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[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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UUUUAcv4k/wCQjH/1yH8zWPWx4k/5CMf/AFyH8zWPQBT1b/kD33/XvJ/6Ca8w+Bv/AB663/vw/wAnr1p0WRGR1DKwwVIyCPSqtjpWnaWHGn2FraCTBcW8Kx7sdM4Az1oA8n+J9tPonjjSfEywl7YNEWI/vxtnafTK4x9D6VQ8e+Irbx7qej6XoKyzOC2SyFcs+OPoACSele23Nrb3tu9vdQRzwuMNHKgZW+oNUtO8P6PpEjSafplrbSMMF4ogGI9M9cUAXLS2WzsoLVPuQxrGv0Ax/StbRP8AkMQf8C/9BNZ9aGif8hiD/gX/AKCaAOwooooAKKKKAOf8Q/8AIb8J/wDYVk/9Irqugrn/ABD/AMhvwn/2FZP/AEiuq6CgAooooAKKKKACuc8cLrkvg7UYfDkJl1SaPy4R5ioVDHDMCSBkLnHPXFdHRQB83aLb+I/h9c+GNe8VWdvp2kWNzJY+TBCpkxLGd0shTJblV7knbwPXuvEHx18J22iXMmi373upeWRbxG2kRd56FiygYHWvRtX0ew17TpdP1O1jurWXG+KQcHByD6g+4rC0j4Z+DtDvUvdP0K3juI87JHZ5CvuN5OD70AeLfD74mWXh3xfey6rr95eaXqNuJpp7qBt8dyO21d3+0OOMbemK7fRvjr4auNa1c6lfXFpYh4xY+ZAzb1C4Y/ICRluee2Peuw1D4X+CdTuRPc+HLPzM5JhDRAn3CEA/jTtQ+Gvg7VIrWK70C1ZLWPyoRHuj2pknHykZ5JPPcn1oA8w1z44w3L6iumalJBHHfWptN1scyQKQZueoJOeD/CMdTWp4w+Jvh3XZNA/4R3xCzXtpq1vN9nFvKgnUtsZSzKAOHPU8jPtXbzfCrwNPZR2z+GrMRx/dKbkf8XBDH8TUUHwj8C2txHcQ6BGksTh0YTy8MDkH71AGJ8cLW3g+GGpyQwRxvNcwPKyIAXbcBliOpwB1q3oEkkX7P0csZxImgyspHqImxWD8ULD4j+KBqGgWHh2ym0RpY2huluI1lcLg87pBj5sj7v8AjWr8N7PxtDpv/CNeK9Bs7PRYbEwxSxzK8khyBtbbI3VS3OB0oAofs6og+H166gbm1OTcfpHHivJtMeS28EfEuK2BEHnWinb0A+0sB+nFdzovh74n/DdtU0bw9pltqdjdSF4LpnX5GxgPguMHGMggjIHUdei8JfCKWw+G2s6Lqtwi6lrIDTOnzLEV5jGf4sNyfqQPWgC14Uhh/wCGcTHgeW2j3Zb6kSE/rmvDZpp/+FG2kJJ8r/hIpSB24t0x+rNXf2uifFnTfB8/gW30S0exk3xC9E6fLE5JYA7xwcnqucE8dMdXqPwiaX4QW/ha2nibVLeX7YJjkJJOc7hnrjaxUH2BNAFn4qQwL8B5lUDbHBZ+V7fvIxx+BNbnwkZ3+Ffh8yZ3eQwGfQOwH6YrzK90L4reK/Dlh4P1LSLWxsLcxpNetKpLqnC7sOc9j8o5IHSvctD0qDQtDstKtsmGzgSFSerbRjJ9z1/GgDRooooAKKKKACiiigDn/D3/ACG/Fn/YVj/9IrWugrn/AA9/yG/Fn/YVj/8ASK1roKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOe8G/8gS5/wCwrqX/AKWzV0Nc94N/5Alz/wBhXUv/AEtmroaAOb8M6nc64+o6mZv+Je9y1vYxqBjZExRpCepLOG9sKvqa534ranf6DaaB4it5JPsGm6mkl9HEMu8bAocZIHRmXB7sPSuLs5fif8NZrjR7DRF1zRhM720ixNIVVmLcbDleSSQQec4rSsLf4h/ELWtPXxNpVvpPh22uEuZ7Zo8G5KHKoysSzDOMg4XHqcUAcp45+K9t41s4rO20jVx4dhfdqLxsscjkg+WCQGUAH5sH7xHbGa7/AOAeqzaj8PXt5WLJY3klvCzdfLwrgH6Fz+lekWem2On25t7GytrWAnJjgiVFJ+gGKW1sLSyV1tLSCBZG3sIYwgZvU46ngc0Acp47+I2n+AJdN/tKyup4b4S4e22lkKbOMMQDnf69u9eVaT8XvCej+PdX12z0zVI7PUraISwpFEG89WbLY34wQR3zkmvfr/TLDVIli1CxtruNTuVLiJZAD6gEGuN8Z6Vp3h/QW1DR/AematdrIq+RHYx5CE/MxwuegxwDyQegNAHmukfGTw5pHjrXtZW31mSy1WOBjEyRlklQFTj58bduMc+3QCrVvq1p4m+EHxDmtEljs31GS7hWYAMoYxyYIBI+8D3713Pg7wpcSvqknivwt4dh3XJ+wxwWULMsR5wWA5AyAMgHIOeorsV8O6KlhLYRaXZw2kzBpIYYVjVyCCCQoGegoAn0lZF0axWYFZRbxhweobaM18v3Himx0L4nPr19Fqi61a61ObxRtMbWxyoVQSCGC8YPBHeve/E+s+LPD0k13YaDHr2ntgpFayGK4gOOQRhvMBPOVAIz04zXE+HPD/iL4heMovE/jLR4tP0yyBFrps0GDKxGMuGGSB1y3cDAxmgDkvHnxUtvG9vDbR6Tq6eGomJvXjKo7SEHy8kBlwpy20n5iO2Km8E/GbRtG8CJ4d1+11G6eNZIFkgRGBhboDucHIyR9AK+hbTTrGwtjbWdnb21uckxQxKi89eAMVnv4S8NSSNI/h7SWkY5ZmsoySfc7aAPJ7WSXUfh18KbxQTNDrltAPXYpkU/+OxivciQASTgCqCaPp0aWaR2MEaWUhktkjQKsTEMpKgcDh2/M1ckjWSN42zhgVOPegDA8H6lca5or6zNMWiv5nmtYsDEMAO1B7khdxz3YjtXGal4jh8EeNvG2qSQPcQNaafdSxRsAwJbyTj3wQffHbrXKQ+GPjP4VB0Tw/ercaTGxFvNut8KpOf+WnzL9BkDtXfeAPh/daDb6nfeJbwatrGrBRdmT94gQZwnzfe688Y4AA45APL/ABh8UvB/iXVtH1OCw1i3urSR455ljiV2t3jZWCnecsCQRngZNcBpN1oujeObDXRaaoPD0F751vlVMrGPDBc5CkhtucHoa+tz4N8LnGfDmj8HI/0GL/4mrk2j6bc2SWU+m2cton3IHgVkX6KRgUAeLeIvjxFrWi3GmeFNK