDJI54augOJ72bE22vcblJXmLEzwLNH9QZYJZ53+Jucf9if/Dx1n8oWjz4m+hyT0231toGmvAEcnu3yxd8jI/Iu3ZanWsxFxVnMjmcuG57e5+PnAGmH1ITP/VVXa/zJdW41SCSpuZADwImYFWwJuSnF+SgDMjiy9tCYMnWOzxRdQ7cUFVDTOoKpvN3xSDk+Fa7hYnYs7RZM5Hq1NQepX+NcxDWAhdTStTSRvxvFf1CLr8hSZz8sAw0vjPm7LPvPWbY7Sj+ucI4Y2GFbEVb8Bsggs6whvh/Ff1qv31Iqh3TMXPh0kAgRwSOtgZ/n+e4Z3aZCOdQVkYCV0sFWPAAsnqC6I+RtpRIhfp3nj87swXxLyvei6LZSV6W8wELMCj2sPgvkIAVda7/U+n/rdP4mO6vJ+e/F8Z/W6zelrDbAKzisPgtUjIEUHhjzn7Ls/+2WOAVoIWTwh0myU/X/CgHRjCOf3EZMnno5gqODZyE/PX0jxvQRso0mT8lCExkOgwgcYPexge6ZLQCArrXzZgIrnCFsOHSsKIw3BLehlmW9UnM6J8t8t5wyUy7db6MZCxAnyuzvlNaGD2e2Gtdw4F8HWgAKmmeZF2gKofpuV+GVwLj+MPxPvX+z064fbji730bsXJnmnBt4l3aoNQGihI0r7Oz5peuUN4BTOW1c8WVXak0u3cDGCIgcCwzahpMOquP9m5OptQDK1FetcH5QirU6l+s0JDljqCBun6gR0dzCPbuaW1y+QSNHTd2KLt1vZ50U77SLjQab13qVurZuzmYjusNONi9TW/cVwt75Ae227+NKESuO2qRf8PBT2q3eEbkVLg6SBtff4RtvsdEg076AXD9c94sk22/0Kr1FCbmZ8bAs3W9HaoMOwe9dCy8tc7Uar/dN26c3lMIP3I0d1rZDbTOIYpKI/UOeWOL7cFINgIuIuMbVt3jnd7i0SZqTj6xHC+qEkL6s1c5tLt8aolSMQel+G7Exbgrk6rJ7Ewpr0SlaIyRRPPbI+WG4+tRGYzUWlEIlvX2/OKEWoxPq636EzLP2VfAu3IRD+BQOy7es8EpBKOrrbFxh6xLdzJcbcnD9R4BUINBuHewqw8WzOa2ujpgx3o4vaDem305Ig7rijNaglFdkysj31DJ1uZwI3xX6EwqlQnXI00Ed/gT+BD6Ff1cNgK8eiv4jJQik8sMA/BN9Su93Y8MXVw1FEZ2SeBwijl4M3hsIUxchyLuY497UZbbrzgmBlAiJtdjAc+9v7qZAR4d0jrHhVVMCCiJ4B35fiH8Fv4C/s/aLkC6rcjuvGaymc8zRC1Tqp0BD/Se32JMx/WeiQfyVxZQp09hhFmo/Ij7924H2xeJ15y71dY522b3XW7zORLH42LnL5lW6J+ze4/Dl8OKjWAQ//5Ks60d5CbwJvw3fg+8kyXoUvWnMv+52N435J/j7agC8dsi6PP+Cz+gtgkv2n0noXzRfvgXw8hF7D6csmiM++o+9vxXpyzfeY/0ytTUOn/HZT9nb9enLmXDP4e0d4jobV+gec/+XPPz1cPqpSIM+7ZB2QJYcAN+CP4XvS3m5VmvV61t5/m+0/maa/h/wazgoY6LCq4O0zdNPiR/00qAl+88kFGnTd37I1jWA55/z2U9oT0ybRuz2TYEKCdzmtq9Z222x/4QXB2ULKrkdOJHRbQHkKUcv2H0x/qDsLpy4zTk1fQrUhG3YgR9K+dtCvBnHJMlRkjSFWEuSTWM+N+ZDa39l7T4cVq+C1wVac3LCyxNqYSe4ZP+ZaBByWIObB35q3Trg5RNOWPig7MGKQjMhQpOxzfvKK82lhnwL/gX8thDfjuOdWo0kyaMIa3OlVKMRR9Hvpelmt/sLrf89/KUv6V3hNYFguIfM7D8zTfV3tanNB0sjFoQEFYdSeIoo8YNvvqPuQ8pIxb4W4ugbwJQtjXgN/gD+FaxFUbteP0oSV/o9FSKt1Yiit619K01vwufwN+XcrLB6uNIScaiWGQ6GnN1/JsGtE+IYFSZMKiKOibPJb4DXAcfwBfwC7hpzKc8bQmilUiEUJHme5/me1o+t/RXsXvijhyvMhddjAHwB/zv8tbX/bZr+W2PW4jhqNNJaLcnzqN223e5Ptf6xMR/Blxe73HqFefF6DIAX8AJ+Bk2tv6n1Rp7HUUQU5XluOp373e5P4P+ER6v2s8Jrh0E9wEwe/0yU5GGP6AHKwMAv4Mdwz5jf7XbfsnZP65/m+U/hr+BZWTMVXhmM6gEW058UmF8/MKgHmMnjL/OVyvCwZ/K5J+Az2IVfWLvR7b6ZZU+s/bExfwaHE86XqPAawI7+mVN/MmqqtH5gUA8wk8c/EyV52BP0ADNxDMfQgp8ac9OYD+Fn8EWZlhVeQYzqARbTnxSYXz8wqAeYyeOfiZI87OX0AIfw5/AQnsOX5ZtVeNUwqgdYTH9SYH79wIgeYDqPfyZK8rCX0wNo+Fv4WZg0VnhdMaoHWFh/4jC/fmCCHsBo8szToR2P3/GqATmDtgD06QdAKN+kn+2znB7ArdWrrv/aY5IeoOg/BY/fkfvBs0Sn2XRr68zToeOa735ifL+dMK8X0r9BHI+/x++