Split (1)

train · 1.1k rows

index int64 1 1.1k	category stringclasses 11 values	question stringclasses 26 values	image_path stringlengths 23 203	answer stringclasses 27 values	A stringclasses 16 values	B stringclasses 17 values	C stringclasses 5 values	D stringclasses 4 values	E stringclasses 2 values	question_type stringclasses 2 values	image stringlengths 3.47k 1.26M
101	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO trees pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/500079_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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102	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/500603_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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103	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO lipstick marked with the red rectangle and the LEGO figure adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/500938_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
104	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/503322_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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105	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/505976_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQgJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAIPAusDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqtf6jZ6Zatc31zHbwqMl5GwPX8a8/1n4y6Tp91JaWenXN1cIcAzyx2sbdcEM5zg44OMYNAHpNFeUWvxz0xSqappE8EjkACyuobsck9cMD+h/ln0DQ/E+keIrcS6bdpIcZaJvlkTgHBU8jGRQBr0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB4l4/wDFYk8danosh2S2Vqgs+ePNdN2euM/MuDgdD7V8/akL972T7T5jOWPXPrXTfEy8utQ+IWs6kM7TdPFG69GSM7FIPfhRXMRaxdpKsjGORlGB5yCQY9MNkUAM+z39vdCHyZ4pgR8jKQR+Br2bwXHeW2teELXzVi1V7nMqjhmtwGZg3I7A4z6/hXkUviG/aVJV8iGRDlWt4EhIPPPyAc81Lo2oapFrCanbyzNdQnzFkBJII7/zoA+5KKAQRkdDRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUEgDJOBXBeKvi14c8N74Ipv7RvR/yxtiCB0+83QcH36Um7bjSvsd6SAMk4FcD4r+Lfh3w2Hghm/tC9X/AJY27ZVTx95ug6+/SvEPFPxP8R+KN0ct19jsj/y7WxKg9Op6npXN6LZm/wBasrbb8kkyhh/sjk/oDWftLu0TT2dleR66PDVjqukW9pqCPKyRgeaW+fOOTn1zzWHdfBywnfda6nLEp7SwiQ/mCtd1argCtOPpXRY57nmVr8GdPhfN3qcsyekcIQ/mS1dDa+EdH0i3eO1teXXa7yHcWH48V1r9KoXI4NFguYXgD4uizkbRPFlwsZhJjiutgAG3ja20Y7da9ptrmC8gWe2mjmiblXjYMD+Ir4+8X2ZsvFd8oUlZG80e+7k/rmmaH4u13w05bRtTntQ33kGHTv8AwsCO57VjzWdjblurn2TRXz74X+O+p2siw+I4FvoScG4gUJIvTqowD3PGK9o8PeLNE8UWon0q/jmOMtHnDp06qee4qk09iWmtzaooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkJwCT2pabJ/q2+hoAwtK8Y6RrOqSadZySm4TduDRkDjrzW/Xjfw458e3h/2Zf/Qq9krlwtWVWHNLuz080wtPC11Tp7WT18wooorqPMCiiigAooooAKKKKACiiigDAj8ZaRJr50VZJftgfZjyztz9a368Z0/5vjG//X038q9mrlw1WVRS5ujsepmOEp4Z01D7UU36sKKKK6jywooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACigkAZJwK4LxV8W/DnhvfBFN/aN6P+WNsQQOn3m6Dg+/Sk3bcaV9jvSQBknArgvFXxa8OeG98EU39o3o/5Y2xBA6feboOD79K8P8AFPxP8R+KN0c119jsz/y7WxKg9Op6nkVxoVj0G0e9YyqroaxpdzsvFPxP8R+KN0ct19jsj/y7WxKg9Op6npXGhWPQbR709UC89T6mnVzSqXOiMLbDVQLz1Pqa6nwFafaPEgmIO23iZs+5+UfoTXLswUcnFeh/DW2P2S8vCMeZIsYz6KM/+zfpWlCLlO7IrNKNkejW44FX06VSgHAq8nSu84RW6VSnHBq61VZhwaAPJfiRaeXqtneDpJEYj9VOf/Zv0rh/+W3/AAGvU/iNCr6HG24eZHOrBc8sCCuB+f6V5nPZXVsxeaAxfKDtlYI2DyODz0rkqwbm7djqpzSir9yBogeR8p9qfa3d3p10lzazSwToQVlhYqQaI1kkQMqqcnAAkXd1x0zmmTAqjKylWHVWGDWcVOLSkjRuDTse2/D34yjA07xZdBTgeVeMvXA6Pj6dfX9Pa7a5gvIFntpo5om5V42DA/iK+JZM+ZwM/LWtofi7XfDTltG1Oe1DfeQYdO/8LAjue1bwndK6MZQtsz7Jor598L/HfU7WRYfEcC30JODcQKEkXp1UYB7njFe0eHvFmieKLUT6VfxzHGWjzh06dVPPcVomnsZtNbm1RRRTEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTZf8AVP8A7pp1Ml/1L/7poY1ueP8Awz58b3p/6Zyf+hV7HXjnwu58ZXp/6Yv/AOhCvY64Mv8A4PzZ7mf/AO+f9ux/IKKKK7zwgooooAKKKKACiiigAooooA8Z0r5vjFJ/18yfyNezV4zonzfGGX/r5l/ka9mrgwPwz9We9nf8Sl/giFFFFd54IUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUABIAyTgV5t47+LOleHrSW00m5ivNVPyhYzuWI46k9O/SvIfGnxP1vxPdTRQ3MtrpW4hIYjt3DI+8RyelcKegK84OaylUs7Gsad1c3tT8a+JtYklN5rt+yyHLQCdkj65xsBArBB5xwv1p+5JOGGD6GkMbDp8w9DWDld2kbJWXuj1QLz1PqadUUSyM6LGrNvYKqAZJJ9BXqHhf4L67rO2fVm/su1P8LDdM3X+HoOg6+tQ6Um9CvaRSPNo43lkWONGeRuFVAST9AK9J8L/AAX13Wds+rN/Zdqf4WG6Zuv8PQdB19a9p8PeCfDng+3MllaRpIoy91OQz455LHp1PTFc14r+M+haH5ltpn/EzvVyP3ZxEp5HLd+R29a3jRjHWRi6spaRPJPij4U0zwh4qtNP0tZRC9gszmV9zFy7qT+SijwJ4gh09JrO8JjgMgKSlTtDHsT+Vc/4r8Vaj4u1n+09RaMTKnlRpGuAqZJC+/LHk1seGry3fwjf6ZJCXunuUuokIwJVVkyAc/7JH41nUqum/aRV1ovx3+Q+S65Hvqz1+2ZXQMpBU9CKur0rhtK0+2uIRNomsXNtzzGkgkQH0Ktn2z0/U1rvH4rhixa3+lXLdjc2rofxKuR+ld5yHSNVaUcVhQf8Jk+RdT6FCP70MMsh/IsKiuLO6jRp9W1mSWNfmKRoIU4z6ZJ69z2HpyAc1qWu258WapZsR9phtwtk2eA5TJ746kc15BqS3z30hufMZyxPOTV3X/MOrzXdsrrAXIibBwVB4Iz14qgNUujIrOyyMowDIN3H0PFSURwx3QmXyVcNnjAruddhEHhHSY7zZ/aW4kgfe8o5IzXIya/fmUyo0cLkFc28axcEYI+THpUdmLq6nZyJJPl7AmkM0f8Alt/wH+tH/Lb/AIDR/wAtv+A0f8tv+A/1rz/8jt/zBogeR8p9qfa3d3p10lzazSwToQVlhYqQaKZL/qzThN3SYTirNo9t+HvxlGBp3iy6CnA8q8ZeuB0fH06+v6e121zBeQLPbTRzRNyrxsGB/EV8SyZ8zgZ+WtbQ/F2u+GnLaNqc9qG+8gw6d/4WBHc9q6oTuldHPKFtmfZNFfPvhf476nayLD4jgW+hJwbiBQki9OqjAPc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106	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/506049_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
107	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO figure and the LEGO motorcycle adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/507875_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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108	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/507961_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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109	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/507991_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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110	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/508034_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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111	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/508040_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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112	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/508158_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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rKNb6ZYiWFhhp7hcJ+XfuK86n03QNK8RX+l+JBLIWKeXd2/y+UThidueRhv0qrjOEorsNR8AXi2v27RLiPVrIgHdAfnXheq/8CrkHRkYq6lWHUEYIqgL+iaxc6Dq8Go2u3zYjnDDIYdwa9C1Txf4Q8TaHbpqMV5Z3No5ZIoy0m8MxJUMScDnofoMAV5bRSsB0Wr+KRd2f9n6dYQ2NiG3bVGXc/wC03fnP51n39q0Nrp1wzZ+12xm+mJZI/wD2Ss2unB0/WPDen2iSyLq1lG0McIhJEwaZnwCPTeTz9KNFqK3RF74qf8lI1b/tj/6JSvaP2f7iO1+GWo3EzbY4tQmkc+gEUZNebaj4J1vxjrk+tXgisBchCUkbcwARV6ADsPaty20zVvBOg3Gm2usrLp9++JbfyNpyRyVOT1AAP4VwVcdRjGyldnfhcBWrVYxto2Z+o3smo6lc3sv+snlaRvbJziq6OyOrqcMpyD6Grlvpk813b28u21Fw21JbgFEz7nFeo6T8JLGILJql9Jct18uEbE/Pqf0rwKWGq1veivmfoOIzPB4VckpbdFr/AF95peBvHUXiCFbG+ZY9TRfoJgO49/UfiPbtqz9M0LStHTbp9hBb8YLKvzH6seT+daFfSUYzjBKo7s/O8XOjUrOVCLjF9H/X4BRRRWpyhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVLVdVtNGsJLy8k2xoOAOSx7ADuaAPjXxz/wAlI8S/9hO4/wDRjVkN9yr3ie7/ALQ8aazemMx/aL2WXYeq7mJx+tUW+5W0djGe56R8Htd1fSE1q30mC3LXXlb55if3O0PghR1PzE/h71u+L76bSY7bXtSuZtQvBOIwZWwihgxIVegA5rkfhnfS2CalILd5YS8QlZf4BhsGut+Idh/afhYKksaBJlly7YBGCP8A2YVDNC7pnjPRNRgD/bYrdu6zuE/U8VfGv6OSAuq2TEnAVZ1JJ9gDXj2g+AdX1Rw7bra2zy75GR7CvQLPRPD/AIWVTL/pd7xgEbmJ9h25HekBqS6jfavG0OlW7RxNwbucbQPdV6t+g96qtaaRpDQvfym+vo0VY1b5iD/sr0GSDz71a26vqq5YjTLL3/1jL/Tg/gRUFrNYWkhi0SzbULvOHuWPyA98ufccgZoAn26vqq5YjTLL3/1jL/Tg/gRUFrNYWkhi0SzbULvOHuWPyA98ufccgZp93ap5f2jxHqKuna2Q7Is+mOrHtzwfSpYptRvohHplqun2YHE86YYj/ZTt+OMelMCK7tU8v7R4j1FXTtbIdkWfTHVj254PpUsU2o30Qj0y1XT7MDiedMMR/sp2/HGPSqok0vTrr9ysuraocjex3kHp16KM4yBUtxBeXkfn61eraWn/AD7xtjI9GPfrigCISaXp11+5WXVtUORvY7yD069FGcZApNQ02XV4km8RXEUFojh1t1OMHtk+vJFPtLp3T7P4e08LH3uZRtX/ABPQir9t4bjaUT6nO99P/t8IPov5flQBmQSLcWpsdB0uP7ORtaaZcJ0x9T0IrF0ex8Radq+q2VhexTix8tjDIMK+9SQFH8NekKqooVQAB0AFc5onz+MfEsikFCbZQR6iM5osBnfbtDvp2ttc0iG0uzkEzRD5uvR+varn/CLeFrFftT2Vuqf3pZGZfyJIroL3T7TUYDDdwJKhGPmHT6VyOhaHa/8ACUa1Zz754LMxGCORyyrvUseDQBdt715gYfDumRRRd52jEcY+gHXoRV628NxtKJ9Tne+n/wBvhB9F/L8q21VUUKoAA6ACq95f2thEZLmZY17ZPJ+g70CLCqqKFUAAdABXhfxIIPjS9wf7n/otK9VOp6nqx2aXb+Rbnj7VOOo9VH0IIrirjwRJrviDW4JL9mubXymWRl4cuucH0HGKdwPP9M1e/wBHuluLC6kgkUg5Q8HnPI79BXWR+KNC8RqkHijThFPwov7QbWH3Rlh34BrB1rwpquhSEXVsxjzxIoyp/GsUKScAEmq0YHV6j4AvFtft2iXEerWRAO6A/OvC9V/4FXJGGUSeWY2D/wB0jn8q7Pwh4e8TS3SXWlyTWag584navr+PIr0GPwNJbXZ1RL4XGps2+Q3ESmN/TgAYPv8ApXFWxtKk7N3Z10sNUqK9tDzfw/8ADzV9aKyyR/ZrY/8ALSQYyPYd+tdPqWlaV8Pr/QrlFaV3kkM0jHrhQMAenzZ/Cu5i19bZ1t9WtmsJOgcndC30f+hwa574m6Fca5pFpcWamVrZ2O1BnIbHP6V5n1qpVqqNTSL+77zveHhTpuVPWS/rY6rTNe0zV4w1neRSMRnZuww/DrV9xGMSOF+Xozdvxr5fdLq1cqwdcdqRrmYjG/8ASqeVq+ktPQlZi0tY/ie4eL/F2hw6bLZl4b2WQbBGh3AE989K2tFl8T+FbOI6Vqf9o2wTLWd6cjox+Ruo5IrwbQtCv9c1KKGFHJyCWboBX0D50eh6LbJOzOYo0hAUcuwXGB9cVFW+E5YUXq9x07YnmlVWnQ7LQ/iTpGpzizvw+lX+SPIuuA33vut0PC5rswQRkHIrwy7tL7X7PZPY2lvE6nAuVMrr2zhSBnGe/cdak0ZPGXhiMppmvW15CTkW1/C5RevQhiw5PrXVSx8GrVNGc9TBzTvT1R7fRXC6P8Qm+0Q2XiKyWxuZW2pPC++Bjz3PI7dff0rugQRkHIrvjOM1eLujjlFxdpKwUUUVRIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVS1XVrTRrF7u8kCIvAHdj2AHc0AXaq3+o2el2r3N9cx28KgkvI2Ogz+PQ151deNPE+os32KOy0u3J+VpYzPKR/30FHQ9jwa5a70G51K+jv8AUtdv7y7jIIMojMYwc8JtwOp6etOwrnaan8Q7m+LweHLPKcr9uuRhB1GUXq3Yjsa848ZXk+mR2uvajeXF7ercqoZnwqghiQq9AOv+Na/nanp7IJ1huLQLh5V+Rl99vTH0rJ+IVgdV8LBI5EXbMkuXOMjBHf8A3hTsK54/qtybzX7272FPPlMoUjoG+Yfoajb7lP1GdbjU9yoqhIYYvlGM7I1TP1O3Oe+aY33K0jsZz3O2+GbX7LqkFkkWZPL3SSjKpjOOO/U/lXRarp0WkvBdDUpLu9gUCO1lXzEOB2Ucgkjr6n8K5v4bW15df2lHBeC1t/k89gPmI5xg9u/NdvazWFo7RaJZtqF30e5Y/ID3Jc+45Az9Kh7mgzT7vVvElkJzs0uzBKOA2XODgjOBjv8ATFPtJ7C1kaLQ7M6jd5w9yx+QHjOX+vUDNNj0u30y1Ems6gNnnNMsKMVTcx3YxnLc5rNm+22Li80iObT9OlmSNlmHDF2xuVDyvX278UgNi7tU8v7R4j1FXTtbIdkWfTHVj254PpUsU2o30Qj0y1XT7MDiedMMR/sp2/HGPSsy61TQdAnDPK2pao3G+RgxBOR16KMjtV2aK7v4ftOsXyWtmeRBE2AR6Me/XBoAjEml6ddfuVl1bVDkb2O8g9OvRRnGQKluILy8j8/Wr1bS0/5942xkejHv1xTLS6d0+z+HtPCx97mUbV/xPQir9t4bjaUT6nO99P8A7fCD6L+X5UwKFpdO6fZ/D2nBY+9zKNq/4noRV+28NxtKJ9Tne+n/ANvhB9F/L8q21VVUKoAA6ACsXWPFel6MCs04km7RRct2/LrRotw32NpVVVCqAAOgArF1jxXpejArNOJJu0UXLdvy6159rHjfVNUzHC32OA/wxn5j06mua7knJJ6k8k1zTxMVpHU6qeFlLWWh0useN9U1TMcDfY4D/DGfmP1NZmja9f6FM72cgKyHLxyDIY/XrWbSFgoyTgVy+2qN3udnsKajZo9X0bx5puolYrr/AEOc9nPynr0NM0/UrOz8X+Jpp7hEQi2K8/exGc49a8p+aThVwvq1dr8NtMtbi91GWeJZXgEWzcM4zuP/ALKK7KdVy0e5wVaShrHY686nqerHZpdv5FuePtU46j1UfQgirFn4etopRc3bteXXUyS8gHrwPrWwAAMAYFUNW1e10eza5uXwB0UdWPoK3OcvgADAGBXK6bd29r4x8TyTzJGn+i8scD/VkVXjv/FWuzr9gWCxsGVW+0FCWIIGQAw6jPpjjrSyeAQt0NRW+a51Dq/2pAY3OMEYAGPb0rjq42jTdm9Trp4SrNXS0L8+qXGtI9vpdiJYWGGnuFxH+A79xUOkeAdLsJmubpRd3LEsS4+UdegrQg15bV1ttVtTp8nRX6wt9G7fQ4NbasrqGUgg9CDXjYnGV56bLy/zPVoYWlHXd+f+QKqooVQAB0AFLRRXnHcMlijnjaOVFdGGCrDINYraFPYMZNFujbjqbaT5oT9B1X8OPat2irjNx2JlBS3OUnbSJ5fJ8Q6Lb2s78ec8YKP24kAyPxwauWvg3w3A3mw6XA+f+ehMg/JiRW5LFHPG0cqK6MMFWGQaxW0KewYyaLdG3HU20nzQn6Dqv4ce1bKq2rKTj83b/gGLppO7SfyVzYgtoLWMR28McKDosahR+QrlPG+vLoV9oby58hp3eQA4zhQB9fvZ/CtWLxALeQQavbtYyk4EhO6Jz7P/AI4Nc98TdCuNc0i0uLNTK1s7HagzkNjn9KvDwtWXtNn/AJdya0r0n7PdHVaZr2mavGGs7yKRiM7N2GH4da0WZUUsxAA6kmvl10urVyrB1x2pDcTEYDHJ9BXe8rV9JaehxLMXbWJ7h4v8XaHDpstmXhvZZBsEaHcAT3z0ra0WXxP4Vs4jpWp/2jbBMtZ3pyOjH5G6jkivBtD0LUNc1KKCFHJyCWboBX0D58Wh6NbRzsXaKNIlCj5pGC44H4VFW+E5YUXdvcqnbE80qq06HZ6H8SdH1OcWd+H0q/yR5F1wG+991uh4XNdkCCMg5FeGXdpfa/Z7J7G0t4nU4Fyplde2cKQM4z37jrUmjJ4y8MRlNM162vISci2v4XKJ16EMWHJ9a6qWPg1apoznqYOad6eqPb6K4fQ/H0ktzFY+ILKOwuXztnjkzbt1P3jgjsOepNdwCCMg5Fd8Zxmrxd0ccouLtJWCiiiqJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKparq1po1i93eSBEXgDux7ADuaALtVb/UbPS7V7m+uY7eFQSXkbHQZ/Hoa83v/ABj4p1XcLBrXR4CfldovPmIx7kKOeeh7e+eZu9BudSvo7/Utdv7y7jIIMojMYwc8JtwOp6etOwrnaan8Q7m+LweHLPKcr9uuRhB1GUXq3Yjsa838a3UmnwWuuardz390l0gG98IvDHCr0AHP59a1Z7vU9JjDzQpeWqL87xDbIvvt6Eew59M1nfECwXVPChUSomyRZVLHAPUd/wDep2Fct6Z4z0TUYA/22K3bHKTuE/nxV8a/o5IC6rZMScBVnUkn2ANePaD4A1fVHEjA21vnmR8gkewr0Cz0Tw/4WVTL/pd7xgEbmJ9h25HegDWOqXup5TSrTbCeDdXSkL+C9W/Qe9Umt9K0URtf3El/eRj92jfOVPONqDgdxnqat7dX1VcsRpll7/6xl/pwfwIqGzm061m8rRrR7+5JxJdHlVPGSXPHboO9MDxjWZBN4k1CUIYw9w7BGGCuT0IqFvuVNrXm/wDCS6j54UTfaH3hem7POPxqFvuVcdjOe52Hw8j09otUk1KYLboYwYmbCyZzxjv06e9eiRTajfRCPTLVdPswOJ50wxH+ynb8cY9K89+G97DaPqANk93cuU8hVXIB5BJPbqOa724gvLyPz9avVtLT/n3jbGR6Me/XFQ9zQiEml6ddfuVl1bVDkb2O8g9OvRRnGQKde2VxqUPm6/dR21mGDC3Q46EEZP6flRaXTun2fw9p4WPvcyjav+J6EVftvDcbSifU53vp/wDb4QfRfy/KgDMgkW4tjZaDpcf2cja08y4Tpj6noRVHwvoKprurWOoyfaxY+V5QOQg3qWOFzgDpx7V3iqqqFUAAdABXBt4lsNC8YeIXuS7mb7P5axqSWKx4Pt3pPTcFrsd4qqqhVAAHQAVi6x4r0vRgVmnEk3aKLlu35da8+1jxvqmqZjhb7HAf4Yz8x6dTXNdyTkk9SeSa554mK0jqdVPCylrLQ6XWPG+qapmOFvscB/hjPzHp1NcwVJYsGO49STnNOpCwUZJwK5JVZyZ3RowgtEN3kffGPcdKcWAGSRikBd/uDA/vGkhiCyuDglcdqOVWuxc7uktf6/EUF3+4MD+8aesKg5PzN6mpKjeZUIAyWPQCkm3pFFNRjrNkldh8PNQtLF9ZkuZ0jBEJAJ5bG/OB3NZWl+DdV1nypEzBbtgmSRccH07k/p712EPgBLC5W/tLpZL1TuKzwr5RPfCqBt56elJV6dB+89f63M50511aK0NL+0tT1c7dLtvItzx9qnHUeqj6EEVasvDltDKLm7dry66mSXkA9eB25psWvrbOtvq1s1hJ0Dk7oW+j/wBDg1tKyuoZSCD0INeficXXno9F5f5nXQw1KGq1fmKAAMAYAooorzztGSxRzxtHKiujDBVhkGsVtCnsGMmi3Rtx1NtJ80J+g6r+HHtW7RVxm47EygpbmJF4gFvIINXt2sZScCQndE59n/xwa2lZXUMpBB6EGmyxRzxtHKiujDBVhkGsVtCnsGMmi3Rtx1NtJ80J+g6r+HHtVe5Lyf4f8An3o+f5m7RWJF4gFvIINXt2sZScCQndE59n/wAcGtpWV1DKQQehBqJQcdyoyUthaKKKkoZLFHPG0cqK6MMFWGQaxW0KewYyaLdG3HU20nzQn6Dqv4ce1btFXGbjsTKClucpO2kTy+T4h0W3tZ34854wUftxIBkfjg1ctfBvhuBvNh0uB8/89CZB+TEityWKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49q2VVtWUnH5u3/AADF00ndpP5K5sQW0FrGI7eGOJB0WNQo/IVyXjfW49D1LQriYt5Xmyl0B4YbQOR3xkGteLxALeQQavbtYyk4EhO6Jz7P/jg1z3xN0K41zSLS4s1MrWzsdqDOQ2Of0q8PC1Ze02f+XcmtK9J8m6Oq0zXtM1eMNZ3kUjEZ2bsMPw61osyqpZiAB1JNfLrpc2rlW3rj1pGuJmGNx59BXe8rV9JaehxLMXbWJ7Z418WaKmj3FissN3PMhjVUO4KTwDkenX8q3tEk8UeFLKH+ytTOpW4TLWd6cg8MfkYcjkivCNC8Panrt/GkEMjKGG6RgcL9a9/8+LQ9Gto52LtFGkShR80jBccD8KmrfCKMKMrvqVTtibzqrTodnofxJ0jU5xZ34fSr/JHkXXAb733W6Hhc12QIIyDkV4Vc2eo+ILV0urOytYW+4LiMzSAYPUKygHn1NWdDj8XeGImTTvEEF3CTlba+t3Ma8noQ5YdfXsK6aePg1ao7P7znqYKad6eqPbKK4XR/iE32iGy8RWS2NzK21J4X3wMee55Hbr7+ld0CCMg5Fd8Zxmrxd0ccouLtJWCiiiqJCiiigAooooAKKKKACiiigAooqjqurWmjWD3d5KEjXgDux7ADuTQBeqrf6jZ6Xavc31zHbwqCS8jY6DP49DXm9/4x8U6ruFg1ro8BPyu0XnzEY9yFHPPQ9vfPM3eg3OpX0d/qWu395dxkEGURmMYOeE24HU9PWnYVztNT+IdzfF4PDlnlOV+3XIwg6jKL1bsR2Neb+NbqTT4LXXNUu57+6S6QDe+EXhjhV6ADn8+ta7z6tp2wPbrfW4ABaEbZB/wHoR9P1rN8daemseFSplWDY6zjzfl6A8HPQ807CuWNM8b6FqMan7bHA+OVmOz9Tx+taI1/RyQF1WyYk4CrOpJPsAa8e0HwBq+qSCRgba2z/rHyCR7CvQLPRPD/AIWCmX/S73jAI3MT7DtyO9AGsdUvdTymlWm2E8G6ulIX8F6t+g96wtV06LSXguhqUl3ewKBHayr5iHA7KOQSR19T+Fbe3V9VXLEaZZe/+sZf6cH8CKr2s1haO0WiWbahd9HuWPyA9yXPuOQM/SgBmn3ereJLITnZpdmCUcBsucHBGcDHf6Yp9pPYWsjRaHZnUbvOHuWPyA8Zy/16gZpsel2+mWok1nUBs85plhRiqbmO7GM5bnNZs322xcXmkRzafp0syRssw4Yu2NyoeV6+3figDYu7VPL+0eI9RV07WyHZFn0x1Y9ueD6VNDNqF9GI9NtV0+yHHnzphsf7Kf44x6Vl3WqaDoE4Z5W1LVG43yMGIJyOvRRkdquXEN3qFubjWb5bWzYf6iF9uQexb8cUAeNa6u3xRqal95Fy43evJ5qBvuU7U/JOu3ptzmDzm8s5z8ueP0prfcrSOxnPc7L4bPqQfUE023id3KbpZWwIxg9u+elekW3huNpRPqc730/+3wg+i/l+VcZ8Hvuaz/vQ/wDs9dprHivS9GBWacSTdoouW7fl1qHbqaLXY2lVVUKoAA6ACsXWPFel6MCs04km7RRct2/LrXn2seN9U1TMcLfY4D/DGfmPTqa5ruScknqTyTXNPExWkdTqp4WUtZaHS6x431TVMxwt9jgP8MZ+Y9OprmCpLFgx3HqSc5p1IWCjJOBXJKpOTO6NKEFoN3kffGPcdKcWAGSRikBd/uDA/vGkhiCyuDglcdqOVWuxc7uktf6/EUF3+4MD+8aesKg5PzN6mpKjeZUIAyWPQCkm3pFFNRjrNklRxKzzy7RkcfMeAO3J/Gt/S/Buq6z5UiZgt2wTJIuOD6dyf0967RPA7WksN5b3vn3kI4W4iUxH1wABgn1/PNQ6tKldTevb/giaqVLOC07/APAOQ0fwfqOqlX8ry4T/AMtJQQv5dW/QHqDXf6T4P03TNkjp9pnXBDyDhT7DoPr1qaLX1tnW31a2awk6Byd0LfR/6HBraVldQykEHoQa8+viar02Xl/n1OqlQpp3er8/8hQABgDAFFFFcJ1jJYo542jlRXRhgqwyDWK2hT2DGTRbo246m2k+aE/QdV/Dj2rdoq4zcdiZQUtzEi8QC3kEGr27WMpOBITuic+z/wCODW0rK6hlIIPQg02WKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49qr3JeT/D/gE+9Hz/ADN2isSLxALeQQavbtYyk4EhO6Jz7P8A44NbSsrqGUgg9CDUSg47lRkpbC0UUVJQyWKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49q3aKuM3HYmUFLcxIvEAt5BBq9u1jKTgSE7onPs/wDjg1tKyuoZSCD0INNlijnjaOVFdGGCrDINYraFPYMZNFujbjqbaT5oT9B1X8OPaq9yXk/w/wCAT70fP8zdorEi8QC3kEGr27WMpOBITuic+z/44NbSsrqGUgg9CDUSg47lRkpbC0UUVJQyWKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49q3aKuM3HYmUFLc5aSXSZJ/L8QaJbW1w3HnSQq8b/STH88Grdt4P8OQv50Wl277v75Mi/kxIrblijnjaOVFdGGCrDINYraFPYMZNFujbjqbaT5oT9B1X8OPatlUurKTj83b/AIBk6dndpP5K5sQW0FrGI7eGOJB0WNQo/IVyXjfW49D1LQriYt5Xmyl0B4YbQOR3xkGteLxALeQQavbtYyk4EhO6Jz7P/jg1z3xN0K41zSLS4s1MrWzsdqDOQ2Of0q8PC1Ze02f+XcitK9J8m6Oq0zXtM1eMNZ3kUjEZ2bsMPw61osyqpZiAB1JNfLrpc2rlW3rj1pGuJmGNx59BXe8rV9JaehxLMXbWJ7Z408WaKmj3Fik0N3PMhjVUO4KTxnI9Otb2iSeKPCllD/ZWpnUrcJlrO9OQeGPyMORyRXhGg+HdS1y/jSCCRl3DdIQcD6mvoRGttH0uFJ7hY4beJU3yN2AAyTUVW8IowpO76l0l9ZblVWnQ67Q/iTpGpzizvw+lX+SPIuuA33vut0PC5rsgQRkHIrwa+eXxNA1tZ6ajWzcfa7xMKPdV6nr7Dng16D8Lobiy0C/02e6e5FjfGGORySSpiif+bmu/D4n2vuyVpHFXw/s/ei7o7iiiiuw5QooooAKKKo6rq1po1g93eShI14A7sewA7k0AXqq3+o2el2r3N9cx28KgkvI2Ogz+PQ15vf8AjHxTqu4WDWujwE/K7RefMRj3IUc89D2988zd6Dc6lfR3+pa7f3l3GQQZRGYxg54TbgdT09adhXO01P4h3N8Xg8OWeU5X7dcjCDqMovVuxHY15f4+kuLSCw1vUb6e9uo76Mt5jkIANzbVXoBn2zzXTBr+yjQOFu4xgExptYDgZx09+PT6Csbx1p6ax4VKmVYNjrOPN+XoCMHPTrTsK5NpXjfRNSgVnvIraUj5klbaAf8AePFaY1/RyQF1WyYk4CrOpJPsAa8e0HwBq+qSCRgba2z/AKx8gkewr0Cz0Tw/4XCmX/S73jAI3MT7DtyO9AGs2p3uqAx6Xa7YTwbq5BVf+Ar1b9B71SW00rQ0iW+uZdQu0OYlkO9lJ7KO3I/X3q3t1fVVyxGmWXv/AKxl/pwfwIqC1msLSQxaJZtqF3nD3LH5Ae+XPuOQM0AT7dX1VcsRpll7/wCsZf6cH8CKgtZrC0kMWiWbahd5w9yx+QHvlz7jkDNPu7VPL+0eI9RV07WyHZFn0x1Y9ueD6VLFNqN9EI9MtV0+zA4nnTDEf7Kdvxxj0pgRXdqnl/aPEeoq6drZDsiz6Y6se3PB9Klim1G+iEemWq6fZgcTzphiP9lO344x6VVEml6ddfuVl1bVDkb2O8g9OvRRnGQKluILy8j8/Wr1bS0/5942xkejHv1xQBEJNL066/crLq2qHI3sd5B6deijOMgU69srjUofN1+6jtrMMGFuhx0IIyf0/Ki0undPs/h7Twsfe5lG1f8AE9CKv23huNpRPqc730/+3wg+i/l+VAGZBItxbGy0HS4/s5G1p5lwnTH1PQik0XwxDaaxPbXkn2tIIIpY1cfKpdpAQF6Y+UdvSuvVVVQqgADoAK5LUvFWn6L4jvTMzOzWkKqsY3ZYNISPyYdaHZbgtdjyHxEix+LtWRFCqt3IAB2G41Vb7lO1W5N7r99dFdpnmaTHpk5/rTW+5Vx2M57mhoeo3tjBdR2ly8CzMBJs4LY6c9utPKksWDHcepJzmqemf6uX/e/pV0sFGScCvNryl7RpHr4eEfZqTG7yPvjHuOlOLADJIxSAu/3Bgf3jSQxBZXBwSuO1ZcqtdmnO7pLX+vxFBd/uDA/vGnrCoOT8zepqSmhi8qRRqZJXOFVRyTSTb0iimorWbHVHErPPLtXI4+Y8AduT+NddYfDnVr1BJeXUVkh5CgF2/LgfrW7a+Abyzvo71dZhmliB2JNZZQE+wfj61mq1GF+aV3/XUJQqztyx/r0OY0fwfqOqlX8ry4T/AMtJQQv5dW/QHqDXf6T4P03TNjun2mdcEPIOFPsOg+vWrM2pX2m7Te2SyQZIM1seEHYlTz09K1IZo7iFZYnDIwyCK4K+JqyVlpHy/wAzppUKad3q/MkAAGAMAUUUVwnWMlijnjaOVFdGGCrDINYraFPYMZNFujbjqbaT5oT9B1X8OPat2irjNx2JlBS3MSLxALeQQavbtYyk4EhO6Jz7P/jg1tKyuoZSCD0INNlijnjaOVFdGGCrDINYraFPYMZNFujbjqbaT5oT9B1X8OPaq9yXk/w/4BPvR8/zN2isSLxALeQQavbtYyk4EhO6Jz7P/jg1tKyuoZSCD0INRKDjuVGSlsLRRRUlDJYo542jlRXRhgqwyDWK2hT2DGTRbo246m2k+aE/QdV/Dj2rdoq4zcdiZQUtzEi8QC3kEGr27WMpOBITuic+z/44NbSsrqGUgg9CDTZYo542jlRXRhgqwyDWK2hT2DGTRbo246m2k+aE/QdV/Dj2qvcl5P8AD/gE+9Hz/M3aKxIvEAt5BBq9u1jKTgSE7onPs/8Ajg1tKyuoZSCD0INRKDjuVGSlsLRRRUlDJYo542jlRXRhgqwyDWK2hT2DGTRbo246m2k+aE/QdV/Dj2rdoq4zcdiZQUtzEi8QC3kEGr27WMpOBITuic+z/wCODW0rK6hlIIPQg02WKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49qr3JeT/D/gE+9Hz/ADN2isSLxALeQQavbtYyk4EhO6Jz7P8A44NbSsrqGUgg9CDUSg47lRkpbC0UUVJQyWKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49q3ahubu3s4WmuZkijUZLO2AKuEpLRESjF6s5ySXSZJ/L8QaJbW1w3HnSQq8b/STH88GrA8O+FdMhe5ewskixkvN86/huzTpb681uNoNNsR9mbhrm8UhMf7K9W/QehqDw54dtrae9husXTWV1sgMg4QGNH4HQfexx0rqu1G7k15J/1Y57Jy0Sfnb+rk1vd3N0nk6Bp0dtbf8/M0floP91Bgt+g96u2nh23SZbq/le/ugch5uVQ/7K9B9etbIAAwBgCqt9qNpp0Pm3c6RL0G48k+gHc1h7RvSC/z+825EtZf8AtAADAGAK3fh+QY9fIIP/Ezxx/17QVwf2/V9X4063+xWx/5ebpfnYf7Kdfzxj0Ndp8MrZrSx16F5WlYaqzb2PJzBCf616GXQ5aru9bHDjpc1NW2udxRRRXunjhVW/1Gz0u1e5vrmO3hUEl5Gx0Gfx6GrVeC+ONPv/EXxL1uNL4x/wBkrbfZY2G5MvEG5H1z+dAHban8Q7m+LweHLPKcr9uuRhB1GUXq3Yjsa8v8fS3Fnb2Guaje3F9dR30ZO98IB8zbVXoBn2zg1op4jutLkEGu2TQAcLcRDMZHP5cCm+LtMXxV4aMNjMkhWQSqVOckAjH61VibkmleN9E1KBWe8itpSPmSVtoB/wB48VpN4h0VVJOr2OB6XCH+tfPt1pt7p87RSxSRuOoIINXbKN3iyxw4/vCplPlV2XGHM7I9O1j4gwoGh0uLzW6ea/C/gOp71g+ELDUdTup5obhJPsO1lhuAWQls9PQ8HpXMbypxINvv2rvPhjPEl3qsTOA8giKjPXG7P8xWFOcpT12OirThCHu7m5ZT6x4gt2ZjFptojNG/lvvYlTtbBwMDr9MUWk9hayNFodmdRu84e5Y/IDxnL/XqBmsPWdXvtOTVdMui9pbFriSCQQlvPLszAZ6AfN/npV7T9JuNI8Oafd6fezRfaUg82JgGG+QquQDjHLV0nIaV3ap5f2jxHqKuna2Q7Is+mOrHtzwfSpYptRvohHplqun2YHE86YYj/ZTt+OMelVNRm0rwsYp7oSX2ozZVJJmyc/Xoo6dMVLNFd38P2nWL5LWzPIgibGR6Me/XBpgRiTS9Ouv3Ky6tqhyN7HeQenXoozjIFS3EF5eR+frV6tpaf8+8bYyPRj364plpdO6fZ/D2nhY+9zKNq/4noRV+28NxtKJ9Tne+n/2+EH0X8vyoAoWl07p9n8PaeFj73Mo2r/iehFX7bw3G0on1Od76f/b4QfRfy/KttVVVCqAAOgArF1jxXpejArNOJJu0UXLdvy60aLcN9jaVVVQqgADoAKxdY8V6XowKzTiSbtFFy3b8utefax431TVMxwt9jgP8MZ+Y9Oprmu5JySepPJNc08TFaR1OqnhZS1lodLrHjfVNUzHC32OA/wAMZ+Y9OprmCpLFgx3HqSc5p1IWCjJOBXJKpOTO6NKEFoYs2ft0meuf6VM33KhnOb+U+9TN9yvWh8KPEqfEybTQ5SQLgfNyT9K0FhUHJ+ZvU1S0n/Vzf739KutKAwRfmc9AK86tzOo1E9WjyxpKUmSVHErPPLtGRx8x4A7cn8aScCE4urgQnrtUbj/OrVr4jWG/gujcJK8C7Y1ltUCD3wGHPvRClZNvUxnjIya5Nu9jb0fwfqOqlX8ry4T/AMtJQQv5dW/QHqDWzr+k2fg2w03VFBuJYrxVfzPukFG7dOMDnrwK0NI8fpcBBe26JGSQJYSSB6ZXqKs/ELSZ9d8KeXZ/O0cyzYHcAMP6157rVVVjCouWL/rc64KlUpSnTfNJfh8uhq6R4o0nWIkNveRCUjmJmww/A1sMyqpZiAB1JNfLrxXVs5Rg67eo7UhuJmGNx59BWssri3eMtBRzGSXvRPePEPjrR9KtZUjuY7i4KkKseHUH37Uui6TeQ+H9NutMvmjke1jd4Zhujcldx9weeua8W0TQL/XtQS3iRzk/MzdhX0CskOgaDbJMSy28UcI2jl2wFAHuTXPiaUaEVTpu7b1NqFSVZuc1ZIrxeIBbyCDV7drGUnAcndE59n/xwa2lZXUMpBB6EGsgHVNUtJFktrazR+FW4XzjjHcAgZ69+9Zmm+FtX0mV2tfECCJ2z5DWZMa9eFHmcDmuNwg1vZ/edSlNPa6+46uise71W80tt97Zq9mBlriBvuepZT29wfwrXR1dAykFTyCKxcWlc1Uk9BaKKKkoZLFHPG0cqK6MMFWGQaxW0KewYyaLdG3HU20nzQn6Dqv4ce1btFXGbjsTKCluYkXiAW8gg1e3axlJwJCd0Tn2f/HBraVldQykEHoQabLFHPG0cqK6MMFWGQaxW0KewYyaLdG3HU20nzQn6Dqv4ce1V7kvJ/h/wCfej5/mbtFYkXiAW8gg1e3axlJwJCd0Tn2f/HBraVldQykEHoQaiUHHcqMlLYWiiipKGSxRzxtHKiujDBVhkGsVtCnsGMmi3Rtx1NtJ80J+g6r+HHtW7RVxm47EygpbmJF4gFvIINXt2sZScCQndE59n/xwa2lZXUMpBB6EGmyxRzxtHKiujDBVhkGsVtCnsGMmi3Rtx1NtJ80J+g6r+HHtVe5Lyf4f8An3o+f5m7RWJF4gFvIINXt2sZScCQndE59n/wAcGtpWV1DKQQehBqJQcdyoyUthaKKKkoZLFHPG0cqK6MMFWGQaxW0KewYyaLdG3HU20nzQn6Dqv4ce1btQ3N3b2cLTXMyRRqMlnbAFXCUloiJRi9WZUXiAW8gg1e3axlJwJCd0Tn2f/HBrUnvLa1tzcT3EccIGS7MAKx5b681uNoNNsR9mbhrm8UhMf7K9W/QehqDw54dtrae9husXTWV1sgMg4QGNH4HQfexx0rZ04WvLR9v62MlOV7LVd/63LQ1TUNUO3SLTZEf+Xu6Uqv8AwFerfoPerNp4dt0mW6v5Xv7oHIeblUP+yvQfXrWxwq9gAPyrmtb8b6VpBaFHN1ddBDDzzz1P4Uoc83y0l/Xr/wAMOXLFc1R/16HS8KvYAD8q56y1nT7a41u4muY0j+2gAk/ePkxDA9TkHiufNr4s8Xkm5f8AsrTmz8g4Zhz+NdNovhPStDT9xD5kpOWll+Yk8/4mrdOFOLU5XfZf5kqc6jTirLz/AMhn2/V9X4063+xWx/5ebpfnYf7Kdfzxj0NWrLQLS1m+0zF7u773FwdzfgOij2GK1ao6hq9jpaA3U4Vm4WNRudz6BRyTWSlKXuwX3GjjFe9Nl6t34fkGPXyCD/xM8cf9e0Feftda1q/ECf2Zan/lpIA0zD2HRfxz9K7f4Y24tNO1uEO8gXU/vOck5t4DzXsYHCVKUueemh5eMxMKi5IHc0UUV6p5oV4zeso+K/i9SfmIsyB/2wFezVyPiX4f6dr98dThuJ7DVCAPtMLfeAxgMp4IwMfjTQHJyxRzxtHKiujDBVhkGucuvChgla60S6exnOT5ecxseeo+prWvrbxJ4XIXWbH7bZjA+3WSlgPujLJ1HJP5VNY6jaalAJrSdJUIz8p6fWq0ZJzMmtyWv+i+JdNURk4E4TfE3Xr6dBXAa41h/wAJHe/2cYvshKeX5WNv3RnGPfNe2SxRzxtHKiujDBVhkGuN1z4d2N8Xn09/ss5ydvVCefyqKkOaNi6c+SSkecEAjBqMRtFIJYJGikU5BU4xVzU9F1XQpCt5bsY88SLyp69/wqmkySdDz6GuBwqU3dHpKdKsrM6TTvHF1BGtprVrHqFp0JkUE449eD0rsp9RsvFHhyS00W5iiuf3Zjjb5TGVZWHHtivLSARg1GI2ikEsEjRSKcgqcYraGJW0jnqYRrWB22meH7q98Q2I1bTLlmhVzeT3BMkc5K/LjPAwf6Vr6Ro9nJ4q1m0ljMlvZeT5MbuzKu9CTwTiub0b4g6jpxSHUk+1QDA39HA47960NO8a6XbeINc1BvOMd2IPJQJ8zbFIPsK6lKLVzkcZJ2aPRlVVUKoAA6ACsXWPFel6MCs04km7RRct2/LrXn2seN9U1TMcLfY4D/DGfmPTqa5ruScknqTyTWE8TFaR1OinhZS1lodLrHjfVNUzHC32OA/wxn5j06muYKksWDHcepJzmnUhYKMk4Fckqs5M7o0YQWiG7yPvjHuOlOLADJIxSAu/3Bgf3jRHCqSHPJwD/OjlXUOaW0df6/EAXf7gwP7xp6wqDk/M3qakpqsZJVhiUySscKq9SaSbekUNqMdZswrj/kIzf71St9ymXaPHqk8ci7ZFbDKexHUU9vuV68PhR4dTWTNfwrDZyzym+huZYVYEpAVBP1yRxW/r+u2sMVlbW+miztEl3jO3cxC45I+vr2Fc/wCGpvKW4HlyOGYZKIWxgH0qxriRapAqwSAyQk5Ugqf1+lc05PncbaHNOrN1PZyXu/8AAMbUbZry7eaJwwdiQP16fjULaPegZMLKB3Kkf0qsyXMDY+cAenSg3EzDAY8+gq7HWk0kkb9tJHpumSwyyq8swChQc4/zmup0zWtV0i2QWsb5VVHlbw0T4zk8tkE9eO/TArz6x0+5u7hTtYAMMs1dtDcRJGsKF5WRQD5cbN29hXNWgno1c5Z16mGlelq3udjZeJfDutTLHrGnW0F3/wBPMKsD16MR/nNdGvh/QnUMukacQehFsn+FeZ6RbR6v4jsILqzLW5kO9HG1iNp5+gOK9CfQLzTWMmiXZRe9tOdyH6Ht1JryMRTjTkoxk183Y+iwFedelz1Iq5sQW0FrGI7eGOJB0WNQo/IVx/j3Xf7DvtCkkUNbtM7SKVBzt24/Hk1sweI0jlFvqtu9jP6vyh+jfl+dc58VNPi1DQLe6EqeZbyHYM/eDYBx69B+tY4eFq0VU2Z2V5XpNw6HT6V4o0jWEU215GJCP9U7BXH4d612ZVUsxAA6kmvmQWdxEvMpU/3c1DLJcL8rE5PpXe8si3eMtDjWYSStKOp7j4r8aaVZadPawXEVzcSqUCxkMBnjk9Km0XSbyHw/ptzpl6YpHtY3eCVd0Tkrk8dQee35V4voWhX+ualFBCjk5BLN0Ar6AWSLQNDtYpSz+TEkChRy7BcAD8qxxNONCMadN3beppQqSrSc5qyRXi8QC3kEGr27WMpOBITuic+z/wCODW0rK6hlIIPQg1i/8TnVbdw8FnZwvwqXCGZ9uD1AYAHp3NZ+m+FtX0mV2tfECCJ2z5DWZMa9eFHmcDmuNwg1uk/v/r8TrU5p7XX3HV0Vj3eq3mltvvbNXswMtcQN9z1LKe3uD+Fa6OroGUgqeQRWDi0rmqknoLRRRUlDJYo542jlRXRhgqwyDWK2hT2DGTRbo246m2k+aE/QdV/Dj2rdoq4zcdiZQUtzEi8QC3kEGr27WMpOBITuic+z/wCODW0rK6hlIIPQg02WKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49qr3JeT/D/gE+9Hz/ADN2isSLxALeQQavbtYyk4EhO6Jz7P8A44NbSsrqGUgg9CDUSg47lRkpbC0UUVJQyWKOeNo5UV0YYKsMg1itoU9gxk0W6NuOptpPmhP0HVfw49q3ahubu3s4WmuZkijUZLO2AKuEpLRESjF6syovEAt5BBq9u1jKTgSE7onPs/8Ajg1qT3lta25uJ7iOOEDJdmAFY8t9ea3G0Gm2I+zNw1zeKQmP9lerfoPQ1B4c8O21tPew3WLprK62QGQcIDGj8DoPvY46Vs6cLXlo+39bGSnK9lqu/wDW5aGqahqh26RabIj/AMvd0pVf+Ar1b9B71ZtPDtuky3V/K9/dA5Dzcqh/2V6D69a2OFXsAB+Vc1rfjfStILQo5urroIYeeeep/ClDnm+Wkv69f+GHLliuao/69DpeFXsAB+VcPceNtO0bUtZi2yT3D3StHHGM7v3Ma9enVTVY2vizxeSbl/7K05s/IOGYc/jWn4T8L2Ok3mpjYJ5YLkRpLKAWwYkbr/wM1tGnTpxftHd9l69zKU6lRrkVl3f+RmG18WeLyTcv/ZWnNn5BwzDn8a6XRfCOk6IA0EAkn7zS/Mx6/l1rdqjqGr2OloDdThWbhY1G53PoFHJNZSrVJ+5BWXZf1qaKlCHvyd33ZeqjqGr2OloDdThWbhY1G53PoFHJNZTXWtavxAn9mWp/5aSANMw9h0X8c/SrNjo1nYOZUQyXDfenlO52/E9vau2hlk5a1NF+JyVswjHSnqVmuta1fiBP7MtT/wAtJAGmYew6L+OfpVmx0azsHMqIZLhvvTync7fie3tWhVO51OC3mW3XdPdPgJbwrudiTgcDpzxk17VKhToq0EeVUrTqu8mXK6P4dOr22vMpyP7Uxn6W8FYuneD9d1vbLqUv9lWTYPkxndO444J6LkEjjkEV32jaLZaDp4srBGWLO5izFizYALEnucVq2ZpGhRRRUjCiiigAIBGCMiuM1z4baPqk5vLAvpV/kHz7XgN937y9DwuK7OigDxi+tvEnhchdZsfttmMD7dZKWA+6MsnUck/lU1jqNpqUAmtJ0lQjPynp9a9hIBGCMiuM1z4baPqk5vLAvpV/kHz7XgN937y9DwuKpMVjmJYo542jlRXRhgqwyDXG658OrG93zac32Wc5O3qhPP5V0t9beJPC5C6zY/bbMYH26yUsB90ZZOo5J/KprHUbTUoBNaTpKhGflPT609GLY8V1PRdV0KQreW7GPPEi8qevf8KppMknQ8+hr32WKOeNo5UV0YYKsMg1xuufDqxvd82nN9lnOTt6oTz+Vc88PGWx008TKOj1POCARg1EYcHMZ2n07Grup6LquhSFby3Yx54kXlT17/hVNJkk6Hn0Nckqc6fodsalOr6ke8qcSDb79qcWAGSRipiARg1BHGonk4HGMVKUXqW3KNlvcAXf7gwP7xp6wqDk/M3qakpqsZJlhiUvKxwqr3NCbekUDUY6zY6n2trc3135VpA8zkAYQdOe57dRXXab8PJ7hEl1G8MIPPlQjn8z/hXYWWitYIqQandiNc/IUhwevXEYPf1rpp4f+Y5KmK6QOU0j4fu+2bVpsDg+REfp1P51peJ3sfCujWd1bWqIIbpQu0DPKnPJB7CtyWW/sTNNKVurfcWUIm10XsPf6+1YXxAtotT8GGUyeWiMk67hyeCAP/Hq6lFRVkccpSk7yZ5Dq1z9s1+9u9hT7RKZQpHQN8w/Q0xvuVe8SRJDryJGoVfsNmcD1NtESfqTzVFvuVrHYxnuaGhtH5F1HvuluXI8nyXCrnvv74x6VqW+mmS3WUAStIoZtxw2SOzf41k6LMbNvtMgAheQxbvfAP8AhXQ6ZdxoFtpDtZQACTww7YNclZyT0OTEyqR+FFWC4tUQx3kQJRiod03ZAOOuKnMulAZC25z2EYJ/LFap04O5lhuJIZD3GGH5Gj7BqBPz6sxT0ECg/nWF09bnG5wlrdr5swjIbq+8mC2/dovKMNg69SO49qbexXkcyGCVkkMZysRK8Lj069a3RawWAklaVi8mC7yHk1mSXSG4N0f9SilU9WY9sfhTUtdC41XzLkWi/FnYeDbqy0qwivb2G4Xz1GL5/mQcDcCeq4OeTx0rvHv7SO2Fy9zEISMh9wwa4TwxdazN4Zg062sVtkBfdcTDghmLfKv/AAL9Knt9O0Xw8FjlZru8Zi6xKu4ljjJCDoMj8M1xywEq03KWmvrp+h9ZDGRpQUYq+npZmtfak+swNDZ2StbdTc3S4UDg5Veprya+kEcjRx3E0sCttiEshI92x2BOTj+dd/4kutYHh+5uZVjsbfbsWDhpG3HaMnoOvQZ+teZysDKE6Ku1B+NdaoQopQgYqtOq3OQixykFk7/xEcn/AOtVrSLi1tNbtJ9Rtklt1fEquu5WBBGce3X8KmUrtAHQVVkI3M5U4B2qPU1mpc10bygopano3/CxNEsZUgs9PkW15y6IsYH0Xv8ApUHibx1YQz6NcWVws0AmZ5lHJxjaARn/AGiRn0FefpHj53wXP6VXvbU3MeyNCzk8BRkmsIYejzo0nUq8jaPctK8UaRrCKba8jEhH+qdgrD8O9a7MqqWYgAdSTXy40VzbOVIdcdaGnmYY3nPtRLK4t+7LQiOYyS96J7r4n8b6Tp9nJBDNFdzyDZsQ7l59T0q5aaJcWNhbSaNqAUCMHynG6GTPOR3HXg5/OvEdC8O6lrt/GkEEhXcN0hBwv1Ne/CWLQdEtY5iz+TEkKhRkuwXAA+uK58TSjQUYU3dvc2oVJVm5zVl0K8XiAW8gg1e3axlJwJCd0Tn2f/HBraVldQykEHoQaxCNZ1W3dXhtLKF/urOhmfbznIDAA9O5rO0rwrq+js32bxEDGxz5T2eUHsBv4H0rkcINbpPtv/X4nUpzT2uvuOtorHu9VvNLbfe2avZgZa4gb7nqWU9vcH8K10dXQMpBU8gisHFpXNVJPQWiiipKGSxRzxtHKiujDBVhkGsVtCnsGMmi3Rtx1NtJ80J+g6r+HHtW7UNzd29nC01zMkUajJZ2wBVwlJaIiUYvVmVF4gFvIINXt2sZScCQndE59n/xwa1J7y2tbc3E9xHHCBkuzACseW+vNbjaDTbEfZm4a5vFITH+yvVv0Hoag8OeHba2nvYbrF01ldbIDIOEBjR+B0H3scdK2dOFry0fb+tjJTley1Xf+ty0NU1DVDt0i02RH/l7ulKr/wABXq36D3qzaeHbdJlur+V7+6ByHm5VD/sr0H161scKvYAD8q5rW/G+laQWhRzdXXQQw8889T+FKHPN8tJf16/8MOXLFc1R/wBeh0vCr2AA/KuHuPG2naNqWsxbZJ7h7pWjjjGd37mNevTqpqsbXxZ4vJNy/wDZWnNn5BwzDn8a6XRfCOk6IA0EAkn7zS/Mx6/l1rVQpUk/aO77L9WZuVSo1yKy7v8AyOaNr4s8Xkm5f+ytObPyDhmHP410ui+EdJ0QBoIBJP3ml+Zj1/LrW7VHUNXsdLQG6nCs3CxqNzufQKOSazlWqT9yCsuy/rUtUoQ9+Tu+7L1c9FrFjpt9rRuZwGN6oVFG53PkRcKByTwelNa61rV+IE/sy1P/AC0kAaZh7Dov45+lWbDRbKwcypGZLhvvzync7fif5V34fLpyV6mif3nHXx8U/wB3qVmuta1fiBP7MtT/AMtJAGmYew6L+OfpVmx0azsHMqIZLhvvTync7fie3tWhVO51OC3mW3XdPdPgJbwrudiTgcDpzxk17FKhToq0EeXUrTqu8mXKp3OpwW8y267p7p8BLeFdzsScDgdOeMmtXTvB+u63tl1KX+yrJsHyYzuncccE9FyCRxyCK7jRfDWlaBDssLRUc/fmb5pHOBkljzzgVq2ZWOH07wfrut7ZdSl/sqybB8mM7p3HHBPRcgkccgiu40Xw1pWgQ7LC0VHP35m+aRzgZJY884Fa1FSUFFFFABRRRQAUUUUAFFFFABRRRQAEAjBGRXGa58NtH1Sc3lgX0q/yD59rwG+795eh4XFdnRQB4xfW3iTwuQus2P22zGB9uslLAfdGWTqOSfyqax1G01KATWk6SoRn5T0+tewkAjBGRXGa58NtH1Sc3lgX0q/yD59rwG+795eh4XFUmKxzEsUc8bRyorowwVYZBrjdb+HVje75tOb7LOcnb1Qnn8q6W+tvEnhchdZsfttmMD7dZKWA+6MsnUck/lU1jqNpqUAmtJ0lQjPynp9aejFseK6nouq6FIVvLdjHniReVPXv+FVtPt7jULt47S3klkbGAo6dufSvepYo542jlRXRhgqwyDXM3Xg9La4e90Oc2N0c5Uco3XqPxrJ0Ys2jXmuphaR8P3fbNq02BwfIiP06n86u+LfsnhjSNNu7O2SNbe9XhRjIKMDmry+I7rTJPJ16zaAZOLmIboz1/LgUzxdpi+KvDRhsZkkKyCVSpzkgEY/WrUVFWRnKUpO8mSaV430TUoFZ7yK2lI+ZJW2gH/ePFaZ8QaKBn+17D/wJT/Gvny60290+dopYpI3HUEEGoT9ox/y1/Wi4rHs3iH4haXZWksVjOZ7kqVVoxwp9cnrWKmoWnivR4dAN6thbWVjHJcXMqhlBUqnqMDLDmuI0Xwpq2tSZtrVig5Ltwv512XhTwab63nnN2k1nqlp9lk8lC728nmxldy9QNyrk9ACTxjNMLGxe/DdvEFjp721yI72G2jtzMRvhnVI0CsGXO35eMEZyvvk5C/CjVHkeEaxo7vHnzEimeR1x/shM1m/8It4x0BlfSWvp7aQBkn0yR3VgQCD8ns1PYfERkKkeKCCMEEXHNWr9zN2vqi7q+h2+n6PZaPcTyW+mJIb2S4uI/JkeUgLsEbcjjby3b8awrO1hud9o0vlXMZ2sG+ZTirtn4Tvo7yPVPEhkiRJFf7PMzfaLk5zsVeuTj+tMurEW/iCe81RglzfTSzyWjL88JZsgN/tHceB0xWVRaE1U3C66EkWkatbtuiuQUHRI5iv8wRRczatGgW4M0Sk4DefH/wCyrmtTTtA1TUZkksGntLXgl5mJB+in2P6V0cWnaNoUiG6dr7USMquN7k8dFHQZH4ZrGMJPVnNClObUp2+7U4/SPDOtaw4eTKwbgRNcEtkcdAev5V10Gl6H4fdPPZr3UCPlXG9yeOijoMj8K0nTVL6IyXcy6TYgcqpBlI9z0X6DP1qtbXltbs9v4esDPKTh7mTOM9Mljyx6fhW6ikdiilsiy6apfRGS7mXSbEDlVIMpHuei/QZ+tVra8trdnt/D1gZ5ScPcyZxnplmPLHp+FNuraCErc+IdQ86T7y26H5R9AOuM/kamifVNQiEdhbrplkBxJIvzY9l7dP1qijJ8S2aLo9zPrWo+bdeWzQwK21FfHHHfBP615zs8yWUZx90g/hXqbvpOltIltHLqeokHLffIPI69B6flXlsSNHNLG6lXTCsD2I4Nc1fRXR1YezfK/wCtxDLLEp3D8RUi/M8a4+4mT9TTZpFCMvU46CpohnzG/wBrH6Vy3929jtteVr3FNX/Dlve3PiG1FhFFLcRkyKs2dnA6nA9xVBq6/wCGULP4iu58DbHalT9WZcf+gmuecuWLkb2u0jqGvdLuLgRa/pEEFz2a4hV1PfhiP85rUXw/oTqGXSNOIPQi2T/CtS4tYLuIxXEKSof4WGawX0C801jJol2UXvbTnch+h7dSa8xTUtm4/N2/4B0OLW6v8lc2ILaC1jEdvDHEg6LGoUfkK5Lx14gOgXeiStzCZ3eReu4BQMY/4GT9QK1oPEaRyi31W3exn9X5Q/Rvy/OsT4j+Hp/EGk289mQ72u9go53A46flV0IJVl7XZkVpN0n7PdG/pXijSNYRTbXkYkI/1TsFcfh3rVkljhjMksiog5LMcAfjXy88NzbOUIdcHnGaDNM4wGYn2r0ZZXFv3ZaHEsxklrHU908TeONIsLKSGCeG8mkGwJGQ688ckcVdtNEuLGwtpNG1AKBGD5TjdDJnnI7jrwc/nXiOg+HdS1y/jSCCQruG6Qg4X6mvoKAwaNo1tHdXCRx28KRtI7YHygDNc+JpxoJQpu76m+HqSrNzmrLoU4vEAt5BBq9u1jKTgSE7onPs/wDjg1qT3lta25uJ7iOOEDJdmAFY8t9ea3G0Gm2I+zNw1zeKQmP9lerfoPQ1k+F9Dhg8TavZXT/ak04wm38wfKhdSxKr0X04rm9lFpyejXT+tjf2kk0lrfr/AFubI1TUNUO3SLTZEf8Al7ulKr/wFerfoPerNp4dt0mW6v5Xv7oHIeblUP8Asr0H161scKvYAD8q5rW/G+laQWhRzdXXQQw8889T+FRDnm+Wkv69f+GKlyxXNUf9eh0vCr2AA/KuHuPG2naNqWsxbZJ7h7pWjjjGd37mNevTqpqsbXxZ4vJNy/8AZWnNn5BwzDn8a6XRfCOk6IA0EAkn7zS/Mx6/l1rVQpUk/aO77L9WZuVSo1yKy7v/ACOaNr4s8Xkm5f8AsrTmz8g4Zhz+NdLovhHSdEAaCAST95pfmY9fy61u1R1DV7HS0BupwrNwsajc7n0Cjkms5Vqk/cgrLsv61LVKEPfk7vuy9VHUNXsdLQG6nCs3CxqNzufQKOSaymuta1fiBP7MtT/y0kAaZh7Dov45+lWbHRrOwcyohkuG+9PKdzt+J7e1dtDLJy1qaL8TkrZhGOlPUrNda1q/ECf2Zan/AJaSANMw9h0X8c/SrNjo1nYOZUQyXDfenlO52/E9vatCqdzqcFvMtuu6e6fAS3hXc7EnA4HTnjJr2qVCnRVoI8qpWnVd5MuVTudTgt5lt13T3T4CW8K7nYk4HA6c8ZNauneD9d1vbLqUv9lWTYPkxndO444J6LkEjjkEV3Gi+GtK0CHZYWio5+/M3zSOcDJLHnnArVsyscPp3g/Xdb2y6lL/AGVZNg+TGd07jjgnouQSOOQRXcaL4a0rQIdlhaKjn78zfNI5wMkseecCtaipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAAgEYIyK4zXPhto+qTm8sC+lX+QfPteA33fvL0PC4rs6KAPGL628SeFyF1mx+22YwPt1kpYD7oyydRyT+VTWOo2mpQCa0nSVCM/Ken1r2EgEYIyK4zXPhto+qTm8sC+lX+QfPteA33fvL0PC4qkxWOYlijnjaOVFdGGCrDINc5deFDBK11ol09jOcny85jY89R9TWtfW3iTwuQus2P22zGB9uslLAfdGWTqOSfyqax1G01KATWk6SoRn5T0+tPRiOZk1uS1/0XxLpqiMnicJvibr19OgrWs9N0KULcWdhp57q8UKcfiBWvLFHPG0cqK6MMFWGQa5y68JmCVrrRLp7Gc5Pl5zGx56j6mgDoAMDA6V84WGrahpGotcafdy28gcnKH3zyOh6Cval8R3WmSeTr1m0AycXMQ3Rnr+XAryLXtAk0u+donSe3b5kljOQRQtwOk0z4o67YytMbfTbi5dAjXEtqFkZR0BZCpOOevqasW/xS1q3umuI7a3aRuoknupE9PutMVH5VwUdXraMuCQQCPUUVGoRuKnGU5cqOhv/GGtaq8rhbSxEzb5fsduI2kOepblieBzntU/gzRrq9v7q8tXiaW0CEpOu4SFs9/Ubc1z28qcSDb79q7z4YzxJd6rEzgPIIioz1xuz/MVzU5ylPXY7KtOEKfu7nQ2r6lrlmJpJk061Uskiw/M5ZWKkBiMAcen48VFaX1pCXt/Dlj9olJIkunORnplmPLEcfhXN63fajZPqunXk8tpaGSeW2KQlvOLOWCluw5/WrDadfaJomhSaZqE9udQkhimQ7WAaRc5GRx3roOQ27q2ghK3PiHUPOk+8tuh+UfQDrjP5Gpon1TUIhHYW66ZZAcSSL82PZe3T9agv5NJ8JrHLPG93fTHCNIcnOO5PA64qSeO6vYPtWtX8dpZY3eTG+Bj/ab8SDTAYj6TpdwUtY5NT1I/xH5yDyOT0HpUlzDd3cRuNcvks7McmCNtox/tH8SDS2ck0kfk6Bp6wQdDd3CkA+4X7zfjjPrWha+H4EmW5vpHvroch5uVQ/7K9B/OgChYySSKIdD04Q22RuupwVyOMkDqx9zxXk+prPDrN+kzmSRbiRZXHG4hjk47c179wq9gAPyrwvWPLfXtVkzwb2Uhv+BGsqrSjqa0U3LQz9yGJtvoeKu24/cAn+LJ/M1QaJWXcpyvqOorSt45EtwJOo6fSuKaSjoz0KcpOWq6ET8U/SdYvtG1FrqxkVXwAQwyGGc4NNmGM1SVgruScDiso9VY2n0uesaH8SLG8KQamn2Sc4G/qjHjv2rtYpo54llhkWRGGQynINfOnzSDCrhfVv8ACu3+HdtqFw2pLaai8LW4j2Kw3Rktnqv/AAHHXvXJXwsFFzTt5f1sXTrz5lHdd/63PUri1gu4jFcQpKh/hYZrBfQLzTWMmiXZRe9tOdyH6Ht1JqVden09hHrdobYdBdR/PCfqeq/jx7mtuKaOeNZInV0YZDKcg1w3nT9PvR1e5P1/E5Vr3S7m4EWv6RBBc9muIVdT34Yj/OavT6T4atbc3E+naVHCBku1vGB/Ktq4tYLuIxXEKSof4WGa5DQ9JtP+Ev1q2ePzIbAwG3SQlhGXQkkAng1pFqSbTat0v+WpnJOLSaTuXre7ubpPJ0DTo7a2/wCfmaPy0H+6gwW/Qe9XbTw7bpMt1fyvf3QOQ83Kof8AZXoPr1rZAAGAMAVVvtRtNOh827nSJeg3Hkn0A7ms/aN6QX+f3mnIlrL/AIBaAAGAMAV55c+KLXw54z8RmWKSaWcW/kpGM5Kx8g+nWuk+36vq/GnW/wBitj/y83S/Ow/2U6/njHoan0/w3YWNw92yG5vZDl7mbBYnGPoOPStKfJTv7TW/T5mc+apbk0t1OVNr4s8Xkm5f+ytObPyDhmHP410ui+EdJ0QBoIBJP3ml+Zj1/LrW7VHUNXsdLQG6nCs3CxqNzufQKOSaUq1SfuQVl2X9ajVKEPfk7vuy9VHUNXsdLQG6nCs3CxqNzufQKOSaymuta1fiBP7MtT/y0kAaZh7Dov45+lWbHRrOwcyohkuG+9PKdzt+J7e1dtDLJy1qaL8TkrZhGOlPUrNda1q/ECf2Zan/AJaSANMw9h0X8c/SrNjo1nYOZUQyXDfenlO52/E9vatCqdzqcFvMtuu6e6fAS3hXc7EnA4HTnjJr2qVCnRVoI8qpWnVd5MuVTudTgt5lt13T3T4CW8K7nYk4HA6c8ZNauneD9d1vbLqUv9lWTYPkxndO444J6LkEjjkEV3Gi+GtK0CHZYWio5+/M3zSOcDJLHnnArVsyscPp3g/Xdb2y6lL/AGVZNg+TGd07jjgnouQSOOQRXcaL4a0rQIdlhaKjn78zfNI5wMkseecCtaipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAIBGCMiuM1z4baPqk5vLAvpV/kHz7XgN937y9DwuK7OigDxi+tvEnhchdZsfttmMD7dZKWA+6MsnUck/lU1jqNpqUAmtJ0lQjPynp9a9hIBGCMiuM1z4baPqk5vLAvpV/kHz7XgN937y9DwuKpMVjmJYo542jlRXRhgqwyDXK6p4Hgm3y6ZL9mlOSYm+aNjyenbk1u31t4k8LkLrNj9tsxgfbrJSwH3Rlk6jkn8qmsdRtNSgE1pOkqEZ+U9PrT0YtjzGbw7ptpKIddsbmz54urZ8xt19QccAfnXP3tvZWWrXNvY3Hn2ylfLk3A7uMnkcdSa91lijnjaOVFdGGCrDINcbrnw7sb4vPp7/ZZzk7eqE8/lUVIc0eUunPklzHnBAIwajEbRSCWCRopFOQVOMVc1PRdV0KQreW7GPPEi8qevf8ACqaTJJ0PPoa4HCpTd0ekp0qyszpdN8c3dsi2us2yX9qMDLqCwHHr16V1Wo3Np4y0aCPR72OK7gmSeNHO0qVBHT/gVeaEAjBqMRtFIJYJGikU5BU4xW0MStpHPUwjWsD0fQdKln1lRqulSCSK0dZ558uJ3ZkIIY8cYbjPFWNF0q1/4SzWLd4/MhsTAbdJCWCF0JJGTwa5nRviDqOnFIdST7VAMDf0cDjv3q5Z+N9Ptde1zUEimkW7EPkJtwSUQg59Oa6lKNr3ORxknax6Vwq9gAPyrnda8aaXpO6NX+03I/5ZxHODz1PbkV59rHi7VdYLI0v2e3P/ACyiOMjnqe/WsLGK554lLSOp008JJ6y0N3WPF2q6wWRpfs9uf+WURxkc9T361zqg7CQC22XOPWpaIOj/AO+a5/ayd2zqdGMWorzGsyu0rR/dKcjHetdulZsn+qf/AHTWk3Ss5O6NYR5XYpzd6qRKGlYkZxjFW5uhqrbLJLdrBCm+WUhUGcZNOCbukFRpJOWxNXf/AArU79Yk42sYQPwDZ/mKp6X8O5ZlWXVbt4j1EUGMjp1JBFbMHgs6bI0ukazeWcjHLZVHU8H+EACrnhJSpuN9WcyxkVNO2iO5ZVdSrAEHqCKxJfDot5DPo9y1hKTkxgboXPun+GDWa+u6roHl/wBsbLy1ZtrXUSbCnuy+nQV1Frd297As1tMksbdGRsivFqUauHdpf8A9SnVpV1df8Ex116fT2Eet2hth0F1H88J+p6r+PHuaytM1fT7Xxf4ouZruJYmFrtbcDvxGRgevPpXZMqupVgCD1BFchoWn2qeOPEaiBNsP2bywQMLmM5xTpuDjNtW0/VCmpKUbPr+jNH7fq+r8adb/AGK2P/LzdL87D/ZTr+eMehq1ZaBaWs32mYvd3fe4uDub8B0UewxWrVHUNXsdLQG6nCs3CxqNzufQKOSayUpS92C+40cYr3psvVR1DV7HS0BupwrNwsajc7n0CjkmsprrWtX4gT+zLU/8tJAGmYew6L+OfpVmx0azsHMqIZLhvvTync7fie3tXoUMsnLWpovxOGtmEY6U9Ss11rWr8QJ/Zlqf+WkgDTMPYdF/HP0qzY6NZ2DmVEMlw33p5TudvxPb2rQqnc6nBbzLbrununwEt4V3OxJwOB054ya9qlQp0VaCPKqVp1XeTLlU7nU4LeZbdd090+AlvCu52JOBwOnPGTWrp3g/Xdb2y6lL/ZVk2D5MZ3TuOOCei5BI45BFdxovhrStAh2WFoqOfvzN80jnAySx55wK1bMrHD6d4P13W9supS/2VZNg+TGd07jjgnouQSOOQRXcaL4a0rQIdlhaKjn78zfNI5wMkseecCtaipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooACARgjIrjNc+G2j6pObywL6Vf5B8+14Dfd+8vQ8LiuzooA8YvrbxJ4XIXWbH7bZjA+3WSlgPujLJ1HJP5VNY6jaalAJrSdJUIz8p6fWvYSARgjIrjNc+G2j6pObywL6Vf5B8+14Dfd+8vQ8LiqTFY5iWKOeNo5UV0YYKsMg1xuufDqxvd82nN9lnOTt6oTz+VdLfW3iTwuQus2P22zGB9uslLAfdGWTqOSfyqax1G01KATWk6SoRn5T0+tPRi2PFdT0XVdCkK3luxjzxIvKnr3/AAqmkySdDz6GvfZYo542jlRXRhgqwyDXG658OrG93zac32Wc5O3qhPP5Vzzw8ZbHTTxMo6PU84IBGDURhwcxnb7dqu6nouq6FIVvLdjHniReVPXv+FU0mSToefQ1ySpzp+h2xq06nqR7ypxINvv2pxYAZJGKmIBGDUEcaieTgcYxUpRepbco2W9xjSOSAinnuakt/uvk5O402Z9k65+7toUtHkgBlJzx1q2vdsupmm+e7d7E0n+qf/dNaTdKymkV4nwecHg1qt0rJppamyabuipN0puk6hJperRXiDeIm3FCPvcEfngmkuJUXIzk+g61UHyAu3U9quF46oipyzXKz17TvGuh36DdeJbyY5Wf5MfieP1rQPiDRQM/2vYf+BKf4189XMM3nl0Bx7GoyLgjGJD+delc8ix7J4j8eaNFaS2lvJ9rlkBTCD5R+J/+vVu38LmytornQNQltpSgbBYtHJwcZH415Z4a8JX+tXseImSAHLSEcCvbHvLHQ9PggnnAEUaoo6sQAB0pOKkrSWg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113	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/508447_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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114	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/508523_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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115	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/508630_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
116	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/509066_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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117	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/509072_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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118	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/509522_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
119	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/510236_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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120	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/510965_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
121	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/511247_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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122	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/511458_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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123	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/512818_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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124	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/513389_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
125	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/516230_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
126	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/517734_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
127	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/517957_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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128	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/521391_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
129	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/521750_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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130	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/521908_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQgJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAFFAbcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKhuru2sbaS5u7iKCCMbnklcKqj1JPSuK1jx1bT6npOj2ck9qmqySRrfyxNGoVByU3AZyflB989MGgDqtU1/R9FQvqep2lmMZAmmVSevQE5PQ9PSufg+Kvge5ujbJ4ggEgOMyRyInXH32UL+tfPnxJ8UT23iO40qxh8lLCeSNLtnLzyjJHzSH5mHJIyf4jXJ3fjPxLfQeTfa7qV1Cesc907r0x0J9CfzoA+2LO/s9RgE9ldQXMJ6SQyB1PGeo+oqxXzZ8MLm9vfDms3lpO+mXWmxpNHcRr+7lx1V1/i3bRk9eOvp7J4b8d2mq6ZYSanE+nXN1AsqiZSscgIzlGPUf44oA6+igEEZByKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKpajq1hpMIkvrlIQThQTlmPTAA5PUdK898YeMrqWDToljk0zSry7WGa4n4dkKFgMfwhsEc81MpqO40mzsNU8a+H9Huha3V/m5IyIYIXmfv2RTj7rflWKfijpcdwy3OieIra3Xk3U2muIx+WW9e3Y1JZ29rbWyraRokR5GwYz71YrheMd9EdCoeZr6L4m0XxFEZNK1CK5CnDKMqynjOVOCOo7VrV5f4qsrJNPk1E3CWF3CN0d2DtIIORkgEkZ7YP54rrfB3iqw8T6DZTwXsMt55CG5iVxuSTapYEcdCfSuqlVVRXsYzhys6OuR8b+MT4Ym0qzjNtHPqcrRpPclvLhC7csQB833hxlfrXXVx/i/wDsq213Rr7XI4W03ybi0YyxllWSRoShPBAH7thkkckYrYgt6b4dsb1odU1C+OtXHDxSysDFH6eWg+VeDjOMkdSa8x/aNjuYbPw5eWysqW8k6s6jhSRHgf8Ajp/KuuTwVc6Zt1HwLrXkwvhvskj+ZBIPl6enC/rVLUvEdjrVj/wj3j/SZdMmkwFuAN0RfCjcrduWoA+dLrxSdVkgfVrVLoxupdx8ryKONpb39cZp95qnhuW1xbaPqEM+MEyXySR5xjIXygevP3j6V6jqX7PL3hFz4d12zntZPmXzyy4B5HzKGzx7Cs9f2cfFG75tT0fb7Sy5/wDRdAHEXfjvUr3So9Cs4ILHTSw3QWyEeYemWJJJP449AK+r/DulQT+BNDsNStUl8vT7dHjlXOGEa+vTkV5/4Q+AemaJdRXur3v26eMhhEibYwffPJ/IfrXd+LtRjtV0rShf/YG1K58gSjA2oEZiByMZwADzyR9aAMXWJ4/BMEk+m+ILZY04Gm3027c3OFU/eBJDHuSRireh/EzRtStI5NTSbRZHXco1BTEjgkgFXbAI46++K8I+IfjfVNL8X6jZaIzabHFKYmnt22yTFMrvZxySR3+npXDQeKdbtnkdNSuGMyCOUO5YOoxhWB6jgcGgD7ds76z1CAT2V3BcwnpJDIHU9+o+oqxXzf8ACuW+1PQtWuLK5/sq6sFjljugAIpMHlZB33YGT14r2Pw/44ttQsLI6tC+mXk8KybZwVjfjJKseCP8cUAdbRQCCMg5FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcL4/8V6hYRf2N4Y8ufX5F3mPcmYYv73zcE5KgDvmu6rxjUfDVp4j+Kvi17qWeOa0Fl9nlikKmPMQJ74xlelRUnyRcioq7sZfhrxtYQXgg8SwT22sHAe6u8tuOFHBP3QeuBxTvjNMLrwHaz2cglX7dG4eM542Pz+op+r6Nq9jbCDWdOTxFpqgATRgLcIPkH9DXn12mqabNbQabb3p0bVmH2O2umUmf7o6AnByeD6GuOMVKammbNtR5WZGjfEzxNokaQwXpkhT/AJZzKHH05GR07EVvS/HHxK8JRbTTo2IxvSNtw9+WI/SqQ8OaDeagllqb3WgXvIkE8W9CxIxgZUqMHuT0966m3+BlpcRrNF4lE0LAEFLTII9j5lazdFayX4ER5+jPN9X8XeIPFMqwXt7JMGOBGAFX8gAO9fQVj4Osm0HSWZWsdRtrWIG5tm2OGAUnJHXle9VfDnwt0Dw9Klxtku7pORJLgAH2A/rmrfjTVrS0m0nTb2Zobe/mcSOpxhVXofYkqPx69jzzqqbUaeljWMLJuRDY/EXWtB1P+yru3l8S28QCtcafEWmj4Aw4HBPDHqOtb5+JWl30bQX/AIV8SRW5GWa50ssnUdcFv5dqtWFpZ2VnHDYwxRQAfKI1AGPwqyQCCCMg9Qaf1uS0sHsV3PEfDUHjjw14VtPFOh3DzabLvaS2zuVQj7Tlc99vbtXpOkfErStd0+3tfFemJbC4VCsrASwOSEI+YZ2nLDjqMYOCCKoR6jf/AA1tvKeJbzwwOCpIV4Szc9BzksalurPT/DTR65blbjwhqhVrqzaIusTNyrgfw+9d0JqaujmlFxdma6eCrnTNupeBda8mF8N9kkfzIJB8vT04H61Y0/4iNZXEen+LdOl0m7OFE2N0Dn5ejduWqungm60xY9T8Daw1vDKFcWczb4JFO3p6cL+tCeNbaTbpHjrRfsMz4XzJE3wSH5eQ3blv0qxHoFvcwXcCT28ySxOAVdGyCK8S/aOW7js/Dt5bhwkEs4d16AkR4/ka61PBVzpm3UvAuteTC+G+ySP5kEg+Xp6cD9apal4jsdasf+Ee8f6TLpk0mAtwBuiL4Ublbty1AHztP4q/tOe3k1izjvPLdDIeVeVBwVLDpkd8ZqXUdX8MXEJNloV/aSkdGv1kiHB6KYw3XH8Xb8a9N1L9nl7wi58O67Zz2snzL55ZcA8j5lDZ49hWev7OPigt82p6Pt9pZc/+i6AOIu/Hmp3umxaJYxQafpxdS0FqhUyN6sSSSfxx6AV9e29rbavoNmt9ZxukkEbGKRchTgHHPof5V5j4Q+AmmaJcxXur3v26dCGESJtjB9yeT+Q6V3fi7UY7VdK0oX/2BtSufIEowNqBGYgcjGcAA88kfWgDF1iePwTBJPpviC2WNOBpt9Nu3NzhVP3gSQx7kkYqfRfipoeoW0L6mtxo8kq7l+2xMkbDcVyJCNpGR6/yNeFfEbxnqNh4r1TTtI/4l8CO0EksJw9xtym5m6nIz/kVwMOvapbyNLHfTh3O5iJCNx9T60Afclnf2eowCeyuoLmE9JIZA6njPUfUVYr5w+Fk9/q2h6tc2l0dMu7BI5I7rpFJjqsg752rk9ePy9i8P+OLbULCyOrQvpl5PCsm2cFY34ySrHgj/HFAHW0UAgjIORRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzOr+OdM0XXI9JuYLt7h9mGjRSvzHjksD+ldNXjPj7/AJKXa/8AbD+dcmLqypQUo90erlWFp4ms4VNlFvtsezUUUV1nlBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5jp5H/C1vG4zziw4/wC2FenV5L8SIzH4mgfw5qMdv4ikjLzxPLhZIkXgEYIJ+bgEj19TWVaPNBouDtJM7EgMpVgCCMEHvXlmraQmswfDHTzNJbiSxdxLDgMpWGJwRx1yKt2fxPl0yVrLxVpktlcrkCVFJRyM/wCGOM02w1C1vdU+GSW88cjwWM6SqrAlGFsowcdOhrz4QlDV/wBaM6ZSUv68xuq6Lq9lAtvrWnx+INNXAE6LtuIx8gz79DWFpVlfWTC58Fa0ZlGDJpl0cOPucYPXrXtVYGs+DtJ1iQTtEba7Ugrc252ODkHt1+6KUa3SX9fL/IHDsc3o3xNtnnWx8QWsmmXvAJcHYx4/LrWP8ZW8/QbDULSNLmLDxLMpyIyzRuGGD1xGw+hNXtV0XV7KBbfWtPj8QaauAJ0XbcRj5Bn36GuYi0KS4s3Twtqpu7V9pm0q7ba4OE6A9/m61tBQUlOP/A/4HzIk21ys43RviZ4m0SNIYL0yQp/yzmUOPpyMjp2Irel+OPiV4Si2mnRsRjekbbh78sR+lUU8PaBfX0dpqUlzoV4fv+dFvjLEjGBlSBg9yenvXVW/wMtLmNZovEomiYAgpaZBHsfMrabop3kvwM48/Rnm+r+LvEHimVYb29kmDMNsYAVfyAA717n4OWTw2tr4U12V5bDWLcCJpHUCGQr8yDnPU/561n2Hg7wf4ImjlmeS+1EY2IcFi3OMKOmSO59Ks+J7TxD4j0dr8QppsGn5vLcNzM7IpI7jaCD+nepVZcy5dIlcjs77ne+CbhtKub3wndSlprA77YuxLPAfunJ5OPXGO3auUuvG9t471G70B5bbR7WHd5hvow0zspHyqD8q84/vZ5GOmdDV9QI1XwP40gO2G98uzuwGIG2ZflyMc4Ynt/iIrjRtCT4i61pGv20bafqUcV5ab3KKkpwkm0gjazFV6cnHXjjsMDR8M+FZR4Q0LUtE1ObT76TTrdpAxMkEx8tT88ZP6rg8Dmrt1rwhh+w+NtGSKA8fbEXzbZunJOMp6nIAHTJqv8VI47D4QanBZgJDFFbxRgHdhBLGAMnrxWZqMOr+D7u00rw3cvrHm7VfTbwh/LTHL7jjA4AA9z1NAFtfBNzpm3UfA2teTE2G+xyv5kDj5enpwP1qxp/xEayuI9P8W6dLpN2cKJsboHPy9G7ctUWmeBdb069uNTsdZh02WdBiwhgLWytwSSN3JJByRjIPrzVy614QxfYPG2jpFC3H2xB5ts3TknGU7E5AA4GTQB2NvcwXcCT28ySxOAVdGyCK8Q/aQe4hh8NXEBYCOS4JYdj+7x/WuvXwTc6Zt1HwNrXkxNhvscr+ZA4+Xp6cD9ao6n4hsNas/wDhH/H+ky6ZO+AlwBuiLYUZVu3LfpQB863Xik6rJA+rWqXRjdS7j5XkUcbS3v64zUl7q/h2WyMdpot3DcFRmSW9Eig8fdUIuBw3BJ69eK9Q1L9nl7wi58O67Zz2snzL55ZcA8j5lDZ49hWev7OPigt82p6Pt9pZc/8AougDh7rx5ql7pcOiWcUFhp5dS8NohXzG6ZYkkk+2cegFfXVhbx6z4Z0/+1LOJmltonlhePhWKgkAdsH+Vea+EPgJpmiXMV7q979unQhhEibYwfcnk/kOld14v1CK3TStJN8LE6nc+QJRjhAjMQORjOAAeeSPrQBj6tKvgyGSbStet9iZxpt7Nv3HBOFPLA8Oe5JFS6N8VNCvowuqLcaNcdGS+iZEBzj7+Nvp1x1+teFfETxnqOneJb/SNG3afZ2xNpuhJDSqu5clupyCfbmuFh8RavbXDXCX8/mu252LnLH1PqaAPuGzv7PUYBPZXUFzCekkMgdTxnqPqKsV86/DK91HXtK1e+huhpV7ZLFIl3HGqROBwVdQADnauT1OOtewaJ44s9QtrU6lBJpdzPGJFSfOxxjPyuQAR74HXFAHVUUAgjIORRQAUUUUAFFFFABRRRQAUUUUAFeM+Pv+Sl2v/bD+dezV4z4+/wCSl2v/AGw/nXBj/wCEvVHvZD/vMv8ADI9mooorvPBCiiigAooooAKKKKACiiigAooooAKKKKACiiigArxy/wDDmn+JPif4zTUEZngSzWCRWIaLdByV/KvY68wsHUfFjxshI3MLEgeuIP8A69YYhtU20aU1eSuc/quga5ptrJDLDH4h0rDHyph++jGHPB79RXJQaBZjVRqPhK/NlqduzkWF6MMp+cEKT14GK90rG1vwtpOvRn7XbATYO2eP5XXgjqPqa4IV7aP+vkdEqfY5LTviZJYXX2DxZp0mn3AJHnKpKNyf8K7+0vbW/gWe0uI54m6PG2RXn+q6Brmm2skMsMfiHSsMfKmH76MYc8Hv1Fc1aacIbuWfwdrEtheKWL6ZeHaeN/AzwelU6cJq8dPy/wA0JSktGe2Vgaz4O0nWJBO0RtrtSCtzbnY4OQe3X7ormNO+JklhdfYPFmnSafcAkecqko3J/wAK7+0vbW/gWe0uI54m6PG2RWDjOm7micZHnOq6Lq9lAtvrWnx+INNXAE6LtuIx8gz79DXPaDp08+swWnhLW75bCUA30MqMht1OMjJHJOGwR0xXt1cb4bjSP4i+MwigAfYsYHrESa2jVfKyHDVG5pXhzTtI+eCHfcHlp5fmdjxk57ZIzxWo4Vo2V8bCCGz6Vnahr1jp8q27O0124JS2hG+Rsew/nWRrya5No1zJc3MWkeZGyWtuAZJpZDkKGx90dDxk1EKVSo7jlOMTL0+1l1H9mcbT+9ghlnRsdPKuGb09Fr1jU9H0/WbYwX9rHMmOCw5XgjIPUHk1x2r2SeE/gpc6bgb0042uCesko2nrj+Jz/h2qHxx431bTbyXT9Ds2ljt4le9vI0Mpts7uNo4zgdc8ZHB7+wcRn+OfBGqxeENQstL11V0plEklrenO0IdwCMAT/CuB7Hqa1fB6RaH4Wm8Ya/MovtQiS4uJn+XamPkUA9OCPxJ9a43xtaeGtR+GWpapaatNqepRyRM01zKTJu80Ifk4C8FuAAOvrXf+KLVbnU/C/hmKPbZTSSSzKBx5UCDC4xjBLKOeP0wASxDX/EtozvdvpFpISEEC/vipBAO4/dOTn8Bx1rE13wpq3h7Q7/V9P8Xa3cm1gkuJLfUZkuI5AqliMFcDoK9IVVVQFAAHAArE8af8iJ4h/wCwZc/+imoA8xsLy+0aaCS8srjwjdTorK4YTWU7EqPnQH5Dk5PIY568V1934otreOLT/G+m28MNwwjiu1Iltpm6jnqp4zyMehNdHY/ZfE/hGykvLdJLfULKOR4nXjDoDjHPrXn2o6KlhI/grWbgT6TfITpNzOCWhk6CMt0JHbkEigDUTwVc6Zt1LwLrXkwvhvskj+ZBIPl6enA/WrGn/ERrK4j0/wAW6dLpN2cKJsboHPy9G7ctXHeDdB1uxS9t9G1RrLVtNlEU9jKrtBcKAg3jdyCwUnA454wMCui0b4g2HiDSZovFWjG2SCb7NcSPEXhRwAcscfIDycn0+lAHo9vcwXcCT28ySxOAVdGyCK8Q/aQe4hh8NXEBYCOS4JYdj+7x/WuvXwTc6Zt1HwNrXkxNhvskr+ZA4+Xp6cD9ao6n4hsNas/+Ef8AH+ky6ZO+AlwBuiLEKMq3blv0oA+epfFw1HnV9Nt76TaFEr7lcYxg5Vhzx3B6+uCJE13w1FEpPhyaaTqwnviYzyMYVVUgYBB+Y9cjFel6l+zy94RdeHdds57WT5l88lcA8j5lDZ49hVAfs5eJy3zanpG32mlz/wCi6AOBk8bavcacui2jraac8odoLdNu5uOp5Y/TOK+wrW2t9Y8PWQ1C0jkEtvG7RyRgbSVB6due3avJNF+DvhvwV5WqeKNYinkQgrFt2oW7AZ5bnpwM/jXVav4rudRutL05IH0jTNSnMCXdyfLlcBS2Vj6qDgLlsHJHHcAEPiHVbfwFaSXGk69BLtzs0m4m8wyNx8qEZYH5sn1yK2rT4oeFZhbpd6l9huJolk2XUEsSjPo7qFIz3z2NeBeP/Gmo6Rr2o6DoOdL06GR4G+znaZ8ZUsWHJ3dT61wUGv6ra3X2qG/uEnKlDIshDFT1BI7HuO9AH3HZ39nqMAnsrqC5hPSSGQOp4z1H1qxXz18MtQv9S8C6zc2t5Lpt5pbRSrMnKTKA3yMvf7pyep3V63ofjmz1K1tW1GCTS7i4jEiJcZCOMZyrkDI98DrQB1VFAIIyDkUUAFFFFABRRRQAV4z4+/5KXa/9sP517NXjPj7/AJKXa/8AbD+dcGP/AIS9Ue9kP+8y/wAMj2aiiiu88EKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvGviT9luPGkFtoF7HYeJlVZLieWVkR0wAiHggk/LgYr2WvH7jw/pmvfFLxouo2qTeV9h8tiPmQmHJKnqPuis6slGDbKgrysZVj8RNT0OaOz8XabJFnAW8iXKtwOT2754r0DTdWsNYtVuLC6jnjIzlG5H1HbrXFXvhnW9EtmSwki1jTABusb48gDZ0b6Ka8+a01LRtW0zU9OgXToNdQiwhiuyfLb5QpZiuMbipII6EjjqOD2cKmsdDp5pR3PoOsbW/C2k69GftdsBNg7Z4/ldeCOo+prjLL4h6poM6WPi/TXi6KLyEbkbpzxweuciu/03VrDWLVbiwuo54yM5RuR9R261g4Tp6lpqWhwuraDrel2skU0UXiDSgGPlTjE0Y+foe/UVwk0Ou+H9T0288PRS2Vvq257OD7QJA4HPPbgOP519AkBlKsAQRgg968v1TSbfXIvhlp100iwzafJuMbbWGLeNhg/UCt6VW+/9aETh2LWm/E2WxuBYeLNOl065Bx5wXKHr/hjjNXvCOo2eo+PvF1xaXEc0Mv2Py3RgQ22NgcH61R1XQNc021khlhj8Q6Vhj5Uw/fRjDng9+ornPDPh6zvfHUVx4ee8tIbKRZLyGcYKHecIPUEDFPlg4trT8hXkmkzrfhV4Nj1HQYvFCa9qltqV40gm+ztEV+WRgMh427D9TXodh4Qs7LUv7Sur/UNRuguFe9lVgnuFVVUH3A7V5brEP/CKtKvgvWL+HUHckadbJ9pRiccbSGweh/OqV/4z1CfStKivvGd8Ly4v44b21ktYrXyId3zMcID/AA+vGfz76c1ON0c8otOzOy8V+K7DVfEVnpUTtdWdjcLLdx23zyvIPmjUIDkjKnJ6Lwcg1XsNX8QeE73VNU1jwwzafqM5mkkgw00agNgSDJzgADrjnjitXwro2hR+L/tOhWLx21paywyz+SyrPM0iHO4/eICsO456jFegSRpNG0ci7kYYI9RVknkHxY8KaBd+BJ/FVjaJDchYZVdF2b1d1HI/4Hmu+v54U8feHw5UmXT75Yjxy263bj8Aelcl4jtZrz9nW3hgQvIdKsWCgZOFMTH9AaoLrqzaF8OvFskvy2kxsbpmbH+sj8tmPPqgP49qAPX6gvbWO+sbi0lGYp4mif6MMH+dT0UAcr8PLl28KRadP/x86TI+nyjcD/qzhenqu08gGtbxDpA1rRbizDmOZlJhlXAaNx91gSDjn2rnJWk8NfEfzSD/AGdrwCsQpIS4QYGcL3A7mu3oA8buNUu4LXS/FxV0vtJl+w6vEcjcucbiCVHv0rq7rw1qOl6xe654ca3ngvwklzp8qBVkIBO5T6n39aNVs7aPxfPobwxpa+JLGYsVjUFpkABJIHPytnnP9Ku/DnUZb7wdbwXBJutPkewnyMfPEdv06Y6UAc5p/wBifVfs2kTXHhjXWyzWMi7recgjJ2dCMk8rtJ9auXXjbTYdTHhrxvZW0Fy6K6yf6yCUFsAjIypyM9OMdTVr4kHypfCMqcSHxHaRlh3U78iue8aajpmk/F22m1fTzfQXOhi1ghCK2+YzsVA3EAH3PTNAGtF4IuNOdNQ8Da4LeB8N9lmcyW7j5emMkcL+tRa94t8R6LPp+maxJpGlyXx2LfQvLOvAAY7SiheWUcnjPeudXQdc8HWk/iC016z0aBtrxaRK5kjZAB/ETwxC9ge4zUOk/EbT/FGu6TdeK7C1trL7JcWqMz+ZG8zNCckYynCnr9QaAPTND8MaPEyap57ateOMi+uXEjEH+72UHjhQBXmH7SD3EMPhq4gLARyXBLDsf3eP6116eCrnTNupeBda8mF8N9kkfzIJB8vT04H61R1PxDYa1Z/8I/4/0mXTJ3wEuAN0RYhRlW7ct+lAHz4fGCXz7tZ0q11J9mwSSl1ccYDAoy8j3BHrmpW8QeGFAZPC8jNkkpNfs0f3gQAFCsOMg/Mc5zxXpGpfs8veEXXh3XbOe1k+ZfPJXAPI+ZQ2ePYVQH7OXiYkA6lpAHfE0n/xugDzybxfql1ZjSrdvsthI4LW1vlVc+4zz+Oa+xLC3j1nwzp/9qWcTNLbRPLC8fCsVBIA7YP8q818IfATTNEuYr3V737dOhDCJE2xg+5PJ/IdK7rxffxW6aVpJvRYnU7nyBIMcIEZiByMZwADzyR9aAOf1rULfwRG0mleILdxyF0u5l8wseMhcZYY3bj3PFXNE+K+gajCg1IT6POeqXsbInXH38be4646/WvCviF4wvtM1zUfD+ioNO02CZoiIeDMVON5PckjP1we1cHba7qllcfaLe+njlIKl0cqSCMEEjsRwRQB9yWd/Z6jAJ7K6guYT0khkDqeM9R9RVivnj4Xy3Wq+ENWvrK4k07U9OaJkuE5WdcfcdehzsGT1OevFew6Z4xt5xDBq1u+lXroG8uY5Q8Z+V8AEAY5460AdNRQCCMg5FFABXjPj7/kpdr/ANsP511HiL4jz+HdYl0+bQ/M24KSfasB1PfGyvN9f8Tf254li1j7H5Gzy/3Xm7s7TnrgdfpXk43EU5R5E9U0fWZLl+Ip1PbSj7ri7O667H0NRXlg+MhJwNAyf+vz/wCwr0nTbma906C5uLf7PJKgYxb923PbOB/Ku+liKdV2g7ng4rAYjCpOtG1/NfoWqKKK3OEKKKKACiiigAooooAKKKKACiiigAooooAK8xsf3fxX8aK+VMi2LJkY3AQkEj15r06vGfilNpt74st9PtNTg0vWIYvNe6O4Mx2/KhIwORnnntWVaPNBouDtK531eX6jpVrrS/DHT7xWa3l0+QsFYqflt42GCORyBTE8c+JPCoMPiTTjdwciO9t8ENy2Cex6e3Apuj6/p2ra18Oba0uFeextJ4bhBn5G+zqoBz67TXBCnKGv9bM6HJPT+tzVuvC+t6PD5VhJHrOmcBrG95YDKfdb6Ka5G30uzN+smgX9x4f1gbd1ldEqjH5OAfTJr26s3VtB0zW4vLv7RJcfdfGGXkHg9ewqI1mtynDscHZ/EXVNBZbTxbpciHb8l1CMq/Axnt36j16U3TtXsL/WfhrBa3cMstrYzJOiSKxjb7Oq4YA8HKng1oXXhfW9Hh8qwkj1nTOA1je8sBlPut9FNcZHoWmT6nFcaJcy6FrcRBFpeDC7sKCFJ/3jW0VBptf1/kZvmW57nXjerHULb4m+IWtkvxpCrC2omxUFlHkgofUDdnpWvY/ETU9Dmjs/F2mvFnAW8iXKtwOT2754rp/hrqFnrHjbxte2Uqz2swsdrgcMBG4P6g08PScZvmWlgqTTjodJ4Mbwm9nnw4bckcP/AM9ep+9nn1rau9B0fUJhNe6VY3Mo6PNbo7D8SPc/nXP678O9K1Sdr2xaTS9S5K3NodvOG6joeWNZR8QeLfB5K6/YnVtNXJF9aD51HzH5l+gWvQOY9DRFjQIihVHQKMAU6snRfEukeIYPN029jmxwyZw68kcr17GtagDk9F1ey0L4V6PqeoMVtINLtTIQueCiDp9SK5MajoXik614f0q+tJbfUrf7TaCJ9kkdwAcgr1zkA5AP+NXxlY+K7X4fXHhNdDbUIG8qG1uLEM/lxpIpUMpy3RBk+/5W/EHhvXr2RPEtnpljpl1puJYok3PLcBRhtxXGMgdMNxigDsfAmvPrvhqJrkFb61P2e5RgQQ68Z5A6/Sumrx+DX4tKmtfGWlLAul37rFrEKod0UvdjgcY9wK9atbqC9to7i3kWSKQBlZTkEUAU9d0aDXtInsJyyiQfK6MVZD2II6Vh+FfE8k10/h7WYvsusWq4VWYkXMY4Dox6+46g111YHifwrbeI7eNvNa1v7dt9teRfficdCPb1HcUAZnjd4rHXPB2qMoMqauLNT6LPG6Ht6hfyqLwijWfj7xvYKCIPtFtdpz/FLGS5/Nax9SuNd1Hxj4Z8O65p8Kxxah9uhvopc+cIImPKY4O5l79/xrpdHuorj4j+KIoxhre0sIpPdj5z+vo49KAF8daJe6zp+mSWCCS403UotQWMsF3+WG+UZHUkiuW8R67pvilYfD97oUieIpflhjnjP7rHJdXGPlBU9xnHvXp8kqRIXdgqjqScAVw/h/UbTxH8TNavbd45YtLs4LaKRDkMZCzMc/8AAQP88AF7Rfh/o9jpVvbalbR6pLGgBa9HnAYzjAbI43ED2qvqPgTwJrqTWMen6XDcIPm+wqkckeQcEhfz59KQ/afGHiLUbSR3j0WwfyGVHIM8mCHDdOB/Wrc/w28I3EAjOi28bDpNDlJc9M7wdxPPcmgDx+30rxn4Htp9a8O3UlzpMV1cRNDuDrtimMeSO+QnUAd67nSPiVpWu6fb2vivTEthcKhWVgJYHJCEfMM7Tlhx1GMHBBFVzqGo/D3xTH4eFrcapoV1bvcqEiBdDuJkJPQ8kZJ9R+KahY2fhXUYdRtYvtnhPVnzd2ojEkcLn7rgA8cnsDQBrJ4KudM26l4F1ryYXw32SR/MgkHy9PTgfrVjT/iI1lcR6f4t06XSbs4UTY3QOfl6N25aon8CX2iyLfeC9We1RsMbKcl4XHy9M9OF/WmL42tXC6R470b7BK2B5kqb4HPy8hu3LfpQB6Bb3MF3Ak9vMksTgFXRsgivEv2i57uzXwxd2jyRtDJcNvQ42n93g11qeCrnTNuo+Bda8mF8N9kkfzIJB8vT04H61R1PxDYa1Z/8I/4/0mXTJ3wEuAN0RYhRlW7ct+lAHgH/AAmovroXGvaTa6vJjBe4aRXJ9dyOpJ+uc/lhlzr3h1rkTWvhoomBmCa8eSMkE+m1ueM/N64xnj0zUv2eXvCLnw7rtnPayfMvnkrgHkfMobPHsKor+zl4kLAPqekqvcrNIT+Xl0AedzeL9UurNdKtm+y2EjgvbW+VVz7jPP45r7Htoode8P2Ump2Kk3EEcskEyglGIBI+oP8AKvOPCPwH0bQLpbvVLr+1JVwVQxFFU5/3jmu08X38VumlaSb0WJ1O58gSDHCBGYgcjGcAA88kfWgDD1W7j8HgnRddhmOcLpU8hlLHIGFxlhy+48EnIq1o/wAU9DvI0XVkudEuWUNsv4mjXBPBDkYwQVP0YV4P8RPF9/p3iC80PRQdM0+0laEC2OwzFWzvYjG4kgHNcJb67qllc/abe+njmIKl0kIJBGCCR2I4I70AfU/xE06z8Q+H01nS7iC6a15MkEgcMh56j6g149Wl8Pbi5vfBPiHVlmktZdLijlHlYAuVAbcjdc5CAE4zyKr6hZ3FneNHc2b2jthxC53bQeRgjqPevDzKjaSqLrufb8O4zmg8NJ6rVenX7jofAGgf254jjaRc21tiWT0PoPzr3sDAwOlct4B0EaH4ci3qBc3P72U/XoPyrqa9DBUfZUlfd6ngZzjPrWJfL8MdF+r+8KKKK7DxwooooAKKKKACiiigAooooAKKKKACiiigAryVtJsNX+JvjmC/tY50K2KjeuSuYOcHtXrVeXWc0cPxc8ZQyMEeZbJow3G4CHBx68msMRf2bsaU/iRmXnhDVtIjlOgXYubRgxbTr35kOQ/Ck9PvVxt3pOkzakZIfP8ADGtoWKq+REx+f7rds4xXt1UtS0mw1e2a3v7WOeMgjDjkcY4PbrXnwrNbnS4J7Hndv448Q+F5BB4o083Vrkhb625BGW544PT9K77R/EOla9AJtOvI5h3UHDD6jr2rlrzwhq2kRynQLsXNowYtp178yHIfhSen3q4660vS5NRZoGuPC+tAsQjEiFz8/Q9ugq3CE9V/XyJvKO57bWbq2g6ZrcXl39okuPuvjDLyDwevYVwFv448Q+F5BB4o083Vrkhb625BGW544PT9K77R/EOla9AJtOvI5h3UHDD6jr2rGUJQ1/EtSUtDkrrwvrejw+VYSR6zpnAaxveWAyn3W+imub8I+KP+EL8U6g1po0kVrftEjacznz4yuxQVyAHJaVsKuTweAOa9krN1bQNM1yHytQtI5fRsYYdDwfwFa08Q4vUmVO+xs+HPGuheKYFfTr1DKQC0Dna68A9PxFdAQGBBAIPBBrwHWPhzqGmyreaVcNdxw7SA8nlzxqvlD5ZPZY8AMCFBOFzVnQfiP4q8M2Wh/wBv266naaqv+imIlp8fIAMAcn5unJOa9CFWM9mc0oNHo2u/DvStUna9sWk0vUuStzaHbzhuo6HljWUfEHi3weWXX7E6tpq5IvrQfOo+Y/Mv0C10nhzxroXimBX069QykAtA52uvA7fiK6AgMCCAQeCDWpBlaL4l0jxDB5mm3sc2OGTOHXkjlevY1rEAjBGQa4/Xfh3pWqTte2LSaXqXJW5tDt5w3UdDyxrKPiDxb4PLLr9idW01ckX1oPnUfMfmX6BaAKniPSLzwfqN1q9lC99oN6xbULA/Nsz1dAf1FVtIk1PwrbJqXhojWPC9w6v9mTLS2ynOdvsDjj616FpHiHRvEtqxsLuK4U5DxHhhyRgqeexrkbzwrrPhO/l1TwlKHtJZRJcaW+AhHO4oT0PIP4UAdL4f8Z6J4kiBsroCfAL28vyyKcA4IP1FXdX12w0W1NxfXMcK9FDMAWJ6AepNebW/iL4aeN12+ILCysL9f9Yt03kHOADiQEZ6+vb2rc0dPhZ4a3S6ZqGhQtwSf7QWVuM4+85P8R/OgDW0GG8vdSuPEep74YzCI7a3YnESAkliPU5H5fWsPQfEGlacdY8RX9yI5dYvT5EK5aSSOMCNAqDknAPA557dBhePviJdaro7WHhe0nnS6XHnbBuljOQWjT7zrkMCwBAIweSKn0jwPoXiTS4Z7fXZjrFuD5U8TlWhHIA2E9OM/hQBF8Rr7Xtf0fR7NbGXSbTUdVhtVklk/ektnaSo4weTgkH5R68XfhP4dvPC/ibxZpt68cjqLRlkji8tXU+bghQMDp2pdQ0Lx5f6noVjqCWl7p+n6tDfG/jdVcqjnhlJH8J7frW7capb2Hxkt7ElVk1DSMHtlkkcr+m/0/HigB3wonN58PLG9cfvbqa5mkPqxnkrtK4j4czC0j1vw8VKHS9SmESsCMwu7OhGevU8/wD6z29AHF+Noo7XXPDWs3CxtaQ3T2d0JFypSdQoJ4OAHVT/AFFZ8Gl2/hnWrjw9csF8P6yNlijy58qUg7o1GMgc5HNdh4i0hNd0C801mKmZPkcEgqw5UggjuB3riJLy78SfDu8t5Y5otf0QrIysChMsR3KQSSCGUep684oA0/AGqXMNxqPhbUnU3mlv+6IAG+A/dOAT04Fed+LPH7eMbDWdMa6s9HhtI5SIbpN01wyZ/djPALcdOQRXcapexw+IvB/i63yLfUwtlcYbjEqhoye3DDHX86qHQvD1v4313StetbZrTUmhvbQzHb87ZV1DcEfMq8Zwfw4ALXh3ww1r4N0PU9J1aXSrxtPt2l81i8ErFF++jHjk4+XB4Aq/c6+scH2Lxro8cdu2MXqDzbV+nJOMp688e5q740062ufBa6WqqtpNdWNttXoI2uYlwPbBrnbu21LwtqlppPh6+OowzuFfT7zMggj7tu64AAAHfnvQBMvgm50zbqPgbWvJibDfY5X8yBx8vT04H61Y0/4iNZXEen+LdOl0m7OFE2N0Dn5ejduWqDSvAGuaTfXWpWPiCOykuFBFhHblraN/lJONwzkg5wBnPrzV6614QxfYPG2jpFC3H2xB5ts3TknGU7E5AA4GTQB2NvcwXcCT28ySxOAVdGyCK8S/aMuLuzXwxd2jyRtFJcNvQ42n93g11q+CbnTNuo+Bta8mJsN9jlfzIHHy9PTgfrVHU/ENhrVn/wAI/wCP9Jl0yd8BLgDdEWwoyrduW/SgD5+fxn/aMzTa5pltqczLt82ZnWQHGA25WGT9Qc9808eIvDsTmSPwwJSW3CO6vHeMdeAF2nHK9WJyDzg4HpGpfs8veEXXh3XbOe1k+ZfPJXAPI+ZQ2ePYVSX9nLxIWAfU9JC9ys0hP5eWKAOAvPG2ralZxaVB5dnYfKrW1onlrJju2OWPuSa+qbvw5b+LrbQ9U1CAwyrEks0LDkhlBKH6GuU8J/AnQdBmS61KZtSuUOQCuyMHjtk5/wDr12/iS9iim0jSDO8DaldeUDHjOxELsPodoXgfxdR1EzhGatJGtKrOlLng7P8AzOb1W7j8HAnRddhmOcLpU8hlLHIGFxlhy+TwScirej/FPQ7yNF1ZLnRLllDbL+Jo1wTwQ5GMEFT9GFeDfETxje2XiC+0PQwdL0+zmeDFqShmKvy7EcsSQDk+1cLb67qllc/abe+njmIKl0kIJBGCCR2I4I71Rkfclnf2eowCeyuoLmE9JIZA6njPUfUVYr5r+HV1eXHhPWtdguJbG40aJZlaFsC5XqUcHIP+qA3Yz83ORgD23SfGdvcrFDrFrJpF6658q4YFG4zlX6EYwc8dQOvFAHT0UAgjIORRQAUUVFczfZ7Wafbu8tGfGcZwM0DSu7IlorkfB/jj/hLLq5g/s77L5CB8+fv3ZOP7oxXXVFOpGpHmi9DbEYeph6jp1VZoKKKKswCiiigAooooAKwdd8HaL4hcTXlrsu1xtuoTslXBB+8Ov3R1reooA81l0vxb4X2hP+J/py4GR8tyg+UdOjfxGrWj+JtM1obbebZcADfbzDZIhwDgqfqK9ArB13wdoviArJd2uy6UgpcwnZKpyD94f7o61y1MNCWq0ZrGq1uVapalpNhq9s1vf2sc8ZBGHHI4xwe3WsqXS/FvhfaE/wCJ/py4GR8tyg+UdOjfxGrWj+JtM1obbebZcADfbzDZIhwDgqfqK4J0Z03c6IzjI5m/8JapokM0mhXguLMhi+n3vzoRh+Ae33q881XSNQ03UtD1izeysP7ZR5YFjZ40iGAcseD/AMtOPoK+ga8yvNOtNWb4YWN9CJraXTpd8bdDi2jI/UCtaVV9f60JnBdCK18ceIvCzLb+KrA3Vt0F9bchvvc8cHp7V3+j+IdK16ATadeRzDuoOGH1HXtXLXnhDVtIjlOgXYubRgxbTr35kOQ/Ck9PvVx11pelyaizQNceF9aBYhGJELn5+h7dBQ4Qqar+vkF5R3Pba8v1LSrXW0+GOnXqlreXT5N4Vip+W3jYcjnqBTE8c+JPCoMPiTTjdwciO9t8ENy2Cex6e3ApNG1yw1fV/h3DaXCvLYWs0Fyo/wCWb/ZwADn12GiFOUNf62YOSlp/W43VvhvqGnzx3WkzveRxlNql/LuEUGIYWTvhY8AMCACcDNTeG/ih4g0SaHTtXhk1ADYhikTy7lSfKX5R0k+ZyAASxwSQBXqFZuraBpmuQ+VqFpHL6NjDDp0P4CinipR0kEqSexs+HPGuheKYFfTr1DKQC0Dna68Dt+IroCAwIIBB4INeB6t8N9Q0+eO60md7yOMptUv5dwigxDCSd8LHgBgQATgZqXw38UPEGiTQ6dq8MmoAbEMUieXcqT5S/KOknzOQACWOCSAK74VYz2Zzyg1ueka78O9K1Sdr2xaTS9S5K3NodvOG6joeWNZR8QeLfB5ZdfsTq2mrki+tB86j5j8y/QLXSeHPGuheKYFfTr1DKQC0Dna68Dt+IroCAwIIBB4INakHEw6V4B8dzx6gtlZXtxE2SDlHB6YdQRn7vQgjitK6+H3g+7t/Jl8N6YqesVusbf8AfS4P61U134d6Vqk7Xti0ml6lyVubQ7ecN1HQ8sayj4g8W+Dyy6/YnVtNXJF9aD51HzH5l+gWgDqdC8HeHvDQP9kaXDbMf48s7dv4mJPYVFrHg3S9Vl+0or2d6OVubU7HzwOcdeBirei+JdI8QweZpt7HNjhkzh15I5Xr2Na1AHCnXNd8Kappmn640WoWeoXSWkN4nyOrtnG4d+ePw964z4mW+on4sWWoaWf9I0vR0vSMgZRZ3VhyR2au2+JkUpsNAu0jZ47DW7a7n2qTtjQOWPANYUXijQL74wSagNStvsC+GzFJI8gUK3n7irZ6EA9DzQBZu9TisvFel+MtMIk0fVIBbXzx4wpBO125HTOMkV6SjrIiujBlYZBHevH9DvdPhvr/AML38Ev/AAi+qMW02e8Vl8xiAWVQ3YNnB4yOma2PDmuXXgk/2B4lDJYxMFstRO4xyKx+VSTnBH5UAelVx3i/QNVNwuv+Gp/K1aCMoYXyYrhP7rL6+hrQ1PxjpthOLO2Euo6gwBW0s13vz0LHoo92IFcr4qm8SXehXDX96NMe5Cw2djYsWlMjMApeTjj1AHAzz3ABz5eeb9mq0vGBN1ZlJoWPBXZc7QQeo+X0/CvXdT0fT9YtjBf2scyY4LDleCMg9QeTXCeL9LfRPgh/YsCgXAgtrUKBndI0iBug5JJY1H488a63ZanLpuh20pt7WNXvryGIyNDnkcdMYGM+9AEXivw9qOi6RKmk+Io47G3dL1rS7YMyCFhINhyDgbFAGR+fI1vBcX9h+EG8Ra7OXvr8fap5ZGyQGxtQfhjgVxPizRvC2rfD+6vtKvW1HWBLDGk07lptzSqmCvUcZHTtXofiNVvPFHhvQPLVrRvNu50OeFhC7O4/jYevT8aAKyWXiLxUWuJ9YvNH058eTb2aqkxGepcg4z6Y7fWszXfCereHPD9/qum+LtcuWtLeSd4NTmW5SQKpbGGUY6D9fWvSgoUAAYArE8af8iJ4h/7Blz/6KagDzaMah4W1MR3jnw/PL80dxADLYzkvjDp/AeQTjBJPWuqu/FFtbxw6f43023hhuGEcV2pEttM3Uc9VPGeRj3NddNBZa5pHl3ESXFndxAlHXhlYZ715vqGiW1hHJ4L1q6M9hfAnSJ50JML4IEZfPJGeO5FAGgngq50zbqXgXWvJhfDfZJH8yCQfL09OB+tWNP8AiI1lcR6f4t06XSbs4UTY3QOfl6N25auO8G6Drlkl7b6NqbWWq6ZKIp7GVXaCdQEG8buQW2k4HHzcYGBXTaV46s9b0Ur4s0b7NGspgmlaMvCjrjl+MxgnOC2On0oA9Dt7mC7gSe3mSWJwCro2QRXiX7RdzeWS+GbuzkkjeKS4PmIcFT+7wf511q+CbnTNuo+Bta8mJsN9jlfzIHHy9PTgfrVHU/ENhrVn/wAI/wCP9Jl0yd8BLgDdEWIUZVu3LfpQB89r4tiunLatpFrqDlSPMlLq4P8Ae3Kwy2cnnIOeRUw8ReHYnMkfhgSktuEd1eO8Y68ALtOOV6sTkHnBwPSNS/Z5e8IuvDuu2c9rJ8y+eSuAeR8yhs8ewqkv7OXiQsA+p6SF7lZpCfy8sUAcBeeNtW1Kzi0qDy7Ow+VWtrRPLWTHdscsfck19g20UOveH7KTU7FSbiCOWSCZQSjEBiPqD/KvLtH+EXhDwPGmpeI9RS7mQjYJPkUt2AXJLE4Ix3ziu2Gq+IfEACaJZDS7A8C9vkPmMP8AYi6j6tjB7GgClryT+BdMuNR0vUwbeGNpBp145YPgE4Ruo/iPv612OlX6aro9lqMYxHd28c6j2ZQw/nXA+K9E0PRfC+sG8mfU9curKaOKW5bzJmYrxsUfdGSpwoArs/C1pLYeEdFs5xiaCwgicc8Msag9fcUAa1VdS/5Bd3/1wf8A9BNWqq6l/wAgu7/64P8A+gmlLZl0/jXqvzPLPg9/yFNT/wCuC/8AoVeu15F8Hv8AkKan/wBcF/8AQq9driwH8BfM9jPv9+l6L8goooruPECiiigAooooAKKKKACiiigArB13wdoviArJd2uy6UgpcwnZKpyD94f7o61vUUAeaT6X4v8AC64hx4gsFGFP3bhPugZH8X8R+grj7LWbafxN8P8ATCJYrvTbSaG6jmheMo3kBAPmUZ5Q9K97rC8QeEdI8SiJr6BhcQkGK4iYpJGc54I/zyawlQi720NFUfUqVS1LSbDV7Zre/tY54yCMOORxjg9utZUul+LfC+0J/wAT/TlwMj5blB8o6dG/iNWtH8TaZrQ2282y4AG+3mGyRDgHBU/UV5s6M6budMZxkc3eeENW0iOU6Bdi5tGDFtOvfmQ5D8KT0+9XH3em6ZLfMIWufDGsK7OsbkiFm/ecqe2Rx9K9sqlqWk2Gr2zW9/axzxkEYYcjjHB7daqFZrcHC+x53b+OPEPheQQeKNPN1a5IW+tuQRlueOD0rvtH8Q6Vr0Am068jmHdQcMPqOvauWvPCGq6RHK2gXYubRgxbT7z5kOQ3Ck9PvVx11pelyaizQNceF9aBYhGJELn5+h7dBVuEJ6r+vkTeUdz22s3VtA0zXIfK1C0jl9Gxhh06H8BXAW/jjxD4XkEHijTzdWuSFvrbkEZbnjg9K77R/EOla9AJtOvI5h3UHDD6jr2rGUJQ1/EtSUtDz3VvhvqGnzx3WkzveRxlNql/LuEUGIYWTvhY8AMCACcDNJ4Y+K/iHR9RGkatay6gsSxKyyKEuAzbFwoyd/LcAckc4HOPVq88tvD2l698QvGEeo2kcwj+x+WSOUJiySD26CumliGk+boZzproeleHPGuheKYFfTr1DKQC0Dna68Dt+IroCAwIIBB4INfPfiPwHdaBC+q2Ny9zbWiiQ7n8u4jRPL+7IOuFiwAwIAJwM1f0H4jeKvDFlof9v241O01Vf9FMRJnx8gHAHJ+YYHJOa7IVYzV0zCUGj0bXfh3pWqTte2LSaXqXJW5tDt5w3UdDyxrKPiDxb4PJXX7E6tpq5IvrRfnUfMfmX6Ba6Tw5410LxTAr6deoZSAWgc7XXgdvxFdAQGBBAIPBBrUgytG8SaP4ity+nXkU45Dxnhl5IwVPPY1EPCHh5dWOqDSbYXjDBkC9fm3dOnXnpWVrvw70rVJ2vbFpNL1Lkrc2h284bqOh5Y1lHxB4t8Hll1+xOraauSL60HzqPmPzL9AtAHW+IvDdh4l0h9PvYxs6xsvBjbsVPY1xNlqsmgRS+H/Hcay2CFVttSmTMcgJ+XcezDHX2zXcaL4l0jxDB5mm3sc2OGTOHXkjlevY1dvrC01K1a2vII5om6q6gj9aAPL/AIfeCbCayu9W0nX9Ts0mu7mNEs3i2CNZWVcB0bqqr0J6da7vT/CtlYXS3k91eX9yhLLNeyhymcZwAAB09OO1eQXXh3xH4G1d18JaveXto5Z2tbRQSnG7ncrJ2Xtzk+hp2reM5fI0f7X4u1I3LamkWoWc8McAjtw5BYhEXPA55I56dDQB2HiLxfYat4stdEsoJtQfTybp4rZQxMq4CDJYDhmGc8YJziqmlat4r8FW883ibSBe2VyxmmureTe8WVJIfOBgYHsM1b8G6Vp0vxDvNb0Sz8nSo9NW0STyyvnSGTJfkcnCgEnniuu8agHwH4hBAP8AxLLk8/8AXNqAOD+JOg6LF4UXxxpNstvfWz213DLGNhcNKpGR0z8+a6SQSJ8a7d3OIZPDzpHx1cXClufpisPxHbTXn7OlvDAheQ6VYsFAycKYmP6A1Xg106lB8O/FjsNiSSWF23A+eRNn/oSZ49elAHrNQXtrHfWNxaSjMU8TRP8ARhg/zqeigDl/h9dNP4LsLWVStxp6/YZlK4IaL5PU9QAevetDxNoUfiHRZbNnkimGJIJY3KtHIvKnP1+tYiCHwr46mZgy2evspUrHkLcLnOSBxuHqTz6d+zoA8j/ta8t7XSvFTIY7qxuF03WUKEkruALYOCOoOQK6O68NajpesXuueHGt54L8JJcafKgVZCATuU+p9/WoL7Srb/hNNY0G5VBZeJLLz0XH/LePCvgHIzjY3HPHI71r/Du9lu/BdnDcMDdWLPZTjjh4mKc4J7AH8aAOZ0/7E+q/ZtImuPDGutlmsZF3W85BGTs6EZJ5XaT61cuvG2mw6mPDXjeytoLl0V1k/wBZBKC2ARkZU5GenGOpq18SD5UvhGVOJD4jtIyw7qd+RXMePNUs9I+LllJf6UNRjvNGWzhhYLtMrTttyT0+vXnigDci8EXGnOmoeBtcFvA+G+yzOZLdx8vTGSOF/WtwJ42uoY4Zjotl8hWWe3mkmctg/MqsiheccHP1rziPw9r/AILsbnX7XxFZ6TE5EkOlTEyRlMA4J3dcLjgevSrfhvx14v8AH1q0FldaPpTqBukGXlbr91C3HIA/H3FAHZrp3hnwvdJeazqKXGpycC61CQNIc9do6KORwoAqz471tdD0a2kfU201J7oRNdLB5uxQjuflBzyEIyM4JHFeJeIba8sdDfRNd0SaXxNeSILbUTKkpYhwxxhiV+QqOOuK988Q6CdegsUW6Ns9rdC4DiPfn5GQrjI6hzzz9KAKPhS18MzwfbtGuotRkP3rp5PMkPUck8juPoK6evNPDXh+Dw98Xbu309pXtX0RXuHkcsWm80AZz/sr0HAr0ugAqrqX/ILu/wDrg/8A6CatVV1L/kF3f/XB/wD0E0pbMun8a9V+Z5Z8Hv8AkKan/wBcF/8AQq9dryL4Pf8AIU1P/rgv/oVeu1xYD+Avmexn3+/S9F+QUUUV3HiBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWDrvg7RfEBWS7tdl0pBS5hOyVTkH7w/3R1reooA81l0vxb4X2hP+J/py4GR8tyg+UdOjfxGrWj+JtM1obbebZcADfbzDZIpwDgqfqK9ArB13wdoviAiS7tdlypBS5hOyVTkH7w/3R1rlqYaEtVozWNVrcq1S1LSbDV7Zre/tY54yCMMORxjg9utZUul+LfC+0J/xP9OXAyPluUHyjp0b+I1a0fxNpmtDbbzbLgAb7eYbJFOAcFT9RXBOjOm7nRGcZHM33hLVNEhmk0K8FxZkMX0+9+dCMNwD2+9Xn+saReabf6BrNjLaWLayjyxIm6KOIcEEnOTxIO3Yda9+rzK80601ZvhjY30ImtpdPl3xt0OLeMj9QK1pVX1/rQmcV0IrXxx4i8LMtv4qsDdW3QX1tyD97njg9PatPwPrVlrfjXxXfWUu6C4FoYywKlgsbKeD7in3nhDVdIjlbQLsXNowYtp158yHIbhSen3q89nt7O78VSxWcv8Awi+oQqxZWYlJJOSACPujH86tRhNO39fITcotXPZ/Ff8AyJ2uf9g+f/0W1cNqWlWutp8MdOvVLW8unybwrFT8tvGw5HPUCs7VvFnifR9B1HSvEGni6jubeSCK+hPy/MGXJI4P6dKu6Prmn6vq/wAO4bO4WSWwtZoLlehjf7OAAc+uw1MYShG/r+QOSk/67iat8N9Q0+eO60md7yOMptUv5dwigxDCyd8LHgBgQATgZqXw38UPEGiTQ6dq8MmoAbEMUieXcqT5S/KOknzOQACWOCSAK9QrN1bQNM1yHytQtI5fRsYYdOh/AUqeKlHSQ5Uk9jZ8OeNdC8UwK+nXqGUgFoHO114Hb8RXQEBgQQCDwQa8D1b4b6hp88d1pM73kcZTapfy7hFBiGFk74WPADAgAnAzUvhv4oeINEmh07V4ZNQA2IYpE8u5Unyl+UdJPmcgAEscEkAV3wqxnsznlBrc9I134d6Vqk7Xti0ml6lyVubQ7ecN1HQ8sa4t/EninT9UvbHXre8v9J02UxT3ViArMSgkXeOpwCvIx9TXofhzxroXimBX069QykAtA52uvA7fiKk0IBtY8UAgEHUkBB/69LetSBfDes6Bqlp/xJJ4CoyGjXh15PUHnrmrl3oOj6hMJr3SrG5lHR5rdHYfiR7n865/Xfh3pWqTte2LSaXqXJW5tDt5w3UdDyxrKPiDxb4PLLr9idW01ckX1oPnUfMfmX6BaAPQ0RY0CIoVR0CjAFYvjT/kRPEP/YMuf/RTVNoviXSPEMHmabexzY4ZM4deSOV69jVnWNPGraJf6czbRd20kBYjON6lc/rQBz+i6tbaH8K9E1C7SSSCPTbRWSMAsxZUUAAkA8sK45r3QvEM+ueFNLu0b7fGL+2ypUxzg5KndnLfKDwuMEVa1f8A4SnQPDNnoR0F9VtrW4tPImslLny4ZUYKy9eRH16DP4ivr3hfxHqmpR+L47a10q6sWMyW0al5Zl43B2UjPC8eu7tQB3vg3WDrHhu1eY4vIEEN0h6rIowcjtnGeg+grfryaHVIdD1GPxtYuU0PVCF1C38jDRSdN5wMgZznOa9TtbqC9to7m2kWSKQBlZTkEUAZ/iPQoPEGkPaTIhkU+ZA7LnZIOVb86x/C3ime5un0HXo1ttct1zgcJcoP+Wif1HauurA8T+FbbxHbxt5rWt/btvtryL78TjoR7eo7igCn4nt44/Fng/UnYhor2a1AHcS28nv6xrVbwjN5HjjxtpSE+TDd290uc8NNEGbv6r+tZrajr1x458P6DrOnQ7ILiS8jvIpc+aiQOmSmPl+aRe+O1aPhmHb8TPHU+4Yd7FMemIM/+zUAXPHWiXus6fpklggkuNN1KLUFjLBd/lhvlGR1JIrkfFOsaf4wS38M3WkSW/iKd1RFmi5hTPzyK+MYG1sdMkD1zXqkkqRIXdgqjqScAVw3hme21/4j+ItZgZJoLOG3sbeZDlScM8nIOCQWA/zyAXNI+G3hrSrKOO7so9TkRcGbUFEx/wDHhgfl2HpVXUPCXgLWI5rS0g0e3vI1Y7rAxxyx4BBPyc8ZqS5sz431W6gnmP8AY1jOYTHE7KZZVwTkjHAOOnWrlz8NvBt5AIZfDtiFHeGPym/76TB/WgDkvhrqGi6d4HsNb1OXz9YvGkQuyma5l2yMFVRyzcDOB712O7xHr33R/YVif4jtkunHsOVj7EE7j2KiuV8O+F9M8KfGaSy0i2a3s5dBafYXZxvM6qeWJPQCvUKAM/StGs9HhZLZZGdzukllkMjufdic/h0HbFaFFFABVXUv+QXd/wDXB/8A0E1aqrqX/ILu/wDrg/8A6CaUtmXT+Neq/M8s+D3/ACFNT/64L/6FXrteRfB7/kKan/1wX/0KvXa4sB/AXzPYz7/fpei/IKKKK7jxAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsHXfB2jeICJLu12XKkFLmE7JVOQfvD/dHWt6igDzWfS/F3hdcQ48QWCjC/w3CfdAyP4v4j9BXHWWs20/ib4f6Ywlhu9NtJobmOaF4yjeQEA+ZRnlD0r3usPxB4R0jxKImv4GFxCQYriJikkZzngj/PJrCVCLvbQ0VR9SnXBafpGn6t4+8aQX1pFPGVswA69MxHOD2PvW3Lpfi3wvtCf8T/TlwMj5blB8o6dG/iNYHgvW7XU/HnimdBJCbkWhjinXY/yxlTkH8PzrhdKdNSb/AK1RvzxlYlvPCGq6RHK2gXYubRgxbTrz5kOQ3Ck9PvVx93pumS3zCFrjwxrCuzrG5IhZv3nKntkcfSvbKpalpNhq9s1vf2sc8ZBGGHI4xwe3WphWa3KcL7Hndv448Q+F5BB4o083Vrkhb625BGW544PSu+0fxDpWvQCbTryOYd1Bww+o69q5a88IarpEcraBdi5tGDFtOvPmQ5DcKT0+9XHXWl6XJqLNA1x4X1oFiEYkQufn6Ht0FW4Qnqv6+RN5R3PbazdW0DTNch8rULSOX0bGGHTofwFcBb+OPEPheQQeKNPN1a5IW+tuQRlueOD0rvtH8Q6Vr0Am068jmHdQcMPqOvasZQlDX8S1JS0PPdW+G+oafPHdaTO95HGU2qX8u4RQYhhJO+FjwAwIAJwM1F4R8f6x4Yvp7XUbea/e7mSS4jlBS58wrBHlQch8k4AXLHaSQBXrVZuraBpmuQ+VqFpHL6NjDDp0P4CtqeKlHSREqSexs+HPGuheKYFfTr1DKQC0Dna68A9PxFdAQGBBAIPBBr578R+A7rQIX1WxuXuba0USHc/l3EaJ5f3ZAOcLFgBgQATgZrS0b4heKvClnoI1+JNVtdWjDWph3GcD5MAjbycMOBnOa74VYyWjOeUGj0PXfh3pWqTte2LSaXqXJW5tDt5w3UdDyxrKPiDxb4PLLr9idW01ckX1oPnUfMfmX6Ba6Tw5410LxTAr6deoZSAWgc7XXgdvxFdAQGBBAIPBBrUgytF8S6R4hg83Tb2ObHDJnDryRyvXsa1iARgjINcfrvw70rVJ2vbFpNL1Lkrc2h284bqOh5Y1lHxB4t8Hll1+xOraauSL60HzqPmPzL9AtAFfXtGuvCerz6rao134fvnzqVk2W8oHrIg56DqPyqDRpLzwnbNqPh5m1rwxcMrR28RJkt9x+bGf4R6V3ukeItG8S2rGwu4rhTkPEeGHJGCp57GuRv8Aw9qngia81nwsPtFrIwkm0tuF6/MU9CR26UAdFofjrw/r6KLW/jjuSButpmCSqSM42n/PBq1rfibS9Bt2lvrpUIBIjXLO30UZJ6ivPLfxd8M/GC+Vr+nWVjf/APLQXcXlkHA/5ajHp3I6VvaT/wAKt8OKZNOvfD0LDnf9sjlfpjgsxP8A+s0AaHhyzmuNTvfFWpq0Mk8Yit43yPKgGDyP7xOT6847Vk6BrmmaPb6pr2o3cfma3fPNarHl5JoVASMKoAYnAPAB69653x38SX1ixGmeGbSe7WYgvIqnMiDBO1QdxHYkDir+n+BvC/iWwjutO1aRNbjy/wBphcxlGII/1WdqrkcYA4HpQBU+JF5rniLRdIsfsEml2Wp6pFaB5nzI27O0lBxtPJwSOnvx0vwzsLrRP7f0bUJknvba9RjMkYQPGYUWPgdOEPH+POZd6D451HV9D0/VVtbvTdP1OO/OoRuqufLY4VlJz0PYV0DX1vYfFv7IX2vqOkoxUt1aKR9vf0dvXp27gEHwkka4+G2nXUnMs8lxLI2c7mM8mTXb1xPw2aOx0vUfDgIEmkX88IXoTGzl0bGB1DfSu2oA4vxUy6R4z8M68zLHAzy6fdSFgvyyLlM9OA6jqe/Su0JAGScCuQ8eajpD6DdaXcz77uVMwQQkmTeMlSApyOR7Vw2p+Kddu7fQ9L8WW9lY2d8zLcFJmEjbEJycEKoJ28ZbrUSmo7lKLZ6DqvjzRtMkaGMXmo3K8mDTrZp2HGRyPlGfc/yNZKfFWzLgS+F/FUCd5JNN+Vfrhif0q1awwQWyR2qIsIHyhOmKmrieMfRG/sF3LsHimy1vSLifw7e21zdRoSsUqsDkAHDKcMOCPzrzW5+KuvyRTW0tnpy7g0bgRvkdj/HWv4vFlpmly65xDfWgEsMiDBd1OVU+oLYzn1rg9eudP1SWDV9NnieO8jV5o04MMxUF1I7cmsMVWqSp+0ptq2jPcyWnhpVnRrxTb1T9Om/zJPDfim+8L3E81jFbyNMoRhOrEAA54wRXoPhHx34h8S64lm1rYJbqN0zpG+VX2y/WvI69z+G/h/8Asjw+LmZMXN387Z6hewrmwLqymoKXuo9rPIYWlRlVnBOctE/6fRHZ0UUV9AfABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVg674O0XxAwlu7UJdLgrdQnZKuCD94dfujrW9RQB5rLpfi3wvtCf8AE/05cDI+W5QfKOnRv4jVrR/E2ma0NtvNsuABvt5hskU4BwVP1FegVg674O0bxARJd2uy5UgpcwnZKpyD94f7o61y1MNCWq0ZrGq1uVapalpNhq9s1vf2sc8ZBGGHI4xwe3WsqXS/FvhfaE/4n+nLgZHy3KD5R06N/EataP4m0zWhtt5tlwAN9vMNkinAOCp+orgnRnTdzojOMjlNY8N6h4Z068vdIvfP06KJ5ZrC8G9doDk7T+NcJrGkXmm32gazYy2li+tI8sUaFo44hgEEnOTxIO3Yda9n8V/8idrn/YPn/wDRbVxN5p1pqx+GFjfQia2l0+XfG3Q4t4yP1AralUdrv+tCJx7f1qRWvjjxF4WZbfxVYG6tugvrbkH73PHB6e1d/o/iHStegE2nXkcw7qDhh9R17Vy154Q1XSI5W0C7FzaMGLadefMhyG4Unp96uOutL0uTUWaBrjwvrQLEIxIhc/P0PboKThCpqv6+Q7yjuereK/8AkTtc/wCwfP8A+i2rhtS0q11tPhjp16pa3l0+TeFYqflt42HI56gVnat4s8T6PoOo6V4g08XUdzbyQRX0J+X5gy5JHB/TpVzR9f07Vta+HNtaXKyT2NpPDcJyCjfZ1UA59dppxhKEb+v5Cck3/XcTVvhvqGnzx3WkzveRxlNql/LuEUGIYWTvhY8AMCACcDNTeG/ih4g0SaHTtXhk1ADYhikTy7lSfKX5R0k+ZyAASxwSQBXqFZuraBpmuQ+VqFpHL6NjDDp0P4ClTxUo6SHKknsbPhzxroXimBX069QykAtA52uvA7fiK6AgMCCAQeCDXgerfDfUNPnjutJne8jjKbVL+XcIoMQwknfCx4AYEAE4Gal8N/FDxBok0OnavDJqAGxDFInl3Kk+UvyjpJ8zkAAljgkgCu+FWM9mc8oNbnpGu/DvStUna9sWk0vUuStzaHbzhuo6HljWUfEHi3weWXX7E6tpq5IvrRfnUfMfmX6Ba6Tw5410LxTAr6deoZSAWgc7XXgdvxFdAQGBBAIPBBrUg4mHSvAPjuePUFsrK9uImyQco4PTDqCM/d6EEcVpXXw+8H3dv5MvhvTFT1it1jb/AL6XB/Wqmu/DvStUna9sWk0vUuStzaHbzhuo6HljWUfEHi3weWXX7E6tpq5IvrRfnUfMfmX6BaAOw0Xw3o3h6DydJ0+G1T/ZyT+Zye5qnrHg3S9Vl+0or2d6ORc2p2Pngc468DFW9F8S6R4hg8zTb2ObHDJnDryRyvXsa1qAOFOua74U1TTNP1xotQs9QuktIbxPkdXbONw788fh71yPxEhvx8X9P1HTyfM0zSY72Qbtu6NbhgwJ+je/0rsfiZFKbDQLtI2eOw1u2u59qk7Y0DljwDXOP4y8OSfF46i+pQGybw8bYtu6yefu8vHXdj+HrQBo6hqUGg+LdP8AFkLE6VrUSW1z821Y342uQSOwx0z/AFh+IfijWLqeXw/4UnVb+JUkuHDqCUYcKuepO4Hj/wDVgeF9Vs21DUfCusWc6eHtQld9Nnu43VZMnopbgjqRg0aL8P7Z21m21GR/7RtNQEcV5CSjqgiiZB78Edayqz5I3LhHmdin4V8aaTp0osdYsJNM1FsB558sZCe5Y8/xGsv43+Zeadod9Yt5sCNLmSM5AyEI5H0rV13TNS0mwYa/ZRa9pMS5NwoCzxqNmT+QNcXNp+r6alvFaJcHTNYXfp9k7CTz8FPvc/KdrE5GfTvmuWCi586NZN25WcvpfxE8T6RH5VrqkwQDAV8OB9AwOK1pfjD4vZFC3yIR3WCPJ+uVNKnh7QL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131	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/522815_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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132	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/524681_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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133	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/524934_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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134	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/525566_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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135	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/525634_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
136	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526014_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
137	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526721_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
138	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526912_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
139	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526914_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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140	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526918_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
141	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526925_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
142	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/526942_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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143	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/527911_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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144	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/528460_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
145	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/530635_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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146	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/531123_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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147	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/533248_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
148	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/534906_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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149	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/537187_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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150	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/537359_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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151	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/538540_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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152	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/538557_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
153	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/539311_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
154	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/539582_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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155	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/539724_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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156	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/540734_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
157	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/541441_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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158	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/543981_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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159	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/544240_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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160	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/545098_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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/AHmH94V9M18yeIfCur674t164sYYjbx6hcK8ss6RqpDknO4jsRXdgnaTOevsiXw94W0yHUTa3V/aX2rNBK8FnC2+PesZYBnHHVSP15FY3hnx74g8KXHmabfyIhPzRN8yN16qeO5qewNh4PnkvF1NLrVkV0hS0AeNdybSS59mIxj16Vk6HpVvema6vp/JsrfBkIPzOT/Cvvx+FeotdzlPojwj8edG1YJb67H/AGdcH/lquWiPX8V7evWvWbe5gu4Vmt5klibo6MGB/EV8Sy6/a2skiaPpdvbxHhZLhRPJjBHVhjPJPTrjGMU3S/GPiDRXLadqt1agtuKQylEJ/wB0fL3PalyjPuGivBfAfx4eea207xNgs5Ie++VQD2+VQBj1Pv7V7HqPiOwsdOS7ilS6M3ECQuG80+xHb1Papem4GvRXB3d54s1KUmPU7XSbbJ2rb24llIz3Z/lBxxwp/wAM1dM8V2Uxk0/xpduD1iv7ZJ1br34I69vSuf6xTva5p7KXY9OorhNL8caha6hFp/iixgtWlO2O9t2PkscDgg8rk7u/au7BBGQcit4yUldENNaMKKKKYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACs/Vtc0zQ7U3Gp3sNtH2LtyeQOB1PUVoV8ya/BqOseNNd1H7XumtNTntoo5BlQitgD24qJzUFdmdSahHmZ6FrPxS1C/zF4ftPssJ/wCXu7X5j0+6n5jmvLfEWptpup2Wo6hc3F7cSFg0sz5PQDgdBxjpirUOtmGRYdTga2lPG/qh6d/xqj4t0l9b0+CW1YOYdzALzuBx/hXB7ScppVNEzzfazlUSqaRf3feaVr4h0u7QMt3GhxyJDt/nVj+1tNH/ADELX/v8v+NePSW11bSFGSRSDggUh+0Ef8tf1rV4OL2Zs8BB7Nnouu+K7SK3a3s5Vlmf5cgcDPfnrXU15Lonh281K6QlGWIHJcjivUL6+js4Sxw0n8MYPJrnr04xtCG5y4mlCFoQ3JJrS2ucefbxS46b0DfzqnPFpGn4ke2tY3/h2xLu/DArOkv9Qnz++ECntGoJ6+pqilkUlMv2iV5D1MmG/pSjSfVnOmlo5fmaM2rXVz8tun2eL+8wyx6dB2rD1G5j02e3mkLOzkhmY5J6VbeeaBh5yAxkgb1PT6iqHiDT5b63i8oZMZJxXRTik7dDSlbnSlpFl6HU7OZcidVPo5xUn221/wCfmH/vsV5+1vcwOV2up9qD9oIx+9/Wt/Yrudjy+D2kzrNT1qBYzBC+53+XI7Vt1w2m6Nc3M6O6FUBzuIrtJbiKADe3J6KOSfoKzqRSskcuJpQhywp6sdJDFL/rIkf/AHlBqCRLK2IJhiVuwVBk/SlAurnoPs8fqeWP+FWILSGA7lXLnq7ck1ntuzn+FWb+SK4F1c/dH2eP1PLH8O1WILSGA7lXLnq7ck1PRSciHN2stEFehfCP/kXdU/7Csv8A6BHXn8MNzd3MdrZQNcXMhwka9/8AAV22i+HfiD4J0qaaDTdPvbWeY3M1skrNMhIGcdB0XHfmj2cpwdj1crTjJzex6VRXKaH4+0rVZvsdzv0/UAdrW1yNp3cDAJ688fhWlea8g1JNJ01Y7zVG5MAfHlrxlnxnA5rk9nPm5ban0PNG17mzRVFfBeqaioOseIbmNGA3W1giRqDjn5yCx5/r61CfhZplm5m0LU9T0mfaBmObzkJAIyyyZz19R+FdKwcrasydZGpRXMajea/4OKvrjRahpzPg3sMfltGPVlHHfH4e+KzPFPxO0bRdKM2n3lte3TjCJHIGCn3waxdCopcti1Ui1c7onAyelfJPjZw/jTWWU5U3s5B/7aNWjrHxN8U6xI2/U5oIieI7dvLAH/AcZ/GsK1125ttweCyulYgsLm1SQnBz94jcPfB5FejhsPKk25HPUqKWiMyu/wDDj6D/AMK/ey1rdCL7UZfLulXPlPFEm3Pt+8YfjWPbW2j+ILcwwQ/2fqiglf3v7qX2wR8p/HB/mvhvbqWm3nh86Y91dXLh7WVODC+MEn/ZwB+VdcnoYlyT4Z61dSF9Cks9XtSTtlt7qMcZ7hmGO351i3HhPXLbUVsHsWa6PSOGRZT0z/AT2r0rSPgVIypJq2qIh6mOBCxx9TjH5Gu60X4d2vhstJo+qXkMxBBaWOGQcj/cB64PXtXJLFwW2psqUnucB4W+Ct1KyXOu3H2devkRct36nt2q7ruoab8M/HthHY2arZSWWZEzuYlnwWyec/ux+Z6Zr0OTWNR0i7VNWhheycgLdxEgqf8AbXGAPeuL+L/gy8102uq6fA880MXlOiDJ25JBAH1Ncsaspz/ePRmriox93c7HTfHnhrU7VZl1e1tyRzHcyrGw/M1cbxb4cRSx1/TMD0u0J/IGvlCa0vbKYwyxTROpwVIII+opjC4IxiQ/nWn1SPRke2fY948VfELw7rPk6Dbu1wl3Kkck+NixqWwSCw7DnpXW29l4k8Lru0HUDfWqgk2N82f7x+V+o5I/KvCfBXgDWNd1O2uGtZIrFXBkmb5eO+PXoa+h9Z1j+ylt44raS6u7lykEKEDJAySSegH+ecVnN+yajTZUVzpuRpaP8Q9Lvrn7DqKSaTqGSPJu/lDct91uh4UmuvBBGQcivLL/AMP3fiXTfs+uNbwBuqWqByvXo7g9j1xS2Ph/XdBt0g0LxXeJCg4gv4Y7hfzwCOp6H09K2jio/a3IdJ9D1KiuH0fxpqMOpR6d4nsre1aTIjvYHxAxABwdxypJyBk+gruAQRkHIrqjJSV0ZNNaMKKKKYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuO8dfELS/BWlySySxz3x+WO2VsndjI3Y6CgDsa+c1IPiLxOR0Ot3f/odcbr/AMY/GOuTMV1SWygJJWK0PlbRn+8uGP4mtXwRK8+izSyMXke4ZmZjkklVJJrmxatSOPG/wvmjoZoYp4yksaup7MM1jvoc1m/maVcGL1hc5Q9Py6VuUV5cZuOx48Zyjsc9/acTMtvrNksT9AzoGQnj/GrMi6NZok/kWi55QpEuT9MCtSaGKeMpLGrqezDNcVc6R9n1W7Nkyx+W6qqEcY2q39a3goz62NouEk9bfl/wDUm1a6uflt0+zxf3mGWPToO1YWo3UemzW80hZ2ckMzHJPSrCX5jYR3cZif1/hPT/ABqpr1i2o2sTQndsJPHvXRCKi7dB01aooz0i/wCty7DqlnOoInRfZjipfttr/wA/MP8A32K8/a3ubdyu1wfag/aCMfvf1rf2K7nW8vg9pM6zUtbt0jMELbnf5cjtmtuuG03Rrm5nR3QqgOdxFdpLcRQAb25PRRyT9BWdSKVkjlxNKEOWFPVjnijlGJEVx6MM1BIllbEEwxK3YKgyfpSgXVz0H2eP1PLH/CrEFpDAdyrlz1duSaz23Zzr3dG/kiuBdXP3R9nj9Tyx/DtViC0hgO5Vy56u3JNT0UnIhzdrLRBRRRUkBQA7ukcSNJK52oijJY013EaF26AV6x8L/BTRCPxFqSL5ksX+jREA7FODuPvWlOHMzqw1B1ZeRv8AgDwVB4d02O8uUD6nOgaRmH3M87RXa0UV3JWPfSSVkc74k8EaD4qgZNSsUMuMLOg2yL17/jXmMXw78RfDjX213w0RqdrsZJbc/LIYydxHv91fxr3CigZ5/pXxg8M3RFvqssukXwO14LqNgFbofmAxjOeuOlbF78R/BthCJZvEdgyntBL5zfkmTU3iTwRoPiqBk1KxQy4ws6DbIvXv+NeF+MfgPqmmiW60V/t9sMtsAxKo5PTvxigDV+Jfxi0vXNKl0LQt80c4xLO6FRjrgA8/nXc+J/gt4Z8QkSwq+nTLHsUWqIsbEZ+ZlC8n1Oa8A8D+DU1TxnHpmr3KWCpkuJ/kLEEDYM9yTX0z438d2vg+yhYRfaru4OIoVbAOMck/Q0Cbtqz5z8ZfB/xF4UEtykX22wTJ8+EZ2qM8sO3AzXHQ6BqdzJBHb23nvONyJC6yMP8AeCklTx0ODXq2t+N/FPiO3ntb3Uhb2U67XtbaNQCD1BYjJ/8Ar1haK1z4dumutLu3hmYbSXRHBH4is3XSWhyvGUE7N/ga3hT4MXpkjvNaumtcciGE/P379u1XvEOp6b8OPH+nLZ2EaWr2P70AZZi0hy2T3+Qf/Wrc0L4jyvcx22swwoHOBcRZAz7g9O9UPix4LvPEv2XV9Lj+0SQwmN1U8lQSwIHfqa41UlKdqr0f3HowlCcOalqdhpvjzw1qdqsy6va25I5juZVjYfmauN4t8OIpY6/pmB6XaE/kDXyhNZXtjO0MsUsUinDKQQR+FMYXBGMSH86v6pHox+2fY9/8QfE3RLye30fT53lNzMkclwF2qilsE5YentXpdfMngrwBrGu6nbXDWskVirgyTN8vHfHr0NfQ+s6x/ZS28cVtJdXdy5SCFCBkgZJJPQD/ADziuetCMWowNacm7uRYvNJ07UcfbtPtbrHTz4VfH5iorbw/otnKJbXSLCCQdHitkUj8QKqxWmvXkYe71FLBiOY7ONZCvI6M6nsMdO/annSNSUZj8SX5bBwJYLdl6eixqffr2rHbS/5l/I2K808c+Nm8K+PdLWRC9r9iYuv+++CR2yNn6n1rqpNY1HSLtU1aGF7JyAt3ESCp/wBtcYA964v4v+DLzXTa6rp8DzzQxeU6IMnbkkEAfU1pRiuf3tmTNvl0Ox03x54a1O1WZdXtbckcx3MqxsPzNXG8W+HEUsdf0zA9LtCfyBr5QmtL2ymaGWKaJ1OCpBBH1FMYXBGMSH866vqkejMfbPse8eKviF4c1ow6DbsblLqZI5ZsbFjUtyckduvSu5tLPWPD6j+xL8zQDk2d6xdf+At1HJJ/IdK8B8C/D/U9d1SCee2lhsFbLzEY9emevTFe/ap4gjsbhbK1ge9v3GVgiIGB0yxJ4FZz/dNRpsuPvpuRv6b43sLmYWupRyaXeH/lnccK3U/K/Q8Y/PFdOCCMg5FeX6r4euvEdm1tqd4IbeQYaGCJSw6fxNn0PbvnsKbY+H9d0G3SDQvFd4kKDiC/hjuF/PAI6nofT0raGKjb3tzOVJ9D1KiuE0vxxqFrqEWn+KLGC1aU7Y723Y+SxwOCDyuTu79q7sEEZByK6oyUldGTTWjCiiimIKKKx9a8RW2jskAR7m9lUtHbREbmA7nPQZ4zSbS1YGxRXA39z4r1VnRdUt9ItTkBbWHzJiM93Y4U444Hvn0zotJ8VafIX07xpeOpOTHqMCXAJ578EDnt6elYfWad7XNPZS7Hp9FcJpnjm/tNQi0/xTZQWhlbbFe27/uXbAwCCcqSSe/au7BBGQcit4yUldENNaMKKKKYgooooAK5vxP478P+EoGfU75RKOkEfzSH8O3Xviukr5I8S+IYbH4i+Jl1PTLfU4Jb6eMiZfmjVZHA2H+Ht+VNK4Gz4v8Aj1rWr77bRE/s21PG9TmVun8Xb8PWua8KXOk3Wia/N4mnnMc81rAJ1Ad1ZjI2ef8Arn+XanS+FNC8Rq8/hfURFPyx0+7O1h944U9+APzrP0y1i0O8utF8VWt3bWd0y73TIKMhYBh2Ycn9cYqraaCJH+Ht/eI0+g3djqttjd+6uUWRRjPzKxGDjPT0NdN4Mt5bTSbi2mXbLDctG65BwwVQRxXMTeALi6YyeHtRsdWh27yqXKJKgwCcqxB7/pXTeCY3h0aaJxh0uGVuc8hVrkxbbpnJjf4XzR0lFFFeQeIFc3cf8hW//wCuq/8AotK6SubuP+Qrf/8AXVf/AEWlbUt2V9l/11I3jSVdrqGHoRWe2mvA2+zlKf8ATNuVPStKiuhSaJjUlHYyftSEiK/twjerLlT/AJzUrCxgCv5UIJ+7tQZP0xV+SNJVKuoYHsRWdpEEcYusKPkuHUHHQDFXdNXNk4uLkrq3S+hIBdXP3R9nj9Tyx/DtViC0hgO5Vy56u3JNT0VLkYubtZaIKKKKkgKKKKACgnAyelFbPhLwxN4w1iWzjbba2wVrqT0DZwv1O01UYuTsjWlTlUlyo2vh34MfxBqg1LUIT/ZcI+RW4818/qOv/wBevdkRY0VFACqMADsKitbWGyto7e3jWOKNQqqowAKmrujFRVkfQ06caceWIUUUVRoFFFc74s8YWPhSwM0+JbhuIoFbBY/0FAm7as6KsnW/EukeHoPN1O9jh/upnLt06L1PUV4nqvxR8XalIwtbq30yDJwsEIdyM8ZZ88/QVxc8dzc3LXM9/cT3DdZJiHJ/MfSsnVitjjnjaUfhd2dZ498V2XjN1S20hLZEIK3bgCc4we3QctXn+o6j9g1W38xmdfKxlzk9fU/QVoGeWB8TKpjPR17fWs3xBpUl8EliGXRcY9qyUnKXvbHJGs6lRKq/dd/Q0YdTs5lyJ1U+jnFSG9tQM/aYf++xXn7W9zA5Uq6n2oYXBGMSH86v2K7mzy+D1TZ115rFrMy2kUmWkIUt2A711Ok6/q2hMPsF0TEOtvN8yHr09Otec6To1zPcJK6FYweSa7QsTIsUa75W+6mcZrKoktEY1H7CSjQevX/gnpFj4v8ADfiBkh13TrWK46D7VEsiHr0Yj2FdVaaDods6z2ek6dE/aSG3RT+YFeNLoUtwmLm42KRykag/qc/yrW0r+0dDj8vTtYvEQdI5dkid+xX39a45OHR/md9HMo2/e7+R7FXmPjjxo/hT4h6aZFL2psfnT/ekOSPf5B+Z9a1NM8cXMVykGsQwiNzgXMWQAf8AaB6d6xfix4LvPEv2XV9Lj+0SQwmN1U8lQSwIHfqadFR5/e2Z6Sqxqw5qbudhpvjzw1qdqsy6va25I5juZVjYfmauN4t8OIpY6/pmB6XaE/kDXyhNZXtjO0MsUsUinDKQQR+FMYXBGMSH866vqkejJ9s+x7/r/wATtDvLi30fT53lNzMkck4XasalsE/MOw9q9Lr5l8E+ANX13Ure4e1kislcF5m+UY749ehr6F1TxFp2k/JNLvuDwsEXzOx5wMdskY5rCtTjFqMDWnJu7kWbzSdO1HH27T7W6x08+FXx+YrFuz4V8PXC+Vplit83+rhtLRDK3bgKMge/bNRmPxH4iUjcdHsHHUczsp/9B4P4Ed6wvDfhHU9OjutV0zURLevdzxyJdAMJPLleMHOAQcAn8ulZxSS1kNvsjofJ8Q67/r3/ALHsj/yyjIe4Ye7dF+gz7EVxXijXbPwB460pIbctCLFvMdmLO4eQ5JYnk/J39TXcW3iyOKYWutWsmm3PrJzG3fhvpj864n4t+Db3xBLbaxpsbXJigELJENxwGY5GOv3q0pfHaWiJntdbna6b488NanarMur2tuSOY7mVY2H5mrjeLfDiKWOv6Zgel2hP5A18oTWl7ZTNDLFNE6nBUggj6imEXDDH7zn1zW/1SPRmftn2PdvFnxC0DWmt9Bs5RPHdTpHPMyYVULfNgnoe+cV3dpZ6x4fUf2JfmaAcmzvWLr/wFuo5JP5DpXgngP4eajr2oR3NxFJBZIdxkK43ewr6E1HU/sUsFvFC81zPnYqjhcd2PYVnUfsmo02XFc6bka2m+N7C5mFrqUcml3h/5Z3HCt1Pyv0PGPzxWnq/iLTNEiDXtyqu33Il+Z3JzgBR644rh9R0O81y2aG/vUhgcYaKGBGI5U/ecH0I6d6zNI+Hdp4fdpNI1O8ilYHmaOGUdOP4AeCAeCOlaLFK2u5Dou+h0dzrmv67lLKP+ybFuPNkGZ3X2H8OQQeeQRXmHiTWLXwF8RbGfEs5uLIm5mmkZ3ffIcnk8cr0GBzXeTazqGjXSrrEUDWLkKt3ESNpPZ1xgDPeuJ+L/gy+1ua31exjaYwwCF40GTjcTn/x6s41HOdpvRlOKjH3dztrDx14Y1CASx61Zx+qzyiIj8GxVpvFvhxFLHX9MwPS7Qn8ga+TmgurdyhWRSOoGaQi4YY/ec+ua0+px7k+3fY9t8aePtF8QSWnh2zmWW2uriNLi42ldihwTjI46da7e2sfEnhVM6DqJv7RQSbG/Ytn7x+V+o5I/KvEfAfw81HXtQjubiKSCyQ7jIVxu9hXv+qeItO0n5Jpd9weFgi+Z2POBjtkjHNRN+yajTZUVzpuZp6P8Q9Lvrn7DqKSaTqGSPJu/lDct91uh4UmuvBBGQcivHdQ0fVfG0IivbePTdOJ3LuUNMw/HpwfwIruvh5C9r4KtbWSVpWtri6gDsckhLiRRk/QCuqlV59HuZThynUUUUVsZhXxX8QVZfiF4gDKQf7RuDyPWViK+1K47xb8MvDfi5HkurQQXjZxdQDa2eeT2PJzzTTsxM+OFdkYMjFWHQg4IrrdP8eXYtfsOt28erWRBG2cfOvDdG/4FW/4w+CniHw75lzYp/aViuTvhHzqOfvL16DtXmkkbxOUkRlYHBBGCK1umTqjt5PCeh+JA03hbUBHcHJ/s+6OG/iOFPfgD862fBsElnptzaTgLPDcsjrnOCAoP6ivLelW7PUruwmEtvO6MPfrWFek6kOVMxrw9rDlPaqK4jSPHiPti1FMHp5i/wBRXYWt5b3sQkt5VkU+h6V41SjOm/eR41SjOn8SJ65u4/5Ct/8A9dV/9FpXSVzdx/yFb/8A66r/AOi0p0t2R9l/11G0UUVuZBVDS/8Al8/6+n/pV+qGl/8AL5/19P8A0qlszWHwS+X5l+iiipMgooooAKKKztT1aLT4SQQ0nYU1FydkXCEpvlijRrqPhfZ2tydU+y68+ma6bw+Wu8bJIscZU9er/wCcV41c+Ib+4JxKUX0U4/lVYateCONBIg8tiwdY1D/i4G4j2JwK7aVGUdWexhcNKi25Pc+vU8WanobiHxTppjj7X1qC8R+o6jqB7ntXV2V/aajbiezuI54j0aNsivmTwV8ZdfsJI9OvkGq2zcCKcjd3OAx9+x9K66+8YeFW0mXWPCd9Ppms4+SyUfK56DK9MYyeOOa0em53N21Pdaydb8S6R4dg83U72OH+6mcu3TovU9RXht18TvG19EqHULSy9Ta2w3N+Lk4/CuRnjubm5a5nv7ie4brJMQ5P5j6Vk6sVscc8bSj8Luz0nxB8XdS1DdDocH2GA/8ALeUZkPToOg715Lq+ry2+txz3k8tw8kfzPK24nn/6wq/5ssLHzghj/vg/zFZniDTHvkSSJcugIP0rJTcpe9sckK7qVLVX7r+4vw6pZzqCJ0X2Y4qU3tqBn7TD/wB9ivP2t7mBypV1PtQwuCMYkP51fsV3Nnl8HqpM6zUNat2Q28DlpG4yO1bdcTpOjXM9wkjoVjB5JrtCxLiKNd8rfdTOM1lUSVkjlxNOEOWnT1EeKOUYkRXHowzUYgt4nGyBA56BEGf0rSi0W4lXNxdGPP8ADCBkfic1LbaCtlI0tte3IkbqZNrA8H296w9rFdTCKSVnL8yGDS7mfmY+Qn90ct/9as3VdQg8O+IbUJGPKa3+buTluTk/QVvNeXFnKBdohhPAlQ9D7isPxhoUurCK7tV8x0QqQD2zn/GppyvO09mb0FFTtPZmza+IdLukDC7jjPdZTtx+dWDq+mgZN/a/hMp/rXjz211bSFGSRWBwQKRhcEYxIfzro+pwezOx4CD2bPRtS8T6fcumnwSF/OYI7jgKCeetdTYXmpaKc6ZdFY+9vL80Z69PTr2ryrQPDV7e3cUzxMkAYFmPHHtXpV5efZRGqxNLLKdqIvfjr9KwqxUGoQMaj9hJRovXqdlb+KtF1gLaa/p8MMueBcxrJE3XoSMfn61du28KeHpFeLTdPS7YAxx2tsnmNkHGMDjPTPvXnktrc3cZWW4EaMMFERSfzOff86g03SrnQbxrvRtQMEzDDedCkgP6DH4e1ZxcersdtLMo2tV37npATxF4h6/8Siwb8ZnX/wBlyD+BFbGleHNO0j54Id9weWnl+Z2PGTntkjPFcrofj67F/FZa/BbRCTO27hJVOn8QPTv+ld+rK6hkYMp6EHINTNtadD1ac4VFzRdxax/DX/ILn/7CF7/6Uy1sVj+Gv+QXP/2EL3/0plqF8LNOpo3VnbX0JhuoI5oz/C65Fc2/hm/0ljL4eviid7S4JaM/Q9R1J+veurooUmgaTOLfV9JvJltfFGjQW9yOhu4VkjPfhiPTH51uWmg6HbOs9npOnRN2kht0U/mBWjdWdtfQmG6gjmjP8LrkVzb+Gb/SWMvh6+KJ3tLgloz9D1HUn696u6eidvyJs0dNXmHjnxenhX4i6XNJFvj+wMH55w8nOOcZ+Qf56dZbeLI4pha61ayabc+snMbd+G+mPzrifi34NvfEEttrGmxtcmKAQskQ3HAZjkY6/erSjFKdp7MmbvH3TtdN8eeGtTtVmXV7W3JHMdzKsbD8zVxvFvhxFLHX9MwPS7Qn8ga+UJbO8spmililicHBUggj6imEXDDH7zn1zXT9Uj0Zl7Z9j3Dxj8QdI1yez0CwnElvcXUQuJ8FQihweMj2r1qvmvwH8PNR17UI7m4ikgskO4yFcbvYV7/qniLTtJ+SaXfcHhYIvmdjzgY7ZIxzWFaEVaEDSnJu8pFm80nTtRx9u0+1usdPPhV8fmKxLw+FPDsoaPTbBLzokdtap5hJzgcDjPSmhPEXiHr/AMSiwb8ZnX/2XIP4EVsaV4c07SPngh33B5aeX5nY8ZOe2SM8Vj8O7L32RjhPEXiHr/xKLBvxmdf/AGXIP4EVsaV4c07SPngh33B5aeX5nY8ZOe2SM8VrUVLm3oikgqbwT/yLjf8AYQvv/SuWoam8E/8AIuN/2EL7/wBK5a68H8TMa+yOiooor0TlCiiigArjfFnwy8N+LUd7q0W3vCDi5gAVs89ex5NdlRQB8p+MPgp4h8O+Zc2Kf2lYrk74R86jn7y9eg7V5pJG8TlJEZWBwQRgivveuN8WfDLw34tR3urRbe8IOLmABWzz17Hk1akS0fHFWrLUrvT5RJbTMhHoa9D8YfBTxD4d8y5sU/tKxXJ3wj51HP3l69B2rzSSN4nKSIysDggjBFVpJWZLXRneaR48R9sWopg9PMX+oq6LqG8vr2aBw8bSgqR3+RR/SvNKsW17cWjhoZGXHbNcssLG7cNDjqYSMk+XRno9Fc3YeKEfCXa4P98V0EM8VwgeJww9jXLKnKO55dSjOn8SJKoaX/y+f9fT/wBKv1Q0v/l8/wCvp/6UlsxQ+CXy/Mv0UVnanq0WnwkghpOwpKLk7ImEJTfLFGjVK91W0sVPmyAt/dHWuPufEN/cE4lKL6KcfypLXxBd20flPDZ3UWQdlzapJ0OeGI3D8D0rqjhn9o9GngOs39xZ1DxNcXGUg/dJ6jrWl4X/ALMm8P622t3Ekdu8lvDG6qGKyN5hBIPOPkOcc1S0610nXzJbt/xL9QKFodg/cyMFJ2nJ+XOOP/1mneFtQ0aO2vtK13z1s71oWEsOMxshYZI78O1dKioq0UelCnGCtFWLi/DrUtQ/eaBd2OrQnoIblEdR1+ZWIwf8DWHqHhvVtLuxa3dqFmP8KSpJ2B6qSO4rYfwDeXbNJoV/p+qQ4LbYrpFlVcA/MrEeval0jTp0heWN1SeNzGynBBxjPNTKo4q4qs1TjzMg0zw5LFIk88pjdeQEPI/Gr97LbaPJbusYUOSGx3/zmrKX5jYR3cZif1/hPT/GqmvWL6jbRND8wQk8e+K5eaUpe/seWpznVSqv3X9xdh1SznUETovsxxUpvbUDP2mH/vsVwDW9zA5Xa6/SkYXBGMSH86v2K7m7y+D1UmdXqWuW/lGCByzv8uRxityuI0vRbi4nSSRCsQOSTXZvIQyxou+VvuqO9ZVIpWSOXE04R5adPVivFHKMSIrj0YZqMQ20TjZBH5nYIgz+laUWizyrm4ujFn+GFRkfic1Yt9F+x7jbXs4Y9TIqNnj/AHc/rWDqxWlzCKSVnL8ytBpdzPzMfIT+6OW/+tWZquoQeHfENqFjAia3+buTluTk/QVvteXFnKBdohhPAlQ9D7isTxjoM+piK5tk3vGu1gOuOT/U1NOV52nszegoqdp7M2LXxDpd2gZbuNDjkSHb/OrB1fTQMm/tfwmU/wBa8ee2uraQoySKwOCBSEXDDH7zn1zXR9Tg9mdjwEHs2ej6j4o0+4kjsIJDJ5rhGfGAozz1rcFl5AH2V/KwAAv8P5V5voHhq9vbuKV4mSAN8zHjj2r0m61G3tPld90h6RryxrnrQUGow1OavCMGoU9e5FLJC42ahbJj1dQy/rU0VhYxMHhtLdG7Mkag/oKptFqGqIVb/RLZh9XI/p/9as7RbK+jS8+y3ZYQXLwrFLyCF75/Go5PdetjLk91+9byOmrltd1z+yPEdrv5iMHI+rHn68fzrYj1ZUcRXsTW0n+190/jWH4w0GbVRFd2q+Y6JtIB7df8aKMUp2nsx0IpVLVNmbNr4h0u6QMLuOM91lO3H51YOr6aBk39r+Eyn+tePPbXVtIUZJFIOCBmkIuGGP3nPrmuv6nB7M7XgIPZs9E1XxHpl6yadG3miZwrPjAUZ5PNdPp13q+gEHSb0tEOttcEsh69D1HJJrzLw74Zur66WaZWjhXncR1+lejXWo29p8rvukPSNeWNYVUoNQp6mU5OhJRoPXqd3o/xB0+8lW21KNtOujwBKf3bdejdOg/WtbwtIk2jSSxsGR768ZSO4NzLivIJ7W91qIxzKLa1bsRlyP6f/Wr1D4dwi28EWUAORFLcJk98TyCspKKjpuethMU6z5Zbo6miiisT0AooooAgurO2voTDdQRzRn+F1yK5t/DN/pLGXw9fFE72lwS0Z+h6jqT9e9dXRVKTQmkzjm1zTrtxZeJ9KjtpuwuohJE30YjHQj86lu28KeHpFeLTdPS7YAxx2tsnmNkHGMDjPT8a6W7s7a+gMN1CksZ/hdQa5rwR4f07S9PnlgtohL9tukD7eQqTOgA/BBWilG1ybO40J4i8Q9f+JRYN+Mzr/wCy5B/AitjSvDmnaR88EO+4PLTy/M7HjJz2yRnitaioc29EUkFFFFQMKKKKACpvBP8AyLjf9hC+/wDSuWoam8E/8i43/YQvv/SuWu7B/EzCvsjoqKKK9E5QooooAKKKKACiiigArjfFnwy8N+LUd7q0W3vCDi5gAVs89ex5NdlRQB8p+MPgp4h8O+Zc2Kf2lYrk74R86jn7y9eg7V5pJG8TlJEZWBwQRgivveuN8WfDLw34tR3urRbe8IOLmABWzz17Hk1akS0fHFWLa9uLRw0MhUj3r0Xxh8FPEPh3zLmxT+0rFcnfCPnUc/eXr0HavNJI3icpIjKwOCCMEVWkiWujOpsPFCNhLtcH++KmtdXtLWC6kkf787OqjqQcVx1dBoHiWLSoJrO90y2v7Oc5dZF+ccEfK3brWLoR6HM8LTd+lyHUPE1xcZSD90nqOtaXhf8Asybw/rba3cSR27yW8MbqoYrI3mEEg84+Q5xzVyXwpoXiNXn8L6iIp+WOn3Z2sPvHCnvwB+dZ+mWsWh3l1oviq1u7azumXe6ZBRkLAMOzDk/rjFWoqKtE6YU4wVoolX4dalqH7zQLux1aE9BDcojqOvzKxGD/AIGkk+F/i6Bd9xpsUEQ6yS3kIUfU76kk+Hc98wfw7q2nasjAERJcqkwyBwVYjucde4qGf4Z+K7VQ13YQWsfeSe9gVR/4/wDT86OZmhueD9J0Xw94r0xrzVLXUtRe5WKK3sz5iRliV3F/UHnp6c15rXXaadK8I3X2+S9h1HUos+RFbfNEpK8OXyOQTxgdR274ej2EF3K095IyWMBHnMhG7nOAAfXHXtVK/URm13Xhn/kFHP8Af/8AZRWFca5ZwO8elaRaxQ9Fe5QTyYwR1YYzyT064xjFb3hxzJprOQAWkJOBgdB2FYYj4Dix38H5o1njSVdrqGHoRWe2mvA2+zlKf9M25U9K0qK4VJo8aNSUdjJ+1ISIr+3CN6suVP8AnNWEitUKtFDHublfLQZP5VckjSVSrqGB7EVS0PS7nF1dWNwEeO4aIRsMqQMH8OtU2rN7HRBRmm72t9xpwaXcz8zHyE/ujlv/AK1Zmrajb+HfENqFiHlNB83cnLdc+vArYh1swyLDqcDW0p439UPTv+NZfi7RX1iGC6swJGRSCVOcjqMfrWUG+e1TZmlGKjO01ZP+tzYtfEOl3aBlu40OORIdv86sHV9NAyb+1/CZT/WvH3tbq2kKMjqQcEDrTSLhhj95z65rf6nB7M63gIPZs9B1zxXZyW72llIXlcY3gYxXW15XoHhq9vbuOV4mSAN8zHjIr0q61G3tPld90h6RryxrnrwjG0IanLiKcI2hT1ZNNbwXC7ZoY5V9HUN/OqE39lac4K21us38KxRLuP5UBdR1Hr/oduf++2H9OKu2mm21nzGm6Q9ZG5Y1j8O7+RhpFWb+SKQXUdR6/wCh25/77Yf04q7aabbWfMabpD1kbljVuik5PZaEObastEFY/h//AJin/YQl/pWxWP4f/wCYp/2EJf6U4/BL5fmVH4JfL8zVlhinQpLGrqezDNZbaXPaHfp05Uf88ZOV/wA9a16KlSaJjNxMQ3tvKRBqlosT+kqhlP0P+etPlOk6ewZba3Ex+6sUS7jnp0rUmhjnjKSorqexGaxPDVnBD/aG2Ncx3kkanHIUY4rRWab/AANU4uLeqt0Jwuo6j1/0O3P/AH2w/pxV20022s+Y03SHrI3LGrdFQ5PZaGTm2rLRBXb+A5FbwrGqsCyXNyGHp+/kNcRXld74g1XRvEeo/wBnX9xbD7Q+RFIy55PXB5rWhSdW8Uejlk+Wcn5fqfWFFeF+DvjHf/bI7XXnSaBjjztoDL9cda9ttL22v7dZ7WeOaNujIwNRUoypu0j6GM1LYnooorIsKKKKACsfw1/yC5/+whe/+lMtbFY/hr/kFz/9hC9/9KZapfCxdTYoooqRhRRRQAUUEgAknAHUmsebX0luTZ6VbyajeZwVh+4hzj5m6AA4z6ZqoxcnZITaW5sEgAknAHUmp/BIYeGgWVl33t667lIJVrmUg89iCD+NZlt4Rv8AVSJfEN5iE8ixtjtT6O3VupBHQ11tnZ2+n2cNnaQrDbwqEjjUcKK9LD0XTu31OWpNS0RPRRRXWYhRRRQAUUUUAFFFFABRRRQAUUUUAFcb4s+GXhvxajvdWi294QcXMACtnnr2PJrsqKAPlPxh8FPEPh3zLmxT+0rFcnfCPnUc/eXr0HavNJI3icpIjKwOCCMEV971xviz4ZeG/FqO91aLb3hBxcwAK2eevY8mrUiWj45V2RgyMVYdCDgiut0/x5di1+w63bx6tZEEbZx868N0b/gVb/jD4KeIfDvmXNin9pWK5O+EfOo5+8vXoO1eaSRvE5SRGVgcEEYIq7pi1R20vhTQvEavP4X1ERT8sdPuztYfeOFPfgD865DU9I1DRrprbULWSCRSRhxweccHv0NV1dkYMjFWHQg4IrrdP8eXYtfsOt28erWRBG2cfOvDdG/4FRZjucbXW+FItJbQNbbWZXigd7eCN0QMVkbzCCQecfIc45q/L4U0LxGrz+F9REU/LHT7s7WH3jhT34A/Os/TLWLQ7y60XxVa3dtZ3TLvdMgoyFgGHZhyf1xik9hjz8PdQvI2n0K8sdVtwN37m4RXUYz8ysRg4z69DV/QbeW0s5raZdssMzRuuQcMAARxVOb4ezXYM3h7VtO1WILv8tLhUmUYycqxHSrfh6N4bCSJxh0lKtznkAVzV23A48d/B+aNaiiiuE8IKs+Fv+PW/wD+v2T+S1Wqz4W/49b/AP6/ZP5LUz+B/I2p/BL5fmbM0MU8ZSWNXU9mGax30OazfzNKuDF6wucoen5dK3KK5ozcdgjOUdjnv7TiZlt9ZslifoGdAyE8f41O76RZbZIoLbzGGUEMa7jnp0rWmgiuIzHKiup7MM1ieGrSCH+0Nsa5jvZI1OOQoxxWqcXFvbyNk4uLlqrdOhOF1HUev+h25/77Yf04q7aabbWfMabpD1kbljVuis3J7LQxc21ZaIKKKKggKKKKACsfw/8A8xT/ALCEv9K2Kx/D/wDzFP8AsIS/0rSPwS+X5msfgl8vzNiiiiszIKx/D/8AzFP+whL/AErYrH8P/wDMU/7CEv8AStI/BL5fmax+CXy/M2KKKKzMgrzK58Kavrms6nc2UERt0uZA8stxHGq4OTncR6ivTa81vPCOrazq9/dwLbxWf2mQG4ubhIkX5sHOTnv6V3YJ2kz0cB8UvQ1vCOkaPaajc2b3cV9rb28xtBbkNEjrGWBLH6fpXLaJ4t1nQLrz7G9lQk5YZyG+o79a2IH03wYBcWOpxalrLKyKbcZiiDLjhv4jgkYx69azdO8H3lxALzUJE06x6mWfgkdflXqTjJHrivUspL3j1r22PXPC/wAabG+2Qa3F9mlPHnRjKnr1HUdq9QtL22voBNaTxzRHoyNkV8wnWdE0BTHolmLu6wVN7dLkZ6ZVfqAQazdF8V6xoN0Z7G9kjJOWXOQ3XqO/WuKpgk9YaG0a9tGfW9FeUeGPjRY3u2DW4fs0p/5bRjKnr1HUdq9QtLy2voBNazxzRnoyNkV506U4O0kdMZqWxPWP4a/5Bc//AGEL3/0plrYrH8Nf8guf/sIXv/pTLUr4WPqbFFBIAJJwB1JrHm19Jbk2elW8mo3mcFYfuIc4+ZugAOM+maIxcnZIG0tzYJABJOAOpNY82vpLcmz0q3k1G8zgrD9xDnHzN0ABxn0zVy28I3+qkS+IbzEJ5Fjanan0durdSCOhrq7HT7TTbZbeyt44IlAAVBjtjn1PArtp4TrMwlW/lOUtvCN/qpEviG8xCeRY2x2p9Hbq3Ugjoa6ux0+0022W3sreOCJQAFQY7Y59TwKs0V3RjGKskc7be4UUUVQgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuN8WfDLw34tR3urRbe8IOLmABWzz17Hk12VFAHyn4w+CniHw75lzYp/aViuTvhHzqOfvL16DtXmkkbxOUkRlYHBBGCK+9643xZ8MvDfi1He6tFt7wg4uYAFbPPXseTVqRLR8cq7IwZGKsOhBwRXW6f48uxa/Ydbt49WsiCNs4+deG6N/wKt/xh8FPEPh3zLmxT+0rFcnfCPnUc/eXr0HavNJI3icpIjKwOCCMEVd0xao7eTwnofiQNN4W1AR3Byf7Pujhv4jhT34A/OnaFBJaW09rMNs0MzI65zggAH9RXCdKsW99cWsgeKVgfrWVWm5xsjGvT9rDlPR6K5uw8UI+Eu1wf74roIZ4rhA8Thh7GvPlTlHc8SpRnT+JElWfC3/Hrf8A/X7J/JarVZ8Lf8et/wD9fsn8lrKfwP5BT+CXy/M3aKKK5CArG8P/APMU/wCwhL/Stmsbw/8A8xT/ALCEv9K0j8Evl+ZrH4JfL8zZooorMyCiiigAoo6DJrnde8VW2lIUhKzT9MA8L9auEJTdolwpym7RR0XQZNYvh51b+1MHP+nyn8OK85vPFGq3pbfdOEP8KnA/IcVUttYv7Ri0FxIhPJ2sRn8q744OXK03uejHBSUGm9We10VwGh+N52mWHUCHQ/x45H5V3cM0c8YeJ1dT3BzXFUoypu0jhq0Z0n7xJWP4f/5in/YQl/pWxWP4f/5in/YQl/pSj8Evl+Yo/BL5fmbFFHQZNYmq+KNP0sMpkEsw/gQ559zUxhKTtFERhKbtFG30GTXm1x4am1XVdQ1G4uobTTFuZFM8rdcHJCjucHNVNW8X3+olkRvJhP8ACnce9YLzSyIqPI7Kv3VLEgfSvWwuHlTu5dT1sLQdK7l1Op/tnRNABTQ7P7Vdjg3tyM4Pqi9uQCK5/UNUvdVnM17cPK3YE8L3wB0A5qnXSeGfAviDxZOE0uwkeP8AimYbUXr1Y8dq7dEdm5zddJ4Z8C+IPFk4TS7CR4/4pmG1F69WPHavd/CPwG0bSdlzrsv9o3I58pcrEOv4nt6V6zbW0FnAsFtDHDCnCpGoVR+AqHPsNI8m8I/AbRtJ2XOuy/2jcjnylysQ6/ie3pXaXfgLSwfN0bOj3A6G0UKh+qdD3/Ek11VFZtX3KWmx5/Nd6vobBdcsvMt/+f20Usg/3l6jkge/PFYnhnxJFeadLBpFtLqF099dsEjHyqGndlZm6AYZffnNetkAjBGRVe0sbSwiaKztYLaNmLlYYwgLHknA7mud4aFzX2sjk7bwjf6qRL4hvMQnkWNsdqfR26t1II6GursdPtNNtlt7K3jgiUABUGO2OfU8CrNFbxjGKskZtt7hRRRVCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuN8WfDLw34tR3urRbe8IOLmABWzz17Hk12VFAHyn4w+CniHw75lzYp/aViuTvhHzqOfvL16DtXmkkbxOUkRlYHBBGCK+9643xZ8MvDfi1He6tFt7wg4uYAFbPPXseTVqRLR8cVYtr24tHDQyFSPevRfGHwU8Q+HfMubFP7SsVyd8I+dRz95evQdq80kjeJykiMrA4IIwRVaSJa6M6mw8UI2Eu1wf74rqvCUqS2V4yHIa7dh9CFryqrdlqV3p8oktpmQj0PFc1XDKUWo6HJPCxafJpc9qoriNI8eI+2LUUwenmL/UV2FreW97EJLeVZFPoeleTUozpv3keZUozp/Eiesbw//wAxT/sIS/0rZrG8P/8AMU/7CEv9KUfgl8vzCPwS+X5mzRR0GTXO694qttKQpCVmn6YB4X60oQlN2iTCnKbtFHRdBk1i6r4n0/S1ZWkEso/gQ/zNec3nijVb0tvunCH+FTgfkOKhttevLaFofLs5o2GCtxaRSnv0ZlLA89QR29K76eB6zZ6NPApazZo6v4xvtRLRxt5MJ/hX+ta2jXGiDwEYdail8y+1GWOO7QZ8nYkRG71HznisuGLTfEplCQwadqG0GOOL5YZMDnqTgk89cdqXwzqOh/YbjSNfhkFvPIskV1EBuhbgH6gj+Vd8YRirRR6EIRgrRRaX4dalqH7zQLux1aE9BDcojqOvzKxGD/gaZN8M/Fdqoe8sILWP/npPewKo/wDH/p+dP/4V5d3536BqmmaojYKxR3SrMAf7ytjB6d+pqOf4beJbQr/aEFnYRn/lrdX0KKP/AB4n1/I0czLNPwromkQanJbf2il5rRgle0FqyvCHWMsMsRz6fgelcjYa7f6dMZIZ3BJyRnrXRQPpvgwC4sdTi1LWWVkU24zFEGXHDfxHBIxj161m6d4PvLiAXmoSJp1j1Ms/BI6/KvUnGSPXFOykveJaTVmdRpHjm2uisd6vlP8A31HH5VHZ+J7HTI9RLEu8l5JJGqjqpxg5/Csk6zomgKY9Eshd3WCpvbpcgHplV+oBBrlXdpHLMcknJNc/1Snr2ZyvDU9bdTf1bxff6iWRG8mE/wAKdx71z7MWOWJJ9TSV0nhnwL4g8WThNLsJHj/imYbUXr1Y8dq6YwjBWSsbRgoq0Uc3XSeGfAviDxZOE0uwkeP+KZhtRevVjx2r3fwj8BtG0nZc67L/AGjcjnylysQ6/ie3pXrNtbQWcCwW0McMKcKkahVH4Ck59jRI8m8I/AbRtJ2XOuy/2jcjnylysQ6/ie3pXrNtbQWcCwW0McMKcKkahVH4CpaKgoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuN8WfDLw34tR3urRbe8IOLmABWzz17Hk12VFAHyn4w+CniHw75lzYp/aViuTvhHzqOfvL16DtXmkkbxOUkRlYHBBGCK+9643xZ8MvDfi1He6tFt7wg4uYAFbPPXseTVqRLR8cVastSu9PlEltMyEehr0Pxh8FPEPh3zLmxT+0rFcnfCPnUc/eXr0HavNJI3icpIjKwOCCMEVWklZktdGd5pPjxG2xajHg9P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161	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/545206_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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162	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/546163_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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163	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/546176_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
164	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/546615_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
165	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/548036_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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iwMD7rZA5wOnasy++I3i7UYjFca5OEIwREqxZH/AAPWo5Si7paX2hznxDrlwHnEUscNvdSeZJKWRkIK7sgYJ6/rXPaRok2rNI/nRW1rFzNczZ2Rj3wCT9BWfNPNcytLPK8sjHJd2LE/ia9N8EWFvqHgEQs0JuV1r7SkMpx9oWKOMsmffdVWshEeieENM082mo3TxSRMS6f2ldpZQyAMuDhlZiD82Rj/6/Uah4T8FeJELxXdnBftj/AEbRr+OUHpnCkDPQ9h/Sue8X+AzqOqyakmu6dp8Uzn9xqs7QNG2WBUZXkZU4PcAHpWFD8PJjKHg8VeHZWT5itpeNLJ+CqmfQfjUPUZL4P8LafP8AEmDTLy8aC1im+9OpQuVPK/UnIr6i13xGdOuoNN0+BLzVbhPMigaTaoTON7EAkLnjOK+cb7w/d6jfTalfyvD9k01hZ+bvE900UZfcUJ3L+OB6DtVPwj8WdV0HXV1HUmk1I+SLf96/zKgOcA/Wi3YD6Um0fxFqNowufEDWLuozHYwRkA85G51Y4OR+XXk15T4C/wCRL0//ALaf+jGr0TRPiz4Q1qxNx/asNm6jLQ3TiNu/AycHpXmXg7ULTT/AlhLdTpEmZANx5J8xuB6mmhM62qV9qcNiY0KtJNIcJEnU1mnUNU1TjT7f7Hbn/l4uV+Yj/ZT/ABxj0rmNXvofD3iCW0ubudze2IAuZPmdHJYbhyAB04FO4jN8W+IYbqbyriGyt5VcqShZ5lwD3G1cZPYmpNE8bQWaGBtWnuRg7Bc2yrzg4+YSMeuK4i48P6hd38ws45L3DEl4VMmenPAPqKY/hfWY8NNYzwJnG+WJkA/EipuM9ytNcjkVGuAkaSttimRtySfQ9vSuG+KWiXd3d22pwLuijhEbY7HcT/Wo7O7t7PSdO8Mtepc3FzexiXZ8wjXcuVDDjsemepruJLLU7As1nMt5bE5NtcdR7K39D+YpiPn/AMy4iOCWH15oa4mbgOefQV7itn4Z1aT7Nd6VDa3fUwunlOfoVxu+oJqZ/D3hXRV8+Wyt0HbzmMmT6AMTzSsO55f4I0DUL7xBZXnkyCCCZZGkYHHykGva7y/tdPi826nSJeg3Hkn0A71mRTajfoI9MtFsLToJp0wxH+ynb8cY9KvWWg2lpL9olL3V33nnO5vw7L9BTSEzA1PTJfFS5h05LaMZK3VwmJG4OML1xz3xXFadI0unxO5yxBBP4mvaK8V0v/kGxf8AAv5msK691HRh37zLRqNqkNRtXIdpA9V3qy1V5KAOk+GNzBafEvRp7mZIYlaYF5GCgZhkA5PuRX1KCCMg5FfHWjWUGp+JtHsLkFobq+ghkAJGVZwD09ia+im8N+IvC4aTwxqJvbNQT/Z2oOW/vnCyHkckdfSuul8JxVvjO7orlNM8e6dcXf2DVYpdI1AEjyLsbQ3LfdboeFJrqwQRkHIrUxCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKzdV17TtHQfa7gCVuEhT5ncnOAB74x9aANKsnV9ei02SO1hgkvL+UZjtYSu4jOCxyQAoz1/IE8Vl+d4i8QcQR/wBj6e3/AC0kGZ3X2H8OQe/II715l4q1ux+F3xS02eOOe4FxpxN3NNKzySb5Tk8nA5TOBgcmgD0iTSfGerIrXfiG20hGAD2+n2gkYev72Q/qFGOPTmvp/wAOV0i8lv7HxDqbX0u4vLeJBPknnvGGADYIAYfrU+j/ABR8HaxAJE1u1tXwC0d24hI9stgH8DWk/jjwmiFj4m0cgf3b6Mn8gaAKx1nWNI1KK31i2glspmCR3luWyrHs644HuP8A6586+Ofw/wBT8RXVrrmmQSXLwW4geGNSzYDM2QB/vVX8d/FLRPFFzZeFtPd2tLq8hW5uz8gVA6sSp6jp19q90oA+DJ7G+sJ2hmhmhkU4ZGUqR9RUZS4kwgWRs8Y55r7svtL0/VIhHqFha3cY/huIVkH5EGoLHw9omlymXT9H0+0kP8VvbJGfzAFAHzH8NPhZrGua5a3uoWc9rp0TrIzyoy+YOuF6Zz7V9Mazq0tiFtrGBLjUZVLQwyMVQ4IBLMAcda1q8Y+IfjUeCvjDpd9LH5tu+kiJ1HUBpnJI9/lFAHoU2j+ItRtGFz4gaxd1GY7GCMgHnI3OrHByPy68mvjC4/17fh/KvsLS/ip4O1S089dat7dguWiuW8pgfQbsA/hXx7cf69vw/lVw3JZFVrT9PudUvY7S0jMkznAH9TVWu7+HRghNzK65lnvrGxQ5IwssjF+hH8KH1q2ST2Oi3HhnxB/ZA8QTJfbVLxW1m1xCCQeG+YHgHOQp5z0xmr3ibwtYwpHNrdkdJkm+5d265iJxnDL/AA8ADnByTVXxr5+ixXN5AyibWNSvlaQL8ypFNsxnPQ/QdO9YvhbxXJpinTdTDXmjzDZJbuc7B6r6EUtXqO6Rmar4T1LTI/tCql3aHkXFsd69hzjpycVe0HTX8RaD/Zlpdww39ncS3UKSMUMgZIwQG6Z/djjjvzVjVxqHgzVVl0m5mGm3Y822aRflkT3XpxmmfbvDniAj7dB/ZF92uLcZjJ917cAD6nrQ1dDuSP4i8f8AhGU29xe6jbgEgfaV81T9C4I79vUVHL8RPG+qAWyavdOzcBbaFEc8joUUH0q21z438KxCaw1i4uLHHyywyefFgYH3WyBzgdO1Qx+L/HvihzZwaleTZB3C3RYgB3JKAcYPNRylBpaX2hznxDrlwHnEUscNvdSeZJKWRkIK7sgYJ6/rXL6bpN/q9wILC1knfqdo4UdyT2FdDLY6PpUpn13UH1bUM5NtbS7lB/25TnP/AAHOfUVQ1HxRfXtv9jtxHYWA6WtqNi+249WPuSTVJWJbL8Flo/hthJqV4uo3qnP2K1IaJT6O/Q/8Bz9RXSeFtN1Ox0uDW4LWK/hfdiI/fjALA7fqRXmNe/eAv+RK0/8A7af+jGoaC5PpviOw1FzEHMNwDhoZhtYdfz6GuH+KWh3d3d22pQoWijhETY7HcT/WvQtU0DT9XQ/aYAJMcSpw469/xNYr22v6CGMDf2pZDJ8t+JFHzHj17UmB4X5lxEcEsPrzSmeduAxP0Fe3RL4W8QyNHcWMMV1k7o3XypM5PcYJ6GtC28H+H7R98WmRE/8ATQtIPyYmpsO55P4I8P6hfeILK8ELiCCZZGkYcfKQa9n1DUo7AIvlvNPJxHDHjc351bjijhQJEiog6KowBXGeJdch0zxI1tcP5a3On7I5VQFo2LOMg5Ht+VPYW5T8QeK7Ri9pf/Y0K4+URGdlODnncoyDjnP/ANbmNN8USWmsGeOaK8zkI9+DlBzwMMxA6dz0FYM/h/ULq/mFokl7hiS8KF89PQH1FNfwvrMeGmsZ4EzjfLEyKPxIpDPatJ8XQ3hSO+g+xySNtjYtuSQ/7Jx+FdJ1GRXkIewTR9I8Mm88+9kvF8xo23CLLAEKw4/LPNdgI/EHh8EwyHVbNcnY/EoHJ69+1UmI66vFdL/5BsX/AAL+Zr1HTfE2naiTGJDBcLndDMNrDGfz6GvKdMuYEsI0eaNWGchmAPU1hX1job4fSWpfNRtUmQwBByD0IqNq4zuIXqvJVh6dp+mX2tXq2enW0lxMxxhFJC+59OtNJvYTaWrOh+Fvh59e8dWcuD5GnOt3I3oVOUHTuR+lfQesa/8AYLyDT7SD7VfzYIiBwEXP3m9BWT8PfBMXg7SZFZt97dbWnf6ZwB+dcJr3j+TwX8YdVm1HzZdKmWK3VVIOxlhjckA9Pv8AtnPfFdsI8qscE5c0rncax4HuvFETRa5rkptm/wCWFtawqV4I++yse+eMYyfbFaz8Ca9oMSw+H/Gl3HbIPlt9QtkuV7/xfKR17elamnfEjwdqcAmh8Q2EQ/u3MohYfg+KsT+PPCVvC0r+JdJKqMkR3aO34BSSaogq2vi6Sx1NdM8S26adM4Hk3ZbFvOxJ+RWPRvY9ecV1YIIyDkV4T4z+Ivh/x1rWieFLBHuLa41OBZpmXaCpcAgd+5Hau7bw34i8LBpPDGom9s1BP9nag5b++cLJ1HJHX0oA7uiuU0zx7p1xd/YNVil0jUASPJuxtDct91uh4UmurBBGQcigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAry3SvCWq/2tqXizSb+NtQm1C8iNvdIGjKJcOigHGVwFz15OK9SrA8ISI+k3aq2WTVL8MPQ/a5T/AFoAo2XjiGK4Fn4gtJNJu+xl5ibvw/Tpj8TiuC+Nnw+1LxXc2uu6OgujBbeS8aEE4DM2R6/ePSvYr2wtNRtzBeW8c8R6rIuRXKP4T1PQ3M3hbUjHH3sbol4j9D1HUn3PegD4/uLG+0+4eCeGWGVSQyEEEEe1RlLiTCBZGzxjnmvsBvEmk37rp3i/RYrSfst7CssLcE8MQR0I/PFdHp2g6Fp7CfTNJ062Zh/rLa2RCfxUUAfMnw2+FWra9rNtd6lYzW+mRsHdpoyolX0HTORX01qusfYJ7ezggee8uM+WoX5VA7sewrVrxv4i+N4/BXxb0m7kg8yNtL8uXHXY0p6e42frQB6KmmeILtVe7197MkAmOwgiODg5G6RW4yR2/h68mlbQ9WUZi8WamXwcCe3tWXocZCxKeDg9e1Zuj/FHwdrEAkTW7W1fALR3biEj2y2AfwNX5/HnhG3haV/EuklVGSI7tHb8ApJNAEJ1nWNI1KK31i2glspmCR3luWyrHs644HuP/rnzr45/D/U/EV1a65pkEly8FuIHhjUs2AzNkAf71QeNPifo3jC80/wnpbSPbXt9BHPdEFNq+Ypyvf8AGvc6APgyaxvrC4aGaGWGRThkZSpH1FbPjb+zv+Evvv7J8v7D+78vy9u3/VrnG3jrmvs3UtI07WLYwajZW91GR0mjD4+mRXwxcf69vw/lVw3JZFXc+AZIxpusY5ubWW01CFe58mRt2Pwc+v0NcNWv4Z1c6LrcNySfJcGKdf70bcMCM8/Q8VbJPRPiRZre6DHc2yN5VnezSAghg0dwRJvBBPG7I57/AIV5Z0r3G2t2Wze0u7U3lsFLRhAZPPtiM5DZADKfY9CMc8eYeJvCV3pRN9ZKbrS5iWiljBJQZ+6/HDDIzSi+gpK+pZizrnw6vEfmfRJEkjOOTHI20jPsR7/hXGV6D4L0i5tPC/ibWL1fKsptLmt4g5wXkONuPXBH6159TQ7WNHStd1HRpd9ncui5+aPOVbr2PHc11XxIv7jTvFWo6JYv9l09GjcwQKI1ZmjViSFAHU/z9a4Sux+Kn/JSdW/7Y/8AolKOozjqKKKYgr37wF/yJWn/APbT/wBGNXgNe/eAv+RK0/8A7af+jGqWM6Sq97ewafavc3EgSNBkk1Yrj/GsYvXFpvIWGwurp1HfaFC/rmkwKt/cxeIdIbUTo8CQ/MI53uxHKeoBA24PXpuzzVXSdcvUMg0y6GqQxZL28vyzIBnoejDp0z0rU0iwgu/Elzauokg0q3gjgVuRl13bsHjPHoOprU1rwyt5i9sCLbUojuSZBjcfRvUVIxNN8R2GouYg5huAcNDMNrDr+fQ1w/xS0O7u7u21KFC0UcIibHY7if611lnaWPizSQ9/bCO9jJjkZAVZGGRwcD1qN7bX9BDGBv7Ushk+W/Eij5jx69qAPC/MuIjglh9eaUzztwGJPsK9uiXwt4hkaO4sYYrrJ3RuvlSZye4wT0NTyaN4V0Jd0llbAnkLIDKx+gbPrSsO55h4I8P6hfeILK8ELiCCZZGkYcfKQa9ovtUs9OTdczKp7KOWP4fjWXE+q6kgjsLZdMs+gd1G7Hsvbpj8a0bDw/ZWL+aVa4uD1mmO5v8AOOKaQmc5quj3Xi5Bsso7KIHInmTMjdeg475/OvG7iOV7j5VPsa+nK0PgzpGnRfDzTNRWytxezGbzJ/LG84mcD5sZ6AflQxo8N0iC71G0RbDT768ZEAYW1s8mDj2HsatWWia3qmtLpEGk3UF6wDFLuNotq5xuORnHB7dq+r68p8dfEC08CfEazM1oJFu7BPOZcA7RI4BzjJI5xz396w9lE39tK1jL034EXEwV9Z18oD96Gyh6f8Db8O1dronw7TwxA0eh69qMBYEHz4reUHrjJ8sNwTn73arem/EjwfqduJovEFhF6rczCFh+D4qzP488JW8LSv4l0kqoyRHdo7fgFJJrRJLYybb3IU13UtL1m207WrZWhu5BFbXsIAUuQTtcZyCcHBxjoOuM+XfG34b6prGr/wDCRaXCZ0MKJNEmWfcOMgemAorQ134uaZ4g8VeHtC0GSZ0k1a2Ms+3YGUSLwM84PTt+INe0UxHwU9vdWzmNlkUjqOf5U3y7mUhAJDk9Dmvuy+0vT9UiEeoWFrdxj+G4hWQfkQagsfD2iaXKZNP0fT7SQ/xW9skZ/MAUAfOXwk+GOs3XibTddv7SS3sLWVZ1aT5SzLhlwD15xX0HrGvyWOqWulWNi95f3CGTaGCpFGCAWYk9OeAOT+BxuV4prvxQXwd8Y9ZtdQR5LBobeMBQCUxGGyPqXOfoPSgDudV8EXPieza38QazI8bMxEdpawpgdFG51c5AzyCOSfaqln4E17QYlh8P+NLuO2QfLb6hbJcr3/i+Ujr29K1NO+JHg7U4BND4hsIh/duZRCw/B8VNc+PvCVrEXPiLTZfRILhZWP0CkmgCraeMWs9YXRvEcEdhdOm6G43/ALic85VWPQgY4PXtVrxX4xsvC1orSIbm6k/1VsjAMw9c9hXlPxJ8XWnjKLTrOw0uea1t7tZ5XuCIfNQAgqOdwzk844rzm1L6Zql66Wmy0MpGxGL+SPvAZIyQAQM96VwPT9R+J3iy/VlszYaWp+6UiM8g6/xMQvp/D2/Cqtj8RPG1iS02p2WpAn7lzZiPjjoYyP1z1rk01Wwdci7hHszhT+Rpx1KwAz9tt/wkFK7A9m8H/EyHxDfLpmo2Q0+/YfIBLvSU99pwMfQ//r76vlWDXrix1zS7/Tov3lvcbo3lyqudpG3I5wQSK9SsvjNKkipq3hyaOPADT2dwJee52EKQPxNO4HrFFc5onjzw14gKpY6rD55x/o8x8qUHpja2CeeOM10dMAooooAKKKKACiiigAooooAKKKKACuQ1HwhfQapNq3h3V5bK6nk8ya3mJkglJK54/h4U9PWuvooA4m18dT6ZNHZeLdNfTJ2wouk+e3kPyjhh05bHPpXY29zBdwJPbypLE4BV0bIIouLeC6haG4hSWNuqOoIP4GuOl8CzaTP9q8Jak+mtkFrSTL27j5Rjb/Dwp6etAHXXthaajbmC8t454j1WRciuUfwnqehuZvC2pGOPvY3RLxH6HqOpPue9MtfHU+mTR2Xi3TX0ydsKLpPnt5D8o4YdOWxz6V2NvcwXcCT28qSxOAVdGyCKAOXsvHEMVwLPxBaSaTd9jLzE3fh+nTH4nFcF8bPh9qXiu5tdd0dBdGC28l40IJwGZsj1+8elexXthaajbmC8t454j1WRciuUfwnqehuZvC2pGOPvY3RLxH6HqOpPue9AHx/cWN9p9w8E8MsMqkhkIIIP0qMpcyEIFkYk4xzX2A3iTSb9107xfosVpP2W9hWWFuCeGII6Efniuj07QdC09hPpmk6dbMw/1ltbIhP4qKAPmn4bfCbWda1e01HULSS202NxIWk+UuBg4A685619Ia9rc+mtBa2Fn9r1C4z5UbMVQAd2YA4FbVeN/EXxvH4K+Lek3ckHmRtpfly467GlPT3Gz9aAPQm0jXtRgxfa9JZ7wN0Wnwx8HByN0itxkjt/D15Necar+zrpM6503WruF/S6jWQH8V24/Wu50f4o+DtYgEia3a2r4BaO7cQke2WwD+Bq/P488I28LSv4l0kqoyRHdo7fgFJJoA+WPGPw31zwa+69hD2xOFnjOVP+FcdX0R4x+J+g+MNR03wpYoZ7K9v4I7q4kQqNnmKTt7jpjPFWPFnwA068Vp/DkxtJO1vMxZO3Rjk+vXNWpdyWjybwf40GnqmmarLKLIPvguI/9ZaSdA6H+Y6EEgggkH0M6npV7LDPZeKrPSpcsRPb3UQQghWzJDIw+bO5ejDgHjnHkXiHwfrfhi5MOp2EsPo5GVbp0PQ9awqqyewtjuvGWqRwQT6fF4il1y4uJVklu9xCKoHKKoYjk4z9BXC0UU0IK7H4qf8AJSdW/wC2P/olK46ux+Kn/JSdW/7Y/wDolKOoHHUUUUwCvfvAX/Ilaf8A9tP/AEY1eA1794BIPguw56eZ/wCjGqWM6SuX8SxJ/bVgGwqX1tcWMjnjG5QV547g966isrxDpj6rpbRQvsuI2EsL88MPpSYHMeALto9Yu4rth51zDFGM4HzQgoVxxzjFej8CvHZi8F1HfWrSQmWXbkvsMc64Dbt38LdOcduTg13+leKbTUYkjlcQXhUFoZDg8/z6VKGyGcf2b42hK8QalAykZ/5aJz/L/wDVW9XH+ItV+0+IdDsrUF3jvUeR16KMEEfiNx/A12FNCMvVtAsNXjPnwqJsfLKvDA89x9TWN4GsLefw/a6lcJ513KXzLKSx4ZlHX2FdbXN+Av8AkS9P/wC2n/oxqOoHSUUVQvtYs7AESSBn/uLyamc4wV5OyNaVGpWlyU4tvyL9Zfw3ujY+DNHiXxVdWtzeyvHDYrBDIiFpXUEgpu6kN979OnO3/iO7u8pF+5jPZep/GquhXMFhr+m3Vw4jt4LqKSRsZ2qrgk4HsK8qrmUXJRpr5n0+H4dmqbqYh2sm7L0e7/yPeE1TUtMvIbbVokmjuJVihuLZDwT/AHx254yK8w+OvgHUvEF1a67psTzm3txbyRIpLYDMwOP+BVY8R/FSw17xHoOh6Qtw1s+q2r3Fw8ZRCqyq3cZxke3SvXP7SsP+f22/7+r/AI16XMu58z7OfZ/c/wDI+E3trq2kKMkiMOo5FIY7iVgm2RiTwDmvuK+XQNUiEeoDTbuMfw3AjkH5HNMsLbw3pWf7Oh0qz3dfs6xx5/75xT5l3D2c+z+5nzx8JPhjrN14m03Xb+0kt7C1lWdWk+Usy4ZcA9ecV9E6nrD210lhYwrdX7gP5JcLtTOCx9quf2lYf8/tt/39X/GvHdW8fy+FPi7qtxc+ddaPOkUCCE7wpWKNiQO3LH0z74pcy7h7OfZ/c/8AI9Mj0fXpxuu/E9xA25iEsrWBQAcYBMiPnAHXjkn2pzaHqyjMXizUy+DgT29qy9DjIWJTwcHr2qDTviB4V1OASxa3aRDuty/ksPwfFS3HjvwlbRPJJ4l0oheoS7R2/wC+VJJ/KmmnsJxlHdECa7qWl6zbadrVsrQ3cgitr2EAKXIJ2uM5BODg4x0HXGfFvjv4Sd/G1tqNuQz6lFkqCMgxhVJPoMbf1rqNd+LmmeIPFXh7QtBkmdJNWtjLPt2BlEi8DPOD07fiDWX8Zr5rP4j2LFHkjGlLkKM7cyyZP6CmSeaWfgsRqpmuiG/iVB/XP9K2bXRxp4b7JcMC3XzFDD9MVYj1WwkXP2uFfZ3CkfgacdSsAM/bbf8ACQVOoDUu5Y7gQ3MaruOEdCcH/A1XuZptPv2uREZLaQZfYOVIHX8hVe91IzT2aQxyCJrhAZCMA8jiruq6mumQK5Qu7nCigCeG88P3g3ymxL9/PVQf/HqkaXw7D88Z00MOnlhCfwxzXOJrEN1LI1xBZSIgX7y4ZifTd1xzQdVtlPm2ttZQKCAS6AvgnGcL+PeiwGtcsdTubfyY2WCGVZfMPAbHYfnVi6uXh2pFH5kr/dBOB+Jqlp2tLfXcluFBC5KyKCAw+h6VHJeT22r3LtEXtVKqSoyU+UHP60ATT6XLfOj3VxsK8qIVAKnj+I811Gj+L/FugRCG11hby3QYSC/h8wDAwBuBDeneufTVbB1yLuEezOFP5GnHUrADP223/CQUage2+D/iLa+IbiHS7yFrbV2RmKKv7p8c/Ick9PX0+me3r5y8AX0d18UfDyxodu64IdlwTiB+ntzX0bVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARXFvBdQtDcQpLG3VHUEH8DXHS+BZtJn+1eEtSfTWyC1pJl7dx8oxt/h4U9PWu2ooA4m18dT6ZNHZeLdNfTJ2wouk+e3kPyjhh05bHPpXY29zBdwJPbypLE4BV0bIIouLeG6haG4iSWNuqOoIP4GuOl8CzaTP9q8Jak+mtkFrSTL27j5Rjb/Dwp6etAHXXthaajbmC8t454j1WRciuUfwnqehuZvC2pGOPvY3RLxH6HqOpPue9MtfHU+mTR2Xi3TX0ydsKLpPnt5D8o4YdOWxz6V2NvcwXcCT28qSxOAVdGyCKAOXsvHEMVwLPxBaSaTd9jLzE3fh+nTH4nFcF8bPh9qXiu5tdd0dBdGC28l40IJwGZsj1+8elexXthaajbmC8t454j1WRciuUfwnqehuZvC2pGOPvY3RLxH6HqOpPue9AHyBcWF9p9w8E8MsMiEhkIIIP0qPy7mUhAsjE9BzzX2EvivTro/2Z4s0pbGZv4LuMSQv34YjHp+JrpNN0fR9OTfpenWNqr97WBEDf98igD5k+G3wm1nWtWtNR1C0kttMjcSFpPlLgYOAOvOetfSOva3PprQWthZ/a9QuM+VGzFUAHdmAOBW1XjHxD8ajwV8YdLvpY/Nt30kROo6gNM5JHv8AKKAO9vfDWp+ILPyda1YQxuFLQ2dvEcHqQGkVjjOO38I55NcBq37O2k3A3abrV3C/U/ao1lz+K7cd/Wu50f4o+DtYgEia3a2r4BaO7cQke2WwD+Bq/P488JW8LSv4l0kqoyRHdo7fgFJJoA+WPGPw31zwa269hD2xOFnjOVP+FcdX0P4w+KGgeMNQ03wpYKbiyvb+CO6uHQqAnmKTt7jpjPFWfFnwA068Vp/DkxtJO1vMxZO3Rjk+vXNWpdyWj5vrsfip/wAlJ1b/ALY/+iUrL8QeD9b8M3Jh1Oxlh9HIyrdOh6HrWv40hm8U/EXUH0WF7wTeVs8kb84iUHpkdj+VVdCOLrZ8NeGdR8V6umm6bGGmYZJbgKPU+3NeseEf2f7u52XPiS4+zR9fs8Ry569T0HarXiS/0j4RfFXTn02wEdlLpSrLGpyTmVstknr8gpOXYaRLo37OUYCPrOtHP8UVpH/7O34fw11S/CCTSoRH4e8T3tsg/wCWV5Ek6H8guOprf0f4o+DtYgEia3a2r4BaO7cQke2WwD+Bq/P488JW8LSv4l0kqoyRHdo7fgFJJqLso8xvrjW/DN5Hb+JLSFbeQ7UvoG/dk8dQenJP5VrqyuoZSCp6EVkeK/ipoPivV9K8MaehuLO61C3W5uJEwNglQnbnntiup1P4bTWTtP4Xvfs4zn7FcEtF26HqO5+tNMTRwuv+GZbmS4vLEhnljKyWz/ckPY+xrkWtNQhQxXXh+4vo0UL5UsEhbgsPlkQHjoc8Ht9fQ31WbTrgWuu2UunXHZn5jb6N07j8601ZWUMpBB6EGna4jmPD1pcXMkF1Npn9l29upWO1zkseAGYkAnAHGa6iiimIK5vwF/yJen/9tP8A0Y1dJXN+Av8AkS9P/wC2n/oxqAOikQSxsjEgMMHBwa5bUPC8qlpLSQyDrtc8/nXV0Vz18NTrK00d+CzCvg5XpPfddGeZywyQOUlRkYdiKhmkMMEkoUuUUttHU4HSvSruytruMrcRqw9T1H41neBPB19qel+HfE8UiHdcrJNCwwVVJiMj14XNeLVy6cJLl1X4n2GH4ho1abU/dlZ+l7P+tTG8J+Dtd8UqsxsHsLRhkT3PGeM8Dqetbd78Nby1vY7GG/guLx1D+Sq7SEzjccnpXt1eW+PPiND4G+INjFcQNLDcWCmTDAbR5jc9OTwe4r0PqFDt+J8//b2O/mX3Ipr8H9QKgtqlsp9NjHFL/wAKev8A/oK23/ftq7PTfiR4P1O3E0XiCwi9VuZhCw/B8VZn8eeEreFpX8S6SVUZIju0dvwCkk0fUKHb8Rf29jv5l9yPLrz4c3mnahZ2t5fQot5MIYZUQsu4gkBumM4x9cetQ+Jfh1rWgWH2u3Uako++lup3L+HetDXfi5pniDxV4e0LQZJnSTVrYyz7dgZRIvAzzg9O34g17RR9QodvxH/b2O/mX3I+OZfFAhkKSafOGHUZGa5S7M97fSukcmJZGZVPbJ6V9zX2l6fqkQj1CwtbuMfw3EKyD8iDTLDRNK0rP9naZZWe7r9nt1jz/wB8gVtRw1Oi24Lc48XmOIxcVGs7peVj5x+Enwu1e78Q6d4gv4Db2VpMs6iQFWcj5lI45GcfnXRfGm8h0/4g6ZOVZ3bTgjheoHmOV/XdXvVfNnxQnOp/FXWNPlOGtre38hh1UBA385DXQeeUIrvw/d/PN9i39/PVQf8Ax6pGl8Ow/PGdNDDp5YQn8Mc1kW9xA8gttTt4fPBAVnjBD+mK1I7K0jO6O2hQ+qxgVIFW5Y6pc2/lRsIIZVl8xhgNjsPzqDW5LhzDaW0SyNJktkdACMf1rYrElvJ7XV7qUxNJbLtQ7Rkrhc/1oAqxeFpACTdIhP8ACYg+PxND+FZBCVS8Rj2BhA/XOa2ItX0+Vci6iX1DttP609tTsVGftkB9lcE/kKLsDK0oXmm3C2t1EixOcLIO57VbuZptOv2uREZLaQZfYOVIHX8hSTX/AJ9zbRpG6xPKP3rqQCRyAPritWgCvDeeH7z55TYlu/nqoP8A49UjS+HYfnjOmhh08sIT+GOabLaW0xzLbxSH1dAapStYWsmy2toWuOyxxjI+uBxQBr+CtZtG+LGhSPIsNvD54MkvyL80LgdffAr6WBBGQcivlrQ9CsdY8V6TZau2VvbnbLh9uQEbCj8do/Gvam8N+IvCwaTwxqJvbNQT/Z1+5b++cLJ1HJHX0poDu6K5TTPHunXF39g1WKXSNQBI8m7G0Ny33W6HhSa6sEEZByKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBFcW8F1C0NxCksbdUdQQfwNcdL4Fm0mf7V4S1J9NbILWkmXt3HyjG3+HhT09a7aigDibXx1Ppk0dl4t019MnbCi6T57eQ/KOGHTlsc+ldjb3MF3Ak9vKksTgFXRsgii4t4LqFobiFJY26o6gg/ga46XwLNpM/2rwlqT6a2QWtJMvbuPlGNv8PCnp60Adde2FpqNuYLy3jniPVZFyK5R/Cep6G5m8LakY4+9jdEvEfoeo6k+570y18dT6ZNHZeLdNfTJ2wouk+e3kPyjhh05bHPpXY29zBdwJPbypLE4BV0bIIoA5ey8cQxXAs/EFpJpN32MvMTd+H6dMficVwXxs+H2peK7m113R0F0YLbyXjQgnAZmyPX7x6V7Fe2FpqNuYLy3jniPVZFyK5R/Cep6G5m8LakY4+9jdEvEfoeo6k+570AfIFxYX2n3DwTwywyISGQggg/SojHcSkIFkYk8A5r7DXxXp10f7M8WaUtjM38F3GJIX78MRj0/E10mm6Po+nJv0vTrG1V+9rAiBv8AvkUAfMnw2+E2s61q1pqOoWkltpkbiQtJ8pcDBwBwec9a+ktZ1w2My6fYpFcatLH5kNtI5UFc43MwBwP8K2a8X+IfjMeCfjHpmoSxmWB9IETqOymZySPf5RQB3c/hbVddsDDr+uMu8kmGxtoQqjggbpEc8Y6jGf0qvo3w6i8NRMuh65fW5Of9bBbSDocdIg3BbPDCpdH+KPg7WIBImt2tq+AWju3EJHtlsA/gavz+PPCVvC0r+JdJKqMkR3aO34BSSaAITrOsaRqUVvrFtBLZTMEjvLctlWPZ1xwPcf8A1z5z8c/h/qniO7tdc0yF7hre3EDwxqWbAZmyAP8Ae/z2Z4t+Kmh+LNU0vwtpu+a0u9Qt1ubh1KjYJVJx37V7hQB8GT2N9YTtDNDNDIpwyMCpH1HWozHcSkIFkYk8A5r7wu7K0v4TDeWsNzEeqTRh1P4GoLDRNK0rP9naZZWe7r9nt1jz/wB8gUAfM3wv+Fetanrthq1/aPbadBKs26QYL4IOAPevo3WdeOn3lvp9pbm6v58MsYOAqZwWY+nBrarx74g+P5fA/wAVLBpAZLG40yPzY/TEsvzL6HH54FAHbXnhTUdctHg1rXpTG7MfKtbSBQFyNoJkRzkY6jGSfTFc8vwml0yJl0LxLexZH3L6NZ1z68bcdT+lbmj/ABR8HaxAJE1u1tXwC0d24hI9stgH8DV+fx54St4WlfxLpJVRkiO7R2/AKSTQB5jfXGt+GbyO38SWkK28jbUvrdv3ZPHUHpyT+Va6srqGUgqehFY/ir4n6H4x17Q/C+mB7i1udTtluJWTarp5i5Azz/LpXVan8NprJ2n8L3v2cZz9iuCWi7dD1Hc/WqTE0Z1c34C/5EvT/wDtp/6Mar02sSaVKbfX7OTTZgPvScxt9H6dx+Jrn/Bmt20HhSxs4Ukur0GQfZoF3P8AfY8+nHPPpTuI7aqf217rUF07TES6vWIygfiMerEdBWjp/gfX9cxJrNz/AGXaH/l2tzmVuvVu3QH8awvEPiLTPhH8R7e3tLAnT7zTYjLGr8hhLIC+T3x7ik2Fjp4vhpqd+v8AxN/Es8cbAZg0+FY9vTje24nv2re0zwdc6FpsVjpPibUobeFSI4pobaRFyD6RBuvP3qh0f4o+DtYgEia3a2r4BaO7cQke2WwD+Bq/P488JW8LSv4l0kqoyRHdo7fgFJJqSiNdW1rTNVgtNVtYZ7S4dY4ru3LZDHs644Ge4/H1Pm/xz+H+qeI7u11zTIXuGt7cQPDGpZsBmbIA/wB7/PaTX/i1pfiPxP4f8P6I8skMur2hmmK7VYLKjAYPPUD06V7TQB8GT2N9YTtDNDNDIpwyMpUj6iozHcSsE2yMSeAc192X2l6fqkQj1CwtbuMfw3EKyD8iDTLDRNK0rP8AZ2mWVnu6/Z7dY8/98gUAfOPwk+F2r3fiHTvEF/AbeytJlnUSAqzkfMpHHIzj86981zxBcWeoQaTpdp9r1OdDIASPLhQEDc/IOMnoOT+ZHQV4h4h+INx4J+L+qzXivNpc4htwm/7hEUbsQOcff9s59qAPURpGt3Hz3HiW6tzkny7O3gAHA4JkR89Ce3X2obQ9WUZi8WamXwcCe3tWXocZCxKeDg9e1UNM+J3g3VY