1X+1LmMosjIuYlxlmUIWJIXPPGOvaqHwK1iD/hO9Y0zTY7uHTLmz+0mC6kEjxyoyg/MAM/fbnAPTPSvddP0DSNJcvp2lWNm5XaWt7dIyR6fKBxU62Fot616tpAt2y7TOIwHI9N2M44FAFDxTrJ0Lw9c30cQluPlitoicCSZ2CRqfYswz7Zq9p8NzbafbQ3dybq4jiVZZyoXzGA5bA4GT2rnPiR4d1DxL4PmtNKuBDqMM0dzbMW2gujZAz2PofXFedR+P/i/ZoLO58EC4ul+XzxayFWPqSjbfyIFAEnij4iX/wANvHniWO9ge+GpRW9zpse7bHHhShLdxyuDjrt7Zrz6Lxn4V8QXL6p49Gu6xqDAiO2gVIba3X+6mJA348e4PWvY/BPhPWNUudQ8QfEGxsrrUbwRxW9tLCkgtok3HAHIGSx4znjnk12f/CHeGP8AoXNI/wDAGL/4mgD5x0bUYLXwXqGr6RaXC6ZpPiaz1CO2lk3siAMMFsdztH5da2vH/wAX9B8W6NZxabHqllf2V4l5bvPbxPEWUMMMN54+b0PTpzXv1vomk2dtNbWulWUEE/8ArYordFWT/eAGD+NVB4O8Ljp4b0cZ5/48Yv8A4mgD5v8ABfxF8P6dpevad4o0q4uLTVLhJzbaegSIEfe43rgEhTgccenFYup+I9A0XxLa658P/wC1dMljbL292FKAegIdiVPQq35+n1V/whvhfJP/AAjej5Pf7DF/8TS/8Id4Y/6FzSP/AABi/wDiaAPMLH9o7w+1lGdQ0jU47raPMW3WN0z3wS4OPwrCtpLfVf2fPFv2Jrl7OPVGNoLnBlCeZC4BwSM5Y9Oua9rHg3wuCSPDejjPX/QYuf8Ax2rA0DSF09rCLTbWG0aVZmhiiCIXVlYMQuATlV/KgCeS4+xaS11cKSYIDJIF5Pyrk49+K+bPHvxasvGt/p1pDDf6dpNpP9oa6iVWui+0j5RvCrwSPvH17Yr6cdFlQo6hkYEMrDII9DWR/wAId4Y/6FzSP/AGL/4mgD5W13VPh8NPtR4a0nWYNRhlVzd3cy/MAcnKhiCfpt/pXWeLvHHwu8Ym5urvRdeh1KYDF7GELKQMD5TLtI4HGPy6174fBvhdgQfDejkHsbGL/wCJpf8AhDvDH/QuaR/4Axf/ABNAHgPwi+Kd1ot/aeF79ZrzT7q4SCzkJAe3LsFAwT9znOM8c4zXuni/xN4c8P6NOPEVzAttPGyG2b5nnUjBVU6nPT0HcirA8JeHUIeLQ9OhkHKSw2qI6HsysBkEdQRyKxo/hP4NXUDqFxpb312TuMt9cyz5PuHYg/iDQB5F4b8WHwJrFv4o1bTb4aNq9h9k0+NNrSpFBsSMtkgElRn8QRwa2br4naH438e+Dm0mLVra9tNQ2YmVFjaOUbX+65OeB+BNe13uk6bqNultf6fa3UEZDJFNCrqpHQgEYFVrfwxoFrcR3FtoWmQzRnckkdpGrKfUEDINAE+uarDoWh3+rXALRWcDzMoPJ2gnA9z0qPw/Hex6FZ/2nP5168fmTuAAAzfMVXH8K52j2AqPxTo3/CReF9S0fzfKN5btEsmMhWI4J9s4rxiHRvjtFEmjR3ypZoPKW6M1ucKOAd+PM/HGaAPRvhv+4fxZYKQYrbX7ny8dFVwr7fwLGvJfjde2w8cXkWqrqCyw2EJ0mWAgRq+4sxYHqCcjI5G3vXpmheF/EHw98Mqujrb65cvI9zqMM0hikuJWx80chyBgADDDnk5B4rk9STxp8WdYt9I1Hw5N4e0GCQPdPcIfMkAPKq7KM5xwFGO5JwKANnXPjPoOi3VxoWu6VfXDC3h8xoY43jmWSFXOQzLj7xGOen4V57o3j/wDD4Tbw5rejatfWEN9PNaRjaAkbMSmcSj5gCfXqcGvoi68OaJfMr3mjafcuiBFae2RyFHQZIPFVm8H+GURinhnSCcE7RZRDJ/KgD5b03xpZ+CvGX9qeDHvxpkmBPZagFG9c8plWOcdm6j35z6D4v8Ajf4b8T+C9Q0gadqkNzdQ4QskZRJAQynO/OMgc4/Cux8BaLd6qdVHizwRodgILjZb7bGMM4OSR0IZQCoDDr9Qa7QeDfC4GB4b0cD2sYv/AImgDj5mmvvin4I1RV+a50i4abH8K7VP/oTiu71zVYdC0O/1a4BaKzgeZlB5O0E4HuelSJp1pHeR3S20azxQm3jdRjbGSDtHoMqPyFU/FOjf8JF4X1LR/N8o3lu0SyYyFYjgn2zigCTw/Hex6FZ/2nP5168fmTuAAAzfMVXH8K52j2ArmfhwVtj4ssgw8m11+52HPCqwV8fgWNedQ6N8dook0aO+VLNB5S3RmtzhRwDvx5n44zXb6H8I9KtfC6aTrV1e38ssz3N2yXcsaTyvjJKhhuwFAyeep4zQBzPxE1fSfGXiC38P+FsX2vzQvaT3cBBihtyQzhm6Njbxzgbjzk4rIi+Lfg278G6d4b8UaFq1wbOCKGeJAoQvGu3P+sU9s4PQ/SvaPD/g3w94UjdNE0qCzMgw7rlnYehdiWI9s1LN4W8O3FxJcT6Dpcs0rbpJHs42Z29SSMk0AfKS+LdM8K+L4tZ8CHUYLUj99Z34XaVzymVY7lPvyPU19SeDPFMHjPwzb63b28lukxZTHIQSrKcHkdRkVP8A8Id4Y/6FzSP/AABi/wDia0bKwtNOtlt7K1htoFJIigjCKCevA4oAxp9SubnxpbaPZy+XDZ2/2y+YYJcPuSKPnpkh2J6/IvrVjxZZXuo+EdXstPkCXk9nLHC3+0VIx7Z6Z7Zrz7xvp3jnQPG8nivwjbrqFvdWyQXVmw3cpnHy5BI54KnIJPbrkSeK/jB4miOnWPhdNIMo2PdyxNGUB4JBkOB+AJ9KAM3/AIXlJdeCLbRdIsNSuPEjWi27XG0EBwmGkXaSzHAJ6DnntVf4IazCnxF1DT9OS8hsb2yMksF1KJHSZCMncAM9W7A8+1e2eGPCemeGdJsbe2srUXcFskMt1HAqvKQAGJIGeSM1riwtBefbRaQfa9u3zvLG/HpuxnFAFqiiigAooooA5fxJ/wAhGP8A65D+ZrHrq9R0f+0LgS+f5eEC42Z7k+vvVT/hGf8Ap7/8hf8A16AOforoP+EZ/wCnv/yF/wDXo/4Rn/p7/wDIX/16AOforoP+EZ/6e/8AyF/9ej/hGf8Ap7/8hf8A16AOfrQ0T/kMQf8AAv8A0E1of8Iz/wBPf/kL/wCvU9noX2O7juPtO/Zn5dmM5BHr70AbNFFFABRRRQByni69isNQ8MXMyzvGmqvkQQPM5zaXI4RAWPXsOOvSrX/CZaZ/z665/wCCK9/+M0viH/kN+E/+wrJ/6RXVdBQBz3/CZaZ/z665/wCCK9/+M0f8Jlpn/Prrn/givf8A4zXQ0UAc9/wmWmf8+uuf+CK9/wDjNH/CZaZ/z665/wCCK9/+M10NFAHPf8Jlpn/Prrn/AIIr3/4zR/wmWmf8+uuf+CK9/wDjNdDRQBz3/CZaZ/z665/4Ir3/AOM0f8Jlpn/Prrn/AIIr3/4zXQ0UAc9/wmWmf8+uuf8Agivf/jNH/CZaZ/z665/4Ir3/AOM10NQXFzBaQtNcTRwxL955GCqPqTQBi/8ACZaZ/wA+uuf+CK9/+M0f8Jlpn/Prrn/givf/AIzWpY6rp2pKxsNQtbsJ9428yybfrgmn3l/aadD517dQW0Wcb55Ai/mTQBkf8Jlpn/Prrn/givf/AIzR/wAJlpn/AD665/4Ir3/4zWxZ39pqFuJ7O5guYicB4ZA65+oqzQBz3/CZaZ/z665/4Ir3/wCM0f8ACZaZ/wA+uuf+CK9/+M1sXd9a2EBnu7mG3iHBeaQIv5mm2eo2WoxGWxu4LqMHBeCVXGfqDQBk/wDCZaZ/z665/wCCK9/+M0f8Jlpn/Prrn/givf8A4zXQ0UAc9/wmWmf8+uuf+CK9/wDjNH/CZaZ/z665/wCCK9/+M10NFAHPf8Jlpn/Prrn/AIIr3/4zR/wmWmf8+uuf+CK9/wDjNdDRQBz3/CZaZ/z665/4Ir3/AOM0f8Jlpn/Prrn/AIIr3/4zXQ0UAc9/wmWmf8+uuf8Agivf/jNH/CZaZ/z665/4Ir3/AOM10NFAHBaH4r0+PV/Eztb6xiXUkddujXbED7Jbr8wEWVOVPBwcYPQgnc/4TLTP+fXXP/BFe/8Axml8Pf8AIb8Wf9hWP/0ita6CgDnv+Ey0z/n11z/wRXv/AMZo/wCEy0z/AJ9dc/8ABFe//Ga6GigDnv8AhMtM/wCfXXP/AARXv/xmj/hMtM/59dc/8EV7/wDGa6GigDnv+Ey0z/n11z/wRXv/AMZo/wCEy0z/AJ9dc/8ABFe//Ga6GigDnv8AhMtM/wCfXXP/AARXv/xmj/hMtM/59dc/8EV7/wDGa6GigDnv+Ey0z/n11z/wRXv/AMZo/wCEy0z/AJ9dc/8ABFe//Ga6Gqttf2l6ZFtbuCcxnDiKQNtPocdKAMj/AITLTP8An11z/wAEV7/8Zo/4TLTP+fXXP/BFe/8Axmti8vrWwgM95cw20Q4LzSBF/M0llqFnqMHn2V1BcxZxvgkDrn6igDI/4TLTP+fXXP8AwRXv/wAZo/4TLTP+fXXP/BFe/wDxmtF9Z0uORo5NRtEdSQytOoII7EZqW31KxvHKWt5bzsBkrFKrED14NAGT/wAJlpn/AD665/4Ir3/4zR/wmWmf8+uuf+CK9/8AjNaV5rOmabIkd9qVnau/3VnnVC30BNXEdZEDowZWGQQcgigDB/4TLTP+fXXP/BFe/wDxmj/hMtM/59dc/wDBFe//ABmuhooA57/hMtM/59dc/wDBFe//ABmj/hMtM/59dc/8EV7/APGa6GigDnv+Ey0z/n11z/wRXv8A8Zo/4TLTP+fXXP8AwRXv/wAZroaKAOe/4TLTP+fXXP8AwRXv/wAZo/4TLTP+fXXP/BFe/wDxmuhooA5jwRMtz4dlnRZFSTUr91WSNkYA3kx5VgCp9iAR3rp657wb/wAgS5/7Cupf+ls1dDQAUUUUAFFFFABRRRQAUVj+Jrq8svDGq3emRiS+htZHgUnHzhSR/jjvUPg3Vpde8G6Rqs+PPubSN5cDAL4+Yj8c0Ab1FFFABWbpOs2espcSWTM8UMpi8wrhXI6lT3GcjPqDWlXD/DfVodW07W2isYLM22sXFu0UUYQ4Uggtjq2DyT1OaAO4ormvGr+KF0Anwits2pCVD/pBAHlg5YDPBJ4HOOCcHOKg8G6H4g0Y6m2v66dUe5ujLCqqQkKnkhQeV5J+XJAAGOpoA6yisu91zTtN1LT7C8uViuNQdktlb+NlAJGfXn+lalABRXn/AMX7nWtP8ATahotz5E1pcwTyPnnYHHTsfm2Eg8YB+ldjo5vjo1i2qeX9vNuhufLGFEm0bse2c0AX6KhuLiO1tpbiZtsUSF3Y9lAyTXiWu+NPFGvaF4c17QL3T45JNZNv9mhk37PMXbCkwPGdpfdz1ZcewB7nWcda01dY/sg30A1ExiX7MZAHKHPIHfoa4TxPeeJ7P4xeFodPuo10y9t5IpYm5DBGDzHB6HbswQc8emc6GteHfCGh+MbXxrqjPb300q2qvJIWiMrrtViDnaQoIyMAdfegDvKKKKACiiigAory7xf8adM8M61daRb6Teald2mPtBTCRpwD1wSevpj3rZ8A/ErS/H8U62kM1reW4DS28xB+U/xKR1GeO1AHcUV5Zr/xpsNO1y60nR9EvtansyRcvbcIhHDYwCTg8E4A966fwT470nx1pMt9p/mRPA224hmwGiOMgnHBB5wfY+lAHWUV5bqfxx8OW3iO20bToptSaWZYXuYGAiVmYD5Sfvdeo49Ca9C1fVbPQ9KuNSv5litLZDJIx7D+pPQDuTQBoUV40P2gLLK3T+F9WTR2k8tb44wT9Mbc+26vW7C+ttT0+3vrOVZba4jWSKQdGUjINAFqiiuX+IOq6nongTVtS0dVa9t4d6E4+Rcjc2D1wuT+FAHUUVnWWpw3GhW2qzvHBFLbJcOzsAqAqGOSegGazdJ8deF9cvzYaZrlpc3Qz+7R+Wx125+9+GaAOjooooAKKK5H4lnU1+HWuSaTN5N1HbmTzASCI1IZ8Y77QwoA66ivM7HxjrVpD8PYNX2Nca4ZDdzRqACPLJjXjgEl0Jx/dNemUAFFFYniPxRpHhTSzqGsXggh6IvV5G/uqvUn/JoA26K4TwB8S7P4gT6lHZ6fParZbDumcEuHLY4HT7vv1pPG3xP03wdqEGlizudS1a4AZLS2HOCcDJ9Tg4ABNAHeUV574M+Ktj4q1qTQ7rTLrSNXRSwtbn+IAZIBwDkDnBA4rF1j46WWka3faY/hzUpWtLiSAyKQA5ViuR7HFAHrlFebeCPi9YeNfELaNBpN5ayrC0peVlIG0gEEDp1qlrfxtsLLWLrT9H0O/wBY+x5+0z2/CJjgkEA5A9TgUAerUVy/gvxrpnjrSDqOmGRDG/lzQS4DxNjPOOoPY/8A1xXUUAFFRSl1ido0DyBSVUnG49hntXJ/DXX9Q8R+DIL3VVAv0mmgnwMDcjkdPpgfhQB2NFcxJ8