Datasets:
AIDC-AI
/
Parrot-dataset

Dataset card Data Studio Files Community
2
index
int64
1
3M
question
stringlengths
5
406
hint
stringclasses
580 values
A
stringlengths
1
460
B
stringlengths
1
460
C
stringlengths
1
460
⌀
D
stringlengths
1
460
⌀
answer
stringclasses
4 values
category
stringclasses
20 values
image
stringlengths
1.46k
109k
source
stringclasses
565 values
l2-category
stringclasses
6 values
comment
stringclasses
176 values
split
stringclasses
1 value
2,000,282
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала.
Магнитная сила слабее в паре 2.
Магнитная сила слабее в паре 1.
Сила магнитной силы одинакова в обеих парах.
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,284
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала, но некоторые из них имеют разные размеры и формы.
Величина магнитной силы одинакова в обеих парах.
Величина магнитной силы больше в Паре 1.
Величина магнитной силы больше в Паре 2.
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,285
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала, но некоторые из них имеют разную форму.
Величина магнитной силы больше в Паре 1.
Величина магнитной силы больше в Паре 2.
Величина магнитной силы одинакова в обеих парах.
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,288
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала, но некоторые из них имеют разные размеры.
Величина магнитной силы одинакова в обеих парах.
Величина магнитной силы больше в Паре 2.
Величина магнитной силы больше в Паре 1.
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,289
Какое общее свойство имеют эти три объекта?
Выберите лучший ответ.
гладкий
гибкий
синий
null
A
function_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,290
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала, но некоторые из них имеют разные размеры.
Величина магнитной силы одинакова в обеих парах.
Величина магнитной силы меньше в Паре 1.
Величина магнитной силы меньше в Паре 2.
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,292
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала, но некоторые из них имеют разную форму.
Величина магнитной силы меньше в Паре 1.
Величина магнитной силы одинакова в обеих парах.
Величина магнитной силы меньше в Паре 2.
null
A
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,294
Подумайте о магнитной силе между магнитами в каждой паре. Какое из следующих утверждений верно?
На изображениях ниже показаны две пары магнитов. Магниты в разных парах не влияют друг на друга. Все показанные магниты изготовлены из одного и того же материала.
Магнитная сила сильнее в паре 2.
Сила магнитной силы одинакова в обеих парах.
Магнитная сила сильнее в Паре 1.
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,300
Сравните средние кинетические энергии частиц в каждом образце. Какой образец имеет более высокую температуру?
На диаграммах ниже показаны два чистых образца газа в идентичных закрытых жестких контейнерах. Каждый цветной шарик представляет собой одну частицу газа. Оба образца содержат одинаковое количество частиц.
Ни то, ни другое; Образцы имеют одинаковую температуру
образец Б
образец А
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,304
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null
гидразин
четыреххлористый углерод
хлор
null
C
physical_property_reasoning
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iTqRkJhsrZY+wZmY/mMfyrb0Hx/aalcJa3sX2W4c4Q7so59M9j9a81bGKpzdOuPcV5NLMKyldu54lHNK6neTuj6J4xSivL9N+Luh6fpsFprEt19uiQCUpCWB9Dn3FW/+F1+EP+et7/4DH/GvoYSUoqS6n1MJqcVJdT0WmsQqkk4Feef8Lr8If89b3/wGP+NUNW+J+j6/pstho0tyLhwA5kiKYTvg+vb8amrUVODm+hFaqqVNzfQ29Z+IMNtK8GmwC4ZTgys2Ez7Y5P6VlQ/ErUI5AbqxgePuI2ZW/XIrj1AxjpUcuMV8/LMK0pXTsfLyzTESnzKVvI9u0PXbLXrT7RZuTg4ZG4ZD6EVqZrw/whqkmmeKrPax8u5byJF7EHp+Rr28HNe1hK/tqd3ufQ4LE/WKXM91uOooorqOwSq19/x6P+H8xVmq19/x6P8Ah/MVUfiRE/gfoFn92X/ro1WarWf3Zf8Aro1WaUtwh8KFooopFhRRRQB498W9Olh1a01QKTBLF5DN/ddSSPzB/Q150ZOK+jPE66cPDV++qxLJZRQNJIp9FGeD2PpXzp4N0m/8Zaw+nW3lwFIjK8r5IQZ4Bx9cV72X5lCFJU6mljx8ZgZzm5w1uV5ZBiu80L4OQa/otvqeo6heWk1wu4RRquAn8J5Gckc/jXS6B8JbLT7lLrVrr7a6HKxKu2PPv3b6V6UAAMDpXNmOOjWtCGxtgsJKk+aZ5F/woPSf+g5qP/fEf+FcHqdhNo2q3OnXAIkt3KZI+8OzfiMGvpquX8V+CdO8UIryloLtBtSeMc49CO4rLL8Z9Wm+bZmuNwzrxXLujw3TNLvtd1COxsFXzG5eR/uxL3Y+v07mvQ0+GOmR26eddXUswwS4YKCf93FaPhrwZP4PmuZri6iuFuNqoyIVKgZPOa6KW4Xb1rXG5hUnUfs5e6RhMFCMP3kdTW0++jukMYXZJGACue3qKv1y2iM0utMU+6sR3H6niupryj0AooooAKO1FHagCrZf8ecf0P8AOrFV7L/jzj+h/nViql8TIh8C9CvY/wDHon4/zNWKr2P/AB6J+P8AM1YpS3YQ+Fegvag0Vzni7Xm0XSswkfaZjsjz29T+FZ1Kipxc5bIVWpGlBzlsjQv9c03TR/pl7FEx6KTk/kOagtPFOi30oig1CJpDwFOVJ+ma8dld55WlmdpJHOWdjkk1WlUV4zzWXNpFWPBedyctIqx9CAgjg0teMad8VV8M2TWepwXF44GYCpGcejE1h6t8ctduyY9NtLayU8AkGV/8K9ilUVSCmup7tCqq1NTXU9k8Z6nJo/hS/u4Ttl2BIz6FjjP618+5zyTknkk96nt0+IHi65WaeLVLy3zuPmApHj2HAqpuKkqwIYHBBHQ1oajm6Vf8M6tLoviexvImIHmhJBn7yE4INYN3qcVtKI2DE9yO1XtP0i/8Q3ZsdLiEtwyFgCcAADqT2oA+odykZBBHtXDeIPHn2a4e10tFd0O15n5UH0A7/WvFZ7H4h+D4mLHVbS3AwWSQvH6epFWfC+o31/FP9sGQhAVyuCT3FcOOqThTvTdu/c83M6tWnSvTdu/f5Hejxz4gjfcbuNh/dMS4rsfC/jWHW5PslyogvAMhc/K49vf2ry2QjFQRXUlldw3ULFZIXDqR6g15eHxtWMved0eNhMwrRmuaTa8z6JoqG3lE1tDKBgSIGx9Rmpq+iPqxO9RXP/HvJ/un+VS96iuf+PeT/dP8qa3Jl8LC3/49ov8AdH8qJ/8Aj3k/3T/Ki3/49ov90fyon/495P8AdP8AKjqL7PyC2/494/8AdH8ql71Fbf8AHvH/ALo/lUveh7jj8KFooopFEbDchX1FeEanbSaZq93aSgho5WxnupOQfyr3rFc14n8I2viFFkDmC7QYSVRnj0YdxXFjcM68Fy7o87McI8RTXLujx5pOKqzygA11k/w48RRyFY/ssqZ4cS4/Qit7w78NVs7qO81iVJ5EO5IUX5AfViev0ry6eBquVmrHjUstrSlZxsYenfBvT9a0+DUdSvb+C6mQO8URQKvp1UnpVv8A4ULoH/QV1T/vqP8A+Jr1bAAApa9+EVCKiuh9PTgoQUV0PKP+FC6B/wBBXVP++o//AImqWp/Cux8K6dNqem3d7cyIAJEmKkBM8kYA6V7JUciJKhR1BUjBBGQRU1aaqQcH1Jr0lVpuD6nz8JeKjeT3rvdc+GspmebR50CMc+RKSNv+63p9ax7f4a6/PKFne2gj7vu3foK8B4GtGVrHzEstrxlbluZfhKxk1PxZYpGCUhk86Q+ir/8AXxXu4GBj0rC8NeF7Lw3aGODMk0nMkzj5nP8AQe1b2etezhKDows92e/gcM6FO0t2LRRRXUdolVr7/j0f8P5irNVr7/j0f8P5iqj8SIn8D9As/uy/9dGqzVaz+7L/ANdGqzSluEPhQtFFFIsKinmEELSHnHQepqWqeoo72TbASykNgd8UAZV/EupWskF6qzQSjDxMMqR6EVj+FtD0fwzq9wbCzWA32FYhiQCM4AB6A1oG8Up1qvZh73WIFjBKxtvc+gFAHY0UUUAFFFFAEU8EdzE0Uq5U1iyeHHd/lvmCehQE/nW/RQBT0/ToNOhMcIJJOWdurH3q5RRQAUUUUAFHaijtQBVsv+POP6H+dWKr2X/HnH9D/OrFVL4mRD4F6Fex/wCPRPx/masVXsf+PRPx/masUpbsIfCvQUnArzn4mhxLp8nPl/OPx4r0UmsbxHoUevaU9qzBJR80b/3W/wAK5sTSdWk4rcwxlF1qEoR3PGN4xUUj1NqWnX+jztDe2zxkHhsZVvcGqMSXF7KIbWCSaRjgKik1857GSlZrU+S9hJS5WtSzovhyy8UeJ7K0vo3eAbmkCMVyoBPUe+K9n0jwb4e0QAafpFrEw/jKBm/M81j+BPCL6HBJe3wH26dQNo58tfT6nvXagcHmvocHTlTpJSPqsDSnSoqM/wDhhQABgDArhfFHw10/X7l720laxvH5cquUc+pHr7iu6qte3KWVnNcP92NC5/AV0t2V2djaSuz5z8Z/DjUtEe1k+021y0xK7YyVKgdyD2rtPAmuaX4V0KK2uLF/tzZ+0XEYDb+eOvOMY4rKvr+bVL2S8uHJZzkA/wAI7AVVcDFeFVzObl7miPm62cVHP93oj1q6ubHxb4bu4NPnV3ZOFzgqw5AI7dK8fO6B2idSjoSGUjBBqxp2q3GialFe2zEFD869nXuDXp2teENM8Twx38Ltb3EqBxLGOHBGRuHf61covGR5l8S/EuaeYw5o6Sjv5o8meWn6ZYS61q9vYwKWaRxuI/hXuT+FdovwqumkxLqqCPP8MfNdr4e8L2HhyBhaoWmcfPM/LN/gPalQwFTm99WROGyyq5r2isjaijWKFEXhVUKPoKkoor3D6QTvUVz/AMe8n+6f5VL3qK5/495P90/yprcmXwsLf/j2i/3R/Kif/j3k/wB0/wAqLf8A49ov90fyon/495P90/yo6i+z8gtv+PeP/dH8ql71Fbf8e8f+6P5VL3oe44/ChaKKKRQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJVa+/wCPR/w/mKs1Wvv+PR/w/mKqPxIifwP0Cz+7L/10arNVrP7sv/XRqs0pbhD4ULRRRSLCiiigDOuNFsbmQu8OGPXaxXP5VZtbO3s4/Lt4lRe+O/1qxRQAUUUUAFFFFABRRRQAUUUUAFFFFABR2oo7UAVbL/jzj+h/nViq9l/x5x/Q/wA6sVUviZEPgXoV7H/j0T8f5mrFV7H/AI9E/H+ZqxSluwh8K9B1FFFIsikhjlXbIisPRhkU2O1ggH7qGNP9xQKmopWJshaKKKZQlZfiC3e60G9hjGXeFgB+FalIQCCDUyXMmiZx5ouL6nz4kmFwaHkyK7bxT4EuhcyX2kKsiSHc8GcFT32+o9q406LrTSeWNKu93THlmvm6mEqQlax8hVwNWnO1jOnYkbVGSeAB3r6A0S2e00OxtpPvxQIrfUAVwXhH4f3Ed3HqWsBV8s7orfOTnsW/wr00AAAV6uAw8qacpdT3MswsqUXKatcdRRRXonqhRRRQAneorn/j3k/3T/Kpe9RXP/HvJ/un+VNbky+Fhb/8e0X+6P5UT/8AHvJ/un+VFv8A8e0X+6P5UT/8e8n+6f5UdRfZ+QW3/HvH/uj+VS96itv+PeP/AHR/Kpe9D3HH4ULRRRSKCiiigAooooAKKKKACiiigAooooAKKKKACiiigBKrX3/Ho/4fzFWarX3/AB6P+H8xVR+JET+B+gWf3Zf+ujVZqtZ/dl/66NVmlLcIfChaKKKRYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFHaijtQBVsv+POP6H+dWKr2X/HnH9D/OrFVL4mRD4F6Fex/wCPRPx/masVXsf+PRPx/masUpbsIfCvQdRRRSLCiiigAooooAKKKKACkwPQUtFABRRRQAUUUUAFFFFACd6iuf8Aj3k/3T/Kpe9RXP8Ax7yf7p/lTW5MvhYW/wDx7Rf7o/lRP/x7yf7p/lRb/wDHtF/uj+VE/wDx7yf7p/lR1F9n5Bbf8e8f+6P5VL3qK2/494/90fyqXvQ9xx+FC0UUUigooooAKKKKACiiigAooooAKKKKACiiigAooooASq19/wAej/h/MVZqtff8ej/h/MVUfiRE/gfoFn92X/ro1WarWf3Zf+ujVZpS3CHwoWiiikWFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABR2oo7UAVbL/AI84/of51YqvZf8AHnH9D/OrFVL4mRD4F6Fex/49E/H+ZqxVex/49E/H+ZqxSluwh8K9B1FFFIsKKKKACiiigAooooAKKKKACiiigAooooAKKKKAE71Fc/8AHvJ/un+VS96iuf8Aj3k/3T/KmtyZfCwt/wDj2i/3R/Kif/j3k/3T/Ki3/wCPaL/dH8qJ/wDj3k/3T/KjqL7PyC2/494/90fyqXvUVt/x7x/7o/lUveh7jj8KFooopFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlVr7/j0f8P5irNVr7/j0f8P5iqj8SIn8D9As/uy/9dGqzVaz+7L/ANdGqzSluEPhQtFFFIsKKKKAM7TdWttVkvktvMzZ3LWsu9cfOoBOPUfMK0a8c1XS7RvD/j3WmVv7QstTlktZw5BgZVjIKY6HPX16HitTXIprXXdR8MQl1i8RyRXEJGcIMgXOPT5VU/8AAjQB3+s6tbaFo13ql5v+z2sZlk8tctgegq+DkA+teIeJYdIfwx45n1GRU1e3upLe23SESJCAojRRn7hXr2OTmui2W9nrHj3XZreS5uLIqIVEhUoDbJu2kfdJ4yRzxQB6dUF1P9ltZZ/Klm8tS3lxLudvYDua8k0T7Do3iuzhuLvSV0+90e4kvI7SN0iIGxv3jvI3mNtLc4BwTnrTbXS9Jfwz4m8S2Fva2Iu9PkjsrO3wpjthyJHUfxucH2GB60AewRv5kSvtZdwB2sMEex96kryeLSbLVtR8StfReeINItWiVySI38gneo7NwOevFZiSXWtXcH9rQWF6g0CymtjqOotbBC6MZJUwjbn3AZbgjA9aAPa6KxPCgux4V00Xt3Fd3IgUPPE5dZPQhiBnjHOK26ACiiigAo7UUdqAKtl/x5x/Q/zqxVey/wCPOP6H+dWKqXxMiHwL0K9j/wAeifj/ADNWKr2P/Hon4/zNYHj+4urXwPqkto8iSKi7nizuWMuokIxyMIWOaUt2EPhXodTRXl+rP4Z0XRdVj0BxJ58FuktvDcutuokk2LKzKeDyd2CCQOfWudvv+JZB4y0m3vrHyV0uKZU0+FoYVk34JVTI+WHGSD6ZFIs9hbVrZdfj0Y7/ALVJavdL8vy7FZVPPrlxWjXlt7ofh638eaNpt9HFHYNo9w3lSyELNIZYyd5J+bu3PcA1m6MYNQl0DT9XlMvh0zX4tRcOfKm2SYiDEn5gF3bc+lAHslFeOaXbxajrWh6fIz3Gjrq+pxWiFyySW6x5Vc5+ZA2QO2BjpXaeBUW3i12ziG22tNXmigjzxEmxG2r6DLHj3oA6W1vba9877PKJPJlaGTH8Lr1H4UXl5bafB9ouZVij3Km4+pOAPzNeMzW1vZWt9DY2tmiT+KZIb+MzfZ1eEbzGkjqpKxlsdsHOO9TappkI0DVI7uPSRpsep2TRWVrdG5jtCWAk5ZF2hgQcAY6+tAHtVFeVlLHTp/Hmt/ZWuG0/CW0cUhTy1NumdhX7mc/eHIA9qzbbz9A8QNbaTd6Y09xodzJ5WmxOiNKoQx5ZpH8x/vYPBxnPXgA9Z1PUIdK0q81G53eRaQvNJsGTtUEnA9cCkn1GC30h9Tff9nSAznA+bbjd09cV5e0PhuHwLeT6deMdTuvDtxJcJHKz+f8Au8u83X5gxOCcHkin6ppdpoj6cbFWja/0K9+1sXJNwViRgz5PJBJ596APUbG8i1DT7a9g3eTcRLKm4YO1gCM/gask4BOCceleSaXBpOo3kUHid4/sVvoFnJZLPJtRQY/3jpz94EDkcjijwlayaxruk3GteZPcReHILhRMx5cTSbJGHdgO59aAPU7O6+2Wkc/kTQbxny5l2uv1FV9H1e21uw+22m/yvMki+dcHKMVP6g15X4dXTr5/DNrr0inT10maaBJ5MRtMJiC3X7wXp3FZmjF7qx8N2bwWt9pUg1GRIdRvGgimmFxgFmCtuYKSQCO5PagD3fvUVz/x7yf7p/lXN+A47iLw4Y57m1njW5lFv9muDOscW7iPeQC205HToBXSXP8Ax7yf7p/lTW5MvhYW/wDx7Rf7o/lRP/x7yf7p/lRb/wDHtF/uj+VE/wDx7yf7p/lR1F9n5Bbf8e8f+6P5VL3qK2/494/90fyqXvQ9xx+FC0UUUigooooAKztX1i20W3hnu9+2WeO3XYuTuc4H4ZrE+IM0tv4QmZJJIoGuLdLqSNiGS3aVBKcjkfKTk+ma5TxHY+HYtLksNCuSsTalYedBbykxREycFCOFZh1wewNAHo2s6vbaFpj6hd7/ACEeNDsXJy7qg4+rCtGvHvEVnbaS3izTLFRBZL/Zc4gUnartcAMwHYnaM+tJqws5NO8XalfTbfElpqDpYuZCJolG3yFjGejA5465Oc0AetXdx9ktJrjypZvLQv5cK7nfA6KO5qVG3orbSuRnDDkfWvJLixil0f4iancqWvoYpo0Ysf3WbZSwUdsnrUz6VZ6ld+MpryPzmttPtXg3Mf3T/Zyd6+jcDnrxQB6xRXicjXGsX051WGwuguj2kltLqGpPbeSGiy8seEbLbuS2QRivV/D32r/hG9M+3XMdzdfZY/NnibcsrbRlgcDIPWgDVooooAKKKKAEqtff8ej/AIfzFWarX3/Ho/4fzFVH4kRP4H6BZ/dl/wCujVZqtZ/dl/66NVmlLcIfChaKKKRYUUUUAVGsbRo5omtYDHOS0qmMYkJ6lh36DrWfFoP/ABUjazdXclw6RmK1hKBUt1ON2MdScdT24rbooAoT6Rpl3O1xcafazTMhjMkkKsxU8FckZx7VOLa3QyssEamY5lIQDfxj5vXjjmrFFAGYNB0jyFgGlWPkqWZY/s6bQWGGIGMcjg+tNt/DuiWhdrbRtPhMilHMdqi7lPUHA5HtWrRQBVWztULlbeJTIoRyEHzKBgA+ox2qG40fTLqOGK5060mjgx5KSQKwjx/dBHHQdK0KKAGgAAAAADoBTqKKACiiigAo7UUnagCtZf8AHnH9D/OrFV7L/jzj+h/nViql8TIh8C9CvY/8eifj/M1OyhgVYAgjBB71BY/8eifj/M1YpS3YQ+FehTh0nTbe1ktYNPtYreXPmRJCqo+euQBg0waLpYjSP+zbTZGhjRfIXCoTkqBjgE9q0aKRZSutMsL4Yu7G2uMrs/fRK/y5BxyOmQDj2pZ9MsbqzFncWVtLargCCSJWQY6fKRirlFAFVbK1TyNttEv2cEQ4jA8sEYO30444p8VvDC0hjhRDI299igbm9T6ngc1PRQBSbS7BmuGaxtWa5AE5MSkygdA3HzfjSJpWnR2JsU0+1Wzb71usKiM/VcYq9RQBVjsrSGORIraGNZPvqkYAbjHOOvHH0qGHSNMt0iWDTrSIQuXiCQKuxj1K4HBPqK0KKAKMekadF5/lafaJ9pyJ9sKjzc9d3HzfjUj2NtLt8y3hfYpRd0YO1SMED0BHUVaooAoXGk6bdpFHc6fazJDjylkhVhHjptBHH4VY+zweeZ/KTzSnlmTaNxXOdufTJPFT0UAUZNJ02eCK3n060khhO6KN4VKofUAjAP0pJdK06e0+yTafbSWu7f5LxKU3ZznaRjOSav0UAQwwxW8SxQxpHEgwqIoAUegAouf+PeT/AHT/ACqXvUVx/wAe0n+6f5U1uTL4WFv/AMe0X+6P5UT/APHvJ/un+VFv/wAe0X+6P5UT/wDHvJ/un+VHUX2fkFt/x7x/7o/lUveorf8A49o/90fyqXvQ9xx+FC0UUUigooooAjdFlQo6hkYEMrDII9DVSHSdNt7ZbeDT7WKAOJBGkKqoYdGwBjPvV+igCpLYWkzSNLawu0oUSF4wd+05XPrg8j0pJNMsZr2O9lsbaS7j4SdolLr9GxkVcooAqmytWSdDbRFLjPnAoMSZGDu9eOOaBZWy+bi2iHnKFlwg+cAYAPqMcc1aooAoT6Rpl2sK3GnWkywYEIkhVhHjptyOPwq/RRQAUUUUAFFFFACVWvv+PR/w/mKs1Wvv+PR/w/mKqPxIifwP0EMEyOxidQrHJDDPNHl3f/PSL/vk1bopczDkRUxd/wDPSL/vk0Yu/wDnpF/3zVqii4ezXd/eVcXf/PSL/vmjF3/z0i/75q1RRcXs13f3lXF3/wA9Iv8AvmjF3/z0i/75q1RRcPZru/vKuLv/AJ6Rf980Yu/+ekX/AHzVqii4ezXd/eVcXf8Az0i/75oxd/8APSL/AL5q1RRcPZru/vKuLv8A56Rf980Yu/8AnpF/3zVqii4ezXd/eVcXf/PSL/vmjF3/AM9Iv++atUUXD2a7v7yri7/56Rf980Yu/wDnpF/3zVqii4ezXd/eVcXf/PSL/vmgrdkY8yIfRTVqii4/Zru/vI4YxDEEB4UVJ2paSle5SVlZFRYZ4xtjlTYOgI5FLtu/+ekX/fJq1SYPrVcxHs0tr/eVsXf/AD0i/wC+TRi7/wCekX/fNWqKVw9mu7+8q4u/+ekX/fNGLv8A56Rf981aoouHs13f3lXF3/z0i/75oxd/89Iv++atUUXD2a7v7yri7/56Rf8AfNGLv/npF/3zVqii4ezXd/eVcXf/AD0i/wC+aMXf/PSL/vmrVFFw9mu7+8q4u/8AnpF/3zRi7/56Rf8AfNWqKLh7Nd395Vxd/wDPSL/vmjF3/wA9Iv8AvmrVFFw9mu7+8q4u/wDnpF/3zRi7/wCekX/fNWqKLh7Nd395V23f/PSL/vmkaK5cFGkTaRg4XmrdFHMHs13f3iIoRAo6AYFDqHUqehGKdRSLt0KaxXKKESRNo4GV5pdt3/z0i/75NWqKfMR7Nd395Vxd/wDPSL/vmjF3/wA9Iv8AvmrVFFw9mu7+8q4u/wDnpF/3zRi7/wCekX/fNWqKLh7Nd395Vxd/89Iv++aMXf8Az0i/75q1RRcPZru/vKuLv/npF/3zRi7/AOekX/fNWqKLh7Nd395Vxd/89Iv++aMXf/PSL/vmrVFFw9mu7+8q4u/+ekX/AHzRi7/56Rf981aoouHs13f3lXF3/wA9Iv8AvmjF3/z0i/75q1RRcPZru/vKuLv/AJ6Rf980Yu/+ekX/AHyatUUXD2a7v7yrtu/+ekX/AHyaa0M8g2ySpsPUAcmreD60tPmD2ae9/vFoooqTQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo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scienceqa
attribute_reasoning
null
dev
2,000,305
В каком растворе концентрация синих частиц выше?
На диаграмме ниже представлена ​​модель двух решений. Каждый синий шарик представляет собой одну частицу растворенного вещества.
Ни то, ни другое; Их концентрация одинакова
Решение А
Решение Б
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,306
В каком растворе больше зеленых частиц?
На диаграмме ниже представлена ​​модель двух решений. Каждый зеленый шарик представляет собой одну частицу растворенного вещества.
Решение А
Решение Б
Ни то, ни другое; Их концентрация одинакова
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,307
В каком растворе больше фиолетовых частиц?
На диаграмме ниже представлена ​​модель двух решений. Каждый фиолетовый шарик представляет собой одну частицу растворенного вещества.
Решение Б
Ни то, ни другое; Их концентрация одинакова
Решение А
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,309
В каком растворе больше фиолетовых частиц?
На диаграмме ниже представлена ​​модель двух решений. Каждый фиолетовый шарик представляет собой одну частицу растворенного вещества.
Ни то, ни другое; Их концентрация одинакова
Решение А
Решение Б
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,311
В каком растворе больше фиолетовых частиц?
На диаграмме ниже представлена ​​модель двух решений. Каждый фиолетовый шарик представляет собой одну частицу растворенного вещества.