90Wv2cJxyty3k4/77xn8KuT+PPCVvC0r+JdJKqMkR3aO34BSSaAEXWL7Sr+1s9ZETpeTiG3uIFIG4qTh89OQQPw/HzH4teHjY+MYPEip+5vYVtpG9JB0z/wABUD/PMmufF2x8QeL9A0HQ2doH1W1MlyCV3ASjK4Izj/6/avUPFvhyHxT4en0yU7WYh4nxko46Ef570AfPj28VwmyVAw9+1VW029tzmwuQU/55Tcj8D+VaOo6dqXhi8FlrcBiPPl3AIKOM469v/rj1qaMggEHIqQMYXt9AALvS58/3oMSD9Kzn12C01TzArmOQAyKU2srDjv16V2KVKBnrQBymkNpmqa7qEjxxSq/l+SJUB6Kd2AfpVzW4dJ0+3RxDbQyrLGwCIqsV3jPTnGAa0PP0a2uWYy2EU4J3HcisD3z39aSa70S4cNNcafKw4Bd0Yj86AOdvdc0+9vrdEaTyoZBIHCHkgHAxjPetFb6eY7bfTrpvRpE8tfzNdApQopjKlCMqV6Ee1NYUgMM2N/cf8fFwsKf3IM5/76NTx2kFtuMUYDMcs3c/U1feoba3utVvRZaZbtc3LfwoRhfcnt/9egDQ8CaCfEHj6zkJdYdKAunYDgvuXaufwr2fWtY1C3votN0ixS4vZEEhedisUaZIySByeOn8utVPA3hJfC2kuspV764bfPIAOuOBn0Feda58S4vBvxp1mPUImktHt7aHKD5lATeMfjIasD0LxB4KPilJYdW1acWrOxSG3ghBVegG90Y8c9Mct7Cs6z8Ca9oMSw+H/Gl3HbIPlt9QtkuV7/xfKR17elamnfEjwdqcAmh8Q2EQ/u3MohYfg+KkvPiD4QsbdppfEemOo/hguVlY/wDAVJNAFe08YtZ6wujeI4I7C6dN0Nxv/cTnnKqx6EDHB69q60EEZByK8M1bx/oXxJ8Y6V4VSDdpU0xMk8g2MzAHaF7gE4HbrXcN4b8ReFg0nhjUTe2agn+zr9y3984WTqOSOvpQB3dFcnpvj7Tp7v7Bq0Umj6hnb5N58qty33X6HhSa6wHIyKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCK4t4LqFobiFJY26o6gg/ga46XwLNpM/2rwlqT6a2QWtJMvbuPlGNv8ADwp6etdtRQBxNr46n0yaOy8W6a+mTthRdJ89vIflHDDpy2OfSuxt7mC7gSe3lSWJwCro2QRRcW8F1C0NxCksbdUdQQfwNcdL4Fm0mf7V4S1J9NbILWkmXt3HyjG3+HhT09aAOuvbC01G3MF5bxzxHqsi5Fco/hPU9DczeFtSMcfexuiXiP0PUdSfc96Za+Op9MmjsvFumvpk7YUXSfPbyH5Rww6ctjn0rsbe5gu4Ent5UlicAq6NkEUAcvZeOIYrgWfiC0k0m77GXmJu/D9OmPxOK4L42fD7UvFdza67o6C6MFt5LxoQTgMzZHr949K9ivbC01G3MF5bxzxHqsi5Fco/hPU9DczeFtSMcfexuiXiP0PUdSfc96APkC4sL7T7h4J4ZYZEJDIQQQfpURjuJSECyMSeAc19hr4r066P9m+LNKWxmb+C7jEkL9+GIx6fia6TTdH0fTk36Xp1jaq/e1gRA3/fI+tAHzL8NfhPrOtataajqFo9tpkbhy0nylwMHAHB59a+j9Z8QDT763020g+06jcDesQONqZwXb2rbrxf4h+Mx4J+MemahLGZYH0gROo7KZnJI9/lFAHpEej69ON134nuIG3MQllawKADjAJkR84A68ck+1ObQ9WUZi8WamXwcCe3tWXocZCxKeDg9e1Zuj/FHwdrEAkTW7W1fALR3biEj2y2AfwNX5/HnhK3haV/EuklVGSI7tHb8ApJNAEa6trWmarBaarawz2lw6xxXduWyGPZ1xwM9x+PqfN/jn8P9U8R3drrmmQvcNb24geGNSzYDM2QB/vf57O8RfF3Sdf8SaDoWjSSvbvqtq885XarKsqtjB56j26V7XQB8GT2N9YTtDNDNDIpwyMCpH1HWozHcSkJtkYk8A5r7wu7K0v4TDeWsNzEeqTRh1P4GoLDRNK0rP8AZ2mWVnu6/Z7dY8/98gUAfNXwq+GGuXniTTNcu7V7axtJ47gPIMF9pDAAdea+hte12Wwnh0/T4FuNTnG5I2ztRc43NjtxW7Xj3xB8fy+B/ipYNIDJY3GmR+bH6Yll+ZfQ4/PAoA7i/wDCt9rtq0Gr65MIn6w21tBgfd43OjHqM8Y6+1UtG+HMXhqJl0PXL63Jz/rYLaQZwcdIg3BOeGFTaP8AFHwdrEAkTW7W1fALR3biEj2y2AfwNX5/HnhK3haV/EuklVGSI7tHb8ApJNAEa6trWmarBaarawz2lw6xxXduWyGPZ1xwM9x+PqfN/jn8P9U8R3drrmmQvcNb24geGNSzYDM2QB/vf57Sa/8AFrS/Efifw/4f0R5ZIZdXtDNMV2qwWVGAweeoHp0r2mgD4Mnsr6wnaGeGaGRThkZSpH1FRmO4lYJtkYk8A5r7wu7K0v4TDeWsNzEeqTRh1P4GoLDRNK0rP9naZZWe7r9nt1jz/wB8gUAfN3wk+GOs3XibTddv7SS3sLWVZ1aT5SzLhlwD15xX0Bruv3Nlf2+k6ZZm61K4jMihiBHEgIG9zkHGT0HJ59CRv15H47+If/CCfFG1NxFJPZXWlxh41YDaRNJ8wz3x9M4FAHfDSNbuPnuPEt1bnJPl2dvAAOBwTIj56E9uvtQ2h6sozF4s1Mvg4E9vasvQ4yFiU8HB69qzdH+KPg7WIBImt2tq+AWju3EJHtlsA/gauXfxB8IWUJll8SaYyjtDcLK3/fKEn9KAJU1TUtMvIbbVokmjuJVihuLZDwT/AHx254yK8r+Nnw11DWtRHiDSIZLiQxqs8Malm4GAQPoB+VWde+LeleJPE3h7QNDeaSGXVrRppmTaGCyowGDz1A9Ole1UAfBk9jfWE7QzwzQyKcMjKVI+opghurh1jVJXYngYJr7vu7K0v4TDeWsNzEeqTRh1P4Go7HS9P0uIxafYWtpGf4beFYx+QAoA+dfhJ8KtVl1601zV7aazgs5UmiSWMqzspBHB7ZH+e3vera1Lb6jFpOnxLLqU8DTJ5gPlooIGWxzyT+h9K2q8N8R/E2Twd8aNVhu1aawMEEPlhsbRsVyw46/Mfrx6UAejat4Ou/Elk9prWuXH2d8gw2kMKjBAGNzox7E8Y6+wrk5/glHax40TxJe2/wDsXcaTKfyC4711emfE7wbqse6LX7OE45W5bycf994z+FWLz4g+ELG3aaXxHpjqP4YLlZWP/AVJNAHjWtaT4j8Jun9saaJ4JZBFFPZMG8xz0GwnOeo//XUT3N1bW5nvdF1iyhxnfcWEiqfxwR6fnW3r3xV07xj4q8PaFpcDtajWLWSSaUY8wCUDG305HX8q90pWA+E9ZJutZu7mMM0csrMpA7E1S8mVmACMPqMV95XdlaX8JhvLWG5iPVJow6n8DUdjpen6XEYtPsbW0jP8NvCsY/IAUwPnLRJ57rRbb7Hpmp3rRxKjC1spJOQBnkDH61bsLbXdb1U6ZYaFdwXKgNJ9uTyfLUnAYg844P8A3ya+ja8S134mR+DvjRrEWoxvLaNb28AK/eRQm/j/AIFI1KwGrZ/B25uUB1nxFMAw+aGxhWPaeON7bie/auq0rwM+gWvkaP4h1CEAHiaC2kBOMZJEQY9Afvdql074keDtTgE0PiGwiH925lELD8HxUl58QfCFjbtNL4j0x1H8MFysrH/gKkmmBLb6pqNhqC2mtLB5UzrHbXMZx5jH+EjPXP8ASvH/AI1/DXVtT8Qy+ItKtXuY5okE6x8srKAo464wB6963U+LNj4s+IWi6HpjNHp5uN8k8gCl2XJUAH1IA9ea9joA+CWtrq2kKMkisOo5zQILq4cRokjsei8819132l6fqkQj1CwtbuMfw3EKyD8iDXPza34e8NynTdH0+Ka+PIsdLgUNz03bcKoPqxA4oA8W+Efwr1d9etdc1W3nsoLSVZY0lQq0jKQRwe3H+e3umqeL9O0+5+xW4l1HUTjFnZje/PTceij3YgVR/snxF4i+bWb3+y7Fv+XGwc+Yw9Hl6j6LjB7mt/S9G07RbYW+nWkVunU7F5Y9yT1JNAHJaj4T1PxvEB4maGzsR80dlbDc+exeQj8cLjvyc10fhCV5/BWgzStukk063Zm9SY1JNa8kiQxNJI21FGSfQVieCv8AkQ/Dv/YMtv8A0UtAG7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEVxbwXULQ3EKSxt1R1BB/A1x0vgWbSZ/tXhLUn01sgtaSZe3cfKMbf4eFPT1rtqKAOJtfHU+mTR2Xi3TX0ydsKLpPnt5D8o4YdOWxz6V2NvcwXcCT28qSxOAVdGyCKLi3guoWhuIUljbqjqCD+BrjpfAs2kz/avCWpPprZBa0ky9u4+UY2/w8KenrQB117YWmo25gvLeOeI9VkXIrlH8J6nobmbwtqRjj72N0S8R+h6jqT7nvTLXx1Ppk0dl4t019MnbCi6T57eQ/KOGHTlsc+ldjb3MF3Ak9vKksTgFXRsgigDl7LxxDFcCz8QWkmk3fYy8xN34fp0x+JxXA/Gz4fan4rubTXdHQXRgtvJeNCCSoZmyPX71ex3thaajbmC8t454j1WRciuUfwnqehuZvC2pGOPvY3RLxH6HqOpPue9AHx/caffafcPDPBLDKhIZSCCD9KjMdxKQgWRiTwDmvsNfFenXR/szxZpS2MzfwXcYkhfvwxGPT8TXUadp2mafAF0yztLaFucW0Sop/75GKAPmX4YfCvWtT12w1a+tHt9OglSYtIMF8EHAB9a+ide12Wwnh0/T4FuNTnG5I2ztRc43NjtxW7Xj3xB8fy+B/ipYNIDJY3GmR+bH6Yll+ZfQ4/PAoA9DGka3cfPceJbq3OSfLs7eAAcDgmRHz0J7dfahtD1ZRmLxZqZfBwJ7e1ZehxkLEp4OD17Vm6P8UfB2sQCRNbtbV8AtHduISPbLYB/A1cu/iD4QsoTLL4k0xlHaG4WVv8AvlCT+lACLq2taZqsFpqtrDPaXDrHFd25bIY9nXHAz3H4+p83+Ofw/wBU8R3drrmmQvcNb24geGNSzYDM2QB/vf57P174t6V4k8TeHtA0N5pIZdWtGmmZNoYLKjAYPPUD06V7VQB8GT2N9YTtDNDNDIpwyMCpH1HWozHcSsE2yMSeAc194XdlaX8JhvLWG5iPVJow6n8DUdjpen6XEYtPsLW0jP8ADbwrGPyAFAHzX8JPhjrN14m03Xb+0kt7C1lWdWk+Usy4ZcA9ecV9D6xq1xbSrY6ZFFcanIgdYpGwFTONx5HANbFeP/ED4gTeBvipYs4aSwuNMjE0XpiWXke/88D0oA9CGka3cfPceJbq3OSfLs7eAAcDgmRHz0J7dfahtD1ZRmLxZqZfBwJ7e1ZehxkLEp4OD17Vm6P8UfB2sQCRNbtbV8AtHduISPbLYB/A1cu/iD4QsoTLL4k0xlHaG4WVv++UJP6UAIura1pmqwWmq2sM9pcOscV3blshj2dccDPcfj6nzf45/D/VPEd3a65pkL3DW9uIHhjUs2AzNkAf73+ez9e+LeleJPE3h7QNDeaSGXVrRppmTaGCyowGDz1A9Ole1UAfBk9jfWE7QzQzQyKcMjAqR9R1pghurh1jVJXYngYNfd93ZWl/CYby1huYj1SaMOp/A1HY6Xp+lxGLT7C1tIz/AA28Kxj8gBQB84/Cj4U63L4k0/XdUtZLO0s51mVZlKO7LyMAjpkCvftV1uWDUY9I06JJdSmhaZfMz5aKCBl8cjJPHrg1t14f4j+IVz4I+LurTXiSXGlzCG3EYf7hEUbsQD0+/wC2c+1AHqX9ka3Od1x4lurfk4Szt4AB06mSNyehPbr7UNoerKMxeLNTL4OBPb2rL0OMhYlPBwevas3R/ij4O1iASJrdravgFo7txCR7ZbAP4Grd58QfCFjbtNL4j0x1H8MFysrH/gKkmgB66xfaVf2tnrIidLycQ29xApA3FScPnpyCB+H4+W/Gz4Z3+tal/wAJFpED3ErRqs8UalmO0YBx9AKl1b4w2fiXxboGhaKkywPq1sXuGO0uBKOMYzg/h3Br2+gD4Mnsb6wnaGeGaGRThkZSpH1FMEF1cOI0SR2PReea+77uytL+Ew3lrDcxHqk0YdT+BqOx0vT9LiMWn2NraRn+G3hWMfkAKAPnb4SfCrVpNetNc1a2ms4LSVJo0ljKs7KQw4PbIH+enu2t6xqNvfRabpFilxeyJ5hedisUa5IySByeOn8utb1eGeIviW3gz41avHdRtLZPBbQsgIGAEDhunJHmP+dAHqv9ka3Od1x4lurfk4Szt4AB06mSNyehPbr7UNoerKMxeLNTL4OBPb2rL0OMhYlPBwevaqGmfE7wbqse6LX7OE45W5bycf8AfeM/hVi8+IPhCxt2ml8R6Y6j+GC5WVj/AMBUk0ANTXdS0vWbbTtatlaG7kEVtewgBS5BO1xnIJwcHGOg64z5X8Z/hhqur67N4j0mA3IljQTRRgs+VXbkADpgCthPizY+LPiFouh6YzR6ebjfJPIApdlyVAB9SAPXmvY6APgyeyvrCdoZ4ZoZFOGRlKkfUUwQXVw4jRJHY9F55r7vu7K0v4TDeWsNzEeqTRh1P4Gubm1vw94blOm6Pp8U18eRY6XAobnpu24VQfViBxQB4t8I/hZqz69a67qtvPZQWkqyxpKhVpGUgjg9uP8APb3TVPF+nafc/YrcS6jqJxizsxvfnpuPRR7sQKo/2T4i8RfNrN7/AGXYt/y42LnzGHo8vUfRcYPc1v6Xo2naLbC3060it06nYvLHuSepJoAwP7J8ReIvm1m9/suxb/lxsXPmMPR5eo+i4IPc1v6Xo2naLbC3060it06nYvLHuSepJq8SFBJIAHJJrn73xZbLcNZaVDJqd7yNkH3EOcfM/QAHGeuM0AdASFBJIAHJJrn73xZbLcNZaVC+p3vTZB9xDnHzP0ABxnrjNVxoOqa2RJr96Y7c8iwtTtTHo7dW4JBHQ8GugsrC0063WCzt0hjHZBjPGMn1PHWgDnxoOqa2RJr96Y7c8iwtTtTHo7dW4JBHQ8GulghjtreOCJdscahEGc4AGBUlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARXFvBdQtDcQpLG3VHUEH8DXHS+BZtJn+1eEtSfTWyC1pJl7dx8oxt/h4U9PWu2ooA4m18dT6ZNHZeLdNfTJ2wouk+e3kPyjhh05bHPpXY29zBdwJPbypLE4BV0bIIouLeC6haG4hSWNuqOoIP4GuOl8CzaTP9q8Jak+mtkFrSTL27j5Rjb/AA8KenrQB117YWmo25gvLeOeI9VkXIrlH8J6nobmbwtqRjj72N0S8R+h6jqT7nvTLXx1Ppk0dl4t019MnbCi6T57eQ/KOGHTlsc+ldjb3MF3Ak9vKksTgFXRsgigDl7LxxDFcCz8QWkmk3fYy8xN34fp0x+JxXA/Gz4e6n4rurTXtHUXJgtvJeNCCSAzNkevWvY72wtNRtzBeW8c8R6rIuRXKP4T1PQ3M3hbUjHH3sbol4j9D1HUn3PegD4/uNPvtPuHhnglhlQkMpBBB+lMEN1cOsapK7E8DB5r7CXxXp10f7M8WaUtjM38F3GJIX78MRj0/E11GnadpmnwBdMs7S2hbnFtEqKf++RigD5r+F3wr8QTeJ9N1m/spbO0tLhLgGdSpYowYAA819Eaxq1xbSrY6ZFFcanIgdYpGwFTONx5HANbFeP/ABB+IE3gb4p2LPmSwuNMjE0XpiWXke/88D0oA9AbRdavEP2rxLeW2edljDCuOnG50Y9ieMdaitvC+pWMOy18X6y5wcfbFgnHQ9f3YbgnP3u1VNH+KPg7WbdZE1u1tmwC0d24hI/FsA/gauXfxB8IWUJll8SaYyjtDcLK3/fKEn9KAEXVta0zVYLTVbWGe0uHWOK7ty2Qx7OuOBnuPx9T5v8AHP4f6p4ju7XXNMhe4a3txA8MalmwGZsgD/e/z2fr3xb0rxJ4m8PaBobzSQy6taNNMybQwWVGAweeoHp0r2qgD4MnsL2xnaKeCWGRThlZSrD6jrTBBdXDiNEkdj0Xnmvu+7srS/hMN5aw3MR6pNGHU/gajsdL0/S4jFp9ha2kZ/ht4VjH5ACgD5x+FHwp1uXxJp+u6payWdpZzrMqzKUd2XkYBHTIFe/6trUtvqMWk6fCsupTwNMnmA+WiggZbHPJP6H0rarx/wCIHxAm8DfFSxZw0lhcaZGJovTEsvI9/wCeB6UAegPoutXan7T4mu7cEn5LGGFcdMfM6MexPGOtRW3hfUrGHZa+L9Zc4OPtiwTjocZ/dhuCc/e7VU0f4o+DtYgEia3a2r4BaO7cQke2WwD+Bq3efEHwhY27TS+I9MdR/DBcrKx/4CpJoAF1bWtM1WC01W1hntLh1jiu7ctkMezrjgZ7j8fU+Y/Gz4a6hrWojxBpEMlxIY1WeGNSzcDAIH0A/Kn6x8X7HxP4q0HQNHjl+zSataGSd/l8wLMpA24zjIB7V7hQB8GT2N9YTtDNDNDIpwyMCpH1HWmCC6uHEaJI7HoOea+77uytL+Ew3lrDcxHqk0YdT+BqOx0vT9LiMWn2FraRn+G3hWMfkAKAPnX4SfCrVZdetNc1e2ms4LOVJokljKs7KQRwe2R/nt71reqajbTwWWkWUVzeSjcWncrHEvq2OT3wO+Oorbrw3xJ8UJvBnxk1aC6WSfTzDbxGFWAC/Irbhx1+dv0oA9SfRdau1P2nxNd24JPyWMMK46Y+Z0Y9ieMdaitvC+pWMOy18X6y5wcfbFgnHQ9f3YbgnP3u1VNH+KPg7WIBImt2tq+AWju3EJHtlsA/gat3nxB8IWNu00viPTHUfwwXKysf+AqSaAJF1e/0q/tbPWVikS7mENvcQKQNxUnD56cggfh+PlHxo+GGoavqsviTSYpLmSVVE0Ma7mG1QoIA9gP89JtZ+Ldl4q8X+HdF0VJlgXV7aR7hjtLjzNpAHXBB7+/Fe5UAfBk9jfWE7QzwzQyKcMjAqR9R1pgt7m4kCLHI7HoMGvu+7srS/hMN5aw3MR6pNGHU/ga5ubW/D3huU6bo+nxTXx5FjpcChuem7bhVB9WIHFAHi3wj+FmrPr1rruq289lBaSrLGkqFWkZSCOD24/z2901Txfp2n3P2K3Euo6icYs7Mb356bj0Ue7ECqP8AZPiLxF82s3v9l2Lf8uNi58xh6PL1H0XGD3Nb+l6Np2i2wt9OtIrdOp2Lyx7knqSaAMD+yfEXiL5tZvf7LsW/5cbBz5jD0eXqPouMHua39L0bTtFthb6daRW6dTsXlj3JPUk1eJCgkkADkk1z974stluGstKhk1O95GyD7iHOPmfoADjPXGaAOgJCgkkADkk1z974stluGstKhfU73psg+4hzj5n6AA4z1xmq40HVNbIk1+9MdueRYWp2pj0durcEgjoeDXQWVhaadbrBZ26QxjsgxnjGT6njrQBz40HVNbIk1+9MdueRYWp2pj0durcEgjoeDXQWVhaadbrBZ28cMY7IMZ4xk+p461ZooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAiuLeC6haG4hSWNuqOoIP4GuOl8CzaTP9q8Jak+mtkFrSTL27j5Rjb/AA8KenrXbUUAcTa+Op9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166	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/548144_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
167	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/551986_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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168	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO washing machines adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/557288_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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169	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/567494_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQgJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADzAiMDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKxde8WaL4ci36jeojn7sS/M7dOij6igaTbsjapGZUUsxAUckk9K8I1346ancXDW3h/T4ouf9ZP87Dt06DmuK1fXdd1lmutd1edk/wCeUblEHXjA+tYzrwhuzuw+X4iu3yqyW7eiXqz6M1bxz4a0UhbzV7YSE4Ecbb2646Cte31GyurJbyC6he2YBhKHG3B96+O1YTSEWFt1PMjc1dh065W3MUl/cKjHJiRyFz9KzeKjH49PzOqGUVaulD3u72j8m9/uPq+w8Q6PqlzNb2GpWtxNC22RI5ASD1rSr5AtrttDvI7rTpTHdxNuUqeT9favTZfj9cOI1tNBRnAAlEk55PfbgVdOvGcebY58Xl1XD1FD4m+35ep7lRXK+CPG9r40sZ5IoGt7m2KieFjnaWHGD6cGuqrZO6ujglFxbjJWaCiiimSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFZusa/pmgQxy6nc+QkrbUPls2T1/hBpSkoq7ZcISnJRgrt9jSoqvZXtvqNlFeWknmQTLuR9pGR9DzVihO6uiWnF2e4UUUUxBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWVr+uR6Fp4n8lri4kYRwWyMA0rE9Bn0HJ9gaANKSWOGMySuqIOrMcAVwepfFzw/a6j9hsBJqUyqWcwMqqoABPzMQDxngelbQ8Of25AJfEO6bcdwtQxEaA44I74wOveq938MvB13AYv7CtYc/xwLsYfiKALmmeNdC1HTTeNfw2pTKzQ3MgSSJl4ZWU9wataX4p0LWrh4NN1W2upUJDJG+SMda8v1D4ZX3g7UW13w1FFqRDbja3i7yM5BIJ69R+VYen65pUOinUrYrpnifTGe5niIEYuMn50A78dqAPoOioLO7ivrGC7gbdFPGsiH1BGR/Op6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmu6xoXdgqqMkk4AFOr5+8TfEPUfFaNFaSNaaYxKhIzhpQD1J9OBWVWrGlHmkdeEwdXF1PZ0lqdh4w+KUKRTaf4cYXFwfka7B+SP1x6npXjFxBcXV2EnuZJZpgXmmY5b8KXSJYl8+0UbXjlb8Rk/0qO5vDaa7DuP7uSIKfY5P/wBavNqVqlSo4rpqj6vC4HC4bDxqy1bai321aa8trPrqWodPtrFCyL82Mlz1qj/Z01+fPnm2xP0jxnAqzrV2sFhIquBIwAAzz1qza3C3FlFKMAMo4HauZSqRj7Tq9LnrOlhqlX6qtFFXstFq7a2/rUgWOHT7fA+WNe5rJn1Ge5nWOFSI24yp6/4VoybL+6MGVaKLDOPftVgQwwLiONUHsKIyjD3pq8mFSlUr/u6MuWmtNN3bdenQz4dNH3pmz32jp/8AXqwyxxp8qqoFRTahEreXH87DrjtWfE818SSpJB6E/KP8arkqT96bsiPrGGw8lToLmk/nt5/ojsvAHjO28H6/f6hcrLLaS2giKR/xSbwVP0A3fnXaaT8dmutWSHUNIjgsnIBmjlLFM9zkV5MtmgX96fMPoen5VFd+XHayAAKCpAA+ldVPFWtCKueTicm9q54ms+W9387fd28z7GorFl8XeHoLVLmXWrFInxtYzLzn2rTtLy2v7dbi0njnhcZV42DA16h8YT0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5v8YP+QRpv/Xdv/Qa9Irzf4wf8gjTf+u7f+g1yY3+BI9XJv8Afqfr+jOq8E/8iXpP/XAf1rerB8E/8iXpP/XAf1reraj/AA4+i/I48X/vFT/E/wA2FFFFanMFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcTfananxfqmoXx/0Lw/bRhRjOZpFLNgeuwqOP71dtXjvhvUP+Eh+JOr6POquINWvbq4BGcxxiGGIfmDQB0+pWni/xZp+bK+TQYHJwrxbpSvGM4PB4P51zC/D3V9Csm+2JFri53GaNninXpjBzzj+QNT+KvEer6+y2+j3M1lYy36adBcRNjzJCclvdQof8R7V1kPgOGwhd9N1XUoLwoF817hpBxjHytkdBj6GgDk9DvNUt1Fz4f1iW9tInZZdLvj++RVLAhSeT1UfhWb4j8P6P8QtGfWtGs/K1mBx9qtGbaxx95SOx96bp93P4wtrW+jibSvE8MfnW0hXal2hGfowPerrzi5SLxf4fR/7Us3WPVbOL5TIB97KnvxxQBiXFjoU/huzj8ODVodYd/KMBvZR9n2D5mK5xgen0r1L4a317qXw80e71B2e5kjbczHJYB2Cn/vkCvKfifolrcLp3jLT3nSyunVbxYXwY84zjqAeortfhn4x0iLRIfDt1qdsLux/dRkttWWPGVIJ6nBwfcUAemUUisGUMpBU8gg8GloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzbx18SYdNFzpGjsX1FSY5JcfLCe/1NeFWF8kDmxnIQx/KrHgEVu+Nof7A8f6xBcSq6XlzJeI6nOA7E4P0xiuaMUN3qTzhQ0YTbkjgtXl4huUpRqL3VsfX5XCEKVOphZfvG7ST7a/gtHfzB0d9UkuLRgvT5yMjPf6042Jlk825laV+3bFOmuhCRFEm5/QdBUEazXUrb5HEY4O04BNYc02r3srfM9X2FCMuXl55N7bRvv6afMcdLRnLPNI2eoJqOS0uYflikZ4c5EYbGOas/wBnwejZ9dxzUV0ZbRIzC5O5wmHOeuaI1ZSdlK/qhVsHSp03OdPlS6xld/jv6bEVk5sL15rhfLSRCAo55yKsXt9K9rIyR7UK/eY9c+lQm6juD5NymCDgMvIz9abNayGBwZd8CoSo75xxVtJzUqis9PT5f8E5oucaM4YaTcdeyabvfm7LfZeRbtNLhgiBlUPIeSTUskkNuuOFHYCo0vJbpA1vF8p/iY4FZ0yXMepAo6ySEdAOFrJQlVm/aP8Ar9DqliKOEox+rQunZXt369HL5Fma7fco/wBWCcAHlm/DtUKxuMG5kJk/upycf0pzWM8sapKI0CtuLKSST3qxmK3G1RlvbkmtOaMVaGr/AK6mUaVevJzrvliu+n/kvl0/Uqi2kR32KscbqBg8kV798C7R4fBt3cPuxLeuseSSNiqoGB/vbq8HzJNP5UmYFxnLHk13/wAPfiJB4NW4025Sa6sHw8Qi5KOScjn1rpw9R83v9v61PJzTDw9ivq6uk9b7+iW9r+R9E0Vxng74j6b4xv7mxt7W4trmBd5SXByueuR+FdnXoJ31R8u007PcKKKKBBRRRQAUUUUAFFFcj4w8cf8ACJ3VtB/Z32rz0L58/Ztwcf3TmoqVI0480nob4fD1MRUVOkrtnXUVFbTfaLWGfbt8xFfGc4yM1LVmLVnZhXm/xg/5BGm/9d2/9Br0ivN/jB/yCNN/67t/6DXJjf4Ej1Mm/wB+p+v6M6rwT/yJek/9cB/Wt6sHwT/yJek/9cB/Wt6tqP8ADj6L8jjxf+8VP8T/ADYUUUVqcwUUUUAFFFFABRRRQAUUUUAFFFZWv65HoWnifyWuLiRhHBbIwDSsT0GfQcn2BoA0pJY4YzJK6og6sxwBXB6l8XPD9rqP2GwEmpTKpZzAyqqgAE/MxAPGeB6VtDw5/bkAl8Q7ptx3C1DERoDjgjvjA696r3fwy8HXcBi/sK1hz/HAuxh+IoAuaZ410LUdNN41/DalMrNDcyBJImXhlZSeoNebeC7/AEqb9oHxDPp1xHJa3Vo3lOp4eQmFnx/wIPU918Lrzwlqcmt+GxBflcv9mvV3no3Q9zyK5htc0Y+Erh4GTSfFdk7XDnywhlYn51B+goA6LV57XTvgh4ZkiMrTTTQNFJFyy3DK7FsDqQd3FYC+LPEultaz23i/+0JpkEUtrcQMi25yAd2e4zyQCa0bSX7T8HDFayM1z4Z1AXsBdcM8at5iPg9AUkz/AI11N54Th1u4g8b+H5ojdSReb5Eyh42O3kY7E4AP0oA8z16HxYPCmj6xLG9va6DEkMUh+Q87U4HU8qOT2rtNN1ie2vtJ8QHaIrmUWOsIgGwueBL06Hrn0NdC1nD4j8N2+ueLNREekz28dyLFPkiAKhue5+h9q5PRdL02XW73SNJE66Lr2nSPYPKP+W8RHzLnnpzQB0NloNvb6rr/AIMu9psNTjN1YA4wDzuA+hwe9cXB4X8Kf8IkLe7sh/wkkN6dNSNJzG0s2/Cnj1BHWuui1WS78O+APEzjFzDfrY3JznCvuhfP/AlBrjfilpV7p3xa0+TTJTBJqj28sbfwiYOFB/Aqp/GgD3Tw9pA0HQLPSxPJP9nTb5khyzZJP9ePatOuZ8K+JLjU3n0vVbc22sWYHnpj5ZF6B1Poa6agAooooAKKKKACiiigAooooAKKKKACiiigAooooAK434m+Jrnwr4UF3aD99cXCWyvj7m4Md3/jtdlWR4n0zS9W0C5tdY2Cz27mduNhH8Q96T2Ki7NNq58p6wGu4/PlcyzM4+ZjksSadcOLaAJEoDNwoH86gjiRdTubZJXeCKVjCW7qGIBp5/fXrt1WIbR9e9eLNOL5ZO9tf8j9Bw0o1Ye1pR5XO0fNWvf8P0ImTyICRlpGOM9yTV+GMQxKg7Cq0ilrq3THGSx/Af8A16uVhUk2l56np0IRVSXKtI2S/N/mgqK4t0uYtj5xnIx61LRWSbTujqnCNSLhNXTM8wyW6bCgki9uoqFHMJJgO+PHzRnqK1qhlto5DnG1uzCuiNZfaPMrYGSSdJ7bd16Pt5O6KcJkj+ezAeN+qE/dNJZyJC1w8rfvDIQe5pPs91aXBkj/AHiE8gcVJFKltc+ftzDLyx/umt3aSaWt/v8AR/1qeZDmpyjKScXFu6eyurcy8r766X6IjvruVFXajqhPLEVMLy3hXFrEZZSMnvj602+u1u3+zRruXrnHBqFLMW43+eyHGDt4ppQUEpqz7d/UcpYmpXnKjLmj309229r6Ceel3iS4dmfkCJR06/8A1qfLvePacRR54ROpqWCBn4t48AnJdqleFLKaGWR/MJO1ge3uB/nrSc1zWj8l/Ww44e1NzqPmb3fTtdvd+isj1j4DfYlk1pHj26iShG/ljFj1+v8ASvaq+S9N8Vv4f1u11Sw3mWFv3idBJHn5lP5V714P+JMfi7V206PRrq2ZIvNeV3VkUfh+FejQnzQV1ZnymYYf2debg+aPdefQ7qiiitzzgooooAKKKKACvIvjD/yFNM/64N/6FXrteRfGH/kKaZ/1wb/0KuHH/wAB/I9vIf8Afo+j/I9T03/kF2n/AFwT/wBBFWqq6b/yC7T/AK4J/wCgirVdsdkePU+N+r/MK83+MH/II03/AK7t/wCg16RXm/xg/wCQRpv/AF3b/wBBrlxv8CR6WTf79T9f0Z1Xgn/kS9J/64D+tb1YPgn/AJEvSf8ArgP61vVtR/hx9F+Rx4v/AHip/if5sKKKK1OYKKZJLHDGZJXVEHVmOAK4LU/i94es782Vlv1GVQWcwuqooGCfmYgHgngelAHoFFc5pHjnw9rGkLqMWp20UWCXWWUKyEdQQat6Z4q0HWrlrbTdWtbmZc5jjkyeOvH40AbFFFFABRRRQAVxN9qdr/wl2q6hff8AHl4etowoxnM0ilmwPXYVHH96u2ryXw1fpr/jjWdJuFV2TWry5mUjP7uFYYY/1J/WgDpNa07xb4ltSthqkOj27ng+WXkZflI7jHeuMf4ea9oEG+cQa9FuBdlZ4plAI6Hd7/pVzxbr+qeJCtrpk0trp01+unQzRvjzZCfmPHVQgfv1HtXWWvw/ttKt3Ok6lqNtdMv+sa4aQFs5ztbI9fzNAHKaBq94tvBJ4e1GefyBm80m/ctJGoBBCk9fmH8qq+IND0P4ieH5tW0uxEOs2zZntc7HJGNyt+XWqltey+J4dOvTBJpPidojNZzhP3d2g5wceufzq/bTfbrZfGOkI0Or2TbNUsIf+WoBwQQe/fNAHMXuh+Er/wAPwwaDaXq65OfKmt3unLQhV+ZmUnBAx0rW+Eniy50HRrKz1lGTSb2VxZ3ZOVVgcFD6cis/4o6BbXUdj4y0oyR212Qt55RwY+Bnp071kaP4r0rQWvfCuqs2peHt58iZACyhvmDD0PP4GgDF1CDXdRsW06XU3uBp9wdOt7KPLbgmASMcYAGa9rPgzTPDvxA8Kz6dNMg33CLaFsoqeRJuYZ6c7Bj/AArzGA+HfDmuaVrXhXWJdUeGV3bT7hSHyybeMLjJzj6gV7Ppc810X8YatHJaQrafubSXrCMsWY+5GKAOGujJP8NfGNhAdskPil7azH90m5iYAfixrT+LGmW+q+MPBdtcXrWCM125ulIDR7FjcEE+4/Ws/wAKLLr13pthtZW/tKTXb/jjc0hZF7jsvvWj8TdJt/FPjzwpoMkpRViuppyGwVQhcfqlAGp4G8O3kOtT63cahPeW3kmC0muR+9lRipJYj+H5Rge5PevQa5j4dzTzeAtKS5GJrdHtGz6wu0X/ALJXT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXlPxxu7620nTBD5n2F3k+0lM9fl2Z9vvV6tUF5Z21/bPb3cEc0LfeSRQQamUeZNGtGo6VRVEr27nyBblJr95UOVWIL+Oc06xAeJ5R/y0kZv1/8ArV0Pi2w0jSPGd7p+iyB7QIr4U5CNk7lB9uK5/Sh/xLovx/ma8WvHk5l2svzPv8vrKu6dTq+dv1vFfkG7/iaBOwhJ/Nh/hVuqNzL5OpxbE3yPGVxnHGc/0NPlkuooWldIwq9gcnrWcqbly26r/M66WKhTdVSu7Sd7LZWT39C3UVxOsEe48knAHqakBDKCOQap3JzcEnlYYy5Huf8A9VZ043lZnXiarhTvF6v+r/JJsih+1XjMzStEgJGEqcrNCOLgPwTtfGTSRv8AZtKSQcnYD+J//XVKICQPLKvmSlyiqfXAzXVbmbeyWmx4rmqSgrtzkrt8z0W/T1SSsaUFyswAIKvjODUEsa20xcjMMhw4PQH1qlNaTWoa6VwApHygdBmtRCZomiuImSQcSRuuCPqDUygoe/B3i9zWnXnXf1euuWqtVfqv+Ds12II4S9+8aFI1CLs+Xt7Ump2ASzLiVmcYOCev4U3bKABH/r4Dxz95e1QPdXE9yyzRgOOxPC1pBS5lKL2/r8TmqypunKjUi/fbtvZX6aaXTVrdVboWIr+5+yxxrHtbGBjkn8KrI3nSSCaQoyHBHVjxTHcLIrfaW83oNh6VowabgGS4fry3PJ+pq24QV3pcyUa1aapxd1He7W1uttn89it99Xgtowu8bSepIOevpXtPwIuY4INY0mbabtJEnWTHLxlduPoCv/j1eOvdJBdqLOPeMYfHA9v61d0nxNqfh3WotWtDElwiGMIQWDg9jV0ZtTV9n95y4/CxqUJON3KL6fDb10XX79D64orz74c/EO+8Z3F3bXuk/ZXt03GWMkoTkfLz0ODn8DXoNeinfVHybTi7PcKKKKYgooooAK8i+MP/ACFNM/64N/6FXrteRfGH/kKaZ/1wb/0KuHH/AMB/I9vIf9+j6P8AI9T03/kF2n/XBP8A0EVaqrpv/ILtP+uCf+girVdsdkePU+N+r/M4X4lwapDpcep6Zf3lv5B2zJBOyAqe+Ae1eP3mralqKKl7qF1cqpyqzzM4B9smvpS7tYr20mtplDRyoUYH0NfOGvaTLomtXNhKD+7f5T6r2NeJmNOUZc6ejPs+HcRCpB0ZJc0dU7K9vW19Ag1/WbaFIbfV7+KJBhUjuXVVHsAeK9t8B2moQeHo7jU7y6uLi5/eYnlZ9i9gMnivIvBehNr/AIjggZSYIz5kx/2R2/GvoRVVECqAFUYAHYVpl1OTvUk9NkY8RV6cbUIJXer0Xy6fMWqOq6pDpVqJZcs8jeXFGv3pHwSFH4An8KvVxM+pRXHxB1CS7kVbDQrWJcMePtEuTn6hMD/gVewfHmiPDg1yES+IN0+4lhahiI0BxgEd+g696p3vw48EXSG1bRrGF26eUAj/AIY5qDVrHxd4otHSy1CLRICxAzGXd1yMHIPHQ/nXHH4da3oEDPcwWniGNiN74aOdRnHDZ9D/AOOigCxdfCyfwhe/2x4WSK9aPLG1vVD4GDjafx/lXL2OsaRY6NPdtF/ZniewuftxSRdvnk8ui5HAIzx9K6/Rr+8tbJpfDt9M1zFF5s2jX5JdSc8AntnJ/Kote0TSvipoD31gotNbtwRJEwwysOqsKAPWLO7ivrGC7gbdFPGsiH1BGR/Op68C+weHZfDMFpolzqaeIMCPyVvJR5LJjexTOAoGSB7CvT/hhqd1q/w50i9vZDLcOsis7HJO2R1H6KKAOuooooAK8m8N2S2P7RXiZUj2Ry6d5y+5YwFj/wB9bq9ZrhPFKjRPiB4d8RKMRXO7S7pgvQP8yEn/AHgf89QDj9SlttL+Bnhp0MjTz3ETxSxcss7+YxbA6kHcMVmDxZrGl2dtPaeLZ7/UJtsUttcwlIrccBtwPORnqM8Vs21nMPhdfaShJ1LwrqLTxLnn93IZFPP+yxrYvPCcGt3EHjfw/NEbqSLzfIlUPGx28jHYnAB+lAHm2ujxevg7SdTkRray0NI443PyHPEYwOp5HX0rq9O8Qy2tzp/iQqBDJILLWY1A2tJgYk4HQ5yDXUfZYfEHh2217xZqCppM1vHcrYr8kQBUN83dvofauX0/TdHvtavNI0iCSLRfEGmzPaGQHabiNvvJnkDaRQBvaTpcOneJtZ8G3ahtM1SF7uzB6DPDgfTOa89udH8Had4KvF1izWPX9Pma02JMVaUjkOVHXhv0rtjqU194a+H/AIlOVuodRjsrls5wjFonz+Kj865P4uaTcQ/FXTTYHypNUWDDEfKZRJtGfphDQB2ngCZNG8I2dvb6F/aDooYzWbxyMSxLc5x0yPzFamsab4k8aWbafc28ej6a7L5gMm+VwDkjjgZ/z1rJ8O6LbahdT2cbXGgeJbFB5wtT+7lX5Qsm08FTsAx9a7C207xXBEySeILG4P8AC8mnEMBx12yAE/h3oAktbHRvBOjSzZWCFAXllc8sfrXnUfgu8+IuuS+INTW4sbWR8QEuVZoB90KoPyk/MST2I4r0FfCaXdytxrl9LqjL92GRQsIOQQdg4yMdT610QAUAKAAOgFAFbTdOttJsIrKzTZBFnauc9SSf1Jq1RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUyWWOCMySyLGi9WY4ArjL74maTvlt9GV9TuU4PlcRqcZGWP9KAO2rkviRLrUXg64OgxSSXRcK4jGW8sg5x79K5wfETX7C7efUNKhnsGGdloT5kXB9fvdq7fQ/FWj+IYy2n3iO4+9E3yuvJHKnnsaGhxdndHyjab5b2WaVGjkC7GV/vZznJqxpgAtDH3jdkP517B8cNLsrTSdM1eKGOK5a/WCRkUDerRt19cbRXj9j8l1dQ/7QkH49a8fFU+W69H92n6n3GUYpVlCTWt5J/NJr0+H8CjepIb24ul/wCXUx8ex5rXG25ts/wyL/Oi2jjfULu3ccTwqx/Akf1FVdJZlSa1f78DlfwrKp71NNfZt9z/AOCdmGXssTKMtVUcvvT/AFi19wlkSI2hY/NExU/TtTfL33d3ETzJECP1FPuF+z6ikn8Ew2n6jpSORDqUEp+66mM/zFL7Ta6q/wA9/wA0avSkoT+xKz9HdJ/dJEHmKdIiY9F2A/gwqCHjU1Q/8/Eh/MDFWPJGbqxPAJ3J9DzVN3fCTAcnAJzjDr/jXRTSfMl1/X+meViZyj7Ob+za/rF2f5L7zcurXz7OWLuV4+vaut8aC31vw7pPje0G2a4kFrqSA9JMYB/AjH4iuTtrtLm3WRe/UelSprLaZo+rabJE02n6hCcopH7uYco4zx94LnvjOKjCyScqM+v5m+b0pSVPH4fVx/Lf/O/kzPuB5cqXAzx8rY7g0yzghN/cCZQzH50J9DUlswubBCf4kwf5VUaJpbZZBKYpIcoW+lZw6wbt0/yOrEWbjWhHmT9+2naz302afyH6pHFclY7dR5iNyRwAP84pj+YEUXUrP6IoqG2uJ/LKxwZOfvYPPvTbZ7qbUGVHAcD5iy9B3rpUJJcrei+//gHmSr0HJVYxblOyta0fuuuZr/g7FiKVJI96ssUQOMnr27Umx7iIi1i9D5znnjB4p6W9nZDaczS+g/z7U6OOcoV8wxx5JCLxgHtms3KMdY/j/V2dEadevaFXXTVR6fPZfK7Ppn4Z2NnaeAdKltG3tdQJPM56tIVG78iCPwrrq+Y/CvxJ1TwZHFYpKlxpyE4tpeqgkk7T9TmvpSwuhfadbXiqUE8SShT1G4A4/WvUpzjON4nx+Lw1WhUcaru/W/8AXzLFFFFaHIFFFFABXkXxh/5Cmmf9cG/9Cr0661vSbKcw3eqWUEoGSktwisPwJryj4q6jY6jqWnvY3lvcqkLBjBKrgHPfBrz8fKPsWr9j38ipzWNjJxdrPWztt6Hrmm/8gu0/64J/6CKtVhaf4k0JNNtUfWtOVlhQEG6QEHA96sXXiHTodPF3BcxXSyP5UQgkD+Y+CdoI78E/hXbCcWkkzx6tKpGTcotK/Z+fkaUkscMZkldUQdWY4ArxD4j+JPDuuavBHpVyLi9iUiV0HyFeMc9zzXpo8ODXIRL4g3T7iWFqGIjQHGAR36Dr3qrceA/A24W76RpsEz527MJJ07d6ivSVWm4M0wWKlha8asen5dTD+Gd5oGmeG5b2XVLNLiR287fKFKBe2DzXZ6Z4q0HWrlrbTdWtbmZc5jjkyeOvH4151qHwxl8K3/8AbXhW3gunQszWt4N/8J+6fr/niuZ0jWdDsNJurm4gGm+JrGVr4CVSvnPjLIv15AHTkVVKmqcFBdCMTXliK0qst2z6DrzS0gh8Q+NNXspWaHZq5uJ7dhzNHBBbpGTz90sdw/CvQdMvo9U0qz1CH/VXUKTJ9GUEfzrzjR4Jbf8AaM8QPICqXGkrJFn+IfuFJH4ofyrQ5yp4113U9cU22n3UllYHU49LR0486RmCk5z90Dd+Irq7X4f22lQOdJ1PUbW6Zf8AWtcNIN2c52tkev5mvNptQNr+z9oV35TS302ouYCnUTmWYhsdzwf0qhaeNdesYYZYfFcl3qMhEMllcxFEt13Y3NnnOOcgE0AbDahPr15aSTRHSfEarusL7IEV+o/hOOOau25uNSSTxPo4FjrunsY9SsxysoXrwOvsa4zX4/Fp8G6TqU0bW9loSRJE7DYc8IMDqeR19K7OyvW07Vk8SzSQsySix1RYApSRWOElOOeRz070AYXxK0W21ixsPG2jb4rSZQl6YvlZecE/Xk11/wALvE+iadYT+FzqkJFlOwtJZHC+dG5Lg+mcseKuafptnYeItS8Huq/2Vq1o13ajtnOHA/PNcbF4Z8JN4duNNvdOjXX7K8fT4fKlMbzSE5jYn3yOT2oA93VldQykFTyCDwaWsvw5ow0DQbXTBcS3HkLjzJWySev5VqUAFY/inQ4/EPh6509sCRhvhfH3JF5Uj8a2KKAPF9L1aTTNQHiG+wlpcL/Z+rw7W+SVRtDEYAAPrWvoGpp4H106XczO/h+/YPYXRO5I2PJQntyaseMtJbw/q0niKGATaNcr5er2YGd+eBIB6jIzjmsFbJ9O06S2S0k1zwldqGi8o7pLXJAwO+BnI+lAHDXX9o3ng+50ue8Nxd2t22l21unz70iKElecDAB5AyQT2r1c+DNM8O/EDwrPp00yDfcItoWyip5Em5hnpzsGP8K83tbbQvDfiDStV8OatJd3EErO+mXqssgZwEIGF68nJP8Adr1jSJLu9vpfGetQPZQQ2bJb2khyYlJ3MxOOpwBQBx90ZJ/hr4xsIDtkh8UvbWY/uk3MTAD8WNafxY0y31Xxh4Ltri9awRmu3N0pAaPYsbggn3H61F4chXWpdPskVi0mrza7eMuCqnzMoh+oKn8Km+Juk2/inx54U0GSUoqxXU05DYKoQuP1SgC14F8IXdv4nn8STavfXlu0P2e2a6bLzRnnJ9s8ivS65f4d3E0/gPS0uBia1RrRx7wu0f8A7IK6igAooooAKKKKACiiigAooooAKKKKACiiue1/xpo3h5HFzciSdR/qYiC3fr2HTvQB0Nc9r/jTRvDyOLm5Ek6j/UxEFu/XsOnevNdU8c+IvFDNBpcZsrI5BcEjI56t1PXtiqNl4at43E965up87vn+6D7CnYVy9qnjzxR4km8vRR/Z9nzmUDnv/EevBHTHSqMeg3TsZ7vXdUlvGJPmi5ZcZ9BnFbaqqKFUAAdAKWnYVzm/Fenahe+GrgS6nf310iqUMspOcMM8DjpmuKj0pSVfTrl1lTG7yhskXBUcp3+6enJJzXrNZWpeH7HUsu0flT/wyx/KwPP+NFgucfp3jLUtNUR6pELmBQA0qfeT7oOfoWx9a6OA6N4gC3VhcGG7A4khbZIpx/8AZVz+veF9auIxbxiK6RmAExG2RRk8E9wBip10nTvD0lte3zKtzGqmO2tRgseMk9259fSgA8cweLNTs1S8vTqFpAS6cAMnXk+vHeuQS5U3tvcoTsfMTfXtXpf2LUdXbzL+X7LYkf8AHujfM3+839K8+1uG0XXNRsrEIsClJIdnTOxc4/GuTE01y839Wf8ASPbyrEzVT2S66r1jql89V8yS4f7Le213/CCY3+h/+vUd+otNchnXiO5G1vr/AJxUsbJqGn4P8QwfY1WffeaVJauP9KtcMvuB/wDWrzKf8sumj9H/AJM+qxb/AOXlPracfVbr/t6JZ1CHzbN9v30+ZfqKqyAXliGXqRuHsRVyynFzZxydSRhvrVO3HkXM9t2Db0+hrKN4prrF/wDDnZPkqSjL7NVW+drr8Lr5EUjtPbxXiD97F8sg9RTJVj2GUKWglH7wD+E+tSzpJbyGeIblP309RUKuIf30PzW7feT+7XRF3V4/15f5HmVYuMnCr8/y5l3TWkl8yukhgZmWU5zwwHyv16+hqWd5J4Sjyx5bhRHySasG1t7pC0TlQeDtp0drb2EbSdSB1NN1YXvb3vQIYOuouN17Jp3d9LenX71536vsE8uzVD/CzD8mNMliDm4hx/rE3D6/5xU1shS3UN1OSfxOajlkC6jbqOrK4P6H+lc6bdSTXm/u1PUlCEcNTjJaaL7/AHbfc0LBfotlDsXfKVA2D1qumns0zTvIyu+dwXj8KhUTQ3cptICyhsNmppr64UhGhEAbjcxz6D+tbuEk/wB3189e+x5ca9KUF9bTfJorJ8t1pe+m9urSRIZLa1OzI3nsOSailuWxlmESH8zUBgO9I2wXjOcxckn3ParUdjvl82ZR0wF64ocacNZO5UauKr3p04qK+63e/p5bnZfCjwjZeK9av2vJ/wDR7FonMBAJlJLc57AFR+dfSigKoUDAAwBXyJb30+iXiX1lctazpghkOM4PQ+or6V8A+JZvFnhWDU7i2eCQsYzkYEmMfMvtzj8DXoYepGcdEfL5rhKmHq2nJPtbp8uh09FFFdJ5IUUUUAeb/FXw/wDabGLWYE/eQfJNjuvY/hXkNfUF3axXtpNbTKGjlQowPoa+cNe0mXRNaubCUH92/wAp9V7GvBzGjyz9otn+Z91w7jPaUnh5PWO3p/wCrZ2kt9ew2sClpZXCKB6mvYbD7DpGrtYy7BZeH7ON3Zsc3EuenvtH/jwrB+FPh/z7yXWZ0+SH5Ic927n8K05YI9S+Id7pLKGjm1H7XcDcc7YbW0KZHpvk7+9dWXUeWHtHu/yPN4hxntKqw8XpHf1/4Bd1G28WeL9PLafqMei2zk7d0RaR14weox0P51yLfDjWtChL3VvZ+IoyRvcho51HQ7Wz6E/98itDx5rGpakv2WwupLHTzqEWmo6ZXzncgEg/3QC34iuptPAFrpduzaRqeo210y/603DSAnOc7WyPX8zXqHy5yOj3F7axG58O6ldNcRQmSbQ75ySCfQn3BP40a9omlfFTQHvrBRaa3bgiSJhhlYdVYVh2euSeLLiG4bZpviCNmGn36jbFeqpwUbtkkVtRxXl6r+JtLiOna9YHbqNmRxMq9Tgde+DQBzkVtoEnhS1tNNuNQg8SM3lC2W+lxEyn5m2kgYCgkD2rZ8PX1zt8AeMbuRmNwJtKvJOu5S8gjJP1Wsz4l6FZazpVl440nfHBIVS7Ea7WUZILfXtVnwrrHh+98B3ng6+1GG3ktXMlhLM65JY+YpzjAIZsUAaFnYTN4C1bQbdT9v8AC+rG5tRjGVWUyKenOQWrR1fwPDr91D418PzpFfvEZDDIgZGbYVII9axtF8XQRf2d4oTYY7tFs9XQH7mOA5AH+ea6TS9Wh8Ga99hnuGfQtTbzLKfA8uAk/cyPWgCVbOPxB4ctNc8WaiBpc1vHciyUbIsFQ3zDq3POPpXH6fbaJfeIr3R9CikXRvEWnSrAW5UzwsxyueQAMf56cPqtjrupaVNENTkuLTTr46VaWqZO/b3AHbAB717HB8OdM8PePvD2qaR5kaI0yyQFsqFMLgsPfcy0AZcN5O/hDwP4imbZc6bqC2N23TEZcwvnP0U1zHxf0O4i+KGkTWDeVJqhhCPngTK4XP4ZQ1s6kk8nwv8AHcEfDnxPLHbAf9fMOAPxzWz8V9Ih1bxL4OjuL82EIluc3KkBoyEVwQT7p+tAHV+FPEs2pyT6TqsH2bWrIDz4wPlkXoJFPoa6evMfBHgu5j8VP4nuNXv7yBYzFaNcv88yEHlsfw8kgfjXp1ABRRRQBHNDFcwPDMiyRONrKwyCK8k1PwzrngLWbnVvD0ztorxl5YMb/KO4fw9SuCenPWvX6CAQQRkGgDhbDxRdXMAnTwwt9J5at5lm6E7iobaQ2CpBPP4VBqumeKfGsRs7uCPR9JfIliMgeVwGGORwOAa2dQ8EWk9/JqOmXdzpd+5LNLbEbWb5eWQ8H7o/Wlt9K8Xwwyxv4mspywxG8mm4ZPfhwCfwoAsWtjo3gnRpZsrDCgLyyueWP1rzmPwXefEXXJfEGprcWNrI+ICXKs0A+6FUH5SfmJJ7EcV6BH4SF1OtxruoS6s6klYpUVYRzkHyxxkepzXSABQAoAA6AUAVdN0210mwjsrOPy4I87Vznqcn9TVuiigAooooAKKKKACiiigAoorA1rxhpOiExSTefd4+W2h+ZyecZ9ORjmgDfrnPEPjfRfDilbm4866x8ttAN8jHnsOnQiuQ1LX9f19XjWT+y7NgQEjOZWHPU9uCOB6V534V1jSzqW+eQJcy2cId5erSgybzz65FOwrm/wCJPiP4n1NAsGnz6bYSMF3fxbTnliORxzxjpVbSNGsLhVu5rgXsp+Y7jwp69PWugvLu1tbKS5u5EW2UfO7cjB4/rWN/ZVjfj7bo92IZTyGiPynvyPyp2Fc21VUUKoAA6AUtYQ1S+0xhHqlsWj6C4iGR9SPwJrWtru3vIhJbyrIp9D0piJ6KKKACiqN1q1tbSCJSZpz0iiGT2/LrUSWWp6nhrqT7Hbnnyoz856dT270AS3WrW1tIIlJmnPSKIZPb8utZF/4XufEksd1et9iMakRiLl+nGT+Jrp7LTbTT49sESrxyx6n6msrWvGOlaKGR5hNcdoo+Tnnr+VAy34H0SHV7y403xFevLPZuvlW6nYJlxncSOT2/Kub8XeEPF954ivdXfw55dlEuyExzxYjhXJGQGzwPaqFtqPirXNbtdZ06yS2W0fzIzJ8u8DsfXINe+eF/ENt4o0OO8QKJOUnh7xsOCCKynBTXK9jehWnQqKpDdHyxZyi3uyAf3Mw3KewNW7mBjIJ4cCVfXuPStf4geGo/D/i280yCQGGVRdwgc+WGZvlP5frWNY3RniKvxKnDCvFrRcJXW63PvsDVp4ikoSXuy1Xk+qXo9V5MzdPvVsnuIrgeWC25VHb2pWu5LrUYpIoWVB8pYjqDV6/sluE3oAJVOQcdcUy0nE0XQBxwy+lN1INOoo6vR+RFLC1oTjhZ1LRTvHTV2d7X6W8ujLFVJLM5LQPsJ6jsat0VyRm47Hu1aEKqtNf5/eZZs7g5IVUf+8j4qWCylyGupTJg5Ck5Aq/RWrxE2rHJHLaMZKTu/np80rJ/NDXdY0LscAVmxZe+gmcne7Ngei7TUl1IJpfLB/dpy/ufSo7S8ke4WAxRmN5PMVynzrtVhgHsDu5HfC+lbUqbUG/JnDjcTGVWEbXXMkvW6u/lsvO5Ks8iX9zBEgLNhhk4A4HNTf2YsvzXLNI/XrwPpVS6jlmu5WiZU8rbyeM8ZpV1S+VMC3WQDjcATmq5JNJ02k7K5z+3pQnKOKi5Ru+XS63d9F2fV/I0GENsOSqZ9e9Qy3irkRjcRwWPAFVTb3N+hMsWxmx8zdvoKux2Kg7pDvb