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answer
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null
ground_truth
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u1rOvqXFxsvSf2a4YOmY9SW8r8NmN7DS30NsKOmY9aWtukT3zFDUujjt+sZ757497eE8WVSwAxGZyFa5j1hzhmPXQ5aJVj6FJiM3kDob75zlXnFbuhig1JH7IHRzQfigtKwdWQ7HELbY9mDF17tpHn8+emebutEs/NACIUIYIvG1KXFe41hp8W8RuM16n39tpfyvfmEtRlDVvc899yJHmFnr9Joqi5Btz7cforR/aGk09vKGhGM06hGkQncrlJ6X5FswKgTajLh9WM6JTuZ6ZVt/rHT5EaOVuiFJD4oe3gx9KzMqB1lAscUsI9swf7vpSXZlwV9fEZV8XsdNvbUMr95OTLUqVPXA/U17JuwawZzAHP2PKK2UP3C9bOJc71GqmN/o4JclixOUinFnOjWDHZQFArY/dMq6Y9dw+UuwNz+ZAv7t/Up32s5UBsWtI/LDrhgPXD6VhZR/pOw3FMr4lBPufER8tVIWREV0zL7W+LNtmKrXM4c+5NyEq+W9fBmD9zTrvV4aFUkmJAGwVVV6flegNm2XF++Src5hjpazXMgePMM/+h+yB+/kvuFHBVQTtRliMMOu7PcyqU6BUo0knaADcK40VaNIhXAN1CowlXNoCVSwik7h1o34abHCiz60sKQ2JHw5YP3RApFbuNX2noXjjlqmt5ayhVnu1xmRpLa2rqv/BwHaVRgSHhgcLbXUOvSPM/vpS50oCr9ho2ro6z/5W/spKKjKC3vMRrnhc+x0WKs99Rb6oKyECfaCY9tjSt337Hb3nI/nSp+XZK+i8zdxVq/Oozz6iKIrngiB1t3wETkSlAoJ3QxfC5SJMzENUatc6ULMeZj2+7/6l92TyXSyIAFhZOhoSP+QYkH7YiXit7CP9qaFY4ta1lhsA9p45uvfM0frGhtKLbndcFB66AQQpBkcEh7JhX3h6R+ZPf7YPkGJMjOyZn9maW+j8nZ6uCQtV7PtANuE+x2PyRanU+Hut6S94cCY6f6dsUarsuZ/T+w+yX2q7UMvs+4v8mad4zg6Jxcg0butYJ4LUCInlFnX6i2Ydlx/WPkPMicgknyoLUVhZOhoSP+QYkH7YiXit7JHAahiYuGVqazmsO1H/Q4P2ak19Y4N9/K3wtM8Z712puKSzB+r2jlsxQ6K1bd+xb+sbDTGRXmZk2hpN9Oau/CKKjbmUXG5dv8lzM1z+8nInN2KRTbhP/vJyev0mt1c2t9DrNyneWavYmGv9j2XsMXrT+7InH2NTtjgzKg3tRp5EOOxUK7/vWNikgzIFQ5N4vlEVy406uEG8VpaChsQPuzEg/VD8Vu5EbBoGIG4Vnv5sadF6v9/WytDsi7Q/5bo756cf/vJ0dqHn9YDdBkgXzJFNjmfKK5mDHs0TFirPWOzuQ3nGYs8zWZmDnzGLUmXTJstSH2WKvwCA5hb6rW2KN938IXFZCFI7P+0GqQH4Z0TBkcYK3JXC3dwRucpzWm6RW1n8GhI/7MYA9UMJWFmUGgYkbh3x+z1NbS3sI0DI4ODEEeNcu2ub2lrqrl+pu34lYfOzn2a87W5+C/PPb5gDnVlqQlTy114BQG/Y7PnbqQleGsLUhHud8sE7Qb9XIJv2ofy1HOavZWyWF+aTw0zaArdDpmwunNr8rhym7KIZv2+1x97Qqb6ISsWoNM97SYjZyhwi1pD4oTMD0Q+lYmURahiAuOXfTdUAaK/WLC1a39p+M2nU/f+7fBsbnE1tLc9/8mazxfzhU79lW5qmtpYVf37rk7N/nb1j5ZZ52RlTn3C6j81mox0HSF9ezg6Q2r79zr8FdsVWXkkfKJYvSpW/vIJ+axtbGi9DpuEaTCnAv0ug3w3a3Lc7EtmnbIVpEJvpJS06ABFbuRui1JD4oVsGkB9KyMoi1DAA67d6nj6OD+3Vmtk7VmoNNUumzC16Nm/dsV3sooG/nC058u3fT/yrevvf/8KelnN46+qHl6x5ZJmprWVp0fp1x3Y53Yr56IDtQufMyzExsiVp3gdI/Qedt9nW3CLLWIxRd7NHbBdqmU8Oe7qmSQdjSc/XdfaAu1KEVBYQsZWdEZ+GxA+9I30/lJCVRahhAPbfWvvFTu+1iXsigkPtE1Ra29u0hu+sDL1kytzCxb8PWT2r3dqhVAxuvdXmdFVkcFhjW7NqsLJ1Y9mhc2UZRW80WVq3zMtxXOnd8fNl9r2uFR/vkk2Jt/56rZe+Zr8iy1is+N0q5tQZ6zMvsEeoHyUO2l/Ac6protJxqzE0Cedy/TmPC0CYBhPz8O+Srj0Vg9Rc3jmPiNbKXYhVQ+KHPAw4P5SQlcWmIUVR0mtvmdpaSi9Wsv/OXPnWLgGAYaohVoZ2lQBAY1szgHBlCID5E2eVrtwxTzMzeUy3rFmKPe9RP5kJQJb6qGxKPADbVaGTWf2C7XwNANn0KdTjDwOgHn9YsXsbz3mtemhznIe+2XWgfu+lYW/ouBNguxG6XOdNbF0QrZU5RKwh8UMeBpwfSsbKotQwAONbbOr75DGTJ0WPjb/73ghlqNZQU3qx6qyhtgcdqRlT5655ZFl9o2HtF7u8rvUzNF9fsOfVLfOyARxa+o7Tp9QdwYM+3EwX7pfN+amvxfAvitxVzNQE+RI3rYS6fJ4tZdkjkUl+nsoVmdR1c0f0u2E1Y5TbvGSitTIgdg2JH/Iw4PxQGlYGIEoNA9BPeMX077rrV9gE9aV1lQDY12wn5iFdmfBbjVPHnMradfcbT9y8ZfF+tgN3DFJ+8+p+r6srOp5eYavwNDPHv1BJkwd99KGXk7Q5/DnfgtSYUgCLEZXL/VmmyQVQqlGezj964X7TdFFbWSIa2iF+ODD9sDtitDIA8WkYmH7CERF3HdKVaa/WlNZVzt/z6vw9r5ZdrNJerVl3bNenS9/+NONt4bf6bcpzpXVV8D3y0jamtJd74waEy0VuE5W2G9Gqh1Ltr731ACBMA6UarXq3Q+7uk5yK18rS0VC8SEdD8fqhdBChhgHoJyytq9xVcfi9k39mbAx7JPn9X8goWfCgwfPunzl/4qy1jz6/9gtB82qSxySOjoyaOnJ82b+qHY8vmTJ37aPL2ODMNkj3num2BGG8erSXGdLiJFyD8DwAsJph1qPdiBsVXT/mhmLEZWFUGnRu1/H5Btv90uAyhKCKhbxzAKOxgtuFvTvitbJ0NBQv0tFQvH4oHUSoYb/GLVNbi6mtpfD0EbNLI5GxMeZblr1njsZERr380M9L66o8JLyyM5rd/rn7moNZYxLZQT+WmMjowsW/N1laDutOOJzlhzySAcBx9tTQJACI65yFzP4bmYZwjX9GF9h825bOXD5BakQmQe19/rHYrSwFDcWOFDQUux9KAdFq2K/9hK8c3jrxnaedAqkjhac/m/B22rJPNqx9dJmQG5raWtYd21XWvQ2e/RDPAKPTQa2hZt2xXfWNHjMuS4VwDeKyMGkLgK7NilS9qxntOd9q87lUOlMKcI+glZ6StLLINJQkItNQkn4oMkSrYb+2t+6/6569HUftb+dpZiaPmQyg9GKlPbS2WzsmRcXN4p277ELh6SN5X/7R6WAEX878GDbOO7D2i502m23to88LL79nZAufoEY4D73arhj6aU0G+0tu1sFQjOhUjM2CLreHS0HlKoxbDYWK27tWneJ14oAjErayaDTsDQPWD6NSbxc/FED/WFm0GvZr3Jo8cpy9h9Q+hR9A9sy0jP1vsFGdsTEP3RMPwLbJew9D4enP7MkZPcObEt9Vmt4gW5QqmzbZ6aD3LJn+wp4RTr8bQWoMTYImD3W+bzirisXYLCjVuFHB7V3rIxK2smg07A0D1g99DH4S9kMB9I+VRath//UTHjpXtvhPv7O/zZg61/FTx7cLCn+zr/J/hdwzY+oT+tc/HR461PEg79Sd+u4LBUKD7tC//qmkB0udcawXavNxowIhsdDkcQtfBBKZBE0eQmJxo4Lr6gF8mu0mbSuLQ0Np46Rhk474oURrGzFr2H9xq/6HhsabzULOvHnL8t3/XRJ425jI6KTR3dIYb/vbx05dyaa2lpzDWx2PJI4Y53U5hcRw3PGINuPCRhiKoVBh/Gpo8rxPSg7TQJOH8Z3dMhc2dj3eui72dI+0rSwODaWNk4ZsSgvihxKsbcSsYf/1E2bPTIsZErWg8FX2benFKnbxmv2t/fXHz26YP3GWwNua2lpK66qcjiRsfi5j6tyYIVEA6n9oKDx9xGldt/ZqjfZqjZd9LqSF68Qt/W7cqOByuE3Mg8WIJh0aK7rtMaFQcfO12EzbFiNq850zy7UbYTF2peL2iLStLA4NpY04NJS2H4oDMWvYr+NbgxVdX7fu2C6KopLHJNpstrJ/VTvmbXQ8zSvaqzU3OywySmbvhwVgamvZeoJvE3EAgIyStXW01zc2SM6T3GIx8o8fNOtQuRzqFESlIiQWSvezA1r1aCjm2UyWxZcFRlK1spg0lCpeNRyZBqWa+KFUEK2G/Rq33jm+Ty6T053jcrxL1RQy2TvH980Z/2OB90weO/mn9/5IIZOX1lU1t3sfuQ0LUiWPTWzraBf+gCABvncxuVyFcA338MsuqZGrMDQJQWoo1dz+e+wDrNOiUbmKZwDcWCK8vpCqlcWkoVQRomGQGuEaBKmhiu3KlitQQ3aOojCk6odiQrQa9mvc+nTpfx3SlW09UXTWUMt7wqTouOyZafwJvN1zZNkWAKV1lXN25bR1tHs4U6kYvHfxGon6kFvsSzLtqFMQmwmzvlunDW12+xjrSHQqgtTcHoB2zHo06bzuGcEiSSuLTENJ4k5DQ3E3DdtdTuOFV8N24wD3Q5EhWg37NW5FBIdmTH1izNC7H9+Z7boAW6kIem/BqofuSejZzR37Xt0ho2SSdiN+2AlXbM6bcA3UKV7GAILUUKfAWOJ2oPuuFAxNgqEYhuKuWkO/G/FbhBRHklYWmYaSpH80rM3HFL6dwFyQpB+KDNFqGID8hBOjxsZH3zfznnh1aORrR9+XU7L1j79gbGksqTszMWp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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/247.jpg" } ]
<image>The first picture is a tractor. Which picture is seventh? Choices: (A) barn (B) tractor (C) sun
sun
65,898
null
sun
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<image>How many shapes are there? Choices: (A) 4 (B) 2 (C) 3 (D) 5 (E) 1
5
65,899
null
5