Решение А
Решение Б
Ни то, ни другое; Их концентрация одинакова
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,312
В каком растворе концентрация розовых частиц выше?
На диаграмме ниже представлена ​​модель двух решений. Каждый розовый шарик представляет собой одну частицу растворенного вещества.
Решение А
Решение Б
Ни то, ни другое; Их концентрация одинакова
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,318
В каком растворе больше зеленых частиц?
На диаграмме ниже представлена ​​модель двух решений. Каждый зеленый шарик представляет собой одну частицу растворенного вещества.
Решение Б
Решение А
Ни то, ни другое; Их концентрация одинакова
null
A
attribute_comparison
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Ii1TVjwM05p6rZGHWloV5JY67Y3EZORMoIHdScEfkTWb2rpfB2jSajq8V3KPLsrVxJJK3CkjkLn64/CuKKbkrHlUIydSKjvc6z4k30lvpVrZRttF05L47quOPzI/KvL/AFFereO7FNb0RLqwljuJbJi7LGwY7Dw3T0wD+Bryj3rStfmOvM1L293tZWDqa9DtPFV1afDTcsjfaknNlFJnkDG7P4KcD8K89VSzBVBJJwAO9eg6h4XubP4bRAxn7THP9rmTuoI2kfUDbn6Gpp31aIwXtVzyh0TPPiSSSTknqTSUUVmcJ6b4d8UOPBl3c3RMs2n/ACAsfvg8Jn8ePwrzm7vJ7+6kubmRpJXOWY/56V2Gj6JcyfDrVpwrbp2WSNcfeWM5J/8AQvyriexrWpKTikzuxU6jpwU+39fgJXoXgPxBKtyqXDljDhSxPJjPHP0P9K8+FdV4LtXeW7uMfuwgjB9STn+n61eGb50u5ng5yjVXKe7DkUVQ0ef7RpNvIeuzafqOP6Vfrqas7H10XdJi0UUUigooooATtXl3jGKS7stWCAlllLY9Qrc/oK9Rrg5R/p1yCP8Als4IP1NXCPMmjjxseeHL3PGqXJFd3qngT7RK02mSpHu5MMmcA+xH8qgsfh1qEsw+2XUEUWefLyzH6cAVwuhNO1j5x4KtzcqVy38MLSRry+vMERhBED2JJz+mB+ddB4m8D22uSm7t5RbXhGGbblZPqPX3rd0vTrXSrGO0tI9kSfmT3JPc1frdU0o8rPoaODh7BUqiueVRfDHWGmCy3dkkeeWVmY/gNor0Hw74bsvDloYrbLyvgyzMPmc/0HtWsKcKcacY6oujgaNGXNFanhPinTpNL8SXsLqQjyGWM44KMcj/AA/CsbHNe96zoem6/Abe9jDOn3XQ4ePPof8AHiuPb4VwebldWkEf90wAn88/0rCdGV9Dx8TltR1G6WqZxHh3TZdU1+ztY1JHmB5DjhUBySa9zuIIrmB4Zo1kicbWRhkEVnaH4d0/w/btHZxku/35XOXf6n09hWo1bUocq1PTwWDdCm1Ld7nCX/w306WZpLW5mt1JzsIDqPpnn8yasaV4O07R5RON9xcL915MYX6Cpdd8caZpU7W0Ye6uFOGWMgKp9C3r9M1lW3xDsbiYJc2stup/jDbwPr0NOLoxl5nLP6nCppa/9fI6Gcda3PCxzp0q/wB2Zh+grCeRJo1kjcOjDKspyCK2vCwP2S5Pbzv6CuufwHXR/iHQUUUVzneFFFFABRRRQAUUUUAFFFFABRRR2oA4S5Yvqt2x/wCezD8jipjbw3MBiniSWNuquuQfwqvJxfXIPXzn/mauRdBXS9jzlq3cxrvw34b060n1CfT1KQoXI8xsH2xnHPSvN9T1afVJAZCI4E4it4+I4h6Af1r0/wAYRSS+Er5Y85AViB3AYE/oM/hXkIxu56V52I0dkeVmNoSUIKytfTqSQzywTLNBI8cinKuhwR+Nd54Z0rR/GNrM17A0Oowkea9u2wSg9G24wD1zge/evP8AqeK7v4WxOdXvpgD5awBWPuWBH8jWVP4rMxwNpVVCSun0O30jwfoujzCe2td046SStvI+nYH3FbjAMCCAQRgg96yJ/FWg20vly6rbb84IV92D746VpW11b3kImtZ45oj0eNgw/MV1rl2R9LT9jH3IW9EcLr/w80wmW9t75dOiHzOsgBjX6cjH0rmtP0/wla3oOoa1JdIrfcjt3RD9TySPpS+PNcm1PXZrJZCLS0cxqgPBccMT75yPw965TNcs5RUtEfPYqtSjWfs4LTvf8rn0BY3VleWSPp8sUlsBtXyui47Y7fSuH8ReAIJJZbzT7mK1U5Z45uIx6kHsPauS8L65Nomswyq5+zysEnTsVJ6/Uda6H4ja1I1+mkxuVgRQ8oH8THkA+wGD+PtWrnGULyR1zxVGvh3KcdV08/I5RLKwiutl3qkZjU8tbRs+fpkAfjzXoWkTaU9gsGlSo0UY5Xo2fUg815YcdqsWV5NYXaXMLbXQ/gR3B9qijWUJXseZQrqm/h/zPfPCxzpsq/3ZmH6Ct2ua8Gyi40uS4UEJK4YfioP9a6QV2T+Jn1dB3ppi0UUVJqFFFFACEc1w9/H5Or3Seshf8+a7iuW8SW5jv4bgD5ZU2n6j/wCsf0rWk/esc+IV4X7GRqeqxaPpcl3KNxXhEzjcx6CvMtR1/U9TmZ7i7kCnpGjFUX6AV0/jsudOs8f6vzTn644/rXCda5MVN8/L0PnsdXm58ieiNjS/Euq6POskF3I0YPzQyMWRh6Y7fUV7Louqwa1pUN9Bwsg+ZSeVYdQa8Dwa9U+GG/8AsG6znZ9pO3/vlc1nRk72N8qxE/a+zbumdyK8o8ZeMbu8v5tP0+dobOJijtGcGVh159P516vzjjrXzpKjxzOkgIkViGB6g96uvJpJI682rThGMYu173BHkjYSI7K45DKcGvSPAvjG5vLtdJ1KXzXZf3EzfeJH8J9eO/t3rzStjwvHI/inS1izuFwjHHoDk/oDWFOTUtDyMHXnTqx5Xuz3WsLxfqUml+Gru4hbbMQI0Ydixxn8Bk1uk1h+KtNfV/D11aRDMxAeMerKc4/HGPxrtlezsfTYhy9lLk3szw4kk5JyTRSsrI5R1KspwQRgg0leefGs7XwRfyNBc2LtlI8SR57Z6j+VepeGYymlbz/y0dnH8v6V5Z4OsJYrSe7dSPPwkQ9R3P5/yr2Sxtxa2UMHGUQA47nv+tenBtUkmfR5ZGTgnLoWqKKKk9cKKKKACiiigAooooAKKKKACiiigDhr+PydXuk9ZC/581IJo4YWlldUjUZZmOABVvxJbmO/huAPllTafqP/AKx/SvN/G2pSPcRaajERKokkA/iJ6fl/WtqlRRp8x5OIqqhzSZ0Nx490NC8DR3FzGwKsUjG1h0I+YiuNfQYtVuHfw/KLhPvfZZCEljH48MPcGsHODxU1rdTWV1HcwSGOaNtysOxrzZVXP4jx6mKdZpVFp5bm9ZeBNfvJwps/s6d5JmAA/DqfyqfxJKPDsQ8OafMwVQJLyYcNM7DIB9FAxx716ppV8NR0u1vQAPOiVyB2JHI/OvJvHtq9v4vunkB2zhJEPqNoH8wRVzgoRujuxOFhh6HPSu79fI5itjw9r9z4f1JLiJmMLECaLPDr/j6GsenorSSKiKWdiAoHUmsE2ndHk05yjJOO5reKLZ7bxNfFuUnkNxG3Zkc7gR+f6Vj9DXtupeErPWNGtLS8ylxbQqiTx9VIAB+o46Vxz/C6+EuF1G2MefvFWB/L/wCvWsqUr6HoYjL63NzRV0zjdOs5NR1G2sogS80gXjsO5/Ac10nxEspIPEX2og+VcRqVbtlRgj+X5101lZ+HvAxJu79XvpF5dlJYD0CjO0H3/OnXOt+GvE8J0+ecZc/KJFKMD2Kk8Zq40ly8repUcLGNF05SSk3e1+x5RSorO6ooJZjgAdzXa3Pw8kSQ+RqCGPtvQgj8qvab4XttJcSl2uLnorFcBSfQetEMLUk7PQ5Y4OpzWkrHd+C7RrLw3bxN1x/IAf0roqrWNv8AZLKGDjKIAcdz3/WrNdLtc+qpQ5IKPYWiiikaBRRRQAlUNWsvt1jJGo/eD54z/tD/ADj8av0U07O4pJNWZ5rfWEWrafJaTZXPQ45Rh3rz2/8ADup6fKyvaySIOkkSllI/Dp+Neya7pxt5TfQqTGx/eqP4T/eqjDKMAg1dWjGsuY8XE4OM5a6M8u0vwvquqTLGlrJDET80sylVA/Hr+FetWMWn+GdEjhaZIreEfNJIcbiep+pPano9eU+MNZm1TW5ot5+zWzmONM8ZHBb6k/piueUI0FfdkJQwMOeOsmeif8LC8PCXZ9pl25+/5LY/ln9KwPEXhGLXXfW/Ds0M4l+aSFWxubuQex9Qcf0rzrJroPB+uTaNr0ADn7NcOI5kzwQTgH6jOfzrD2nPpIw+u/WGoV0rPqt0V18K6+04hGk3W71KYX/vrp+tdXY6dF4D099Y1PZPqUg8u3gU5Ck9ef5nt0716OXrzD4nSyNqtimT5awkgdsluf5CtJU1TXMdFTC08JB1Y6tbX6GHe+M9fvZzIdQkhGeEg+RV9uOT+Oav6N4/1G0nVNRc3duxGSQA6e4I6/Q1yFLxWCqSTvc8qOKqqXNzO561qnhrR9e23hBR5FDCaA43g9CeMGsyDwVpVpKJHM1wQeFkYbfyAq54SmdvCtpvJ43gE+gY4rSIluZkghG6Vzge3ua9OFKEkptHrqnTqJT5VdlvQ7MXWorJtAgtsEADjd2H4dfwrsKqafZR2FokEfOOWb+8e5q3UTlzM9ajT5I2FoooqTUKKKKACiiigAooooAKKKKACiiigDP1ay+3WDxKP3i/PGf9of5x+NeJ+MrSRb+K72ny5E2H/ZYZ4/L+te94rkvE+iRSrJM0Iktpf9emPun+8KHHnjyHn4/De2p6bnhfWlAJIA6mu3k8B280m631B40PRWj34/HIqn4i0Cz8P6REYWea4nk2tK/ZQMkAds8VySw84puSPn5YWrGLlJaIvw+PxpGmWun6darN5ESo00pIDNjnA64zVS98V2viaJLXW7RYGU/u7u2yTET1yp6r681yGc9aSpdST0B4yrJcrenbodgPhzq8pQ21xZT28g3JMshAKnoen8s11vhjwFBo1wl7fSrc3icoqj5Iz6jPJPvxiqHgbXVsvCN7JdufIspCV9cEZCj/AIF/OuP1nxbqus3LM1zJBBn5IImKqB746n3Nae5FKVjvjLC0Yxq2vJ627HuBNYnijV20bQLm7j/1wASPP94nAP4dfwrx/T/EGq6ZMsltfTDHVGYsrfUHiu31jUf+Et8CSXMCbZ7dw8sQ5wV649sHNaKqpJ23OlZiq1OSgrSszziWWSeZ5ZXZ5HO5mY5JNMoorjPnrno3g/WZb/TZLa4cvLbEAOx5Knpn6YP6V1eiWn23UxMwzDB831bsP61wfgSzuJftDRIS07KifhnJ+gzXsOn2Uen2iQR845Zv7x7mvUpzaoq+7PosBGVSEZS6FyiiioPXCiiigAooooAKKKKAGModSrAFSMEHvXKanpMmnuZrcF7YnJUcmP8A+tXXUnUVUJuLM6lNTVmcTFMCAQcivJddtHstcvInHWQup9VJyP517lf+H0dmmsmETnkofuN/hXJa9oUd+qx6lDJbzJxHMoz+GehFOtTVaPu7nj43CzlC3Y8p6mtDRbKTUNatLaNclpVLeyg5J/LNdAvgKV3+XUYinr5Zz+Wf611mg6FZaFGxhzJO4w8z9SPQegrlhhZuXvKyPPo4SfOufRHSl65vxfoJ17T08kqLuAkx7jgMD1X9B+VbBm96jab3rulTUlZntVXGpBwlszxS6s7iynaG5heKQdVYYq5pWiXmrTqsMZWLPzTMPlUf1PtXq01xGflbDE/w4zVu10i8vSrOv2aH1YfMR7DtXP8AVIxd5PQ82GXXlo7ozbO18qKDTrGMuUUKo9Pc112k6THp0ZJO+d/vv/Qe1T2Wn29hFsgTGfvMeWb6mrdazndWjse5RoKGr3FooorM6AooooAKKKKACiiigAooooAKKKKACiiigAprKGUqwBUjBB706igDkdT0mTT3M9uC9qTkqOTH/wDWrm/EunNrGilIMNNE3mRj+92I/I/yr1DGawr/AMPI7NNZMIpDyYz9xv8ACteZTjyzOHEYXmi1HZ9D5+KsjFWBVgcEEYINCqSwVQSxOAAOSa9W1PQbKefOp6dsl/56DI3fiOtSabo+ladIJbO1RZMY3klj+ZPFc31OV99Dw/qE+azehzN/pE+j/DzZICs09yksy/3RjAB/T8TXFfxV7Xeww6jYzWlwMxSrtbHUe49x1ryzVfDOo6ZOwEDzw5+WWJcgj3A6VOIoONmloPGUXGzjslYxu9d38OGcf2lnPlkR/TPzVylnoepX0oSG0lAPV3Uqo+pNejaPY2+h6etrG++RjukYDlm/wowtKTnzW0IwVOXtFPojK1jwPbXE7T2EwtyxyYmXK59vT6VSsPAkkt2kUlx5zk/6uJf5seg/Cu/tdJvb4hpAbaI92+8R7CujstPt7CLZAuM/eY8s31NdM6VFO9tT1IZfTqS5nGyKeh6Jb6NZrFEq7sYJHQD0Ht/OtfHFAoqW7nrRiorljsLRRRSKCiiigAooooAKKKKACiiigApjKrqVZQynqCMg0+igDKm0HT5mJEHln1jJX9OlVm8MxZ+S7uFHoSDW9SVSqSXUzdKD3Rg/8IyP+f2b8hUkfhuzB/ePNJ7M/H6VtUuKftJdxKhTXQqW2n2toP3FvGh9QOfz61ao6UVDd9zRJLRC0UUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI2VZFKuoKnqCMg1nTaDp8zEiDy29YyV/TpWpRTUmtiZRjLdGEfDMWfku7hR6Eg0n/CMr/z+zfkK38UmKr2ku5HsKfYxU8NWYP7x5pPZn4/StC3sLS0GILeND6gc/n1q3RUuUnuyo04R2QUUUUiwooooAKKKKACiiigAorzC5voo77UovE2s63o98bqRbS4WSSO0EWf3RUr+7PGM7+c5zXUTa/e297aaPYW8WrX5s1upp2mEEWzO0PkBuWIOABjjrQB09FcBceJ7rUL/AEC6sIJ1kP29JtPM23fNFGR5bEZB+YcHB65xWwPF0ElvoM8EO9NWQzHMmPIiWPe7ng52/KuOOTQB09FchY+MLm4Gl3d1pP2bS9UkWO0uPtAZ8uCYy8e35QwHGGbqM4qEeNbv7Fcak2jKunW1+1lPKbr5+JvK3omzDDkE5II5HOMkA7WiuY8Oarq2o63r8F7BAlrZ3nkwlJtzL+7jOMbBkHcWyTkE4xgA1M/iaK2udejvIPIGkxLcM2/PmxMhYMOBjlXXHPI96AOhorkIfFWp3sn2fT9BWa7htYri8ilvPLELSKWWJTsO5sD0UdOazf8AhLvO1KTW7UzyWK+HJL8WjyFQXWQ5BHIDcFc4NAHoNFYNx4h8m60SD7Lu/tRJHz5mPK2x+Zjpznp2rFs/HGoXdtolz/YAWHWRttcXgLCTaWw42cJgMdwJOB93tQB3FFch/wAJnKLNkbSydVGonTRaJOCjShQ+7zCo+TYd2due2KtW3iDULldTtBpCjWLAIxtBdDy5VcEqVkKjg4YcqMEUAdLRUU0sdvC8srqkaKWd2OAoHJJNef2OtalL4sn1a4mnXT5tGnurWxLEKsaSJsdl/vsCxz1AYDtQB6LRXnVs2oadpfhrxA+q31xdajcWyXsUspaFluMDCx9E2llwVxwOc5rqvEWtyaHbWksdm109zdx2qxrIEOXyAcketAG3RXFzeMdUg/tlW0GMzaOoluwt98hjKbwY28vLNgH5SFHHXmrOmahLd+PL5UnmazbSrWeOJmO1SzyfMF6AkAZ+lAHV0UUUAFFFFABRRRQAUUV5hc30Ud9qUXibWdb0e+N1ItpcLJJHaCLP7oqV/dnjGd/Oc5oA9PormJtfvbe9tNHsLeLVr82a3U07TCCLZnaHyA3LEHAAxx1rHuPE91qF/oF1YQTrIft6TaeZtu+aKMjy2IyD8w4OD1zigDv6K5geLoJLfQZ4Id6ashmOZMeREse93PBzt+Vcccmq9j4wubgaXd3Wk/ZtL1SRY7S4+0Bny4JjLx7flDAcYZuozigDr6K4oeNbv7Fcak2jKunW1+1lPKbr5+JvK3omzDDkE5II5HOMm94c1XVtR1vX4L2CBLWzvPJhKTbmX93GcY2DIO4tknIJxjABoA6eiuefxNFbXOvR3kHkDSYluGbfnzYmQsGHAxyrrjnke9UYfFWp3sn2fT9BWa7htYri8ilvPLELSKWWJTsO5sD0UdOaAOvorz7/AIS7ztSk1u1M8livhyS/Fo8hUF1kOQRyA3BXODXR3HiHybrRIPsu7+1EkfPmY8rbH5mOnOenagDeorh7PxxqF3baJc/2AFh1kbbXF4Cwk2lsONnCYDHcCTgfd7VZ/wCEzlFmyNpZOqjUTpotEnBRpQofd5hUfJsO7O3PbFAHX0VzVt4g1C5XU7QaQo1iwCMbQXQ8uVXBKlZCo4OGHKjBFdBNLHbwvLK6pGilndjgKBySTQBLRXnVjrWpS+LJ9WuJp10+bRp7q1sSxCrGkibHZf77Asc9QGA7UWzahp2l+GvED6rfXF1qNxbJexSyloWW4wMLH0TaWXBXHA5zmgD0WisTxFrcmh21pLHZtdPc3cdqsayBDl8gHJHrWNN4x1SD+2VbQYzNo6iW7C33yGMpvBjby8s2AflIUcdeaAO0orlNM1CW78eXypPM1m2lWs8cTMdqlnk+YL0BIAz9K6ugDk5LTxckNzYibSb+3mZwlxd70kVGJwrRqu18A46rkCq1n4U1Hw9Np8+jTW108Gmpp0yXrtEHCMWVwyq2Dlm4x0I54rtaKAON03wle2F9ot1JcQSyW9xeXV6wyu+ScE/IMHgE45I4FJovg6ax1TUnvJYpLBopbewijJ3RRSyNJIGyODkqBjPCiuzooA8/0HwK+lTafE+keHSlky/6esBNxMFHynbtAR84Jbc3OeKuy+FL9/BmoaQJbYXFzfyXKEs2wK1z5oBOM528dOv512dFAGBpGl3+m69rMzm3ewv7gXMbK7ear+WiFSuMY+TOc/hVDxN4Vutc1ayubeaGO3dBb6ikhOZYBIkgVcDrlWHOOHNddRQBytzpGtWXiDUNT0Y2Eo1GKNZo7t3TypIwVDqVU7gQRlTjp1rOtPAU1rbmy+1o1s2hyaY8pB3mR3LM+3pjk967uigDi4tC16fUdBuL46fFFpcUsTLBK7mUtFsDcoMc4+XnGTyak0/wvfWmneELaSS3L6M2bgqzYb9y8fycc8sOuOK7CigDgtS8ETX4vZJBYzyNq/8AaNvFcAtFIhhWMpJxxnDHIBxgH2rS0jQ77R7HUJrDSdAsb6YKIYbZWEfH/PSQKC3U9FGPeurooApanpttq+m3FheIz286bJFVypI9MjmuZj8Dwp4niv8A7VfSWS2Ulu0c+ozyOzMy8fMxBTAORnGcccZrs6KAOJsvDOsmPR9Lv7izk0rSJY5IpYi3nXHlDEQZSNq44JIJyV7Vt+IdKuNVXTfIaNTa38N0/mEjKoSSBgHnmtuigDlbrw5eTt4sZXgA1e3WK3yx+UiEp8/HAye2eKppofiPS9bW/wBNj0u4RtNt7N1ubmSMhoyxJG2Nsg7vau2ooAqWDXr2cbX8cEdyc+YlvIXQc8YYgE8Y7CrdFFABRRRQAUUUUAFcnJaeLkhubETaTf28zOEuLvekioxOFaNV2vgHHVcgV1lFAHFWfhTUfD02nz6NNbXTwaamnTJeu0QcIxZXDKrYOWbjHQjnin6b4SvbC+0W6kuIJZLe4vLq9YZXfJOCfkGDwCcckcCuyooA4zRfB01jqmpPeSxSWDRS29hFGTuiilkaSQNkcHJUDGeFFUtB8CvpU2nxPpHh0pZMv+nrATcTBR8p27QEfOCW3NznivQKKAOMl8KX7+DNQ0gS2wuLm/kuUJZtgVrnzQCcZzt46dfzrU0jS7/Tde1mZzbvYX9wLmNldvNV/LRCpXGMfJnOfwrfooA5HxN4Vutc1ayubeaGO3dBb6ikhOZYBIkgVcDrlWHOOHNSXOka1ZeINQ1PRjYSjUYo1mju3dPKkjBUOpVTuBBGVOOnWuqooA4S08BTWtubL7WjWzaHJpjykHeZHcsz7emOT3qeLQten1HQbi+OnxRaXFLEywSu5lLRbA3KDHOPl5xk8mu0ooA4/T/C99aad4QtpJLcvozZuCrNhv3Lx/Jxzyw644qlqXgia/F7JILGeRtX/tG3iuAWikQwrGUk44zhjkA4wD7V3tFAHKaRod9o9jqE1hpOgWN9MFEMNsrCPj/npIFBbqeijHvW9qem22r6bcWF4jPbzpskVXKkj0yOau0UAcZH4HhTxPFf/ar6SyWykt2jn1GeR2ZmXj5mIKYByM4zjjjNMsvDOsmPR9Lv7izk0rSJY5IpYi3nXHlDEQZSNq44JIJyV7V21FAGJ4h0q41VdN8ho1Nrfw3T+YSMqhJIGAeeaoXXhy8nbxYyvABq9usVvlj8pEJT5+OBk9s8V1VFAHEpofiPS9bW/wBNj0u4RtNt7N1ubmSMhoyxJG2Nsg7vatQT+Msc6doX/gdN/wDGa6KigAooooAKKKKACiiqGoazpelBDqOpWdnv+79onWPd9NxGaAL9FQ29xDdQJPbzRzQuMo8bBlYeoI60lxcQ2tvJPcTJDDGpZ5JGCqqjqSTwBQBPRUFvPDcwRz28qSxSKHSSNgyup5BBHBB9anoAKKqLfWkl9JZJdQNdxKHkgWQGRFPQleoB9at0AFFFFABRVKDU9Pur2ezt7+2lu4P9dBHMrPH/ALyg5H41doAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorPv8AWtK0ooNR1Kzs2f7ouJ1j3fTcRmrcE0dxCk0EqSxOMq6MGVh6gjrQBLRUFzcwWdvJcXM8cEEY3PLK4VVHqSeAKWGWO4hSaGRZInUMjocqwPIII6igCaiiqkV9aTXk1pFdQvdQAGWBZAXjB5BZeoz2zQBbooooAKKgubmCztpLi6njghjG55ZXCqo9STwKoWfiXQdQuFgs9b025mb7scN3G7H6AHNAGtRRRQAUUUUAFFFFABRRRQAUUUUAFeZeI/D2qL45udesNJ0vxDFJapDLp93Iokgx3XdkDOD+Zr02vEvjI0mga3barpE9xYX15FtuJraZ4zKFBC7sHBxgUAXbbxVBpvhS0sPCunto97ea3/ZssN3mUWczEbyATgjpgcDrxVjWdW1myPivwtq9+mpj+wZb6C68hYnUYKlWC8dTx/8AXpU0LTT8GJJzb/v+b/zvMbzPtH/PTdnO78axfCIOp/Dbxdrt88lzqk1lLBJdSuWcxiM/LkngfSgDpPCutahFrPg/RUnxp83huOd4di8uFAB3Yz07ZxXNa7rOua74Tmkn1d1WPxSbEKsMeDGGUx5wOdpGffPOcU7xSpsPC/w+1Kzklt737DFB58UjK2wxplcg9OT+dVprSCH4UeLljUr9h8QSvbEMcxsuwAg5zxk0AdReeJL/AMPeJPFDTSR3p03RoJFdreNGllwBuZlAOCTnGcDtiltte8UaNd+E7vVNXi1G1150ilthapH9nZ1BUoy8kDPOfT34o+DkXWvFGqLqQ+1C78O2nn+Zz5m5Buz9ax/hgn9p+PJbW+kluYNGjf8As+OaVmW35C/KCfTjn0HoKANCTxX4vXwlrXiNNYh8vStUeBbZrRD58YkVcMwAwBuGMc8HJ5GPV7rU4bLRZtUn+WCG3Nw/soXca8ck/wCSK+Nf+wzJ/wCjoq7D4oTSRfCK7aNipaKBSR3BdM0Aed+C9f02y8W6Hq41FZNS1ie4i1WEBhsMr5i5Ix1xnHSvoavOfinBFb/CeUwoE+yfZmgx/wAsyHVRj8CRXoMDFraNmOWKgk/hQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeX694f1SHxzqOvWejaZ4kt7iCOOSyuZFEtvtXGF3AgA4J98n8aNn4phtPC+j6Z4QtH0ie+1ZrCVbvMxs3yDJgMeT8wIHTk8A1lfGFpfDuvpqOjXFzYXd7Gv2mS2ndPNwcDIBx0rbvND063+DcU8VuUniYXyTCRt6z5/1m7Oc/j2FAEOv6xrEFn4x8LavfJqPkaT9rguxCsTbTgFWVeOp4+n5a/hnWtQXxVoGhi4xpzeF4Low7F5l3bd27Geg6ZxXKeHkGofCXxVrl4z3GqXULxzXUrlnZVHyjJPAHt6D0qXxgn2Gy8CX9o8tvdyWUds80UjIxj2J8uQenzH86AIdV1fXNe8L6RcTay6sfFAs/lgjxgNmNunOwr06HPOcCt298UX/hzWvGsrtDdvptlZmJmt0RpJGRV3OVAJG45xnA6DFcrdwpbfBzUHgBjey8QvJbMrEGJlOAQfYE10fhaCPWfE/ieHUV+0pc6LYGYSEkuTApJJ65zzmgDSt9a8TaHrHhhdV1eLU7XXQUki+ypEbdyoYbCv3h82OfT34wR4v8Xw+CLjxS2rxPHY6iYGtjaJ+/j8wL8zADH3gBgDp1OeK3wqDar4rkOoSzXX9kwstgJpWYW4zt+UE46AD8B6VBP/AMkB1z/sKN/6PSgD1D4jc/DvXT/06NXleowS/wDCJeG7q88JR6NYWz2ksutwvFJJswAG2p843Eg89DjvXqnxF/5J1rn/AF6NXgHhDUL/AMRa9pug6vf3l3pJmSM2klw/l7VxgYB6DAoA+plZXUMpBVhkEdxTqaFCLtUYAHAHanUAFFFFABRRRQB//9k=
scienceqa
finegrained_perception (cross-instance)
null
dev
2,000,319
В каком растворе концентрация синих частиц выше?
