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# data[].attributes.body
assignment setting
- choose file format

# data[].attributes.attachment_link.title
Animaker, Make Animated Videos on Cloud for free

# data[].attributes.attachment_link.description
Animaker is an online do-it-yourself (#DIY) animation video maker that brings studio quality presentations within everyone's reach. Animated Videos, Done Right!

# data[].attributes.attachment_link.readable_text
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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 51 1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 52 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 53 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 54 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 55 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 56 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 57 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 58 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 59 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 6 1.0000000 0.0000000 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 60 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 61 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 62 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 63 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 64 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 65 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 66 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xgZWXMXv5/daX7qO3nJ73dc+oXXwdfH1a6EXrk/gY71f8D+JoOqmAfZS68hyNkvnoL5uuRrmYNvSHKmvW3oZOVatyB4jaymqvgXoRa03z1ks9a6+brka5mDb0hypr1t6GTlWrcgeI2ulVF0LEE2tM0sEVTdNFFXbAoywtPbU1y3ACEtrT33d0svIsWpF9hhZa1ZXOEeg1tL1ob5uASIsrS31dUsvI8eqFdljZK2cqm2JpsawADNYWpvq6xZghKW1p75u6WXkWC0i+4ysBWA+S9e4+roFiLC0ttTXLb2MHKtWZI+RtVKqrgUYbvnTV2+vx7Nt8xobWPHpfjaurmxGfcvPdbW4adQy+Lr4/Xwsfmosn8IKfKa3i/07UVTtPMAeag1ZzmStf/U9y9UwB+vW5kd9z9LLyLFqRfcXXS+X1/cA0dQ685zFWu/qe5arYQ7Wrc2P+p6ll5Fj1YruL7qey+t6gEg915iqnSeCqmsBeltbd+p7FqC3tXWnvmfpZeRYtaL7i643m/z8PvEcgRpr14b6ngVotbau1PcsvYwcq1Z0f9H1XF7XE02NYQGOtrYu1fcsQG9r6059z9LLyLFaRPcYXQ/AHPJrO72+1fcsQKu1daW+Z+ll5Fi1ovuLrmfymh5guOddrsWQTXRsYG3z9Xy+Hr/ur9vtJjcY/vn6/fF6PL4On8c/vd7vfzZz3tQnkf75+vf3v/t9Pr8O7TXK5vrOk6z3mTawmp73AQDzeb/YY6n6aYBSav14zmSt9/x7aa7k6ue/ZWl+1Nc9vYwcq1Z0f9H1cnl9DxBNrTPLmaz1nn8vzZVc/fy3LM2P+rqnl5Fj1YruL7peKq/tAaL0Xl+qfpoIqq4F6G1tzeXfSwP0tLTm1Nc9vYwcq1Z0f9H1ZpOf3yeeI1Bj7brIv5cGaLG0ptTXPb2MHKtWdH/R9Vxe1xNNjWEBjra2JvPvpQF6Wlpz6uueXkaO1SK6x+h6AOawdm3n30sDtFhaU+rrnl5GjlUrur/oeiav6QGGWvvkxduv9k2GZ97Aurihz3J/2j+LLG9U1J9w+/vr6/W0TavymPXYBtFn46fm7rH/00f/jW2+HdlvtPINrLfXPbueZtvAuvxJzHwKK4D93m4kWYBSav1YzmSrf/V9z5Vc/fzXrM2N+p6nl5Fj1YruL7peLq/vASKpNWY5k63+1fc9V3L181+zNjfqe55eRo5VK7q/6HqpvLYHOAu1ftNEUHUtQE9ba0593wP0srbe1Pc8vYwcq1Z0f9H1ZpOf3yeeI7DX1nWhvu8Baq2tJ/U9Ty8jx6oV3V90PZfX9URTY1iAI22tSfV9D9DL2npT3/P0MnKsFtE9RtcDcLz8us6vbfV9D1BrbT2p73l6GTlWrej+ouuZvKYHGGp5k6beXLkXG1j3bWD9etRtXM1jG0N7zuvPxlU9dk3OupG1aAPrwqbi6Tawrp3LjvUOAOb9RvJvgFJq/VjOZKv3/PtpruTq579ka17U9z29jByrVmSPkbXWqHEsQBS1vixnstV7/v00V3L181+yNS/q+55eRo5VK7LHyFpL1BgW4AzU2k0TQdW1AD1trbf8+2mAHrbWmvq+p5eRY9WK7DGy1qyucI7AXlvXRP79NECNrbWkvu/pZeRYtSJ7jKyVU7Ut0dQYFuBIW+sx/34aoIettaa+7+ll5FgtIvuMrAVgHlvXdf79NECNrbWkvu/pZeRYtSJ7jKyVUnUtwDCrG9aCNtCxgbVsA+ufT12913+SqU7MJuTcV+Wnw27n9ro/2j/1d6T19b1+PrNtYDW9N7QDuI7sJvIWoIRaO56zKOldvcZzJVc//yVb86K+7+ll5FgtonqMqrMlH8cDRFBry3MWJb2r13iu5Ornv2RrXtT3Pb2MHKtFVI9RddbkY3iAM1BrN00EVdcC9FKy3tRrPEAPW2tNfd/Ty8ixWkT1GFVnZvk5fup5AqVKrgn1Gg9QY2stqe97ehk5VouoHqPqKHltTzQ1hgU4Ssl6VK/xAD1srTX1fU8vI8dqFdVnVB0A88iva3Vtq9d4gBpba0l939PLyLFaRPUYVSeX1/UAw/x+3NUa/JPbr5iNhGxg3d7AaptXH4GfZvpv4jYe/myyVWPE5naiT/vU6/v2uv96bq7rGTewjrgnALiGt5tIFqCEWjuWsyjtXb3OcyVXP3+lZE7Uazy9jByrRVSPUXW25OOkAVqpdWU5i9Le1es8V3L181dK5kS9xtPLyLFaRPUYVWdNPoYHOAO1dtNEUHUtQA+la029zgNEK1ln6jWeXkaO1SKqx6g6M8vP8VPPEyhRej2o13mAvUrWkXqNp5eRY7WI6jGqjpLX9kRTY1iAI5SuRfU6DxCtZJ2p13h6GTlWq6g+o+oAmEN+TS9d1+p1HmCvknWkXuPpZeRYLaJ6jKqTy+t6gCHWN01GbnpkA+vWBtbum0ID5rjvJtv3nGUTa76+re/SuZ5yA+va9TrxtQpgPu83kX8zM9Vvmh56jtNSu+XYVmpsz1mU9q5e57mSq59/rnQ+1Os8vYwcq0VEnxE1SqmxPLOZrb+8nxl6yqkePSOocS1nUdq7ep3nSq5+/rnS+VCv8/QycqwWEX1G1CilxrIAs1PrNk0EVdcyC9