[ { "bytes": "iVBORw0KGgoAAAANSUhEUgAAAZ0AAADkCAIAAADM525IAAAKMklEQVR4nO3dPW4bSRqA4fLSFKA7OPEJJhrAVxEwuRMb2HiAjRaYC8jJ5AaEvYmA2cQnUOI7GLAgaINacSyL/+xmffXV8yRWQrLQQr8usburXj0+PhaARP7RegAAE3vdegDAyb5+KZ/fl/tvbT59eVl++7O8+aXNp69jvgadaxu1Usr9t/L5ffn6pdkAXtA16FnzqFXB0qZr0K0gUasipU3XoE93t4GiVoVJ2yv3eUB/7m7LzYfycN96HOsEuIxgvga9iRy1EmLWpmvQleBRq1qnTdegH11ErWqaNl2DTnQUtapd2nQNetBd1KqatrvbM3+s66EQXqdRW1ksy9Wn8vbd2T7QfA1i6z1qpZSH+3Lz4ZyzNl2DwBJErTpv2nQNokoTteqMadM1CClZ1KpzpU3XIJ6UUavOkjZdg2ASR62aP226BpGkj1o1c9p0DcIYJGrVnGnTNYhhqKhVs6VN1yCAAaNWzZM2XYPWho1aNUPadA2aGjxq1dRp0zVoR9RWJk2brkEjovaT6dKma9CCqK01Udp0Dc5O1LaYIm26BuclajudnDbr5cJ5/fFrefjeehA9WFyU3/867qXma3BeoranEw6UrgHZ6BqQja4B2egakI2uAdnoGpCNrgHZ6BqQja4B2egakI2uAdnoGpCNrgHZ6BqQja4B2egakI2uAdnoGpCNrgHZ6BqQja4B2egakI2uAdnoGpCNrgHZ6BqQja4B2egakI2uAdnoGpCNrgHZ6BqQja4B2egakI2uAdm8nvG9v34pn9+X+28zfsQWy8vy25/lzS9tPh1oZ7b5WtuolVLuv5XP78vXL80GADQyT9eaR62SNhjSDF0LErVK2mA8U3ft7jZQ1CppI5TFResRdOKEAzVp1+5uy82HWFGrpI04rq7LYtl6EOEtluXq+uhXT9e1GrWH+8necFrSRhBv35WrT9K2zWJZrj6Vt++OfoOJuhY8apW0EYS0bXFy1Mo0XesiapW0EYS0rTVF1MoEXesoapW0EYS0/WSiqJVTu9Zd1Kqatrvb1uNgeNK2Ml3USimvHh8fj3xpp1FbmfQ4wvF6P5VON/XJeOx8LcFv4uG+3Hwwa6O9wWdtM8wwjupagqhV0kYQw6Ztnj+bDu9amqhV0kYQA6Zttu+CDuxasqhV0kYQQ6Vtzi+4D+layqhV0kYQg6Rt5qt2e3ctcdQqaSOI9Gmb/1aE/bqWPmqVtBFE4rSd5f6qPbo2SNQqaSOIlGk7102ju7o2VNQqaSOIZGk7453wW7s2YNQqaSOINGlbXp7z8Z7Nz1ENG7UVD1oRRO8n49k3h9swX+v9OE7CrI0gup61tdjxcl3XRG1F2gii07Q12sb3RddE7SfSRhDdpa3d3uTPuyZqa0kbQXSUtnZRK8+6JmpbSBtBdJG2plErf3dN1HaSNoIInrbWUSt/3+fxx6/l4XvDcXRjcVF+/6v1ICDqXCRA1Eopr///r6jtyYHa6euX8vl9s+2xY5xX51BnbaHSFubgT7rfO7SNWhlsv7FQf5CGiVrRNabUPGqVtJ1fpKgVXWMyQaJWSds5BYta+fu6wb8DjSm6f41xthzk7rb8559RorYS73zjPMzXOFm9MBctamWwWRs/0DVOE/NugxVpG5KucYLgUaukbTy6xrG6iFolbYPRNY7SUdQqaRuJrnG47qJW1bR5wncAusaBOo1adf/N4gUj0DUO0XXUKuuyDEDX2FuCqFXSlp2usZ80UaukLTVdYw/JolZJW166xi4po1ZJW1K6xlaJo1ZJW0a6xmbpo1ZJWzq6xgaDRK2Stlx0jXWGilolbYnoGi8MGLVK2rLQNZ4bNmqVtKWga/xg8KhV0tY/XeOJqK1IW+d0jVKKqL0gbT3TNURtA2nrlq4NT9S2kLY+vW49AJoStZ1q2q4+lbfvWg9lUm33sZ55a1fztbHdfBS13R7uy83H1oOYVNuoldm3m9C1sT18bz2CTmQ6UM2jVs2ZNl2DkQSJWjVb2nQNhnF3Gyhq1Txp0zUYQ71GFCpq1Qxp0zUYQPAL31OnTdcgu+BRqyZNm65Bal1ErZoubboGeXUUtWqitOkaJNVd1KqattOeXdM1yKjTqFX33058LPepa4uLaQaUngNFfF1HrTptxYGnrl1dl8VysjFltViWq+vWg4CtEkStOiFtT117+65cfZK2bRbLhIs6kEyaqFXHpu2H79ekbQtRI75kUauOStvz6wbStpaoEV/KqFWHp+3F9VBp+4moEV/iqFUHpm3dfR7StiJqxJc+atUhadtw/5q0FVGjB4NErdo7bZvvyx08baJGfENFrdovbVufNxg2baJGfANGrdojbbueoxowbaJGfMNGrdqVtj2eDx0qbaJGfINHrdqatv2eex8kbaJGfKK2sjlte6/nkT5tokZ8ovaTDWk7ZJ2ixGkTNeITtbXWpe3A9ddSpk3UiE/UtniRtsPXlUyWNlEjPlHb6XnajlovN03alpeiRgduPorabg/35eZj/fHYdcATpG15WX77U9TowMP31iPoxNOBOmF/g67TVqP25pfW4wCmd9q+LZ2mTdQgtZP3o+oubaIG2U2xz15HaRM1GMBE+4d2kTZRgzFMty9y8LSJGgxj0v3ew6ZN1GAkk3athEybqMFgpu5aCZY2UYPxzNC1EiZtogZDmqdrJUDaRA1G9XrG9377rvz+3xnfn9MtLjx7uJfFResRcIDZ5mt04eq6/dcF8S2W5eq69SA4gK6NrfnXBfFZoa9DujY8adtC1Pqka0jbBqLWLV2jlCJtL4haz3SNJ9K2Imqd0zV+IG1F1DLQNZ4bPG2iloKu8cKwaRO1LHSNdQZMm6glomtsMFTaRC0XXWOzQdImaunoGlulT5uoZaRr7JI4baKWlK6xh5RpE7W8dI39JEubqKWma+wtTdqWl6KWm65xiARpqwvEi1pqusaBuk6bXS/GoGscrtO0idowdI2jdJc2URuJrnGsjtImaoPRNU7QRdpEbTy6xmmCp03UhqRrnCxs2kRtVLrGFAKmTdQGpmtMJFTaRG1susZ0gqQtX9QWF61H0ImnA6VrTKp52vJFrZRydd3+f4v4FstydV1/fPX4+Nh2MMBud7fl5kN5uG89jqieL9BivgY9aD4RjuzFqlO6Bp2QtrXWLaWna9APafvJhvVBdQ26Im0rmxc91jXojbSVHSu56xp0aPC07dqeQtegT8OmbY89d3QNujVg2vbbSEzXoGdDpW3v3RF1DTo3SNoO2fJV16B/6dN24D7WugYpJE7bgVErugZ5pEzb4VErugapJEvbUVErugbZpEnb8vK4qBXrr0FOva/Xdtr6oOZrkFHXs7aTFz3WNUiq07RNsZK7rkFe3aVtou0pdA1S6yht0+25o2uQXRdpm3QjMV2DAQRP29S7I+oajCFs2mbY8lXXYBgB0zbPPta6BiMJlbZ5olZ0DYYTJG2zRa3oGoyoedrmjFrxfCiQj/kakM3/ANR1rq6gRMAZAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/249.jpg" } ]
<image>How many shapes are there? Choices: (A) 5 (B) 2 (C) 3 (D) 4 (E) 1
1
65,900
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/250.jpg" } ]
<image>How many hearts are there? Choices: (A) 1 (B) 3 (C) 4 (D) 5 (E) 2
5
65,901
null
5
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<image>How many rectangles are there? Choices: (A) 2 (B) 1 (C) 3
3
65,902
null
3
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<image>There are 8 dots on the frame. A full frame has 10 dots. How many more dots do you need to make 10? Choices: (A) 2 (B) 1 (C) 6 (D) 3 (E) 9
6
65,903
null
6
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/253.jpg" } ]
<image>How many balls are there? Choices: (A) 1 (B) 2 (C) 10 (D) 3 (E) 6
10
65,904
null
10
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/254.jpg" } ]
<image>Use paper clips to measure the line. The line is about (_) paper clips long.
1
65,905
null
1
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<image>How many ovals are there?
4
65,906
null
4
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/256.jpg" } ]
<image>How many flowers are there?
78
65,907
null
78
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/257.jpg" } ]
<image>How many carrots are there? Choices: (A) 7 (B) 9 (C) 6 (D) 4 (E) 8
8
65,908
null
8
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<image>How many scooters are there?
18
65,909
null
18
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/259.jpg" } ]
<image>What number is shown?
2,981
65,910
null
2,981
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/260.jpg" } ]
<image>What fraction of the shapes are rectangles? Choices: (A) 3/12 (B) 10/12 (C) 1/2 (D) 2/10
2/10
65,911
null
2/10
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NUWQ+e5GSdORH5Z3MHxFHZO1kj72h/ZXfauw8eF0RZ3HRM/WOm0jyw9U78bCdj9n9rd5L3tB+3Q2pR763ju/duHrdALnWNE8+7GTjciRRvvtuEPlh0rTm6nEOXhQjP8wK3jB1SRKnzTCSNBv5oSxJDUuf/TXinIdJOnIDx9LNapvB2NgP42Si3uwrZnk+8kJRYA2zMnPLeBSnQz80NKWMnWHTRzAOojBOGqZe9gmmf77TURCpsjRbyeMcnPPYOp6/5PWt132bsXP2FqpHvnfj9P/q9/d+451OsJsVUCWEGXQJYQZZQPrgl4leV2fJ5KtzALzvBrIk2bNDFKb1jIKoKHjTXtxZxDHyAjDWWN5x5AVgzKnYyx7QwA0kSah1lfKCD71AVxVDWwhfyMpmXlM1VZ4HcAFZUQzcwNLqIXJ+GCdZ1jAXmucoKbz2Q+e+95fNU49eV65Ve5M0dCIUBUQGWwEH8gKmjF6EbQO9ELaCNMdVYaPVbJtCMqtrEmpfcLsWhpBlbjDddz/VEUAYJ2Xg38LsCoMbRFmWW+X2u6kKWZ57QSwIglWZXeHg5WYAXVWMemhiHMWZZahq5eUvAyUA2MbCJFIQJV6YWNN5nlkXNW8/YH3ld7Ve8w2y2cDhLOxN0tANkXMIDM5h6hXYEzabjaYpzCe4jqx65Ht3WL09YaPRapuo+x748hajzA3iQzbJRJZRDyDygrjcD7MYQFT4YSwIzNZVVBZW4yT1wthYVI9P1EvNWkh2RT1WUa/2HMs/mtlEve8k37utvncNhk/9t96vf7e4/5QiIpq2wbqItMBAPbb14ONWsFst7wVRGKebTas6c86BKE77Y3+rYSuV+RsAfpS6QbjRsGYbiwEwDj9KXD/aaFhyaZ/WVnZENhxTFCtNJdD3gjzNN5t2tXLG0Hd9cLQdcxKPPSvv+kWBjen8eVl9nOSdsde0DFOrHk3DXKXNv+itx9/0TkFaGLXXWDEObmkYxmgo6EXI+aQhMWX0wrkvAnATKLKQ77xcyTxtfn5L2VOOVFkqd0CzqZpBFLtB7JiaoSnV80nGfphkxSyCANMgjrEfiSKzTV2o9DrDOBn7kaWrk10Q03pKiR1rYa96kfOxH3KgDOycqRkn6dCbdLdnt4cyliHJbHMS2FkaozjzGue0V33jiTd+F5MWekAzquPgmnqlVoer9zIl9bTKAzqC6pHv3R31jn++mrraPOYJSZKN/FCTJcecjNLKPzFBGQy1GH41US/NG5amlIdZAihHaV4kCoJjaZO/pwwAwigd+5FlKPOYIFZRz9T0yplxeV6U6jmmXp0vLdUzy4Fy5U5K9cpHMLPHceaS791O37s2UX/vmfe9cbP/yXIuetYGA4BqdY0HNvi4GgeW5/nQiyxDqYYKlrc58kJZkgx9wf2Kgo/8UJflWhx+adfUur2cOrZ0VV2cx06yfOSFTUuvrpFjuvGsnAdCpRmOk9QN42Zpr9y/60ccaJjVZWPEWcHOvXr7m95nPfD4YULN22C++3eqCC9BS8Mohq0gylFwuAkUEVv6ZE6m6osbOkYx+txsn3m0yf2qoEEYj/wy8G8hDGHsR0mWNyqeV6ow9kNJEMrA8dn7HMbJ2AstQ5udZlcy9qMoSWunw+R5MfKDmefNZIiSdOxHuipPYu2mFXlh7IexvTiJlOeFG4QFx8I5NZwnOZLTr7Rf/47my79qWcTz734CV59cVo8XGKfXUW9Q6K3TjzZZsLBD4yipR753t9QbFFb7zKNN5pXq8ap69YBnPvbDJMvns8ocKNuMIJQEwTEnLe6kkjgde6Glq5ahztqAUr04SR1TVxVpenT0tMXlaFh69VykKE3HfqQrcm0U7oaxH8bOVL2y5iwvxkHIq+qVCRjI926b712XIo3P//L3ZR/9TVtZaINlEV4C8ZHXtoVYSsfV/6U/CsDQto1aVeMgiuJ0o2EJlYPMGDD0wjwv2o5ZKz/0gjznG42FejjHYByAoVWpv3x83ZEvS/VjyIqC90a+ptQ3khV8YrdmvZnJDEc6cIONhlE5x4YDGMDGE193+i0/KiortoFN2uBnfuARuffsbE5mWPpiBlEAA0YJJIacY8dEP4IlT4ybOrwEHJAEdKRjMZc0vXKvnEdRJAhie3Oz2sBkWRZ4nqwourEgUBxFnuc2Gi1psT8S+H6aJHajubgenge+J4qSYRjV3Q5pkniua9m2vHgUcxQGgRc0N9rVqZiiKALfA5hpWkxYrMTzDNNU1cVoizBO7Z3P/6k/rYn49A88olxPvYzj+OHq7YtbKZSjqd76vncgHUuOqu99jry5vuc5jeayekmSOIvqFXnu+74oSoah3wfqHWXfu0Geff8/kT/2O3nsVdvgMENTxQv5ZvP0o060Vy0fxqkbRK3FDcEA0izvu0HT1LXZpm0OAEma98Z+2zEVWawKniRZ3/XbtqksDnzLfd4bjlmdx0Z5emiUtm1DWJyvdoMoyfK2bbLFTL9uEKdp3naM2fnqKJt5N5AlYbIsPb2QZnl05lXtN7/XPvcFNX3mx5iNEsjCJNZxwrR3bEpQJFwaT3qCHNUhOADoEtSwZz/4RTunz9Q+oLt3dXNnRzetmv25T3/q7EufqBlD3xv1ejtnHqjZO7tXdNO0Gs2a/cIznzl17iFxcaokiaO9y5fPPPRwrfCg0wFDa3OrZr/8/HNbJ06o2sIKf5HnF5595uxjL60VfuH8RSzBr6eeKuKiC/9w9bRw0Diq6t0S33NIvXvszX361Llz94d6R9b3bpCH3/mB/T/+wu4H36WjluAVRtzVDmLv7Jfr3c8wNnkCqiLJkjFwQ02RqruZRUHYalgjLwiT1KkMTAVR2GraZctXHbAKAttsWAM3lOOFgCxZEpuW3h35uipVJ3sUWRKYsD90bUOtzoeriiwKwm5v2DB1VZZmfqLKksBwpTNslPM60wuWpgZJstsdNaYrKeWUj3zhr3Z/4W3yK9585pt/vJqnctIGa5omyxjFyDlamO6yAjhQ5sZTBDjKZIpGlzDrVM39kkFRVd2szwmo+ursldIhawyCKC4bxUPWtKX6ysGs8hXlhWmysBuuZIWdCWzZOFOvqMy7VdWTRTgKco5xAo3UW4R87wbv8P5S7xA7qVfhc9z3VvLkT3+j7RjTdgcAsjhMQp+d+xL3wsc0+LXyZu6OPvGhobF1aqtlqPNNmw1TH3pRGKdbTas6228banneyFbTrsYKOKY6DuIgSraa1uSErNJu6WM/CuNkq2lVVzpatjH0wiTNt5oL/aSNhtkb+3lebDTmz5QBW02rO/Q5eNNamMfebtmdoc85b1Y2OrdgZEXeGXiqLDqmPpOiDaRP/8Hur1xsfM0PNR59VWmcPzORYUNHJ0Q3hMjAp444uwkO2AqCDMMIhrxgJ2bq9UIIh6jnKIgyDCOYpN4i5HvrQOqtA6l3axEPnhxcZQ2EchkNxiACeZRkSSboVneUbEpp7X9RRGyiMz4Y+9ZmdSCryiIDf+Fqd7tpV8P1BUGwDW23O2paCweKyaIAVb50MCjjnxfsinxpv25XJJEX/NnLnZ22XZ2r1xU5jNPzV7pbbbs6ua1rchAlF/f6mw2zuhBgqHIQJRev1u2OoY39aOxHzcUDMs1Lfz341e/oPvKVD73jF1Ftg8HAAU2CLeOqD5GhzDNb6wDJAkwVQQo3QVsjZ5wyVc+SsedDYpBWqScJaKjwU4wTtEi9GeR760DqrQOpd0uRRZHvPZUcezhhooWwVNHSFE2WRn5kNFojd9Ri8fL/uCHFz4VF+7GFiXoZYIE/Ho22j5+o2bez9ODKlROnz9bsUhT1uwc7p87coF30PNd3N48dr9kx6IecN9obVXsDKDoHsapaTuNG7BvA/u6VvNGszZS0gYvPf7z8fcXcRdlOgGMYw1EgikvOxifRg70QjEFZMYlydJEFNFTwa6rnKEjyyYiZ1KtCvrcOpN46kHq3CpFB6T0bMj0990p1fLkcAiqCuNWUvTBkZrMXelpen5QGYBua02rXa5NlxtiyPUuTwPOW7XEQpFl643ZRlARJXLZzzos8X/W5qSTLN26PwtC0bNNxanYrzMtfBByCqcCSMU7gJwAwC/2a9f8khi0DBa+sgxJTrqueyLA9VS8n9RYh31sHUm8dSL1bhc3C5JmP7CVKIRmyLJY/bcdqWrqim9xoeVl9jbk4knML9XFwdYpFEtBSEecYxrAO2aVtyJAE9ELEBdeLPMuyWoE8z7NslX1V4SzL8/xmKsmLLMunJ7tVKjmkcoAfVrm4aC/y1ZUURYHDWane6NrqsYl6Bqm3hu+RevTmlpDvLVd+u9U7DEWC6T7j8jNdUW8gmNlNTXUD3i1M5EE1zy+rB54fCSZtsOu6eg51cXal9MsyDGEQIcrql8pfJAFtDVcDBO5473I9hH086Ie+p2j1ZBTjQX+5cBJFURDkRV6ze6ORJEueO6rZR/0uWD2kMEtTdzRcTsUVeC7nCIP6HMiw102SuLavriiKUb+3HDoYjFwscW31ODCID1dPRFvBLqm3hu+RevTmziDfq3/x26beSjKhel4jwCCPL4qyyR9+rT58XmIcAANsXQ0TozuQO4nPMDn4U7jh6Ov7iUkbbBiG30Mpz1zBaZi4KGBDhT9CJ1zVUeEA4GiCeepMc2kX2oGi2o3G8j65PE1PnT1XM4a+5w6H2yfrmZD7B/uKqi7vk2Oc75w+s7xPrrunnnjgbK3wqN/jnDc3Nmt2SZRaW1vL++QYx/IdZhcvYYlrqycJaKrwk2uqpwoWqfeifY/UA725E8j3aoVvn3orOfGOX7/0/m9TOk8BYNNTqIzCdz/1R4Pmg9vtlpaNy36Mpsonj7U7A9kd9h2lPvI+OkzWg0VRdFQIDOMYSQEGcF4P/dMkNBV4Cbx0vlmdwgNRUc+NkeTXVC8l9eqQ760DqbcOpN4tx37kix5+3196Z1/H+WSjV4ks4FjwQti5fD7W3SAqf7wwNjTFbrYvRkpaoDiSC+wL68GGjLyAGyPjizvhpspIApoa8gLdkOIR6hgysgJuck31VFJvNeR760DqrQOpd2tRGpuf91N/funXvj/5yAfVyjIwACU8aHgH/PO+2gwOpGlotG1qW037yu5ewcJRZ69Wm+/7oe9rS4e6JEnqj4bL5cMw8kbDkVY/mXmlnXP4rhfHobJ4LibnGA2HjENAUbf3e4ok8yyp2ouCjwcDWZaqds6RC5If51yXiqx+/1E2WXqYXyh9ThDQUNAJ0QugK5AZOFBbYjBkiAwXx3BlCEdzGX2JUj1RQENBN0IvgC5PMoGvVs+Fm5B6E8j31oHUWwdS73bAGDvzPe+/tHk2/uN/A3e/ekkRIT79JxflE9tnHrKjPQCMQxDZA6dPuGF88Mwn2rZRPQDLZBCT7OpnLrcdQ53nmGIq0CiS/acPWo6hVA4I0wGkyf4zV9ulfdpnMoAijjqf3W/b+iwvBQNsoPCj3mh3wzFnx4ExoAUM3WA4vFhLCLEBDAfBoMfbjjnzAQFwsrzfD9hItfR5IkgRsCU73vpi5U0/qDa3q/W8ZPrLQuM88TkGXYIsYBjPd7tiKXTQVsGAQQzjWrkRjxAz9TQRsnw99RRSbwHyvXUg9daB1LtNnP6G9wxf8por//btmne+amcMrWgXl8a7my+zw6usMtaUJfFKd6ircjU3FAMsVekOPEFgZuXkZzCoirTXGyuyWEusqUrS1e5YkUVjMcW1KLBLnaGuyJoq13pRL1ztzfMuTx45S7P8s5e7jqlNBsrTNjrL8+eudGxjmgiLcwCKJI68oDdybV0r48s4AAT5h3/72Y99aOeb37fxxW9eVmnBj6qnikoCWhq8BP0Qh5ztCksBB/ohZAHCkffIZfX8FL0Qyg2ox478fv91fI/Uozd3Hcj3bh/Nx1+r/eRHLv/8W9lzH61dMnNveP6/J49+eVsX5PEeMGnhNh1z6IdpWmw4RjVTYdMxgige+fFGw6y2iG3HdIM4jJMN26wOoDdmdscUKvbNhjX2oyTLNp2Fk6i3W3Z/HHCOtrOQ2Gqnjd7YFwXWsBbi13ZaTnfoM6A8QbqsqW2bSZb3Rl6ZerJSPAp+773P/MXvHnvzexqPvapaz8TLsiyvpLuc/pvDkCEwdEJo4uRD5mELHJiulDBgEBZ8PGJC/dAP3x1zXiRx/XCyMPBG/V7NGIVB4K6we+ORrCh5Xo/dDzxv1O/XTjZPkyTw3BWVjEac8+XYfd8di5KkqAvrFkWRB/6KO4nDAEscpp4uwZJxcCPqRQVIPbxY3yP1SujNJd+7g+qt5JM/8xZHKzsmE0GzKIoFPdJPqcnlWmGZYePKhy+EGqyNY9O92IwxWRIBfrEzsA11PiDmAJipKfu9sVpLqcSYpshXukNTU2YDYg4IIlNV+XJvaKhzOwNkSQCECwc9x9TnK80MmipFcXZ+r9c0DUWed690VQ7j5MJ+v2kunFBt6HKUpJc6/aa5kGmxYRtuEI38sGnpwnTHlQA09z82+uA74q/4zs3Xf6egTPatTT4+jqIknXgVn54OwxgKDkmAo4ABboymunB19lUtBYXAOMdygg4+Zcl+SGGsLHxIJVhh59NabrDyWf01C1Z94spoyGuoJ96Yejkj9V6875F69OZWLeR7N1I51lZvJerVT3hMbRTubOSpAEUYM+Se1EI4NKV6XSYi2d91i+bZkyfkSst3agvdkVcUfLtlV8uf2GwMvTCIk522I1T6Fic3G/2xn2b5dsupdjkOtW+1OkMPQC11UsGbBwNXEoXaSnBeFPsDV5Wl2oC4tCuSWLVvN60oyTpDt+1o5sI8eR5+9P1XPvWnzX/4Y/bDr8SsDTYtMx6gF0IRgGmPbwIHAEuBmWIUIy+givP+4KykKDCz0VjehZbE8cp9cqN+b7lw6HsCE5btRZ6v3Cfnj0fNjY3lfXJpkixXwhjjq/bJRUHQaLeX98n5Y3e58NAPscRMPXkN9awjr946vkfq0Zs7+0TyvSq3T72VSKKUXf5UePwxReAaj0uZbENN0nzg5ZLaCtKRI9RH9rrMrWLwN5/Jjp06OTFxFJwzpkRheNUfWJWcB0XBGRPTVNq70Gs0Jucwcw7OC8bkOCp2L/Ud25rbi4IJq+ycC0wJwvCqNzRNY9GuXR16V71C09VK5QIT9P2eq3mFosqcg0uq7GxCErGFg86+ITtKNWelBuzgswd7ptiS1cq8tA4kwZM/9/ZX/9JTqK4HaxJMhk4IJQETJlu7GOZb4kSGDW2Snu+YMTHPzlM94szU8xIIpN5NQr63DqTeOpB6txxJhNJ5eiw3cfoxIzwAAAZdFXS1MXADLrW6gWugPksvMmxtbz70itfU7IHneu54+/jJmj1Lk/3dyycfqB8nEgXBoNc5fvqBG7T743EQeFs7J2r2Ub9XFEVr6fSVfudAkqTl3Ax9TV5p70gwLMe07Zod4mRwPF/GYABjcBQIAgYxsnz1PnRdgqNiECOqd2WONAvqRUivp15I6lUg31sHUm8dSL3bAWNoF8PowqeuJHpWoOCTn6ZlqIpaKJYPPV1SMntRp1Lf68zbYD7t+ekSGjK8FEGywhlZ2WHRwYFOiKy4iaWC+5iZeoY0yRDsX1M9BnQC5KQeAPK99SD11oHUu31o3N8YPOUrrbiQBQaBgTEYmrLVtATd6hRWVCxEiklLoW1HgYVx8MypBAFNDYKAQYJssbcyc1lNREuFlyA4uid9zllQj03Vi5Eeop4qoqVhTOoBIN9bD1JvHUi9W0stilsSIFz6uB94sXNKkSVFllRFMjTl5FbTajZkvTGqRKbXT0U5GqwYB88oO4ZuiiAFFp21XA4pA/Qx6Rge6W7hsnqGBEeFd031WqQeAPK99SD11oHUu7U4X/PDKVvIFsUYWvFu+PzfvuDJXpAEURJESRAmsijphtnNjGEqlY9gZfD2fc8kJisMQ7MSZTAL/2MMLQ29EAch8gKs4pGzDXO6BFvBXsiTvV3f92ofMOr3fXe8nMNr2O9KF5SaMYmiMAjSLK3Zyxxeo+GgZu93OwXnK3J4DYd8aaqozOHle/UkXMNuN4rC5Rxeg15HkOo78L1VObwOU0/ARL394PrqpaQegBfre6ReCb255Hu1wrdPvZXsfM07lPaxvd94pxPsgs9HtlIWbI6eSh78MtHr6mxyqLIkKqbW6gzlq5F3Qo1u8CPuMyZtsCiK/QgNZdInnG2SK51PldBUcWGEcQyx/nSAckinC+rGVmNVZLxlN3TTrNnjMFgOdQt93xuPto7XQ9RkSZZV1XIaNXuepFs7J2p71ZM4ZkxYrnw86HPOG+2Nmp0XRXNjS118W4o8z9N0uZK42MUS11WvpeL8COME4qr1DklAUxM0Uu/F+h6pR2/uDPK9WuHbp95htL/kHwj2du/Xv1vcf6raI5AY+PMfHajH5Acft4J5hWd2VNc3d/s9RNG4u3C4NDj3/SCO/LEsLpqRpmk4Ho67ezV7FEaBOxp3y71AbGrnURgH7nDc1RbL88AL4iRUazkbCu6NxxxcrOVsKLg7HMiyhLySs4EjL7g3HkpS1c44E6CaYS7yQuB53YHidFLz5CkqiqKqCFJkHLY87+vx6WeIDLYCUcAgRkMG6jmeAUCS5VqvCoAkybKywi6K0rIxSxNJWmGXZFleVbkoibIi1/bJcV4cVgnn/AbvsMjzlXcorHoXFUVRVISHqyeU6jEMyhee1KtAvkfqTW6W1Fuu+XNYvWvQfPxLtR/7s2fe98bN/idrl1rxfvaC/6zxwAYfV9d/bdsZetH+0x9X5ZrK3PXC6OCSodeG7Nz3w73hvq7Ky/Z8sFuz53nheiEfXlUXTw9OsnzkhUX/srJ4NmmcpG4Qp6YuSSIqCxZZkg7COCntlfv3/YgD3Jy08aULxVnBzr3a+PqfsB54vKbDY9NfKnmTGBwV4wQHIXQRsrC0TsJgyCgAP4Eo0D65BYRSvRidEKpwuHocfgqB1FuEfG8dSL11IPVuE1p754mf/evzv/x92Ud/s3ZJzjy7+2T+yGvbQiyl45l9q2X3RwGAtr1wYnPbNsdBFMXpRsOqniC92TCHXpjnRe1Aq3bDHHpBnvONxmI9jjkYB0XBW5X6GcN20+qOfACOWRklm9pGw+qNfIHBNhbtTas38mUGy9CmK9mwdS2M04EbbDQMdXq+pg2O7v/ofuDt3Se+7vRbflRU6hkVUcvZAEARYMrohMgLWApQWwiZBv0CGCdoaosnyxx5FHFyQHQBlKef1tWbRnOMkukBeHfxdj/HIN9bB1JvHUi924Egq+d+4DeeFZTkY7+DbGHJXBTQvPyR5/LN5ulHnWg+n6xrchinF/b7LXvhBOby90udQdPUNXXabHFospQgP3+113ZMRRZnx2LrqpIk2YW9fts2lcrA1zTUME4ud4YbjilJ86VBx9T8MN7tjNq2IYjC7OE2Ld0Nor3+uG2brLKS2LR1N4gP+m7bMWYdMlkWtlrWwA3kOHFMvbxDAA7G6d/++8udz7Tf/F773BfUVZr9xqbLIeWOdUlEN0Ja1NuJspgpw1bgxvBT6g8CFfVQqsfQi5Dkh6snw03gkXoAyPfWg9RbB1LvdvPwOz+g/aOfC1EPTwOHEXe1g7/z2i/JCxSclz+qIrUdY+iFbhAVBZ/9iIKw1bCCKB64YZ7zPOd5wfOCC6Kw1bTHfjTywjwvZj+CwDYb1siPhm6QZfnsR5bEpqV3R/7IC9Msn/0osmTp6v7Q9cIoyfLZj6rIuiLv9oZeEKdpnkx/VFlSFfFKZ+j6cZrmSZInSZ6muaWpecF3uyM/TOI0i9MsStOcF/KFv9r9hbc9/8H3ZpFflUGqCIJqwJAmQhXRjxZC8+dFAQAbOoYxhvGk53iUqasnQZPQiyAsv6vTwMtSvUEMe9Ui05GCfG8dSL11IPVuLU/+9DfajgHMA7SzOExCn537EvfCxzT4tfJm7o4+8aGhsXVqq2WoAqZdn4apD70ojNOt5kKGQdtQ/TAeB9FW065mKnRMdRzEQZRsNS1RFDB9XI6lj/0ojJOtpiVWzgBp2cbQC5M0ryVs2GiYvbGf58VGYz6/zYCtptUd+hy8zFQ4sTNst+zO0OecNysZD1swsiLvDDxVFh1Tn0nRBtKn/2D3Vy42vuaHGo9OMhheK3coAxwFAsN+AKf0tkrAQjkAN2TkHG6MnHE5ieOoHl+eJkkcx4JY/6AsS5cLx3GcJsmyPUkSACsqT9M4ikVpYVd4EsdpuqLyJI4556vvMIprs8JFnq+sJM9uYmd+qd7e9dQbJchRKKRehZvyvQyc1KtCby75XtV+J9UTD54cXGUNhLJQjjYgAnmUZEkm6FZ3lGxK9S1YiohNdMYHY9/arK68qrLIwF+42t1u2mKluRUEwTa03e6oaS1kEpRFAap86WCw4ZjV8rIoQJEv7dftiiTygj97ubPTtoVK86wrchin5690t9p2NeejrslBlFzc6282zOpxIoYqB1Fy8Wrd7hja2I/GftS09Go95qW/Hvzqd3Qf+cqH3vGLmLXB7tjVc2iLDlN6myaiocBPEaRwlBVTNAzY0NGNMR4M8rx+4Kc7GmZpGvr17o/vuv3OQc2YRFHo+4JUd1xvNJQkOV5KxumPxwOlU4vZS9PUG4/6nfrqt++6AF9OxumNRxxY3ifnu+PlO4yWNgLieuo1lclJHddQrxMxUq/KTfleJyLfWzDSm0u+V/3E26TeSmRR5HtPJcceTphoISxFszRFk6WRHxmN1sgdtVj9GwHYkOLnwqL92BMLtQEs8Mej0fbixi0Z2M7SgytXTpw+W7NLUdTvHuycOnODdtHzXN/dPHa8ZsegHy7t6WoARecgXtowdph9A9jfvZI3mrVdam3g4vMfL3+fPHXbtvwBsgLKcgg6m+xYDzN0QhjSJENfyWQRFNBlZh7baS5lmRBFcWUOryQKj58+UzOGvucOh9snT9XsfVVdmcOryNKdU6eWc3hJorhc+ajfW5nDiwGtra3lHF5Fli1XEvNLWOK66rU1xPl11LNIvTV8j9SjN3dSM/neIrdPvcMQGZTesyHT03OvVMeXyyGgIohbTdkLQ2Y2e6Gn5fXeCQDb0JbzDomyzBhbtmdpEnjesj0OgjRLb9wuipIgict2znmR56s+N5Vk+cbtURialm06Ts1uTfP2TN2KMUeFLGAQIc5WR96rIjY0hBncylzCilWTI8gNqKcIpN4hkO+tA6m3DqTebcNmYfLMR/YSpZAMWRbLn7ZjNS1d0U1utLysHlpeHElRF2Y/VAlNIMqRFmiqYFh0NAaBwVEQZtgPkM0EO4q6rUCV0GI3ql5O6i1CvrcOpN46kHq3CUWC6T7j8jNdUW8gmNlNTXUD3i1M5AEqB1GxI7nha+HsRIaJtykiOiHi6daa6j45xqBJ2NQQ53BXzOofXdg0muMG1RuTehXI99aB1FsHUu8WkgnzGfLy8G15fNHwLvOdxzVNs3TV0lVbV09sNHa2NiSj0UnmC9KCcOTbYM4nzqeJ2NQRZfDThatsKqsowJIhCuiFSI5i3uUV3JR6pgxJQJfUm0K+tw6k3jqQereQE+/49Wxnci4jm66aG4Uff+qPdr0skh0wcAbOoKnyyWPtXGsOMukoTyqsyiHAJh7ZUCEJ2A+Q5MA0XHA2W8AAXUKLhnQ1FtU7uLZ6Kqm3CPneOpB660Dq3QrsR77o4ff9pXf2dWXPZta2ygKOBS+EncvnY90NovLHC2NDU+xm+2KkpAWKI5kIcrIeHEWRhekMTGUznCrCUXDRxXDqbQwLiSREBkuGJKAXFvmgXxRLMfrDQb46Rn/cP9ivGeMwDDxPqp/ZjfGgL8tKshSj741H/c6BuLgJL00SbzRartwbj8pQt/odjoZgUBZP8iyK3BuvqGRljP411LNlXPIOVU8S5uoVpN4avkfq0ZtbQr63XPg2qXcYSmPz837qzy/92vcnH/mgWlkGBqCEBw3vgH/eV5vBgTQNjbZNbatpX9ndK1g46uzVavN9P/R9Ta5v3EqS1B8Nl8uHYeSNhiOtvkdrpZ1z+K4Xx6FSy5vEMRoOGYdQy5vEMer3FEnmWVK1FwUfDwayLFXtnCMXJD/OuS4VWf3+o2zyRCYXmCD0I9jTmfnq2TEcsGSoIq54kFgl+x6b/9OQUQiCKCuKWv/mZVKRFXZJWjYWeS7J8rJdlpVDKpEVRa3l8AKDJK+oXFYUzvkKuyQrilqzF8XqO1nedI9rqgc2UW/3murlTJBIPQAvyvdIPXpz53dCvler5Lapdw0YY2e+5/2XNs/Gf/xv4C606IoI8ek/uSif2D7zkB3tAWAcgsgeOH3CDeODZz7Rto3qAVgmg5hkVz9zue0Y6rQlZmAq0CiS/acPWo6hVKTQAaTJ/jNX26V9OrQ2gCKOOp/db9u6NN1azQAbKPyoN9rdcEw2XZBmQAsYusFweLGWEGIDGA6CQY+3HXO2fC0ATpb3+wEbqZauYOomImBLdrz1xcqbflBtblfrecn0l8mtq4qiKfBSgEGXFiLvy991CW0NUYYCMKqPY1qOMeiWtbyVLfB903GW98mpurFcWJSkoiiW7Ukcr9wnN+r3rEZjeZ9cFITLhfM855wv273x2HSc5X1yo/5gubCyKpf1TD12uHpNldS7jnrkeyWkXq0wqVezf46od11Of8N7hi95zZV/+3bNO1+1M4ZWtItL493Nl9nhVVYZa8qSeKU71FVZU+bfjgGWqnQHniAwU6/0DxhURdrrjRVZNLSFw0ZUSbraHSuyaKgLdlFglzpDXZE1Va4FgL1wtWcZatnM88nzZWmWf/Zy1zG1yUB52kZnef7clY5taJOMh5wDUCRx5AW9kWvrWhlfxgEgyD/8289+7EM73/y+jS9+87JKc7cSBDRUuAn6EXQJiljfLccAR0WQoRdBEaf+ehQD2VZQqjc+XD2BwST1DoF8bx1IvXUg9W4rzcdfq/3kRy7//FvZcx+tXTJzb3j+vyePfnlbF+TxHjBRddMxh36YpsWGY1QzFTYdI4jikR9vNMxqi9h2TDeIwzjZsM3qAHpjZndMoWLfbFhjP0qybNNZOIl6u2X3xwHnaDsLGQ932uiNfVFgDWuhv7LTcrpDnwHlCdJlTW3bTLK8N/IsQ7Oq3QVEwe+995m/+N1jb35P47FXVeup5A8GOKBJkAX0Y2gFHGWFp2kiRA1hBj9FY0UyxCPKrNcsCxjEUEm9m4F8bx1IvXUg9W4tn/yZtzhaOdM76clkURQLeqSfUpPLtcIyw8aVD18INVgbx6zJwJcxJksiwC92BrahzgfEHAAzNWW/N1YVyays7IqMaYp8pTs0NWU2IOaAIDJVlS/3hoY6tzNAlgRAuHDQc0x9vtLMoKlSFGfn93pN01Dk+QqxrsphnFzY7zfNhROqDV2OkvRSp980FzItNmzDDaKRHzYtXZjuuBKA5v7HRh98R/wV37n5+u8UlMnJ2Ctm+SUBLRVhhn6M+nB9SnmE24GPhnqUo8pXIAloknovFvK9dSD11oHUuyWoVz/hMbVRuLORpwIUYcyQe1IL4dCU6sqZiGR/1y2aZ0+ekCst36ktdEdeUfDtll0tf2KzMfTCIE522o5QGcme3Gz0x36a5dstpzrAPdS+1eoMPQC11EkFbx4MXEkUaivBeVHsD1xVlmoD4tKuSGLVvt20oiTrDN22o5kL8+R5+NH3X/nUnzb/4Y/ZD78StdyFDPN5GEOaZA6pHWjOp4NuRYQjY5zCT7G1cEtHEVJvHUi9dSD11oHUu7VIopRd/lR4/DFF4BqPS9VsQ03SfODlktoK0pEj1IO0dZlbxeBvPpMdO3VyYuIoOGdMicLwqj+wKjkPioIzJqaptHeh12hMzmHmHJwXjMlxVOxe6ju2NbcXBRNW2TkXmBKE4VVvaJrGol27OvSueoWmq5XKBSbo+z1X8wpFlTkHl1TZ2YQkYgsHnX1DdhS94hMasIPPHuyZYkuuhrnpQBI8+XNvf/UvPYVZG1zkhQTwaYB+iSigoaLgcBNsaBM3rR4fA4amijjHng9V4Qt9hqNEvrZ6inx0e9Xr+x6pR2/ui4N873YgiVA6T4/lJk4/ZoQHAMCgq4KuNgZuwKVWN3AN1DdciQxb25sPveI1NXvguZ473j5+smbP0mR/9/LJB87V7FEQDHqd46cfuEG7Px4Hgbe1c6JmH/V7RVG0lrJx9DsHkiQt52boa/JKe0eCYTmmbdfsECeD40kbHIRhlkGfT4