QPCUOq/wBlyeILFbzdtMZlGA390t90HtjNdPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP+If+Q34T/wCwrJ/6RXVdBXP+If8AkN+E/wDsKyf+kV1XQUAFFFFABRRRQAUUUUAFFFFABXDePPB/hzxFcafeeKdTe2sLTcixPcrDFI7c5JPfCnoQa7muP8Y/8IVqz2/h/wAW3NoGJF3FBcXLQZI3KGDArnqwxn8KAPFvDmm2Vh8ebSDwLcyT6XGR58kchkjWPb+8G/oy+hOece1ereJ/hLpPjLxLLq+s39/IhiWKG2hYIsWByckHOTzxj8a8j1F7Hwd8XtLtPh7qTy21y8Int4JzNEXZyGjJydw24POSM9fTvvi58Sn0mX/hFNDlWLVrkKtxdSSCNbVH6DcSAGIOcn7oOevQA434NxTaV8YtW0nTLqSfS4VuI5GJ+WREfCOccZzjn3PrX0nXl3wq07wh4T09NNsfEOk6hrd7hrh4LuN2kYAnYgBztXn68n2HXWfjTQNQ8U3Xhu21APqtsC0sPlsAMYyAxGCRkdD/ACNAHiFzfaF46+Jmt3fjTWFtdC0pzDaWrT7BJhiowBzztLHHPI5xXrHw90XwVpsV/d+DLmOaG6MYnVLgyhSm7bwxyp+Y9a8m+H+leF0+JPinTfFtvZGaKaT7P9uYKnEjbsbjgkgqR7DI71p/CCG3j+MPigaDzoKQyKhQkx/61dmD36Pg+maAPoCiiigAooooAKKKKACiiigAooooA5/w9/yG/Fn/AGFY/wD0ita6Cuf8Pf8AIb8Wf9hWP/0ita6CgAooooAKKKKACiiigArktb+Ivhjw54gt9E1TURBeTAE/KSkQP3d7dFz7/U4HNdU7rGjO5wqgkn0FfM+uaN4w+JguNR0rwfZxafeXH2iG7kZFuJBjapLu+cbQPlAC+g70Ae1+OPDeseK7ez0+w1xtL05i/wBvMK5lmTjaqnsPvZ57jg9K82/ZtUIPFKDosluBn/trXovhK4/4RLwJo1l4t1K0sb6ONoiLu7QZ2sdoDE4OF29K8v8A2ftX0zT7jxHFe6hZ20lzPbiFJp1QynMnCgn5uo6eooAfr9nD47/aDk8P67NL/ZdlFiC1EhUNiJXIGO5JJJHOAB2pNEs4vh7+0DDoWjzOulajEBJbtIW25RiAc9wy5BPOD712njjwT4G8T6+1xqmsppusQou8w3kcUjLj5Sytnt0PH6V5z4K8PaPL8c4YvDE099pGlRtLPeSSb/MfYRu3AAH52AGBztJHrQB3Wu/BTwV/xMdc1C51KJMy3dwy3ChVHLNjK9OtcX8ELFdP/wCEo8aJFIlhZ2ssMEbHJYDEpBPcgKg/4FXV/HzxM9n4ftfDNkSbvVZAZET73lKRgf8AAmwP+AkV1mk+Djonwmm8MQKDcyadNHIR/HNIh3H/AL6bA9gKAPK/hr4C0/4maZrXiPxPNcXN7cXbQpIspXyyFViwHf74AB4AXpXQfs+6rePZa54du5mkTTJ0MOTnaGLBlHoMpnH+0ap/ArxVo2ieCtVs9V1G3s5ra8e4ZJ5AjFCijgHknKEYHt61N+z1bTXM3ifXGjZYLu4RIie5BdmH4b1/OgD3GiiigAooooAKKKKACiiigDnvBv8AyBLn/sK6l/6WzV0Nc94N/wCQJc/9hXUv/S2auhoAKKKKACiiigDhPGniu18PeLvC0Go3zWWmzvcSyy7iqM6IFRXI/hzISe2Qua2B4+8HkZ/4SnRf/A+L/wCKp3ivwfo/jLTBY6vbtIqNvikjba8bdMqf6HivFfG3w++H3gm60uG7TxBcnUJSmLeVCUUY5wU+Y5IGM56+mCAd3rPi9dQ8eaTY6Lrmn3+m3un3kE1va3KyMsojMgZgpPZAAf8Ae9aPhp438MWvw50W2vNf020uoIPLkhuLpI3UhiOQSD71a8MfBvw14V1611vT5dRN1bhtizzKV+ZCpyAo7Me9YPij4MeBtMsdS16Y6nDBAj3DW9tMu312qChI54HPGaANOw+IOnWvxE12O+8T6ZJoctpDcWTpeIyxsvyugwfvE5JA7YrR8N/Ffw1rFleXN1ren2fl3UkcKXEoidogflbaxycjnj6da4TwP8KvAnjXQINato9dgj3mNobiZMFlxnBCfMvbIx36Gus1P4F+DNTvRcCC6sl2Knl2kwVDtAAOCp5wOTnnr1JoArWfxaj1jXNItNMnspI7nWZbWVAx8z7OFIjfaefmPzZ7YA71pfDyM2njX4gWQGEGppcAe8qFj/SpdM+DXhHRtZ0/VNPguoLmyYOmLgsrsO7Bs/piuq0rQ4NLv9VvUcyT6lcieViMYARUVR7AL+poAyPiPera+C7qD7WtrLfvHYxTuwURtKwQsSegClifYGuH+FWs6zpOv6x4R1fVbfU7HTbX7TBeRTCUIgIG3cOcYP3TyMccYr0Xxf4TsPGmgvo+oPNHCzrIskJAZGXoRkEeo/Gs/wAI/DjQPBlhdW2nxSytdrsuJrh9zyLz8vAAA5PQUAcL8V9V8KeIfD9nruleJdPfWNIkW5s4kvF3OCyll2Zzu4B6Z+XFeV+PNR1SH4gS3lr4rhvGuJTLBcWN8THbqXIVNwwF2gDpxXsr/s8+DW3YuNXTPQLcJx9MpWjbfA7wPBpc9k1jPM02M3Msx81MdNpAAH5c980ASeJPE/hfVPh/qWlTeKtFuLubT3iLLex/PLs4IGf72DXVeD786r4M0S/Y5aexhd/97YM/rmuAH7O/gwf8vOrn/t4T/wCIr0jRNHt9A0W00q0aRre1iEUZkILYHqQBQB57H48tL3UPFOm3PiHS9Ou4dRa1ig1Zd0P2dECHA3pks28nn046VzepxeEfDPw11KDSfEuj3uqC9i1NRbzxJmRJEO2OMMcAKCAMk813HiX4OeEvFGqyaldQ3UF3KcyvbTbRIfUggjP0xWKf2d/BhBH2nVx7/aE/+IoAteKvFXh++1/wZf6TrenXd1Dq6QmKC5R3Ec6NGx2g56lc1D8Sr7wZ408G3li/iXTo720Z5rZHu1jYToGG1kYg88r075FS6Z8CPCmlapZ6hbXOq/aLSdJ4986EFkYMMjZ0yKTUPgN4P1HUbi9eTU4nuJGlZI7hdoLHJxlScc+tAHceEryS/wDBmhXk7FpbjT7eV2PdmjUn9TXjngnxprOqfE+xvZteiudP1uW6h/stZyWs1jDGPMZ4XIUYYdcnPNehyeNPDfgO1t9D1g32mQ2UKW9rLcwNItzGihQyvGCCcAZBwfavN/AWlaV4n+Lx8ReF9JlsdD0/zHlmkY4nmdSAFXoo+bO0dAOcZAoA+gGYKpY5wBngZrxE/GDX9C8bQxeJ9Mhs9DvzmBQQZrZCcBnwSc9CykAjPA7H0P4lXF9a/DnW5tPd450gyXT7yR7gJGHuE3GuIsf2e/CMlrHNJqmrXJkUMJFljVWBGcgbD/OgD0XX9X0nwjod/rV6sMMf35NgAa4kxhV/2mOAP/rCvHPgZoV7awa94xkgEEMtvJFaoFwH53sQP7oKqB+PpWd8SP8AhLNf8ftHfeFtZ1Hw/p05WC2tYJVSdR/F5gRuW9R24GOtekeC/Gusa1qEOhXfw81DQ9NEDKs0ocRIFGAmDEo56daAOb/ZviRtD128b5p5btFdz1IC5HP1Y1T+EcKQfFjx1pKIPse+dCg4GFnKgfkxqj4Zm8VfB7VdZ0o+Fr7WLO6kDWs9urFWK5CnKq3UEZHUYrrvhB4U1nRk1vxPr9q8Wpao5kS3Iw4XLO2R2LMeh5GPegDk/ixommaB4v8AA9jpNjBZ2yzfciXGT5qck9Sfc811/wC0JcvB8NkjQ4FxfxRvjuArt/NRXn3jrVvFnjLxBompr8PtdtBpb7jGbeWTzPnVuvljH3ffrXoXiG31j4q/C2+SXw9c6NqcNyHtrO8JDSFADkFlXAYMyjIxkdaAE8QWFt/wzZHAEXYmj20w4/jwj5+pOT+NanwRneb4UaSJDnY0yKT6CVsfzrzO48QeNtY+Hlt4Aj8GanHeLHHaSXToyr5SEY6qAvCgElsYz68e3eCPD3/CKeDdL0UuryW0X71h0MjEs2Pbcxx7UAR+NtX1jSNBZtCsVutSnfyofMIWKLgku7EgAAA4yRkkCvNNJ+I8/jX4eeLtI1eJItcstMuXcRD5ZkCkFgOcEHAI6cgj22/H/hhfG3xC0rQdT1G6tNKGnSXMKQYzNMsgDjJyMhShHB71seFPhJ4c8H39zd2Ul9cNc2z2kqXUiurRsVJGAo/uj9aAPPvHPi7SdQ+EHh2Cz1OyujE1mdQ01bsJLJGqYaMgHcPmAzgcde1V4fFvwZsbCzv7bQbqO/idZUggWRZoXU5H7zeAeR/eP07V2J/Z98FfaGl3ansJyIvtI2j2Hy5/Wup0X4aeDtAZXsdAtPNXpLOpmcH1BfOPwxQBr+HtUk1vQLLVJLNrM3cYmWB33MqnlcnA5K4OO2cVfubiG1i824mSJNyrvdgoySABk+pIH41MBgYHSuP1y8huviF4d0KeRViEU2o+Wx/1skeFjHvjc749UB7UAdczKilmICgZJJ4ArmNQ8YeDryyu7CfxRooWeJ4ZAb6LgMCD/F71znxosNY1TwtFbWGqWOn2Jdmvmu7nyRIoA2qDjkZzkd8CuI+Hnwb8OeKfB9rrGoS6kk0zyJ+5nURuFYrvUGPIBwetAF6S6a8+Gfwz1QENLZa1a2xZTn5Ud4zz6HYte7VwP/CL6D4fsPC/hlZ7t4rXUPtdtEy+Y8hUs2XIAAVXkU5x6D3rvqAPJfiZ4+8U+FtREuk6bAdJsmQXM1zgGd2AO1BkEqAQCyg8kjsa63S5PD3xF0LSNelsI7tEJkhS4Xd5Mn3WBHQkEdcdsivN9C+FOmePpNR13xFqupNqjX08FzBAyKsLpIRsBZWOAu3HTgiuxu2l+FHhSw03w34d1TX4jLJlI2LPHn5ssVQ8ZOOgoA4z9n8Y8SeMwOnmxf8AoctUvGN8/gb4+p4q1azuJtKniXypI03Y/c+WducDIIJxnofes74b6l4q8Ga3qs8ngLXLlNVmjyTbyxiEBmOSTGc/f9uleq+MPHup+F9Z+xJ4O1LVbJoVdbu2yylyTlSAhAxgd/woA8qm8WWfin4+eGtZ0i1ureKTyoi08YRpeXVnABPGDt/4Ca958W+IYfC3hbUdZmwRbREoh/jkPCL+LECvM/B2heIvGHxL/wCE88RaW+lWlpF5djZzAh+hA4IBwNzNkgZJGBjovxrtvEP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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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6AswUfqfyya064b4qaVb698Ndbj4le1ia5Ta33Xj+Y9O+MjB9aAO1iljniWWJ1eNhuVlOQR6g0iSxyM4V1Yo21tpzg+h9DyK8F+IGu3OiaX4O8O6dqlzo/hu8sIzLfwpukK4A5IIJwCCQCM7u/SvVvAvhfTvCfhmOy0q9lvLadzdfaJHVvMLgcggYwQBjr9aAOpooqCaeG3CGaRIw7iNS7Y3MeAB7mgCeiisHRvGGgeIrm/ttJ1OK5lsW23AUEBevIJGGHB5GRQBqC8tvtxsvtMP2vy/N8jeN+zON23rjIIz7Varxa21T4deIvjDbazBrd02qRnyoklBFtM4XauxiOO+B0Y9Pf2mgAopoIPQg844rmPFfj/w74MiX+177bPJyltCu+Vh67ew9zgUAdTRXmvjfW4fGHwY1bVPDd7IYzD5hZMo4VHBkVh1Hyhs+3sa4jxdY63H+zv4acXl080ckMs+HO5o5NxjBPU43xgD6elAH0DRVHSrea00ixtrmUzXEMCRyyMcl2CgEk+55q9QAUUUUAFcpdavfRXk0aT4VZGUDYvAB+ldXXD3/APyEbn/rq/8AM0AWP7b1H/n4/wDHF/wo/tvUf+fj/wAcX/Cs+igDQ/tvUf8An4/8cX/Cj+29R/5+P/HF/wAKz6KAND+29R/5+P8Axxf8KP7b1H/n4/8AHF/wrPooA6fQ764vDcfaJN+zbt+UDGc+n0rZrn/DP/L1/wAA/rXQUAFFFFABRRRQAUUUUAFeGeKvG7/DT4oa3Ja2j6uNWtreeaD7Rs+zyKGQDhW6qAe3BHtXWeJZ/ilYWz2mg22maoH+WO+yIpowe7RswQsPUcf7I6Vj6X4L8YeC/C099orW+p+LNRuo5dQmuZMr5YySqlsbuTycg8nHQUAePeIfFx8Q3euNaeHbm1m1S4trpRFcM5hni3guPkBO4OeOMHn2ru9C1/42azpcFlaWDwheP7QvLZYpGXsSZOG+oUn61634M0fxFpEOo/8ACRa2NTlnu2lg2DCxRnnAyMjkn5ckAAYrqqAMXwxYahpfh2ytdVvnvdQWPNzO7lt0hOWwT/CCcDgcAVy3xJ+HV548fT5LfXW082O5kj8ksGckfNkMCCMDHX9a9DooA+f7q7v