WbZ4Se40bWS/uLqtlD3udSr+p1nhnN1mPezww95VSPnpFKx1ev8/QycqwWEX1G1DiDq5xnpNnmK+9nhp5yqkfPTEr7U6/zHE315Bmh57iR9dL+omrWyPtY6kW9ztPLyLFaRPQZUWONqm+JpsawzGy2XvN+Zugpp3r0zKS0P/U6z4xm6zHvZ4aecqpHz0il46vXeXoZOVariF4jauD81DrwjNBz3Mh6aX9RNXvI+1zqVb3OczTVk2eEnuNG1kv7i6pZI+9jqRf1Ok8vI8dqEdFnRI0lqrYFGOL38/G66TUYulGNDazrG1jv95VNjIFp+fTM0ZtXPWf4xM+f9V32iau5OTewjtnYDuDzZTeQfzIL1VtLtqhj1rKHOn4ta9Trl9KTGs9zBnv6Vq/1XMnVzz9XOh/qdZ5eRo7VQvVpKaWOtfSkxrMcSfWzJz2ocbYykhq/JlFUbc8Z7OlbvdZzJVc//1zpfKjXeXoZOVYL1aellDrW0osaywLMTq1bTxRV23IE1UdN9lDHr6WVqplmD3W8yiz29KZe6zma6mlPelDjbGUkNX5NeigdR73O08vIsVqoPi2l1LGWT3SV86yl5mdPelDjbGUkNX5NRtvTg3qtZyQ1fk32UMevpZWqmWYPdbzKSKXjq9d5ehk5VgvVp6WUOtYSSdW3RFNjWGahetuTHtQ4WxlJjV+T0fb0oF7rOZrqaU96UONsZSQ1fk16KB1Hvc7Ty8ixWqleLaXUsRZ8NvUzr8ke6vi1tFI10+yhjleZxZ7e1Gs9I6nxa7KHOn4trVTNNHuo41VGKh1fvc7Ty8ixWqg+LaXUsZYoqrYFGOL3467W308CP/2SDawbGxVX87Mx8vn8epujr+fz9bjfljchv+X+elbO867+b/fX4/F8fX33/P3f/2Ffez4er/utvN798bkbJmfcwGrW+jrDpmIAx3u7eWSZgeqrNVvUMWvZQx2/liXqtSXpQY1jOYs9vavXeq7k6uef2jMX6rWeXkaO1Ur1atmijrH0psb0jKTGr00UVbsmPanxItJK1bScxZ7e1Ws9V3L180/tmQv1Wk8vI8dqpXq1bFHHWHpS43mAWan1miaKqm0ZSY0fkRLquLXUUrWWUkIdt5YZ7OlLvdZzBNVHbaKo2jXpSY0XkSh7aqvXenoZOVYr1atlizrG8qmudK6l1JzUJoqqXZOe1HgRGWXP2Oq1nhHUuBEpoY5bSy1Vaykl1HFrGWHPuOq1nl5GjtVK9WrZoo6xRFNjWKKpMSxHUv3UJoqqXZOe1HgRGWXP2Oq1niOoPmoTRdWuSU9qvIhE2VNbvdbTy8ixIqh+LVvUMRZ8LvXzjkgJddxaaqlaSymhjlvLDPb0pV7rGUGNG5ES6ri11FK1llJCHbeWEfaMq17r6WXkWK1Ur5Yt6hhLJFXfAgyxtjkzctMgG1h3bgD9k9vr8SjbKGifmPks/BTXmp/r6kbnJLf74/Xc8emc5X3Xb7yd3awbWFd/5hNfrwDm8X7z+JujqZ7yOPW9tZRSx6rUUHVUcuo1exJNjeE5g719q9d7ruTq5+/UPFiWqNd6ehk5VgTVbxqnvpdmBDWuZwQ1ropRX1eJoOqqGPX1PD2ocfI49b21tFD1PGewt2/1es+VXP38nZoHyxL1Wk8vI8eKoPpN49T30vSmxvQAs1Lr1RNJ1beMosbO49T31rKXqpFnL1VjK2vU60tzpL39qNd7RlLjqxj1dZUIqq6KUV/P04MaJ49T31tLBFXXskS91tPLyLEiqH7TOPW9NJ/saue7Rs2FilFfV4mg6qoY9fU8Pahx8jj1vbWMsHdc9XpPb2rMPE59by17qRp59lI1trJGvb40PanxLEvUaz29jBwrguo3jVPfS9ODGscSTY1hOYLqQ8Wor6tEUHVVjPp6nh7UOHmc+t5aRtg7rnq9ZyQ1vopRX1eJoOqqGPX1PD2ocfI49b21RFB1LUvUaz29jBwriuo5jVPfS4PPpX7eeZz63lr2UjXy7KVqbGWNen1pjrS3H/V6T29qzDxOfW8te6kaefZSNbayRr2+ND2p8SxL1Gs9vYwcK4LqN41T30sTTY1hAbpb31R6ez12bETcwgbWnRtYK+fjq2Sj6c5P1rVNpo+bqPNPyjfbKr+fj+1PkQ38ROCZTLuBdeD9AcDnyW4abzmS6sdTQh2XZg91fJ5aqlaelPp+TSKp+p4z2Ntz/vo0V3L183d750G93tPLyLGiqJ73ZCQ1vqU3NaZnjXp9mlaqpmeLOsYTSdX3bFHH5Gmh6nnOYG/P+evTXMnVz9/tnQf1ek8vI8eKonrek1HU2BZgRmqtpomk6ltGUON6tqhj8tRQddLsoY4vyRL12j050t5e8tenGUWN7VmjXp+mlarp2aKO8URS9T1b1DF5Iuytq17v6WXkWFFUz3vy6a54zoqaB88a9fo0rVRNzxZ1jCeSqu/Zoo7JM8LeMfPXp+lJjefZoo7JU0PVSbOHOr4kS9Rr96SnveOp13t6GTlWFNXznvSixrJEU2NYRlM9eNao16dppWp6tqhjPJFUfc8WdUyeEfaOmb8+zShqbM8a9fo0rVRNzxZ1jCeSqu/Zoo7JE2FvXfV6Ty8jx4qk+t4TfC718/ZsUcfkqaHqpNlDHV+SJeq1e3Kkvb3kr0/TkxrPs0Udk6eGqpNmD3V8SZao1+5JT3vHU6/39DJyrCiq5z3pQY1jAbpb3zQY+4mXbGDdsYG1caPmar+WnXO9/emr32slYDPj7+fGGvnQTZPzbmBd37gc+QnNAD7P200jyZFUP5a9VA3PXqpGmhaqnie19X2nXqcSRdX2zK6mZ3WM50qufv6mZg7UMZ5eRo4VSfVdktFUD5ae1HieEuo4SwtVL00pdawngqpr2UvVsLRSNS1nUNO3OsZzJVc/f1MzB+oYTy8jx4qk+i7JSGp8z6xUr2cM9lPz6ImmxrD0psa07KVqWGqpWmlKlRyrXuPJ1b4mzxFq+lDHeEZQ43pKqOMsLVS9NKXUsZ4Iqq5lL1XDEqGmrjrG08vIsSKpvktyBVc975SaA08JdZylhaqXppQ61hNB1bXspWpYRqgZVx3j6UWNZdlL1bDUUrXSlCo5Vr3Gk6t9TZ4easZRx3h6GTlWJNV3SXpS41miqTEsI6nxPSXUcZYWql6aUupYTwRV17KXqmEZoWZcdYxnBDWup4Q6ztJC1UtTSh3riaDqWvZSNSwRauqqYzy9jBwrmuq9JPhc6udt2UvVsNRStdKUKjlWvcaTq31NniPU9KGO8fSixrLspWpYaqlaaUqVHKte48nVviZPDzXjqGM8vYwcK5LquyS9qLEsQHerG+eCP+2SDayFG1gD5mFzrndsTt7+9NXgT+rd+iTWD/wU1lk3sJqotQ/gWt5vGP/mSKofSw1Vx7KXqpGmharncUtfX5MfkyeKqu2ZWW2/6jjPlXD+OlvUMZ5eRo4VTfW+lKOoXiy9qLEse0XUcKqWp4aq42mh6llqqDqWFqqeZ3a1PavjPFfC+etsUcd4ehk5VjTV+1KOoPrwzEr1esZgHzWHaaKpMSw9qfEsNVQdSy1Vy1Oq9Fj1Ok9q7Xu5/LV5RqvtQR3n6U2NadkrooZTtTw1VB1PC1XPUkPVsbRSNS1b1DGeXkaOFU31vpQr4fx19oqo4VQtTw1Vx9NC1bPUUHUsvdWOqY7z9KDGsdRQdSy1VC1PqdJj1es8qbXv5fLX5ommxrBsUcd4ehk5VjTV+1JGUONaoqkxLKOosS17RdRwqpanhqrjaaHqWWqoOpbeasdUx3l6U2Na9oqo4VQtTw1Vx9NC1bPUUHUsrVRNyxZ1jKeXkWP1oPpfCj6b+plbaqg6llqqlqdU6bHqdZ7U2vdy+WvzjFbbgzrO04Max1JD1bHUUrU8pUqPVa/zpNa+l8tfmyeaGsOyRR3j6WXkWNFU70vpTY1pAbpb25x2+/Vl/wzDBtayDaxRn2q5/ims5ZtOtz59NXqdmPV5iv1k4BnMvIF15t4AzOv9hvE3R1L9WGqpWpYaqo6nlaqpsoc6Pk0UVdszs9p+1XGeK+H8685fHefppXQs9TrPLGbvKU80NYalRs86nlqqlqeFqmepFVnLqHqe2dX2rI7zXAnnX3f+6jhPL6Vjqdd5ZjF7T2lmpXo9Y7CPmkNPD2ocS09qPEut3rX29pces3Zc/jpPau17Sv76PKPV9qCO8/SkxrPU6FnHU0vV8rRQ9Sy1Imu52prqOE8vpWOp13lmMWNPR0jn4Wrzoc7dUqNnHU8tVcvTQtWz1IqsVap2THWcpwc1jqVW71qeUqXH5a/zpNa+p+SvzxOtdgx1nKeX0rHU6zyzOLqndPw00dQYlhHUuJYaPet4aqlanhaqnqVWZK1StWOq4zw9qfEsNXrW8dRStTwtVD1LrcharramOs7TS+lY6nWemczaF/pLf/ZpavWu5SlVelz+Ok9q7XtK/vo8o9X2oI7z9KDGsdTqXctTqvS4/HWe1Nr3lPz1eaLVjqGO8/RSOpZ6nWcWR/aUjp0G6GrrkzWjNlI6NrCWbGCN25y5Plb5Btb1jbB9NpNufQpr9No82sybRNc3MH/eZmIA7bIbxT85murJ0iKqnqrjaaVq5qmh6qSJoOp6ZtXSqzrWcyVXPv+Wc1fHenpZGkt9fU/wQ82NJ5Kq76nRs46nhapnaaHqWWpF1jKqnmdmLf2qYz1XcuXzbzl3daynl6Wx1Nf3BD/U3FhmpXo9Y1BOzZ+nFzWWpSc1nqVW71qePUqOSWuncUtf35Ifl2aklvHVsZ5e1FieGj3reFqoepYWqp6lVmQt01JPHevpZWks9fU9wXGu+vNQ5+2p0bOOp4WqZ2mh6llqRdYq0TKeOtbTgxrHUqt3Lc8eJcektdO4pa9vyY9LE6mlvjrW08vSWOrre3JFah4s0dQYlt7UmJ4aPet4Wqh6lhaqnqVWZK0SLeOpYz29qLE8NXrW8bRQ9SwtVD1LrchapqWeOtbTy9JY6ut7Aoym1qGlVu9anj1Kjklrp3FLX9+SH5dmpJbx1bGeHtQ4llq9a3n2KDkmrZ3GLX19S35cmkgt9dWxnl6WxlJf35OrUXNgAbpa31BavsGxFBtYCzaw7qi1ZeuTU0s2gW79zHp8+qqLmvMzmHoD6+pm4vj7BIBzy24S/2QGqi9Lq4h6eY00rVTNPDVUnTQRVF3LzFr6Vcd6ruSq56/O21JKHevpRY0VmatTc+KJomp7akXUyWukaaVqemqoOpZWkfXyWmlm1tKvOtZzJVc9f3XellLqWE8vaqzIXJ2aE8usVK9nDMqoufP0pMaz9KLGsrSKqpfXSRNNjWFx6msl0uPyjNQyvjrW04Max1Mrok5eI00rVdNTQ9WxtIqql9fxlFLHenpRY0UG413x56DO2VMrok5eI00rVdNTQ9WxtIqutyYfa8946lhPNDWGpVVUvbxOmmhqDItTXyuRHpcniqptKaWO9fSixorMlajzt0RTY1h6UuN5akXUyWukaaVqemqoOpZW0fXW5GPtGU8d6+lBjeOpFVEnr5GmlarpqaHqWFpF1cvreEqpYz29qLEiA4yg1p6lVVS9vE6aaGoMi1NfK5Eel2eklvHVsZ5oagxLq6h6eZ000dQYFqe+ViI9Lk8UVdtSSh3r6UWNFZmrUOduAboavTGNDazbG1gjP1k04lNMj9y8OPOmzmhTb2DduG4/7dNwAbR5u0kkOZrqyTMD1ZenlaqZpoWq52mlanpm1dqrOj7NVVz13FvPWx3v6UWNFZ0rU/PhiaJqW46merJEUHU9NVQdT4uoOiatlWdWrb2q49NcxVXPvfW81fGeXtRY0bkyNR8e4GhqXXp6UuNZelFjeVr0qJOmBzWOxeT/fY/02DyjtI6tjk8TTY1hOZrqyRJB1fXUUHU8LXrUqamnjvf0osaKDsa64s9AnbPlaKonSwRV11ND1fG0iKqzJR2nZjx1fJpIqr6nRY86aXpQ41hM/t/3SI/NE6W1tjre04saKzpXoc7dEk2NYelJjWc5murJEkHV9dRQdTwtoupsScepGU8dnyaaGsNyNNWTJYKq66mh6nha9KhTU08d7+lFjRUdoDe17jwtetRJ04Max2Ly/75HemyeUVrHVseniaTqe1r0qJOmBzWOxeT/fY/02DxRWmur4z29qLGicwXqvC1AV+uf0Hl/PYM3zbGBdWsDa+yG0JANrIPXSOrIsUebewPr1+txE339l56fwgvgXN5uEElmoPpKczTVk6eVqulppWp6WqmanhlF9KlqpLmKK567OmfLHup4T