zPZ1osBX6KXoSCQ63soZp3DAVs6tiL+P6VS+PRsPZB4+FgPOwrqlaz9zsHTKifEFKG9kVRWLP745EoyZrRqdkHnYM0TWs5vLI09cajLKtnqQw8D+Dj4aBmH/V7vu/Kcj2H17DbmeehnuK6K/bJhWGYX0O97PrqXQ2Prnrr+x6pR2/uDPK9+ne8bepdA8bQLobehU8Nmg8ck8LZGZRNywiiJM64nwhWXv++2dI266PAxPssy0yGGMYw5cnhJqyyb10UsG1g18MggjMdUrOKOzIGRxWM46eWc3gd7F5ZmcOryPPTDz5cM4a+545G2yfqXZ7+wf7KGH2BCTunTi/H6Hf3906cOVsrfFgOL1lSVubwEpiwfIf5pRU5vObqSavUYzeknknqreF7pB69ubPbI9+rcvvUuy4a943BU/7JL1RiTxcnnQNDU1RF6rtCJxazwq90eyAt9U6OAvNFD0OGJGCUAIAiTD2ysoJtyBCAYQRJmEcGLuyoExhbOnS7NK6ws0MKM9xMJSs+lAnssMrBb7Ryxg+phNUtJYYMWcAwBhip92LUI9+bG0m9pUpIvcVKPlfUWyZfPJBLEpBe+rhvnRBOPmSH8zOtdE0ZeYrvSaPcB6Zj9xv+lPuJhbTUsoCWipzDTeYnlbPphmUGSALaGgqOflT+H8QUDklAS0NeYJyguJ56nNSrQr63DqTeOpB6txTna344ZQsz8IyhFe+Gz//tC57sBUkQJUGUBGEii5JumN3MGKZS2fZyfhSlrRyqOI0MtGRoEvoRohxY6hUyBkOGKWMQI87u7M1+DjNXT4EuYRghzIDD1RuRehXI99aB1FsHUu/WsvM17zjxg//Bt04AAJ9rKGXB5uippHkqFTRJFGRJkCXB1JRT2y3Nbl5NtOworgUDy3uTShQRbR1xjjBFW8Ny70QV0dYQF0jjFVePIDX1WjqSHP7h6rU0xAUSUg8A+d56kHrrQOrdctpf8g8Ee7v3698t7j9VFUli4M9/dKAekx983Ap2Z/YzO6rrm7v9HqJo3F1MF8G57wdx5I9lcdGMNE3D8XDc3avZozAK3NG4Wy4bsKmdR2EcuMNxV1sszwMviJNQreVsKLg3HnNwsZazoeDucCDLEvJKzgaOvODeeChJVTvjTIBqhrnIC4HnC/UDiNNJzZM22HXdRjF3xtIvGwqyHHs+8umcDC8HzlNdHQV5gcseGurqLIhHBNd1mwX4onqOgjTH1WuqV3BcctFQK38Gjh63wPdIPXpzXxTke7eJ5uNfqv3Ynz3zvjdu9j9Zu9SK97MX/GeNBzb4uDrTYNvO0Iv2n/64Ws8fxV0vjA4uGXothJv7frg33NdVedmeD3Zr9jwvXC/kw6uqsrD1O8nykRcW/cvKYmqmOEndIE5NXZJEVJ5zlqSDME5Ke+X+fT/iADcnbXzpLHFWsHOvNr7+J6wHHq/p8Nj0l8mnmqY57kMVoYiTtZDSM2URGxpeGE1iFlil9hJNQkNFlCHkhRgGgVc/2jsOA0mSlif6kzhaLhwFQRyFK+xhkOdZLRYfQBxFgefV8ockcby6ksDnnAdLKUHiKAx8L88WJpiKPF95h+lSHjEApmkO+9AkKMIh6sXAKvVUcapeUUhHWL11fY/Uozd3CvneUuW3S71ro7V3nvjZvz7/y9+XffQ3a5fkzLO7T+aPvLYtxFI6ntm3WnZ/FABo2wsnNrdtcxxEUZxuNKzqCdKbDXPohXle1A60ajfMoRfkOd9oLNbjmINxUBS8VamfMWw3re7IB+CYlVGyqW00rN7IFxhsY9HetHojX2awDG26kg1b18I4HbjBRsNQp+dr2uDo/o/uB97efeLrTr/lR0VlxTGnk6coCEJTgxsjLrChTUOKps5nyFAE7PtoqVCkyjLJ1MGaGoqERUFQC5cHEIUhE4R8KXtlHEW+u+S4URgF4bI9CoIsTZf7nHEU+Z67nEczDldUEvoBB195h5LnZcnCvrqiKOJoRSV5usIXBUFolerlq9WTBRyEaCpQD1Evj4+0emv6HqlHb+4M8r1a4dun3nURZPXcD/zGs4KSfOx3kC3sMBYFNC9/5Ll8s3n6USeqxkvLYZxe2O+37IUTmMvfL3UGTVPX1OkX59BkKUF+/mqv7ZiKLM7it3VVSZLswl6/bZtKZeBrGmoYJ5c7ww3HlKT5FJBjan4Y73ZGbdsQxHlceNPS3SDa64/btskqM0ZNW3eD+KDvth1jFlIgy8JWyxq4gRwnjqmXdwjAwTj9239/ufOZ9pvfa5/7gppKCzkbTAVhhl4IRwHYQvy9LqGpwU+RcpQdEVYb0knM3Nhc3ifHOV+5Ty7w3K3j9aNJQt9zleGyXRTFlfvkkijc2jm+vE8OwHIliqqu3CeXZ9nKfXJJFC1X4qf1l6rk2uoZMpoFghTZ4epZpN4avkfq0ZtbQr5XK3xb1bsRHn7nB/b/+Au7H3yXjmjhAocRd7WD2Dv75Xr3M4xNdFUVSZaMgRtqtcQMgrDVsEZeECapUxmYCqKw1bQHbiBLQnXAKghss2EN3FCOhWoKI1kSm5beHfm6KlUzHiqyJDBhf+jahlqdD1cVWRSE3d6wYeqqPD/tWpUlgeFKZ9gwdVWRZlMelqYGSbLbHTVMvczjVJ55Il/4q91feJv8ijef+eYfl7T5wL2es0ETYcoYRlDE+fExk6/E0FAR5xgl86zXRJWJejFk4XD1Ylik3irI99aB1FsHUu9W8eRPf6PtGNN2BwCyOExCn537EvfCxzT4tfJm7o4+8aGhsXVqq2WoAqaj/oapD70ojNOt5kKGQdtQ/TAeB9FW065mKnRMdRzEQZRsNS1RnC/fO5Y+9qMwTraallg5A6RlG0MvTNK8lrBho2H2xn6eFxuNeTPJgK2m1R36HLzMVDixM2y37M7Q55w3KxkPWzCyIu8MPFUWHVOfSdEG0qf/YPdXLja+5ocaj04yGC4dTA6IDC0N43iyilnDkFBwjGLE+dRZKT6wZKaeen31ElKvBvneOpB660Dq3TrEgycHV1kDoSxMQtpEII+SLMkE3eqOkk2pfpqmImITnfHB2Lc2qwNZVRYZ+AtXu9tNW6w0t4Ig2Ia22x01rYVMgrIoQJUvHQw2HLNaXhYFKPKl/bpdkURe8Gcvd3batlBpnnVFDuP0/JXuVtuuHk6ia3IQJRf3+psNs7pxzVDlIEouXq3bHUMb+9HYj5qWXq3HvPTXg1/9ju4jX/nQO34RK3MXlrEJhgyB4SBAczFLF2MQGNoadj30I2wb5IoLkHrrQOqtA6m3DqTeLUEWRb73VHLs4YSJFsKy5bE0RZOlkR8ZjdbIHbXYim7OhhQ/Fxbtx55YqA1ggT8ejbYXp8dlYDtLD65cOXH6bM0uRVG/e7Bz6swN2kXPc31389jxmh2Dfsh5o71RtTeAonMQq6rlNG7EvgHs717JG03dXIwaAy4+//Hy90kbnJmbLAcTFjp3ugRLwSBCkgPThZBZgpHyCLdehPjFrxTcJ2T2Mbb75Gr14kPVExl64eTqUYZ8bx1IvXUg9W4HIoPSezZkenruler4cjkEVARxqyl7YcjMZi/0tLw+KQ3ANrTlvEOiLDPGlu1ZmgSet2yPgyDN0hu3i6IkSOKynXNe5Pmqz00lWb5xexSGpmWbjlOzW+HEgSYD8If/5Z8XX/hNBWfVQrzMJ2Ug5xjGE1M1JEEWsa2DA4PoSO9Yf/gn/oy/+tsKYWGxaKKefqh6koBtA3l5dOURlo98bx1IvXUg9W4fNguTZz6ylyiFZMiyWP60Hatp6YpucqPlZfV47+JITi7MsnaxB9/9H7t/9IGD3/lfm5gEkc/czpCgCOiEaKiQl/akl+EMe2GRdjtJktSuDnvdOApr0XcA3NHwYPdKzRhHYej7yyd3u8OBJMuBX+86jQcDQZKWY/THw4FU3+gN3x1zzpOljW6jfi/LM2Vx51ZRFOPhYPkOQ3eMVZx91wf7//WNe7/1rmbWLS03qJ4ulerx7Miqt7bvXQ0KUo/e3BLyvVrh2/p379ooEkz3GZef6Yp6A8HMbmqqG/BuYSIPUDmIih3JE08WnuLmG/+JdOyRg996p9F7ZmLik38YMloFRsm8N8gw7wMqIjYMQTIteymMPo4iy7Y1o54mfDToLReWZRkcy/Y8TWVFXR7O++OR7TSX96qnSbJcCeccnC/bI9+3nIa6mOmzyHN/PF4uPA4iHEL7K/6RtHVm/4P/VLvyt9OPnPzj2uqpIjZ0QT7a6q3pe6Qevbkl5Hu1wrdbvRqZMO+ucA4wyOOLomzyh1+rD5+XGAfAAFtXw8ToDuRO4jNMejDCUr6mo0A9Jqv5ijfYP/M3z/7010nPfxiYxImXbicwNFUkBbwE7emDm21PBqDqem3lGYCqaZphLNsVRV02AjxNkmV76HuKuqK8oqq6adT2yYmS6LsrCidxxDlfUYmm6YaxvE9u5SdKyrV2Jzgv/TLjfX/53M++VXrqQ5MJLFKvwrXVI98rIfVqhUm9eiWfY+pVOfGOX7/0/m9TOk8BYNO8F0bhu5/6o0Hzwe12S8vGpXSaKp881u4MZHfYd5SjmwdjxVmxouE89tP/1Xjzj3vQlufnLRmqiD0f2VGcur8+kmY+9mP/2fzmn/XkJql3s5DvrQOptw6k3i3BfuSLHn7fX3pnX8c5eHURXcCx4IWwc/l8rLtBVP54YWxoit1sX4yUtEBRHEVxV+xNKjn+zT/ZO/P5+7/5/Sj2Jue3sUlwoCyireKSC8gw6qsPBADsfP0PD04+fvU33onoeVLvZiHfWwdSbx1IvfVRGpuf91N/funXvj/5yAfVyjIwACU8aHgH/PO+2gwOpGlotG1qW037yu5ewcJRZ69Wm+/7oe9rcr2pSpLUHw2Xy4dh5I2GI61+MvNKO+fwXS+OQ6WWN4ljNBwyDqGWN4lj1O8pksyzhQiAouDjwUCWpaqdc+SC5Mc516Uiq99/lE3iog9tgwFsfOk3Gg+98vIvfEv+2f82qXT6L8bQVBHlGEQLCyTEjNYr/55x9sOXfvFb86f+rLSQejcO+d46kHrrQOqtD2PszPe8/9Lm2fiP/w3chXSEigjx6T+5KJ/YPvOQHe0BYByCyB44fcIN44NnPtG2jeoBWCaDmGRXP3O57RjqtCVmYCrQKJL9pw9ajqFUlsZ1AGmy/8zVdmmfPiMDKOKo89n9tq1L0zQYDLCBwo96o90Nx2TTBWkGtIChGwyHF2sJITaA4SAY9HjbMWfL1wLgZHm/H7CRaukKpqd9iYAt2fHWFytv+kG1uV2t5yXTX67VBgPQj5195Kc+8tzPf3v4if8DWGj5OWBN97O3NcrhtQJ148RDP/Enz//S9wR/+7sMYfVSXT1iiZvwPWIJenPXgXzvlnD6G94zfMlrrvzbt2ve+aqdMbSiXVwa726+zA6vsspYU5bEK92hrsqaMp9qYIClKt2BJwjMrJz8DAZVkfZ6Y0UWqyc/A1Al6Wp3rMiioS7YRYFd6gx1RdbUeqj7C1d7lqGWzfy0d8XSLP/s5a5japOB8rSNzvL8uSsd29AmGQ85B6BI4sgLeiPX1rUyvowDQJB/+Lef/diHdr75fRtf/OZlla7TBpeCPfSDv937yzd0fvsHzaQ/C9wvoxI0CY6CcQIIXC+KoqhvXC+KvPyp2Tk/pPBh9sMrYYWwWLg4pJLi0A9dqrwo8pWFcZMrFoyxh975a72PvKH77/+Z4V85TD3OuEHqLXNjvkfqrYbe3IUL5HvXr/yWqTel+fhrtZ/8yOWffyt77qO1S2buDc//9+TRL2/rgjzeAyYt3KZjDv0wTYsNx6hmKmw6RhDFIz/eaJjVFrHtmG4Qh3GyYZvVAfTGzO6YQsW+2bDGfpRk2aazcBL1dsvujwPO0a6c/Axgp43e2BcF1rAW4td2Wk536DOgPEG6rKltm0mW90aeZWjVRBFAFPzee5/5i9899ub3NB57VbWeG2iDy+/zurcL7TOd33qn0n1yctt8Gj3IsKGhE/PO1V1/KfHkeDDw3bGi1nuMg153OZ1WEkdREKRLm+388UiU5NFgUK+k08nzopZfM0tTdzTiRVErHHgewJfTco16vSgKZbmWILoYdjtMqMesea6Hm2fjtW+VNh44+K13SnsfX6neQUTqHcp1fY/Uuwb05paQ79Xsd0C9Em3z5IM//qef/d+/Nf/U79UuyQwbVz58STwubZ5rRZNNyYwxWRIBfrEzsA11PiDmAJipKfu9sVpLqcSYpshXukNTU2YDYg4IIlNV+XJvaKhzOwNkSQCECwc9x9TnK80MmipFcXZ+r9c0DUWey6urchgnF/b7TXPhhGpDl6MkvdTpN82FTIsN23CDaOSHTUsXpjuuBKC5/7HRB98Rf8V3br7+OwVl4hs32gYDaL3sddZPfvT8L35b/ok/BIraFJapCObJU8s5vA52r6zM4VXk+elzD9eMoe+5w+H2yVM1e/9gf2UOL4GxndNnlnN4dff2TjxwtlZ41O+tzOEly8rKHF4CE5bvML94CS+Kxktfbf7Lv3jhl74r/9v/BOTL6lmk3uFc1/dIvWtAby7I9+6SeiWior3kR/7j1Q+9f/wf3mPwsHZV966quZu+7E0nsj0xGs7sp7bQHXlFwbdbdrX8ic3G0AuDONlpO0JlJHtys9Ef+2mWb7ec6gD3UPtWqzP0ANRSJxW8eTBwJVGorQTnRbE/cFVZqg2IS7siiVX7dtOKkqwzdNuOZi7Mk+fhR99/5VN/2vyHP2Y//ErcVBsMQLYaj/zz37/6+z/r/ZefQdIvjdVT3IhrIBn2I+/+P/f+8y+4H/rfkEziFEi9G4R8bx1IvXUg9W4Jx9/0Tqba/v/1L6TxhdolNffET/7HvxbPHX9wsflvIXBH++Pcbi6ew+wgCcNP9kbN7Z0FexOh5+0Nw8bG1g3Z2/BHw32XW43Wgn3z+EGvexBomlVpngVgCwedfUN2FF2/vl0DdvDZgz1TbMlqZV5aB5LgyZ97+6t/6SncbBtccvwfvHt49hVXfvUdTfd5gGI6bo6dr3vX6Ozn737gO5wxqXfTkO+tA6m3DqTe+uy8/lu9B19++Ve+R774N7VLIsOx02fPnj5Zswee47nj7eN1e5Ym+7uXTy6Vj4Jg0Oscv2G737CDwNvaOVGzj0ytKIrW0gxHX5MlSVrOzXCYvSPBsBzTtmt2iJPB8YozOm6E5ivecO5f/nn00q/NCjbLKELcII0nXnf2J/48eunXpgVIvZuFfG8dSL11IPXWxzr3irPv/cPi5d+QUuIpAC+6DQagb585994/iN7wo6mg0JzMzaJvnzn3I38Qf/WPppJO6t0s5HvrQOqtA6m3Plrr2CP//D/Fb3hPLNRP0jiCvPg2GAATxFP/y0/tfO9v+s6Dt+qGjg5MFE99y0/vfO9veaTezUO+tw6k3jqQereEM9/2r3e+7RfcRj3+66jxYtaDa2y97lvcMy+79P5/LGRcSuqR8WFWCEmRy3V7nHNvqXCUFGG2wh6mRSYUWC6fcS8pxMVw/CQpolWVBGnB+Yo7jLLCT4pUWLAXeRGtukPI9WRka7L15W/1T730wvv/sUjq3Tyl710k9V4U9OauA/ne+hx74/eMH3zFCz//9ob3zPVL36ewW5U9Puxe8Xc/u2znec4EYTk1ZpGlwtI+OXDOi4It7nsDwIscYMu71niWManejeCc8zwXlu15DmC58iLLBFFcvsOVlVsnH9U26qv36xN2L/u7zy7bSb0bgXxvHUi9dSD11iceHlz+wHc1nv7D8YNfde7BB2pXA8+9VkzWA+dq9mnsVb2ew+z+eLw6JqvfWx2T1TlYHZN1iL1z9crKmKzzu52z7/1D3JJxcIm+eVLfrMtE3CD65il9s747kLhByPfWgdRbB1JvfdTm9rkf+f1L/+5Hgs981MvrfYWwEMNCWLZnuRitssfFzdmDw+1FAXmFXZAKUbhhe1iIvBD48v2kk8mGWzYOJgiCIAjiplgrJosgCIIgiBcNtcEEQRAEcXegNpggCIIg7g7UBhMEQRDE3YHaYIIgCIK4O1AbTBAEQRB3B2qDCYIgCOLuQG0wQRAEQdwdqA0mCIIgiLvD6rMqP/2v32YZSi1LtaTbzt/7AfPkI/dfeYIgCIK486xug5XLH8sb21YyEHkyM3Kg+9mPuq/6pp1vfO99Vp4gCIIg7jyr22BZ4NrFj563XvqSl768at8ADj79X4F6G3avlycIgiCIO8+18iZpumk5jZqxH2T3a3mCIAiCuJNQTBZBEARB3B2oDSYIgiCIuwO1wQRBEARxd1jdBsdxstJ+GPd6eYIgCIK486yOyeLAIAIvOC94/RKvW+6D8gRBEARx51ndBmuqIim4NB5cufB87ZLrx/dfeYIgCIK48xy6N0kSYDbbpx58qGYv9nr3ZXmCIAiCuMNQTBZBEARB3B2oDSYIgiCIuwO1wQRBEARxd6A2mCAIgiDuDqvbYNcL8uImarnXyxMEQRDEnWd1XLShayMXse91rl6pXfJH4f1XniAIgiDuPKvbYFEU2hoiWXaa7dolNx3ef+UJgiAI4s5zrdyFkqKqur5kDO7X8gRBEARxJ6GYLIIgCIK4O1AbTBAEQRB3B2qDCYIgCOLusLoNjqKbS2xwr5cnCIIgiDvP6pgsxlg/QprE3mhUu5SEK2Ka7vXyBEEQBHHnWd0Gq6oiK/DTNE2T2qU8z+6/8gRBEARx5zl0b5IoQDWt1uZWze5mq6ev7/XyBEEQBHGHoQaJIAiCIO4O1AYTBEEQxN2B2mCCIAiCuDusboOT9OYCl+718gRBEARx51kdk5VlmRuDc55n9casKFYkBbzXyxMEQRDEnefQ3IXMR3c83N+9XLvku9H9V54gCIIg7jyH7k1SRRiN1okzZ2v2bK93X5YnCIIgiDvMtWKy2E3Wda+XJwiCIIg7CcVFEwRBEMTdgdpggiAIgrg7rG6DOec3Vcu9Xp4gCIIg7jyrY7JcL2A3s8P2Xi9PEARBEHee1W2wY5tpgNAd71++VLvku+H9V54gCIIg7jyH7k2yFXi60drartkDPrgvyxMEQRDEHebQNhiAKEmKqtaNsny/licIgiCIOwnFRRMEQRDE3YHaYIIgCIK4O1AbTBAEQRB3h9VtsB/cXPDwvV6eIAiCIO48q2OyFFnuDJBE4WjQr12Kfe/+K08QBEEQd57V42BZlrYM8BtOtXuvlycIgiCIO8+19iaphtlotWvGUXzoMZD3enmCIAiCuJNQTBZBEARB3B2oDSYIgiCIuwO1wQRBEARxd1jdBidJelO13OvlCYIgCOLOszomK8/zUYwiz5M4rl0qshVJAe/18gRBEARx51ndBuu6JvgYem6/s1+7FLrR/VeeIAiCIO48h+5NUkTojebOqTM1e7LXuy/LEwRBEMQdhmKyCIIgCOLuQG0wQRAEQdwdqA0mCIIgiLvD6jaY85s70PFeL08QBEEQd57VMVmuF7Cb2cJzr5cnCIIgiDvP6jbYsc00QDAa7l48X7vkrtrbc6+XJwiCIIg7z6F7k2wFvu0cO3GqZk8PBvdleYIgCIK4w1wrd6EgCKJUL8CEQ8O47vXyBEEQBHEnoQaJIAiCIO4O1AYTBEEQxN2B2mCCIAiCuDusXg/2/FC5mR2293r5a/Ppf/VNpqHXFpJF3W581XebD778ln0MQRAEccQ4JG+SpgxHSIJg0O3ULoWed/+VvzZK59NZlm6qnLO5kYH1nvt/x695+/G//66brZAgCIIgcFgbLIpiW4cvMllR6peEFf/LvV7+2siiaHSf3Dv7+u0Ne2bkgAP0PvF/g9pggiAI4kVxrQZJVXXLadSMSnDoAVT3evlrwAHDbjSb9dpSkY7jIgiCIF4kFJNFEARBEHcHaoMJgiAI4u5AbTBBEARB3B1Wt8F5XtxULfd6+evVRou+BEEQxK1ndRtsvvGfBvoWGFt59f4rf22ab/kZ1znLOedFsfRDiYoJgiCIFwk7LN394P/704M//6De3KzZN17yxeaXvu3+K39tvAuf7vw/vymzulZcVE+//advtjaCIAiCIAiCIAiCIAiCIIgjxv8Pze8FaKSuMbwAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/261.jpg" } ]
<image>What number is shown?
5,651
65,912
null
5,651
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/262.jpg" } ]
<image>How many stars are there? Choices: (A) 4 (B) 5 (C) 2 (D) 1 (E) 3
3
65,913
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/263.jpg" } ]
<image>What number is shown?
1,846
65,914
null
1,846
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<image>How many shapes are there? Choices: (A) 3 (B) 2 (C) 1
1
65,915
null
1
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/265.jpg" } ]
<image>What number is shown?
44
65,916
null
44
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<image>How many shapes are on the frame? Choices: (A) 4 (B) 3 (C) 1 (D) 2 (E) 5
2
65,917
null
2
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/267.jpg" } ]
<image>How many squares are there?
86
65,918
null
86
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", 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<image>How many marbles are there? Estimate. Choices: (A) about 50 (B) about 90
about 50
65,919
null
about 50
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<image>How many dots are there? Choices: (A) 1 (B) 2 (C) 3 (D) 5 (E) 4
5
65,920
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/270.jpg" } ]
<image>How many dots are there?
78
65,921
null
78
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/271.jpg" } ]
<image>How many flowers are there?
90
65,922
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/272.jpg" } ]
<image>How many dots are there?
93
65,923
null
93
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<image>How many squares are there? Choices: (A) 3 (B) 5 (C) 1 (D) 4 (E) 2
2
65,924
null
2
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<image>How many stars are there?
19
65,925
null
19
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/275.jpg" } ]
<image>How many dots are there? Choices: (A) 60 (B) 54 (C) 47
60
65,926
null
60
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/276.jpg" } ]
<image>How many shapes are orange?
6
65,927
null
6
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<image>How many triangles are there? Choices: (A) 2 (B) 5 (C) 3 (D) 1 (E) 4
1
65,928
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/278.jpg" } ]
<image>How many balls are there? Choices: (A) 1 (B) 2 (C) 3 (D) 5 (E) 4
5
65,929
null
5
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/279.jpg" } ]
<image>How many fish are there?