36flWLjTh8TuzvhWxFbSjHlj0e35/ojR8EaPB4o8Z21jeTiKMxszMwwGwR8q57nmvqSwsLbTLGGys4lit4V2oi9AK+SnmFtOjxSmOeMhkZOqmvqvw5cXF14Y0m4uwRcy2ULyg/wB8oC365r1MLNSjorHyGc0J0qq5p8yd/k9LmnRRRXWeGFFFUdV1SHSrUSy5Z5G8uKNesj4JCj8AT+FAFuSWOGMySuqIOrMcAV4h8R/EvhzXNXgj0u6E95Ch86RANhUYPU9TzXpo8ODXIRL4g3T7iWFqGIjQHGAR36Dr3qldeBfAMj/YpNJ0qKdwcIu1JMeo71lWpRqwcJHVhMVPC1lVhuhngzxR4WHhW3Wz1S2jjgjzKssgRlPckH3rkfC2vWOoftAa/cW17HLZzWO2Fw3ys4W3DY/79n8quXXwyPhOa41fwtFDcvsObO7TzA3TgHt3P5Vw32nQpvCepx3KHSfE1uz3is4KGRyMlVx0zyMe4rSKUVZHPOcpycpbs0725B/Z40WeSGSe7nv38kpncJjLNhuO4xx+FYdvr+s2VvDNa+MLmfVXYRSW1zGQsC525fdk4wc8A10uiPHq/wAI9S0mxIW60e5F7ZK0gLBCwmQkjjO1mBx34wK27zwXD4mNr448P3CR6hLAJWidQ0bMYyCP1pknmWraD4ks/A1lcHzV0vS3WRDIgQrJIwBCjqcOTyT0xXomn6xFaXcHiPfbvJFL9g1RoGDLKmdqScdj16Ve0WZPGfhGHxH4tvlj0ttzCxj+WL5HIy3duVzg+1YGj2WgXni+bStEiePQfEGnTJFn7pnicsWUHpgAdqAOuhtra08U6j4UuF3aZrdubm2PYMc7gPyzXEWnhzwnb+EL/S9UsITrllfTWkbh9jyMSTGSf7uCB+Fbi3zXHgHwl4hnO270TUore8boVQOYXB79CpxXM/GPw/N/wsvS2s2MTauIkV84HnB9mfwBQ0AdDqXgo/DjTV1HTVN9prRiPVLaXnzATjcB2xnt+tQwRJbabNb20D6/4RufuCI7pbQkgEeuBnI+leg+G9dfW47rRNbtBFqlsu25hK5SVDwHX1Brh9W8M658PdUutZ8Ms0ukyLvltcbhEdwySOpAGenPWgDnrKPwv4cuNPvvD+q3N1qUN0Jf7OvFZWyyNGw+71+YDPtXquhXl/qEj+JNXt/sFssBENtIQWjBIJJPrxj8az7PxVf3EaTReFE1BiiMZbOWPIYqGIKtgggn9aXVNP8AE/jOzNjdWyaLp7ON48zzJWUNnHHAyKAMPw5G2sS2+msGYXGqza1dgEFYx5gZEP1yD+tTfE2yi1zx74J0Z5dokkuXkH+zhCOPfawrtLWx0bwTo0s2VhhQF5ZXPLH6159/wiF38SdXGu6nHNY2u7Fs5Yq7QA/LtAOVJy2SexHFAHc/D65eXwZZW0rBp7AvYS4OeYWMfXvwoP4109VNN0210iwjsrOPy4EyQuc8k5PP1NW6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorC8X6q2keHLiaF9tzLiGD/fY4H5cn8KAMDxT4ulN0+m6XIY/JbFxcD+HHVR/WvKtM03XbWW71jTnS4hmkZlinyXdecfMeetWWkutWW403S/ljyyz3j8jeT83Hc81oadqd14fs7ew1K2JghRY1uYuRgcZI/AmqsSWLDxVaTz/Zb1GsrrONk3APJ6H8Kx/Dnh7RNUt9TMtuszR3s8CsTnaobI2+nBFdPNa6T4itPmWK4Rh94feXI/MdawI/Dmp+GXmm0KUTW7sZHtpfXB6H8vyoAr6p4L1KW3axstSJsJXBkhm5KgMW4P5Vrf8IjbWkSHS5XtJkA5Q8MR6j8vyqJfG+nwJIupxy2VwgP7t1PzckcH8KklvdR1KJnDrYWeD85OXI5/KgCpJ4gk0u7XT9ZjRyw4lj5yOmSPwNTHSbK+/wBM0i68iY85jPBPXkflVSOa2Erw6TZte3LZDzyDIHJ6k/WnWvgy+juHvxqbW1y53eVCo8sHrg+vPH0oAW41y80KInV7VpIl4E8Azn0yO3T9au29vqGsxRzyzC1tJAGVIjlmHB5P51JaefefbNM1VIZHiVTlOd6NuAJHY5U1hf25J4KkexvLdpbM5No0fJ/3TTA7Gy0200+PbBEq8csep+prK1rxjpWihkeYTXHaKPk556/lXLG78VeMXKW0ZsLBj948Ej+vBrodE8BabphWe5Bu7rqXk5APHQfWkBzxu/FXjFyltGbCwY/ePBI/rwa6HRPAWm6YVnuQbu66l5OQDx0H1rq1RUUKqhVHAAFLRYLiKiooVVCqOAAKg0O5Xw14uWfcVsdUIhmGflSQfdb2zyKsVV1CzW/sZbdjgsPlYdVYcgj6GmI5Txz4E8b614z1XUrfTnmt5ZMQNHNGMoowvBYHoM/jXAahYahpl68V5bva30A/ewv3H4da+n/BWttrnh2OWb/j7tna2uR/00Tg/mMH8a8r+OstpD4j0UoP9L+zStMB/EhYBP1D1xVqSaclue5l+Nkpxoy+H8uqfy8t9tTz2G4S4jDocg1UurZlf7Rb8SDqP71V4mJcz23H/PSM1dgukuEyOGHBU9RXkuLpvmjt/WjPtIVYYqCp1dJdGutusf1W/QS3uFuEyOGHBU9RU1VZ7YOweI7JAc5Hemx3hVtlwuw/3uxqXBS1h9xvDESpPkxH/gXR/wCT9fkXKiuZTDbPIoyVHSpFZWGVII9qGUOpUjIIwazVk1c66ic6bUHZtaMz47CWa1JLBdw3YXufepbeR7i53PHs8ldu33PX+VNWVtOYoSWiYfIPQ+lOLNbWEkrffYbj9TXXJtr12+Z4VKMIyTd04K8k9dtV+Oqt8yOIwy6nLFLJlG2soB4JwP8ACttYVVQFAArDtNIN1BFKcxDbncp5J9a02tr1U2x3nA/voDUV1BtRUtjXATrxjKpKndS1TW+uttbPS4XF1b25xJKoPpVCXUJHO2FSvuRk/lTzpHmMjTy7ivPyjGTUsxgsogsaBpGICqvLMTSiqaaUfeZVSpiZKUqrVOC+87P4N6DpuseJNR/teNpriCGOa3jc8EZwxI74JUfjX0SAFUADAHAAryb4QeDtT0y7n1/VYjbyTW5t4oGBBCllYk/98ivWq9ummormWp8Bi5QlWl7Ntx6X/ruFFFFaHKFche6tayeMrz7UyC00O1jkYsB/r5d2Me+wf+PV19eZyWkWo/Em/wBOZQyT34ubkZ/ggtbUpkDtvl7+9AGpdW/ibxdZ77XUBo1m5O3Ee6V1yuDnt0b8641/hfrGjO88y2euw/xGRSlwB32tnOcE/pWh481jUtSX7LYXUljp51CLTUdMr5zuQCQf7oBb8RXTWvw6sdMieXSdQ1C2vWX/AFxuGkGcg52sSO1AHGeHp7q1NxceGry6Fzbpum0W+YkklVxtJ5xkGp/EWi6V8TtLaS0QWXiKCISPbyDDgehHpWJZ65J4ruYbltmm+II2YaffqNsV6FOCje5Irdmk1LVIv+En06I2XiHS1MV9ZN0mReTwPXsaAOTPh7wkfD0VjaxXEHieV/JlgS7Y+Wyn5mIzggLk49q2PhhrkvhVILe+kc6FqM0q2ly4+VXVygBPbIXNZvxM0SHWvD9n470lTGZFVbpEGCrHOSenfisvRvFGmaDaXfh3VHj1PQgYzGAf3i+YN7FeMfKSc89cYoAwrjQ9XfR7uC31GWezs9Sewt7RCW3tncSAO2Oa9mHgLSPDHxE8L32lmSMSSzxG3LZUD7PKSw9OcD8a4uyk8IaNd2eq+F9Xlu7xLzz10643DG9ChAwvX5hyfSvUdGlu9WuU8Ua1bfYIbeJjbW8hBaIMMEk+uOKAOA1QM3wr+IkKdR4mlSNR2/fw4ArpPiroUWsa54Sa4v2sIY7idWuVIDRnyxIpGfeL9aoeHLYaxJHphQkXmrTa1e7SCq/OCiN9fl/LNXviXCus+NfBmgGfZHPNPNMvsqjHHuN4oAf4K8H3i+Jj4judZ1C8to0Mdmbl/mlQjGWA7eg9ga9LIBBBGQa5f4f3y3XhSK0DFn0yWTTnYjqYTtBHrlQprqKAOduvBunSX8moWUlxp99ISzTWz43Hjkqcqfujt29zTIdL8WwxyxnxLaTblxG8um/Mh9flcA/iK6WigDmo/CQup1uNd1CXVnUkrFKirCOcg+WOMj1Oa6QAKAFAAHQClooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryb4tahNNrmk6LagNKYzKwzgrvbarj6BJPzr1mvHfHN1EnxT37WM6aXFBEhU/MzPK+4ewAxn1OKaEx1lZwadaCGIBUHJPqfU1lXXiKGSZ7SwtjfSAYbafkH1P+etVr+0iaASa9qjxKesMchVevtz3FYzQ+GdOby7DXbnTnb5tuXw2cckMKoQk+l+JzfC7sIrOxbqVjmbDc5ORjH/6q3bLxPqFgUg16xZeg+0Qjcvbk+nU1RtdZ1CwXzbto76wC7vtEI+YDCnkfjXT201rqNvuidJY2HI6/mKQBNa6P4lssssNzEw4YdRx+nWuV1XwbqVrIkun3cl1axMX+xyucHrx/Kp9W8L3Ng7ajoE8lvMoBMKn5Gx7fgKdoPjaea2A1S2wyfLI8QyUOcfMO3Qn8qALNr4w0jTbV4by3fTpYh/qSh+bBI4P4VYF1rGuqDbAWNk3SQ8uw9vTg/pV68h0XXdOaS4EM0O3JbuvH6da5/SNG16JLi50fUALAMfJt7mMtuA54OenJoAW70W/8PTTanplwsqtHm5S4bmQjcc57delRTyXHjTSYUg057d/MB8+Xjy8EHI9c9KuaNDJ4ilnl1sETQSFfsYJCLjocd665EWNAiKFUdAB0oAERY1CqAFAwAKdRRTEFFFFABRSZpM0AL4TvTpXj2TTjxbatA0yD/pvHjP5r/Kr/j34Zx+NNQttQi1E2N3DD5O4w+YGXcSOMj1Nc1q866be6RrZO3+z76Nnb0iciN//AB1v0r2Ookk9Ga05yg1KLs0eBeM/hRaeEfB9zr0OqXNxeWzJ5isirG4Z1ToBkH5vU15q32eeY+TLslBzx3r6j8f6FceJPA+p6TakefOiFM9yrq+P/Ha+cY/BniGWQWS+HNU84fKH+zsq59d5wP1rir0tnFfce9lmMdpxrSVt/eb38n0fmZZnmhJE8Z2j+MUvmwzjbuVs9qdIbvT7mbTry1cXkDlJIiRlcY/DvTY/sdy5BiAkHJBGDXBKHK3zK1ux9RQxSqRSpzUk+kr39LpWZEbcIcxSPH9DxUbXF0p2rcqzdAAmTVlbSyD8MpPoXzUu61tzj5FPsKPaeV/kDoK101TXlN/krIbbxSuqvckM46DFRyie+leG2GVQ4JPTPvUiCTUXkjt5QiJjLDrS6aZrDUHt7gfJLyHxwTTimrydrroZVakZKFKN+Ruzlvfpv69dh2l3MlkptbxSgX7rYOPzq3eapbW8WVdZGPQK1XpAgQl8be+axGudPM+LeFZZ2OFVE5JrONqs+blfyNanPg6KpKrFLo5bpfLexWF/f3iN5Uaxpjl6674W+Fn1zxnY3jrJLa2UvnyykfKSoJUf99YrofDPwm1rWWiutbZdPsThvs68yOODg+nBP5V7jp2m2mlWUVnZQJDBGu1VUYr1aNJx1tbyX6s+Px2NjU91Sc/N/ounq9S1RRRXUeOFFFFABXmWmQTWn7Q2sGZ8RXekCeFfxhQ/rEfyr02uB8cRLpHi7wv4pHypDcGwumzj93KCFz9G/n+QBwF7cg/s8aLPJDJPdz37+SUzuExlmw3HcY4/CseHxBqdlZQTWfi+9m1l3EUtvdJhIU+7lgeeAc8Z+ldpa6Y7/D7XvC8Yxf8Ah69e5tBg5wH81CMfVhxWivg7TfFgtfGejyfZ9TlQs4ddyFiNrAqe45/OgDynVtB8SWfgayuD5q6XpbrIhkQIVkkYAhR1OHJ5J6Yr0XTdWjt72DxEGt5JYpDY6o0DBlljzhZOvfr0q/o8sXjLwnD4i8V36ppTFmFknyRfI5GWHU8rnB9q5vSINFm8bHS9BgdNB8RafPEhJwpmj3ksoPQAAUAdrFZW1n4iv/DNwA2l67C89t6BsfMB/P8AKvOm0rwbpPgvVdP1rT0Gs6bcTRLKmRJLlmMbZ9MYH4V06373Hw/8I+IJ223WianFb3bdCqB/JcHvyCprnfjX4cebx9oxtsR/2uq2/sZQ4XJ/B1oA3vhzP/Y2hRw6b4bGqh23m7t7hG5PqGAK4wM49a6jV9M8T+MLM2NzDDo+nu6lwJfMlZQQccDAyP5VT0OyttbllsLiO40LxDYriZrE7FkU5AdeMEE8/UCt2DRvGEG9f+ErtpkKkIZtNBZT65DjPegC3a2OjeCdGlmysEKAvLK55Y/WvP5PCN18Std/t7UIprCwwq2zElZGiGfugH5c5PJ7EV3UfhIXVwtxruoTaq6klYpUVYRzkHyxxkepzXSABQAoAA6AUAVdN0210iwjsrOPy4EyQuc8k5PP1NW6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwvxFrIu9X1HxEkayytKbCwHTKozDP4nca9m1q/GlaFqGoldwtLaSfHrsUt/SvnNtUttMtvDsUqSSCHTjeCNFyWdlHX/wAfOfamhMk1LwRcagzXMurSK8gzKrjK+uBU/gbQrFtNOozBbiRpHVHk5KqpKj+VUL3VNX1eza52PDp3BOw7dwPTB6k4IrI0uy1Nop9I069lLom+UI4WNCT0zznt+tMRveI7SOPU2n0Kd3vnKrJbR8xkD+92HQcVUt9SvNO1eS5jt/IufvXFmD8sq/3k96raH4tOh3bafqMMRRDgywjJz9e9drqelWniHTUvLRgZ0G+GRDg59KANnStSttXsUurZgyNwR3B9DWFr2nS6Zdf2zp0EbAjbdxn+NPX8KxtA1OXStTMkyPFDcylLiDjEL8fN/umvRGVJoipAZHGD6EGgDitU0q1utKGraWM4xMY0PyygNkgj3xXcaHfwalotrdW6hUdB8o/hPcVyVjK+k+IJNDlRRayqZLUgY46lf51c0K4/sjxRPpDcQXim4g9A3O4fpTAj8SxHQvEdpr0S4t58QXYA/JuldIrBlDA5BGQal1bTotW0u4spgCsqEfQ9jXP+E717rQYYpj/pNqTbzAjBDKcfyFAjcozSZpM0ALmkzSZpM0ALmkzVa8v7awhM11OkSAZyxxXG33ji4v5mtPD1m9xJyPOYfKOv+FAG/wCLZLceFtSS4dRut32AnqwBIx+IFew6bO8uj2lxcsokeBHkOeMlQTXzwvg+6vxJe+I795CFLeUjYVepro9Lhu9X8NaZ/amoXE8P2OMLBv2oF2Drjr260nqNaHtysrqGUgqeQQeDS15b4B8S/YvEQ8Jy3X2mJ4mktWHzGPbnKMe3ANepVJR4P8TPBWtL40vdfsdOnvbW7WPIt13shVAp+Uc87f1rg9X8LeI7fSH1qTRbu2s4RiWSdQh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170	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/567652_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
171	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/568459_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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172	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/572424_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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173	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/578843_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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174	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/593433_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
175	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/596629_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
176	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/597488_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
177	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/600070_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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178	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/601054_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
179	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/601079_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
180	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/601540_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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181	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/602233_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
182	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/602280_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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183	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO toys pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/602724_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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184	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/605432_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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185	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/605727_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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186	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/606003_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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187	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/606062_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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']
188	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO figure and the LEGO garbage can adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/606905_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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189	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/607108_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
190	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/607129_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQgJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAC2AagDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAry74rfNq2iL7n/ANCFeo15d8UPm8Q6Evv/AOziuPHfwX8vzPYyX/fI+kvyZ6en+rX6CnUifcX6Utdh47CiiigAoorn9f8AGOk+H4ZTPN5s6KW8iEbm4B646dD1oA32ZUUsxAUckk9KwtS8a+GtJlWK91m0jkZgoUSBjnOOcdK81mv7nxbFHf31zKbWdA8dorEIqkDggde3WnRadZQoUjtYVU9QEFOwrnrllqdjqUQksryC4QjIMUgb+X1q1XiQ0iC3m+06fmyuxyJYDtOc559RnFbfh34rQQXb6N4iWSO5tyqG8Vd0bZ243Y6Hn9KLBc9SoqC0vLa/tkuLSeOaFwCrxtkEEZqekMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKjmnht03zSpEn952Cj9aAJKKwb/xr4Z0xwt5rljEx6DzQf5fSqf/AAsrwZ/0MVj/AN9n/CgDqqK5ZfiT4NZgo8RWOScD5/8A61V9Z+Jfh7SoQYLkahOwysVqd3p1PQdf0oA7GuY1j4heGtDuPIu9QBl/iWFTJs6dcdOteU65438QeIco8/2C0P8Aywt2wx6dW69R+tc9HBFGhVUAB6+9K4H0lp2q2Gr2y3On3cVzCejRtn/PSrlfMVo15pVz9q0i9lsp+5jPyt16joetehaF8YJLcrb+JrPYP+fu2GV79V7dqLget0VT07VbDV7ZbnT7uK5hPRo2z/npVymAUUUUAFFFFABRRRQAUUUUAFFFFAGPrnifTfDph/tF5UE2djLGWBx1HFeXeNvE+l63r+k3VlM7w25HmFkIx82f5V6R400Ia/4buLdFzcRjzYfXcO34jIr57IKkgjBHBrxswq1Ivk+y9fuPsMgwuHqR9sm+dXT101W/3fie/Wfj/wAOXlxDbQXrvNKwRFED8k/hXT15H8KfD3n3cutzp8kOY4Mjqx6n8Bx+Jr1yu/C1KlSnzz6nhZph6GHr+yotu29+4Vi+KfFGn+EdGOp6iX8reI1VBksxBIH6GtquJ+JMMdxZ6FHKgdDqmSp6HFvOa6jzDnp/GGo+J4C1vcpZ2Tj/AFdu+ZCDnq3bgjpWLq8CW/h/UzCmHNtKd3Uk7Sev1qrdeFEjm+06TcPZTZztU/Ienb8KrLrl7p/+ja9ZkIw2m4iGVOcDn8zVEnmugeP9R0SJbdlWWFeAj9q6xPizZlAW06TPfEo/wqjqPw7g1T/StEvIpEfnazYxnnr+VYM/w38QQSBFt1lB/iRgQPzxS1HobOqfFeeZDHYWghzxuc7jW18NLltT0vUGu4/Md5w7SOM7sjGPw2/rWBp3wqvnmVtQuIo4urbGya7qxk07w/arpmmRvdTDqkQzz6segpiNC3sbzRbj7VoN9JZPnLQk5if7vVfotdf4O+I7a1rK6DqdqsWohTiWFt0chC5I9jwxx7VxY0zUdTO7UbjyIT/y7wH+bd62tCsbWx8WeG47aFI1W7lAwP8Ap1m/woaBM9boooqSgooooAKKKKACiiigAooooAKKKKACiiigAooooAK5XxF4/wBG8Pu9uztdXq/8u8PJHI6noOv6Vg/EDxvPYXP9j6TMFuAoaeZTkx8n5R78V5ZglmdmZ5G5Z2OSx9zSbA6DWviV4kv9zC9i0m2/uQgF+n94/j0rk59Rg1NmlvL25viT8zSl3H+Hek0uGG9jF3PiQvyAw4X8Kuy6va2/7m1i86T+7GOB+NICjBd6Y58uF4cj+Hbj+dJJdwFzHbQCeT/ZA2j6mmS6fJqMqy3u1ApyI4xj9a0I4khQJGoUD0pAZ/8AZf2pg97tIHSNBgD/ABrQjhjhULGiqB6Cn0UAFFFFABSEBhgjIpSQBknAqlLqKb/Lt0M8novT86ALNq13pNybvSb2Wxn6kxt8rdeo6HrXong74vtqGsW+ia1boLmeRYormD7jsxOAR27V5ithcXR3Xku1f+eacCr1lBFB4k8MLEiqBrVr0H+3TTA+mqKKKoAooooAKKKKACiiigAoormfEnjzQfDIEd3eI9252x20R3OzHgDA6cjFAHSSSJEheR1RR1ZjgCvAvHNjp9r4slNne2ptrkiQssgKxFjg5x05yfpXnfjz4h+IvEmq3EN3NLa2yOQtorYC/X16VxQuJlR0EjBXxuGeuKwxGFVeKTPRy7HywVRzjrdNf5fcz7f8Nf2VBolrZ6VdwXEMUY+aJw2e5Jx3JOfxrZr4Q0/WNQ0u4Wezu5oXU5BRyK+j/BXxmtZtMsYfEyPazS5RLoj5JMYGT6devtW/JyqyOCU3OTlLdnsFcb8Q/wDUaD/2Ez/6TT11dpe21/bJcWk8c8LgFXjYEGuU+If+o0H/ALCZ/wDSaemiTmqbJGkqFJEVlPUEZp1FWQc3deFEjm+06TcPZTZztU/Ienb8Kgh1vVbKdLLUrAvO4IikiPyyMFzj+ddXWZqag6jozEDIu2Gf+2EtKwFQaZqOpndqNx5EJ/5d4D/Nu9a1pY21jEI7aFI1H90VYopgFSab/wAjh4c/6/Jf/SWeo6k03/kcPDn/AF+S/wDpLPSew0ep0UUVBQUUU13WNGd2CqoySTwBQAye4gtYjLcTRxRjq0jBQPxNc5J8RvB0UhjfxDYhh1G/NfPvjzxne6/EuoM7tFKx8qMEhYwOnHryf1rzV764lkZ3YFicnigD7d0vxToOtHGm6taXLf3UkGfy61r18NaPqk8d7FtDllPylDgg9cj3r6c+FHiS51C3v9I1G88+ezMZheR8uyMCMe5Gw/nQB6TRRRQAUUUUAFFFFABRRRQB8tadezanbtqFy5e4upXkkYnqSxpNSv106089l3ZYKB7/AORWVoVybREtZzhZFEkRPQ5GSKvayocaepGQbyMH9anqBU02yjuIi4u22OdxhjbCitqKCKBdsaBR7VWudGhkYy27GCX1Tp37fjVc3l7YHF5CZIx/y1jH160AatFQwXUNyu6KQN7d6mpAFFBIAyTgVSl1FN/l26GeT0Xp+dAF0kAZJwKpS6im/wAu3Qzyei9PzpFsLi6O68l2r/zzTgVoQwRQJtiQKPYUAZ62FxdHdeS7V/55pwK0IYIoE2xIFHsKbPdQ2y7pZAvt3rOnv7ueJ2tkEMagkySDsPb8DQBo3F3BapumkCj9ar6Frdi3izR7u/jlj060uftDv5ZJ3KpKHGOm4j8qo6TaJLbJdTv58sgDZbnbx0rVwAMYGKYH0HpXirQdb403VbW4b+6r4b8jzWxXy+9rEziRV2SqcrInDKfUEV3Xg/4rf2cp0rXlmmSDAW8QbsLg4DDr6fnTuB7NRVTT9UsdWthcWF1FcRH+KNs+39DVumAUUUUAFZmu65baBYC6uVd97+XHGg5dyCQB+RrTryf9oSV4fAFlJE7I66pHhlOCP3ctAHAfEH4x+J5rqfTbO2k0m3BZMkfvHGSOv+HpXmnh68efxpo9zezNJ/xMIWkdyWJHmAnNbVn46e4tvsXiC0j1K2IIDuMSLw3Q/Vqnk8JabqxN74U1FTIh3i0nO11xuPB78KK0tYVxmpa5omu3058S2VxZ3oJBms1HOOBlT+JP0qqvhvwvcq0sPjCOBOqx3Fo2/wDQ4q/qGp6ddSNbeMdGube/DNuu7cBWY59DwehH41kvpHhWVHktvEc8SLj93cWeXP0w2KnVDFRPCWkzB3nutXdD91U8mNvx5P8A+sVb8b3Bv9G8M6mIlt/PtZY/JQYC7JSAfxBFUE/4ROxEcsTX2pThs+VLGIoz19CT12/rVmfTNT8QmO+1FotN06MYiMx2qq+iL1P+NNX6iK3hnxzr3ha6WTTb2RVyMxE5VunBH4CvYU+I174vHh6y1DSmtJ/tL3AmzhZQsEinAPPV68j/ALV0XQxt0e0+13I/5fLpcge6p0H41f8AA2pXmqfEGxnvbh5pCJeWPT923Sm11Fc9tooooEFZup/8hDRv+vxv/REtaVZup/8AIQ0b/r8b/wBES0AaVFFFABUmm/8AI4eHP+vyX/0lnqOpNN/5HDw5/wBfkv8A6Sz0nsNHqdFFFQUFeT/FfxRcwatb+GYZDFFcWn2mV1OCwLMoX/x016xXhPxitDdePISkhjlTTISjjt+9moYHhJ1OeEPbPkxbjhT2pjXFtIxbysZ7YrptS8OzzSb2tyw7yRjP6VgTaPLBuZ4p0QHG5kIFADYtUSzwbaELIP4q6Hwnf3luLzWY53S6tyJI3B64ySPxxWFa6fallaYuxLhQoxz+NdFqFhd2WlFYlSODPzIhyfqTSA+tND1NNZ0HT9STGLq3jmwOxZQSPwzWhXyH4X8b+JPCy+bp1zI1ohw0MnzR9+3br2r23wp8a9D1rZb6oP7Nuj3c5jPXv26Dr60wPT6KZFLHPGJIpFkRujKcg0+gAooooAKKKKAPk6GyS60u3ilUqyxqM9CpAqjqEOp26Q8efFDMJVYfe46A/nXeeNtBfwx4nnUr/oN7I08DgfKhZiSn4f1rLTkVIGZY+ILS7wjnypf7rVq4V17EGs2+0OzvcsU8uT+8vFZPl6xopyhNxbjt1/z1oA1rnRopGMtuxgm/vJ0PX/Gqc1/f6cyR3ECzb2CI6nGSScVZsfEFpd4Rz5Mn91qXWiCNOI5H26P+tACrYXF3815LtX/nmnArRhhjt4ykUaqD7Uye6htl3SyBfbvWdPf3c8TtbIIY1BJkkHYe34GkBo3F3BapumkCj9ax21qW7lEdtG8SH/lq6E5/SnaTaJLbJdTv58sgDZbnbx0rWAAGAMUAZ0NvaxzfvZfNm4OZPfpVi/Utpt0qjJMLgAfQ1LNBFOhWRAwPrVOwfFxdWm/esO3GfQg8fpQBwVlr97pp8sMcDsa2F8bzY5gjJ+h/xrT1Hwla3bF4W8pj7ZFY7eCrtWIWSMjsd2P6VWgEd34zvJVKxIsee4FbXhC4lubK4eb5mLhix75//VVG38FrH+8u7gBRyQP8a3LZ4bSL7LpkBfB5bsD7n8qQGta3NzpM5u9OvJLKUdWjbAPB6joepr0Hwf8AF46jq9vo2sW6+fPIIYrqEYR3JOAR27V5immyTsHvZS3cRrwoq9aRRxeJfC6xoFA1q1AwP9uhAfTNFFFUAV5J+0T/AMk8s/8AsJx/+i5a9bryT9on/knln/2E4/8A0XLTW4mfMNPimkgkEkUjI46MpwaZRWxB2Nn46e4tvsXiC0j1K2IIDuMSLw3Q/VqluvCeh6nbS6nomrCO1iIaeGdTuiUuRn3xx+dcTW1ojsNH8RqGIU6ehI/7eoP8TSsO5c/tXRdDG3R7T7Xcj/l8ulyB7qnQfjWJf6ne6nOZry4kmc/3j0qpRRYQV0Pge5ltPFtnPDbTXDrv/dQoXYgqQcAcnAJP4Vz1egfBL/krWjf7s/8A6Jeh7DR6np+sWWpL+4lxIPvRONrrwOoP1q/XZ694H0TxA3nT2/kXY5W5tzsccjuOv3R1rhb/AMO+J/DXOz+2bAYHmRDEyj5RyvfqenpWaY7E9Zup/wDIQ0b/AK/G/wDREtP0/WLLUl/cS4kH3onG114HUH60zU/+Qho3/X43/oiWqEaVFNkkSJC8jBVAySxwBS2VrqWssV0u0LR8g3M2VjHXp3bkdqAEkkSJC8jBVAySxwBVvw3a3Gp+JdMvYIJRZ2UskrzsmFYmKSMAZ68tXR6Z4FsrdxPqUh1C4ByBIMRr16L9D3rqlVUUKqgAdABUtlJC0UUVIwrxf4sQSR+NbW5ZSIptPSNGx1ZJJCR+TrXtFYnijwzZ+KNLNpc5SRcmGZfvRt60AeFwdKZqth/aelzWgYKXxhj2wQf6V0F38PfF2kSFYLaDVoMna8MojfGeMhsDOPQ+tZU0Or2kpim8N61vHXy7NpB/30uQamwHmF/o17pr/vojt7OvIpkeqXaW0luZC0bqVIbnFeu2vhvxJrKAW/h64SJuC98RCB06qfm7+natKL4BQXVq8l9qht7xvurbIDGvPfPJ4x6UwPI31Q6jpF3D5Ej3txMZXMcfBJfcTx0rOk0a/htPtMlu6xjrkYI/Cux8WeHte+Gt3FbJeLc2kqbknEOBnoQQc4PHr6VL4A8RaPceId/i65fyht8gY/d7s87wO3IP4UAYPhnx94h8KyD7Bes0HeCX5kPXt2617t4K+MOleJ7mHT7uFrLUJDtVSco554B/L86k8baN4E1jRBqV/wCQN4HlXFoR5jZx0x14Hevmh0udJv0IYx3ETB1ZT0PUGmB9uUV896P8ftTtIYYNS0uG6VAFaVJCrt7+ma9R8L/E/wAOeKAscN19luj/AMsLghT36HoelAHZ0UUUAUtU0mw1mze01C2jnhYEbXXOMjGR6GvH9c+Ges6I8lxpLf2jYDJEHSWMcnj+9wB+de20UAfM6zDzWhkVop0JDRSDaykcdD71JXvGv+EdG8RxFb+0UygfLOnyyIecEEfU15jrvw21rRt8+mP/AGnZjJ8s8TKOT9G4AHqSamwHBX2h2d7linlyf3l4rCutM1O18tDM8lvG4dSvJUjof1rrFmHmtDIrRToSGikG1lI4PB96koAyLOC1lPm+Z58ndnPP5VYv1LabdKo5MLgAfQ0640yGVt8eYpP7ycVWMt5Z8XMfnR/30HP4ikBwVlr19pjeWrHA4wa2F8bzY5gjJ+h/xq9deHNP1TMtrKEY8kVmN4Ku1YhZIyOx3Y/pVaAR3fjO8lUrEix57gVr+DpJZ4rueUks5XLHuRu/+tVS38FrH+8u7gBRyQP8a3LZ4bSL7LpkBfB5bsD7n8qQGqzKilmIAHUmqT6gZHMdpGZX6bv4RSppsk7B72Ut3Ea8KK0I4kiQLGoVR2ApAZ6abJOwe9lLdxGvCitCOJIkCxqFUdgKczKilmIAHUmtXRvDWs+IGH2C0KQd7mcFUHXp3PI7UAZTMqKWYgAdSa2fDPhjUte17SLyG2kSysr6K6edxtVtjE4XPXkV6NoXw00nTWWe/J1C5HIMo+RevRenQ9/Su1VVRQqqFA6ACqSAWiiimAV5J+0T/wAk8s/+wnH/AOi5a9bryT9on/knln/2E4//AEXLTW4mfMNFFFbEBWzov/IK8Rf9g5P/AEqt6xq2dF/5BXiL/sHJ/wClVvQBjUUUUAFeg/BL/krWjf7s/wD6JevPq9B+CX/JWtG/3Z//AES9KWw1ufXFFFFYlnN694H0TxA3nT2/kXY5W5tzsccjuOv3R1ry7xToHiDwtcafNPf295Ywys0crDEhPllcFe/3jyK91rwf4heIf7c8QPHE+bW1zHHjoT3NcmMr+xp3W72PWyjA/W8QlJe6tX/l8z0Hwx4W0u+sLbVbuVtQeVd6iQYjTrwF6d8c+ldsqqihVUADoAK8u+E+vZE+izP0/ew5/Uf1r1KtMPV9rTUznx+FeFxEqXTp6dAooorc4QooooAKKKKACiiigAooooAzNd0Gw8R6XLp+owiSFxwe6n1HvXg3i34HarpfmXWhS/b7YZbyTxKo5P0bjFfRlFAHxHcLfWEzW1yJ4JIyQY3yCp6HimW8kX2pHulaWLPzKGwT+NfYHiPwZoXimAx6pYo74wsyjbIvXo34mvNNd/Z/tGgaTQ9TmWcdI7raVPtlQMd/WgDifBHw603xvoV/PBqxtdUiuWSG3fBUx7QVJHXqSM+1YHiDwJ4g8L36Q3tqVDvtinjbKueeh9cAnFQapoHiPwXqAN3b3NlKp+SaMnaeOzD61pS+NPE3imbTrW8uYrn7LIzReYAuWKnO4jrwDQBd034n+L/CkhsPty3UcWPkuF39Rng9e9eseFPjXoetbLfVB/Zt0e7nMZ69+3QdfWvGLjww8s0t3qt5FCz87Yz7cdafN8L/ABQNJGqW+nvPatyoU/vCPXb1xSA+sIpY54xJFIsiN0ZTkGn18h+G/HfiLwhchLa6lESn57abJXv2PTrX0j4F8c2XjbSTcwr5NzEdssBbJBwOR7c0wOrooooAw9f8I6N4jiK39oplA+WdPlkQ84II+przHXfhtrWjb59Mf+07MZPlniZRyfo3AA9STXtVFAHzOsw81oZFaKdCQ0Ug2spHB4PvUle8a/4R0bxHEVv7RTKB8s6fLIh5wQR9TXmOu/DbWtG3z6Y/9p2YyfLPEyjk/RuAB6kmpsBxFxpkMrb48xSf3k4qhcXd7p7RxSxrL5riOOQHHzH1rYWYea0MitFOhIaKQbWUjg8H3rO1v/mHf9f0X9aAHJpsk7B72Ut3Ea8KK0I4kiQLGoVR2ApzMqKWYgAdSa1dG8Naz4gYfYLQpB3uZwVQdenc8jtSAymZUUsxAA6k1q6N4a1nxAw+wWhSDvczgqg69O55HavStC+Gmk6ayz35OoXI5BlHyL16L06Hv6V2qqqKFVQoHQAVVgOK0L4aaTprLPfk6hcjkGUfIvXovToe/pXaqqooVVCgdABS0UwCiiigAooooAK84+Nugah4h8BpBp0DzzQXiTtGgySoV1OB/wACFej0UAfBU1vLbyGOWNkYdQwwRUdfZ3ij4d+HfFkbG+slS4PS4hG1x079+nevB/F3wO13RN9xpf8AxMrUc/uxiQdOq9+vb0rRS7ktHlNbOi/8grxF/wBg5P8A0qt6ypreW3kMcsbIw6hhgitXRf8AkFeIv+wcn/pVb1RJjUUAEnAGTXb+E/hZ4l8WMskNqba0PW4nG1e/TuelDdgOIAJOAMmvXvgj4P1seNrDX5bGWLTrdZcyyDbu3Ruoxnrya9U8I/Bjw54aCT3Uf9o3g/5aTj5R16L+Pf0r0ZVVFCqoVR0AGKhyuUkLRRRUFGL4qfUhoFxHpNs093KNi7WA2g9TyRXhOqeG9Z0eET6jZPAjtgMzKcn8DX0hXnvxcONAtB6z/wBK83HUFKDqN7I+jyPHTpVY4eMVaT1fU4TQ9B8S6ff2eq2ml3DKjB1K4+Ze/fuK96hkMsKSFChZQSp6j2qloY26FYj0gX+VaFb4XDqjHR7nDmePli6nvRScbq67XCiiius8oKK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191	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/607479_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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192	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/607909_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
193	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/608446_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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42OA49O/au7rhPjGin4X6rLgeZE0DRt3U+cgyD2OCaAOs1PS7HWtPksr+BLi2lXDK3cV58v8AaHwz1fH7678MXUnuz2jE/mVyfwrlvhx8TbvTjZaZ4knd7e8QyWtzITkDeyYJPX5lb/PT2+OW2v7QSRPHPbyrkMpDKwNAHE/EnQV+IfgLyNIuI53jnFxHsbO4qrLt47/Mfyr5R1DSdT0e7e2u7aeCVTyrKQa+orzSNT8Ba02q6BBLdaNcvm7sIxkxkn76D+Yrp9NufDPjzTI742FneqOCl3bo7Rt3BDA4IoA+LN82du6Td6ZNaGj+HtV1+8WC0t5ZDkbmIOFGepPYc19l/wDCFeFP+hY0X/wAi/8AiaxPE8Vvb6r4f8NWog0/TtQadrhIYggdYwpCjGMZL/j7UAW9C1TSPDXhzTNHkujNPa2yROlpC9wS67VbAjUk/Mf84NX28YaSgzKupwpgkvPpV1GowCTlmjAHANalhptlpdqltY2sVvCgwEjQKMfhVqgCtaX9pfJutbiOUeityPw61ZrlPHC2umeHr3WVk+zXdtEZY3jcRs7L8wXOD1PsetdNaytNaQyuu13jVmX0JHSgDyvxr4u0/wAJfGDSrm+DmKXSvKc5JCAynDY9RtP516No/iLR9egEul6jbXQIBKxyAsv1HUV4v8f/AAfquqapZ65ZW0k8ENoIJPLUkqQztk+2G/SvA83MDbW3rjjBFAH3nPcQ2sLTXE0cUSjLPIwVQPcmvJfiF438OeJDY+DrO8ju5NRvreGWWFsrEvmKSQ3TpxXzM0874AZs/wCzXZ/DvwRq2v8AiKzuQktvaQyrI90x2BQCOjevI/MUAey638ONR0M20+l6pf3ei2qln02a4dwOuNq9O/6VVtbmG7hEkLAr0x6exr0m48aeH4btrP7Y9xcLw0VrbS3BGfURq3qPzHqK8P8AiJoejrqF3rWg6xPY3RLSyWlzBLasTznaZApJPYDr83pQJo62uc8X6tYWejXEM0qG4kQrEmQWDHocfWvILrxFrbK0Uup3ZU9QZ2IP5mq2nWV9q1/FFEjyOzjFAWPeNO0lbV45nfzJBCqFj3YDBb8ayPGHhFfEcaTRMq3Ua7VLHgjOcfrW5FcW+m2MEV5ewo8USq7yyBckADJyfX+dEes6XM4SLUrN2PRVnUn+dRGEY/Ci6lapVac3eyS+SPFLvwRr1nNsOnzye8aFx+a5qJPCGvTOEXTLoE92hZR+ZGK99BBAIOQehFLVGdzybSPBI0e5t7vWHJfcCtrCvmO34D8Pzr0j7VqchzDpsQX1nuShPTsEb3/KsqLVrCHxhf2t2US4BjWFjnkFFOPQc10wIIyORQDMK7XXYJU1TTYLe31OA5QxTlw444OVXPfj/wDVXpfgjx4PEatZanbfYNXj+9AeFceq+tciSAMngVyurahb3viXSrCwvPJvVlaQ3EDDfGFRjj06jv6UAmfRtFcD4Q8cTXF3/Y2vsiXxP7mcDak49PY/5+vfUygooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4b4xf8AJKta/wC2H/o+Ou5rhvjF/wAkq1r/ALYf+j46APIvA1nb3/jLwDa3UKzQSaZdB0YcH97eGtjwf4yufCfjHXtCaOSbRbG5uDhQWNvEkhGQOuBxxWb8O/8AkfPh7/2DLr/0beUmlqG8efFEMAR/ZuqnkdxKKAPoLTNUsda0+O9sJ0uLaVcqy9xXIap4UvtG15vEXhh1Rnyb2yJws4x1Ho3v+deTeAdd1vwokM9on2ywl0yXUriBpMbUSZ4iRngcoOPf6CvffDviOw8TaXHf2EmVYfMh+8h9CKAK/hTxdZ+KLNmRGtr2E7Li0kPzxP3Bryz9o97iCLw1cQbgY3uMsO2fK/wr0LxD4NM17JrmhTmx1pYiquv3JPTevf8A+vWbY3+nfEPS7jw74ltfs2rW/E0JwCD2dD3B/wDrUAeK6H8dvFukWy28klteooAX7VDuI/FSp/MmtZv2jPE+0407SAcdRBJ/8cra1n9nCRnaTR9ahIJyI7qMpgf7y7s9u1ZUH7OPiBplFxqulpFn5mjkkcgewKDP50AcF4g8eeI/Gt9Gl/dO8bONtvHwg57D8e9fZlrK01pDK67GdFYr6EjpXjel/C2x8HavaR6ZA2ra0U8zzLsbLeFckBsAEk5HAz27Z49Bk8M6xqNqq6j4s1KKTHzDTUigXOc8Eozeg+929zQB05AYEEAg8EGsO+8F+GNS8w3fh/TZHkzuk+zIHOf9oDP61RsPBl3phDW3jHxHIQQdt5PFcKeeh3R59ehH6UW+r61ouqWmn6/9nuYLuXybe+gBQlyCQrp0HTGQeSeg4oAlsfh34P05SsHhzT25zmeITEH2L5IrOs7fRPE+vXVtvha30eY266eq7USRcfPtwPwx0x7V29fJnjPXtX8GfFDV5dMd7S4+1SyO4IIlDyM4ODkfdZR+HY0AfWKIkaBEVVUdAowKHjSVCkiK6nqrDINfNemftGa/b7F1DTbK8QD5iqtE7fiCR/47Rqn7Rmvz710/TbK0Qj5S4aR1/EkD/wAdoA6f4jfDfS7rxTpEOjLBBf38jr9n2YQhI2ck46fdA/H88WLSkM7aUlrHp32fH2hEG2Vzz0Ydu+c96xvhd4h1nxX8ZdK1DVLh7h0WfLEABQYX7DivoDxP4SsvEFuZBGkV+gzFcKo3A+57jmgR5nbaZZWgHkW0asP4tuWPAHXr2H5VLcWdtdoUubeKZSMYkQH+f1rib/x1qPh65ex1jR/9JiO1mEpUH3xtP86pP8WYwp26UM9v9IJ/9kpCszr2tk0e+ilhuPLt7iUI0LuSCzHA25PHJrarxyHxdqHiTxVpMcqrHCt3GfLTOPvDrXsdAM8a+I1jeQ+Kp71UYQyqm1h3woB/lXO23iLWLWPyodQuY0H8KTMo/IGvoC6srW9j8u6t4pk9JFBrmtQ8A+HJQZXR7VRyWSUAf+PZoC55Jc+ItXuY/Lm1C5kQ9VeZmH5E10Pw4sLubxTBelHMUSvuY9OVIFdNB4f8H2cu2GO51SbONkOZCP8AvgAfnXSWyay9usemaRbadBjg3bYI/wCAJ7+p/wDrMdzSvtPttRhEdxHuAIZSDgqR0II6VreEPHS6LqUPhrXLtXRx/olyzZIHQK/+P+Rg/wDCN3N1htR1i7f1itj5KfpyfzrK8Y6DpeneEru5tLOKK4iMZSYD5wd6j73XvSEj6KoooplBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUF1e2lhF5t5dQ28ecb5pAgz6ZNAE9FNjkSWNZI3V0YZVlOQR6g06gAooooAKKKKACis3VPEGkaKm7U9TtLTjIWaZVZuvQE5PQ9K881HxrqviGMNo9w+mae4IWZVVpZRnqNwwvb16n2NAHqtNkkSGNpJHVEUZZmOAB6k14usV4A3ma7rkjMSdx1OZcfQKwA/KsvUvD8mpx4uNY1S5KklFu7tpkH4NmgVz1O++I/hiyne2TUDe3KkgxWUTTHIxkZUbR17mvOviT441HW/BeoWSaC1nZSGPdNcXCmTAkBHyKCByF6t3qLSJ5mWa0uLZIJbchcRj5GBHBHA/yKh8V232rwtqMecYiMn/fJ3f0pBcyvh3/yPnw9/wCwZdf+jbyjSf8Akffij/2DNW/9Gij4d/8AI+fD3/sGXX/o28o0n/kffij/ANgzVv8A0aKYw8Jf8ga4/wCxG1D/ANK5qRNU1Hwh4k1O80UKVl1nU45IGVmHlW6o/r2Dt+XJxS+Ev+QNcf8AYjah/wClc1Gp/wDIZ1P/ALCfib/0jWgD2fwZ40sPGOkpdW5Ec4H72A9VP+HvTvEvhC01wG7gZrTVUjZYbyE4dM14Za2suk6Zr2v6Xcy2t3plhozpsc4bzoo9+R357f8A6q9k8AeOofFukRtMphvFHzqRw3OMj8aAIvCvjC5iuX0HxTtttUtyFWduI7gE4DAnufSu7BBGQcg1i+I/Dlh4m0uSyvYwc8pIOGRh0IPYiuT0LxHqHhKZtF8Ws32eNlS11Nh8koJwAx7N6/nQByPiT4mv4K+NOrpcxNNZPBbQsikDACBwenJBkf8AOvRNH+KPg7WbdZE1u1tmwC0d24hI/FsA/ga82+Mvwzvtc1J/E+io920yr5sUS7j8qhQQB7Af56eCT6fe2M7RTwSxSqcFWUhgfcdaAPszUPiP4O02HzZvEWnuPS3lEx/JMmuC/wCFu6f4o8f6JounNImnNcgvOycu4+4AD0BbA9ea+bhbXNxIFSN3Y8AdzXrnwy+G13Y65Za74hP9nw28iTQRSf6yVlbIAXr1X07UAfTVcF47+FWk+N5TdyTPaX+0DzlUMGxgDcPoMda6A+I5nbFp4e1i6X++iRRrjAOQZJFyOe3oaWPxGyvtvdE1WyGeWljjdR05Jidx3+vBoA8Hn/Zx8QLOwt9V0t4s/K0kkiEj6BDj86ks/wBnDW3uV+3avp0UPcws8jfkUX+dfRNreW19F5trPHMmcZQ5xU9AHlHgfwifDt7cW/hu3heJT5c2qXikOWA5EadME9yfz7dyuh6swzL4s1MPgZEFvaqvQZwGiY8nJ6968f8Ahr8X9I0exbRtWR7eFZ5HilRSwUM7NhgOepr12Dx54RuIVlTxLpIVhkCS7RG/EMQRQBzPjT4Z3nifT2jOuPczrko17bxg9BgZiVB27g9fYV86ap4F1DS/E/8AYd48UFwxyrOcIw5wQffFfUWsfFHwdo1uZH1u1uWwSsdo4mJ/Fcgfia4LwpqGl/Fnxd4kurmERqtglpbKcbthZiX78gkfnQBxWh+E9L8KSLf6rf25mT5k54HuO57dq6ddda7/AOQVpt1e8437fKTr/ebFQJ4Yf4eakINTs7eazmf9zfqmSDzwxI44/wA9a61WV1DKQVPIIpEs51LHX75Qbi4g05COUgHmyD/gR4/T+XM0PhPTgd141xqD+t5KXH/fPT9K3ajmuIbZN880cSf3pGCj9aBBBbwW0flwQxxJ/djUKPyFSVmx6yl4caVZX2qE97K3LoOvV+FHTHWtaDwx4v1AqfK07SoT1Nw5nlHT+FML0z/F1/OgdiOuY8XyJqmjzaLZOs9/cvGqQxncR86nJAyQP8a9Gt/hppcgB1i8vdUfOdskpijHPHyJj9Sf5Y6fTNG03RrcW+m2FvaRAY2wxhc/XHXqevrTHYvUUUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACisjWvEum6EEW7kdppPuQxKWducZwOg9zXCX/wAQPFlwwbSdJ0q0j44v5nkc/gmAPzP+AB6lRXj0vjX4ivEyrH4ZRiCAyJPkfTJI/OsFNS1bVr02/iPU9SNw2SIVuPLt5P8AdVMZxjvz/OgVz2PU/GPh3SHaO81e1WZesCP5kvf+Bct2x068VwWpeOr3xRLNBos9zptnA/lyu0YWZmwDxn7o6frWZa6fZWK4tbWGEf8ATNAK8ok8YXnh3xbqyKgkga7kJRuh+b/CgL3PTf8AhH9MeYzXFsLuY/elu2MzHqeS5PqabP4a0S4jKPpdqoPeOIIfzGK5i0+KWlyR5ubSeN/SNlYfqVpLz4qaZHH/AKLaXEknpJhR+hNIWp1ei+Jr/wCH+pw288s95oM7bFiZi7W/U/Lnt1r26yvbfULSK6tJVlhkXcrqeCK+VfCfiabxD4yzeqpQwssUePlU4zn8ga7eWPW9DEtz4Y1N7Esvz26xo6N9AwIB69u/1pjuexa54m03QEH2t5HlYZWCFC8jDIHAH1/nXFXPxS1gTH7H4Knlh7NPqMUTH6qA2PzrhtA8Rf2tLK+q3DHVy7CXziAxGTjAGAOMdPSuiZlRSzMFA7k4pBcn1D4p+LRasbTwZDBIP45b5ZwB/uqFJ/Os4a7rXiaITXPiG7iX+K3sQbUKc5wf4/bk9PxzVvfEFjaW8sod5vLXcfKjZwBzySBgDjrWfpmkJqe7VrmWQLeIreRG5VCuOMgYycev9KBXJta0nTrbQtRlFtGZmt3xK43SM204+Y8muQ0Dx0mjq+mXymeG1YxrLB83APUEkZHpXet4f0dwd2l2bEnJYwqWJ+uM1l3XgTQZ42Edq0LnoySNx+BJFACxeO/Dskaub5kyPutC5I/IEVU1H4j6FaRH7PK9zJjgKhUZ984NeYa5oMumapdWqZcQsAWA45AI/nTrDwbruouuzT5kQ/xyLtGPqeKY7I9F8Ba1Nr99rF9OAGPkqAOgA311GuKW8P6koGSbWUAf8ANc74Ztbfw7aS2dnBcX12dpmMSgJkHGNzEDjJ/zits3estGSdHt9vdGvPmI+mzH60hGD8M7uK5+IfgiGMnfa2NzDKOOGLXT/wAnXrU+k/8AI+/FH/sGat/6NFUorm98N+P9M8QW/h8xRwgo0QdVRmZWUncobAw45I7VB4b1iKXXvHuoXTxxm+0m/wBu19ymSR1IAbjPfHrimUanhL/kDXH/AGI2of8ApXNRqf8AyGdT/wCwn4m/9I1rlppNT0XwsdXtL61msHtxo7qrHcBKv2h1Ck9ixBPA3ZwO9ZkHiqb7HGgYPP5t7I74ALfaYUib9FPYdevoAd5