09qPBWnvreVq1Jz4Ymg6nqOpPrxRFB1PTVUHc8sVG+eGUX0qWqkuYornrs6Z8se6nhPT2o8Fae+t5WrUnPhAY6k1qSnNzWmpRc1ludoqidPD2qcPDVUHc8IEeOqGmkiqfqeI6l+PBFUXU8NVcdzNNWTZQ91vKcnNZ6KU9/bCsa52vyr8/UcSfXjiaDqemqoOp7ZRfSsaqSJpOp7jqZ68vSgxslTQ9XxRFB1LXuo4z09qfFUnPreVq5AnbclmhrD0osay3Mk1Y8ngqrrqaHqeGYX0bOqkSaSqu85kurHE0HV9dRQdTxHUz1Z9lDHe3pS46k49b2tAD2pNec5murJ04MaJ08NVcczQsS4qkaaSKq+52iqJ08Papw8NVQdTwRV17KHOt7TkxpPxanvbeXTqXO2AF2N3jTHBtatDayxmzIjPjnzyI2VR37662hsYAVwdm83hyQzUf15jqZ68rRSNT2tVE1PK1XTM6OoPlUdz1Vc7dzV+Vr2UjU8I9SOk/e6lCtS8+CJoOpajqZ68kRQdT01VB3PLFRvlllF9arqeK7iaueuzteyl6rhGaF2nLzXpVyRmgcPcBS1Hj0jqHEtvaixPEdTPXl6UOPkqaHqeEaIGlfV8URS9S1HUz15Iqi6nhqqjudIqh/LXqqGZ4TacfJel4Ixrjb36nwtR1M9eSKoup4aqo5ndlE9qzqeSKq+52iqJ08Papw8NVQdTytV07KXquEZoXacvNelfDp1zpZoagxLL2osy9FUT54Iqq6nhqrjmV1Uz6qOJ5Kqbzma6skTQdX11FB1PEdS/Vj2UjU8I9SOk/e6FKAXtd48R1M9eXpQ4+Spoep4RogaV9XxRFL1PUdTPXl6UOPkqaHqeFqpmpa9VA3PCLXj5L0u5ZOp87UAXbGBtdxVN7CunvfBKen/LGbewGqi1j+Az/R+Y/ib2age0xxJ9eNppWp6Wqmanlaqpmc2kT2qWp6ZqP7OmBlE9aXqeM5A9Z3natQceFqpmp4jqX48UVRtTy1Vy3M01ZNnRpF9qlqemaj+zpgZRPWl6njOQPWd52rUHHiAI6i16BlFjW3pSY3nOZLqx9ODGidNLVXLMkLkuKqWJ4qq7TmS6scTRdX21FK1PEeJ6kXV8ZyB6jsPfqi5OWOOpnryHEn144miantqqVqeWUX2qmp5oqkxPEdS/Xh6UOOkqaVqWSJE1VV1PGeg+s7zydT5WqKpMSw9qHE8R1L9eKKo2p5aqpZnVpG9qlqeKKq250iqH08UVdtTS9XyHCWqF1XHcwaq7zz4oebmjJmJ6s9zJNWPpwc1TppaqpZlhMhxVS1PNDWG50iqH08Papw0tVQtS4SouqqO5wxU33k+lTpXC9DV6E1pbGAdu1GxdQPr1idvHp1P+uTPU29gnfi6BdDf+03hb2ak+sxzFNWLp5Wq6WmlanpaqZqe2UT2qGp5ZqL6O2OOpnqy1FB1PGtKXzdC2stSrkSdv6eVqmk5murJE0XV9tRStdIcSfXjmVFkn6qWZyaqvzPmaKonSw1Vx7Om9HUjpL0s5UrU+XuA0dQ69Iykxrf0pMZLcxTViyeaGiNNLVXLM0LkuKqWJ4qqbTma6skTRdX21FK10oymerDUUHU8a0pfN0Lay1Kg5+WMOZrqyXI01ZMniqrtqaVqpZlRZJ+qlieaGiPNUVQvnmhqjDS1VC1PK1XTUkPV8awpfd0IaS9L+VTqXC3R1BiWHtQ4lqOpnjxRVG1PLVUrzYwi+1S1PFFUbcvRVE+eKKq2p5aqlWY01YOlhqrjWVP6uhHSXpYCPS9nzExUf2mOonrxRFNjpKmlanlGiBxX1fJEU2OkOYrqxRNNjZGmlqrlaaVqWmqoOp41pa8bIe1lKZ9InacF6IoNrOWuuYF14+d1cNjAOs7s/QE4xvsN4W9mpXpdymiqB08rVdPTStX0tFI1PTOJ7k/V88xE9XfGHEn1Y6mlannWlL5ulLSfpVyJOn9PLVXLcyTVjyeSqu+ppWqpHEH14ZlNdI+qnmcmqr8z5kiqH0stVcuzpvR1o6T9LOUq1Ll7gJHUGvSMpnqw9KTGUxlN9WDpQY2Tppaq5ektekxVzxNB