4
65,930
null
4
[ { "bytes": "iVBORw0KGgoAAAANSUhEUgAAAUcAAACICAIAAAD74r7pAAAFgUlEQVR4nO3csU8UaRjH8XdudrnAdVYUFgcNdBY2F6AiUEOix/kn0FyiFf4JUGlivNz/cJpgrQkV5BqTUxtt4Ao0obFzN7AzmSvejTGH57Ez7zvvPL98P5Ux7uTJ8+SbBVl1DgAAdFnmnKuq6uCsSD0JgKZWZ/vOue9SjwEgMKoG1FA1oKZ3+bduXsvbn6Ohlx/Lz79m/vYxf1pfzu94rwb0UDWghqoBNVQNqKFqQA1VA2q+8pOtRo87OcpPX9V4YXn9RjG3FHaYGpg/Levzd0TIqntvn08/u59V5f//0UuqLB9u7BaL6wHnmVT/3Yvp/R1Xa36X5cPNvdHCWuihJmB9/9bn745gX4E3OYlzLqvK6Wf3e2+fh5pnUo2Sds5V5fT+Tv/di6BDTcD6/q3P3ylhqm54Ei/hYZom7aUL2/r+rc/fNQGqDnISL8lhwiTtpQjb+v6tz99BTasOeBKv5cOETNqryun9nd7JUbAHfpP1/Vufv5saVR38JJ4/TH58GPaxl4VP2qvKmSd3Wwjb+v6tz99Z9auOdBIvq8qZp/eiHiZW0l55ETts6/u3Pn+X1aw6Pz6MdxIvKy/iHaZ3chQxaS9m2Nb3b33+jqtTdX58OPP0XtSTeJEO0zs5mnlyN27SXpywre/f+vzdN3HV45OUFzGmuSz4YcZJtzX/OOy//wz1POv7tz6/CZNV3fJJvICHaTtpr7yY+ePXIGFb37/1+a2YoOokJ/GCHCZN0l45ah629f1bn9+Qq1ad8CRew8OkTNprFrb1/Vuf35arVt378CbhSbysvOh9eFPvtfn71ymT9spRfvpXvZda37/1+W3h31cDaqgaUEPVgBqqBtRQNaCGqgE1VA2ooWpADVUDaqgaUEPVgBqqBtRQNaCGqgE1VA2ooWpADVUDaqgaUHPVqs9Xtj9tPa7yqajTfEOVT33aeny+sl3v5ecr24NffnPp5nd5f3Dn9ybzW9+/6fltmeC9upxfHtx6kOQwVT41uPWgnF9u8pBibmlw+2GasPP+4OdHxY8/NXmG9f1bn9+Qyb4CT3KYgCdJE3Y+1Txpz/r+rc9vxcTfV7d8mOAnaTvsfGpw+2GQpD3r+7c+vwl1/rZsfJgsDz7Nv0Q6yTjs+POPk55bCvtU6/u3Pn/31fw78HJ+ebixG/UwVZbHO0kxtzTc3IsbdpykPev7tz5/x9X/yVaxuB7vMFWWDzd2o55ktLAWMeyYSXvW9299/i5r9PPqSIfxJykW18M+9rJYYWd57KQ96/u3Pn9nNf0USvDDtHyS8GFn+XBzr4WkPev7tz5/NwX4bFnAwyQ5Sciws3y4uTdaWAvwqCuzvn/r83dQmE+MBjlMwpOECTtF0p71/Vufv2uCfQ684WGSn6Rp2OmS9qzv3/r8ndIL+KxicX34/Q/56asary2v32jte9H/MlpYq7Ye2Z3f+v6tz98dIat2zhVzS6aXy/xpWZ+/I/iXmIAaqgbUUDWghqoBNVQNqKFqQE3mnKuq6uCsSD0JgKZWZ/uO92pAD1UDaqgaUPOVT4zevBb/P/QK7eXH8vOvmb99zJ/Wl/M73qsBPVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQA1VA2qoGlBD1YAaqgbUUDWghqoBNVQNqKFqQE3mnKuq6uCsSD0JgKZWZ/uO92pAD1UDaqgaAAAAaNM/8oP699s1FLMAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/280.jpg" } ]
<image>How many shapes are on the frame? Choices: (A) 5 (B) 3 (C) 2 (D) 4 (E) 1
1
65,931
null
1
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<image>How many boats are there?
18
65,932
null
18
[ { "bytes": "iVBORw0KGgoAAAANSUhEUgAAANoAAAAaCAIAAABel9U4AAAAw0lEQVR4nO3brw3CQBwFYEq6QzfAggQkhgHYg2HYgwEwSIJEswFTFEET/gQqj5f0+0yTO/F74uVy4lq1bTuCDON/B4Cn+vHZHLan26XY1GUz2693H4syyNCdjiVn/xongwz16+pqMi8w+3g99+zKMOQM7o4EUUeCqCNB1JEg6kgQdSSIOhJEHQmijgRRR4KoI0HUkSDqSBB1JIg6EkQdCaKOBHl7Dd7/NrgMGYacoTsdF8205NSv42SQofKfNTncHQlyB18zXP97XKOcAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/282.jpg" } ]
<image>How many rectangles are there?
5
65,933
null
5
[ { "bytes": 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/283.jpg" } ]
<image>How many rectangles are there?
96
65,934
null
96
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/284.jpg" } ]
<image>How many shapes are there? Choices: (A) 5 (B) 1 (C) 4 (D) 3 (E) 2
2
65,935
null
2
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<image>How many fish are there?
6
65,936
null
6
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/286.jpg" } ]
<image>Move the ruler to measure the length of the line to the nearest centimeter. The line is about (_) centimeters long.
1
65,937
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/287.jpg" } ]
<image>How many flowers are there?
59
65,938
null
59
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/288.jpg" } ]
<image>How many hearts are there? Choices: (A) 2 (B) 3 (C) 5 (D) 4 (E) 1
1
65,939
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/289.jpg" } ]
<image>What fraction of the shapes are circles? Choices: (A) 2/3 (B) 2/10 (C) 2/7 (D) 5/7
2/10
65,940
null
2/10
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<image>How many fish are there?
8
65,941
null
8
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/291.jpg" } ]
<image>How many shapes are there? Choices: (A) 3 (B) 1 (C) 2 (D) 5 (E) 4
5
65,942
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/292.jpg" } ]
<image>How many flowers are there? Choices: (A) 79 (B) 83 (C) 72
72
65,943
null
72
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/293.jpg" } ]
<image>What number is shown?
6,392
65,944
null
6,392
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/294.jpg" } ]
<image>How many birds are there?
13
65,945
null
13
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/295.jpg" } ]
<image>What number is shown?
8,448
65,946
null
8,448
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/296.jpg" } ]
<image>How many dots are there? Choices: (A) 35 (B) 32 (C) 44
44
65,947
null
44
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<image>How many birds are there?
6
65,948
null
6
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<image>How many hearts are on the frame? Choices: (A) 2 (B) 3 (C) 4 (D) 5 (E) 1
1
65,949
null
1
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", 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<image>What fraction of the shape is green? Choices: (A) 9/10 (B) 11/12 (C) 4/10 (D) 9/12
9/10
65,950
null
9/10
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<image>How many squares are there?
71
65,951
null
71
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/301.jpg" } ]
<image>How many shapes are blue?
5
65,952
null
5
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<image>How many ovals are there?
10
65,953
null
10
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<image>How many rectangles are there? Choices: (A) 1 (B) 3 (C) 2
3
65,954
null
3
[ { "bytes": 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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/304.jpg" } ]
<image>How many shapes are there? Choices: (A) 3 (B) 5 (C) 1 (D) 2 (E) 4
2
65,955
null
2
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<image>How many triangles are on the frame? Choices: (A) 5 (B) 4 (C) 1 (D) 3 (E) 2
2
65,956
null
2
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/306.jpg" } ]
<image>How many dots are there? Choices: (A) 90 (B) 77 (C) 85
85
65,957
null
85
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<image>How many helicopters are there?
14
65,958
null
14
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/308.jpg" } ]
<image>How many dots are there?
91
65,959
null
91
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/309.jpg" } ]
<image>The first picture is a bucket. Which picture is ninth? Choices: (A) crab (B) boat (C) bucket
crab
65,960
null
crab
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/310.jpg" } ]
<image>How many shapes are orange?
5
65,961
null
5
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<image>How many stars are on the frame? Choices: (A) 1 (B) 3 (C) 4 (D) 2 (E) 5
2
65,962
null
2
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<image>How many shapes are there? Choices: (A) 1 (B) 3 (C) 4 (D) 2 (E) 5
5
65,963
null
5
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/313.jpg" } ]
<image>The first picture is a bucket. Which picture is seventh? Choices: (A) crab (B) boat (C) bucket
crab
65,964
null
crab
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/314.jpg" } ]
<image>What fraction of the shapes are squares? Choices: (A) 2/9 (B) 4/12 (C) 3/10 (D) 3/7
3/10
65,965
null
3/10
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/315.jpg" } ]
<image>Are there more sleeping bags than pillows? Choices: (A) no (B) yes
no
65,966
null
no
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/316.jpg" } ]
<image>How many stars are there?
67
65,967
null
67
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/317.jpg" } ]
<image>How many shapes are orange?
6
65,968
null
6
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<image>How many stars are there?
4
65,969
null
4
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/319.jpg" } ]
<image>How many triangles are there? Choices: (A) 1 (B) 3 (C) 2
3
65,970
null
3
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<image>How many squares are there? Choices: (A) 3 (B) 5 (C) 4 (D) 1 (E) 2
2
65,971
null
2
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<image>How many shapes are there? Choices: (A) 4 (B) 2 (C) 5 (D) 3 (E) 1
1
65,972
null
1
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/322.jpg" } ]
<image>How many ovals are there?
1
65,973
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/323.jpg" } ]
<image>How many carrots are there? Choices: (A) 3 (B) 7 (C) 8 (D) 4 (E) 5
5
65,974
null
5
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<image>How many shapes are there? Choices: (A) 2 (B) 4 (C) 5 (D) 3 (E) 1
5
65,975
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/325.jpg" } ]
<image>How many marbles are there? Estimate. Choices: (A) about 50 (B) about 90
about 50
65,976
null
about 50
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/326.jpg" } ]
<image>How many boats are there?
25
65,977
null
25
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/327.jpg" } ]
<image>How many flowers are there?
75
65,978
null
75
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/328.jpg" } ]
<image>How many circles are there?
56
65,979
null
56
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<image>How many birds are there?
16
65,980
null
16
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/330.jpg" } ]
<image>How many squares are there? Choices: (A) 97 (B) 100 (C) 94
94
65,981
null
94
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<image>How many shapes are there? Choices: (A) 4 (B) 3 (C) 5 (D) 1 (E) 2
2
65,982
null
2
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/332.jpg" } ]
<image>How many diamonds are there?
19
65,983
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/333.jpg" } ]
<image>Use paper clips to measure the line. The line is about (_) paper clips long.
1
65,984
null
1
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/334.jpg" } ]
<image>How many rectangles are there?
19
65,985
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/335.jpg" } ]
<image>How many stars are there?
69
65,986
null
69
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<image>How many rectangles are there? Choices: (A) 1 (B) 2 (C) 3 (D) 4 (E) 5
5
65,987
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/337.jpg" } ]
<image>How many diamonds are there?
70
65,988
null
70
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<image>How many cubes are there? Choices: (A) 5 (B) 2 (C) 3 (D) 4 (E) 1
1
65,989
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/339.jpg" } ]
<image>How many shapes are there? Choices: (A) 1 (B) 2 (C) 4 (D) 5 (E) 3
3
65,990
null
3
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<image>How many rectangles are there?
4
65,991
null
4
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/341.jpg" } ]
<image>How many flowers are there?