X3taMLxb0A04Qk+uerqBChZko+o8IAgDH7weIUHKaIMZPYRRCeEFMniElany/HdEDjDXXz+9Py/Gzp+sKFtUDVPhKYVQPMHwBMDilSdvT+f2DDWfrCgb1AKNYjJ89U1ewqB6gwlcKo3qAIczP7x9oWKLfDuoBRrEYP3umrmBRPUCFrxRG9QBDmJ/f71G63w7qAUaxGD97pq5ggh5gwm7dqcFUUoFXCqN6gOEL5ub3e5TutyUPyp6fnz1dVzDSXITv2zrL0ogta0vuqVc4P0zpTvPz+3sNKdVvo9ks/wX42TN1BSN6AL9mhtpZroZrwqfQqvfAK4GxeoB+zM/v76Fcv109G7ToiwnclvIP4/jsKvf/XhzfljI5M/sVXjus/oAMB2OpCfFeFP1pvf5HyVl1UXdARhpqRFeosPoDMgTk8MKaB1rfUuqGVJfPrH5/guhY+0jr58ZUuuEKrHAAuGmYtBjDS+xfdjNgZ9IhecZgQqEvGc2xa1bsIKrITQc17Brzkyx7tpJTOSv0oaPJS9N8zggrfgPEkAg6mL822S/b+eTZf38Cc64i58XeSrdYNGVwhO1U4uFVw85HATsTrGYAWNAWCdsJbzd5okitObHjdrhtoE7UmkhFntJt+S3DmVwMCXGdpAGQtsk61vg0Wl2wBXLmOCp21JMGSR3cgc/t2fTYgpFSaxLVwgHXYdpVfvwuZqfoVVFCrdl3wHWJuJ2KnXJxu1pjK0GAtivLy61mABhLalCCt9b4k+sc5WSQjg6AglJxeYc33qe5xcsHPPyYk2OYmgUzYCCRXL/LzfcAHv+ap5/a1CARkliQlBE4OM1eTXL9DjfeA3jya55+SlfPKOjiXjxrTd74Jpdv0z7gwUfsPfaZ3/JY2I4GCds73H6fRhG3I5jfgQXslItbM+LtNaQgNWN2gc8HqxkA2qItUnC7yc3G5NFf7Cjf3eY73+HSLb78OepLdo9n1CnyO4iKr7/B+98H+KhF9Dknpj9/PPtR6O1Ivn6L938b4KMT5G840aV2InfqfOdd7n6P/UfUHnPvcdkKZ0va6cXtEt/5Npduca+O/ILdoznqOy1jp3TclEAJstXNRle2BnBTm7oikZOnIibslTRjttbZ3mKvSUORgIApyVLHRKrBep1LWwDrdWqQQTTPl17YjuPrNhQbTba3sIc0YxJ8xy2f5VrMzsJxOy075eLmJgKZ8Z1hJVhxFkhbUjP5yxdToNyQ5aQZWY62/sMpGjI3BdKQa9IUINeebWLm0c8vbMeEhU7hdm58q7kISYvZWThup2WnXNzcN+MiZ4GMnTr5K34A1wOyjFz3foAp782ii7hfDgb6Tfl4L2y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} | high_score_multiturn_texts_seed0.json |
39 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA9vklEQVR4nO29ybMlx5Xm93P3iLjDm/PljMwEQAAkQBB(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
66 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAABANElEQVR4nO29yZMkSXbm99PFzJfYMiJyrcrMqurK6u6(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
71 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA84klEQVR4nO29y5Mkx53n93H3iMhHvbv6je4GQAAkQJD(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
73 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA7mklEQVR4nO29yZMkyXXm+VNVM/MtloyI3LeqQm3IKhS(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
74 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA6mUlEQVR4nO29yY8lSZ7f97HF/S2xZWTkXplZa1dXdc1(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
78 | 1 | [{"inputs":[{"content":"\nYou are an expert agent operating in the Sokoban environment. Your goal is(...TRUNCATED) | {"data":"iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAIAAADTED8xAAA+10lEQVR4nO29ya8kR57n9zEzd4+It+bLlzuTmWRxqSJ(...TRUNCATED) | high_score_multiturn_texts_seed0.json |
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