На диаграмме ниже представлена ​​модель двух решений. Каждый синий шарик представляет собой одну частицу растворенного вещества.
Решение Б
Ни то, ни другое; Их концентрация одинакова
Решение А
null
A
attribute_comparison
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
scienceqa
finegrained_perception (cross-instance)
null
dev
2,000,366
Какая черта была у урсуса спелея? Выберите черты, которые вы можете наблюдать на ископаемом.
На этой фотографии окаменелость древнего животного по имени урсус спелей. Урсус спелей вымерл около 24000 лет назад. Многие окаменелости Ursus spelaeus были найдены в пещерах.
коричневый мех, покрывающий большую часть тела
длинные ноги
Округленные уши
null
B
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
2,000,374
Что за горная порода — сланец?
Это кусок сланца. Сланец обычно образуется из осадочной породы, называемой сланцем. Сланец может образоваться при изменении сланца под воздействием высокой температуры и давления. Сланец обычно темного цвета. Слово «доска» происходит от цвета шифера. Десятилетия назад школьные доски делались из черного сланца.
осадочный
метаморфический
вулканический
null
B
attribute_recognition
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a2/681/9DegD0jw7/wAizpP/AF5w/wDoArTrM8O/8izpP/XnD/6AK06AMTxbbS3fhDV7eGNXlktJAiucAnae5r5ht5Y5ZXkjdnR3B8yThm4ABPp7CvpjxzKYfA2tyK20izkAOcdRivnDRhYPqSNqE5hs3dnkDA7iPQEd/wAOvFXAmRZi3GNvl2IMA7W4/wD10lxGY1ikLjaThULjI+vtT1aHlom85BkbJBtJXP8AEB0OMHinSvc3W4+aVQYUrgfd4AAP4Y/GrJIA5BLhQR3Kjg+2O9BU78l9sLAfMoyPy7nNC+arbljOckYA4I7jNXEht7qO3igl3PKSDHJwiE/dIbryeMnoaAKZjMVwAcKDwrn+R/ljtSo3LI+4NyRj9Afp6VsSadNHcwLeyKqXKt5UnBDMvG0gcqRjHPP51Tt4beWJP9MVLjztgjdTxnodw/Hr6UAUg+CxVSinjDHOP8+tWkdc+XKAjkcHsfp/gasxaWzPfRRSwyxwKW8wHh8HGAx6cnPYdfaoY7OWe6exkEZcZKh3wpwM4VjwTjp69qAFi5O0A7l4IYYP5Gnb3Y8LuGRnoPwz2qb+zJoohJLbOWtSUmByBkjIGT145JHT05psZSN1eaBdhGwbuVb16dcZpgRvhWCvvUg7SHGDn0pZz5aBFuGkjU4AdeAO3Hv+lWJkV8CKRWAVs8kqAvrn61A0RaQAbQc5z1yPUntzTAh8whdoGM9MdzQjoJQZIfMjxgqxI/UcgilkAA2AEN3w4I69v8aY5EkrSSOSSAc/3vf60AMdVZ9qsdwIA98+lWLa8/0OexbDSMx8kEZBc8ED0z+VVxHlDvbAYVE8XmIQW4cAMR6jpSYDpY5Iz5VxCyScE7jwPTmgqpIY8vnAIbAP4j+Rqy9xa3EBW8hkWURqFmjxlsccDoBj/OaqIrwgLI3zEDGxgRj/AD27UAMlmMbRkj5DwDjj8T7+tPMYUE8MVxgYpJEkklxFLGYCCpikTJ9yG7fQ0RlhAolceZGSrc5/HPfNIB8W7CshyADk+g+lO2vEypNGwO0Ng+h6EUuUco7sgJ4YhfmX3Aq1qQga7SPThII1VVHmfKxJHOT19fwxTEPtJVjjBVA/Yj17GteFZXtbiyjvpUiYBYnC7ljZlOQ3GSv4d85rGt4ZQMeW3yYOMgkccfhWjBcajHbAQImYTmUswJaAc4C5yeTyR096YHpHwxkks9Mu9EuI1ils5BLGivuXy5MkFT1I3BuvPOK7+vHfBt4LDxvBdESiDWI2hLTpjy3XkRBhwxG0n6GvYaxktTSOwteSfFH/AJGa2/681/8AQ3r1uvJPij/yM1t/15r/AOhvUjPSPDv/ACLOk/8AXnD/AOgCtOszw7/yLOk/9ecP/oArToA5b4jAH4d66Dt/49W+8MivmJLq4tjtMGc/OoYksvsfWvp/4hAn4f60Fk8s/Zzh/wC7yOa+bre2ASJWDyK6745HbLMCccj61cdiWWNLv7JnHnRvvyNkS5KMxOPqPUCrheAyRBGHmMGDNn5XP9MfrxVGfS1YkrFlR95gc8dM+1U3Sa3UeRLxjeQVHIz396sRvecgifdE0pP3WDEeUfw7n34p0SxylFXy2BIGZFxtPfcDkYPXPTvWZaXUtyDFJbPFKoAPPytj27fTpU6N5b7mDjOBjBBI7g4/yKBGrNJtFsvlbrmNmLO53pIw6ZBzzj5c9DwabFpkwWF3eJVkI2bznDdVz6evtiqpnUQlEihRD1IHzLj/AOt1p7ZLiJtpO0ZKqemOM984/SgB8hkSYrILd5VYqzMMhievAwD9ans72ewTyoniG9eAy70bGMNtPAPuOar702/xBW4yOQw46n8KbIjYKkEgE4IAAz70AXRqd3tltxOqxz7Qy5PysOjDPXHv265qUAThbea5V5t7sW4IbsCScFSenGcjGeRWd8wQsDySCM8njr/k0xy8MgMTshTBVydpz6jv+FMCZ1ELhZCQB1RecHp171E8kgbeFYpnC57fWo5pWLudzy7iCWJJPp9RzgU1Z2ZCmThT6k474x+dMCwJJArbgwHRlI7elRxhGRhuIkBGF29R9aFcEFSpAXg7u34f0oMYMpyjBiec80APjjDzqNzBeRk9uCefyqEBgsgIPJDcjp/Srdsbgw3EUcgZZBhFIwoz3HvxjPTtVUt8rAgEgA7iMcemKAGBgZuSSgGMsOfwFTR2rsyxIpleRTsCDJ4yT8o57H+dRRuSSRH93GRnH1q00cqFdplMBXeJQuxsdDg9h0GelICoFIACsORkY4FMkVhycr2OeCDUvzJlS25TnBH96nAK4C546FeOf8DSArpGwbBBwo6cA/nUiEvjODg5wxINOKx7djcEDqeeKm8pgMlSWAGcnOCTxkelAEtsZVmLEYfpk8c/5Namn3bW8xJBCSf6zawRmx6k9OfpWRGvzKFBO08j0H0q7wQSXAOcnd3/AMapCN+PUZrbQn1F3AvLO8WVkdvmbaRtVfQlenqM17XDIs0KSoco6hlPsea8JtJFvo/sl1MyIu2JXAXaFLAjcf8AZPzKO5yDXqvge+nvvC1v9pAFxAz28nzBslGKg8ewHHas5oqLOmryT4o/8jNbf9ea/wDob163XknxR/5Ga2/681/9Desyz0jw7/yLOk/9ecP/AKAK06zPDv8AyLOk/wDXnD/6AK06AOX+IhQfD/WjI4RPsxyT9RXgdjYynTLLUHVoVeEliSTIecA577uPpmvcviqQPhnreUDgxICD0/1i149pcslvpqWDwyyqODMpykgbllyOeB0A6mtIbESK4sHUyTechhQhcZP7wnkj8Md/wqrLbfMDGMjlgFGQR1zz3Hf8DVidGheQR7lUHhWfLDHHzf54ojcgtvyjZHQdTVWERLGrADnAztVvQ/yp8UZQ5UMCTwf731/CneUNxKjG7kYPf2pjIVIJ49zn/JoAI4go3RrjJ5OPvVKAWIDMcr9wEk98/h+NQg+WxCkIFweT0qUMx9z3UdKAIgJW3FpAGJOcDB/wpWnZVwy4wMEn/PrTzJ3bg4we9OKgMDjk9BmgBBvbGPnY9gKjdcJuLEA5z6UMsjqQrqFwTjpk+me1OwGO4fMAceh6UwIkmaBSAGCtlSAM7vUUj7ZyjJvZ8cnHfufenFWYkqxBzlsj7o9qnjtIXVw1wIygyu9COfqOh/rxTApsWUrn5wScADH6+9S7i0e6QgBSBzz+voKRoncLjj1JbAPv7U1o5kDyAbscDoDnp2oAk25t92AYVO0ndnbn19uKcyShgHBIwD6EA9MVBbeQDsw29xg7eMknkH1x6055JkVhHnY7YbnGPakBYWzEhyIQ5GCqAjPuevH+NWJtMWOJLvH2lFRQSuf3QyVVWGeO4xWfiVJQyxu8acMwIJ6ZxitKab90LS6dVG0BWY7Vb2A7npx9aAM77PNLExW7bKDO10ByPUH19qVYZRhNyuVG/wCZcD/6/wBDU72wRiyTeYhUHK/LknqCO2OnvQGYK8auTvUB/NAbnOcrjr/hSAi+eREZA6AgLgt0I659+uKVJlIyPujpnrj/APVWhp1oZ5Qj5ZpuFk6BHHIwapGIMwVnKqw+U4z82eaYh68lW3Ljko2etXA7NEScMOpD8iq0UADALuyfvEgDJq2ECKoySSMEEU0BESpkwVODwQM9K9D+GF/IbvUdPcOYnAuYmY5OfusD27KRXnx2qAxlBbrjkZ5wa3fCMptfFujXW4YlllhK7iMArjkfUjGe1KSugW57jXknxR/5Ga2/681/9DevW68k+KP/ACM1t/15r/6G9YGp6R4d/wCRZ0n/AK84f/QBWnWZ4d/5FnSf+vOH/wBAFadAHG/FI4+HWqrkguI1G3rnzF6V4HZyiHUIppFl2bwJNgK5I67fcZB9jXvnxOM48C3gt/L8wvGMv0Ubxk/XFfP0UqyXXmhy0KnYmefTJ+p/wrSGxEjo4Usbp7iFEkEwIeJlUfOvG7g8AnOQPr3qCRVEsiRks0ZKhsbSfXIycVVHmT3iqFdnlmCxZJ3E5wMj8hmpIJWu5o4mZQCWQF3wpPsxHc+vc+lWIcSSPvg5HQjJqYNCYjhmEinhcYUj2Pr3NRLE3lmYgEI4iO7gqx6A+nIx9aRwYpmhljIcMUKt6jqD7j+lADtqDOABnoeoFJsWTKlCAO5Pf2p4ZiTyH4C80xcHlgMdckdP8+tIBCi5LZwwx8oOD+FSyODbLF5IZmYFZsEHjsfak2sTz0yMgdBmrXlW66es24ZK/MF+8zZOOPT1NAFEQsxO5SxAOQBkkDqfwp3lgEHA98c/QVOkywhSZiQqcyKNjQnPVex7jHvS3O+Ocs0AjDANtHGARnj25z+JpgQMhUgkEhV+6Rg49vaoJAQoOTzyg6H61LNcRuVjLL5i8uC3Pt+n86ZvJYgRvn2Tr659D/hQA6OJpY3JwrKD8h7j2/nikSMyHymPJIwTkZ+n/wBaq73MUhZY5EkT+8Dgfr/OlgkjPmtI4jWNcuS+1gPbPSgCw8aTylwu046FuQAPXuahFqGGAWZUHCk5z9KH1C1aFVi2PsYq7KcZB+vSmXF9GUQRlVfJCLgjJ77iOfzoA0NNRYDMXjjG1CNzMdw46AHr/n0qe92T6bKwCqzuq+XuDMDjJYcYx7Dsetc79tMrsI28xQvSJyr8ddwPGOtTJqM1mhgbekZOUVl4Gec+vNAEwgEbFRIyOVyyNkZ2/wCyf6VISo7oMckZzz61WXXZLa7USz2zywv8qTpkBuh68Z5+nNV5NViUMxuoGIXLKThj3BK9RgcY5GcetIZr2zSIQxDoCMqsZH+R/hT2VWQNujy3JULjaex/z0rJa+ur1hDa2M25kzuaJ8fRjjp6Yrp9B+H3iXxFbtJHc/2bbo6+XNeRs7k852jg8dOeD70XsKxVtSDH87DeDjb/AHasSlYYnJK7cc5OMD19q2bv4UeMtPYz6d4kttQONpimtVhOPryKzT8MvGl1JuuLW1Dg/LJ9pVSo9PlB780cyDlZnrIHtyqshhLB2YuCvpnP6Gn+Yi4ljLRjO+Jkl4XacjrzwQDj8K37b4Q+Iy6TPeaVBKrBgw3vsI9AAorX074MWaX4uNX1I3cPmCU20cWxWI6AtkkjP4mjnQcrPTdOu0v9NtbuN1dZolcMvQ5Ga8t+KP8AyM1t/wBea/8Aob16vFFHBEsUSKkajCqowAPYV5T8Uf8AkZrb/rzX/wBDesTQ9I8O/wDIs6T/ANecP/oArTrM8O/8izpP/XnD/wCgCtOgDhPi3Ck/w+uo5CApnhP1/eDjHf6V4PZxwxx7jKI0dgUkQdicbSvtyQK+h/iFoeoeIvCcmm6akTTSTRswlfaNgbLfjivJIfhT4ytpTJbwWscm0pvE6/dPUc5PSri9CWZTSsLpZbeWJo9iuSh3hdy8rnuQDgnjv3qvK0MckkZl2Rq21Fb5WVexAPse+K6O1+DfiskRm4srePAyxmJOe4AC9Kvx/AvUpOLjWbdUzkIgcgfyJ79armQrM4tLx7Z2VMXBkG1kdwA69xg8N+HSo7jWUury5kkga3+bewypCA4AyR/QV6NF8B4CoFzr0rqMYUW46emS3T/CtGD4G6CmfPvbqbK7SNqjvnPTg0uZBynkU2vWcM5TYzJsBZ4x8oP93PQ8ck07/hIYg6hYN5wDnd+IJ4yBx1r22L4PeFIzzFeOvA2NcHaPwGPU1oL8MPCA2+bpC3BQBVM8rvgDoOT0o5x8p4DLq4ktYpRE+7dtKoh5JPB9ueB1B9qhk1mRowdjQOr53ls7cE8bfc9c9xxX0rB4J8M27bo9Dst3TLRBv51oRaLpNuB5OmWceP7kCj+Qpc4cp8wW+v6xFfl4o2uJJB8zeSWIBGD0HQj8etXR/wAJfrjxs+l6gWjQRApaO25RwBgjivp9I0jXaiKq+ijAp9HOHKfM0Xg3xXeRvjwzeQM/X5FUk9Scs3ersHwz8byhvNsplRgAFfUEXgdjgtn6V9GUUuZjseBR/CHxXdII55tPgQAgeZKXbn3C8gVcT4H6vKytPrNjGyPuRkikkKcYwCSOK9woo5mFkePR/ApGJafxFLk8EQ2wUY9PvVq2/wAGdLjEaTarfOIzkGNY0b88E16bRS5mFjgI/hB4XD75jqE7YIy92y8Hr93HWr8fwv8AB0QXOjJKVGA000jn9Wrr80Zoux2MS38HeGrUHydA01c8/wDHsh/mK0INL0+1/wCPextYsf8APOFV/kKuUUgEAAGB0paKKACiiigAooooAK8k+KP/ACM1t/15r/6G9et15J8Uf+Rmtv8ArzX/ANDegD0jw7/yLOk/9ecP/oArTrM8O/8AIs6T/wBecP8A6AK06ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8k+KP/ACM1t/15r/6G9et15J8Uf+Rmtv8ArzX/ANDegD0jw7/yLOk/9ecP/oArTrmtB17R4fD2mRS6rYpIlpErI1wgKkIMgjPBrS/4SLQ/+gzp/wD4FJ/jQBp0Vmf8JFof/QZ0/wD8Ck/xo/4SLQ/+gzp//gUn+NAGnRWZ/wAJFof/AEGdP/8AApP8aP8AhItD/wCgzp//AIFJ/jQBp0Vmf8JFof8A0GdP/wDApP8AGj/hItD/AOgzp/8A4FJ/jQBp0Vmf8JFof/QZ0/8A8Ck/xo/4SLQ/+gzp/wD4FJ/jQBp0Vmf8JFof/QZ0/wD8Ck/xo/4SLQ/+gzp//gUn+NAGnRWZ/wAJFof/AEGdP/8AApP8aP8AhItD/wCgzp//AIFJ/jQBp0Vmf8JFof8A0GdP/wDApP8AGj/hItD/AOgzp/8A4FJ/jQBp0Vmf8JFof/QZ0/8A8Ck/xo/4SLQ/+gzp/wD4FJ/jQBp0Vmf8JFof/QZ0/wD8Ck/xo/4SLQ/+gzp//gUn+NAGnRWZ/wAJFof/AEGdP/8AApP8aP8AhItD/wCgzp//AIFJ/jQBp0Vmf8JFof8A0GdP/wDApP8AGj/hItD/AOgzp/8A4FJ/jQBp0Vmf8JFof/QZ0/8A8Ck/xo/4SLQ/+gzp/wD4FJ/jQBp0Vmf8JFof/QZ0/wD8Ck/xo/4SLQ/+gzp//gUn+NAGnRWZ/wAJFof/AEGdP/8AApP8aP8AhItD/wCgzp//AIFJ/jQBp15J8Uf+Rmtv+vNf/Q3r0j/hItD/AOgzp/8A4FJ/jXlvxIvbW+8Q28tpdwTRi0VS0UqsM734z+IoA//Z
scienceqa
finegrained_perception (instance-level)
null
dev
2,000,385
Завершите предложение. Арктические лисы используют свои хвосты для ().
Прочтите первую часть отрывка о песцах. Песцы живут в очень холодных местах. Их шубы согреют их. Их хвосты также помогают им согреться. У этих лисиц большие, густые хвосты. Когда они ложатся спать, они обхватывают свое тело хвостами.
Не теряй тепло.
передвигаться
спрятать еду
null
A
function_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,389
Почему кенгуру называют боксёрами?
Прочитайте текст о кенгуру. Кенгуру – животные необычной внешности. Но их забавные тела помогают им выжить в дикой природе. Благодаря сильным задним ногам кенгуру могут прыгать на высоту до тридцати футов. Они также стучат своими длинными ногами и большим хвостом по земле, чтобы предупредить других кенгуру об опасности. Кенгуру используют свои короткие руки, чтобы защищаться друг от друга или от опасных животных, таких как дикие собаки. Некоторые люди называют кенгуру боксерами из-за того, как они держат руки во время боя. Кенгуру тоже иногда облизывают руки в жаркие дни. Они делают это, чтобы охладиться. С головы до пят кенгуру используют все, что им нужно, чтобы оставаться в безопасности и чувствовать себя комфортно в дикой природе.
потому что они облизывают руки перед боем
потому что у них сильные задние ноги
из-за того, как они используют свое оружие для борьбы
null
C
identity_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,391
Что такое лучи?
Прочитайте первую часть отрывка о лучах. Лучи-это что-то вроде Рыбы. Но они не похожи на других рыб. Большинство лучей имеют форму больших плоских змеев. У лучей большие плавники, похожие на крылья. Плавники помогают лучам плавать. Лучи похожи на птиц, летающих в воде.
Скаты – рыбы, не имеющие плавников.
Скаты – это рыбы, по форме напоминающие воздушных змеев.
Скаты – птицы, плавающие в воде.
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,406
Какой основной убедительный призыв используется в этой рекламе?
null
Патос (эмоции)
этос (персонаж)
логотипы (причина)
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,408
Какой риторический призыв в основном используется в этой рекламе?
null
Патос (эмоции)
логотипы (причина)
этос (персонаж)
null
C
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,411
Какой основной убедительный призыв используется в этой рекламе?
null
этос (персонаж)
Патос (эмоции)
логотипы (причина)
null
B
image_topic
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
scienceqa
coarse_perception
null
dev
2,000,414
Какой риторический призыв в основном используется в этой рекламе?
null
Патос (эмоции)
логотипы (причина)
этос (персонаж)
null
B
image_topic
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
scienceqa
coarse_perception
null
dev
2,000,415
Какой основной убедительный призыв используется в этой рекламе?
null
логотипы (причина)
Патос (эмоции)
этос (персонаж)
null
C
image_topic
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
scienceqa
coarse_perception
null
dev
2,000,416
Посмотрите на картинку. Какое слово лучше всего описывает звук, который издает эта вода?
null
щелчок
рычание
капает
null
C
image_topic
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
scienceqa
coarse_perception
null
dev
2,000,418
Какой риторический призыв в основном используется в этой рекламе?
null
Патос (эмоции)
этос (персонаж)
логотипы (причина)
null
B
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,420
Какой риторический призыв в основном используется в этой рекламе?
null
Патос (эмоции)
этос (персонаж)
логотипы (причина)
null
A
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,421
В США действует федеративная система. Основываясь на этих определениях, какое из этих утверждений, скорее всего, сделает человек, живущий в условиях федеральной системы?
Подумайте о названии Соединенных Штатов Америки. Как видно из названия, в стране есть как единое национальное правительство, так и совокупность правительств штатов. Ответив на следующие вопросы, вы узнаете об отношениях между национальным правительством и правительствами штатов. Вы также узнаете о том, как работают органы власти штата и местные органы власти. Во многих странах есть как национальное правительство, так и правительства штатов. Однако эти страны по-разному делят власть между национальным правительством и правительством штата. В таблице ниже описаны три различные системы разделения власти. Посмотри на стол. Тогда ответьте на вопрос ниже.
Должностные лица как моего штата, так и национального правительства имеют власть над важными вопросами.
Я обращаю внимание только на государственную политику, поскольку национальное правительство почти не имеет власти.
Должностные лица моего национального правительства решают большинство возникающих вопросов.
null
A
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,422
В США действует федеративная система. Основываясь на этих определениях, какое из этих утверждений, скорее всего, сделает человек, живущий в условиях федеральной системы?
Подумайте о названии Соединенных Штатов Америки. Как видно из названия, в стране есть как единое национальное правительство, так и совокупность правительств штатов. Ответив на следующие вопросы, вы узнаете об отношениях между национальным правительством и правительствами штатов. Вы также узнаете о том, как работают органы власти штата и местные органы власти. Во многих странах есть как национальное правительство, так и правительства штатов. Однако эти страны по-разному делят власть между национальным правительством и правительством штата. В таблице ниже описаны три различные системы разделения власти. Посмотри на стол. Тогда ответьте на вопрос ниже.
Должностные лица моего национального правительства решают большинство возникающих вопросов.
Должностные лица как моего штата, так и национального правительства имеют власть над важными вопросами.
Я обращаю внимание только на государственную политику, поскольку национальное правительство почти не имеет власти.
null
B
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,424
В США действует федеративная система. Основываясь на этих определениях, какое из этих утверждений, скорее всего, сделает человек, живущий в условиях федеральной системы?
Подумайте о названии Соединенных Штатов Америки. Как видно из названия, в стране есть как единое национальное правительство, так и совокупность правительств штатов. Ответив на следующие вопросы, вы узнаете об отношениях между национальным правительством и правительствами штатов. Вы также узнаете о том, как работают органы власти штата и местные органы власти. Во многих странах есть как национальное правительство, так и правительства штатов. Однако эти страны по-разному делят власть между национальным правительством и правительством штата. В таблице ниже описаны три различные системы разделения власти. Посмотри на стол. Тогда ответьте на вопрос ниже.
Я обращаю внимание только на государственную политику, поскольку национальное правительство почти не имеет власти.
Должностные лица моего национального правительства решают большинство возникающих вопросов.
Должностные лица как моего штата, так и национального правительства имеют власть над важными вопросами.
null
C
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,425
В США действует федеративная система. Основываясь на этих определениях, какое из этих утверждений, скорее всего, сделает человек, живущий в условиях федеральной системы?