16
65,992
null
16
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ZFm9SFbIZOTqZmJOnwyemKxcSm9v1wpvrWBoGAG1t3cf3vONycU4h6WsYAAhgmCcNlxf5GtXc3KwYNwz6u2R/effVS5dqOZ3S2trZ/sMXjL8V5wKRKpf1NQwAwjQszHk7Y7QJ07IyyFgKVQSiH0u29qN/lZy4wPWsGwuSlUy3tfJblp4ly2XJCrnV7Dt4YHOFZxgwRBi/+ykZqRMiMj1fEPqrZNu++uw/n3/tdnP7GxcMSUxLVgKAs6eBjWfJclmqQn5074c71r9is1xbCsXmctUYwroP4/0gSRPEjJzMkQlxvC8defqlZAd+OLVv778DBSwCkZOpydNd+9uE9Mxj2KmjRzpbWt5/dRPaugEZ5gynl+SLnCLvzc8WfK0Ksel/kp2qrdz+3najmVtwNTNVVTjEd9ZeEM+QYV/v/wiNSwIASZIMw4RpGIQxqyJeKpmfnyPGWhVi088kq+/p2Pj2ax3d3BbxSkqQjxqu9Tu3zK9nyLDjnxw6cfgwKknLypr/+HKGpsM0jDfpCrmoKwmISn+STG+zrHxjXUMTt21N1UrJT0emkIGHa3w8Q4adOnrk20MHUUlaVtaCJ54My7DwvBwWp56dlyXqSgKi0m/q7XC7Vr2zqbySW/63TEqNH51K0yG+psczZFhrfZ1nXDIlM3PBE0+CVBpWGxZGoGF8ctJduvR+83fyR7+p/Jrdb505W8HpFIoixo9OlctYdTHOngZNe2mKXAYAqVnZE++eDgBJqakLHl8elmFhhFsJgDsz025OSeJ3euzQP/r4TZ9+ePzr05wCFgQBPx2ZolGxvU1OSUhNldOO9gpJ8lCCICZMv4eSSEbfdhutVFbpjfwM683D5RWroAkikisJiEo/GLvc9f1X/3pvh9nKbSxo9AitLk3N8uCUhNTMlN5VUklFIvIMABxud7XB5OC1GmMYGUZRWElAVGK9uzx25cLu93dzNaxgSCI/wwDAbelytFcwDBOWYQzwTpRKlErnD8kZMIZBjHeXF5oa3ty+tcfAbV6rT9A1OD6GIdyWLnNzaYMi08n3UZIgeD5RZioV07MzJWFMv45BYrclazF0r3/n1ZZ2but4pWoVfYOugUCGlZdWNNQ2epfbHfYrZScM5V9zGkcHz17ffA0ZEa+ZlasbYIZBzEpmtNv++s6rVdVs5/Ag4jXSGwuSWfZTyLCqsupP9x3+eNeBmore2Rx2h72ioczusPfGNdwcBq+IMObt3JKivTNKa1WITSxK5mKYv773+vkLNZzOUisl40alUhSrb+Qx7MCeQwzDOJ3OU9+dAS/D0GHOngZLxVesPLvaR3KqM4IE+O+sjCiuVSE2sSjZy3vfKSm5yOmWBgVdpRJWmYZJcdrMFF1NRe2hvZ+hkrTM1FkL7vExDOEytIT0rDeJjddNmJQkZ+VmRXetCrGJOcm2HNn/5dETfZOOgsAp6JoUp81OzamvbjjwwSdoB9OUtOS5D84GkuhrGCKEZ2EkscXOSgKiEluS7f/h1IGPD3Gaw8Mp6IoMa6xv+vj9A9cMe2hOEMMQLkOLpeLrvp4xYSyHElMrCYhKDElWrjdWgVzGMcY9arhWm8jqFGQYEECQBEVSAJCUnDT3oTkkRVY0lNnsIVb2dxma+7ZnvINhsbaSgKjESsS/2WLbV10LQDgdtq92v93Rzmr3yaE58cNyE9gc6TEM0drc9s0X306fN42S0GwM80Bp0hRDJxMkFU4W28iEuDtiL89bPGJCMp/d2pwO21e7/tnRYQh+Vk6mZuRQVoPHPoZ5cDidnAxDMOoM1ZCJFN/dRiemJd8Yk3ne4hH97tIJsKui1ns/QFoim7zwEa1WE+Qs9kFXYQ1zuKnvS8q/+egDF/etmdBKAoPNMIiFlizQbm1Ou+X4B++2tHb3fSteI735J2lsQmLx6oS89HyhDLM4JacutJr0egBIzc69ffZ97NszOUXOyNGl+EutG/BEuSULslsbLVVMnL84LTXBp1whp1kGXePVCbnpeY31jT7lTpeLh2EGh+y7Mw3IMABorath356h6fmD0zCIrmQhd2ujJDIfzyQ0eRO7oCsyrPJy1d5/fXT44y885U6Xq7KhnKthHVb5iZOVdut1uQUsPevX0/MFIWqSne3oudQVera+t2ckSYwblapUhA4sIcMqLlce2vspwzCXz185+e1puGqYxcZtmc8mg/zkySt+ZQrpWb5G1a+n5wtCdL48p93aKIns9gWL09MTbyxITogL3eMgw2or6z779+eoRKlWDiscws+wynb6h7OXgwwZBfFsXHLitKyMQe0XAETlxr/Lbt9VXst1vgLjcljKv3SZQszL8BjmGTWSK+TzF92rjtdwNYxhoLSRqK2sZnOwz3MAAVCcmTYiPtgD8uAh0pJZ3e53r1TxS/AP6RkyrKGm8aPdBzyG3fezuZqEOK6GudzED9X21gbfh4YgeDwbSNPzBSGibXmYu7URlEQx7A5K5X+hEWQYQRA/nj6PDJPJZfc+NIeHYQ43dfKykZNhcLXflANzX342NsybiEoW/m5tgTzTKOOQYQAwdfZ/pWWmSaXSeQ/PjU+K52qYxSk58WN7dzu3+ZIIpVw+Ny9rIE3PF4TIdZcC7tbm029qlHF5Gfmk1xOc3Wbv6erRpmrL68s4GWawy06eq/MJVbDkxvE3v/TYY5LB/SDplwhJJvhubR7P+hqGcLvdlY0VJkuIhWS96bDKz5yp4DFeBAD/ffeM38+dM3jGvDkRCckudeuPNbYIvlsb43LQDaez4+MFMazJIP/h3BUes1spmn5o4YOL7pjM9cTBg+iS1ZssH9c0iLHopFpCZylkzrYyt/06mXgYVtkhKbtYzqMOUrni98t+VTyykMe5gwdxbyB67PYDdaIZplJ2t3d8sPOg1X7tAlwNYxi41EDwM0wVH//SM7/HhoVExJYsnJBYcHoNa23duWGdxWSKT0qc+8AMtYLkahiPYJiH1Mysvy1fnpU4YFOMBESsUVs3wM4wQmJBQIb1tLchwwDA5XRJtEPA0VpZdY69YXY3deaynl+oIn9E4SuPP66RDdJZFVwRS7IPquqs4YXE/KKkKWTY7o0bkGHquLiFT/5Go02u6ZFYgO1i2N4zw7gydvwtf31sCY1DFawR6zfVbeS2vAAblDSVo1YZujp3b9xg1OsBQKFSLXzyN/HJKbVGk4UhlMOLSEVCyM/xmRnGAYKYcc+sl3++FBvGCbF+WRkKqdUUYpI+J5BhTrvdY5hSpbr/yd/GJ6fUm8xmpwsACFoW0rMOi5+ZYWygaPrXjy59avYsvt9g8CKWZFNyshwWs1CeIcNIgpDKZOOKigFAoVIuWP5kYlpavclsdFwLnwb3rMkoP3nK/8yw4EjlihVP/GbeLTfz/QaDGrHuyTRSaaJa3WU0AoBcFdaMF49h6MfxRcUyhSJVp0tKz/AxDIE8M5cddVu6vcsr2yVll3y3o2eDOj5+9ZNP3aDL5FV9jJghjJLm5qNlFQAgUSh5e+ZjmAc3w/g1zAPjtHk84zQzzIc0Xdbfn3gyMzGBx7kYhIg3sDelpaEBH979Jm/DwKvfdLmJs1UOfoYNGVH45rPPYcPCRETJCILISepNvuXhmZzib1hvBWiZcnhxebuMX7h1/C23vf6736mkeN5OuIj7KD4lN8fz2mExW41sPZNTVK5a1d7YUHrqpHc5e8MALQ1MS28smhafnMq+zgAABDF7xuyXlizBgQpBEDdPK1WpUMrlZmtv/pnDagYAuTrE/RkyrKetdc+rm2wWi0yhyL9hFAAwXA0DAACpXD7lvge++WhPRxOr9oyi6V8vXjLn5pvYHIxhg+j/qzekpXj/6LCGaM+QYd2tLTvXv2Ixmd1uZv+2t+1WK8MwDSYLS8Pg+sWnpXL55LkLtRmhHw+lcsXzy3+LDRMW0SWbqNP5rK8UxDNkmL6jbdfG9RazGQAoirr3F8skMlmDyaJ3sNwZjoE+i0/TUmlIz+KTtK/8/tlJBSPYXQXDFtElk1FUaly8T6FfzzyGecYlaYlk/q8f1w0dxtKwq1r5n1oU3LM0XfYbf/xTIQ6GiYDwkp0+fXrq1KmdnZ2eklv9/eV8PEOGGbuvjUtKZbIFjz/B3jBgsfh0IM+GFYzc+txzyWq2+0tgOCGwZKWlpVOnTv3888+9PSvQJkpoP2sLeDxDhlEkQQCB8mOlcvmCx5dn5OVzaMPYLT6NPEvNzvWUTJ5c9I/f/lYhGfjLakYLISP+paWlxcXFzc3N6Mdx48YdPnw4KSkJAPaXV15qavJ7llqlLkzPoK7ukGAyGD5+a8ud8xek6LLYtmHctzFyOZ3ffPRBa33tA/ctWHrXXdxOxnBEMMl8DEN4PDPY7a+fKOl7loymhyYlyeUyiey6bFj0LMnOMAYIksfKmiRArt0ybcxPuJ6I4Yow3aVfw8Dr/kwjlarlvtuzI8MkFOlyOJy2axsoMQBse0m+WzTISHJOXhY2LDII0JJVV1dPmDChr2Eefjpu3PJNm9uvnyjrMcxTQkkkEpmCAWgyWbrtAVc7Dx+NhJ6Vq4vDN2GRQgDJioqKjh07FvyYzOEjfrFuvTKud/M2ZJjLZpUrr2veKIm0zcmwMozv2tOpCtmMHJ0MT22NIAL8rrdt25aXlxf8mMayK1t+95RZr4erhjmtlg/ffOOznTvR4igAAAxUt7U1d4XK7ED/ErwMy1Ur5+ZmYcMijDA3/tXV1cXFxdXV1cEP040oWL5p8+jcXLvZtPfNN1Cm0PAbx0x78EFgoK6np9NigRDzz/hviDtWm3hbqpbfuZhwEOZ/Oi8v78iRIyHbM1NrS8Phz4ztbR+8/hoyjKSoUbfc7G0YBJ4XxISxafyUjFRsWLQQMk4WvD3TaDRz5syRSCQNTU1SpZIgSZIkZyxanDuiwNswDxKFQq66tgEvAwxBEDx6SZogpmVnZKt8n20xEUPg6deBPNNoNDNnzpTL5dXV1Q6Hg5ZINFrtjEWL80eOrOv2YxjC4xnvPlJBUTNzdVq8YFhUEfgW2G+/iQzTaDQ9PT0OhwMAnA5HWkqKLi+vUW8IZBgAOCwWq1HPe9P4RKl0/pBsbFjUESWRxLs98xiG3mpqauru7tbpdHFxcRVNTZOX/coT1wgEvzyUdIV8Rs4A3M+7PyJWthLyrKOjw9swhMlkUqlUx48f//HHH3UFBT9fu05wz4bFqe/UpeNARYwgYkpcbW3t2rVrrVY/e38gw9DrrILCpWtfUcbFkRR1LWbWB6lCKWPn2U0pSTcls9o9DhMZxF0Er6OjY+3atR0dHd6F3oYhsgoKX35vx/3jxl5o6zzZ2Nhm0PutUsj2jAS4U5c+LA5PC4stRF9p0cezvoYhvOcFORjmRH3j+ZZWg8V3TeEgnklJcnp25oDfz7s/IpZkBoNh48aNS5YsycjI8HgWyDCEt2cIvc32VV1DeXu73WtGhl/P1DQ9K1c3GPbz7o+IIpnZbP7LX/5SX1+fkJDw5z//WavVdnR0LFq06ODBg8FP7OsZoqqn53hdQ2N3D8O4oY9nyXLZjJxMxeDYz7s/IrxkZrN5zZo1VVVV6MclS5bceeedwHp8M5BnAOBmmDPNrWeamruMBolShTzLVimnZWfQYqxLixEIgSWzWq0rV670mLR48eKpU6d63g3fs96rOJ1f1zV02h0Z8fGT01MCHYaJEYSUzGazrV69uqKiAv3oacO8qa6uLioqqqmpCf5Rixcv3rZtmyC1wkQdISVbtWrVpUuX0OvHHnusuLjY72Eh27OQLRmmfyFkVHzOnDlSqRQAli1bFsgwCDUvqLCwEBs2wBD4nqysrKytrW3ixIkhj/TbnhUWFh45ciQ9PV2o+mBigSjs3OvBxzNs2EAlmoPI3v0mNmwAE82WDFFdXf3oo4/u2LEDGzZQ4S/ZxYsXb7jhBqHrgxmA8OkuXS7X+vXrV69eHTLdEoMBfpKtW7fu5MmTALBly5ba2lqhq4QZaHBbM9bhcKxdu/b8+fPox4ULF+bk5AQ/BYPhIJndbv/73//uienPmzdv9uzZ4tQKM6BgK5ndbl+zZk1ZWRn6cdasWfPmzROtVpgBBdt7MoZhnFf3vbr77rvvv/9+0aqEGWhwCGGYzeYXXnhh5MiRjz76qMi1wgwouMXJUDabmPXBDECiH/HHDHhwAixGdAJK5jcpF4PhgR/JXC7Xhg0bXn75ZSf3bZQxmL74SuZ2uzdv3lxSUlJaWrpu3TpX4HUDMBiWXCcZwzCvv/56SUnvgvsSvD40RgiuRfwZhtm6deu3336LfpwwYcIvf/lLCmfMYsLmmmRbt271TN2ZNGnSsmXL+C09h8H40CvZyZMnPYYVFRUtXbo0elXCDDR678luuukmNOBdXFyMDcMIy3UR/wsXLowaNSqq9cFgMBgMJgb5f7KaVDg5Y9QUAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/342.jpg" } ]
<image>Is the dotted line a line of symmetry? Choices: (A) yes (B) no
yes
65,993
null
yes
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/343.jpg" } ]
<image>How many flowers are there? Choices: (A) 99 (B) 98 (C) 100
98
65,994
null
98
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<image>How many dots are there?
19
65,995
null
19
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/345.jpg" } ]
<image>The first picture is a fish. Which picture is tenth? Choices: (A) sub (B) fish (C) turtle
fish
65,996
null
fish
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/346.jpg" } ]
<image>How many flowers are there?
85
65,997
null
85