J/wAiH42/7Bnh/wD9FR07wvosmtaFoNlaTva3NwsOJojhsrJqT/icxL19MVzkPii2HhTxXp1xMrXF9Dp8FsVDYdbchc/dH8Kjrj8TWj8NvGdtYa9o1rfyxxWto3MrMoACpdkZJIA+a5xz+fagD0v4dfFO21mwgstakEF9u8pJSpCTNjPB6Zx29x616JqulWWt6bLZXsKTW8q4IIzXy9oVrHLoOnSEBZUm1eUSKBnMVlFInUcgMP1NeuaH48/4RfWZfCfiSeSWW0MUYvioCkugYBueOv49exoAtW97qvwzjW31MvqGgGXbFcgkvaoRxv8AUA8Z9K9GtbqC9to7m2kWSKQBlZTkEVFPBbajZtFKqTW8q4IPIINedXFhrPw1cXelySX3h3zC01kVy9upxyh6kA549DQB6hXn3hK90vXfF3iGe+W2fVbLUZrS3WTBdYUwuVBJxk56YHArs9J1az1vTob+wmWWCVQyspr5F8c3Gr+H/iZr1xby3FpI2oTSRujFCVZyQQR6g0AfZFBAIwRkGvkK2+NXju3hWJdbchRjLwxOfzZCT+dR3/xk8c31u0EmuSqjDBMUccZ/NFB/WgD6BS6sbT4sWen6HFbAz280uqiM7doAGxsDgksQORnFegV8yfAdtauviDJqTrLPBLA8V1cSsSQCNw57ksq/rX03QB8f+N/hdr3he9ml+ySTWJYlJ4xkY98dOveuIC3KcfvPwJr7znuIbWFpriaOKJRlnkYKo+pNcNqviLwLql60P9mW+v36kr5cGnC5YEdcsVwOvr+vFAHyZZ6XqWq3QgtLS4uJj0RELH8q+lPgt8Or3wnFNq2ph4ru5i8sQMMFFJB5Hr8o/wA9OmspvFU0X2fSPDOneHrT+F7mRXYcnpFFwPXk98e4mHgq+1KNl8R+JtQ1BGGGgtwLSLpyMJyfz/rkAs+Jta8JtZS6drWo2bBwQYBIGk9eFGTnoenvXj9hdapb+MYPD+j2N5JZXgZbI6rG1v8AdUszZKklcDOMegr2/SPCuhaFk6bpdtbuSSZAu5yScnLHJ/Wud8UAf8LW8AnAyf7QGf8AtgKAKlr8P9avYz/bGupagjmLSo8Ecc/vJAT1/wBkf4b1h8PvDdiwkk08X04O7zr9jcNnOcjdkDHbAH6munooAbHGkMaxxoqIowqqMAD0Ap1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwmufEuGx1eXSdK046jewsVlDzrCiEEA8kEnqeg7Vz154j8W6k2W1WDTYSMGKygDNjBz+8fJ/IDp+NcxrOh/br7Ubu0fyNQi1S9Mco7/6RJwfapNL13zZ10/UIzb34QEqfut9D3pCbMNvEcOj+ONQt9Svbm48xI/39zIZGU4z+XzdvSuzt7mC7iEtvKksZ6MhyK8n+I+iXa69LqaITFMFAYdsKB/SuIE1wh2szD6imFrn0lJJHCheR1RB1ZjgCuR1DXrXU/E2labY3ILJOJZJY2yCFBO33Brxszzt8oYn6Cut8CeH7y51eHUnzFb27q7O/GcEHFILHs9cJ4p+Hx1i9lvrKWNJZDlkfgE9zkV0134l0Wy4n1KAHrtRt59ei5NQSeL9DWJXS9WYtwqRKSx5x07c+tAjya68BeIbPk2DyL6xkOfyXJqSz+HviC8KlrQwoT96RguPwJz+levi61G5IMFmsKE8PO4ORn0U+gz+IoGm3M4H22/lcEfMkGYlPGCODnHXvnp6UBc5Pwxolt4fuyltBJf34O15VG2OLsfmPXuOK6wLrUgBMthbnHK+U8vYcZ3L3z+lYnhbxLplxC9qbgJN58hUSnllLkqM9+CB+FdaCCMjkUAzgPEPhTWdQvRe5tHK9RaqY3YcdiSM/jXRaTpNi9sjO11PIuCRdTMxQ89icDqa2Li5gtITLcSpGg6ljisDw5rMGtazq8tqoEMYhXIH3z8+T/IfhQBo63FHF4a1JI40RBaS4VRgfcNea+GviI2lWqWl5C00S4CkNgqPb1r1m4hS5tpYJBlJUKMPYjBryfW/hpqEVw76cgmhJyAGAI/A4/SgEdQPidoZH+pvP++U/wDiqo6l8U7FIitjaTNIRw0pAx+AJ/nXAnwnrqEqdLu+PSBz/StLTvh3rl66mW2MEZPLSEL+nX9KY7I7b4fXK6zpepTXYElxNPmUsOqkAKP0NWtdOp+H9Im+xsk1njaqsCGiB9weRVzTY9H8IaYtnJdxIxOWycszHjoOamk1WfU4Cmn6LcXkMg5ebEMZGP8Aa5P5UhFzR5rCXT4/sEkbR452nJz71oV4n4jttT8J6oUWX7PLKPNUW8rYVWJ4zwTjFVE8deI1tzCNRfae5ALf99Hn9aAse43U9vb27PdSIkWOS5wK5rwzpGmXmn3N1LY2k8c91M0LPCpIj3EAZI9jXj91rGp6mwW4u55z2DOW/nXsvgK2ubXwpBHc8ZZmjGMEKf8A6+T+NAWsQa14D0u9tJPsVutvOeRtY7T+GcCvLtU8I6xpbEzWcgjH8YGV/McV78SAMngVnXOvaZbP5bXcby/88ov3j/kuTQFz59FpOxCrGST0ANdV4U8Ma9b6xa6iumybbeVJdkp8vftYHGSO+MV6kmo6pfDFho80an/lre/uh9dvU/p/hIuhardNm/1plQ9YbSMIB043HJP6f0pjucNqd3q2lXU9xqFj5EE02oSRoJEkw11CYz0542jn26euj4i1CfxT401bUtG00X1rdNAY/Ot2KHbB5ZJLFcfeJ6dQPbPZ2fhjR7KXzY7JXm/56zEyN1z1YmtcAAYAwBSFcw/CPijxF4LtbSz8QrFcaYfl81GLyQegJ6YH417LBPbajZrLEyTW8q5BHIINeZyxRzxNHKiujDBVhkGs6HWtS8E3K3MEhm0Qt++tiBmPPde/4f5DGmdFrfh7UPCU6614SVvs6Mz3WmKfklBOSVHZvT8qkm0jwZ8V9OjuZh/pIX5vKcJNHzyCDnuCOR612OlarZa5psV7YzJNBKuQQc9a4D4i6OnhizfxnoZWzvbRkEyovyTK7hSGUEZ5bPrQM567/Zu095y1n4gmhiPRZrUSN+YdR+lUx8F/BHh6Xd4i8Wb3B+WGPZCx68bSXY9O3pXpp8H6nqgWTXfFGpSZHzW9gwtYuoODtyx6Y+90/M62m+EfD+ksJLPSLVJv+ezRh5D/AMCOT39aAOW0XUodK09bPwT4Qvbq35xPMwto24PO5+W/AfpjOo2meNdVIa61y00eI9YbC3Ez9R/y0k4HGRwvv7Dr6KAOUh+HmgfaVutQiuNUu1IImv52lwRnGFJ2jr6frzXTwW8NrCsNvDHDEowqRqFUfQCmXd7a2MJmu7iKCMfxSuFH61z0nji0ncJo+manrBYfLJaW+IeoH+scqvfPXpz0oA6ikJCgkkADkk1zB/4TXUZcD+ytItSRk/Nczgc5/uoD0x19x2oTwRbXEvm6vquqaqxJPlT3JSEHjpGmBgY4zn655oAt3njLQLKYwHUori6H/Lta5nl64+4mT14+vHWsaOC68U+L9A17+zr3T7TSlucLeoI5JGljVQduScdeuDkV1VhpOnaVF5WnWFraR/3beFYx+g9z+dXKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq95f2enW5nvbqC2hHWSaQIo79T9DQBYoJAGScCuKuvihoIRxpa3erTKOFtYSEzxj53wvfsT/AEridc8c6j4h1aLRL2yGl2kkbS7Eut7y4YAZIAx64Hp1oA9E1T4i+EdHuBb3muW/ncfJCGmYd+QgOKoT/FvwTbNtm1eSN/7r2Nwp/VK423toLWIRW8SRIOiqMCpCQASTgDqTSJuYukeIdP1m6vzazZaS9uJ1Rhg7Hmd1OPoRUus6NDq0ABJiuIzuimXqhrG1q2h1LUIxooiGpQuC86HCoO4bHX6VqQaXrO4G5198f3YLWNf1YNQBXs9ZmtLqLStZjUSsoCT/AMEp9PrUmoeHPDUjiW7s7dGPTa5jz+CkZqDUvC97qamO51yWSEEMiNbxghvXKgU7SLeGwvE068sk+0lSY7kqCJAMnGSSQRuPH196AK1tpPh+Nt+naG102MhpFYoeARy+R3Hb1q5pMMWpmeS4WPbDOyR26cCLb8pyPwNdDXil94j1Dw/4v1ZrVsK13ISpGQfmPagD2mOKOFAkaKijoqjAplxbQXcLRXESSxsMFXGQa81tPixIExdadG7eqSFP0w1Q3/xWuZYylnYpASMbmbefw6fyoCx3ljGmm6z/AGdFcO8UkDTLEzFjHhlHUngHdwPbtWzXl/w61K+1fxReXV5I8h+ysAWPAy6nAr1CgGfPOr6TfaRqE0Ukci4c4bBw3PWobbWNStARbXs8GevluVz+VfQt1ZWt7H5d1bxTJ6SKDXNXnh3wdZsftUUETH+A3Dgn6KGzTHc8Zkury7lJeWSR2PJ6k/jXqvw00S702zubu4BRbkLtU9TjvV6wtNLilzovhm4nbPyzzIVT6hpD79q2007xDd8XN5aWMX921Qu4/wCBNx09v8KQmzSkkjhQvI6og6sxwBWXL4j09X8u3eS9lzjZaIZT+nH61Yh8J6cDuvGuNQf1vJS4/wC+en6VswW8FtH5cEMcSf3Y1Cj8hQI50TeIL5QbTTYbNCPvXznd0/ur/U//AFph4blu1P8Aaup3FwD1igPkx/pyfz/rnoKKAKFjoum6Z/x52UURyTuAy35nmr9Z15r2mWLBZrpTIekcYLsfYBc+o/MetQtqmoTyBbLSZDGT/rriQRjGew5J6fqPwAOa8R6Jaa947S0vN/lrpgkGw4ORKR/U1SuPh54Zs033N7PCvrJLGv8ANa37jwtfahrC6ndasYJREItlohX5c5xuJ9T6VpWvhfSLYhmtRcyj/lrdHzWP4tQM5DTtN8N2EytpOlXmpTqciWNCy5z3Y4Xv/WujWHxHdkbUstPhP94mWQDnoBhfT/PFdGqqihVAAHQAUtAjATwrDK2/UdQvb09Sjy7I+3RVx6Vq2mm2Ngu2zs4IB/0zjC/yqyzKilmIAHUk1mrr9hNdfZbJpb+5yB5NnE0p5zjJUYHQ9SKANOii10XxbqT4j0mDTYTyJr6cM2MDH7tMn8yMY/Cti0+G7SEnWteu71T/AMsbZBax9f8AZJY8cfe/+sDsc3farYabGXvbuGAAZ+dufy6mi3n1TVU3aLod7eKTgTSKLeLrgndJjIHsD/PHo+j+EtA0DnTNKt4JOMy7d0hwMcu2WPHv3NbNMdjzex8D+I79Q2rapbachGTDYR+ZIOehkfjOPRevt127D4ceHLX5ru3l1WXj59SkM/bH3T8o9eB/IV1tFAzhtX8JXOi3sWs+DreKGWMBJ9NjxHDcJnPyjhVcZJz0PesT4i+JbDXPhVr8cMhju7d4Y57aQFXjfzo+MH+Y4r1SuI8c/DTT/GgEouX0+9wFeeJNwkUdA65G7B5HNAHbjpWHqnjHw/o8ghvNThE5ztgizLISBkjagJ6f0qhH4HhuoI49e1bUdX2Ywkkvkx8dPki2g9O+c9+2N7TNH03RrdbfTbG3tIgMbYYwufrjr1P50AYb+I9dvWA0bwvcNGw4uNRmFqo5H8GC/Q5+77deKU6H4l1CXdqPiX7LASM22mWwjOOcjzX3Nzx0AI9e9dRRQBztn4H8PWd19rOnrdXZyTcXjtO+SACRvJA4HbArogABgDAoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiigkAZJwKACiuR1H4jaJZTvb2yXmpToSGSzhyFOehdiq/r/ADGci3+J1+10y3PhC8jt/wCGSO9hdzx3UkAc+5oA9ForyK8+KHiC7vmtbXTbTSI8D97e7pWOf7u3CZz7npVG6TUdTkMmqa5qN0GOTCs3kw9v4ExxxxnP580Cuei6/wCONJ0V1tY7iC71GRtqWkcw3Z5zuxnA4P5Vw2p6v4j1rIm1qfToWH+p07CEcYP7wgsec9MfyxwPi+9tfCkujy2dlBEvnO52IFJwuMZH++a0NP8AiBod5CrTTm3kPVWQsM/UA0gNb+y9S/6HDxR/4M2/wrPbTJtPvXv7+5l1WIAfvLwtNMh4GQTn0H5fSrc/i3QbZQX1OAg/888v/wCgg1x/in4gWlzavp+mMziYbHkK4+U8ED9aBanpIAAwOBXlPxOnuLTxJZXEDMm22GGBxzvavVIpFliSRCCjqGUjuDWbreg2eu2vlXK/MPuuOooBHJ+Dtb1nWIzbvqFumxeske6XpxjnH51140eGRt11NPcnOQHkIUdP4Rx2H6+tcz4f0SDU/BVmV/c3OXZZk4YESNjnvWnpOvvDMNM1j9zeKQqvj5ZfQg/hQBkzeKLDwz4putMMCxWx2E7AAEyoPAA966WDxLolxGJE1S0UHtJKEP5HFcD8Q/C15carJq9urSRyKu4KM7cKB/SvPhFcRErhx9KY7Hv8/iXRLeIyPqlowHaOUOfyGa5u28YW+u+M9NsrEv5EZlZmPG/923/668k8m5mYIFkY9ga9H+H3hG9stTXVb2FogiHyw3BJII6fTNILHptch4k8BWetyvcwyeTctycj5WPviumutQs7Fc3V1DCP+mjgVR/tx7o40vTbq95xvx5cf/fTf5/XASedt8KNWz8l5ZAe7v8A/E0+D4U3wfdeahapGOrIWP6ED+dehix8RXygy3VtpikcpEnnOOPU4H6f/XmXwlp0jB79p7+Qd7iUlf8AvkYHb0oHcwtHl0Dw3CLGymN1cnG4W8ZdnP4cDp3Nay3Ou3jYttJW2jPSW7lAPb+Bcn8//rV0EFvBaxiOCFIkH8KKAKloEc8nh6+uTnUtankQ9YrZBCv5jJP51esfDuk6a2+2sYlk/wCejfO3THU5NadUZ9Z063fy3u4jL/zzRtzduw+o/OgC9RWMusXl4p+waVcdMrJdfulPB7dfTt39jS/YdXu0IvdRS3BP3bJcHHH8TZPY/n7ZoA1JriG3TfNKka+rHFZY8R2lwGGnxT3zL/zxjO09f4jgdv1HrU9todlbncyvcSd5LhzIx5J7+5J/yK0AAoAAAA4AFAGRu168QgR2+nDPVm85wOPTA9f09xR/wj6XKAaleXF6c5IZ/LTv/CuPX9B6VsUjMqKWYgAdSTQBDa2VrZRhLa3jiUDGEUDj/IFT1mtrtiztFaNJfzqP9TYxmd+mei5/WtG20jxXqihrTSIrCMtjzNTl2nGeSETJ+mSP5ZB2Fqrd6lY2C7ru8ggH/TSQL/Ougt/hvNcoraz4gvHbHzRWAFvH0PGeWI/Ef0HRab4P8PaS6yWekWqzr0nkTzJe38bZbtnr15oCx51b3V/qUgj0rQ9SuwxwJmh8mHvzvfHTHOM/nxWva+C/FN6+b6/0/TYD/DbI08vQYBZsKD16A/1r0qimOxyFt8NPDaOst9BPqky/x30zSA9P4OE6j+7+nFdXBbw2sQit4Y4o16JGoUD8BUlFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyNc8UaJ4aiWTV9RhtQ33VbLO3XooBJ6HtWvXh3xV0pda+JltavK6eVoqzREH7r+c4Bx/npQB2V78TgxC6LoV3ej/AJ7XDC2j6/7QLHjn7v8A9bivF/jTxCba2OpXNpBp1xcJFNbW0XbBPLtknkdgOnfnOdpeuTQOthrQ8m6DbEkI+WbjqKz/AIlwS3HhVPJUsUuVc47Da3P60hXOstTbm2Q2uwQ4G3Z0xU1fPFj4i1bTCFtr2aMA/dDnH5dDWu/xD8SGPaL7HH/PJP8A4mgVj1/Wp7CDTZWv2TywpIUsASfbPepNHlafRLCZ/vSW0bH6lQa8BuNQ1HWLgCeeWZ2OOWJr3zRIJbXQ7GCf/WRwqp9sCgGjE8ceGpfEenwC3K+fbsxUE4yCBn8eBXkN/oGpaZKUurWSPnALDAP496+iKKAufNgtJ3IVYySewNdNoXgu6kmS61VWs7NfmLSAgnHYDqa9trmpL2xu/GrWV0oL2sIMQfG3c2CTj1xjn6/iDuaUWolY0jtdMvZY0G1SiooAAHTcw/T0NJPqt3FCzjRNQJA4AMJ/QSE1qdKKCTkfBeoRQ6RFpVzmC7gLAxyjaTliwxn61vappdvqto0Fwuc/dYdVPYg1heNIYJFsY4WWLUJ7qOOOReGGT39uau2Wqy2MkWnaw6Jct8scqg7JfxxwfagZXs9VudB22etkmHfsiu+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194	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/609028_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
195	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/610058_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQgJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADlASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigDI8VDPhXU/+vd/5Vw/weP8Ao2pj/bT+RruvE4z4X1P/AK9n/lXB/B4/utUH+0n9a4Kv+9Q9Ge9hf+RXX9YnqNFFFd54IUUUUAFFFFABRRRQAUVh6x4r0zSD5Tyme6P3beH5nJ5x9ORjmuZu9R17XsrJJ/Zlk3/LOI5ldfdu2Qe3cVx4nG0MMr1JfLqaQpTn8KOl1nxho2hMEu7lnlJA8qBDI4HPJC9AMHNadjqVnqcAnsrmOeM90bPt/Q1w9lplpYKfJiG9vvSNyzHuSagl0ZEnN1p08lhdf34TgHtyOh4z+deJDiKk6lpQaj3/AOAdbwUraPU9Jorh7XxjqGmkR67Z+ZF/z92q5H4r1HYV11jqVnqcAnsrmOeM90bPt/Q19BRxFKvHmpyujilCUHaSLVFFFbkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBmeIxnwzqf8A16yf+gmvP/g6f+QsP+uf/s1eg+IBnw5qf/XrL/6Ca88+Dh/eauPaL/2avPrf71T9Ge9hP+RZiPWJ6rRRRXoHghRRRQAUUUUAZ+uavb6Do1zqdyGMUCglV6sSQAB9SQK8+t/FGo+M4S8F0un2LZ/cxN++ZckfMe2R/Kut8dKr+FyrAFWvrEEHuPtUVctqPhazvJTc27PZ3XXzYTjP1H0/nXgZvjpUOWlF8vMt/wADsw1JTvJq9i3ZaZaWAPkxDe3LSNyzHuSauVzP9o63oZ26nbfbbYf8vEA+YfUfUgfhW1YarZanFvtLhJB3GeR+H4V8bWp1Pjk+Zd9/6+Z6cZR2WhcooormLAgEYIyKzJdGRJzdadPJYXX9+E4B7cjoeM/nWnUVxcwWkLTXEyRRryWdsAVtRq1KUuak2n5EyjGStIfa+MdQ00iPXbPzIv8An7tVyPxXqOwrrrDUrLU4BNZXMc8fqjZx/nFeZNrl5qrGLRLIunQ3VwCsY+g6tVXQLG58M/EjQYFvHm/thbkXS42pmOLcu0D0r7TLsyqVJqjiLcz27/NdP60PLr0IxXNDY9hooor6A4wooooAKKKKACiiigAooooAKKKKACiiigAooJABJOAO9QxXVvOxWGeKRh1COCR+VFx2b1JqKKKBBRRRQBn66M+HtSH/AE6y/wDoBrzj4On/AEnVx/sRfzavSdaGdC1Af9O0n/oJrzX4PHF7qw/2I/5tXn1v96p/M97B/wDItxHrE9YorO1PX9J0aPfqOoW9uOwdxuPGeB1NZOm/EHw1qly1vFqKwygA7blTFkEEgjdjPArvutjwTp6KakiSoHjdXU9CpyKdTAKKKKAOc8cf8i0P+v8Asf8A0riqlV3xx/yLQ/6/7H/0riqlXxnEf8Wn6P8AM9PBfCwIBGCMisLUPCtldy/aLYvZ3XaWA49uR9K3aK+chUnTd4ux3OKe5yf9o63oZ26nbfbbYf8ALxAPmH1H1IH4Vqwa7plzaNdJeRCJBlizY2/XNa5AIwRkVwuv6VZL4/8ADEa28apdm5MyheH2Rgrmuqmqdd2krOzenkr7GcuaC01NM65e6oxi0OzLr0N3cArGPoOrU19GsbLF/wCIb77XMvzDzThFP+yn50t5rV7PrdzoOi26JLapGZp3+7GHGRgeuOfwqez8Kw+cLrVJnvrrrmQ/Kp68D65/OtNKa191PtrJr16E6yff8iq3iqVpbb7Bprf2e1zFbvcONo+dwg2j/gQ5q1ef8lV8Ef8Ab/8A+iKs+IUWPSYFRQqi/sgAB0/0mKq15/yVXwR/2/8A/oiu3K3B4ulKKt8X5GVe6pyTfY9Rooor7s8kKKKKACiiigAooooAKKKKACiiigAooooAgvhmwuR/0yb+Rryf4THHiDUR/wBMv/Zq9ZuxmznH/TNv5V5L8JzjxLqA/wCmJ/8AQq4MR/vFL5nvZf8A7hifRHsFFFFd54IVna6NQOjXLaXN5V6iboztDZI7YI71U1jxXpmkHynlM90fu28PzOTzj6cjHNczd6jr2vZWST+zLJv+WcRzK6+7dsg9u4rixeMoYeL9rK35m9CE3NSir277HCXPxC8UTRS282oDY6lHXyIxweCPu1iWGsahpcdyljdPALlQspQDLD69R1PStLxXog0m/VotxgmGQWOTu75P6/jWAAWIABJPAAr5yOIlUSmpM/TcPRw06N4QSjLdWX4+hj+KtamtrZcSk3MrcP39yT3P1rkU13UIzJ/pDsJUCPk9VHQV6L4w8C38ENreCBrpCuZhGMlOnH864WWfR7S4hZdPuHKEGSO4YYY85HygEDpXuYGdOdFOPvN7nwGaVIzxMvZpRitFbT56HrvgHXdYt/CZ1uym2iG4ZJLOR8RyqAG4z0OWNet6L480jVpfsszPY3ve3uhsJ+90PQ8KTXyta+M9RluNNtI1RLK1nEq26LwxBz83r6c19Galo9hq0JjvLdX4wG6MOCOD+JrixGPq4CaVVXjJu3dLTTzOaFGNZe7uj0WivLrebxN4Zy2nXP8AadkMn7Lct84+8cK31I/Kup0Xx5pGqzfZZmawvQcG3uvlJ5boeh+6TXq4bG0MSr05fLqc86U4fEiXxx/yLQ/6/wCx/wDSuKqVXfHH/Isj/r/sf/SuKqVfMcR/xafo/wAzvwXwsKKKK+YO8K5LxB/yUPwd/wBvv/ooV1tcl4g/5KH4O/7ff/RQrrwf8R/4Zf8ApLM6nw/NfmJ4fx/wsTxj6/6F/wCijXXV51DZ6pN8SfFNzpdysbwLa7onGVlzEMD2+6fzrYtfHNrBff2drcZsLsHAZ/8AVv05B9Oa6cTh51JKVPX3Y3S3Xurp/kRCaSs9NX+ZreJP+QXD/wBf9l/6UxVVvP8Akqvgj/t//wDRFTa7PFc6PBLBKkkZv7LDI2R/x8xVDef8lV8Ef9v/AP6IrpyhWxVJPvL8jPE/w5fI9Rooor708gKKKKACiiigAooooAKKKKACiiigAooooAjuBm2lH+wf5V5D8KT/AMVVfj/pi3/oQr07WNe0nSLdzqGoW9vlSAHcZPGeB1rw7wxrc+kaxPNaywwtOpQTTAlUBYHJH6fjXm4ycYVacpbK57+WpywWJS7I9y17XbPw7pU1/eOAsY+WMEbnPQADuea88tfGN542Ei294mnWgYqYI2/fOPc9shh07iqWsaZBcW9nf3d69/di/tMSyNkYM8YIA6DI/lWjq3g7TtSm+1RBrS8ByJoDtOcg8+vQV5GLzmE48tNuN7627eXz9Tz6eFad5a+RoWWmWlgD5MQ3ty0jcsx7kmrlcYt94l8NFU1GD+07IYH2iEfOo+Ucj8639J8Q6brUQezuFL4yY24ZeAeR+Ir5mvQq/wARvmXda/f1XzO+M4/DsHiDSxq2kSwAfvV+eM/7Q/xrhvCGkm91nzZU/dWvzMCP4uw/r+Fem1XtrKC0aYwRhDM5kfHcmpp4hwpyh3PToY2VKjKkuu3l3LBAIwRxXK+Ifh/oniBGaS3EE5/5axDB7dfyrqqiuLmC0haa4mSKNeSztgCoo1atKXNSbT8jzpRjJWkeZ6J8MYfDOqLezKNQjXJUKuCp4xx3/wDrV6Ra6hbXgbyZQSv3lPBX6isc65e6oxi0OzLr0N3cArGPoOrVz+paPc23jHQbe51GeY6mtytztOxSEjBAAH1xXpVPaYqV8RK0kn+Cvt0MI8tNe4tDp77xJa28xtbRHvbvp5UAztP+0egrLuvC9x4mmjn14pFEh3JbW5wR16v17np610llp1pp0IitIEiQf3R1q1XDGuqTvR0ffr/kjVw5viON1S11zS4rC0j1aS50d9RtBJDcDc6/6QrDDdeu38q7isTxD/yDYP8Ar/s//SmKtutMViamIhCVV3auvxQqcIwbUQooorhNQrkvEH/JQ/B3/b7/AOihXW1yXiD/AJKH4O/7ff8A0UK68H/Ef+GX/pLM6nw/NfmU7XUo9H8V+PL+XlYUsmA9T5RAH5kVo6b4cg1JF1PXLaOe9njBKOMiIEfdFcR4j1a3sPF/im0uVZkuptOY4GRtj2M2fwzXomp+KNNsNONxHOk0rL+6ijO5nY9Bx78V6OIhVjGDpp3ko6+SjH+n6GEHFt83S/5s5W2jFjfa/pUAxZ2uq6Y8QHQGSaNmH510l5/yVXwR/wBv/wD6IrMi0+e08OC7vP8Aj9v9Us7iYH+HNxFhfwHFad5/yVXwR/2//wDoiunBSUsdTa1+JerUUm/vIqq1GXy/M9Rooor7U8sKKKKACiiigAooooAKKKKACis3VNf0nRY9+o6hb2454dxk8Z4HWuDv/iot5dfZdHgeCE/8v93Ewj7fdGOecjms6lSNOPNJjUXJ2R6JfalZ6ZAZ725jgjHd2x7f1Fedar4+Gv64vhzTmmsY3i86S6kGxpI+Mqg7E5PPoDiizsLS+kF7c339qTkAiR3DAZHYDgcYrzP4vXL6Zr9pfQCRLnyIlideFChpS4Pvyn614cc0+t1nhqPu3T1ff0Ot4f2ceeWvkcX4k8XXl1f3ENunkQMSjA8s4zn5ieSfetPW9TutK0+G6tJCknmKMj6Z/mBXJ3erx6g7y3MC+c77mdR7Yxjp711euzwW+nQTTwLPEsqkxsSA3B4OK6q9OMZ0lb/g/wBeZ6uWybwmK16I6rw5et4j0my1S5Qw3VtqlmhZflEymZeCOnGc17HXzV4d8VX2o+JPDuljbFYx6hCREgwCfMByfX8a+la+Yzmi6VSKeid2l2V0cuFkpJgQCMEZFc7qvg3TdRlFzCGs7sEETQHaeo6+vQV0VFeNTqzpu8HY6ZRUtGcMt94l8NFU1GD+07IYH2iEfOo+Ucj8627DxTo+oWhuI72NFUZdZDtK8A8g/Wt4gEYIyK4PX9HsF+IXhgJbRqt19q85QvD7IwVzXbTdLEtqcbSs3ddbK+3+Rm+aGzujVOuXuqMYtDsy69Dd3AKxj6Dq1NfRrGyxf+Ib77XMvzDzThFP+yn51Y1S/wBQGpjRtIhiWQQLK8rdI1YsowPX5T+VFn4Vh84XWqTPfXXXMh+VT14H1z+dCcYRvflT7ayfz6Cs2+/5FVvFUrS232DTW/s9rmK3e4cbR87hBtH/AAIc1H4j/wCSg+Dv+33/ANFCtfxCix6TAqKFUX9kAAOn+kxVkeI/+Sg+Dv8At9/9FCrouDkpRVtJ/wDpISulZvqvzOpoooryzcyvEP8AyDYP+v8As/8A0pirbrE8Q/8AINg/6/7P/wBKYq262l/Dj8/0JXxMKKKKxKCuS8Qf8lD8Hf8Ab7/6KFdbXJeIP+Sh+Dv+33/0UK68H/Ef+GX/AKSzOp8PzX5kGkWlveePvGcVzDHKhFkCrrkYMRrorXQNIsZfMtdOt4nzncqDOaw/D5/4uJ4xHf8A0L/0Ua66rxdSamopu3LH/wBJQqaTV/N/mZHiT/kFw/8AX/Zf+lMVVbz/AJKr4I/7f/8A0RVrxJ/yC4f+v+y/9KYqq3n/ACVXwR/2/wD/AKIruyj/AHml/wBvfkY4n4JfI9Rooor748gKKKKACiiigAoorzbWficp8Q3Og6UscUtvI0Ut3cfcVl6gDv0I/KoqTjTi5S2Q0m3ZHf32pWemQGe9uY4Ix3dse39RXB6r4vn167TS9OWexs5QWkvZPkaRRjKoOoJzjPsajh0iOaYXd/cSahcdpJjkDtwOg4x+VeefGm+udOGgzWjtGyvMcrx02Y/ma+e/tZ4ut9Ww+l7+8/Tsdv1f2ceefToeeeJfF15dX1zDbp9ngbKMDyzjOfmJ5J96y7PxVrOnsPs99Kq5zt3cd+34mo7rVor/AOe4t0EpIy6jGcKB06ds59SaVbvS4LiKVLR5UQ5aOU8N7ZGDXuRpQUOVxv8Aj+ZyOTve56r4Z1s3Xhm78QzAWl1ZsA0irxOuPu4/Diu/8T+FbHxTYrBdgq6fckUcrXztc+KNR1O0t9JjCxWaNlYY1xnnv6/jX1FcGYW8htwpmCkoH6E+9fIZrSnhakKsXZtu1ui0t+v5Hp4ZqonF+R4ff/BPVUn/ANCu7aWP1dih/kaJvC934kQaVbPGsyHexdsDC8H+ddjJ481WN2RrW0VlOCCrcf8Aj1YWnaxcaXqDXsCRNIwIIcEjk57GtVi8ZNKVS11t/wAE+mwmUzpUasGvjVtyzp3wvt/DIsdSmuzPeRahabdowoBnRT/OvXa8wPi2/wBVubGzuIrcRSXttkxowIImQjqT3Ar0+vJx9SvU5ZV3d6/oeRUwbwsuR2++4UUUV5pAVyXiD/kofg7/ALff/RQrra5LxB/yUPwd/wBvv/ooV14P+I/8Mv8A0lmdT4fmvzNa3I/4THURxn+z7XH/AH8uK165HUrTU5vGtzcaXcLHJBp1vujcZEmZJuPboefepIfGcFneJYa7H9gu2Hysx+R+cZB7c5q54eU1Fw10WnXbt/kJTSun3NPxJ/yC4f8Ar/sv/SmKsfxH/wAlB8Hf9vv/AKKFamvTw3GjwSQypIhv7L5kbI/4+YqyPFE0cHj3wfJIwVAbzJPbMSitMKnovKf/AKSTU/y/M6yo5p4rdN8siovqTWeb+6vDtsIML/z1lGB+A/AipIdJj3+bdO1zL6v0Hbp9MflXFyKPxv8AzNb32MnX7i+1TSXXSrVnaKSKdS527ykiuAPxX9Kl0zxrY3M32TUEfT7wHBScYB69D/wGuhAAGAMVQ1PRdP1eAxXtskgIwGxyOCOD+JreFWk4+zqR07rdfoyXGV7pmorBgCpBB7ilrhm0bX/DpaXRLs3dqMn7JcHJ/iOAfxFaWm+NrG5n+yahG+n3gJBjnGAeT0P/AAGlLCtrmpPmXluvVb/mCqLaWh09cl4g/wCSh+Dv+33/ANFCusVgwBUgg9xXJ+IP+Sh+Dv8At9/9FCjB/wAR/wCGX/pLCp8PzX5mPFpuo3vxI8UT6dftayW4tcrjKybou/0wa2JPGaaLcx2fiJUt5WXd5sR3J1PHr2qpZajHpXi7x3eSEARrZEZ9TEQP1IqWGfTNGtw+qFL3Vp1BlRF8w7sDIHoBmvRqJTaU43VopW3+Fdey8zCLteztq/zNHVdUsdU0GG6srmOeD+0LMF1PAIuYs1DeXlsPit4OBnjHkG9EmWHyloOM/lXP23hfVtTu7xnk/s3SbmVJhZqAWDLjkenzKD+NdKPB+jG1aB7USFgQZWOX5z3/ABoo1cPg60J83Na+i80t3tdeQSjOrFq1rnqdFeXW83ibwzltOuf7Tshk/ZblvnH3jhW+pH5V1Oi+PNI1ab7LMzWN8CQbe5G0nluh6H7pNfZYbG0MSr05fLqeZOlOHxI6iiiiuwzCiiigArx7w3p9pqE/i6O6gSVT4iu/vD0K17DXlHg//j98W/8AYxXn81rxM9bjg213X6nVhFep94x9B1TRyZNFvDJF/wA+twcj8D+JNZGuf2V4rtk03XYZNOu4yTGZBwCeuD9AK9Bqte6faahCYruBJVP94V8dTxbUlKW66rR/5P5npyp6WW3Y8Qv/AIJ6iGD6ff286H+9lP8AGqg+C3iFmAaW0A7nzSf6V6y+g6po5Mmi3hki/wCfW4OR+B/EmpbPxRA0wttShewuf7sv3T34P0x+dev/AGtjeW9OSkvTX5o5vq9K+qscz4U+FFjoVyl3ezC6nTkALhQa9FJwMnpWLe+JbSGU21mr313/AM8rf5sfU9BVb+y9W1g7tVuvstuf+XW2bGf95up/CvKryrYiXtMTK3r+i/4Y6IKMFywRyXi+KzXW5JLSZJN/Mqoc7H75+vWufr1e88O2Mmiy2FtbxxAjKEDow6c151pWky3+tR2LKRh/3v8Asgda7MPXg4O32e59fl2L5sO/aPWP5f1ob+l6Qtr4cgvZUHnT6hZMuRyq/aY8fnk/nXotYWvIsWlWyIAFW+sgAOw+0xVu15labqRUn3f6HzVaq61aVR9QooormMwrkvEH/JQ/B3/b7/6KFdbXJeIP+Sh+Dv8At9/9FCuvB/xH/hl/6SzOp8PzX5mhLew6d4g1q8nICRabascnH/LS4/rVfStAjvSmrazAk1/KmQrjIhBH3R+dc34+1OOy1K/tpYpHS5s7EtsBxtS4kLAkdMjNdcfFWktp/wBpgvIZiVysUbhm7cYHPcV1Tp1Y0Yypp+9ZXXZL9f0M04uTT6HJWluNP1TxFp0ORZwappbRLnhS80bMB+OK1vE8STePfB6SKGU/bMg9/wB0ppItPntPDou7z/j9v9Us7ib/AGc3EWF/ADFSeI/+Sg+Dv+33/wBFCtnPmq3T6TV/NQSb+8m1o/NfmdSAAMAYooorxDqCiiigAqhqei6fq8BivbZJARgNjkcEcH8TV+snUPENjYSeQGa4uj923gG5z/h+Na0lUcv3d7+RMrW94wm0bX/DpaXRLs3dqMn7JcHJ/iOAfxFc9qHjdL3xpoMx066WbTTcrPCi7jl02jb69M12P2XXNa5u5v7NtD/yxhOZGHu3b8K1NP0aw0yPZa2yKepcjLE9yTXpxxVOnd1kpSs1ppuravZ/JfMwdNv4dEcWvhbVte1rU9RupTYWeoGIyQYBc+WMLz25ANdjpmg6fpS/6PCC/eR+WP4/jWlRXFWxlWquVuy7L7vmaxpxjr1CiiiuQ0CqGpaNYatCY7y3V+CA2MMOCOD+Jq/RVRlKD5ouzE0nozDt5vE3hnLadc/2nZDJ+y3LfOPvHCt9SPyrqtF8d6Rq032WZmsb4Eg29yNpPLdD0P3SazpJY4YzJI6oijJZjgCuT1i5tfEcb2enab9ukwV+0kbY4zgjIbv17V9NgM5xC92quaPfa3z2OGthobx0Z7LRXmvwrudWi1TxJoeqXrXQ057cwsxJ2iRXYjnn0r0qvr4TU4qcdmea007MK8o8H/8AH74t/wCxivP5rXq9eUeD/wDj98W/9jFefzWvGz7/AHJ+q/U6sJ/F+86eiiivgT1wqrfada6jA0V1CkikcbhnFWqKak4u6Bq5574c8P6lpugWGpaRcrJJd20c00Ew4ZmUHg9vvE1u2fiiBphbalC9hc/3Zfunvwfpj86veFf+RP0T/rwg/wDRa1evdPtNQhMV3Akqn+8K769eM6slVV9Xqt938mYwg1Fco4MGAKkEHuKpW+lW1tqVzfRriWcAN7Y9PrWS+g6po5Mmi3hki/59bg5H4H8Sals/FEDTC21KF7C5/uy/dPfg/TH51i6MrN0nzL8fmv8AhzWNVxunpcteIf8AkGwf9f8AZ/8ApTFW3WH4gYNpkBUgg39nyP8Ar5jrcrOX8OPq/wBBL4mFFFFYlBXJeIP+Sh+Dv+33/wBFCutrkvEH/JQ/B3/b7/6KFdeD/iP/AAy/9JZnU+H5r8zSSCKfxdqSyxq4/s+1GGGePMuP8BVm08P6PYzma1022hlPVkjAPb/AVDbuo8Z6ihPzHT7UgeuJLj/GtipqTnGyTdml+Q4pMyPEn/ILh/6/7L/0pirH8R/8lB8Hf9vv/ooVseJP+QXD/wBf9l/6UxVj+I/+Sg+Dv+33/wBFCujC9PSf/pJFT/L8zqaKKydQ8Q2NhJ5AZri6P3beAbnP+H41wwhKbtFXNW0tzWrJ1DxDY2EnkBmuLo/dt4Buc/4fjVL7Lrmtc3c39m2h/wCWMJzIw927fhWrp2kWOlx7bWBUJ+855Zj7mtuSnT+N3fZfq/8AL7ybyexlfZdc1rm7m/s20P8AyxhOZGHu3b8K1dO0ix0uPbawKhP3nPLMfc1eoqJ1pSXKtF2X9a/MailqFFFFYlBRRRQAUUySWOGMySOqIoyWY4ArDk8RSXshg0O0a8foZz8sS/8AAu/4VpClOfwr/L7yXJLc3JJY4YzJI6oijJZjgCsOTxFJeyGDQ7Rrx+hnPyxL/wAC7/hSDw8Z/wDSvEN99o2/N5IOyFPw7/jS/wBviX/RPD1j9p28eaBshT8e/wCFdMKUFsuZ/dFfPr+BDk+un5iDw8Z/9L8Q332jb83lA7IU/Dv+NT2nifRm1a10ez3b51ZoWjjxGQuScH8D0pkfhuW+kE+u3bXbA5ECfLEv4d/xqhrcEUHxB8GpDGqKBegBRgY8oVtFQqtwlK9k3polZN/PYl3jql29Tc8Bf8lD8c/9uH/opq9FrzrwF/yUPxz/ANuH/opq9Fr7zA/7rT/wr8jyKv8AEl6hXj8E1x4N13Xk1i1misr/AFSe8guwu6Pa+TgkdOEr2Co54IrmFoZ40kjcEMjjIINPF4WGKpOlPYKdR05cyOOt7mC6iEtvKkqHoyHIqWq2p/DxI5ZLzw5ePpt0csYvvQufmPK9uW7elY0uu3+hzeR4k097ZckLdxDdCw+bnPbhc/jXxmLySvQ96n7y8t/uPTp4qEtHozoqKit7mC6iEtvKkqHoyHIqWvDaa0Z1mR4V/wCRP0T/AK8IP/Ra1r1keFf+RP0T/rwg/wDRa1r1rX/iz9X+bJh8KCq17p9pqEJiu4ElU/3hVmisk3F3RTVzhdX8O3OlPp8lnfyHTxqNp5ttJ82P36YIPbk13VZHiT/kFw/9f9l/6UxVr101qsqlODlvr+hnGKi3YKKKK5TQK5LxB/yUPwd/2+/+ihXW1yXiD/kofg7/ALff/RQrrwf8R/4Zf+kszqfD81+YajpE+o+M7qa1vJLa4t9Ot9jL0JMk3B9vlqvL40fw7dpZeI1QZxtuIjnIzgEj8Ca073U4tH1jXL+YgJDptqcnpnzLgD9SKzoZ9M0a2D6oUvdWnUGVEXzDuwMgegGa7ILmilUjzKyStvt37LzMm7N2djQ1PVbHVdBhubK5jmh+32eWU9P9Jj61j+LNQSLx14YeFGuXtTcCaOIbim9FUZ9P/rVn2nhHUtS1G+nYjTNNu5I5TaqAWDJjnPb5lB/Gu00zQ7HSgTbxfvG4aVzlm+p/GiToYd+6+bR6f4lbV+WuwJTnurbfgZv2XXNa5u5v7NtD/wAsYTmRh7t2/CtXTtIsdLj22sCoT95zyzH3NXqK86daUlyrRdl/WvzN1FLUKKKKxKCiiigAopkkscMZkkdURRksxwBWHJ4ikvZDBodo14/Qzn5Yl/4F3/CtIUpz+Ff5feS5Jbm5JLHDGZJHVEUZLMcAVhyeIpL2QwaHaNeP0M5+WJf+Bd/wpB4eM/8ApfiG++0bfm8oHZCn4d/xqtqXi6Gx06U6Fp0l6sRCEwriNc55B7j6etddKjFu0FzP7o/fpf8AAzlJ9dPzLI8PGf8A0vxDffaNvzeUDshT8O/40p8QLIDa+H7L7QF4M2NkCfj3/Cqej2tt4jC3eqakL5wci2Q7Y05P8Pfp3q34smAi03w9ZfuG1ORowY/l2og3NjHtWtlKoqc9WvlFd9NL/gS20rr/AIJxOp3N3ra38epC+ubeOc7ZbRSI4lUnbx/FnJrp9L1q/wBJsIWntUu9OZcpcWq8j6r9Tj8DXWw21vZWYhRFSFFwRjjFYPgpceErTMbIrPMyI/UKZXKg59iKupioVKT9z3U1p6r8Hp5iVNqW+ps6fq1jqkXmWlwkg7gHkfh+Fc/4g/5KH4O/7ff/AEUKfrej6VCDem4/s6cciWJtpPHp34BrntBbXtf8ZabfXsYex0vzxHc7dvm70xnH5VOHpQtKtF2SUt/NNK3RjnJ6Re91+Z23gL/kofjn/tw/9FNXotedeAgf+Fg+OHwdpNgAe2RE2R+tei191gf91p/4V+R5NX+JL1CiiiuszCo54IrmFoZ40kjcEMjjIINSUUAcNqfw8SOWS88OXj6bdHLGL70Ln5jyvblu3pWJdeIL/wAPFo/EmnPAq523UILxP97HI6cL+teqVHPBFcwtDPGkkbghkcZBBrz8VluHxOs4691ubU686ezPOPB88c/g7RzGwbbZQo2D0IQA/wAq26ral8O44ZHu/DV22mXJyfJHMLn5jyvblu3pWNLrt/oc3keJNPe2XJC3cQ3QsPm5z24XP418rj8mxFOcqkPeTbem/wBx6FHEwaSejOioqK3uYLqIS28qSoejIcipa8BprRnYZHiT/kFw/wDX/Zf+lMVa9ZHiT/kFw/8AX/Zf+lMVa9ay/hx+f6Er4mFFFFYlBXAePdYg0DxV4V1O5V2ihN3uCDJO5FX+td/XEeMNPttU8beEbO8iWW3k+2b0YcHEakfqBXfl7iq/v7Wlf05WZVr8mm+n5lO50DVPF97c3V5J9i0+5ijiaEfM7BGcjnt8zV1OleHtN0aMLa24Df325Y9e/wCNZ7aDqmjkvol2ZIf+fW4OR+B/EmpbPxRA0wttShewuf7sv3T34P0x+da1p1asOWk7wXRafet/nqTFRi7yWpv0UgYMAVIIPcUteWbhRRRQAUUySWOGMySOqIoyWY4ArDk8RSXshg0O0a8foZz8sS/8C7/hWkKU5/Cv8vvJcktzckljhjMkjqiKMlmOAKw5PEUl7IYNDtGvH6Gc/LEv/Au/4Ug8PGf/AEvxDffaNvzeUDshT8O/41W1LxdDY6dKdC06S9WIhCYVxGuc8g9x9PWuulRi3aC5n90fv0v+BnKT66fmWR4eM/8ApfiG++0bfm8oHZCn4d/xpTr6yA2vh+y+0BeDNjZAn49/wqno9rbeIgt3qmpC+cHItkO2NOT/AA9+nerfiyYCLTfD1l+4bU5GjBj+XaiDc2Me1a2Uqipz1a+UV300v+BLbSuv+CcmdUnvNQuZ9YtrzUrOCdl/0dSIY1B+U4/i+teg6bNaXWmwz2aKtvIuVUKBj2xVmG2t7KzEKIqQouCMcYrF8IqV8NwfKVUyzsikYwhmcqPyIrPEVY1qfNFWs0vL7u+hUIuLs+oah4Xs7qT7RbF7O67SwnH5j6VymqR+JdO8S6Nql7b/AG+108ygPbLlyJFCnI/z0rv7y/tbCEy3UyRIP7x6/SsI61qWsMYtFtCkR4N3OMD6gd+oNXha1ZatJx1V30urb7/mKpGPTfyKGr+If7d037NGLrTLaX/XTXCeW4UYJCjryMj8DVqHVL+/iSz0CyMdsgCC6mGFA6ZA79QamXQtP04i/wBcu/tVx1zKeAeuFX65x9a1rRdX1pVTSbMWdn0+1XC4yPVF78EEfSumlRde0MPC6Xf4V/n8/uM5S5NZu35mSuhafp5F/rl59quOoMp+UHrhV+ucVrWi6vrSqmk2Ys7Pp9quFxkeqL34II+ldDpXg3T7GUXV2Wv73qZp+QDwflHQcjI+tdGAAMAYAr3sPksbqeJfM+3RHJPFPaCsY3h7w9BoFvOFkaa5uXElxOwALtgD8uOPStmiivfjFRVlscbd9QooopgFFFFABRRRQAVHPBFcwtDPEkkbghkcZBFSUUAcNqfw8SOWS88OXj6bdHLGL70Ln5jyvblu3pWNLrt/oc3keJNPe2XJC3cQ3QsPm5z24XP416lUc8EVzC0M8aSRuCGRxkEGvOxeW4fFfGrPutzanXnT2Z5vrt1BdaPbyQTJIjX9nhlbOf8ASY/8K3KzPEXwttbzNxod3Jp1wsizeSCTA7qxcZXt8xHT0qhJrl/oUv2fxJp726gkLeRDfEw+bkntwuefWvl8bk1ajBez95K/r06HfSxUZP3tDoqKit7mC6iEtvKkqHoyHIqWvn2mtGdoVyXiD/kofg7/ALff/RQrra5LxB/yUPwd/wBvv/ooV1YP+I/8Mv8A0lmdT4fmvzOtqte6faahCYruBJVP94VZorlTcXdGjVzlX0HVNHJk0W8MkX/PrcHI/A/iTUtn4ogaYW2pQvYXP92X7p78H6Y/Oulqte6faahCYruBJVP94V0+3jPSqr+a3/yZnytfCDzRRxGV5FWMDJYnisOTxFJeyGDQ7Rrx+hnPyxL/AMC7/hWLomjQXPivX9IuXlmsNOa3eCGSQlQXQsf1rR1bxZHplrcw6Npsl3JayeVIsa7Vjbn88cdPWuhYZRnyRXM9H2Svtf8A4chzbV3oWB4eM/8ApfiG++0bfm8oHZCn4d/xpTr6yKbbw/Yi4CcGbGyBPx7/AIVT0e1tvEQW61TUhfODn7Mh2xpyf4e/TvV7xW6i00/QbI+Q+pTGIeX8u2NVLMRj2FVZOoqc9X90V300v+ArtK6/4Jy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196	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/610124_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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197	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/500415_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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']