Подумайте о названии Соединенных Штатов Америки. Как видно из названия, в стране есть как единое национальное правительство, так и совокупность правительств штатов. Ответив на следующие вопросы, вы узнаете об отношениях между национальным правительством и правительствами штатов. Вы также узнаете о том, как работают органы власти штата и местные органы власти. Во многих странах есть как национальное правительство, так и правительства штатов. Однако эти страны по-разному делят власть между национальным правительством и правительством штата. В таблице ниже описаны три различные системы разделения власти. Посмотри на стол. Тогда ответьте на вопрос ниже.
Должностные лица как моего штата, так и национального правительства имеют власть над важными вопросами.
Должностные лица моего национального правительства решают большинство возникающих вопросов.
Я обращаю внимание только на государственную политику, поскольку национальное правительство почти не имеет власти.
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A
structuralized_imagetext_understanding
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8+g/7+L/AI0HwvrTYzak46ZlXj9a9JxRin/ZNHu/w/yD+2K/Zfj/AJnm3/CLax/z6D/v4v8AjR/wi2sf8+g/7+L/AI16TRS/smj3f4f5B/bGI7L8f8zzb/hFdY/58x/38X/Gj/hFdY/58x/38X/GvSaKP7Jo93+H+Qf2xiOy/H/M82/4RbWP+fQf9/F/xo/4RbWP+fQf9/F/xr0mij+yaPd/h/kH9sYjsvx/zPNv+EV1j/nzH/fxf8aP+EV1j/nzH/fxf8a9Joo/smj3f4f5B/bGI7L8f8zzb/hFdY/58x/38X/Gj/hFdY/59B/38X/GvSaKP7Jod3+H+Q/7YxHZfj/mecr4c1QQyRNbAO5UqPMXkDOe/uKj/wCEW1fP/HoP+/i/416E/wDx/Qf7j/8AstY3iDUdX02S1axjsninnjt8Tl9wZ2xnjsKp5VRfV/h/kJZxXV9F+P8Amcv/AMIrrH/PmP8Av4v+NH/CK6x/z5j/AL+L/jXSQ+Jvs+p3On6lFtkhkhiM0CM0YaRRjcf4QWOBV6z8Q2F9efZYWl3Nv8p2iKpLsOG2MeGwan+yaHd/h/kP+2MR2X4/5nG/8IrrH/PmP+/i/wCNH/CK6x/z5j/v4v8AjXYSeJNPTU3sGM3mJOlu7+UdiyMoZVLdOQRVO98ZWFpb3jrDcyS2yeZ5PlFWkUOEJXPYEij+yaHd/h/kH9sYjsvx/wAzm/8AhFdY/wCfMf8Afxf8aP8AhFdY/wCfMf8Afxf8a6g+KLOIypIJpJBK6CGGFmcKiqWLD23DJ6cgVJ/wleltLsjklkT9zmZImMaiXHlkt6HIo/smh3f4f5B/bGI7L8f8zk/+EV1j/n0H/fxf8aP+EV1j/nzH/fxf8a6TUvFtpa22oiFJDd2lvLMscyMgkCcNg+mSPzrU1DV7bTGt0mErSzsVjjijLscDLHA7AdTR/ZNHu/w/yD+2MR2X4/5nD/8ACK6x/wA+Y/7+L/jR/wAIrrH/AD5j/v4v+NdQvjDSHhhnSSZ4ZIkmMiwsViRyQrOcfLnB6+lSy+J9LjtYrh5mVJPNIyhyvlnD5HbBwPckDvR/ZNDu/wAP8g/tjEdl+P8Amcl/wiusf8+Y/wC/i/40f8IrrH/PmP8Av4v+NdYfFOnhUV0uVnecW4t2gYSBypYAr6FQTnpTB4v0rypJi06RJHLIJGhYBxEcOF9SKP7Jod3+H+Qf2xiOy/H/ADOW/wCEV1j/AJ8x/wB/F/xo/wCEV1j/AJ8x/wB/F/xrq4/FWmyXX2ci5jcSpE3mQMoRn+5k9g2eP6U3/hLtKEE07STLDFE0yyNCwWVFIDMnHzAEjp6ij+yaPd/h/kH9sYjsvx/zOW/4RXWP+fMf9/F/xo/4RXWP+fMf9/F/xrqW8U2xvrWzjtbtpprn7O6mIqYj5ZkDEHsQP5+lJf8AiaHS9ZuLO6ikFvHbRzmWONn2hmZSWx0UbRz7+1H9k0O7/D/IP7YxHZfj/mcv/wAIrrH/AD5j/v4v+NH/AAiusf8APmP+/i/412EniTTodRezmkkikUOd7oQjbV3Ng98KCfwNWNN1WDVojJBFcIuFYGaIpuU8hlz1FH9k0O7/AA/yD+2MR2X4/wCZw3/CK6x/z5j/AL+L/jTX8MatGjO1qAqgknzF6fnXplV73/jxuP8Ark38qP7Jo93+H+Qf2ziOy/H/ADIDaxX2ifY5smKe28p8HB2suD/OsOTwrd3lt5N/qonEVpLa25W2CbN67C7fMdzY9MDrXR2X/Hjb/wDXJf5VYr1TyTnrjw19o1SG9+1FfL+zfJ5ec+UZD1z38z8Md6yZfAck+ni0fUYmxZraCRrQMyBCSpXLfKTkbvXHGK7eigDkdT0C6XQZ7G1Zpry5vTcpcRgRi2dn3b+STgc9Mk9K2bvSll0VNNtxDHEioipNCJUKrj5SpIyMD1BrVooA4tvC0y3Wk2eZHgt5ZJp5+Fj8stuECqWLbdyocdAF684qze+D2vrm9ke+jiFzFLETBbbGcOOPMIbD7e3APvXV0UAcpD4Qjj1dr+WS1laScXMm61+bzNoB2sW+UZAPQketOHg8DT1tPtx40s6du8r1IO/Gfbp+tdTRQAyNdkapnO0AZp9FFABRRRQAUUUUAFFFFABRRRQAVXg/111/10H/AKAtWKrwf666/wCug/8AQFoAwG8IxyajFeNdt8l1LcOgTiQOQyqef4WCsD6iq6eDXitDZLqOLWaC3hulMPzSeUAoKnd8u4AA8H2rr6KAOSu/Bz3kt87X0URuYpI8wW2wsWIIaTDYcrjjgHrzXURCQRqJWVpABuZVwCe+Bk4qWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK8n/H9B/uP/wCy1V1TTf7TS0XzfL+z3UVz93O7Yc468Z9atSf8f0H+4/8A7LWVq3iO20e4khmtrqQxWxu5DCqkJEDgk5I6egyfSgBLrw99qk1B/tO03c9vNjy87PKKnHXnO38M1W0fwjDo+oC4RrdkjMhh/wBHxKu855fcc4yRwBnvU58UweYbcWV4bwzeUtqFTe3yb9w+bbjbzyR6dabD4tsbq4ggt7e6mkljEhCqoMYLlDkFgSQykHaDjFAD5/DvnT3Ev2or52oQ3uNn3fLCDb177OvbPSsf/hA3EIiXUY1xayWu9bQBmDMrB3O7LNlRk9DzwM5rZsfEMc2g3Os3ltJaQwPMGDEMSsbsuRtJ646etUNQ8V3CGGCz0+4jvGu4IZIrlEyiSZIbAcA5CsBzwQc0ASL4Xuob2W/ttSSO8labezW25NsgTIC7uoMYIOfYg0sPhCK30+eziuyI5PsgUsmSog29eec7fbGaPEnie40WaaCCyMhSzN15zEFRh1XBXIJ69vap28VWyFojaXi3YuPs4tSqCRm2b8g7tuNvOSfbrQBkv4Dd4mT+0Y1zBcW5cWg3uspBLO27LMCBz068d61vENpem60+/wBPjkkubYyJhFRvkdcHhmXuq8549DU7+I7JNAXWQs8luzKmxEy4Yvs24z1DcH6VCfFMHm/ZhZXhvxM0RtAqeYCFDk53bdu1lOd3fHWgDIsPBl0mjJaS3wi+02cNvfx+VvLbM/cbICkhiCcH1FXLnwXBdy6v5ty3k36bYo9nFuSQzkc87nVWxx0qaPxnpckMUoE+2WWKJfkAP7wEhjzwBhgfQqaR/GWnRtLmK6McGTPKqrtiXeybj82SCVY8AnAzgUAFj4VjtLi2n8y2WWG589vs9t5YceWyAHLE/wAROST6VFceDhcaVFZfbivlx3ce/wArOfPzzjPbP4+1bGmatFqjXPkwTolvM8BkkAAdlYq23BJIBHX3+tadAHP3HhsXFzczNdYE9xbTFfL6eTjjr3x17e9ZcHgOGCxmtEmgCtA0EUotf3qqSD8zbueABwFz3rtKKAOeuPDrvrn9qRXgST7THPsaPcMLE0ZXqOoYnPb0NSan4f8A7Rk1Rzc+X9usVs8bM7MFzu68/f6e1btFAHIr4Okj1RLyO/jVo7mW4VjagufMVlKsxPOA3y9hgZBrR0LQW0eW5czxFZwo8m3h8mJSM5YLuOGOecYHA4rdooAKr3v/AB43H/XJv5VYqve/8eNx/wBcm/lQAWX/AB42/wD1yX+VWKo2kMps4CLlwPLXjavHH0qfyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeq8H+uuv+ug/9AWl8ib/n6f8A75X/AAqvDDMZrj/SnGJB/CvPyr7UAX6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/5+n/AO+V/wAKPIm/5+n/AO+V/wAKAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/5+n/AO+V/wAKPIm/5+n/AO+V/wAKAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/5+n/AO+V/wAKPIm/5+n/AO+V/wAKAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/5+n/AO+V/wAKPIm/5+n/AO+V/wAKAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/5+n/AO+V/wAKPIm/5+n/AO+V/wAKAEk/4/oP9x//AGWs3U9Ah1Sa7kknkT7TYtZMFA4VjncPfmrckM32yEfanzsfnavt7VY8ib/n6f8A75X/AAoEY1z4aSTUm1CC9lgu/MWRHCKwTEflkYPUEfrVd/B8MkFtbfbZfIhIcho0Ll95cur4yjEnnH6V0PkTf8/T/wDfK/4UeRN/z9P/AN8r/hQMyo/D0I0W90qWeSS2uXlYcANGHYsQCOuCSQTUCeGQblbq7vpri7E8MplKKoIiDbVwOg+ZiT6mtzyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgDI1nw5HrU/nG5lh3W5t3VVB3KWVu/QgrUOpeErTUrua6eX9886zL5kSyIpEflkbWGCCP1rd8ib/n6f/vlf8KPIm/5+n/75X/CgDD1PQ5ZPDCaTZuA6yQkOFWPG2VWYgABQcAkDFIPC7LcfbhqUw1IzNKbry15BQJt2Yxjaq++Rmt3yJv8An6f/AL5X/CjyJv8An6f/AL5X/CgDnT4JsR5QSedVjsmtMcHJJJEh4+8Cze3zGmnwRZCS1kSQbooI4JGlgjlMgQkhssDtYknJHrXSeRN/z9P/AN8r/hR5E3/P0/8A3yv+FAFKx0o2Hyw3T+UZ5p3QgfOZGLYz2AJ4xWpUHkTf8/T/APfK/wCFHkTf8/T/APfK/wCFAE9FQeRN/wA/T/8AfK/4UeRN/wA/T/8AfK/4UAT0VB5E3/P0/wD3yv8AhR5E3/P0/wD3yv8AhQBPRUHkTf8AP0//AHyv+FHkTf8AP0//AHyv+FAE9V73/jxuP+uTfypfIm/5+n/75X/CoLuGUWc5Ny5HltxtXnj6UAUtXd4/Bd9JG5R00+RlZTggiM4INc5FevomiR3tto99BczCCES3M/nqxkZRnaJCc857Z6ZrsoYY7nTI4ZkV45IQrowyGBXBBHpUktpbT2jWk0EcluV2mJlBUj0xQBycOv61czxWLLBaTH7Q5nuICokSMJjCbvlJ385JxtNZmh+KNXksrGGC3e4W3htFlzEzmbzFUsxkLALgNxkHJBrtG0HSWt47dtOtjDExdEMQwrHqR7ml/sPS/Ngl/s+1326hYW8oZQDoB6Y7elAHNjxDrEllA8b25ubme48uNIM7YoWZSSWkUdlyc9+BVvwvqkur39xeyEqJ9Ps5vKDEqjMJCcf57VtyaPp0sccT2UDRxOZI1MYwrEkkj6knNSWum2ViD9jtIYNwCny0C5AJIHHbk/nQBykfiPVoVma8WFZYgtw9uITzAHCu0cgYhwFIOeD7c0tx4l1VYlv1Fummt5kqzLCZSsQbCM4DAhSAW3AHqOK3Z/D1i1rcw2cUdg1yNsstvEoZlPUcjjOTU8mhaVNHbxy2FvItsgjhDxg7FGMAe3AoA5JfEOsw3ZtBMJ3n1C7SORbUyeVHFjChQwzncOc8AGpD4l114nlEVpbmEWQeCSMsS07bG5DcAZBH5V1M2iaVcCXztPtn82TzZN0Y+Z8Y3H3xxmpBpdgFZRZwYPl5AjGDsOU/75PT0oAraFe3N7BdLdmNpre6kty8alQwU8HGTjg+ta9QwW8Nv5nkxJH5jmR9oxuY9SfepqACiiigAooooAKKKKACiiigAqvB/rrr/roP/QFqxVeD/XXX/XQf+gLQBwA1G+trvXbBbmUyandyRWLM5PlOGCOF9AFIfA9DT9F1u/jt9NsYZIxLcQ2MP2m43SEbrd3YkbuWOzA6cnnNdwNOshKsn2WHzFkaUNsGQ7DDN9SDgmoW0TS5LcwPp1qYiEUoYhjCDCfkOnpQBwSa5q0nh7V4I76BGt7W8nklbcTITNKgCNu+UDZwecEgVcj17Ura+ksrbzJJJriV/MaFp9oSKH5QoYYyXznPHPrXXP4d0aWKON9Ks2jjDBFMK4UMctgY7nmpJtF0y5jKTafbyIX8whowfmwBn64AH4UAS6XcTXml2tzcwGCeWJXkiJzsYjkVcqNI0hjWONVRFACqowAB2AqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAryf8AH9B/uP8A+y1zni7T4Zm02ZjOsj39vAxjuJEBQvyMKQOa6OT/AI/oP9x//ZaWaCG5CCaNJNjiRNwztYcgj3FAHHNd3+kavqhtZVNhbXNnD5E2+RirhFO1i3y43Z75NWNB8R6pq2owmS0Is7gzD/UFPJ2MQvzlvnzgg4Awa6WSwtJDKZLaJjKyvISgO9lxtJ9SMDH0pkOk6fb3kl3DZQR3Mmd8qxgMc9efegDAudd1KLV7kZtvscGpQWfl+Wd7LIiEtuzwQX9OgrFvfFerzWNyIpI4Fns2u7ScQgEKJUXO3eSQVfqQv0ru2sLN2dmtoizyrMxKDmRcbWPuMDB9hVb/AIR3RsMP7Ls8MGDDyV5DfeH0NAHOwazqb6rdabbyWsMgluXaeWNmVhGIhgLu4JL5POAB0ptv4r1O6tm1BVt47eMWTNAUJZvP27huzxjdkcV08uhaTNF5UunWrxh94VogRuwBn64AH4VM2m2bCQG0gxIULjyx82zG3P0wMemKAOE1TxRqFxY6jFkLbXGn3U9rNGojcCNgoIw5bB3dSF6V1Wsahd2+p6bY2bwRNdCV2lnUsAqKDgAEcnPXsAast4f0di5bS7Q7yxbMK8luG/PvTda0aPWYIUeXyzDJ5inykk5wR0YH17UAcrB4v1W40eTUR9iQWllBdTx+Wx88yFshDu+UYXAPOSamvfF+oWlvc4ghe6sFnN2uw4GHCxY543Bgx9lNdHb+HNJt7eyhNnDIbKNY4XlQMygdOfrz9at/2dZeZcy/ZIS90As7bBmUAYAb1445oA5iLXdce5trN4442muxCLia2ZNyeUzn93vJBBXHXByKrS+KtXg0v7dJ9kcSwXrxxiJhsaEnaSd3IIHI4rrLfR9Os1Rbext4ljfzE2RgbWxjP1wSPpSvpOnPCIXsbdo1DqEMYwA/3xj3zz60Ac3Jrms21/cRTvZyRQXNtEwSJgzrNjODu4Kk8evtVGHxhrUmkzagtqnlvaPcRF7dkSJgwCqW3fOCCckAYI967U2Fo7tI1rCXd0dmKDJZPuk+4xx6VCNC0pWnZdOtQZwRKfKHzgnJz+PNAHOvqurt4ltdNe7hURXwSRo4CBKjW7SbSC3GCDz9D25l8TeJL7SZ5vsSRyJaQJPcB0GMMxABYuMZwcYDGuik0uxnm86W0heXzFl3sgJ3qMK2fUDim3ekaffS+bd2NvPJsMe6SMMdp6jntyaAObk8S6lbySXMq28lqt5dWywohD4ijd1O7PU7MEY70/Qb3ULrxJm8uoZvM0qGcJApVVLu3Yk/n3FdGmm2MSRrHZwqschlQBB8rkEFh7kEjPvTbLR9O052eysbe3ZhtLRRhSRnOOO1AF+q97/x43H/AFyb+VWKr3v/AB43H/XJv5UAFl/x42//AFyX+VWKr2X/AB42/wD1yX+VWKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq8H+uuv+ug/9AWrFV4P9ddf9dB/6AtAFiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvJ/wAf0H+4/wD7LXE+N5rlbu+iW+dIhpDOsHG1n81Ru9ePrXbSf8f0H+4//stE9pbXDK09vFKyghS6BiAeoGaAOKvtc1ex1R9J+0vMPtap9pjjiWRVMJk2gOQmcjqecep5rXOo6pL4NS98y1hvyAN7SJsPz4yDkqGI6ckZOK3ZrK1uFkWe2hlEmN4eMMGx0znrinm3ha38hoYzCV2+WVG3HpjpigDg28QXUd1BdS6nchLW1vjNC8UYLPH5ZAIU7XIDdVIHHbmoo9c1afUIbC51MRtDqFrukheNiySJISjEKFxlB0Hfqa7tbCyVIkFpAFiz5aiMYTPBxxxmmrpdgECCytgoAAAiXAAOQOnY8/WgDmPC+vavql7bvdD9zcRSvJGxiXyWVgAECsXI6g7h1x06VHc+INRTVCUvY1UasLL7D5a7jGE3Zz1yeuemCK7GO0toZ5J4oIkll/1jqgDP9T3rNk8PWU2sLqkrTPKriRUONoYDAPTdwD0zjPOM0AcvF4k1cWtrdrfx3Xm2I1G4iWJR5Cq6b4xjn7rOOecp17Ulz4m1iaSI20pS2uEuLm2kRYuURgiAmRlG0jLkjnDDGMV3UdlaxGUx20KGY5kKxgb/APe9fxpsmn2c0McMlrC8cWPLRowVTHTA7UAcg+ta3ILqX7XFblbuytlhWNXVDKIi53fxffOOfzpsmsau11JYrqITyGvQZvJQs4iWNkyMYH3yDgcj0rtTbwsTmFDucOcqOWGMH6jA/Kk+ywb93kx7jnJ2DJzjP54GfpQBwsviTWIIYUM/mvdRWUvmRxRgwed5m4LuIX+AAbj379KnTWdcnCRPerbslrdzFwkTtJ5TqEJ2llBwTuA/SuxeztniZGt4WRkCMpjBBUdAR6D0pUtLaNFRLeJVVCihUAAU9QPb2oA4W11jVpzezw6hl5ri3P2cvErIjWyyERb+M5PRj0B781uy6rdXHhG2v7G6j8+XywJZlWIt82GADEqHPIGcjPtWzJplhKrLJZWzhgqsGiU5C/dB47dvSpntoJLf7O8MbQEbfLZAVx6Y6YoA8/bU7+6upL611GSOa10u5Z2kgTczRy/dYAle2CV69sVak8VX51e2eOeJbR7qK1eFyowzRBiQMFjgkckgdsHrXaJZ2scYRLeFUCGMKIwBtP8AD9PamNp1m7s7WkDMQAWMSkkDoOnbtQBw41/XBp+jk3TtLe2L3jTRxwqAwCYT52UbRuJPU+mBXcafNNc6baz3CIk0kSO6owZQxAJAI6jPenS6faTwxwy2sDxR42I8YKrjpgdqtUAFV73/AI8bj/rk38qsVXvf+PG4/wCuTfyoALL/AI8bf/rkv8qsVRtLu2WzgBuIgRGoILj0qb7ba/8APzD/AN9igCxRVf7ba/8APzD/AN9ij7ba/wDPzD/32KALFFV/ttr/AM/MP/fYo+22v/PzD/32KALFFV/ttr/z8w/99ij7ba/8/MP/AH2KALFFV/ttr/z8w/8AfYo+22v/AD8w/wDfYoAsUVX+22v/AD8w/wDfYo+22v8Az8w/99igCxRVf7ba/wDPzD/32KPttr/z8w/99igCxRVf7ba/8/MP/fYo+22v/PzD/wB9igCxRVf7ba/8/MP/AH2KPttr/wA/MP8A32KALFFV/ttr/wA/MP8A32KPttr/AM/MP/fYoAsVXg/111/10H/oC0fbbX/n5h/77FQw3dsJrgm4i5kGPnHPyrQBeoqv9ttf+fmH/vsUfbbX/n5h/wC+xQBYoqv9ttf+fmH/AL7FH221/wCfmH/vsUAWKKr/AG21/wCfmH/vsUfbbX/n5h/77FAFiiq/221/5+Yf++xR9ttf+fmH/vsUAWKKr/bbX/n5h/77FH221/5+Yf8AvsUAWKKr/bbX/n5h/wC+xR9ttf8An5h/77FAFiiq/wBttf8An5h/77FH221/5+Yf++xQBYoqv9ttf+fmH/vsUfbbX/n5h/77FAFiiq/221/5+Yf++xR9ttf+fmH/AL7FAFiiq/221/5+Yf8AvsUfbbX/AJ+Yf++xQASf8f0H+4//ALLXI+KNXmstamg/taSxjTTHuIVUL+8mD4Ucg59Nveune7tvtkJ+0RYCPk7x/s0wrpp1D7eZYjceV5O4yfw5zjGcde9AjkH1jVri5aM6hJbak95HbpYKq4ETRqTJgjJxlm3ZwNuKisfEmr3txbKs7j7e6QwpsHyPBt+0du53j8OK737Xabt32iHPTO8Uv2u0/wCfiH/vsUDPN7bxBrk2kT3H28LM1sjTKZI3eCUyovCBflGCw2tk8D3r0azkiMbQR3Jne3PlSszAsGwD82O+CD+NL9qtBn9/Bz1+cc0v2y1H/LxD/wB9igCxRVf7ba/8/MP/AH2KPttr/wA/MP8A32KALFFV/ttr/wA/MP8A32KPttr/AM/MP/fYoAsUVX+22v8Az8w/99ij7ba/8/MP/fYoAsUVX+22v/PzD/32KPttr/z8w/8AfYoAsUVX+22v/PzD/wB9ij7ba/8APzD/AN9igCxRVf7ba/8APzD/AN9ij7ba/wDPzD/32KALFFV/ttr/AM/MP/fYo+22v/PzD/32KALFV73/AI8bj/rk38qPttr/AM/MP/fYqG7u7ZrOcC4iJMbAAOPSgB0M0dtpUc8zqkUcId3Y4CgLkk1QsfEVrf3EUK295D56l4JJ7cokoAzkHtxzg4OKlvLA6r4XmsA/lm5szEH/ALpZMZ/Wsq6XxBqejz6Y2nR2LPaPE9wbgMpcrgeWF5xnuwGB2oA6Fb60eIyrcwNGG2lxICAfTPrVSTXLFNTs7FZ1knu43lj8tgRsXGWJz057f0rmD4du7rUIZ/7JjsrVZbMPa70IPlFyz4U4/iUDucdKjuvCmozC/jiiih8yG+jgfcvy+ZMjoPYFQ30yaAO2F9aG3NwLqAwA4MvmDaD9elQ2mr2V3AkyTKqvK8KeYQpdlYqQPXkVyMPh6+ilivDp88ypeJLLYytbrvVYnQMqphMgsDyedo6YrPXwhqvlbJbRlimhmh8iB4T5G6Z3GGcHAKsvK8gqOOlAHoz3ttH5m+5hXyxl90gG36+lRf2nYi8itDdw/aJojNHHuGWQdWHtXKS+H71Y7vZZ+aZtVE8pVo/NkhEYAIZuAdwB5wcZx1rOHhXWHsGtBaiOT7JeWyTecjeXvlEic9cFcr04z0xQB6HBcQ3MfmQTRyp03RsGGfqKYl5bSsVjuYXYNsIVwSG9PrweKwvDmkz2P26aaGeJrgoPKmMKj5VxkCIbR1xnknA6Vz0umT6TpdzLJbraRWyRPZicxvKbhHLLGjpy6nlfm+b5j70Ad895ao6o9xErsxRVLgEt6D3qCHV9OuInmjvrcxxytCz7wAHBwV575Fclc+HL6OK2lt7Hzb94t08jtE0JkaQu4kV+cAk4ZOfyFRXHhrUvNRlsmMUVzeExxeQ3mCZwyuBJkcDKnOCM8ZFAHcveW0cnlvcxK/8AdZwD0z0+nNSRSxzRLJE6ujDKspyD9DXDxeEZ0UrJarNtuNPKvM6s5jiVQ+Tx0w3YZ9K6XQLGbT7O4hmjWMNeTyRqpGAjSMy9OnB6UAbFFFFABRRRQAUUUUAFV4P9ddf9dB/6AtWKrwf666/66D/0BaAI7G/gv/tHk7v9HnaB9wx8y9ce3NPF7atHJItzCUiOJGEgwh9z2rm7S31WAaxp/wDZ00a3t1O8V4ssexA4+ViN27r7VjWvhjVIdPI+yzbxHbwSxE24EiI+WMe0Y3DszkHk9DzQB3rX1okUcrXMCxyHCMZAAx9j3ptrqFpeTXMNtPHLJbP5cyq2SjYzg/nXBjw5qcVgyHTpWmjmuTbt50MqBJCGCur8FeOSMEYOODXUeH7G6sbvVjcWscX2idJlkiI2v+6RSAOowynr60Ab9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBXk/4/oP8Acf8A9lrO1fxBHo80KTWN7MJnWNHgjDKXY4C8kc1oyf8AH9B/uP8A+y1n6/ZT30VgtugYw38Ez5IGEVsk80APs9atLu5ktjuguYyoaKfCtllDAAZ5ODziryXEEkzwpNG0sf30VwWX6jtXLah4fuLm/wBUu0tI2mlu7OS3lJXcFjKb8HtjDfWoPD3hy/0/V4prtZ91uZyZwYQk29sj7o8xs8H5uhHegDrZb60gdkluYkZEMjKzgEKOpx6UyDVLC6it5IbuF0uV3Q4cfvB7DvXNXuh3kuv3E1tZAR3DsZpJ2jeMgxbNy/8ALRH6DH3cZ9ayJ/DetTWNug04pLb2tqkIjmiQK0TZcMRyScfLzjnnHNAHdQ6vptxC08V7btEsrQl/MAAcHBX65FWDcwC4WBp4xMwysZcbiPUDrXBTeGtTLRsLFvKjlvAYo/IYuJpA6uA+V6ZU9CO2RV2Hw9fWeqWDW9o7+V9nWaa4kilRlRQpbkB1kA6FeD36mgDqJNVs4tTNhJMI5/LWQbyACGJUAE9TlTxU5vLZZXhaeISIu90LjKr6kdhXM+I/D8+qXmqzJaRzGXSvs9uzlciXc54z06rzVB/D2o3Gux3FzYl4zeymd1ljVHgdGQYUckgEbt3PHGewB20l1bwhjJPGgVd5LOBhfX6U7z4vKE3mp5RGQ+4bceua4FvC+szWUctyu66trmGJURo2MtvCrKpG/K5LMXw36EVqPoNy3gO80qOKQzz+YwildMjc+7b8oCgc9BwOlAHTR31rKyJHcwuz52hZAS2OuPXFAvLVvNxcwnyv9bhx8n+96fjXKz+GbgapcXFraRRb9TgnjkTaCsaxBWI9Oc8d6z4vC961nbW8uleWLWx+zzGGZFa7k3owdTz02Fvnxktj1NAHaLqlg11b2y3cBmuEaSFFcHeqkAkevUf5FWHubdJlheeJZWGVRnAYj1ArlNI0nUrfV7G8ubCPYguYywESyIrmNlZwvyljtYHb6j3puo6FfXOrXpSySQ3V5bTxXxdc26R7Ny4PzZ+VsAcHfzjmgDbtvEem3Ok3GqC5C2MDurTORj5TgkY7enc1YtNYsby5mghnQyxSeXtLD5ztVsr6jDDmsP8AsG6/4V9eaSttGt3Kk+2LK4JZ2K89OhFVZPDt3PPcXaWKQXEuqQXCMWTfHEsaK3IPbDDAPNAHYx3EEzyLFLHI0Z2uEYEqfQ+lTVxXhLw/e6VcwvdpMjwWv2dnzCElOQcjYNzdM5fnk+pNdrQAVBef8eVx/wBc2/lU9V73/jxuP+uTfyoALL/jxt/+uS/yqxVey/48bf8A65L/ACqxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXg/111/10H/oC1YqvB/rrr/roP/QFoAsUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV5P+P6D/AHH/APZahu9V06xcR3l9bW8jDIWWVVJGcZwT0zU0n/H9B/uP/wCy1ymu2N9deJbiKytIpvP0h7YvMxVU3PjOcHPqR3oA6STV9NguDbzX9tHOqlzG0qhgoGc4z0xzTjqVkGdTeQAoELjzB8oc4TP1PT1rl18LXyt9gdbeWza+iu3uWc+YQqKCm3HU7cZz0NVrDwhqcc9m11LAVMm27ZXJLRxbRb445PyAn0JPWgDrl1rS3Wdl1G0K25xMRMuI+cfNzxzxVuGaK4hSaGRZInG5XU5BHqDXAQeDNQGk/Y5tskkNsltG73AKOokRj8oQYBCZ5J5/E13kLSl5RLGkaK+Iij53LgckYGDnIxz0oAsUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFV73/jxuP+uTfyqxVe9/48bj/rk38qAMi21zZawr9mzhBzv9vpUn/CQf9Ov/AJE/+tRRQTcP+Eg/6df/ACJ/9aj/AISD/p1/8if/AFqKKAuH/CQf9Ov/AJE/+tR/wkH/AE6/+RP/AK1FFAXD/hIP+nX/AMif/Wo/4SD/AKdf/In/ANaiigLh/wAJB/06/wDkT/61H/CQf9Ov/kT/AOtRRQFw/wCEg/6df/In/wBaj/hIP+nX/wAif/WoooC4f8JB/wBOv/kT/wCtR/wkH/Tr/wCRP/rUUUBcP+Eg/wCnX/yJ/wDWo/4SD/p1/wDIn/1qKKAuH/CQf9Ov/kT/AOtR/wAJB/06/wDkT/61FFAXD/hIP+nX/wAif/Wo/wCEg/6df/In/wBaiigLh/wkH/Tr/wCRP/rVHFrm2WY/ZvvOD9/p8oHp7UUUBck/4SD/AKdf/In/ANaj/hIP+nX/AMif/WoooC4f8JB/06/+RP8A61H/AAkH/Tr/AORP/rUUUBcP+Eg/6df/ACJ/9aj/AISD/p1/8if/AFqKKAuH/CQf9Ov/AJE/+tR/wkH/AE6/+RP/AK1FFAXD/hIP+nX/AMif/Wo/4SD/AKdf/In/ANaiigLh/wAJB/06/wDkT/61H/CQf9Ov/kT/AOtRRQFw/wCEg/6df/In/wBaj/hIP+nX/wAif/WoooC4f8JB/wBOv/kT/wCtR/wkH/Tr/wCRP/rUUUBcP+Eg/wCnX/yJ/wDWo/4SD/p1/wDIn/1qKKAuH/CQf9Ov/kT/AOtR/wAJB/06/wDkT/61FFAXI31zN1E/2borDG/6e3tUn/CQf9Ov/kT/AOtRRQFw/wCEg/6df/In/wBaj/hIP+nX/wAif/WoooC4f8JB/wBOv/kT/wCtR/wkH/Tr/wCRP/rUUUBcP+Eg/wCnX/yJ/wDWo/4SD/p1/wDIn/1qKKAuH/CQf9Ov/kT/AOtR/wAJB/06/wDkT/61FFAXD/hIP+nX/wAif/Wo/wCEg/6df/In/wBaiigLh/wkH/Tr/wCRP/rUf8JB/wBOv/kT/wCtRRQFw/4SD/p1/wDIn/1qP+Eg/wCnX/yJ/wDWoooC4f8ACQf9Ov8A5E/+tR/wkH/Tr/5E/wDrUUUBcP8AhIP+nX/yJ/8AWo/4SD/p1/8AIn/1qKKAuH/CQf8ATr/5E/8ArVHc65vtZl+zYyh53+30oooC5//Z
scienceqa
logic_reasoning
null
dev
2,000,427
Почему воспитание детенышей с другими львицами в гордости может повысить репродуктивный успех африканской львицы? Заполните приведенную ниже претензию, которая дает ответ на этот вопрос и наилучшим образом подтверждается выдержкой. Воспитание детенышей с другими львицами в гордости увеличивает шансы, что ().