/AIFa9Mtvp0+s6bqlvC7XEspQm4TcHO7DYJ3Zx6Ec8GsTxP8AGM+JH0ieTwnJb3Gl30V5BMLwt91gSmPLHDAY/KvpliQp2gFscAnFea6LpnxL1LX9O1HXtStNPtLS4mWaytefPjOCpPVW5wozggDPUmgDzXUvjbc3vinRNcXws8L6cs8Zi+1E+esqgYz5YxgqD0NZHif4jw63e2us6b4SbRtdtZhNHqFvcZLc5YSL5YDg89Tnn0yD9W0UAfMviv4zHxb4Tu9FvPCLIs8YKzreN+7ccq4Hl9AR0z04zWJqus+MfFX9ravbaFeHSbq3toL5EiMgZIsEYcrkcgk7emea9o1bTviXrfiC7gg1K00fSre+iltZojukmh5DDPOcD5irLgkgZwK9NoA8i+BmrJqln4h+w2D2Gki8SS2t2k8wRO6fvEVsD5QQCBjjdXZfEfT9Q1b4f6vZaWpe9eINGi8l9rqxUDuSARj3rpYYIYA4hiSPexdtqgbmPUnHepqAPAY/2hNXtUEN/wCDXN0nyyFbh4vm7/KYyR9M1h+M/jGfGPhe60e68JSQCXDRzi8JMTqchseWM/TPSvfvFdrrF94Y1C10G4jttTli2QzSMVCZ6kEcg4zg9jg1H4Og1628LWMfiW4WfVgp89lC8c8AleCQMZPc0AeBeL/jC3i/wnPo134TkiZgrR3IvGJjkXkPjyxnvxnvUniP4t2Hi3TGs9Z8Aidim1JxdkSxn1RvKyOecdPXNem3mnfEzWvEE6tqNppGlWmpJLbtB80k9vyCM8g4HO1l5Y+gFemUAeCW2o6h4m/Zs1OG/EstzbzJaQlwd8gWWIxg+p+YLnvivdbdXS2iRzl1QBiPXFEsUcyhZEV1DBsMMjIOQfqCAfwrk/Ek3jrTmnn8OQadq8MnMdtc/upYTjoG3BXXvzg89TQByfxT1w+C/Gnh3xRAGu5zDPaPp4l2eZHjO4EAkYYjPBzgVieEfHB8dfGHSNQ/sGTTJ4rOeCWTzzIJU2llB+RcYOfrn2rp/h/4G12LxDN4x8aXPna3Khjt7dWDLbIevTgHGQAOACepPHqVAHO+NtYm0Pwne3lu6pcHZBC7dEkkdY1Y+wLZ/CtaxtE07ToLRZZHS3iWPzJnLMwAxlmPU+9ZfjLw3F4u8K3uiTSmH7So2SAZ2OrBlOO4yBkema8ij+DPj+8xp+q+NidJ+6yJdzy5T08tgF/DNAGFpnxUtdC0GfwtJ4Uh1zTLa6nWGSSb5HQysy/L5bDjdwc1S8I/FW88IXGoWml+HZn0y7fzbXT5LlnNs/8AFtbZllPpj0565+kPDmgWPhfQbXR9OUi3t1wCxyWJOSxPqSSa16APnay+LPirwbLfQa/4TklvNRn+3qTI0O1XVQFxtbIAUDrkYweRVHS/FPiLWfFegQ6rol3aC68QR6lHcMsiKVYBNgDDDKFAAOex9a+l6KAIZp47aCSeZ1jijUu7scBVAySaz9J1X7foEWrXMRs45UaYLK3KxZJVm6YJTDEds47VifFJrlPhn4gNorNJ9lIIX+4SA/4bd2a4m++OvgrUfDs1nd2Wpst1btBNaxRqCAy7WUNuHHJ5H5UAV9Z/aJsLXUXt9F0KXUbdW2i4kn8nef8AZXaxx6ZwfavPfFHxFk8V3urs3huWBdUsIrVolnLFZIpN6S52DOM4K46d69D+DegsfEt74h0/RLrRdDe08iCK4nZ2uXLA7+cZAAPQY+bgnmvbqAPnDwx4i+M13osemabpszoowl9fWwR1X03yEKwHuCa9r8Fabrem+G44vEWoNe6tI7S3EhfcqknhV4AAAA4AxnNdJRQBw/xI8CXPj3SbSxh1ltPW3lMxHk7xI2MLn5gRjJ9etebahZ6j8ENWtNYt4LjXra/sjb380sjLmcPuDZw20bcAA5yAa+gaKAPkbxj4/vPE+rvq1jpl5pV1PafY7qNZvOiuIueGUoPX36Doea2LX4uH/hXkfhK88KSXduLP7K04uypYAcMB5Zxjg9e1fUNeb+KrH4kazrWoWGj3llpWkeVFJbXe4mRnVgWXI5XPOcgjAA7mgDxGbxpouq2eiLrPgaa/udLs4rQTrqDxidEGBuURnjr379a7XSPibe+CfBOiSW3hkz2F9JeSrEJGTyD9oYhA20ggA+gr3m2SSG2iSWZppEQK8rAAuQOWIHAz14qxQB5H8INfXxR4o8X6ymlnTftX2NngMm8FwJQWB2r1wM8da3fiT8Pbvx5Fp6wa4dO+xO0ip5O8O5xhshgQRjjr1Nd/RQB8/wB7LqHwK10zW1jca3YapZx+fcSylC1yjNkk4bHDcD0PU4NZmufFdvHFxo9lL4Wks54NRt54LoXRfy2DjPy+WM5GR19D2r6TrzLTdM+Jeq6/ZXur6laaVY2d9LvtbX5jcQEArk8qw/hGQpAyetAHpteCeKfGEPw++IPiK0/sxfENrq6291NbSygC2kAYbSNjA5AUj0G2uw8SzfFWztzY6Ja6ZqIkG1dRUiKVB6tG7Bd3uMj2HStP4ceB38G6Xcvf3Ju9Z1CQTX1yWLbm5woJ5IGTyepJoA+bvE/iSz1bVbbVNB8LyeHr+Fw5e0nJQkdCECLtYHuPyr0PTv2h9Xgso4r/AMLi7uUADyx3DRBz67djYP419DVzPjmy8Rah4VuLbwvdJbakzKVkdyp2g5IU9icAc8YJoA4/4Kaimq2/iW+gsHsILnUfPW1aQvsZkG7DEDOSM9OOnan/ABS1TXvC+v6H4p0vTjqFraxT29zFgkIHKHPHK52j5unGD1rvfD0WqQ+H7GPW51n1PyV+0yKoUF+4wOOOmR1xmtagDwMftG3nfwW+f+v0/wDxqq2k+L3+JPxJsnTQpNLuW0y7s3kNwZFkRo2Kg/IuMMSfx9q+haKAPnDQPjXqvhHQ7Tw7e+FJZrjT4/IZmuGibCnAyuw4wOOvaqWkfGNtF8U65rFr4UkC6sIXltvthwsibgXB8v8Ai3dMdvy+nKKAPmq2vbnxzofxFvtM0aWxuLmOxuvsqyGXdJHIzMy/KOSATjHWtKb9oGW7tZLS+8DpcoQFlje5JRjweVMR784NfQdFAHz38IfEvm/Ei7stJ0mXStH1GFppLFpjKkUy87kJVdoI4x/gAPW/iJplxq/w+12xtUZ55LVjGijJcr82B7nGK6migD5tvvj3q/8AwjcmlJoH2W8+zfZ2vDcNlG27d4XYMHuBn86wvCHxWbQdVm1OXw8l5d/ZI7GEQS+THb26chAoRiSSASxOeK+i/HXh+XxR4M1DSLdxHcyorwPnG2RGDrz25UDPvXmvww0PxLcePLjW9f0RNIe0szbSPDAYReyFvvsAdrEAHLKMZxQBzPij41nxX4YvtFuvCDrHdRYEgvSdjDlXx5fOGAOM84qvrHxibXfA8nhq98KSOklqkP2j7Ych1A2yY8vswDYz7V9OVwus6b42l+Iuk32malDD4cVBHdQdSQMsxZSOSeFBByPzyAeT/wDCzfF2s6bpdxp/hiQ6foBhuLuTLP52wbBlsDGck4AJHXoDU2pfGPxH4mubBtM8IXCxafcLeTRxtJMZAoIAYqg2rk56HkCvoyigDzn4Lzy3PgaWeWKWIyahcSBJGLMoZt2CTyevXvVr4k2ybfDWoi9NvPZa3amKPdgT75AjLj12lj9A1a/iL/hKrZjd+HTY3mI9rWF2Cm45PzJIDwecYbjjqO/CeH/Bfi7xP4yt/E/j4x26ae++x02GQMiODkN8pIABAPUkkDPAxQB6T4l0mXXvDd/pMF61k95CYftCpvKA9eMjORkde9eK3/ws1P4f6ND4ktL+fWdR0i8inhhVGVFtwTvULk9cgnHQA19A0UAfP8/7Q01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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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XgNr43h+KfxE8LDTdIvLW40u7eeSZpgyCDALZAHBJVRnPfHOePfqACiivJfHPxgm8EeNhpdxo7z2AtBJvDbGkkY8FTyNowVPfOfTkA9arl/GXjrRvBOnpdapK7PISIbaEAySkdcAkYA7k8V5if2hvKvI57nw3cx6ZNDm3bzBvkYMQxyRgrwRx3H5cm/xa0e58TXviHU/DB1W9dvLs47mdRFaQjoFXa2WJySfU8Y7gHtPgD4maV4+a7is4J7W5tgGaGbB3IeAwI9+v1Fa2r+NvD+ha7ZaLqOopDf3mPKjKkjk4BYgYXJ4Ga8I8P/GLR9H13UNel8OLHf3kSQCCxVYYUjVick8lnORk4H3QMd6i8Q2HjbxYLjUZPBcc667JFcWV3Gm+a1QABF3g/Ku0c7gAck8UAfT9V5rqKCaCKRwslw5SMYzuIUsf0U0tssqW0STMHlVFDsO7Y5NeZfFbxHqXg3xB4b8SQWrXWnQefb3UYOAPM2Y57E7Tg/7JHegDq/E7eMBf6UPDS6f9lZ3W9a6ySoK/KwAxwDnockkcYzVzwrDr9v4dtovEtzBcaou4SyQLhSMnHpk4xyAPpXHWXx58DXMCyT3d3aPjmOa1ZiPxTcP1qvqHx98H20eLFb/UJzwkcUGwE9gS2P0BoA9WrnNX8beH9C12y0XUdRSG/vMeVGVJHJwCxAwuTwM15bB+0MLFZLbXfDV3DqEcjbo0cLtUnKghgCCFIB9cZ4zgcr4hsPG3iwXGoyeC45112SK4sruNN81qgACLvB+Vdo53AA5J4oA9ZvUay+P2lXG47L/Q5bfBPdJN5/pXB/E/x5ren+LJrvRvEFvbW+j3KW500SsJLlyoZ3ZMYZOdnJ42nFdR8UNTuPCOreDPFc1u12mnPPbXQQ43GWIDr+DEV5ldeK/CnijxZ/atn4Gv7/W7tuLRrvMDyYwGKquT2JHA/nQB9M6TqMer6NY6lACIru3SdAewZQw/nV6sXwppcuh+EdI0u4YGe1tIoZCDkbgoBx7ZrM8d69aaPaabZ3cyww6pfx2crscBYzlnyewIG0nsHz2oA62vJ/FvxQ1yDUJrPwV4cm1mOzcpd3v2eSSEMPvIuzGSO5z+B6133imDUrjwpqkGiyKmoy2zpbNu24YjAwex9D64rynwx428V+CbDR9C8SeDWhslkjsYrqBwpyTgHaMh27nBGetAHtyklQSMHHI9K4Xwrq93cfEzxtpl7MWNsbRraMnhYjGen4kE+7Vzfj34vX/gbx1/Zv8AZX2ywNnGwRn8pjIS2WVtpyMYGMdR2rk7jxprvhfxzB4+1nw7Ja6frdobcWiyEuqpt2liQPm+UEZA+U0Aejamo0/496JdYwNU0ie0+rRt5n8sVHpPmWn7QHiGCRjsvtJguYwT2QrHx+O79a5fRvHS/E74neGJNN0q4tYtI+0zXEsrBsK8e0dOmSAPx9q7270yU/GPTtSRSIxos8Uj444lQgfm5P4UAdrRRVC1v0vLy8ghDFbV1jeTsXI3FR9AVyffHUGgDz/xNoviCTXriKX4gRaVb6jdwPptthVk3Jw0a5OT/CeMhieQM8+mqCFAJJIHU96+V/iprttc+PtaN6moR6pYTRx6bJHKvlRIgB+ZCM8nLZB/iHHHPaTftDtLHHc2Xhm4+yQzIt5M8uQqNnAGBgMcHGT2I9wAe7Vx2ozaj4e8Saj4j1fX4IvCyWaqLRo/mjlBHIPcnJ6cnIGOAa86uf2hvMjjubDwzcG0hmUXkkkoIVGzgDAwGOO/oR71znif4x6P4o1bT21HQrq40iyBlGnvOqrPP0DSHByqjOB3JOeOCAek+G/jdoHibxPFosNle27TsUt55gu12xkAgE4zjjrXpcs0dvE0s0ixxqMs7sAB9Sa+Yv8AhbOiXviDTNQufCltY2+mS+dbxWKJ5rvggBpMLhBnO0LyQPStfW/i0vieXS7vVPDVyPB8N0UvF37xPNtJUMcAELkNs7ke1AH0UDkZFedfDZP7P8T+O9Hxgw6x9rC+izruH6LXmnhD46p4c0Y6TfafcX1vbMyWM6yBXMQPyo+fQYGfTtxz3Xwr1eTxZ4q8V+LYrKS0sb37LBGshyXaNCGOenAx+dAF74KGSHwhqGnTMTLp+rXNs5brkEMf1Y12XiLxFp/hXRZtW1R3S0hKq7IhY5YgDge5rA8C6ZLp+r+MSylYp9beWPI67o0Ykfi36V1V/p9lqlo1rf2cF3buQWhnjDocHIyCCOtAHn3/AAvvwJ/z93n/AICtR/wvvwJ/z93n/gK1dd/wg/hH/oVtE/8ABfF/8TR/wg/hH/oVtE/8F8X/AMTQBoWd/Bqmiwajaktb3dus8RYYJRl3DI7cGvmf9nn/AJKRN/2Dpf8A0JK+nRBDa2HkQRJDBFHsSNFCqigYAAHAAHavmL9nn/kpEv8A2D5f/QkoA9c+PF29t8LbuNCR9ouIYmx6bt3/ALLWJ8Ax/wAWp1f3vp//AETHXV/GHR5dZ+GWqxQIXmt1W5RR3CMC3/ju6uQ+A8qj4Ua0CQCl5OT7DyY6AOH/AGeLuSL4hXNuCdk+nyBh7hkIP8/zr6ir5t/Zy0aWbxLqmssp8i2tfs6sehd2B4+gQ/mK+kqACiiigAooooAKKKKACiiigDkfFcp0zxH4Y1n/AJZLdtp8/slwoCn/AL+JH+dddWH4s0VvEPhi90yORYppQrRSN0SRGDqfwKitygArnvEvhkeJtPn0+fV9StbOdPLlhtTEocd8s0bNz3wf610NFAHnnhf4S6b4OvZLvRdb1qB5VCSqzwOrgHIyDF+vWuz1SzvL2ARWupSWGc7pIokd8e28ED8jWhRQBy2h+AtD0PUX1RIpr3VpDl9QvpDNOe3BPC8cfKBxxXU0UUAcPrfw00vVfE0PiWxu7nStchYN9qtdpEhxj50YEHjjtkdc1a0HwFp+ja9d+ILiefUtcuv9Ze3W0FRjGEVQAowAPXHGcV11FAFLVLN9Q0m7skuGt2uIXiEyDLR7gRuHuM1meD/C9p4O8M22iWkjyxwlmaVwA0jMxJJx9cfQCugooAKq3N9aWQU3V1DBuzt82QLnHXGatVQ1TSdP1myez1Kygu7ZuTFMgZc+vPQ+9AHlXxH8X6b4ont/BnhsWmp6tqDiB7tEWVLSM/fIbnnGc46DPfFdHqul61oOp6bB4P8ADGjtb/ZZIpLyZVjeKQIfLJIGcce+S2Dt610Wh+DfDvhiSSXRtItrSRxhpEUlyPTccnHtW/QBi+Hhq9x4Zs18SxW41N4sXUcQBTPoeoJxjOOM5xxV2y0yx01HjsLK2tEdy7rbwrGGb1IA5PvV2igAqtcxPNbSwrNJA0ilRLFjehIxuGQRkdeQRVmigDyGb9nnwpcTPLLquvSSOxZ3a4iJYnkknyuTWv4V+DPhzwh4gt9bsLvU5rqAOEW5ljZBuUqThUBzgnvXo9FAHmfiP4MaH4p1q41XVdX1uS4mbos0QWNeyqPL4Uf/AK8nms1P2dvCEciub/WX2kHa00WD7H930r16igArgvilr8nhjStG1fyHmtbfVomu1Tr5exx/6FtI9wK72qt9Y2mp2UtnfW8dxbSrtkilUMrD3FAHB6x468FeLPCOoafB4rsbQ31s8IeZvLZNwxyrYP1rz7wBceR4o0/wxK/hnxPYSBgz2tjmS3RVyHZzGqkZAHJY5PWtPWPhJbjX500rwPDJYpcQbJJdXdFlibPmYXO5Sp9+nQHpXrmh+GdF8NWpttG0y3s4j97y1+Z/95jy34k0AaVvbQWkQit4I4Yx0SNAoH4CpqKKACs670TSb+cT3ul2VzMMYkmgR2GOnJGa0aKAIooo4Y1jiRY0UYVVGAPoK57XvBOk+J72KbWjc3sMRDR2jzFYEPrsXG4/72evpxXTUUAQW1tDaW8dvbRJDDEoSOONQqqo6AAdBVeLRtLtrxryDTLOK6bgzJAquf8AgQGav0UAFYHjHVJtJ8KX93bWwup1QLHAV3eYWIGAv8RwSdvfGO9b9FAHmfhS28S2t5ox0/ToIdJm846nLd6fHZXLsSWQmKPgYGEB7ncSOhr0yiigCpd6hZWEEk93dwW8UYy7yyBQo9yelea6Vq+m/FDx+8sOnW91oOiW8iC5nhDfaJpcDADD7gUMceuCe1df4j8BeGfFrpLrOlRTzIMLKrNHJj0LKQSPY1o6JoOmeG9NTT9Is47S0TJCJk5J6kk8k+5NAC33h/SdS03+z7mwtmtRGY0TylxGCMfJx8v4U6DQNHtYlig0qyRFAUBYF6flWlRQBky+GdBnBEuh6bJnrvtIzn9K1QAAABgClooAKr3dpbX1rJa3dvFcQSjbJFKgZWHoQeDViigDgZ/g14AuJzK/h5FYnJEdzMi/kHAH4Vt6H4F8L+HHWTStDs4JV6TbN8g+jtlv1ro6KAM+50TS76fz7vTLO4l4/eSwK7cdOSKvgAAADAFLRQBBcW8F3C0FxDHNE33kkUMp+oNQWGk6bpcZWw0+1tFPVbeFYx+gFXqKACuQ+IPge38eeHv7NmnNvNFKJreYLu2sARgjuCCf09K6+igD5tl8JeJfCTS6fe/FKHTLe1gE7QxXc5dIi20FY+O/GAfSvTfBvw30axmtvENzqtz4j1B0EkGoXcpdQCMhoxk4+pJPpiul1Hwb4e1jUpNQ1HSLW5upLc2zySJnchIPI9RgYPUdjW1BBFb28cEMaxwxKERFGAqgYAA9MUAOeON2VmRWZeVJGSPpUd1Z297CYbq3iniPJSVA6n8DViigCpaabY6crLY2dvahjlhBEqAn3wKt0UUAFeJeH/i5pfhfUtb0DxKlzbXFvql06TpEXV1eVm5A5B544Ixivba5TXvh14T8TXv2zV9GhuLnABlWR4mbHTcUYbvxoA4PVvG2ifEu6Xw14b0hr27vB5c+o3Fsqra2+fncE/NnGQOnJHfitjWbTxna3OsaV4a8L6BHpZMEtu7qqrPyPMDJjDE4Oc4wOhJIruNE8N6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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
"image": 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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: A",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: D",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
{
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: C",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
{
"image": null,
"text": "You are an expert teacher. Give the right answer of the question in the image. There is only one correct answer.",
"type": "text"
},
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"text": null,
"type": "image"
}
],
"role": "user"
},
{
"content": [
{
"image": null,
"text": "The right answer is: B",
"type": "text"
}
],
"role": "assistant"
}
] |
Subsets and Splits