198	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/500420_1.png']	A	Adjoining	Separated	null	null	null	multiple-choice	['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199	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/502290_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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6y8e6zpkTQ2CWNtEy7WRLOP5hgDnI56VDHq+lajOf7X01Y9wP72zxGQc5Bx04zjHoBVv/AIVn4wPK6LIw7ESx4P8A49Sw+BprVg+u6hZ6bEp+ZGmV5ccdFU+4/WjQCvFpN94e1LS9bSB5rJZo7qKRMNlVcHnHQ9qu3XhvT9auJbzw7qlum5iwtbqURyDqcAng9D+lWvFHiBtPm8Py6FI8FoNKCqhHD4mlViR7lc1mC+0DXTi+g/su9P8Ay8Wy/u2P+0nb8OnpSauBYHgDxv5e5dPuCg/iFymP/QqqN4Tls5VfXtQt7RAfnQSrLKBg/wAIPtjrSXPhjXoWiNsz3lrMdsdxbyFozn1P8PXvipf7H0jRj5mt3pu7oc/ZLVs4P+0/T8s/Wlyhch1QyeJ9UtbfRrKVoLS2W2iUD+FSSWPpksSfrUq6Lo+iAPrN59quR/y52jAgH/afp+WfrVe+8U3c9ubSyjj0+y/54W4xn/ePVj9awicnJq7CudCvi68tNSgu9Jij00W/EaW/HGc/Mf4ufWvfvh38ZbLxAsWna062+pMcK+MI/wDga+Zo7W4liaWOCV40+86oSB9TUaO0bBkYqw6EGk4piTPvcHIyKK+ZPh58Z73Q5YdP1yR7nTum8jLpnvnuK+jtJ1ay1vTor+wnWaCUZDDt7H3rNqxZdooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRR060AFHTrWFdeJ7fz2tdLhfUrscFYD+7Q/7T9B+GSPSoP7D1DWPn128/cH/lxtSVjx6Mere/b2oAnuvE9v57WulwvqV2OCsB/dof8AafoPwyR6VB/Yeoax8+u3n7g/8uNqSsePRj1b37e1btrZ29lAsNtCkUa9FQYqegCC1s7eygWG2hSKNeioMVPRRQAUUUUAFFFFABRRRQAEAjBGRWDfeFbSec3VlJJp95/z1tzjPbkdDxx+Nb1FAHLjWdY0U7dZs/tNuP8Al7tFz/30nbkgfhW9Y6lZ6nAJrO5jmQ91P+fSrRAIwRkVg33hW0nnN1ZSSafef89bc4z25HQ8cfjQBvUVy41nWNFO3WbP7Tbj/l7tFz/30nbkgfhW9Y6lZ6nAJrO5jmQ91P8An0oAtUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWNrnhbSfEERF7bDzQCEnj+WRDgjIYf7xrZooA4KQ+JPCN/ZW0d0NYsLydoYY5uJkbZLJjd0IwgGTUVxYeD/GeoO19avZa1tKlJv3coOMZHZsADnkV0uvf8hnwv8A9hN//SO5q5quhabrUPl31qkmOVfGGU9iD1FDV9xpuLujkNL+D/huxBF0bjUBvDqLlh8pHbgDI6dfSu5tLK2sLdLe0gjhiQYCouAK5j7B4j8O86dc/wBrWK/8u102JUH+y/f8evrWjpXizTdTm+yuXs74fetbobHHrjs31GaSSWiKnOU3ebu/M5n40aB/bnw8u5ETdPYsLlMeg4b9CT+FfJNfelzbx3drNbTKGimQxup7gjBr4t8c+Hn8L+MNQ0o52RSZjPqpGR+hrSD6GTNbwyx1zwZq3h7G64tz9utRgk8YDAfhXH1f8L6sdE8R2V9/yzSQCUEZBQnDD8qv+L9GXRteljhIa1mHnQMDwUbn1NaLczl3MGiiimQdsAPFPw/MWc6jo3KZPLwntye1Ytvax6/oRAkkOq2QVVV3JDwjdwAem3jgVW0DVn0XWbe8UbkVv3iHkMvcVe8XaWNN1KPVdP8AlsL/ADNAVYfLnqpx0+lSaJ6HLspVirDBHUV240e+1XwH4esFt5Hmm1KcwvziKLam7PoM5OT6VjN4khuJhNeaHp9xKABuw8ecZ5IQgE8/pUmr+NtX1aCK2Lpa20SbEhtxtUDjP8hSauUtCLxZqaahqNrDEweLT7OKyjYAjcIx1/U1qzapH4J1OK0sLG2e/tGBnnlG/c23lcHoOfr+VcZXS+PolXxlfXEZ3Q3hW6ibOcrIob+ZI/CnboB0Ei2vj+Oa+sj9i8Rx5byUchZVx0X0Pt71GmsX3iDwDruj6nukvdKeO6jLg78B9r5+gauFtLuexuo7m3kaOWM5VlOK9JhFv9oudXiQbNf8P3qhAOksahm49fk96hqzuNO55fXXyK2ofC21m6vpeovEQP4Y5VDA/wDfQNchXY+Ev9L8IeL9NHMhtYrxc9hE+W/RqtknJUUmaTNUTYXNJmkzSZpDseheArC/1TwZ4ws9LDNeSCz8sK2CcO5PP0BrE/4Q64tpg3iLU7bT4wRuV5RLLj2VSf5/0qXw7qaWPgXxbCs/lXM4tBCA2CcSHdjv0Ncgzs5yzFj6k5qGrs0Wxs6vcQ6rqlnaaeGFvEi2sG89RvJz7ZLE1cuhomhbIEt/7QvkOZXkbMQ/2QO/1rM8OwfafE+k2/H728hTn3cCul1DwvYa9fz3HhzVLeQu5P2a4YRPnnp2PIP6etPRaAZ1l491nTImhsEsbaJl2siWcfzDAHORz0qnHqtjeMItRsYkVny08C4cDj/D+daP/Cs/GB5XRZGHYiWPB/8AHqWHwNNasH13ULPTYlPzI0yvLjjoqn3H60aAUv7JvdFu7DWLZWntFkS4imj/ANlgeccgg8fXpW3c+F9F112vPDeswwSMcm1vZBGwJJ6H8BSeJNdbS38PvoU0sVoNMwqv/H+/lDZHoSv5VnC+0DXTi+g/su9P/LxbL+7Y/wC0nb8OnpSauBZ/4V/43VSVsLhkH8a3Kbf/AEKqbeE5bOVX17ULe0QH50EqyygYP8IPtjrRP4W8QLLElmZL+CU4jmtXLoR7/wB38cVKdG0nRTv1y8N3djn7HatnB/2n6flnPrS5QuQaoZPE+qWtvo1lK0FpbLbRKB/CpJLH0yWJP1qVdF0fRAH1m8+1XI/5c7RgQD6M/T8s/Wq994pu57c2llHHp9l/zwtxjP8AvHqx+tYROTk1dhXPSrDxBJf/AA08WxwQR2kFs1oYI4v4N8gU8nk8IK81JycmvQPA+j3uteBvF9jZRF55/sfljIG7bIzHk+wrLOmaB4f+bVLn+0Lsf8u1ufkH1b6EH8KS0FuYWm6NqGrS7LK2eT1bGFH1P4Vu/wBm6BoA3apc/wBoXQ/5drc/IPq30IP4Vnan4tv76L7PbhLK0HSG3G0evJ+vP41gEknJpjsdU/j3VY5AtksNpaD/AJdo0Gxvr688/jXY6Z458La7am31zQ7CC8EZWKdoA0YODjIGCB06GvJKKVhnrmteD/DCJJcraXkNpu+S6sJfPRlweSp+7909+9VvDmoz+ErmS58OeL7K4jQEyWt0rRZHGRg8E/T0rgtH8S6robk2V0yoeGjblW4I5H4mumbU/C3isN/adt/ZWoNk/aIB+7Y/MeR9SKlpgfSHg/4i6P4rhSJZkgv9gZ4HYDOf7vPP06812NfFupeEdb8Pt9usZPtVop3JdWrZAwTgnHT7ua67wf8AHPW9DMdrqw+32i4U+Yf3ijgcH6DvUDPqSiuV8LfEPw94siT7DeqlyRzbyna4PHT1644rqqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqK4ure0iMtzPHDGOrSMFA/E0AS0dOtcfqnxF0m1gJ0yG71eYnAWygd1BwDlmAIA57ZqpZXUPiUqda1cRowB/s5FeBRkkYcsAW5BGDxkcCgDeuvE9v57WulwvqV2OCsB/dof8AafoPwyR6VB/Yeoax8+u3n7g/8uNqSsePRj1b37e1btpaW1nbrFawxxRAcBBgVPQBBa2dvZQLDbQpFGvRUGKnoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAAgEYIyKwb7wraTzm6spJNPvP+etucZ7cjoeOPxreooA5cazrGinbrNn9ptx/wAvdouf++k7ckD8K3rHUrPU4BNZ3McyHup/z6VaIBGCMisG+8K2k85urKSTT7z/AJ625xntyOh44/GgDeorlxrOsaKdus2f2m3H/L3aLn/vpO3JA/Ct6x1Kz1OATWdzHMh7qf8APpQBaooooAKKKKACiiigAooooAKKKKACiiigAooooAwte/5DPhf/ALCb/wDpHc1u1yHi/XdO0vWfDAubqJGGpsSpbkA20yZ/ORfzFdXDPFcwrLBIkkbDKshyCKAJKztV0LTdah8u+tUkxyr4wynsQeorRooA5H7B4j8O86dc/wBrWK/8u102JUH+y/f8evrXkvxqj07XrCDXIUktNSt2Fvc2lwhWTByQfQ9D0z+lfRFZWueHdM8Q2L2uoWkUysOGZeVODyPzNC0A+G67rTfN8YeFpLB5N2oaWhkgzkl4scqMVheLvDd14W8Q3OnXMbKEc+WxHDLngiqGj6pPo+pw3kDEFD8wzjcvcH61tuZkJ4ODwRSZrq/FekQvbxeIdNEf2C8PMUZz5L45U1ydUmZtWFzXW+FtTt72zl8N6kIvs90f3M8n/LB8cHPpXIZoDEEEHBHQ0MFoXdc0O80DUXs7yMqyn5W7MOxBrNrurDUrfxVoX9javdpDd2wzZTyL97/YLdhXKato19ol4bW/gaKQcjPIYeoPepNChXUxRr4l8PrGpJ1SwVURSf8AWw88D3HHFctUttczWc6z28hjkU5DCmBGysjFWBDA4INeqeDtNna18JTXiMbJDqjyEjhImhVec8DJ3VxT+JYbmcT3uiWFxMABvw8eSM8kKQCef0rpdJ8X6vrw1C2d47ewtNIumEEK7VH7ooPx3MPzqXqNHnVdP4Ju/s95rEABJu9GvIQB7RF//ZK5iuq+HIhbxzZLc48gxXAkz/d8iTP6U3sI5bNJmkzSZphYXNJmkJpM0irHpXwZ8Jab4v8AE13a6tC8tpFaNLtVyvzB0A5Hsxr1LX/2ffD15Cz6PNPZTAfKhbepP48/rXH/AAM8R+H/AApb6rNrWoJaTXXliLcjNlV3Z6A+o/KvQdf+OnhXTIWXT5ZL+bHy7FKr+Z5/Ssm9Sj5w1HS77wZ4sFvcj/SNPuEclTjkEMDn8q25PC+ka8i3mgaxBb3DgF7S8lEZDHOdrd+leyfDSy034jeHtc1rXLCGa4vdReMkryqrFGFAPtmue8Yfs/uhku/DVxuHLfZpDyOpwD+Qp3vuB5r/AMK/8bqpK2FwyD+NblNuP++qpt4Tls5VfXtQt7RAfnQSrLKBg/wg+2OtZ2radrOhXbWeorcQSrkbWYjPOM/TOay2YscsST6k01ERt67fQ63qllbadDsgghjs7dWON2GPJ9MlifxqaR9F0eGFFtTe6gMGUzN+7U/3do68981Q8OwfafE+k2/H728hTn3cCul1DwvYa9fz3HhzVLeQu5P2a4YRPnnp2PIP6etVotAKmkfETWdDcf2fFYwxYAaNLVBuAx1IGT09aur4h8NeIpEg1fRodOlcgG8s/lA6cle/Q/nVH/hWfjA8rosjDsRLHg/+PUsPgaa1YPruoWemxKfmRpleXHHRVPuP1paATy/DnW21O3gs4TcWl180F2oyjL2J9PxqO4uvDvhyR7WCwj1a9iZkknuCfKz0+VQecHv3rW8S+Mr/AEtPD6eH724trAaahWPcQHKyyISR77KwjfaDr5/4mEH9mXrf8vFuuY2P+0nb8OnpTuxWLUPxP8RWQZNPNlZQnpFDaoFHX296z4vEVnezONa0m1lWQAGW2jEMi9eRtGM89x2qeP4e+ILsPJplsmoWwbAngkXaeAf4iD0IpY/B8Ngpn1zVrO3ResEEyySn2wM44B/MUtBlLWfDclnBDf2O+4064UvFIBkgA4IP0PFYNd34l8QPYSeHptCeS3tBpYVI2GNw86VWLD325P1rN+26Br3F/b/2Zen/AJeLZcxMf9pO34dPSmmBy1Fbep+FtS02AXQQXVi33Lq3+ZD/AIfQ1iUwCiiigDW0fxLquhuTZXTKh4aNuVbgjkfia6ZtT8LeKw39p239k6g2T9ogH7tj8x5H1Irg6KTSYHV6l4R1vw+wvrGT7VaKdyXVq2QME4Jx0+7muu8H/HPW9DMdrqw+32i4U+Yf3ijgcH6DvXnmj+JdV0NybK6ZUPDRtyrcEcj8TXTNqfhbxWG/tO2/snUGyftEA/dsfmPI+pFQ4jPpfwt8Q/D3iyJPsN6qXJHNvKdrg8dPXrjiuqr4w1HwV4g0FlvrDfd2m4mK5tMt0JGeOR0rrPCHxy1zQWjtNXU31quFIk4kUcdD9B39akD6jorlfC3xD8PeLIk+w3qpckc28p2uDx09euOK6qgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKOnWsHxf4ptvCGhHUriF5y0giihTrI5BIUfka5zw9qUPjyATahqqhSAW0uFvLC5AOH7t94A9s0AdJd+J7cSvbaXC+pXag5WA/IuP7z9B0xxk+1ZmgadbeJYo9e1PNxPKBi2dj5cGD029MjnnvXU2tnb2UCw20KRRr0VBivjrRPiN4m8J3kyWl66r5jFopBuXOeeDQB9kxwxwqFijVFHGFGKrahpVhqlu8F7axTRuMEMtfPEf7R2uhAG0vTmI6kq/P8A49WXrXx98UalA0NsttYqwIJgQ5P4sSRQB9A+G7qKLWtX0O3n82HTkgKAgkoHD8Enr9yumrw79na6vNQbxRfXsjyyTPbkyOclj+9zXtV1e2tkoa5uI4gem5sE/Qd6AJ6Kwv8AhMNFP3J7mQYB3R2U7qcgEchCOhFT2niXR76dYIb1RMylhFKjRtgEgnDAHqP85oA1qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooACARgjIrBvvCtpPObqykk0+8/5625xntyOh44/Gt6igDlxrOsaKdus2f2m3H/AC92i5/76TtyQPwresdSs9TgE1ncxzIe6n/PpVogEYIyK53VfDmnKXv4Lg6XOoy1xE20dP4h0PAP50AdFRXn/h7x/Ld+K08O3UQud5ZItQhUrG7qrOV5GM4Xsa9AoAKKKKACiiigAooooAKKytS8QWGmSCB3aa7b7ttAN8jenHb6nAqh5Gva3/x8S/2TZH/llC2Z3Hu/8P4cj1oAv6l4gsNMkEDu01233baAb5G9OO31OBVDyNe1v/j4l/smyP8AyyhbM7j3f+H8OR61q6bothpMZW0t1Rm5aQ8sx7knqav0AZMHhrSILJrX7DE8b53mQbixPUknuaxJvCN5pMzXXhq/e3OdzWkp3RP3x7dAPYV2NFAHI2njNrSdbPxFZPp9wTtE2MxOemQe2Tk/QV1UM8VzCssEiSRsMqyHIIpl3Z219A0F1Ck0TDBVxkVys3hG80mZrrw1fvbnO5rSU7on749ugHsKAOxorkbTxm1pOtn4isn0+4J2ibGYnPTIPbJyfoK6qGeK5hWWCRJI2GVZDkEUAeb/ABg8Bp4o0B9QtYx/aFopYEDl0AJK18qSRtFI0bqVZTgg9jX3sQGBBGQeCK+bPjR8OTpN+dd0yJmtrl2aZVGRG3/181cXYlo4Pwn4nTS1l0zUYhcaVdH97Gf4T/eX0NVfEnhy58P3oR8SW0g3QzpyrqehBrArtPDXia1uLE6B4gzJp8n+qmPLW7eo9var2Jtc4/NJmtvX/DN3ortMuLiwZysV1Gco2Kwc07isODFSCDgjpiuz0/xLZa3p1voniNSURgIr0ffiXuPcVxOaQmkxpHQ654UvtId5o1+1WG4hLqL5lYDHp9RWBWvpHivU9Hja3jl820fiS3l5RhkZHt0rZ87wdrsX7xZtGvmGSyjfCzYHbtzn8xSuOxx9bunO9h4Z1S6B2teBbNenK7g7e/8ACPyq9J4DvJHX+zNS03UVcgKILhQ5B77GwfT86qeJpLa3+x6RZlWjsogJZF/5aStyx/DOB9Pene4HP10vgq1ae91a4UkGz0e8nBH/AFyKf+z1zVdX4bP2Lwh4q1IHDm3isU9/NfLD/vlKGCORJpM0lFK5QVLbRrLcxo+dhYbsDnHf9Kir0L4c+FtUe6g8TrpD3+n2UpaSJThmIUkYH1xUtgctrkzalrM9xbQCOJyqxog2jAAA498Z/GtHQfh14n8RXEaWul3CRuR++lQqgHrk9etfUOneOPCF3ayvJLa2UsAPmQXKKjrgkYAPXp2qRda1rXl8vw/Yizsjx9uu1xkf7EfX88YPaoGUvBmjWXww8EfZdSvYUZpTPISwGXKqMD1+7WjZnXvEO+4e5/s3TnUiJIkxMf8AaLHpx0FZniLwjZ2fg3xBfXs0uo6iNNuD9puDkqfLY/KOi8gdK4vwP8dtO+ww2PiBXieMKizou4EAYy3OaAO81H4VeF9ZumutUhu7y5bOZJbuTOCScdeBz0rlNf8A2ffD13C76PNPZTAfKjNvQn8ef1rrh8WPA5AP9vwjPYxSf/E1ha/8dPCumQsunyyX82Pl2KVX8zz+lAHzjqWlX/gvxYLe6Ui4sLhJCVyOmGBB+mDW1J4X0jXkW80DWILe4cAvaXkojIY5ztbv0r2b4ZWun/EPwprepa3ZRzyXmqyEluSoEUYAB6jANc54w/Z/dDJd+GrjcOW+zSHkdTgH8hVXvuB5r/wr/wAbqpK2FwyD+NblNv8A6FVNvCctnKr69qFvaID86CVZZQMH+EH2x1qhq2l63ody9tqEV1A6EghicdcVksxY5Ykn1JpqIjb12+h1vVLK206HZBBDHZ26scbsMeT6ZLE/jU0j6Lo8MKLam91AYMpmb92p/u7R1575qh4dg+0+J9Jt+P3t5CnPu4FdLqHhew16/nuPDmqW8hdyfs1wwifPPTseQf09arRaARaV8TvEGjRpBZfY4rVcfuFt1AOAByQM9uuakPiTwxrbKus6CllIetzp/B7clT16frVT/hWfjA8rosjDsRLHg/8Aj1QnwfLpsiNr15b2MefmjEiyS4xn7qn+tJ2AteI9Fvb/AFKylsLM/wBnXCiKyKYP7vccbsdDk8571BqFzougySWNjYxX1zE+JLu5+dSVPO1emDjvWn4k8RyadN4duNAkltbZdLUIh4ziaVWJHuVzWYb7QdfP/Ewg/sy9b/l4t1zGx/2k7fh09KEBLD8SvElvZ/Y4ZrRLbOfKWzjC+vTbVSHxDZXkrLrOkWsqSAKZbaMQunXkbRjPPcdqsz/DjxGkIuba0S6smUOl1HMgRlIyD8xGBUcPha0siZNc1i0t0XOYbeQTSMR2+Xgf/X+tGgFXWfDclnBDf2O+4064UvFIBkgA4IP0PFYNdx4h8QzWI8OT6OzWtv8A2UAIuzfvpVbI75K5/GqH23QNe4v7f+zL0/8ALxbLmJj/ALSdvw6elNMDlqK6SXwRrIljNrHHdWsvKXUTjyiPUk/d/HFTCx0DQub6b+1bwf8ALCAlYVP+03U/hj607gYmmaLqGrylLK2aQD7znhFHqWPAFbYsdA0Lm+m/tW8H/LCAlYVP+03U/hj61S1PxLf6jELcMttaL923gGxB+A6msmKGW4lWOGNpJGOAqjJJosTc9P0bxjq0/gPxVcRSrbfYvsgtUhXaIg8pDY+tc4PH91dKE1jS9N1Nc9ZoAG/Nce35VtWfhvUdD+FHii51CBoPtn2Ty0brhZRzj/gQrzakkmB2lvqHgu4lWVbbU9GnDZD203mqPwPI6frXoeh/FaXw4lvbnXYdetCwUrIjRSxrlQOTweM968Iqa1tLi9mWG1hkmkboqLk0uVBc+y/Cnj7QvF8QGn3OLnblreTh14BP1rqK+aPhF4Y1LQvidZf2oVtGW1knCNIP3gIKBfc5YHHtX0vUMsKKKKQBRRRQAUUUUAFFFFABRRRQAUUUUAcJ8TVDr4QVgCp8TWYIPcfPWlrngLSdYn+2RK9lfghhc2x2tnIPPr90VH4+0q81Ky0aeziaVtN1aC/eNRkske7IHvzWxpfiHT9VJjhl8u4Xh7eUbXU8ZGO+CccUAcempeMPB5SPVLf+2tNXC/aYR+9UfKMkd+rGuQ1H4ceEfiHLJqGg6r9ivZSXlgkXJDHk5XII+8K90IBGCMiuV1vwDpGrzC6hVrG+UgrcWx2tkFTzjr90UAeHT/s7+JkmZYLvT5I8/KzSspI+m01t6J+zk4kSXWdWTb/FFAhP/jx/DtXdpqXjDweUj1S3/trTVwv2mEfvVHyjJHfqxrqtB8WaP4jhD2F2pkwC0L/K68A4IP1FAEnh7w1pfhfThY6VbiGLOW5yWPuaxvDOk2mrKNdv3S9vJCwUsvEQ6bQD0rsK+MtC+I/iXwtdSiyvXCF2LRONykk+hoA+zFVVGFAA9AKqX2l2OpQvDeW0cqOpU5HOD1Ga+eI/2jtdCANpenMR1JV+f/Hqy9a+PvijUoGhtltrFWBBMCHJ/FiSKAPoLw3dxR61q+hwTmWHTkgKA5JQOH4JPU/JXS14d+ztdXmoN4ovr2R5ZJntyZHOSx/e5r2q6vbWyUNc3EcQPTc2CfoO9AE9FYX/AAmGin7k9zIMA7o7Kd1OQCOQhHQirFr4l0i8cJFeBXP8MyNEepHRwO4NAGrRQCCAQcg96KACiiigAooooAKKKKACiiigAooooAKKKjmnitoWlnkSONRlmc4AFAElRzTxW0LSzyJHGoyzOcACuVu/GjXc7Wfh2yfULgHaZsYiQ9Mk98HB+hpkPhG81aZbrxLfvcHO5bSI7Yk749+pHuKAH3fjRrudrPw7ZPqFwDtM2MRIemSe+Dg/Q0yHwjeatMt14lv3uDnctpEdsSd8e/Uj3FdVaWdtYwLBawpDEowFQYFPmnit4mlmkWONRksxwBQBz2qWNrY6p4UitbeOJE1J1UIuMD7Hcf4D8q6WuXOoR+I9d0l9Ojmks7C4e4e78vETkwyRhVJIz/rM5AI4rqKACiiigAorK1LxBYaZIIHdprtvu20A3yN6cdvqcCqHka9rf/HxL/ZNkf8AllC2Z3Hu/wDD+HI9aAL+peILDTJBA7tNdt922gG+RvTjt9TgVQ8jXtb/AOPiX+ybI/8ALKFszuPd/wCH8OR61q6bothpMZW0t1Rm5aQ8sx7knqav0AUNN0Ww0mMraW6ozctIeWY9yT1NX6KKACiiigAooooAKKKKAILuztr6BoLqFJomGCrjIrlZvCN5pMzXXhq/e3OdzWkp3RP3x7dAPYV2NFAHI2njNrSdbPxFZPp9wTtE2MxOemQe2Tk/QV0c0NlrOnNG/lXNrMvYhgwIqS7s7a+gaC6hSaJhgq4yK5WbwjeaTM114av3tznc1pKd0T98e3QD2FAHz18Uvh9P4S1yWe1hY6ZMd0TjnbxyDXnlfXd9rdpqVo+ieMNNNo0o2CUruiY9Mg9ucn6CvB/HnwxvvDW7UrFlvNJkbMcsR3bQeRnFaRl0ZLRz2geK7jSkFndILvTGcNJbSDIOPT0rTvvC+k6zC954Yvtzk82M2A4yW6fQAVxVPjlkhcPE7Iw6FTg1VhXFvLG80+UxXlrNA4/hkQr/ADqtXX2/jzUfIFvqdvaapAONt3EGI5PQ9e5/OkudX8I3kZL+GJ7ec8lra8Kr+CkEDvS1HdHI1NaWdzf3CW9rBJNKxwFRSSa6G0vfCVsMy6Ff3TdvOvQB/wCOqP8AIom8X3KW8ltpdpbabbyDawgT5mHux5/z70rMd0WA0Pg+32xMH1mRSGcf8sAeoHvXLElmLMSSeSTQzM7FmYsx5JPekqkrEthXSa2f7M8IaRpY4lui1/OPY/Kg/IE/54o+HdJ/tbVoopSUtUzJcSf3Y1GW/QVV13UhqusT3SRiOEttijXoiDoBSkxpGdTo43mkWONSzscADvWlo3h3U9evYbSxtmeSZtseeAxwTjP0BP4V9FfDz4KWvh94tR1pluL5eRGOUU9qzuUcT4I+A95qsUN/rk/2a3YBhCo+cjnr6dq9O8P6ub62bRPBUFva2Vqdj3VwcnuMqg5JODyfyNejgBQABgDoBXn/AIf8GadqHgrw/d27SWN8dOgc3FudrMxjUkn17j8aQGb4j+C9nrkH2j+07g6ocl7iTlZCWycqOB1PT1rBg8UeOvh04ttfsW1LTV6TpyR36/Vh1rvRq/iTw2dur2n9pWY/5erYfOPqv1IH4V0Gn6vpHiG1P2aaG4Qj5o2HI+oP0oAwNP8AGHhzx7od5p1rerHJd28kDwyHa4DKy/jxmvnDxX8KvEXh2/lWOwuLm2DHZLDGXBH4dOte7+Jfg5pGpyG80aRtLveoMX3CeO3bjP51zUXinx38PZBb+IbJtU04cCdeSB9fqR19KAPno2lyrbGjYPnG09a6LQfh14n8Q3EaWumXCxuR++lQqgHHOT9a+pfDXjTwr4qQGykt1uD1hlQK46/n0rrVUKMKAAOwFAHG+APCw+H3gl7S4kDurPdTlecHaMgfgtWLM694h33D3P8AZunOpESRJiY/7RY9OOgrV8UXH2TwlrNzyfJsZ5OPaNjXkvgr48aabOOz19GgZAESaMFhjp82TmgD0HVPht4f1w51b7detnP728kIHJPAzgdTXG6/+z74evIWfR5p7KYD5ULb1J/Hn9a64fFjwOQD/b8Iz2MUn/xNYOv/AB18K6ZCy6fLJfzY+XYpVfxJ5/SgD5x1HSr/AMGeLfs90hFxp9wkmVyOmGBB+mDW3J4X0jXkW80DWILe4cAvaXkojIY5ztbv0r2b4ZWun/EPwprepa3ZRzyXmqyEluSoEUYAB6jANc54w/Z/dDJd+GrjcOW+zSHkdTgH8hVXvuB5r/wr/wAbqpK2FwyD+NblNv8A6FVaTwhJZOsuu6paWybsPGkwmmHX+EH/AGcde4qpNoHiC31kaPLFPHeEsBGz46Zz39jWl/ZehaEd+rXZ1G7/AOfeBvlH1b6EH8KfKK5X1GKfxVqNtDotjJ9ltLdbaIkYGFLHcT0BJLH8anGk6BoA3arc/wBoXQ/5drc/IPq30IP4VS1LxZfXsX2e3CWVoOkNuNo9eT355/GsEnJyaqwrnrWla7qXi7wB4l06CO3tltltUtY1KxqgZzuBY467e9ccvhGy05xNrWvacIxk+VaS+c7Ec444GfrWl4NsrjUPAPjS2tseayWbDLY4WRmPP0BrKFjoGhc3039q3g/5YQErCp/2m6n8MfWp5dR30K1xbXninUh/ZliVt4IxEnZEQEnLMeByTyasix0DQub6b+1bwf8ALCAlYVP+03U/hj61S1PxLf6jELcMttaL923gGxB+A6msarsTc9IsfEN5qnw48XBhHDDbfZBbxQqFWMPLhgPrgc151FDLcSrHFG0kjHAVRkk16Z8NNATWfCfii0vZWtbS5+zZnPGNjMx68en51oy+JfB3gWJrfQrRb/UFGDO3IB6dfqB0pXtsBgeHvhVqV/Et5q8i6dZAbmMh+Yjg/hxmt+XxL4O8CxNb6FaLf6gowZ25APTr9QOlcD4h8a614jlb7XdMsOflhjOFA57fjXO0WvuFz05/Fmp+Kvh94yk1GRSsLWZhjUYCBpuQP++RXm9raXF7MsNtDJNI3RUXJr034aaHBf8AhbxLBrBe10+6+zZmb5fuu54J98CrV1478MeEYWtPCunRzzjg3Djj8+p6mi9tEBm6J8J5zCL3xHdx6fajkoWG7uOvbt+daV1478MeEYTaeFdOjnnHBuHHH59T1Neda34o1fxDMZNQvJJB2QHCjp2/Csei19wubmo+LdZ1TVotSubtjcRHMZXjZ06flXtPw++OIuWh0zxLgSEhVuxwOn8Q/rXz1QDg8UOKYJn3rDNFcRLLDIkkbdGQ5B/GpK+TPAHxZ1Xwg8dpOTdaZuy0LdV/3T2r6Y8M+KtL8VaZHeadcI24ZaLcN6HuCKzasVc26KKKQwooooAKKKKACiiigAooooAKy9U0DT9WAa4h2zr9yeP5XU84IPsTmtSigDl9viHQPun+17Bex4nRf/ZsAfUk1p6X4h0/VSY4ZfLuF4e3lG11PGRjvgnHFatZeqaBp+rANcQ7Z1+5PH8rqecEH2JzQBqEAjBGRXK634B0jV5hdQq1jfKQVuLY7WyCp5x1+6Kdt8Q6B90/2vYL2PE6L/7NgD6kmtPS/EOn6qTHDL5dwvD28o2up4yMd8E44oA49NS8YeDykeqW/wDbWmrhftMI/eqPlGSO/VjXHXvw08HePSbvw7qgsbpvme3kXOCRnG3II+8K92IBGCMiuV1vwDpGrzC6hVrG+UgrcWx2tkFTzjr90UAeHT/s7+JkmZYLvT5I8/KzSspP4bTW3on7OLiRJdZ1ZNv8UUCE/wDjx/DtXdpqXjDweUj1S3/trTVwv2mEfvVHyjJHfqxrqtB8WaP4jhD2F2pkwC0L/K68A4IP1FAEnh7w1pfhfThY6VbiGLOW5yWPuaxvDOk2mrKNdv3S9vJCwUsvEQ6bQD0rsK+MtC+I/iXwtdSiyvXCF2LRONykk+hoA+zFVVGFAA9AKqahpVhqlu8F7axTRuMEMtfPMf7R2uhAG0vTmI6kq/P/AI9WVrfx98U6lAYbZbaxVgQxgQ5P4kkigD6B8N3UUWtavodvP5sOnJAUBBJQOH4JPX7ldNXiH7O819fJ4m1K+eSRrmWD96+TuI8zPP4ivaLq9tbJQ1zcRxA9NzYJ+g70AT0Vhf8ACYaKfuT3MgwDujsp3U5AI5CEdCKsWviXSLxwkV4Fc/wzI0R6kdHA7g0AatFAIIBByD3ooAKKKKACiio5p4raFpZ5EjjUZZnOABQBJUc08VtC0s8iRxqMsznAArlbvxo13O1n4dsn1C4B2mbGIkPTJPfBwfoaZD4RvNWmW68S373BzuW0iO2JO+PfqR7igB9340a7naz8O2T6hcA7TNjESHpknvg4P0NMh8I3mrTLdeJb97g53LaRHbEnfHv1I9xXVWlnbWMCwWsKQxKMBUGBT5p4reJpZpFjjUZLMcAUAMtLO2sYFgtYUhiUYCoMCnzTxW8TSzSLHGoyWY4ArAbxHcamxi8PWRul6G8mJSAe4PV/bAx7inw+F1uZVuddum1KcHIjYbYEP+zH069C2SPWgBjeI7jU2MXh6yN0vQ3kxKQD3B6v7YGPcU+HwutzKtzrt02pTg5EbDbAh/2Y+nXoWyR61vqqooVQAo6ACloARVVFCqAFHQAUtZWpeILDTJBA7tNdt922gG+RvTjt9TgVQ8jXtb/4+Jf7Jsj/AMsoWzO493/h/DketAF/UvEFhpkggd2mu2+7bQDfI3px2+pwKoeRr2t/8fEv9k2R/wCWULZnce7/AMP4cj1rV03RbDSYytpbqjNy0h5Zj3JPU1foAoabothpMZW0t1Rm5aQ8sx7knqav0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEF3Z219A0F1Ck0TDBVxkVx+o+BpbeKf+w7rZFKCJLGf54ZAeo56dh7Vp+IfHOh+HFK3V0JLjtBD8zHp+XWvJvEHxN1zW90Vof7OtD2jOZG6dT271MpqO5jUrQpr3meeeOfDlpp+rzRQQ/Y7lNxltlJdB93BVsng5br0C+9cQyMhwwIr0bYCxZsszfeZjkn6ms++0a3u1JChH9QKiOIV7M4o46DlZqyOHorYu/D9zASUXevqKy3t5YzhkINdUZxlsztjOMleLuR0UpBHUEfWgKx6KT9BVFCVNa20l3cJBGPmY9+3vT7WxluriKEYUyOFBJ9TivoHwZ8CdNSKG/1XUBeB1DCKHheR3OeeoqXJIaR5XNbPDo//AAj+lKheSXdd3p4UnGPLDen8zXp/g34AWcCx3fiG5Fw3UQQn5e/U9+1eww+HtIt9PNhFp9utsQQY9gwf85NYr+F9Q0VjL4avzFH1NjcZeE+y919scVlcsfe6Rp+k6h4Ut7C0ht4k1OQKqKBjNpcE/wAhXVVwF/4oY634dh1iwl06eDUHkldzmHabeZAVfoQWcDnB9q75WV1DKwZT0IORQAtYXgr/AJEPw7/2DLb/ANFLW7XG6X4gsfDXwr0LUb+UJEml22B3Y+UvAoA7IgEYIyK5vVfBenX832q2L2F6Ok9sdp7Dkd+OPxrwXxB8btU1y+W3R5NP00PhmtGIkZfqTVK1gvp4pNQ8G+Jr+a4ABkt5ZNkvJxwRjPRadmK57t/bPiPw0QmsWv8AaVmP+Xq2Hzj6r9SB+FdDp+r6R4htT9mmhuEI+aNhyPqD9K+W1vdVul+2Wms6idchB+029y/XHHynv9K6Twf4xstb1NbTWnbTb8/LHe23yHd0+YdOnHtRZhc9J8S/BzSNTkN5o0jaXe9QYvuE8du3GfzrmovFXjv4eSCDxBZNqenDgTryQP8Ae+pHX0ru11jxH4cwNWtf7Tsu11aj5wPdfqQPwrodP1fSPENqfs00NwhHzRsOR9QfpSGYGn+MPDnj3Q7zTrW9WOS7t5IHhkO1wGVl/HjNfOHir4U+I/D+oSJDp9xdW2TslhjLgj8M4617v4l+DmkanIbzRpG0u96gxfcJ47duM/nXNReKvHfw8kFv4hsm1PThwJ15IH+99WHX0oA+fJLG8glMMsEiSA4KMMEH6V0Gg/DrxP4huI0tdMuFjcj99KhVAOOcn619N6Z8RvBurWLXguII5B96GWMeZnPYd6eNV8ReIh5ejWY0uyP/AC83C/Ofov1BH40AVfBmmad8L/By2GpX0QmklM8gBySxCqQB1PQVbOr+JPEh26Raf2bZn/l6uR85+i/UEfjWhpXgvTrCb7Vcl7+9PWe5O49xwO3HH4V0gAAwBgUAfNXxu8MReG20m7iu7ie8vRMJ55XJLbDHt+nDV42Tk5NfQP7Sf+o8O/8Abz/OGvn6tIbEMKKKKsR2nhiR4vhz42dGKtiyGR7ysDXF13Xg2ze/8B+MrVHjRn+xYaQ4UYlY8n8Kzc+HtB6f8Ti9HflYFPt3b9PpSGZel+H9R1bLwQ7IF+/PKdsa/Un+VamfD2g9P+JxejvysCn27t+n0rL1TxBqOrYW4m2wrwkMY2og9Ao4rLoEei6br99qXw68ZvK6osZszGkShVTdJtOAOnCivOq9G8E6FcX/AID8VwSstpHdfZPLmuMqnyyMTz+lY3n+HPD3FvH/AGteD/lpIMRL9B34P5ikhmZpfhfUtUXzVjEFsOs852qOvr7jFafn+HPD3FvH/a14P+WkgxEv0Hfg/mKxtU8Qalq7f6VcHyx0jT5VHTsPpWXTEejWfiHUdb+HHjD7ZNlYfsflIvCoGl5wPfFec12Phz/km3jb/tx/9HGuOoQwooopiCiiigArV0HxHqfhy+W7026kgkHXaeo9DWVSqrOwVQST0AFAH1j8N/irZ+NNmn3EZg1RUyVzxJjqR+HNej18n/Ci2n0H4m6LNqiG0jk83b5p25BidRx7kivrDqMisWrMtBRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAVl6poGn6sA1xDtnX7k8fyup5wQfYnNalFAHL7fEOgfdP8Aa9gvY8Tov/s2APqSa09L8Q6fqpMcMvl3C8Pbyja6njIx3wTjitWszVNA0/VgGuIds6/cnj+V1POCD7E5oA0yARgjIrldb8A6Rq8wuoVaxvlIK3FsdrZBU846/dFO2+IdA+6f7WsF7HidF/8AZsAfUk1p6X4h0/VSY4ZfLuF4e3lG11PGRjvgnHFAHHpqXjDweUj1S3/trTVwv2mEfvVHyjJHfqxrjr34aeDvHu678O6mLG6f5nt5FzgkZxtyCPvCvdiARgjIrldb8A6Rq8wuoVaxvlIK3FsdrZBU846/dFAHh0/7O/iZJmWC70+SMH5WaVlJH02mtvRP2cnDpJrOrJgH5ooFJ/8AHj+Hau7TUvGHg8pHqlv/AG1pq4X7TCP3qj5Rkjv1Y11Wg+LNH8Rwh7C7UyYBaF/ldeAcEH6igBNL0bSfBPh2aKwhENpbo80hJ5OBkkn6CsrwnbaZ4l0608Szql3dzxnDsv8Aqxk/KAeh7H6Vt+KbWW98Ia1aQDMs9hPGg9WaNgP1NfIvhv4heJPB7mGwvGWJScxONy/kfpQB9nqqqMKAB6AVU1DSrDVLd4L21imjcYIZa+eY/wBo7XQgDaXpzEdSVfn/AMerK1v4++KdSgaG2W2sQwIJgQ5OfckkUAfQPhu6ii1rV9Dt5/Nh05ICgIJKBw/BJ6/crpq8S/Z5mvb6LxHqV68kr3DwAyvzuYeZnn8RXtM08VtC0s8iRxqMsznAAoAkqOaeK2haWeRI41GWZzgAVyt34za7naz8O2T6hcA7TNjESHpknvg4P0NMh8I3mrTLdeJb97g53LaRHbEnfHv1I9xQA+78aNdztZ+HbJ9QuAdpmxiJD0yT3wcH6GmQ+EbzVpluvEt+9wc7ltIjtiTvj36ke4rqrSztrGBYLWFIYlGAqDAp808VvE0s0ixxqMlmOAKAGWlnbWMCwWsKQxKMBUGBT5p4reJpZpFjjUZLMcAVgN4juNTYxeHrI3S9DeTEpAPcHq/tgY9xT4fC63Mq3Ou3TalODkRsNsCH/Zj6dehbJHrQAxvEdxqbGLw9ZG6XobyYlIB7g9X9sDHuKfD4XW5lW5126bUpwciNhtgQ/wCzH069C2SPWt9VVFCqAFHQAUtACKqooVQAo6AClrJ8ReItP8LaPJqepyMkCMFAUZZmPQAetZFjcap4ttUuo7xNP02QZCWzhpnHu/8AD+HII60AbGpeILDTJBA7tNdt922gG+RvTjt9TgVQ8jXtb/4+Jf7Jsj/yyhbM7j3f+H8OR61q6bothpMZW0t1Rm5aQ8sx7knqav0AUNN0Ww0mMraW6ozctIeWY9yT1NX6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorm/EPjnQ/Dilbq6Elx2gh+Zj0/LrXk3iD4m65re6K0P9nWh7RnMjdOp7d6mU1HcxqVoU17zPWfEPjnQ/Dilbq6Elx2gh+Zj0/LrXk3iD4m65re6K0P9nWh7RnMjdOp7d64wL8xYks56sxyT+NLXPKs3seXVx0paQ0QgX5ixJZz1Zjkn8aWiisDgbbd2FFFFAgqOSCKUYkjVh7imTXcURxnc391eTVV5Z5+p8tPQda7cLga+Jf7uOnfoWk1q3YS5ttOX5WgQt/dQc1VNjHLjMKRIOyjk/U1bSNYx8o/GnV9ZhMkp0verPmf4FPEzWkWyJbeFY9gQba2tA8U694XmVtLvXMAPzW0p3IRx+XSsqivUrYOhVjyyiRTxFSm7pnuXhf4x6TqpjtdYQ6deHA3NzGx4HB7ck16RDPFcwrLBIkkbDKshyCK+Q3jWQYdQR71r6B4p17wvMraXeuYAfmtpTuQjj8ulfPYnJ6kPepe8vxPWo5hCWk9H+B9RXdnbX0DQXUCTRMMFXXIrmX8L6horGXw1fmKPqbG4y8J9l7r7Y4rL8B/FC08XXY0ye2NrqSoWK5BV8AZx+v5V6DXitNOzPRTvqjl7bxikMptdcsptNuwpPzDdE+ASdr9O3fFeI/Eu9vtQ8M+BfDdjG8jNo9vctGp++WQKPy2n86+jb6xt9RtJLa5jV43UqQRnqMV8sfEjU7vTtQ0S1jWW2uLTRItPkLptZgjuCQOcA4FC3B7FFfh9/Y2mLqXilrq2t3OBHZoJJB7nPA/+vTLfw/aXEEuqeD9UuZZLTDtBcKElx1yMdQOKwdG8T6jpF4konaaLcGeGU7lf6g/WtnXo1sZrLxd4fBt7SZxujVwfLlByRj0q3dCVmaU95/wleltrFnGINd08BrkqwXzUH8WPX1rC1SE3mmw+IoCA7TeVcqgx5b4BU/jz+RrWub+CCTS/F+nW0dvbzSfZ7yCIYUOBzx2yOelSxWC2niifQUZTYa1ErwdwN3zIRz1yMfjTTIaPc/hD4wPinwr5N1JvvrM7JM9WXsf6Vv6r4L06/m+1WxewvR0ntjtPYcjvxx+NeCfAfU5LD4if2ewOLuCWErnoyjf/wCyH86+n6zaszRO6OFuvEHiDwfbSTa7anUdPiUs13bAB1HclT9fyBqNNZ1rxzYodIsVsdMmAYXN4oLMOoIX8PyIroPG6hvAXiEEA/8AEsuTz/1zajwQoXwF4eAAH/Estjx/1zWkM8jsvBmneE/jr4d0m2LzQTWb3D+bzltkw/L5BXvQAAwBgV5Tr3/JyPhf/sGP/wCg3NerUAFFFFAHg/7Sf+o8O/8Abz/OGvn6voH9pP8A1Hh3/t5/nDXz9WkNiGFFFFWI7Lw2xX4b+NiCQf8AQRx/12NcbXo3gnQri/8AAfiuCVltI7r7J5c1xlU+WRief0rG+0eHPD3FvH/a14P+WkgxEv0Hfg/mKm4zM0vwvqWqL5ojEFsOs852qOvr7jFafn+HPD3FvH/a14P+WkgxEv0Hfg/mKxtU8Qalq7f6VcHyx0jT5VHTsPpWXTEejWfiHUdb+HHjD7ZNlYfsflIvCoGl5wPfFec12Phz/km3jb/tx/8ARxrjqEMKKKKYjsfDn/JNvG3/AG4/+jjXHV2Phz/km3jb/tx/9HGuOpIAoopVVnYKoJJ6ACmAlKqs7BVBJPQAV1GneCL6azuNQ1NjYWNsqvKzrl8McDC+59cU1vEVjpKmLw/ZCKTobyfDyn3Xsv4c0rgRW3hSSKEXWtXKabbEZAkGZXH+ynX88CpW8RWOkqYvD9kIpOhvJ8PKfdey/hzXPXN3cXkzTXMzyyMclnOTUNFgLEt/dz3X2qW4kefOd5bJzXr3w++Nt5pbw6d4gc3NnkKLhjl4xjH4jpXjNFDVxpn3dpup2Wr2SXmn3Mdxbv8AddDkVbr408GfEPWvBt2rWk7SWu4F7Zz8jf4V9O+CviFo/jKxjNvOkd9tzLbE/MD3x6ismrFJ3OuooopDCiiigAooooAKKKKACiiigAooooAKKKKACszVNA0/VgGuIds6/cnj+V1POCD7E5rTooA5fb4h0D7p/tawXseJ0X/2bAH1JNael+IdP1UmOGXy7heHt5RtdTxkY74JxxWrWZqmgafqwDXEO2dfuTx/K6nnBB9ic0AaZAIwRkVyut+AdI1eYXUKtY3ykFbi2O1sgqecdfuinbfEOgfdP9rWC9jxOi/+zYA+pJrT0vxDp+qkxwy+XcLw9vKNrqeMjHfBOOKAOPTUvGHg/bFqlv8A21pq4X7TCP3qj5Rkjv1Y1x178NPB3j3dd+HdTFjdP8z28i5wSM425BH3hXuxAIwRkVyut+AdI1eYXUKtY3ykFbi2O1sgqecdfuigDw6f9nfxMkzLBd6fJGD8rNKykj6bTWxpX7PK2qi61/WoY4kyXSIcAc/xH/CuxvNe8YeCJbHTr9YNVivp0s7W6YlWWRgAu4d+Q1dDB4RvNWmW68S373BzuW0iO2JO+PfqR7igDN0nUdP0OzOh+CdLe6IY7pjkRq3TJbvjj8K0oPCN5q0y3XiW/e4Ody2kR2xJ3x79SPcV1VpZ21jAsFrCkMSjAVBgU+aeK3iaWaRY41GSzHAFADLSztrGBYLWFIYlGAqDAp808VvE0s0ixxqMlmOAKwG8R3GpsYvD1kbpehvJiUgHuD1f2wMe4p8PhdbmVbnXbptSnByI2G2BD/sx9OvQtkj1oAY3iO41NjF4esjdL0N5MSkA9wer+2Bj3FPh8Lrcyrc67dNqU4ORGw2wIf8AZj6dehbJHrW+qqihVACjoAKWgBFVUUKoAUdABS0UUAFFFFAHAfFa2ivbLwvaXCB4J/EVpFIh6MrBwQfwou/h9caTK154Q1F9OlAJ+ysd0Lfe4x25b9Kb8WbyLT7Dwxe3DbYbfxDayyN6Kock/kK7TTNX0/WbVbnT7uK4iYZyjZx9fTrQBx1t8QLnSLj7H4t02SxfJAuoxuhb73Oe3C/rXb2l5bX0AntZ45oj0ZGyKLuytr+3eC7gjmicEFXXINcRe+ALnS55L7wlqUlhOcsbZzuhc/MenblqAO+orgbb4gXOkXH2Pxbpsli+SBdRjdC33uc9uF/Wu3tLy2voBPazxzRHoyNkUAT0UUUAFFFFABRRRQAUUUUAFFFFABRXN+IfHOh+HFK3V0JLjtBD8zHp+XWvJvEHxN1zW90Vof7OtD2jOZG6dT271MpqO5jUrQpr3mes+IfHOh+HFK3V0JLjtBD8zHp+XWvJvEHxN1zW90Vof7OtD2jOZG6dT271xgX5ixJZz1Zjkn8aWueVZvY8urjpS0hohAvzFiSznqzHJP40tFFYHA227sKKKKBBRUE13FEcZ3N/dXk1VeWefqfLT0HWu3DYGviX+7jp36Fcul3oWpruKI4zub+6vJqq8s8/U+WnoOtCRrGPlH406vq8JkVGl71X3n+AnUS+FDUjWMfKPxp1FFe9GKirRVkZNtu7CiiiqEFFRSXCRnGdzegpojnn+8fKT0HWsZVknyx1fkaKm7Xloh0lwkZxnc3oKaI55/vHyk9B1qeK3jiHyrz6mnSSpEu52Cj3qHCUleq7Lsv1f/DAppO0Fd/10Oi+GMKW/wAVNAEfG8XAb3/cvX01XzV8N3jt/Hmm6tfpNa2NukojnkiYJI7LswDjH8RP4V9IwzxXMKywSJJGwyrIcgivjsfKnLESdPby9D6LCqaopT3JK8B/aL0BzLpmuxJldhtpiO2CWX/0Jvyr36snxLoFr4m0G50q8GY5hwe6kdDXGnY6T4crsPBkovtM17QZQX+02Mk1uvP+tjUsMfXmoPGvgjUfB+rvbXEbNATmKUDhhWl4F0bUrC9uNaeJrTyLWT7NLcLsUyONgPPUDcT/AJwdG00QtzP0MvN8NPE8bAGOC4tJUz/CzMykj3wBVy/v/I0DwPrKtuubdpYmOecQyhkH5OKztSv7TS/DreH9PmScyyiW7uY87ZCBwo9QDz+NW59JnutD8J6RApa8uJLi5MfdQ7Iq/TiPP40lohvU7n4T6Q198Z9U1O3U/YrOe6kR8HBDFkUfk+fwr6PrA8J+E9P8JaX9jsUILHdI5OSzYAP8q36hlGF41/5EPxF/2DLn/wBFNR4K/wCRD8O/9gy2/wDRS0eNf+RD8Rf9gy5/9FNR4K/5EPw7/wBgy2/9FLSA4bXv+TkfC/8A2DH/APQbmvVq8p17/k5Hwv8A9gx//QbmvVqACiiigDwf9pP/AFHh3/t5/nDXz9X0J8e/s+s6j4e02C9t0lQXPmM8gCx5EZGT2ztNeUfaPDnh7i3j/ta8H/LSQYiX6DvwfzFaRehLMzS/C+paovmiMQWw6zznao6+vuMVp/aPDnh7i3j/ALWvB/y0kGIl+g78H8xWNqniDUtXb/Srg+WOkafKo6dh9Ky6ok9Gs/EOo638OPGH2ybKw/Y/KReFQNLzge+K85rsfDn/ACTbxt/24/8Ao41x1CGFFFFMR2Phz/km3jb/ALcf/Rxrjq7Hw5/yTbxt/wBuP/o41x1JAFFFKqs7BVBJPQAUwOw8Of8AJNvG3/bj/wCjjXHqrOwVQST0AFeg6Bp8Wl+B/EVtrs32D+0lgNurj528tmf7vXnjr61iN4isdJUxeH7IRSdDeT4eU+69l/DmkMitvCkkUIutauU022IyBIMyuP8AZTr+eBUreIrHSVMXh+yEUnQ3k+HlPuvZfw5rnrm7uLyZprmZ5ZGOSznJqGiwjuNFu7i8+HfjiW4meV2NiSzHPJmNcPXY+HP+SbeNv+3H/wBHGuOoQwooopiCiiigAqzY6hdabcpcWkzxSqchkODVaprWzub6dYLWCSaVjgIi5JoA+nfhF8Tbnxk8ukahEovLW383zVP+sUMFOff5hXq1fO3wI0e40fx/eR3Txec+lyExo4YoPNi646H2r6JrF7loKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKzNU0DT9WAa4h2zr9yeP5XU84IPsTmtOigDl9viHQPun+1rBex4nRf/ZsAfUk1p6X4h0/VSY4ZfLuF4e3lG11PGRjvgnHFatZmqaBp+rANcQ7Z1+5PH8rqecEH2JzQBzHxL/5k/8A7Gay/wDZ67aaeK3iaWaRY41GSzHAFee+JPBvivUn0uGz1eyltNPvor2JrsOJAyZ2glfvDkeh5PNdQvhiK6ujc6xcyai4bdHFJxDHzkYQcEj1OTQBE3iO41NjF4esjdL0N5MSkA9wer+2Bj3FPh8Lrcyrc67dNqU4ORGw2wIf9mPp16Fsketb6qqKFUAKOgApaAEVVRQqgBR0AFLRRQAUUUUAFFFFABRRRQB5P+0J/wAk+tP+wkn/AKKlr530LxTrHhy6W4029lhZTnAbg9Oo/Cvof9oX/kn1p/2Ek/8ARUtfL9XFXRLPonwf8fbe58u18RQeU/C/aIxx2GSPzNex6Zq+n6zarc6fdxXETDOUbOPr6da+E62dC8U6x4culuNNvZYWU5wG4PTqPwocewJn2zd2Vtf27wXcEc0Tggq65BriL3wBc6XPJfeEtSksJzljbOd0Ln5j07ctXG+D/j7b3Pl2viKDyn4X7RGOOwyR+Zr2PTNX0/WbVbnT7uK4iYZyjZx9fTrUFHHW3xAudIuPsfi3TZLF8kC6jG6Fvvc57cL+tdvaXltfQCe1njmiPRkbIou7K2v7d4LuCOaJwQVdcg1xF74AudLnkvvCWpSWE5yxtnO6Fz8x6duWoA76iuBtviBc6RcfY/FumyWL5IF1GN0Lfe5z24X9a7e0vLa+gE9rPHNEejI2RQBPRRRQAUVk+I/ENn4Y0aTU74t5SMFCrjLE9AK8X174n63rymOyYafZt2jOXYcHk9u9TKSjuZVa0KavJnrXiHxzofhxSt1dCS47QQ/Mx6fl1rybxB8Tdc1vdFaH+zrQ9ozmRunU9u9cYF+YsSWc9WY5J/GlrnlWb2PKq46UtIaIQL8xYks56sxyT+NLRRWBwNtu7CiiigQUVBNdxRHGdzf3V5NVXlnn6ny09B1rtw2Br4l/u46d+hXLpd6Fqa7iiOM7m/uryaqvLPP1Plp6DrQkaxj5R+NOr6vCZFRpe9V95/gJ1EvhQ1I1jHyj8adRRXvRioq0VZGTbbuwoooqhBRUUlwkZxnc3oKaI55/vHyk9B1rGVZJ8sdX5Gipu15aIdJcJGcZ3N6CmiOef7x8pPQdanit44h8q8+pp0kqRLudgo96hwlJXquy7L9X/wAMCmk7QV3/AF0GxW8cQ+VefU06SVIl3OwUe9auheF9f8USBdLsWWDvczDag69PXpXrnhn4OaRpbLc6u51K7HPz/cXr0H4/pXm181o0VyUVd/gdtLAVKj5qjt+Z5HoXhfX/ABRIF0uxZYO9zMNqDr09eleueGfg5pGlstzq7nUrsc/P9xevQfj+lekRQxQRiOGNY0HRVGAKfXz2IxlbEP33p26Hr0cPTpL3UVZdNsp7M2ktrE1uQR5ZQY59q5ibwjeaTM114av3tznc1pKd0T98e3QD2FdjRXIbnI2njNrSdbPxFZPp9wTtE2MxOemQe2Tk/QV1UM8VzCssEiSRsMqyHIIpl3Z219A0F1Ck0TDBVxkVys3hG80mZrrw1fvbnO5rSU7on749ugHsKAOh1nRLDXrCSyv4FlicYORyPpXhXjb4L+JJJxJpF69/aooVIZZsOoHYA8V6vaeM2tJ1s/EVk+n3BO0TYzE56ZB7ZOT9BXVQzxXMKywSJJGwyrIcgimnYD5S0v4IeNL25CXNglmg6vNKuP8Ax0mvbNB+E2m2SifWJjqF4IvKRyNoiUZxsx0xmvRaKG2xWOR+weI/DvOnXP8Aa1iv/LtdNiVB/sv3/Hr61o6V4s03U5vsrl7O+H3rW6Gxx647N9Rmt2s7VdC03WofLvrVJMcq+MMp7EHqKQyn41/5EPxF/wBgy5/9FNR4K/5EPw7/ANgy2/8ARS1z+t+HvEtt4e1TTNMvhqNpd2ksCxXZzLHuUgbX79e/r7VVsNM8b3PgWw0yF4dGntbOODDYkd9ilcZHC5AU5/8A10AZ2uOr/tJeGdpB26a6nHY7bjj9a9Yrwi/ux4Z8feEbifRbwX1vHdC4Ct5zz7lYDax5bGSf+Be9ehfZvFPibm6l/saxP/LKI5lb6ntyPyNAGvrHi7S9IfyWka5uj0t7cb3PT06cHNZH2bxT4m5upf7GsT/yyiOZW+p7cj8jW9o/hrS9ET/RLZfMPWV/mc9e5+ta9AHzh8d/DWm+HrfQ/wCz4djzifzZCctJtMeMnvjcRXitfQP7Sf8AqPDv/bz/ADhr5+rSGxDCiiirEdj4c/5Jt42/7cf/AEca46ux8Of8k28bf9uP/o41x1JAFFFKqs7BVBJPQAUwOw8Of8k28bf9uP8A6ONceqs7BVBJPQAV6DoGnxaX4H8RW2uzfYP7SWA26uPnby2Z/u9eeOvrWI3iKx0lTF4fshFJ0N5Ph5T7r2X8OaQyK28KSRQi61q5TTbYjIEgzK4/2U6/ngVK3iKx0lTF4fshFJ0N5Ph5T7r2X8Oa565u7i8maa5meWRjks5yahosImubu4vJmmuZnlkY5LOcmoaKKYBRRRQB2Phz/km3jb/tx/8ARxrjq7Hw5/yTbxt/24/+jjXHUkAUUVNa2dzfTrBawSTSscBEXJNMCGprWzub6dYLWCSaVjgIi5JroV8PWGkqJdfvgsnUWdqQ0h+rdF/X6VDdeKpUga00e3j061IwfK/1jj/abqfpSuBMvh6w0lRLr98Fk6iztSGkP1bov6/SobrxVKkDWmj28enWpGD5X+scf7TdT9K59mZ2LMxZjySTSpG8jhEUsxOAAM5oA9f/AGdWZ/H2pMzFmOmOSSf+msdfTFeCfATwdrWk61d63f2clvaT2RhiMgwWJdGzjrjAr3uspblrYKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyb9oX/kn1p/2Ek/8ARUtfL9fUH7Qv/JPrT/sJJ/6Klr5frSBMgoooqyQrZ0LxTrHhy6W4029lhZTnAbg9Oo/Csaik1cD6J8H/AB9t7ny7XxFB5T8L9ojHHYZI/M17Hpmr6frNqtzp93FcRMM5Rs4+vp1r4TrZ0LxTrHhy6W4029lhZTnAbg9Oo/CocexSZ9s3dlbX9u8F3BHNE4IKuuQa4i98AXOlzyX3hLUpLCc5Y2zndC5+Y9O3LVx/g348w3arbeILfy2UDdcxDjqBkj6mvYdM1fT9ZtVudPu4riJhnKNnH19OtQUcdbfEC50i4+x+LdNksXyQLqMboW+9zntwv6129peW19AJ7WeOaI9GRsii7sra/t3gu4I5onBBV1yDXEXvgC50ueS+8JalJYTnLG2c7oXPzHp25agCr8aAG8Laah5VtSUMPUeTMf6V4e9k0RL2shXvsPQ13/xN8Ua2+iWWn6zokkFxb3vntcR8xSKFkQY9Dhs1wlrqFvdj924Df3T1rmrc17o8rGqakpJaWIluzG2y5Qxt/e7GrKsGAKkEHuKkdFkUq6gg9jVN7JoiXtZCvfYehrDRnn+5Lyf4FmiqT35txi5iZW6AjoaiM01yAd3lxnsvU114bBVsTLlpoTpuOstEW5ruKI4zub+6vJqq8s8/U+WnoOtCRrGPlH406vrMJkVGl71X3n+BDqJfChqRrGPlH406iivejFRVoqyMm23dhRRRVCCiopLhIzjO5vQU0Rzz/ePlJ6DrWMqyT5Y6vyNFTdry0Q6S4SM4zub0FNEc8/3j5Seg61PFbxxD5V59T1p0kqRLudgo96hwlJXquy7L9X/wwKaTtBXf9dBsVvHEPlXn1PWnSSpEu52Cj3rV0Lwvr/iiQLpdiywd7mYbUHXp69K9c8M/BzSNLZbnV3OpXY5+f7i9eg/H9K82vmtGiuSirv8AA7aWAqVHzVHb8zyPQvC+v+KJAul2LLB3uZhtQdenr0r1zwz8HNI0tludXc6ldjn5/uL16D8f0r0iKGKCMRwxrGg6KowBT6+exGMrYh++9O3Q9ejh6dJe6hkUMUEYjhjWNB0VRgCn0UVyG4UUUUAFFFFABRRRQBBd2dtfQNBdQpNEwwVcZFcrN4RvNJma68NX725zua0lO6J++PboB7CuxooA5G08ZtaTrZ+IrJ9PuCdomxmJz0yD2ycn6CuqhniuYVlgkSSNhlWQ5BFMu7O2voGguoUmiYYKuMiuVm8I3mkzNdeGr97c53NaSndE/fHt0A9hQB2NFcjaeM2tJ1s/EVk+n3BO0TYzE56ZB7ZOT9BXVQzxXMKywSJJGwyrIcgigCSiiigDhPFSI3xW8AkqCT/aGePSEYru64bxT/yVXwD/ANxH/wBELXc0AFFFFAHg/wC0n/qPDv8A28/zhr5+r6B/aT/1Hh3/ALef5w18/VpDYhhRRSqrOwVQST0AFWI7Dw5/yTbxt/24/wDo41x6qzsFUEk9ABXoOgafFpfgfxFba7N9g/tJYDbq4+dvLZn+71546+tYjeIrHSVMXh+yEUnQ3k+HlPuvZfw5pDIrbwpJFCLrWrlNNtiMgSDMrj/ZTr+eBUreIrHSVMXh+yEUnQ3k+HlPuvZfw5rnrm7uLyZprmZ5ZGOSznJqGiwia5u7i8maa5meWRjks5yahoopgFFFFABRRRQAUUVNa2dzfTrBawSTSscBEXJNAHV+HP8Akm3jb/tx/wDRxrlLWzub6dYLWCSaVjgIi5Jr0nw9osWkeA/Fy6w6lXS2MkcMgZkIdioPockf/rrkbrxVKkDWmj28enWpGD5X+scf7TdT9KlDJl8PWGkqJdfvgsnUWdqQ0h+rdF/X6VDdeKpUga00e3j061IwfK/1jj/abqfpXPszOxZmLMeSSaVI3kcIilmJwABnNMQjMzsWZizHkkmlSN5HCIpZicAAZzXo3hD4M+IvEpjuLmP+z7FsHzZhhmHH3V6ng1714S+FnhvwmiSRWourxQM3E43EHjoOg5FS5IaR4L4Q+DPiLxKY7i5j/s+xbB82YYZhx91ep4Ne9eEvhZ4b8JokkVqLq8UDNxONxB46DoORXbgADA4FFQ22VYAABgcCiiikMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPJv2hf+SfWn/YST/0VLXy/X1N8e4DdeCdOt1ZFaXVYkDOcKCY5RknsK+bdU8P6jpBBuYCYjys0fzIw5xz+FaQJkZdFFFWSFFFFABRRRQBr6OitpmvsygslgrKT2P2mAZH4Ej8adoXinWPDl0txpt7LCynOA3B6dR+FXPCGnSarFr9lCR5kmm5XJxki4hOP0rEvtOvNNnMN5bvE4/vDg/Q9+lLRjPf/AAf8fbe58u18RQeU/C/aIxx2GSPzNex6Zq+n6zarc6fdxXETDOUbOPr6da+E62dC8U6x4culuNNvZYWU5wG4PTqPwqHHsNM+2buytr+3e3u4I5onGCrrkGvKvFfwP06/Ml3oMxsrk5byjyhPJ/DtWX4P+Ptvc+Xa+IoPKfhftEY47DJH5mvY9M1fT9ZtVudPu4riJhnKNnH19OtRYo+WNW0rxF4RuDDq9lIYgcCUDKnr0P4UWuoW92P3bgN/dPWvq27sra/t3t7uCOaJxgq65BryrxX8D9OvzJd6DMbK5OW8o8oTyfw7VlKlFnHVwdOeq0Z5JqKK/wBnDAEeb/7K1UmtWQ7oH2/7J6VZ1/RfEPha5jh1m1cRJIdko5V+GHB+mahgvIbgfI2D6GvpclVL2LpzfvX06PoeXXo1qKXVfgRi4KHbMpQ+vY1MCGGQcipWRXGGAI96qtash3QPt/2T0r3/AN7T/vL8f+Ccl4S8n+BNRVY3LRnbLE27/ZGQacI55/vHyk9B1o+sRekE2+3+fYfsmtZOyHSXCRnGdzegpojnn+8fKT0HWp4reOIfKvPqadJKkS7nYKPek4Skr1XZdl+r/wCGEppO0Fd/10GxW8cQ+VefU06SVIl3OwUe9auheF9f8USBdLsWWDvczDag69PXpXrnhn4OaRpbLc6u51K7HPz/AHF69B+P6V5tfNaNFclFXf4HbSwFSo+ao7fmeR6F4X1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200	adjacency	You are a specialized LEGO 3D adjacency analyzer. You will be provided with an image containing 3D LEGO objects. Your goal is to determine whether two LEGO objects are directly touching (adjoining) or not (separated) based on their positions in 3D space. Your answers should be based solely on the provided LEGO 3D data, without any additional assumptions. Keep your responses clear, direct, and focused on the question. Please respond with only the letter corresponding to your choice (A or B).\n\nAre the LEGO pieces pointed to by the two red arrows adjoining or separated?\n\nHere is the 3D LEGO scene:<image 1>	['adjacency/502614_1.png']	B	Adjoining	Separated	null	null	null	multiple-choice	['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