Животные часто ведут себя определенным образом, что может повысить их репродуктивный успех. Прочитайте отрывок о конкретном поведении животных. Затем следуйте инструкциям ниже. Африканские львы живут группами, называемыми прайдами. В прайде львицы или львицы могут рожать детенышей примерно в одно и то же время. Когда это происходит, львицы помогают друг другу воспитывать детенышей. Львицы работают вместе, чтобы кормить и защищать всех детенышей около двух лет. Львицам приходится защищать своих детенышей от львов-самцов, которые не являются частью их прайда. Эти львы-самцы могут нападать и убивать детенышей, пытаясь захватить прайд. Когда в прайде несколько львиц, вероятность того, что детеныши погибнут в результате нападения, меньше. Когда в прайде только одна львица, вероятность гибели детенышей выше. Рисунок: африканские львицы и их детеныши.
Детки львицы переживут атаки
львица будет кормить детенышей других львиц
Львица будет рядом сдругими львицами
null
A
nature_relation
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
scienceqa
relation_reasoning
null
dev
2,000,431
Завершите предложение. Индийская летучая лисица — это ().
На этом снимке изображена индийская летучая лисица.
летучая мышь
лиса
птица
null
A
object_localization
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
scienceqa
finegrained_perception (instance-level)
null
dev
2,000,432
Почему формирование прочных социальных связей с другими самками может увеличить репродуктивный успех самки павиана? Дополните приведенное ниже утверждение, которое отвечает на этот вопрос и лучше всего подтверждается отрывком. Формирование прочных социальных связей с другими женщинами увеличивает вероятность этого ().
Животные часто ведут себя определенным образом, что может повысить их репродуктивный успех. Прочитайте отрывок о конкретном поведении животных. Затем следуйте инструкциям ниже. Бабуины встречаются во многих частях Африки, где они живут группами. Самки павианов в группе могут образовывать социальные связи или тесные отношения с другими самками. Большинство самок павианов образуют социальные связи, но у некоторых связи сильнее, чем у других. Женщины, у которых более сильные социальные связи, проводят больше времени, ухаживая или чистя друг друга. Когда у самки есть сильные социальные связи с другими самками, больше ее потомков достигают взрослой жизни, чем потомки самок со слабыми социальными связями. Возможно, это связано с тем, что наличие прочных социальных связей помогает женщине справляться со стрессом. Когда самки павианов испытывают стресс, самки, у которых сильные социальные связи, проводят больше времени вместе. Это снижает стресс у самок, что также может помочь их потомству. Рисунок: павианы ухаживают друг за другом.
самка будет тратить больше времени на уход за другими бабуинами
потомство самки будет рядом с другими самками
потомство самки будет жить дольше
null
C
nature_relation
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
scienceqa
relation_reasoning
null
dev
2,000,433
Каким признаком обладает этот муравей-листорез?
На этом снимке изображен муравей-листорез. Муравей-листорез — это вид насекомых. У каждого муравья-листореза есть твердый внешний покров, называемый экзоскелетом. Экзоскелет помогает защитить тело муравья. Этот вид муравьев называют листорезом, потому что он срезает с растений кусочки листьев. Муравьи-листорезы не едят кусочки листьев. Вместо этого они используют кусочки для выращивания еды.
Внешняя часть его тела мягкая.
Он ест листья.
У него длинные и тонкие ноги.
null
C
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
2,000,434
Каким признаком обладает этот муравей-листорез?
На этом снимке изображен муравей-листорез. Муравей-листорез — это вид насекомых. У каждого муравья-листореза есть твердый внешний покров, называемый экзоскелетом. Экзоскелет помогает защитить тело муравья. Этот вид муравьев называют листорезом, потому что он срезает с растений кусочки листьев. Муравьи-листорезы не едят кусочки листьев. Вместо этого они используют кусочки для выращивания еды.
Он может нести кусочек листа.
Он ест листья.
Внешняя часть его тела мягкая.
null
A
spatial_relationship
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
scienceqa
finegrained_perception (cross-instance)
null
dev
2,000,435
Что из перечисленного характерно для тропических коралловых рифов?
Тропический коралловый риф — это тип экосистемы в океане. Тропические коралловые рифы находятся на теплом мелководье недалеко от экватора. У них много крупных образований, называемых кораллами. Кораллы могут выглядеть как камни или растения, но на самом деле они представляют собой структуры, состоящие из живых животных и способные со временем расти. Кораллы служат убежищем для рыб, крабов, угрей и многих других организмов. Эти организмы коралловых рифов являются добычей более крупных животных, таких как морские черепахи, акулы и дельфины. Большинству этих организмов необходимы тропические коралловые рифы, чтобы выжить и размножаться. Рисунок 1: тропический коралловый риф. Рисунок 2: несколько типов кораллов.
Обычно их можно найти в глубоком океане.
У них теплая соленая вода.
У них много больших камней, называемых кораллами.
null
B
physical_property_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,438
Что из перечисленного характерно для тропических коралловых рифов?
Тропический коралловый риф — это тип экосистемы в океане. Тропические коралловые рифы находятся на теплом мелководье недалеко от экватора. У них много крупных образований, называемых кораллами. Кораллы могут выглядеть как камни или растения, но на самом деле они представляют собой структуры, состоящие из живых животных и способные со временем расти. Кораллы служат убежищем для рыб, крабов, угрей и многих других организмов. Эти организмы коралловых рифов являются добычей более крупных животных, таких как морские черепахи, акулы и дельфины. Большинству этих организмов необходимы тропические коралловые рифы, чтобы выжить и размножаться. Рисунок 1: тропический коралловый риф. Рисунок 2: несколько типов кораллов.
Обычно их можно найти в глубоком океане.
У них много больших камней, называемых кораллами.
Они используются многими различными организмами.
null
C
function_reasoning
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
scienceqa
attribute_reasoning
null
dev
2,000,440
Почему кормление потомства во время вынашивания ротовой полости может увеличить репродуктивный успех самки тупоголовой цихлиды? Дополните приведенное ниже утверждение, которое отвечает на этот вопрос и лучше всего подтверждается отрывком. Кормление потомства во время вынашивания рта увеличивает вероятность этого ().
Животные часто ведут себя определенным образом, что может повысить их репродуктивный успех. Прочитайте отрывок о конкретном поведении животных. Затем следуйте инструкциям ниже. Тупоголовые цихлиды (SIK-крышки) — рыбы, обитающие в озере Танганьика в Восточной Африке. После того как самка тупоголовой цихлиды откладывает яйца, она держит их во рту. После вылупления молодые рыбки живут у нее во рту, пока не станут достаточно взрослыми, чтобы выжить самостоятельно. Этот процесс, называемый «задумыванием рта», занимает около шести недель. Во время высиживания ртом самка цихлиды ловит водоросли из озера. Но она ничего не глотает. Вместо этого она скармливает водоросли своему потомству, держа их во рту, чтобы потомство съело. Поедая водоросли, потомство становится крупнее и становится более быстрыми пловцами, которые могут быстрее спастись от хищников. На рисунке: тупоголовая цихлида.
потомство самки выживет
самка будет держать во рту больше потомства
самка станет слабой и нездоровой
null
A
nature_relation
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fHETjsz3S08WaPcuC10ufRjUN9q1qw3W+1kJ7EV4fkjnJzViO/uosbJ5BjoN3FZLL4J3TNVjZ2sz12W5DQbj8paqM9yUiDMQSOK4i28U3IVUuSXA7itBtchuUIEgGexqo4flYSxCkjvtC/e3CkuBwDmruuSl590TbTjbwK5rwteG4UwKMsv3WroZIBJOVzukRsnmuSpHlqXZtSd42RTvJhZ6ag3sHIy2fSuOk8UrFOUhGQueTUvi7Wbj7Y9vGy8ADjtXN2lkpj8yQqzSDp3FdlGilC8jmrVm5WiX7nXp5mDTys69kU1FbIb5vMQtk849KSDTBJKTs2nH6VqWEEUEqoGC4U5wcZrfRbGOstWaWksEZgRiMjAHqa1muAyKJV851HyoxxGn9WPsKrxwR29spZFUtzVKe7JBVMgVUacV70lqJzctFsS3d23zNuGTxwoAHsB2rMlkZ2we/Whjls/hUZ5+UA5FDlcdrCsAOM5GKYOcKCRS7GHJPJ7CkfCsMk7fQVJSLcS4QqcdetMOTIQMAdxUCzKcJvII9e9P/wBU6tnJB6Uihk0WCQQDntVZ4GIO0fhVuWULOXMYI9D0qNnA+YLgn0NMQot4WsNzHbLGeVPOR2qsFcRuFyVHYGpBhw/97HHvUuj+W96YpwNjqR16GjYe5Y0S0tb0TxTkiTGUbdj8KzkWWK6KQE7xkADvQgb7VtiJ3gnbipIJ3s9TiuHBBV/mH86WxW6RLpZVdRMNyABLkAn+E02a2nsr6TyCQyHBKGrWuRebcLcRjCMMkrVzwmFmv53unAiaFuW5yeo/lin0Gk72Msy3V1qUUvEhDKpPpiut13StPhs47p42uJXtkaIRMAiyZywbucD0rA1R44TBb6ZaNA8QLTTtISZmPfBwAB6Cquo63c3FhBbMhURsWIJPJPFJ3uWmkveR0XhnxHKkV1p8yLBFOuWMY5AXnr2qkbGXVZbm/wBNkZ2hfBDMSwHb68Vemsre/wDDMuo28XzpgFh1UHjNZXg/U3sNV+8yEnPJ4b1FZu6jc1i1flEu9fuWu7SGdFVIj8wPO41qtpwuGF3YgRSKMkjo3tUPjLRvs+pRXUahbe5UOmBxnPK/hV7w3ILrbGJfmxsOeOo4FRUTsrGtGWr59zBsdQmHiN3nwu4FcDtitnxFbJc6e1zDJsYod+0YzWB4gIsPEJkiVFK4B2nIPrW/FL9s0+VcckBl9CDSnFKSZUKjlFwOe0K6E6m2mYsqn5WI6Vo2Vv5PiCb5tw8kgH/gQrlxI+n6gy4IO7afeuztMyXizEAFocYH1Fa2tJWOZtuHK+h5hrP/ACHNQ/6+ZP8A0I1Rq9rP/Ic1D/r5k/8AQjVGuk84KKKKACiiigDvfAhmhhkuFyTv2iu4ug1jZy3CfNOykkVwvhS8S302MK4BDksO9bWra1JJZuRjLcDB7V51eEpVV2O6lKMYHGzGW5vWlkjxk5O41ejRUhDYQYORjvTHJuzDGr7SetWU0+aNo0YCRd3Ueldd0tznSb2GB7i4lWZRsyduwd62bfRtki3Fzwh5Eff2qe0SOCXzBGoVeoPr7VPPcM5ZmOc+lXTTlK/QU3yqy36la+mZiWxz2HpWduOOep5q66FwW549uKaLV2UMQQM4rSScjPmSKWCwwoJ/Cr9tpV1NbeekDCEZDSvwoPse/wBK2ksLbRdLh1TUk3PMC1rZk43gfxvjkLnt1P0rE1HWtQ1WUG4uPkjGIogAqIPRVHAo5Yx1luRzSm/d2LX9mwmHbLeWkTnt8xYfkMVXbw9dTZNrJDcnG79zJuIHuOtZMj4PQ/ypA1xE6zQs6EHIIPel7SHVGsYT6McdPn88I3A3c7hjAqCfzBwTyvFdLY6gmt5t75lW8x+7mPAb1B9aoX9mIJSu3JHBHvTlBW5ovRiUndxa1RmbxLDyPmFRJIqMUkyFPQ1MQu8EZB6EVBNEAQByevHU1maDg6qSVbJ9qq73hfejkHt61NEnzAhvanSwHzgoZW75WiwiBJXimSdTtYYOat3Mov5POXarMPmHrVaWNcMo2hkx9ajAUSLuPAOKRSfQtxSF7qOKRyIj8rVYnuZrS832ilI1OEXrkZqHUVigmxbK3lkD5mOc0qagJLJYgg3RNnd6ikUnYmstSlXxAk7gMXfLA8jnqKs+LLZFvDcQ/JFMd4VRgD1x9KSHS4tQ0sX9tIRLH1QeoqO91USPZwXK7o0BVw3ahPqaNPlV2bHgu5Mumz2XVCrh8nGB1BrEms7iC4N1HGfKVvvqOvNXdQtv7Jsmms5MR3CjGD05rQ8L3puNONnOocKxxk8VMtrmkUm+XqS6xPDcabYxzzkO+dvQ9eQPYVk6SbnQdVLTqpDKV64CH1ql4ktPsN/HKpX1Az0wa6QNHquih2A3soIYfSptZKxpzc0nfdGPHJZ6xfzxMuRFyjg/eqSJpdMikW4kxEqnY57+1YmkyNZazsUsd7bCK7LWbMXOm5Ayrrxx0IqZfFYdN3i5Lc57TvL1i3l3qnnKSwPerOjzSLrL2zceXAePxWsfw5L5Gr+UxKpICv0NdSlug1vzlHLQEE+vzCrWkrGVSXNTueZaz/yHNQ/6+ZP/AEI1Rq9rP/Ic1D/r5k/9CNUa6DzgpaSnqjN91SfoKGAyipWhkQ/MjLj1FCRvIwVELN6AUXQ7FjT797CUuqhlIwVNaMGsLKvlTAgk8dxTLLw1qF3IgeIwxkBi8nHFdPo/hTTY7zdNdrtXJEko+QEdsdzWU5RRpFSE03RmaVJ5eIcfKo6mtuK18yTyo8KcZx02irBWA+X9nZwQMMT0z7VYnH2S2YHBlk/Ss6cXWlbojSc1Rj5syrl0R9iY2L0I7mqkkwXqeKWckOCRknmqUpY4G3H0rreisjmjrqy7Hd5TYWJQ/wAOeM1qadEt9e2towAjZg0mGx8o5Nc+iNjJBro9CsnlZmDAMLeUKMHrtzTjO4SplHX7yXWtbluihWE4WGIfwRjhUA+lU1t1WT96AO230rfsNIljjll2EyMcRZH+f85qtqs9j4dsjczQi4uJHaK1R1O0suNzv6gZGFHUnngVxSq++01d3O/6ry0VUvZFJ9NlnhBt9OlK8/NsJ/XFZayyWd2pkgBZTjy5Bwap6/4i1HVXDLqVyyKowgcooPfaBxineGbu41Fp7S6dphFEZo3fkptIGM9cc1tVjOCblaxjhnTqSjGF0/1OoutCi1XTH1DT9kF1AnmSQluWA/u+9UJLs3dhHK5BkK4c/wC0OtdLpJS0uJEYgqImc+//AOuuEt5lEt7GpBiFwdo7dKjD3VN32ex1Y5L2sX9q2vqRTZ83gECnwyFCGH3xkA+lJK4MmQche/rUG8Fm2nHNaX0OK2o8vkMFU7upPrUXAwACrEZpHm2LhW5PBpnnHaFzRqPQY5YOQxJY9yc1EwbjnpT5XUZJBGOhFIkkTcMzA+oHH407XM7pMPtMiJsBIPXOalXE1jIycOp+cDuPWqkvHRgQe4q1pMiJdNFJjZMhQn0z0NJlrU2vBeobNQNoygiUd6g8U2i2uruVOAegrK0kmz8QxNuICOdx7VueNLgT6irAcEZyBUpWbNOa8Ldi3Onm+EYpiGJ8sjPbg1U8JXJS9ZGHycHr3qTTrzzfCqwNLtjUsArdOar6ZDPpmqxB0G2X+Id89KJWcbGkNJqRd8ZGN5029QCcfjVjRZmOiRRgKOoP51UvoE17UZFDlSi8YIwaggnl0iykifiVGwg9c1C00RbfvuXRkNskEOrhi3zeZx9a7i4uok0VkKAyE4XnpXJQ6WLuxju/mWQclunI71YlvGuZYLUS/vG6n09alpN3Ki3HQo+Ho7e68SRiZWCM5PFdfdRQLrUkUDnbEm3Bx6iuf1G0SwZL2P8A5ZjA96saE7TRzTy5MkjZySDxVLWzJk+WHKecaz/yHNQ/6+ZP/QjVVEZ2CopZjwAOtdufBF5qGp3d3Owjtmmd8p8zYJJHsK6fSfCVhYwCW3tw0+R+9kO4j+gp1MTCByww85HH6R4LlnRLjUT5SEArFn5mFds2lWVparFBBtXHO0DjHvWu3TMpDXC/K21skD+VV7mDG91h+Zzh2ToB7V588RKcjup4eMY7FFdPimClyhU8N5g5AqG5tdP04yyRRxMFPyyKgBanszRh44ZBj3HIrJmlZYnMu+UE4J961pqTd2yJqK0SKk9yLuWJgC7McbQ33av2lptdpbljjspPSqULm2i82GzCBuVY8mu40XQ0bSVv9ZR90nzR268fL1yze/pXVGE6r5YfM5Z1KdBc1T5GZYKJiJpECxgfIhH3jUN9MJH456jPvmn3D4uGAAVMcKOw7Cs+ZwZDjOBzXoQpxow5VucEpyqy53sW72COVUljiWNWXGByCRwT7c1Wg03MhZ1yp7DtUiXbALv6KMAnnAq2l5EkYIw+OTz0pOKe7NI6dBg05QE3pjd0G3rVzSZLOz1NGuBL5a53pEQCT269v8axrrV/MYMN3fqcmqqX0iOHB756VhNKPwnTBtrU7a71KO1uNPuAUNvCR5gzlkye+PYnrXOeKLSPxPF9ks7iNbq0uJJbVZWAW4jfBIVumQRkA8EHqOlSCcXUWUKCXH3G43fSsOQ2Mlw0V1K9mSNpV84HPUVlOmqjUou0lszSNZ06bpy1TOauNC1nTZClxpd7AV67oWA/PGK6nwjolzDFLNJGsbXCkb5ONqLyR+JA7dKviXSrC1xb6t9pnDE7p5SI1UdPlHU/Ws3UvGCtBIGmaUlxtitlCRsfUkck1coynC1V/cZ0Ksac+anG78+hd1fU49JsLmeQqbqRCigt/e6Y+grj9P3LaZYkNIS7Z96bO13q9yk98GES/dTuauCP93wvf7oqbpLlRrJynLme5Xdv3fcGmLgrx0qa4Q7+M8jnPrTAg8gEEgntihmZWk5PLA46CoWfDDipH4A7+9LaQ+fcoCwC9eaLiIyWVeB1qI5D89etXL7AnZFxgccVSdtrAHn3poiQMQF3H8aIpRFIrrn5aYw8wMBwox3p0hH3BnPtTYo6K5PBtumLMQhHLEccVr291/beqR22xWTaBz7Dk1j2sUjQzkDgJ1ra8IRIdRklP3kQ4z6mpNU2V77dYz/ZV3eWGBGO/NdNqZT7AGTh1QEH04rnNfGdUQqDwMn65ra1Zmj0k4xuKDn8Kmyvc0TaTKHhlJTLLIT24NQeJN32qLqW5HFXvDcn+iuAvJOKztam83U4xnAX/GpXxMbfupHW2S+Xo0SMQGZQdpHQYrm4W/4qRwDkHOPrW6bkfYlHonWuY0zfPrTTAkYahKyG5M6XxC6w6cUYckAH61n+FWZxOBnAx1pvia4k8sIMsDgk+npU/hZQlo74wXP6CqgrMmcvdOstb2ARGOdCY+/Yce3c1Jcazaeay2sbuMYAcYJPvWDsuLqR4wrlFkI64XH1qvNINL3IjCWccEDoPxrhdGEpO7uzsU5qKsrI6B7vZC4cxx7h0Bywzz1rLjv5p5MQB5IV43ucAmsSe7mNwiyhpGcBtg7fStK1a6MWUCRxqcHnoPaq9koolTk+uhaKm3hcyqA8h4IYDj1/GmWKiUF2JaBePLA+UH61SjaS5fZJIQHblurNWxKYIYo4IBtKjJ+XPPuO5rOacVYuFpO4+2shLqNpBDCrRyyqJGY8Abu1dPLcTTXJVApCnBPsfT+VY2kebBdxy3Mq4jYbVJwD8w/WtqK3MOqTRcIAxxvByRmvZyZ/EeDni1jY57V9OeCZB0DcDjiubmfy7nYclQ2Dj6816T4is8WsRYoIz827GCD/AJFcHd2OZj8o9eOlduJpWfNE5cHX56fKy1rl1o8zQ/2TDMkXkjzPOGDv74rHhMLq4bPHQk9KnazAXjcPX1qD7GEyH3Z7E964JKzPTUtCrKpDfIPxp8cR2/Mpz1zUjqVOGXt2FVi5Qn5s49KzasUm2WDOVztB59aXEt2UimCSL/dZQ34c1TjDyuGyeucY4rSjl2kyIqr9Oam5diFPDOmBy0ykbeW8vnbxxxnvUcdosbjy4Y1I4HHNXRdssBiONrneSR835/jUcaXEm+VGCbemDyKm5oo9SnsRmYoct6mnw27K/KgqOSSKkaBoxtJUs33yO1E85jtgmRk8AAY4pLcp25TJ1FGZtqggdj6mm3sMdsRESdy4BGMVaCwy30ClHZw25wW4YDn+lN1iU3M+SMAN1xVX1M0tDEJ3MAq4z2NSy2/kKjAkEjPHGKsWMSS3Sh+f7oqXUnV7hYkAYRjHWi+oKHu3M3Bkk+vekktyG7Z6VfktTCqkDAI61EEJKqPmkJwFAzkmrWpEo2KksYjVUzubG5h/IVSGNxckAegrT1IJFKYUB3D77eprOjhIfB5AGab0INjRWj8m884YjMeBk1p6XAunsl0hzGy4OfrXNCYrHtC4yea3YrhptC29WTI61NrlxZJcwGZ2v423jdjZ6VZkmXU0S2LZyuWx2NVYj/xTbMM5DnimeH3LTS7nKsBxgVHQ0vYksJDphmRzt2kY55JpL21+1Wy3PHmYzx6VmawXfWGXcxBPU1sXJ8nTmwTgJnGeKLWYua6HLeLKkVsm1iR8wHYVDaRxaddXD7tqgcA1T8Nxsblpc8rxzSa7NuvY1BPvjvSe9ik9Dba2N9ZPPKOZBwM9KfoNwhlFmqgmOIliPXIFKZFh00HPATv9Ko+FFL3szkDJjP8AMVUdGJ6ps32urg+YihvKRjyx2gGqf2WWcZYhUB5f7v1OT1rSvwkcO9ykUYAJYg8ms65vIC6rHM06dmIyM1zLd8uh083uq+o2J40MkqgEMo3TOCxPoBU7sJldbfDKBncRgsfT6VWWCeVzIQXbO4KWG0e+K0Wz5cKR8yKpJ2g857n0HuKmTs9AjqrSKsM+1wyxtLcDAwgBINaxj+zhmlYeYMlFBzk470ltO80uyJlUIcbkXC/n61FM8UalmVV525Gcn3rJy5pWNFDljdaIthFmU3dwdszfciToPoPwroru5a6t7bUIVUKyhZD/AHXHBB/L9a4fz5ZJFGxlPoDjI9vStXQNegtryXT7wk2tw+0P1CSdj9K9DLpujUd3ozzMxpKtSXItUdE+oNPCYZY92VA3heMVmvawuWkQAKOOP5811en6alrlpIxIu4/MSRtz7jt6Vp3Oi2d3aefLFAV2kHKdPXJHNfQVJRkkj5qnU9lLY87EVuYHnlPKYOxASX57HGAPr+FZdyI5JSwIx254FbOo6AbS6llsb0m0kOUjkGdp9m7jpgHmsX919mm82QJIv8DcE59MVwSoNPU9iGJjJKxm3Wwv8jndjkg9aoLGBkVeeFY8bioGfWobpUjdAoP7xQQevU1xzi2zrjJISFSz7VKquPmJ9ParMqwCKIJ8o9Cc5qjLMFYKi5A9e5przkyqu4FgeazcbGkZXLqhXmKs4AC8nsKm2u5EMP8Aqm5J6Anvkmsj7QziUqAv9asR3R8lYWJLtzx0HpioaN4yLMxEUo2sCo/iznNQzp9qlWTjaq5JPc1GJvK4lGTzu4qtJO8dszKCFkOBn0pxXcJyVrIlsFa5u55ScLDERx+Q/rVXUjkKVBzu5Jq/pG1dPvZVA3P8vHsP/r1jXUryRZPHPelvJj2ihqM0TeauFwvXNFqRNcoWOW61TZuMZJHoKtW8MkGy7CkRhsdKozUmamoL+7SNACzkYHSsM3Bi1JUgfJg6t6t7U/UNRkIMm85zthz1wa1PDllZpeRNeqNoGFUjJYnq5+hq0+Va7kP35WWxkywTId1zjzDzxVGTDTMu1gf4T2Nes6h4HSOwOozXKbCm5VbIzzgnpzjke/v1rhr23tng2RRMsqNtRznG739quzt2Ikkn3ObwQwG7IPrWxpxKRSRudqvwvHU1UitnnkXMeG9Ks+Q6X0UbZDZAOKybKjGxoIDFo9zavw4f7hqHw/GxvHwCQBkgcGopnkn1UxKWxv6fSku5XttRIt8qxGGIOKmxd+o28LHWTvXYN2B71p6spaxSKMh2dTkegqC9QQWEbYG/se/603S5C8jtMynjHzelPfVIWi3Y/QwkETuwK/56VTu7OQ3yzEZRzgAdhUsrSG5YLkQq2RjGPrV3ULuGXTggmQT+3amoS7Cc4rS452+1wPaKRuC81P4eWO1v5YQ2X8skj0GRWNaahaaespeZXdl5xzV/wxqFvca5N5EDf6gkuXwT8y9vSq9nJO7IlUTVkaeqymedY3n3KDt8sLwMHvV4wRmFVAQRKQFyx/DiosQxSTSNtBkl2r6sc4xU8KkH7TOQ6j7gI6H6VxVXqd9Jcqt17llvKkkLMdihdxKjAJ9vaoVURQfvZFlkbkKp2rT2fyo975RWH+rPcetVBdKVZViLMVHJ71ml1FzNNplpZZpLdY4FQL1wRgKe5xVAxB52Z3bagyWIyP8A64qMXcsBMePKPRmHp2FPklhOI8lgo5rRRsRKXMrMNR1FW8swRNG6qFYpyDjrms+F3jVXmDFP4eeufar+2G6aOPy9o9WPQU2YxxspVUwvGTV3W1gjCyumdn4P8Rym2ms759phTzYpDz5acfKe5Hv25rrJfEbPatbvBGY5UKl0Y4JIPIJ4715fpQcX4u0ZYzFjBPR+MbT7EcV19r/Zk+ml4XaGZX2iJFOeep9xnp+tduGxTbVM8rGYOGtSxr2WnG4G92fYDtOOFx7CsfW/Ctu0gSznZZsZKnGPXr0/CtG0nu9PTeyfaYeSJIvnCn3A5FVpvE9vLnMoWRcYbnn2r1XO+kjy4xs7wZ5zqIlt9ySxjeoJ44zVO2mN1bLcPEVRx8uO2K6jWLyzktnupY1AA5yOorIVoW0Wz8kBVMecfU5rlqU1fQ9CnN2VzJuS0TjGPw7VSLsHDZ/D0q68iNJhl6Un2WB33YOwdcHvXNKnc6lOxULgocEU5plWRD6LTDEqqyevQ03ycZJbkVly2NVK5KJy29MZBPJNQ3c7NHsXlV6AVE5YBiTmqkkpSNymdxXBoSsNyvudJZApocW0ckF2B96w33AbCQ2DWj9oKWW1W4ICquORVcW27DbcH3pRhZFSqXIdPtxJqCxsOO/tV7Wbp5RHYRlQmcnHQ1UmeS13sj7GI5b1qpbK0ztIznA5BNDjqLm0sNlhzqdtCw+VBuPuRWtpk7HUHnJ5TnJ71kTTFtQt9pG4qVbHOBXTf2bFDa2iRyHzpFBcDvz0qKrtoaUI3dzobi4ur7TmjgkMixLzbrk/IO7ADpn09a4a+j1CBy81heRbv4thwf0rrNKuls9XhuypaKCVVK9+vKkf3cV6W3hSK4i3WyXEayoJNwYDdxwuc5A7e9bUW6iszHFJQeh87rqQVgySsjDvnmlGqOZvMEhZxyCcV6B408BR2bGdkhs8tiO2RP3r+uO2OvJJNebX+kXFk7bsEDsGyR9a1lRaV7aHNGtzbMsLqipceeUxN6hv/rUf2xAXMjxFnPcn/wCtWKQR1BpcDqf0qVK2xdmzXfXA3SLP1amNrMhwEiRfqc1Vt2tFOZopJPYMFFPN3EkhMNnEozxuy+Pzpc7GoLqPNxf3rgKjMegCJx9KvWui3N1N5Us/l+ueKbLrE72QVrjYB0SOMD9aXTdRtY5hLNvYj+82azlObNYwp9SWSxtrGUQKFlk6MzLnFdPo1vBHcrIuAzQkEDjuK4y41FJr1p93yFs+9dN4X1KO91eRQCuyA4HtuWpSd9SpcvLodJtt4wWMcauXJLuck89vTFQ3F0kHzRW6y7f4mPyk+tVpYys0s+fn3EAE9gabGHkUlIsyYyznkCuR00m2dHtW1ZEc13PO4LBmZSSSxx2o+0KsbSzyvx08rnt0NS+SJ3USx+bxn5pAFH/16Y1pJcTqgu44GIChFj3kDtmm2ibMqzXoUktbTOpONxUkAetWdPkt7+3JgYBiBtKjhfXOaopNfaJr8uk3UxlZ3VYpihGQcYP5Vpqtra6pKYygaUKhGzA3euBxVS8iE31FeIiIhGErY69NoqGO0hiy0itKyjcSTW7Pax/Y4nXiYjJOOoHWq1l5VnKZ3eSdnT93CEAwP/r9axdTQ2jFpjYYDcSQHCwoVzuOQ5AqzdXUFys4hUqiqec8k98n09+tOTZJGZQsguWYgsx4x7fSsu7hKOTvMypklQch29QKmF27lyV1ZjH1/VNP+e0upDIGxg84H1HNZ914/wBdaPa0tuSP4vKDH9aWRZnGViVZAPm3ngGuev4GXgqd2SWIr0qeJqbcxwzwdPflRU1XxBqGqswuZxsP8CrtH5Cls9avVijtkTcF4B5NZMww5poJU5BIPqK1U29TBxS0OnYyvIolLgnpkdfar8NnJu/eRSL78Vytvql1bMCsm4Ds4zW1ZeMrq1kRvJTI64OAfwrSDi37xnLmS900pYAkoUMBnpng/jUcuxBjzPx9anj8Z6Vdyl9T0gTOQR5gIyc+v+NZF7rGm3U5eGxjt48HCBn/AJ1c4wtoxQnO+qsPkkB74HvwKigtHu7gpGMxggtIT8vuPrVUTWskpfMaD0LE/wA6DfxJKCJQEHQLWSjHqa3Z2tolmJvKYfK4OSMFvXIH+e9V9Su4bOPfCiuhGBJ13VgQ+Jo7Vy0cJlbnDMMVRvfEN1eLt2RovcDmun2lNU7dTn5JupdktzcteuAQ+zNQ3F9HDGYowD7A8596zWmnlP32wT0HAp8UBXLMBx61xnTcs2o2k3E5Ysw+UCuot5ZmltpAVJjXdsB5x2NcqqjYu45LY5Pp7Vowz+TM/lEqCu0M/XHsKxnG51Up8ux0P2+KWSN1fDTS4eMDOemK970u4hnliVGZogqlXboM+2MZ/lXzZZOsVxBMNpdGO3PJ/Gtl/EGpFWht9QmhiVduyM4HHTAP9K1ouENzHFQnV1R6j418RaVZW8tpYuv2w/LI6ruHPUFzycV47qWoW8issG6RiOXEgyayru51JMlrjzOeayXuHZzvRSf92uqeJvHkjsclLDKk7y1ZNI7yNtKMB/tGmBBv2GMfXdUPmfN2phcls5OfrXKdBckCw87EHpjrVWSVn64A9qTzXPHrUeaBBmjNFFABXT+Bv+Q3N/17N/6Etcz+FdN4E/5Dc/8A17N/6EtAHVvB5k8pcvu8w7QOpGauWhgjY+cpjOBweoNadjpvlCa4aNGAy0Y3ZLE8/wBakkt47aNnkO5dyiaNBypI7mvJq17vlR6lKjZXZDLDBFA7/Z0Mr/8ALY54OOAB6VnCGKO4UxRuy5HzSLwTWnIhNmzfM6H5SWPC/wCFZ91ORAIkySuANowMnrilDRFNXZk+LQ1xpCE5WS2k3JLg5YntuPapdJiik0+O4lBkkGCyP1YgYpwjiuMpODNaJLtReplk79OgXpW3aW8NvAWkkQHb3OF47D29q1c7Q5TCSvLmIY7lWYK5dtq/OIhwB6ZqO4IluEjZts+d7omTgdvm+lJdSSQ3cIRlYk75Cg2A+mKjn2m1JXOXOAVHLVNle5cU2tSK7EksybrjasY5iQcD2NRlnvYFWP5mB4PQD1JqzBalYXDho4wMuzfebNMmnjjgW3tVAQcFh1J96HO7tHc2hTSV5EC2TNKQWVkQZJx1x/Ksm+sVkhZopGlkweT0/GtFJBOjnc6Z6j296guGsxAyoSwJ+6GIz9a0i5JilytHB3Vu8ZLFcKO57mqldJqdtJKHwqLGh+VR0Ht9a51kKHBHFd0HdHmVFZ6DKKD1oqjMKXJ9aSigAzRRRQAUZoooAlSXaDwKlF0DyR0qrRRcC8t4hGGB29vrTheoD36YqhRQO5qC/RQAHOPQcU5b9VJwRnHGegrIopcqK52bEYkuUDJzzzzx+NMNmJGLSCTrj5RxWaHZfusR9DU6ahdRrtWQ496dkSpMsnSWJyGYD3WmtpbqP9Yv5VGdTumHMhpp1G5Ix5posDa7E66cxON/T2pp0084Yn/gNQfb7kdJmpjXU79ZX/OgLllbVE5bBPo3FbuieEdd8SRO+kaSZ4kO1ptyxxg+m9iFz7ZrlSzHqSfqa+t7HTrXT5rDRrdVFjbBIIVA+Vhx83B6sTkn3oC58y674a1fw3KsWs6fLavJkxsQGR8ddrDKn8DVrwMc65Px/wAuzf8AoS17l4ssrfVPBGu2t2AYorOS7jLf8s5Y1LKR6E42+4bFeF+BP+Q3P/17N/6EtAj1KOYW2niVJQ2GPDp3PYU1Z3ureJCoTzHLSBXB+Yev+FVHZikeWJ29MnpT0dxG+GYZfPWvJdBJt3PU9s2krCpbSSL5bBnUNzj5Bn1+gFV7pzEZGi+YopZT6Ef5FTO7GB13HB7ZqJQBM5AANCh5jdTyGWkAs4gGlO9xuXI5568fXmi6nkEQEQA2vsG4dR3JqV+ZPMPL7Mbu/wCdNIBkQkA4FaqGq1Mrp9DJkZv3lwflZ3+XjJJ+pqzCZFkj+Y4XJ47GrciIeqqfqKeVX+6PypuHmaRlboZmqXzvGcfO+3oBzn3qO1g2QqAd4P3iO5rWeCLznPlJ0/uihYIkRAsSLj0UChQSjoP2l3qjnr26jidool+bABJPFQwwgHLDOeNo6n/AV0ElpbGTcbeIn1KCni3g+f8Acx8/7IrZQSRzuo2zDuLIfZRFGmSeWbPSuP1azImxCh2rxmvTnRD1VT9RUT2VqYcfZocZ/wCeYp03YmpZ9DyB43Q/MpH1FMr2KXS9Pf79jbN9YVP9Kj/sbS/+gbZ/9+F/wrpWxytWPIaK9e/sbS/+gbZ/9+F/wo/sbS/+gbZ/9+F/woEeQ0V69/Y2l/8AQNs/+/C/4Uf2Npf/AEDbP/vwv+FAHkNFevf2Npf/AEDbP/vwv+FH9jaX/wBA2z/78L/hQB5DRXr39jaX/wBA2z/78L/hR/Y2l/8AQNs/+/C/4UAeQ0V69/Y2l/8AQNs/+/C/4Uf2Npf/AEDbP/vwv+FAHkNFevf2Npf/AEDbP/vwv+FH9jaX/wBA2z/78L/hQB5DRXr39jaX/wBA2z/78L/hR/Y2l/8AQNs/+/C/4UAeQ0V69/Y2l/8AQNs/+/C/4Uf2Npf/AEDbP/vwv+FAHkNFevf2Npf/AEDbP/vwv+FH9jaX/wBA2z/78L/hQB5DXr/hL4wwWGm29pr1vePNaII4b2yKmRkAwodWIBIHG4EZHUZ5Kf2Npf8A0DbP/vwv+FH9jaX/ANA2z/78L/hQBQ8c/FFNd0ybSNGtZ7a0uCDc3Fww86YA5C4XIVcgE8knjnHXl/An/Ibn/wCvZv8A0Ja7f+xtL/6Btn/34X/CpYdPsra6YwWdvESuCUiC/wAhQB//2Q==
scienceqa
relation_reasoning
null
dev
2,000,444
Что правда об ураганах?
Прочитайте абзацы и посмотрите на картинку. Тогда ответьте на вопрос. Этот снимок был сделан высоко над поверхностью Земли. На снимке виден ураган «Изабель» над юго-востоком США и Мексиканским заливом. Ураган – это сильный шторм с сильным ветром и проливным дождем. Облака закручиваются вокруг центра урагана. На снимке вы можете увидеть зеленую землю, темно-синюю воду и белые спиралевидные облака урагана.
Ураганы – это большие штормы спиралевидной формы.
Ураганы можно встретить только над сушей.
Ураганы можно встретить только над океанской водой.
null
A
attribute_recognition
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
scienceqa
finegrained_perception (instance-level)
null
dev
2,000,445
Согласно тексту, какие свидетельства извержения вулкана наблюдал капитан?
Перед восходом солнца 14 ноября 1963 года экипаж рыболовного судна «Ислейфур II» только что закончил закладывать удочки в океане у южного побережья Исландии. Пока команда ждала завтрака, над лодкой разнесся сильный запах серы. Сначала члены экипажа подумали, что повар сжег яйца или что-то не так с двигателем лодки. Но когда солнце начало подниматься, экипаж увидел в нескольких километрах от воды черный дым. Капитан «Ислейфура II» предположил, что дым исходил от горящей лодки, поэтому подплыл ближе, чтобы попытаться помочь. Когда «Ислейфур II» приблизился к дыму, поверхность моря стала неровной. Капитан и команда увидели вспышки молний в столбе дыма и взлетающие из воды светящиеся куски расплавленной породы. Капитан понял, что это не горящая лодка. Это было извержение вулкана под водой! На рисунке: извергающийся подводный вулкан, увиденный моряками на «Ислейфуре II».
Он почувствовал запах серы, а затем понял, что он исходит не из его лодки.
Он знал, что его команда закончила расставлять рыболовные линии в океане.
Он услышал по радио сообщение с предупреждением об извержении вулкана.
null
A
future_prediction
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
scienceqa
logic_reasoning
null
dev
2,000,471
Судя по временной шкале, какое из следующих утверждений верно?
Ацтеки были народом, создавшим одну из самых могущественных цивилизаций ранней Америки. Историки называют эту цивилизацию Империей ацтеков. Посмотрите на хронологию. Тогда ответьте на вопрос ниже.
Цивилизация ацтеков просуществовала дольше, чем цивилизация майя.
Ацтеки были единственной цивилизацией, существовавшей на территории ранней Америки.
Одновременно с ацтеками существовали и другие цивилизации.
null
C
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,473
Судя по карте, что было правдой о Шелковом пути примерно в 1300 году нашей эры?
На карте ниже показана сеть торговых путей, известных как Шелковый путь. Между 200 г. до н. э. и 1350 г. н. э. купцы или торговцы путешествовали по многим частям этих маршрутов. Посмотрите на карту, на которой показан Шелковый путь примерно в 1300 году нашей эры. Тогда ответьте на вопрос ниже.
Шелковый путь соединил Восточную Азию и Америку по морю.
Шелковый путь состоял только из сухопутных маршрутов.
Шелковый путь соединял части Восточной Азии, Ближнего Востока и Европы.
null
C
structuralized_imagetext_understanding
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
scienceqa
logic_reasoning
null
dev
2,000,607
Какова форма маленькой желтой резиновой штуки, которая находится перед большим желтым металлическим шаром, который находится позади маленького матового объекта?
null
сфера
цилиндр
куб
null
C
attribute_recognition
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
Clevr
finegrained_perception (instance-level)
CLEVR_val_000005.png
dev
2,000,608
Есть вещь, которая находится и слева от серой сферы, и справа от маленького цилиндра; какой оно формы?
null
сфера
цилиндр
куб
null
C
attribute_recognition
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
Clevr
finegrained_perception (instance-level)
CLEVR_val_000007.png
dev
2,000,609
От крошечного зеленого предмета осталась большая металлическая штука; какова его форма?
null
сфера
цилиндр
куб
null
A
attribute_recognition
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E3Clz7GlxS1Dxs+iQciG/N/dpwDeg/OlxSgVDxdTuPlQ3P6UtDjDA+vFFejRqe0gpGbVmFFFLWogooooAKWiigAoopaAEpH+7TqCMimBiaiP3ZI6iualYtcAZ6V2F7bkoe4rj5V23jKe1a0fjRdP4kSL0paYGApdwr0TsHZppbFG4VDI9AEV1J+7OKyWer1w42Hms+QA9DzU81iGzR05cqxI46VoRrbRL++ilddwzscDC85xkdehH096p6cuLepp32IT7U5O2pRauLSwaEz2GpQyoOsU37qVf+Anhv8AgJNZzHFQQ2/mRHcMg1Yg0wH+NlHsayUnLoTvsiFjmomFaiaWv8UjMPY4pZNNhAOGlP8A3zT5WHKzGIpKtS2cyn5AT9cf41XNpdk9UUfnUtMlpjc1Npga51W2ji5xIpZh2wc1Gum7iDPMzj+6OBW/4etUF+uxQFjUnAH4VMr8rbJd7HV0mKdikxXEcw3FJinUmKQF6ikzSVYgIzUZ4qQnFNLA0AMqnqkfm6dMvcLuH4c1aYkdBxUTnejKehBFVF2aYnscXS05lKuynqDim16ZzBSNwKWmt900mA6Nyjq46ggiu2ictErHuM1xNpC1zcpECcE8n0FdYpKKACQBxXJiWm0jami5upN1VvMb1NKJWrlNCfNJk1D5p9KcJM9qBj25U/SobJsrU1VbQ7ZmX0NceMV4XKhuaYpcUg6U7FeUbBilxRilxQAYpcUAU6kAmKUClpcUAIV3KRUY/WpgOaY67Xz2NdmDqcsuV9SJrS42ilor1DMKKWigBKWiigApaKKYBRS0UAMcAqQa5jV9LlNwJ7Zd2Rhl711DdKqyDmqi3F3Q4uzucWba5T71vKP+AmmFZF6xuPqprs8UYB7V0rEPsbKqzii2OvFRvhuhrtzGh6op+oqCWC2/ihjP/ART+seQ/a+R5/eK23is1i4bHNdtqlrYhSxt0/AYrnmis2mCpEQcjoxpqpzPYXPdl6zXbbKKjvSQox3q1GMIKSSMSYz2reSujZrQbbJiFeO1XEGBUKjAxUy8URVikiUcUxzTu1RuaoogkqBqmeomqGQyI10HhuLEc83qQorANddosPlaXH6vlqwru0DGq7RL1JinEUmK4znGUlPpCKQFjNGabmmsTVkgzZNNowaMH0oAM01lB5HBp2DRg+lO4HKajayx3smI3Kscghc1U8qb/nhIf+AGu22Z6gU026H2+ldKxDStYzdNHFmOf/nhJ/3waY0U548mT/vg12bW4HTn61CyEHpSeJfYPZoytIs2gjaWVdrtwAeoFaeabzS1zym5O7NErIXNLTeaXBqBi1IgqMCpVFADxVRPkvWHqat1UlGLxfesMQr02OO5qpyop+KfBFlBU4hFeK2blcClAPpVoRqKcFUVPMOxVCk9qcImParIKj0pfMUUuYLEAhani3NSecKPPouwsILelktQ0RweRyKTz6DMdppxlJO6CxTxRUbXMKfelQH61GdQth/y0z9Aa+hi7q5zlnFFVhqFsf4z/wB8mnLe27dJR+PFMCeiub1nxP8AY3MVrHuYdZGHH4etc5H4jv7u6Ef2113NjIOAtQ6iRm6iR6PS1yF5rGoeH7/7NcXlrfpgNvicMpB9GHeui0vVLbVrUTW7dOGQ9VPvThNSV0OE1NXRdopaKssTGaY0QNSUUAQGAUnkVYop3GVTAcVRuYmAOK2MVXmiyKdwOT1G1eWFh7VgR2jxzoT0zXbzxYJBFc7dLtmC/wC0a1pO8kjSG6GAYFLRS4ruOoVakFMFPFA0OzUbGnE1GxoBkbVEakJphqSWMC7mAHUnFd1DGIoI4x/CoFchp0PnajAnbdk/hzXaVy4h6pHPWeqQ0ikp1JXMYjcUmKdSUAOzRmm0ZpiHZopKKAFozSUUALSUUUXARqiapT0qJqAI8D0owPSlooEGBRgUUUhi8UUUUALVS5IE8bjsRVl+lUZyTnPYg1lVV4Ma3N+CX92Km801StTmIVYrwmtToJPMNG80yikA/caMmonkWMZYgCs+51ULlYhk+tNRb2Fc02kVBlmAFVJtVgi4BLN7VhS3Usx+Zic9qRVwOetddHC8+r2Jc7GlJq8zZEaqo9epqpJcTSnLysfxqOlAr0YUacPhRm22IBS4pcUoFaCExTsUYpcUANZFddrKGB7EVRfRLFpPMSIRv6pwPyrRxS4oauJpPc43XNLubZTIql4f7w7fWovCmoy6frETbj5UnyyD1FdwVBBBGQe1c9e6DHb3Yu7YbYycsg7H2qLcq0IceVXR6DS02MERJnrtFPrQ0EopaKAEoxS0YpgJSEZp2KMUDKdxbblJArk9UiMd8MjqM13GKx9b0w3MImhH7yPnHqK1pSUZpsuDtLU5agUuOeRg0CvROsUU7NNzSZpDHE1ExpxNMagQwmk60Gm5xSEbPh6HfevJ2RP5102KwvD6lLaSTH32x+VbisGrgrO82clR3kGKTFOpMVkQNpCKcRSYoAZS5ptLQIWikpaAClpKKAFooooAMUxlqSigCsVINNq0UBqFoyKAGUUlLQAtFIKcKQCN901QmGN30q+xAByaz5pMyAY4PFTLVWA1bFswr9KuZrP08/uVq8WCjJNeFJanQh1Vbi8WEcHJqC7vduVU1lu5c5NVGF9xNj57qSYnJOKrmlNIa1SEInMn0FT4qqjhbraf4l4q2K9OirQRm9wpcUAU6tBBilxQBS4oAAKUClxSgUAJinYoAp2KAExShQeCMj0NLinAdT2FAG2pDIrDoRmlpkA/cR/7op+KACijFLTATFLiiigYYopaKYCUhHFOoxQBiajo0V0xdD5cvqOh+tc9c2F1aE+ZGdv94ciu4dc1CRxg1vTrSjoaRqOJweTS118+l2c/LQhT6rxVKTw7Cf8AVzOvsQDXQsRB7myqx6nOmmGt5vDkn8Nwp+q0g8OOfvXCj6LVe2h3H7SPcwDUlvay3UojiXJPU9hXRReHrZCDI7ye3QVoxQRQJsiRUHsKzlXX2SJVV0ILa2W1tkhXoo6+pqXpUhFNxXG3cwY5Xp/WocU4NikIkIpMUoOaKQiCikpaYhaKSloAWikpaAFooopALS0lLQMUUYBFFLQBE8WRxUDKV61cLAVG4D8UgKu4DrTTIe1OkhZeRyKhoEKeap3HDBvQ1cqrcr8ppDLunttjPsafdXXYGqVvIVQ8012LHNeRKPvs1T0GMSxJJNMPWnmmGmA000040xjimIpXrFGR14I5FXbO8S4QAnDjqKoXh3KKoqzIwZSQa9Kj/DRD3OpFKBWTa6kcBZBn3rTjnjkHDVoIkFOAoAz0pwB9KAEApwFAB9KeEJ7GgBuKXFSCJu+BTsRr1OTQAxULUkrADYv4mnPKSMDgVD1cfWgZ0CDEa/QU7FKBwKXFAhuKMU7FFACYoxS4oxQMTFJinYoxTAbS0uKTFACEZqFl5qfFMZaYEFFPK02i4XG0hp2KTFO47jTTafSYpXEMxSEU/FJigBhFNxUhFNxQAKaeOlMA5qQUhFalpKWmIKWkpaQBS0lLQAtFFLQMKWkzTSaAHlqbuptLSAXrRSCnCgAI4qvLEDyODVmmMOKQFEgqcGo5U3KasyLUNAFKE9RUhqJmEdyyE4zyPenlx615tVWmzRbCGkNNaZF6sBUJvIc4Dbj/ALPNQk2BKahlbAoMsj/cglb6rj+dVphdEH90F/3n/wAK0jSk+gXRDMdyn61UPWpUWUeZ5hXtgCoyK76SaikzN7jo+tXIiR3qpH1q3HWgFyOVx/FVpLh/WqSVOlIC4tw/rUgmc96rLUqmgCbeT1NLmowadmkMUmiMbp0HqwpCadbDN3EP9sUAdHijFOxRigQ3FLilxRigBMUU7FJimMSilxRigBuKMU7FGKAG4pCKfikxQBEVphSp8UhWmBWK0mKnK00pQBDikxUpSm7aAI8UmKk20m2gCPFJipNtG2gCMLTwKdtpcUAUaKSloJFpaSloGFLSUtAC0UUUAIaSlpKAClFJSikAtLSUooAUUpGRSUtAEMiVVkjxzWjjNMeLNIDImgjnAEi5x0OcEVCNOgByTI31c1qSQkdKrlSvWk4p7gV0s7ZORAmfUjNShVXgAD8KUjPSkpWsArYxVC5PBq6eQap3C8HrQBkH78gI5x2+tQEc1Pj983+7UTDmqjsAIOatR1WQc1ZSqAspVhDVdKnSkBOtSKaiWpBQBKKdUYp2aQCk1NYDN9F/vVXJq3pYzfx/j/KmB0WKMU7FGKQxuKMU/FJigBuKMU7FGKAG4oxTsUYoAbSYp2KMUANxRinYpMUwG4pKfikxQA3FNxT6MUARlaaVqXFJigCIrSbalxSYoAj20m2pMUmKAI8UYpxFIRQBmUtJS0xC0tJS0AFKKSloAWiiigBKSlpKQBS0lLQAtLSUtACinCkFKKAFFLSUtIAKg1BJbgjirNLQBkyQsn0qGtp41Yc1TntD1WgCgRUEyZU1ZdWQ4IxTcZ69KAMGVNs5PqDVZhzWnfxFZFYdKzm600Ai9asx1WXrVlKYFhKmWoEqdaQEy1IKiWpBQBIKdmmCloAU1f0YZv19gazzWpoS5vSfRDQB0GKTFPIoxSGMxRinYooAbijFOxRigBuKMU7FJigBuKMU7FFADcUmKdijFADMUYp2KMUAMxSYp+KTFADMUmKfikxQAzFJin4pMUwGYpMU+kIoAZikIp9NNAGTS0lLTELRRRQAtLSUtAC0UUUAJSUtJSAKdSCloAWlpBS0ALSikpaAFFLSCnUgFFKKTFOAoABS0AU4CgCCW1SUHis2e1eI5xla2qQqGGCMigDlb2MyW7YHzDkVhnnmu5udOVwWi4b0rk9RsZLSc5UhWP5VSApr1qdKhAwanSgCZamWoVqZaQEq1IKjWpBQA8U6mCnUALW54fiOZZT0wFFY8EElzMsUYyx/SuwtLZbW2WJe3U+poAkIpMU40lIYmKSnUYoAbiinUUANxRinUmKAExSYp2KMUANxRinUmKAG4pMU/FJigBuKTFOxSYoAbikxTsUmKAG4pCKcRSEUAMxSYp5FIRQAwikxTiKSmBjUtJS0xC0UUtABS0lLQAtFFFACUlLS4pAJS4pcUoFACYp2KUClAoAQCnAUoFLigBAKcBSiloAAKcBRSigAAoJoJpM0gCnCminCgBaZPbRXUZjmQOp9aeKcKAOUv/Dk0BMlrmWPrt/iH+NZIUoxVgVYdQRg16GKinsra7GJ4Uf0JHI/GncDh1qVa6KTw3bMcxSSR+2cioj4akH3bpT9U/8Ar0AY608Vrr4clzzcp/3yasx+HYx/rLhm/wB1cUAYVXbPTbi7IKqUj/vsOPw9a37fTLO35WIM395uauZwMClcCCzsobKPbGPmP3mPU1c7VGDk0+gYUUUUAJS0UUAFFFLQAlGKWigBKTFOpMUAJiilxRQA2iloxQA3FJTqTFADcUlOpMUANNJinYpMUANIppp5pKAGYppFPpCKAMOlpKWqELRRRQAtLSUtAC0UUtABilAopaQAKUUUtACilpBS0AKKUUlLQAopaQU6gBaM0maTNAC5oFJS0gHClFIKWgBRTqbThQA4U4GmCnCgY8UtNFKDQA7NLmm0tADs0uabSigB60+mCnUALS0lLQAUtJS0AFFFFABS0UUAJRS0UAJiilooAbRilooAbSU6koATFIaWkoASm06koAbSU40hoAYRSYpxpCKAP//Z
Clevr
finegrained_perception (instance-level)
CLEVR_val_000002.png
dev
2,000,610
Какой формы другой объект того же цвета, что и большой блестящий предмет?
null
сфера
цилиндр
куб
null
B
attribute_recognition
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
Clevr
finegrained_perception (instance-level)
CLEVR_val_000004.png
dev
2,000,828
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
C
nature_relation
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
internet
relation_reasoning
predation_1.jpeg
dev
2,000,832
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
C
nature_relation
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
internet
relation_reasoning
predation_5.jpeg
dev
2,000,833
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
C
nature_relation
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
internet
relation_reasoning
predation_6.jpeg
dev
2,000,835
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
A
nature_relation
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
internet
relation_reasoning
mutualism_1.jpeg
dev
2,000,837
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
A
nature_relation
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
internet
relation_reasoning
mutualism_3.jpeg
dev
2,000,838
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
A
nature_relation
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
internet
relation_reasoning
mutualism_4.jpeg
dev
2,000,840
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
A
nature_relation
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
internet
relation_reasoning
mutualism_6.jpeg
dev
2,000,841
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
A
nature_relation
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
internet
relation_reasoning
mutualism_7.jpeg
dev
2,000,845
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
B
nature_relation
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
internet
relation_reasoning
parasitism_2.jpeg
dev
2,000,846
Какие у этих животных отношения на природе
null
мутуализм
паразитизм
хищничество
null
B
nature_relation
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
internet
relation_reasoning
parasitism_3.jpeg
dev
2,001,009
Какой правильный?
null
Яблоко находится слева
Оранжевый находится справа
Апельсин рядом с яблоком
Все вышеперечисленное не верно
C
physical_relation
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
COCO train2014
relation_reasoning
13.png
dev
2,001,012
Судя по изображению, где мальчик?
null
Мальчик слева от пожарного гидранта
Мальчик на вершине пожарного гидранта
Мальчик справа от пожарного гидранта
Все вышеперечисленное не верно
A
physical_relation
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
COCO train2014
relation_reasoning
16.png
dev
2,001,092
Два стула на картинке одного цвета?
null
Не то же самое
Не могу судить
такой же
null
A
attribute_comparison
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
https://www.bing.com/images/search?view=detailV2&ccid=FXGyOJgu&id=B958C2DCEA9394277E019CAFD6AF7F570921620C&thid=OIP.FXGyOJgusmo6cWztX0PalQAAAA&mediaurl=https%3A%2F%2Fphoto-static-api.fotomore.com%2Fcreative%2Fvcg%2Fveer%2F612%2Fveer-311561516.jpg&exph=316&expw=474&q=%e4%b8%a4%e4%b8%aa%e7%89%a9%e4%bd%93%e5%af%b9%e6%af%94%e5%9b%be&simid=608047806331638086&form=IRPRST&ck=288407093875C0D947A58211BDB5E942&selectedindex=8&ajaxhist=0&ajaxserp=0&vt=0&sim=11
finegrained_perception (cross-instance)
null
dev
2,001,093
Два дивана на картинке одного цвета?
null
Не то же самое
Не могу судить
такой же
null
A
attribute_comparison
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
https://www.bing.com/images/search?view=detailV2&ccid=NxgWTjyM&id=A8180388030CEB877F00F8E4449BDB0EED3FAED1&thid=OIP.NxgWTjyMSN52PNh800YNVgHaE2&mediaurl=https%3A%2F%2Fphoto-static-api.fotomore.com%2Fcreative%2Fvcg%2Fveer%2F612%2Fveer-307655682.jpg&exph=401&expw=612&q=%e4%b8%a4%e4%b8%aa%e7%89%a9%e4%bd%93%e5%af%b9%e6%af%94%e5%9b%be&simid=608024561966212704&form=IRPRST&ck=EB31EA126AC25585AA7BE0A6125B3228&selectedindex=9&ajaxhist=0&ajaxserp=0&vt=0&sim=11
finegrained_perception (cross-instance)
null
dev
2,001,096
Эти две формы одинаковы на фотографии?
null
Не то же самое
Не могу судить
такой же
null
A
attribute_comparison
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https://www.bing.com/images/search?view=detailV2&ccid=0Q41k49h&id=B75AE959CF987BCF9FA58815C9A78E4EAC8B8720&thid=OIP.0Q41k49hl7Z1x4DnyfJivQAAAA&mediaurl=https%3A%2F%2Fphoto-static-api.fotomore.com%2Fcreative%2Fvcg%2Fveer%2F612%2Fveer-168134723.jpg&exph=400&expw=400&q=%e4%b8%a4%e4%b8%aa%e7%89%a9%e4%bd%93%e5%af%b9%e6%af%94%e5%9b%be&simid=607993715508725034&form=IRPRST&ck=0A71EC9D862AF876EB6C0CB62CA85CF7&selectedindex=30&ajaxhist=0&ajaxserp=0&vt=0&sim=11
finegrained_perception (cross-instance)
null
dev
2,001,097
Две ручки одинакового размера на картинке?
null
Не то же самое
Не могу судить
такой же
null
A
attribute_comparison
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finegrained_perception (cross-instance)
null
dev
1,001,681
Какова функция демонстрируемого объекта?
null
Кипящая вода
Нарезать овощи
помешивать
Очистка воды
B
function_reasoning
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attribute_reasoning
null
dev
1,001,683
Какова функция демонстрируемого объекта?
null
Кипящая вода
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Очистка воды
D
function_reasoning
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attribute_reasoning
null
dev
1,001,684
Какова функция демонстрируемого объекта?
null
Кипящая вода
Нарезать овощи
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Очистка воды
A
function_reasoning
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attribute_reasoning
null
dev
1,001,685
Какова функция демонстрируемого объекта?
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B
function_reasoning
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attribute_reasoning
null
dev
1,001,688
Какова функция демонстрируемого объекта?
null
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Писать
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обязательность
A
function_reasoning
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attribute_reasoning
null
dev
1,001,689
Какова функция демонстрируемого объекта?
null
охлаждение
Рисовать
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депозит
B
function_reasoning
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attribute_reasoning
null
dev
1,001,691
Какова функция демонстрируемого объекта?
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D
function_reasoning
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attribute_reasoning
null
dev
1,001,693
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B
function_reasoning
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attribute_reasoning
null
dev
1,001,695
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D
function_reasoning
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attribute_reasoning
null
dev
1,001,696
Какова функция демонстрируемого объекта?
null
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Плотно затяните
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A
function_reasoning
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attribute_reasoning
null
dev
1,001,697
Какова функция демонстрируемого объекта?
null
выгравированный
Сепаратистский
Зажим
сверлить
B
function_reasoning
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attribute_reasoning
null
dev
1,001,700
Какова функция демонстрируемого объекта?
null
выгравированный
Сепаратистский
Зажим
сверлить
D
function_reasoning
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XH+MHilmt5I3V8cEqQR+dbHiq0vbrSlSzfZhsyqX27kxyM15pNdzRwiAABAc4r0sVV05EjzsLTd+eTO78NpA3iLTkkjiZTKmQ65B5qr411CTTtfZLHy4h9qcHYnGAelQeDr+ObxNppnDKouE3HI4AxVLx1IreKLwRkMqXbtwwORmuLod3U9z1tFbwtazAk7pVJz/ALgrlaz5viFpWoeE7G2W8ME8EmZYnU7jhcD2I+lZH/Ca6cgwztKfVUNduHxMKceSRxYjDTqPnidPRXISeO7fJEVrI31wKrP44nbiO2Vfq3/1q3eNprY51gqjOyucbYx6yqP1qy6GMIuc4UcivObjxTqF2gUbY9rBhtznium8MandalaztdyeY0bAK2O2Kyp4iM61zWpQlCjZm7RRRXonnBRRRQAUUUUAFFFFABRRRQAUUUcZ60r23AKKtQadeXOPKt5GHrjA/WtS28K3UuDPMka+g5NcVfM8LR+OaRrChUqfCrnm3gP/AJBt9/13X/0GurrlPAf/ACDb7/ruv/oNdXW+G/hovFfxWFFFFbnOFFFFABRRRQAUUUUAFFFFAASzrtijy6n5mLdc+g9qgeWaI5kgYL6iudv9cuLfU7iJeYlbH5YqL+3RKY40dkldwp3rwB3Oc14lStXVWVpaXPbpUKPs43Wtjro722tbSS/dop2iR2W2DfNJIOAuPTJB+grO8LW7vHLqd0RLe3BZpJD6ZIAHoBjtWDZ3CmO8uS6nfKz9eSBx/Ssw+IJp9Kt7USm2jTBO08SbeSG781nWqSq2UjSjTjSu4o7XUvGOk6bFP5btdywgblgPGc4+9061z1/4gbXI7OYQCFFMkmM5xwBXMWunuJphkGCRSM5/EH6g4qwpMKy26ONqgoGGfxPpzWaika8zZ0WmatNqF5NAkZa3hiGxlHoOSTRaBGuplGGC2yK3fByDg/lWTocRsw7bVkJUrksRx9K1dGsDEbjbOwV23lM5G4//AKqYGdPbq2kbyOk74/HFU760An1BtoI2ZA9OR0ro73S5Y7G3tIgXLNlmHQEkkms2+TM2pHHAjx+oqkSb/hrU5tRtpbO5cPd2aA7s8yRHofcjIBrZrkdHV4dft5o0IEpMDkejRDH6gV11erg5uULPoeTjYKM7rqFdDYHbp9pKhw4DLkDnhj/jXOSSRwxtLLIscSDLO5wFHqateG/Elhrfn2Vh5jpaEkzOu0PuPYegx+tYZnKPsbdTqyiLdZN7Gtf273mZpGZzGvzHcAf1qjLZoTCsSMWfI+997j0rRu28qwlfYH5VSpJxg5/+tWNHeSxFSgQFfuHGdv0rkwccRUp3hKyR2Y+WGp1WpRu2TvE+n3MEslu6Pv8AkwpIyBnnrVu9eeXREMgh2lkIKdSeeTWfc6jdXSBJpMqDnAGBmrd1eQSaSkKsBJhcIvRQPwrsVGqpRlJ3Z5zq0nCSirIyqQ3AtcXBcRhGBLn+GlrM8ZstvoaIQTFJEHYDqWyB1roxVX2dN+Zz4Slz1F5HS6UNN1CzWaJILgAbGk2LncPwqTUmgsdOgjZIGCuQpfK7d3PGCB1x1rybStXuorVraC9nhgVtyqrHCj8O9aMGo3FywVtSlnTeqsjMSDyK8qm3Gomj15pOOx2Q6j615V4hu5bjV7pJ5y6pKyooGMAV6t/F+NefeKbeFJGeONVZpDuYDBNd2Pdoxb7nBgVeUvQwrG0Z2EpA4+6P616Skez4exKmM/aifr8vNcPYcQgKMV3ETH/hBVUDgXHA98V5aZ6hFoGRqURxgblrjr7xJrAvb6Q38zOZTHljk7QSAK7HQG3ahHnIww/nXU6h4JtYdZfWf7KtZtOZPNmU44fGD8vpnBqIfFYc/hueE/abiVvnkd/qSadsY4Z42x2ytevR2drEf3dvCnsqAYrn/GkZbT4iFOB1IHSvSq4WUYc7Z59LFRnPkSOFjt55XVYYXdycKqgkn8BUv9g6lLME+yujMcAP8vP411nhFjHr2luOolT+dbNwB/wld2M9Lhh+tcPQ7ba2OYT4caz9lju7l4IY3cxr8xY5AB6Ae9WIvAGMebqAz6Kn+Nera0V/sS1UFci4fA9tornq9PDYeE6alLc83E4ipCo4x2OVTwLYrjzLqdj7ACrsXg/SI8bopJP96Q/0rdorqWHprocrxFV9TIm8O6asYNvZRCQEEbief1rSgtre0jC28SxjGW2gDJqWinGjBT5kTKtNw5WFFFFamQUUUUAFFGDnpn6Vct9KvrrmK3fH94jArGriKVJXnJL5lKMpaJXKdH1robbwpM+GuJ1T1CDNa1t4csLf5mQysOm814+I4iwdHSL5mdUMBWl0scXHDLK2I43cn+6ua0rfw9qE5G6MRL6ua7WKCOJdscaoPRRin4PqK8LEcU1ZaUo2O6nlUd5yuc7b+E4QAbid3PdUGBWtb6TZWwxHbpn1Iyf1q7jFFeJiM0xdf4p6HbTwlGn8MRoXauBwPSl56YpaK89ycndnSlY8G8B/8g2+/wCu6/8AoNdXXKeA/wDkG33/AF3X/wBBrq6/X8N/DR8viv4rCiiitznCiiigAooooAKKKKACiikZHaKQorHahJIHTilJ2TZUFdpHnl7KJrud8/fkYj86rQ/60yH+DgfWun0XQItRsxK8bO3dt+0dM1ek8HRGDbAjhsgr+8BzzXzrqx5j6GNN2OCEqxw7nBIweR9TU1rEjWgZRuRW5OOp7V1sHg+0+zzbzO0wLbQXBBP0q6ngdbTwne6p5s0cltD5m0YKtjqDTUk3oDjY48SD+IY9qps6edIQ3JY9qsGTd0mjI/3GrPnkK3W04zjOQDTYI3tNwYC2ep6V0vh2yub6eSK0XdKMEKCB6+tcrpcmLbk8kntWxp+rXWi6vBf2yo8YhZWUsQWJz3FLUbszttO0uS7mZbg+RwQ7kfdxwcj61zev6EYlngtQsju6l3RtwPv9OlNtfGWoGGS0RofOujseQyHIy3YVtz6T4x0iGe7vzCbSGMyN5MnzKvY4/CpUqj3Q1GmupgaJYXF1fhEiZGWUMvmfLnao9fpXQSwSwNtkjZCPUVhWviHUbicSyx3E1mwygVQHxj3q43iCWIhobS74PIkRcfmDW9HFVKOjjcxr4SnWd1KxyXju/kluINLjYiPaJJAP4iTgD+tb3h3TT4NtLC6v7h4RfPmVAu7A/hB/CrF5odn4m1FdXtQ6X8OxrixYBfNRf7n+1jnHer+oLJ4rtD9isrlfs0oJDx8KpBGfwrGvWdWXNY0o0fYrludrqjxz+FWkiQSgsGaYJtxyMcfjXHmuthQweDJLP7TFMIoQrhVIYHIIJ/KuSz+tellsr0nc8vMV+9TYUUUV6JwBWT43ia40FVQ/MsSlePfpWwiB3wWAGCST2xzWNrd3FLf2dojF4wNjEjAzvz/WvPx7XIl1uehl6fO30PNbVposujpgnDKwrTsGle5U+ZEiIRJtUHsRVa+hETtKMqoOCPU560WYVbhHO4r1z6ivOT1uem1fQ9Xz3rhPFeN5GP8AlpXb20q3FlBOjbkkX5W9ccVxHi0fv3x/f6V242XNCDODBx5ak0Zun/6scdq7qPnwSecbZwf0rhLDhRXeW+0+B36gicfyNeej0StoBAv1PU5FexXh3eEbs9MxHA9K8X0Nz9vQDH3h/OvaJwT4Tu8jAERqaf8AEQVf4bPOKCARggEdwelAor6TRo+b2ZyS29xbeKiUjkjjMqlGC4HXt+ddZoMFt/bWpSXYVkVpCjSc884wT70v48UVxPArm5r6Hesc+W1gyT94k/Wiiiu9K2iPPbvqFFFKoLHCgk+gGalyS1YWEox6Vft9G1C5wUgKqe78Cta28JscNc3AB9Ix/jXBiM2wdBe9NX8jeGGrVPhWhzRqWG3mnbEMTufYV2tvoNhbncIN7+rnNaKoEXaiqo9AOK8HEcU01pRjf1O2nlc38bscZb+Gr+XBkCQg9Szc1rQeFLZVBnmeQjsOBW8F5z+lOrw8RxBjK2ilyryO6nl9KO6uVbfTrS2GIrdFP97FWcY+lLRXkVK9So7zbbOyMIxVoqwnaloorIoKKKKACiiigAooooA8G8B/8g2+/wCu6/8AoNdXXKeA/wDkG33/AF3X/wBBrq6/YMN/DR8viv4rCiiitznCiiigAooooAKKKKACq94l21vILacxho2VlH8XFWKCueprjx03Glp1O3AxUquvQqeFIyNLMJQ7g2CO44ArC1DxPftcTWNvb4EUmA0alm+U8D8a7Pw5YXK32/yWMZfO4cjFZVtpU+l6hqEc+AZZt6gHnGO9fPwjrqj3JNWORl8Q6nbNJp93CYrqSMMREQFGRnB96vnx/qUvhu+0e6txM00Xl+eG2hF45x3qLxg+byzjhiPmAF3cD+HoATXL3peW58ubCqi7OnbOf8a6YpLUxk76EEcKTy75JOvAUmnPZCNg0Sq2fU1KZI4C00AK5I2ccnpgY98V1Wk+DZ7ho21a8a0dl3fZLdFeVR/tEnCn25NXGLb0E7I520mlgi2mGFueMk8frSXLvdzIzoIwqhQEY4P616G3gzSGVo4rrURKOgkjSQH8voa5PUvC1/bTNcosdzaIu5JoWwD7FTyCPSqcJLVoSkh7xfZYtMkcbsOp3D7xHXHv0r0W98eya/Y3tjb2Elvcy24iCznGDnrzXnCR3V3oytEYjLDIAQEH905I9OfSr+gRX1mJRfyPlWzE855YkY4J6jipQ2Ns77WDiBNMaaSMbWMbYBI71ae91r+PQZ8joQ1dHpqxLGZEUbzgFscnirpf3pOTGonFLqGqJewXA0i5gaJgfMwTgd+3412MXjjSvC11O91FIDqkCyRELlAeQ2fTn+dJKd0brnqpH6Vz2p+HYPEnhrTWklaK4tmkSNwMgg4OCKwk7VE+5vFXptdjsbPxYl9ausRtJUcDJHPGO4pDNbkZaztR9I8fyryRvCWu6Y5azxIP70Em0n6g4rZ8KJf2+rTtrsV55DRHaWOfnyPT2zWsHKmrRZhKMZvVHoQFm/W2hH0J/wAad9jtGGRCoHqCf8axXk0nPMVzt9mP+FRG8ghk3GC+a3GNi5yBVe3qpbidCk+hsX1lBBYTyopDBDjB9eK4bUbW5ac3McW6OPa2dwGeua6rSNRt1v5/tUMyWjDKeecgdeB6fjVZY1kQsozG2cD2NRVqyaUpEPlo6RR5RDavd6kRKcLIpIJ6V1l74bfRbOFr4qVlb5RH95Tj9RWjJ4TjFwJIJvLiH3YyMgVauNEkvnj866YKnGCS2R+PSp9tG2oKrHc1vDdjJfeDbYwhAbV5CzO20bCcjk8djXBeJ2je4PzAr5hG5TkfnXruj2ENv4L1qOIFYliYBQcZ+U15FeaPH5kaLMwDKHwRxzWzqyqQUXshU4x5nNdTPsVwOB9K7W0AfwXPuyMXC9D7Vl2elP5QjEcDqejbiCP0rft7C7GiSWJ8gb3D7w5JAHHTFQos25kUNHfffxMwUAYAIGM4NewXMm7wzcrnrERXlFhoUkOoxKdQQEjd9zoB616Xp1lLcQi2u52ZAMFUOAalQcZXCUlKNjhB0HvRWnrdqIdbuLe2iOxCAFQZxxSW2g6hcgfufLU93OK9qWMoUoKVSaR4MqU+dqKuZtFdRB4SHBuLkn/ZQVqW+iWNtjbArMP4m5NeRiOJcHTdqfvM6KeXVp6vQ4mGzubg/uYJH9wOK1bfwxdy4MzpED2PJrsFQKAFUADtThknP6GvCxHFGInpTioo7oZXTXxu5hweF7KMAyl5j7nArVgsbe2XEMKIO2Bz+dWKK8SvmGJr/HNnbTw1Kn8MRAPWloori8zcKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPBvAf8AyDb7/ruv/oNdXXKeA/8AkG33/Xdf/Qa6uv2DDfw0fL4r+Kwooorc5wooooAKKKKACiiigBCQOScAd/Ska5t8qqTxuzdlND42HPTGDVKO3ijYFYwCORx0ry8wldqJ6mXx0cjX0K5mXU2jSWQJuGAGNLrh8vXb1OB+86Z9hUGgn/ibsxOCCDS+IXz4hvSOpcdT/siuC2h6HU53xEsf2P7S43CMjK4zkVxk0xZgzWTwxHu5yDXXa6TJapGASpfnaaxTZC5txDJ5zJn7u6riromRc8C2MF74zsFlRWjgEk6IwyCyrkZ/Hn8K9mWytZJCZLdRIeWYAc14BZajceHtfiuLJW8y0kyu7ow7qfYg4/GvYtH8SPrQWTTFhmdlBeGR9siHuNpbn6jiklK+jBtW1OgGmWgwBHtA7Dj+lZ2qaZYwaLqAijAYRmTIXABXpVg3WsxpufTFVV5JLAAD65rh/GfxAH9nHSbUxPcXHErxHcI17jPQk/yolGa6hFxb2OPtoJ7lJIrY7F80kn0GKv2Ol3Ej+YTNeW6E7pBlhx1FLodjNdafKhinCsx3bR17Yro9Mj1DRdOlsrOGVIHJJVgcZI54zWkY6ESlqWNMjQWasgwGOcVbYEVDpaOtoquu1gehHSrpjrNo0TKLnGc1VtZfL8PW/H/LVqvXEZYHA6CobO3EmiWqY6Mx/lWM178Top/BIom8fsppFnuZGO1RWmtglSpZKvQVpYwMofbOgxn0zTyLplwqjP1rYWzXPSrKWa46U7Bc5yWyvbmEosYyeM7qsyF7GKCLYJCU5IOACKXxQbm1hsxaMEcSF2z/ABAdsVnrrMd35kc8TQtHwSnIPGSR6D3qZRuS4qW4Jqd3JKENoqqTjduPSr7TJHIqNKuWOOKr22hy3EEdwl3MYmbaGZeMnt1rtdB8D280SXV3K0pAwFc9PqKHSizN04mPewXMfhW7Ys6qMllB4YYrgb75buL/AK5r/KvWPE8C6XpOp2keTCYNwLcnp6/hXlGp/wDH9H/1zX+VaJWVkVCKRqaecov1rdiwYsY5rA0/IVa6CE/uziriKRX4GrN7wj/0KvQdNkxMueflU/pXnj/LqyZ5zAf/AEIV3emuDLF7xr/KpluNGi8YFxKwVQ2772OaAMfXvTn/ANfJ9f6UlfC5jKX1iSb6nZTilG6CiiiuE0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDwbwH/wAg2+/67r/6DXV1yngP/kG33/Xdf/Qa6uv2DDfw0fL4r+Kwooorc5wooooAKKKKACiiigBkn3cetZer6kml2BuGQuMhQB/jWzDAbqUxIQXXB2/WoLqyz5kE6KwB2sp5FeLi3zVT28JHlpI5TQ/GttBeSTXysm4HHljNV77xgNQ1+V4oXMMjALn7w4xmtyHwtp0tzta0GCDwnFV10aC2k/dQIoHtWBv1uRzuZU2nnFU1tznhiK1vsjHoKRbNxjK1SAxm0dZpNwPJOTn/AD7VNHoLBgyyMrdiCQRW9FBjjbVpY8YqrJ7ktmMNGmuFCXF9dOn91pSRTx4T09l+ZpTxj7w/wraAww4qYKfWnyoTbEsofsUCw2/yRgdAaurcShNm4kZqBfSpFjYkYGad7bE2LMYO7NWQvFZ4uY0nWIyqJD0XNaM8N1bMqyREMy7gD3FZs0RVmXCSH0Un9Kj0xd2lW2B2J/WsDxUuu3NoIbBTFlssVPLD0z2qXw5Dq8UUaXzEBBhQp4x3z61nKLlJNdDWM0oyT6nSbcU1pNpqQgkdKrSxsWqiSX7SB1Io/tJI++TVRrZyO5qE2j9hU3Ao67PcahOrRq3loNvAzgmqsni+LQYrSzNo0zTZ3ujDI5xjFLeLqNpNI1vH5kUoxJETjJxwQe30qlayONq3lqyqOnmRll/z+NNx5hXSPSdDvdM07Thd3hESTkCJG6Bj6Dsa7DTMxwSyvH5YY/KGxzXnNjLoskVsJhFtj9j+nNdrFqditqi2UhYAchdxOPrz+WRVKm0S5roZHj1m+x6g3G37MB15BJrynVeNRT/cFd14jOzSdQleXLSKqBSfmI3jk+/NcNrAH9qj/dFNhEvaf0H1rfhwIu3SsHTwNq1vxgiLhSfYVURTKcpxq0P/AFycfqtdtpTZaA+sS1xFwcapbH/ZcfyNdno7ZS2J/wCeYBpS3BG84xPJ+H8qSkc/6Qw9VBpa+HzWNsTI7aT90KKKK84sKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPBvAf8AyDb7/ruv/oNdXXKeA/8AkG33/Xdf/Qa6uv2DDfw0fL4r+Kwooorc5wooooAKKKKACiiigDT06zhGLgqTI3BJxx9ODWo1vAzEtGGJ7nH+FUtNObMex/rVotz1rw6z/eM96iv3aHJaWinIhGfUY/wpP7PsC277OM/h/hSBjUinmsrmvKhBp9j/AM+4/T/Cj+zdPzzbKfy/wqXdxRmi7FZDBp2nY/49R+n+FA07T8/8e36j/Cn7sClzT5mLlRH/AGfp3/Pr+o/woGn6f/z7n8x/hUuaAaOZhZDBp9gP+WB/76H+FOWzskOVhYfRh/hS5ozRzMOVED6Tpckoke0DODkMSMj9KuyCKYL5nmNsGFyR0/Koc0uaLsrlQhtLRv4H/Mf4UCyth/f/AE/wpwNOzSuHKhotbb0f9P8AClNpbH+F/wBP8KUGlJouHKhgtLb0b9KcLS1P8B/SjOaXOKLhyoabKzJ5joWytB0jx+FDSBRkniqyalDIrGNJpFVtpZEyufrTTfQlpLcvLDEuNvGP9kVKZXK7TIxX0xVCO+jZwuJVz/eTFWiMjGfypttAlF7GF4tt7f8AsGaUR/vd6YJH+0K4bWxjV8H0Fdz4sI/sIKf4riID3+auH14Y1k/QUr3Vx2tsW7AfdArooBlO+a5/TxytdDb/AOr564q4kSM+541C09/MH6V1ujnMVv8A7p/nXJXf/H7Zt/tOP/Ha6jR2/cwfQ/zpS3BHRht0656+XipKgB/fxe6Gp6+MzlWxPyR2UfgCiiivJNQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8G8B/wDINvv+u6/+g11dcp4D/wCQbff9d1/9Brq6/YMN/DR8viv4rCiiitznCiiigAooooAKKKPxoA2NN/49R6ZNW8DPNU9OP+iD/eNXOteHX/iM96g/3cRRTgcim0vasTUUU/NMHPWn0AOo7UUUAJTgabzRmgB+aKaKWgBaKSloGhQaXNJjNAFADgaWkApaAEpGfFBpjUMCnfykW0hz/CabZ6clnYxA2zXDzSKME9sZz7UzUj/ozDueK6R43EUYQoPKjHXrnHb/AOuRS1ewOx534+1HUdFurCz0Xy1leN3l8sZI5GOT04zWZpHj2/i0uW3vQZbxH+WSQdFx+tWvGzCbXm+dZGWJASp4/ma5VYlQnAPPrTCxqy67eave2yXE7MglVtuMDOak13nWM+wrLsiRqEAKgDzBz+NX9Zk3X4celNbCe5paf1WuitxlTjg4rmNNmVgvPNdRZkGIk9AO1axMpGXettubLI6ysP0NdPpfEEGT6/zrmr4ZuLHIHMrfh8prodPk220J9M/zpSQ1sdJuH2i2HqGFWq5m/wDEFnpmmPql0x8q0cBlUZJLHApugeOLDxFqH2S0C5Clid/P5EV8xnODq1KiqwWljppTSVjqKKKK+cOgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPBvAf8AyDb7/ruv/oNdXXK+A/8AkG33/Xdf/Qa6qv2DDfw0fLYr+KwooorcwCijvgdfSrlvpV7c8x27YPRm+UVjUxFKkr1JJepUYylpFFOiuht/Ck7ENcTqnsgyfzrWt/DthAOYzK3XMhrx8RxDg6Pwty9Dqp4CtPdWOLijklOIo2c/7IzWlbeHtQnIJhESn+JzXaRwRxACNFQeigVIBznH614eI4qqy0oxS9Tup5XFazdzlDp/9msLdn3tjdkDj/PFKK0tVH+lL/uD+ZrPwK9DC15V6SqT3Z08ih7sdkA6U4CgClroAMUUuKXGKAClFJSigBTTCKfmkyDQAnanUmKMUALTsUlOFACDrTqKKADNKDTaWgYGmGpB0pjUAZ16N7RR/wB6RR+tb99cQQLJ5s0aZ4AdsZrEkwb61B6CTcfw5rlPG96bjW0iGfliXgHoTz/hRezHa5zN7HvvZZoZNrb29wwzVdZNxKuCj+hP8j3prsC5VztcfxA/zqCQyRnbKMg9D6/SkkK5djdYZkkYbtjbvrUHiDVpABOkSxlzjjpiq+9gMhiy+/UU+N0ldY5RuQkde1NaC0H6Ffu10ollO0gnJX7pr0PTtU0xYSst4OnQRsT+gqpa6fYRWIYw7mfHU8fkKmRUj4jVV+igVrG6M5WZJfSWd3eWYsjMyRsxd3jKryO2a3bWbT7awRZZC8wJ4U4AFc88vGMnj3qIzqOrU27isJqelR6hBNA963kTNuaLqD6Vc8F6Dp+i6r5sAYyMuC5/lVA31uG2bwW9BzWpolzuu1IG1TxucYArKcVOLi+pSbWp30dxDL/q5VJ9M1J+GK4m7Jtbh0SRHVTgOvQ0yLXbi2Py3Bx6ZzXzdbJOtOR1Rq33O5orkY/GLrxJCsg/2cg0+TxvFjEdi5Pfc4xXnSyvEQdrX+Zopo6uiuMHja48wf6DHs7/ADHNbFr4p0y4Ub3aFycbHXPP1FZ1MuxFNXcf1DmRt0UfhRXEUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHg/gP/AJBt7/13X/0Guuit5rhtsUTuf9kGqXwctILnTNVeaJXK3CY3DOPlr1NIwgwihV9FGK+6xXECwj9jCN5Lq9jx3gHWm6jdkcbb+Gr+bBdViX1Y5P5Vq2/hS3Rg00ry+oHAroAMUteDiOIMZW2lyryOqnl1GOrVyrDp1pbACG3jXHfHNWQKWivIqV6lR3nJtnZGnCKskFFFFZFBRRRQBkasP9JTH9z+tZ9aOrf6+P8A3f61nV9vlrvhoHLU+IMUtApcV3kC0vakFOpDDFGKXFIaBBijHvRSUwHCimZ5ozQA+lzTR1p1IBaWkpRQAUuKMZpcUAFMIzT6TFA7kUcUYvbeaTJRHywHp0NeZazefadevpAflMzBc+g4/pXqEjCOJ3PAVSc/hXjp3TM8jdXYt+dSxorTxjeWAIB7imrKAuxgGXuKsrbSSbsY2jrk9KkXT1YZLE/QUc1g5blB7chd8J3L6dxTLaNZ7gI8oi/2iM1py2YijDx7g2euapXFvtlyRTTE0ddBKyWyK11GwVcAlT/jTHvIlbmYnH91cVkwTotmI2YAg5BzThe2UYbzLuJSMcbsn9KvmJsXXnVxy0h/E03AYDCj8cmsw6tExxBFPLzj5Ij/AFq5BJqUhBh0rr3mmCj8hSYWLkZKc7FGPatCxuSJ/nYsoHC1nTWWtyQ4eWwtge0aM5H4nAqmuizFiZtVumz1EeEqW7FJXNeSXJJZ8DPdsVRm1XT4CfMvIVPoGyfyFQroVgf9Yjzf9dXLVYjsrSEgQ2sKY9EFYt9zRIqrrdo7EQx3E5/6ZxE/zxSm+v5M+RpTgdjPIF/QVdcgfLjAoZsjA65/Opv2HYo51eQ5Z7SD2Clz/SpvsU7EGbUZm74QBBU/mImdx2/7xqvLqtjCf3t1ED6bsn8hTTYWsdXpvim8sYoYGCzQRpsAf7xHru9a7HTdYs9UX9w+JAMmNuGH+NeOjXLZm2wRXM5/6ZxH+tTR32pFg8GnPEQchpZQp/SvOxOWU6yulZlKdj2uiuJ0DxXdx2rJrKiRw37toeSF/wBonqa6+0vLe9hEtvIrr3HcfUV89iMFVoN8y07mikmT0UUVyDCiiigAooooAKKKKACiiigAooooA8v+Cn/IK1j/AK7x/wDoNeoV5f8ABT/kFax/18R/+g16hXpZr/vUv66GdL4AooorzTQKKKKACiiigAooooAyNYB82Ij+6f5is8ZrT1ZctEfY1QAFfbZX/usDlqfEMAxThSkUntXobbkCilFWI7C5ZQ21QD6tzT/7NuPSP/vqub63QTs5ofKyrmg9KtjTbj/pn/31S/2bcdzH/wB9f/Wo+t0P5194crKVIRxV3+zJ/WL/AL6/+tSNplyejRf99f8A1qPrdD+dfeHKzOJxSqeatnR7o94v++z/AIUDSLsHrF/33/8AWp/XKH86+8OVkK07BzVpdMuF7xf99/8A1qcunXGefKx/vf8A1qX1uh/OvvDlZVApwWrX9nz/APTP/vv/AOtThYT/AOx/31/9an9bofzr7w5WVMGlANW/sE/+x/31S/Yph/c/77o+t0P5194crKZBpQPWrLWdx/CIz/wOg2Nx0AQ/8Do+tUf5194crMLxBP5OiXZDbS0ZQH3PFediGOOMOzDYO9d145WXT/DbTSIpDTInDZ9/6V5xHKkqYi+6TytaRnGavF3Q9iG8uBFcxtAxUgHp0NSJfSTSRxwQR+Y6bzvkwP5U67s5HKlY8rjmqEsMSDeqlZhw309aqyYrtGk8OoyqVeW3jHoikmq91p/OZbmaQnsuFFS2uo5VYpyB6Sf41NdyqrDzZEHAwSwpJWG3cpwaZblsvHvAGfmYmui062ghj/dwRLkcEKBWFFf2sLHa5kzxiNSavwajORiDTrl/dyEH61aJZoSjOBxgGrlr8qgD8TWGf7Ynb5IrSAf7Tlz+QqzFpupSEefq7IP7sEIH6nmgDfuXIt95xj1JxWBNqdnDky3MSH/acZqabw7YSqDcz3t03/Ta4JH5CmRaPp1tjy7KFSO5XJ/M1ElcqJQPiCxJxEZpm/6ZRE05NQvpQWg0mcg/xTMEFa42pwoAHsKCQetZ2RRjeVrM5JYWluD7lzTjpd3Nn7Rqsp/2YVCCtfAximsQvJOPqcUajMpfD1gTulWWY9zLITn8KuwWNnbACO1iQDuqDNLLf2cBy93CPYOCfyFVjrlsxxDBcz/7kRxRZhdGkPlXAAx7UqjjNZgu9Tc5t9LMYP8AFcSBR+QqRYNcuSR9otIB/djQsf1osFzRGcZA71PDfNZOJo7gRMOp3gYrJ/sWSVcXOo3sw/uqdg/IU+LQ7CFt32USH1lJf+fFDipK0tRNs7XR/HFld3cVjczxNPIwRHj5BPv6V1qsGGVII9jmvLUhihA8mNU9VAxWja391YlXtXK5PzJ1B+orx8Vk8Kj5qWnkXGpbc9Coqhp2pC8t0MqCKUj7metX6+erUKlGXLUVjVNPYKKKKxGFFFFABRRRQAUUUUAeX/BT/kFax/18R/8AoNeoV5f8FP8AkFax/wBfEf8A6DXqFejm3+9y/roZ0vgCiiivONAooooAKKKKACiiigDO1X/ll+NZ+avawJNsPlozHJ6CqNrbz3DhGjZPUnjbX12XV6dPCpyltc5ppuWhYt7SS4+bO1PU9/pWhFYwRc7dzerc1NHGsUaxp0AxT68PF5nWrStF2XkbRgkFFFFebcsKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPfi1eCPR9PsweZpy5+ij/69eUxysjblOK+gPEPhvT/Ell9nvUIdAfKmX70ZPp7e1eQ654D1zQ45Z2iW5tIjxNEeSvYleo96+oynF0VSVNuzMKkXe5Xg1IyxiJz2qtPaEN5sRPuKzY5ehrUsr4RsFkG5fevdMioVDZKjD/3fWrLSJG8eY1kGwD5lGRWjcQ2ksZkjjyT2FY7kklHyuDkGmI27V1ZAyYKd9oxj6itSDBHauRhnmtZdyttYfka249QlmEawrCsjDJDsQPw/woQGo3XnircJ4BJ6Vii21GZvnvo4h6Rx1ai0VJGH2i8uZh6GTaP0oA0bm6t4k/ezRD3LgVky61YBsJKZT6RKWq7/AGLpsOClpHux1b5j+tSIiR/LGgQf7KgVLGjL/tOeT/UaZct7vhB+tNzrUvRLS2H+0S5rVYY5bp6mmg84HP0qCtjM/s2/l/4+NUkA9IUC/wA6fH4cspH3TGac9zNKTWtGjHnYT9RiphDIechR6CmkxXRRh02wgGIbWFcd9gJ/OrIIxg5wOgHFTeQOpP5UGFe4zVcrDmG4jK/Lg+uTSoGU5XaPwp4UDpxSHOetHKhczFkJYds+oqPaMc80/J9abinZCuxo4PFPznikIozgUxXNr7LbzWFrcteNGQpTYr46HrW7pGoJLiD7SkpAwvOWrhyRkmtnw0wGpqa48dQhVoy5l0HBtPQ7aiiivhTtCiiigAooooASlopB37UAeYfBT/kFax/18R/+g16hXl/wU/5BWsf9fEf/AKDXqFejm3+9y/roZ0vgCiiivONAooooAKKKKACiiigAozn1oop3YBRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCMgg8g8Eeo9KWijUDzPxn8Ot/manoUeGHMtoo49yn+H5V5iHKswIIYHBB4Ir6a/nXF+MPAVvrive6eEt9SAyeyzex9/evoMvzVxtTrbdH/mYzh1R5Pa3jREAnj0q+8Ed4mUHze1ZFxbz2F1Ja3ULQzRnDxuOVp0F28DhkbBFfSJ3V0Y2LZsbkfK8ZZR+lR3UsCxIfMxMp2keox1+tWrm8e+snjibEhGOuKqXWm3LabCEjhUk/MxYlh61S1EbGj6i9wBC53kdG710sEMioGk2r7ZzXH6DbtDehhG+09gpOK7yTCxJyOadiblcxlhyaaLVD1LH8akDYpwYUrDuRi3jA+4KkEYHQUFqTeadgFxgcUp6U3cPWkLUAOpKZv9KQuT70AOzimlqjMgHVh+dPiinuW2wQSSn0RSazlUhH4nYdhuaC3atCLw9q05GLXyx6yMBWhF4NnZQZ72NT6IpP6muapmGHp/FJfLUag2c2ZMGmGTPeuyh8GWSEGaeeX/ZB2g1pR6DpcSlVsIcEYJYbj+tcdTO8PH4U2WqTPOjIFHJrb8N75NRRo0ZlHVgOB+NdZDoumW/MdjCD6ldx/Wr6gKuFGB6DiuOvncZRcYR3LVFpimjNB5pCK+dubC0UmMUtABRmk70HnpQAd6Wo5ZY4YzJI4VF5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attribute_reasoning
null
dev
1,001,701
Какова функция демонстрируемого объекта?
null
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B
function_reasoning
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attribute_reasoning
null
dev
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C
function_reasoning
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attribute_reasoning
null
dev
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D
function_reasoning
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attribute_reasoning
null
dev
1,001,706
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C
function_reasoning
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attribute_reasoning
null
dev
1,001,707
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D
function_reasoning
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attribute_reasoning
null
dev
1,001,710
Какова функция демонстрируемого объекта?
null
Режущая платформа
чистый
измерение
Бульдозеры
C
function_reasoning
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attribute_reasoning
null
dev
1,001,711
Какова функция демонстрируемого объекта?
null
Режущая платформа
чистый
измерение
Бульдозеры
D
function_reasoning
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attribute_reasoning
null
dev
1,001,712
Какова функция демонстрируемого объекта?
null
Режущая платформа
чистый
измерение
Бульдозеры
A
function_reasoning
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attribute_reasoning
null
dev
1,001,713
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function_reasoning
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attribute_reasoning
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dev
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C
function_reasoning
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attribute_reasoning
null
dev
1,001,715
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D
function_reasoning
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attribute_reasoning
null
dev
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Какова функция демонстрируемого объекта?
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B
function_reasoning
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attribute_reasoning
null
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C
function_reasoning
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attribute_reasoning
null
dev
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Какова функция демонстрируемого объекта?
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D
function_reasoning
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attribute_reasoning
null
dev
1,001,720
Какова функция демонстрируемого объекта?
null
Подобрать
гриль
фильтрация
ароматизатор
A
function_reasoning
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attribute_reasoning
null
dev
1,001,722
Какова функция демонстрируемого объекта?
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C
function_reasoning
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attribute_reasoning
null
dev
1,001,726
Какова функция демонстрируемого объекта?
null
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Канцелярские товары
A
function_reasoning
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
https://www.bing.com/images/search?view=detailV2&ccid=DULZBRxY&id=650E0333C099C64C491A5D6812DE214655E7363A&thid=OIP.DULZBRxYCQbG2GTrJayxXQHaHa&mediaurl=https%3a%2f%2fcbu01.alicdn.com%2fimg%2fibank%2f2016%2f014%2f632%2f3167236410_1034763582.jpg&exph=960&expw=960&q=%e4%be%bf%e5%88%a9%e8%b4%b4&simid=608018892577313207&FORM=IRPRST&ck=60DF292C546AD7EBBB33E14B7D9E7C41&selectedIndex=7&ajaxhist=0&ajaxserp=0
attribute_reasoning
null
dev
1,001,727
Какова функция демонстрируемого объекта?
null
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function_reasoning
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attribute_reasoning
null
dev
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C
function_reasoning
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attribute_reasoning
null
dev
1,001,730
Какова функция демонстрируемого объекта?
null
Военная оборона
Осознайте направление
Посмотрите вдаль
Наблюдайте за межзвездным
A
function_reasoning
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
https://www.bing.com/images/search?view=detailV2&ccid=Ye%2b%2bKDFT&id=4A9AB55A0EA88DC88FFEC2471AF6B1C84358995D&thid=OIP.Ye--KDFTHA5gnOCg_jP2PwHaE5&mediaurl=https%3a%2f%2frs1.huanqiucdn.cn%2fdp%2fapi%2fimages%2fimageDir%2fa5429345e31435b42313fcfa9e08a6bbu5.jpg&exph=1042&expw=1574&q=%e5%9d%a6%e5%85%8b&simid=607999633958982401&FORM=IRPRST&ck=20C7907F60B1C36F9DC69B25B8B5E467&selectedIndex=2&ajaxhist=0&ajaxserp=0
attribute_reasoning
null
dev
1,001,732
Что означает этот знак?
null
Позаботьтесь о своей скорости.
Курение здесь запрещено.
Что-то продается.
Фотографировать запрещено
B
ocr
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https://cdn11.bigcommerc…?c=1?imbypass=on
finegrained_perception (instance-level)
null
dev