1fUcSfXjiaTqe2qpWiojqHEttVQtz5rS142S9rOUq1NzcsYcSfXjOZLqxxNJ1ffUUrVUZhHdm6rniabGUBlN9WDpQY2Tppaq5Wmh6llqqVqeNaWvGyXtZymfSJ2nJZoawxJNjeE5kurHE0nV99RStVRmEd2bqueJoOp6jqT68URS9T21VC2VEdS4llqqlmdN6etGSftZytWpOTljZqL6UxlN9WDpQY2Tppaq5ektekxVzxNNjaEymurB0oMaJ00tVcvTQtWz1FK1PGtKXzdK2s9SPo06RwvQFRtYy7GBdcJ0WKNHYQMrgDN6vyH8ZHaq57WMosb2tFI1Pa1UTU8rVdMzk+j+VD3PTFR/Z8yRovtR9TxLSl83Wt5XnitR5++ppWp5jqT68URRtdO0UPVURlM9eGYT3aOq55mJ6u+MOVJ0P6qeZ0np60bL+8pzFercPcBIag1ajqD6sPSmxlQZRY3t6UGN42mh6nl6ix5T1fNEUHU9R1L9eKKo2mlaqHoqvUWPqep5lpS+brS8rzxXp+bkjDmS6sdzJNWPJ4qqnaaFqqcyg+i+VD1PD2oclVHU2J4e1DieFqqep8WIep4lpa8bLe8rzydS52mJpsawRFNjeI6k+vFEUbXTtFD1VGYQ3Zeq54mg6nqOpPrxRFG107RQ9VR6ix5T1fMsKX3daHlfea5OzckZMxvVo8ooamxPD2ocTwtVz9Nb9JiqnqcHNY7KKGpsTw9qHE8LVc/TYkQ9z5LS142W95Xn06hztADd/P76ej1uct39hA2s/2AD64RhA+swbGAFkHu/GfzkLFTvJelJjedppWp6WqmanlaqpmcWPXpTNT0zUf2dMUdRvVhaqHqeJaWvGy3vK89VqHNPU0PV8RxN9eSJomqnaaVqLmUUNbZnJj36UzU9M1H9nTFHUb1YWqh6niWlrxst7yvPVahz9wCjqPVnOYrqxTKCGncpvakxPT2ocTwtVD1Lbz3GVDU9rVRNz9FUT54oqnaaVqrmUnpQ41haqHqeJaWvGy3vK8/VqTk5Y46ievEcTfXkiaJqp2mlai7lKD16UTU9vaixltKbGtPTgxrH00LVs7RQ9SwtVD3PktLXjZb3lecTqfO0RFNjWCKp+p6jqZ48UVTtNK1UzaUcpUcvqqanlarpOZrqyRNF1U7TStVcSg9qHEsLVc+zpPR1o+V95bk6NSdnzIxUn0vpTY3p6UGN42mh6ll66zGmqunpRY21lN7UmJ4e1DieFqqepYWqZ2mh6nmWlL5utLyvPJ9GnaMF6IYNrPuwgXXCsIF1GDawAki93wh+cjbqHErSixrL00rV9LRSNT2tVE3PDFRfvXMVn37u6vwsrVRNT069xjIL1VueK1Dn7amlanmOpPpJE0XV9kRRtZcyghrXMwvVW+9cxaefuzo/SytV05NTr7HMQvWW5yrUuXuA3tS6sxxJ9WMZRY29lJ7UeJ5oaow0tVQtT09qvN5ppWp6jqT6SRNF1fZEUbWXEknVt7RSNT059RrLLFRvedDHFeZanaPnSKqfNFFUbU8UVXspo6keeqcnNd5SelLjeaKpMdLUUrU8tVQtSytV05NTr7HMQvWW59Ooc7REU2NYIqn6niOpftJEUbU9UVTtpYymeuidVqqm50iqnzRRVG1PFFV7KZFUfUsrVdOTU6+xzEL1lgfoRa23pfSkxvNEU2OkqaVqeXpS4/VOT2q8pfSkxvNEU2OkqaVqeWqpWpZWqqYnp15jmYXqLc8nUednAbphA+s+bGCdMGxgHYYNrADc+03gJ2emzqck0dQYnlaqpqeVqulppWp6ZqD66p2r+PRzV+c3S2ahestzBeq8PbVULc+RVD+eSKq+J5Kqv5ae1HieWajeeucqPv3c1fnNklmo3vJchTp3D9CTWnOWo6meLCOp8dfSgxrH0oMax9NC1fP0pMbrnVaqpudIqh9PJFXfE0nVX0sEVXeWzEL1lgd9XGGu1Tl6jqT68URS9T2RVP21jKLG7p3e1Jhr6UGNY+lBjeNpoep5aqlas2QWqrc8n0adoyWaGsMSSdX3HEn144mk6nsiqfprGUWN3TutVE3PkVQ/nkiqvieSqr+WCKruLJmF6i0P0JNac2vpQY1j6UGN42mh6nl6UuP1Tm9qzLX0oMax9KDG8bRQ9Ty1VK1ZMgvVW55Pos7PAnQVtSmzFBtYP2sD69bxKMcGVgBn8H4D+MmnUOdWkiiqtqeVqulppWp6WqmanqOpnkbkKj793NX5zZKZqP7SXIE6b08tVctzJNWPJ5Kq7+lBjbOUXtRYnhmovkbkKj793NX5zZKZqP7SXIE67zRAL2q9WWag+rIcQfWxlEiqvqcHNY6nharn6UWNNSKtVE3PkVQ/nkiqvqcHNc5SWqmas2Qmqr806OMKc63O0XMk1Y8nkqrv6UGNs5Te1JgjMooaeymRVH1PD2ocTwtVz1NL1ZolM1H9pfk06hwt0dQYlkiqvudIqh9PJFXf04MaZym9qTFHpJWq6TmS6scTSdX39KDGWUorVXOWzET1lwYYQa29pURS9T09qHE8LVQ9Ty9qrBEZRY29lEiqvqcHNY6nharnqaVqzZKZqP7SfBJ1fhagKzawlrvmBtb1T+m9/fqyfyIAG1gBzO794v+bT6POcSsRVF1PK1XT00rV9LRSNT1H69mTqu25ik8/d3V+s2Qmqr80V6DO21NL1bIcTfXkiaTqe3pRYy2lBzWOZwY9+1K1PVfx6eeuzm+WzET1l+YK1Hl7ZqT6PGOuTs2JZwaqL8tRVC9LiaJqe3pQ43haqHqWnnqOp2p7WqmalqOpnjyRVH1PL2qspbRQ9WbJTFR/adDHFeZanaPlaKonTyRV39OLGmspPfUcT9X2jKTGX0oUVdvTgxrH00LVs7RQ9WbJTFR/aT6NOkdLNDWGJZKqbzma6skTSdX39KLGWkpPPcdTtT2tVE3L0VRPnkiqvqcXNdZSWqh6s2Qmqr80wChq/S0liqrt6UGN42mh6ll66jmequ0ZSY2/lCiqtqcHNY6nhapnaaHqzZKZqP7SfBJ1fhagKzawlmMDq0iHNXJVs28QHX2vADCX9wv/bz6ZOt+1tFI1Pa1UTU8rVdPTStX0HKl3P6q+5yo+/dzV+c2Smaj+0lyBOm9PDVXHcyTVT5pIqr6nNzWmSjQ1hudovXtS9T1X8ennrs5vlsxE9ZfmCtR5e2ak+jxjrkzNh2cWqjfL0VRPKhFUXU8PahxLC1XP00vvsVR9TwtVz3Mk1U+aSKq+pzc1pkotVWuWzET1lwZ9fPpcq/PzHEn1kyaSqu/pTY2p0kPvcVR9zxFUHyoRVF1PD2ocSwtVz9NC1ZslM1H9pfk06hwt0dQYliiqtudIqp80kVR9T29qTJUeeo+j6ntaqHqeI6l+0kRS9T29qTFVaqlas2Qmqr80wGhqHapEUHU9PahxLC1UPU8vvcdS9T1HUH2oRFB1PT2ocSwtVD1PC1VvlsxE9Zfmk6jzswBdjd40xwbWc21gNavnPfHP62zYwApgZu8X/k+uQp37Ulqoep5WqqanlarpiaDqWo7Uux9V33MVVz73FmrePGekziPNFajz9tRQdTxHUv2kiaJqpxlBjasSSdX3HK13T6q+5yqufO4t1Lx5zkidR5orUOftmZHq84y5MjUflpmo/iwzUH2ptFI1PdHUGJ4Wqp6nl95jqfqeFqqe50iqnzRRVO00I6hxVWai+vOckTqPNOjj0+danZ/nSKqfNFFU7TQjqHFVovUeQ9X3HEX1otJK1fREU2N4Wqh6nhmpPj1npM4jzadR52iJpsawRFG1PUdS/aSJomqnGUGNqxKt9xiqvqeFquc5kuonTRRVO80IalyVmaj+PGekziMNcAS1FlVaqZqeaGoMTwtVz9NL77FUfc9RVC8qrVRNTzQ1hqeFqueZkerTc0bqPNJ8EnV+FqArNrCWu+oG1tV+/+/+erKBNcTMG1i3Pon39uvL/gngQ71d9P/litQ8qNRStTytVE1PK1XTE0HV9RxhRB9qDM9VXPncW6h585yROo80V6DO21ND1fEcSfWTJoqq7RlJjZ8nkqrvOdKIftQYnqu48rm3UPPmOSN1HmmuQJ23Z0aqzzPmqtRcWGajerTMQvWWp5WqaelBjeNpoep5ehgxjhrD00LV8xxJ9ZMmiqrtGUmNn2cmqj/PGanzSIM+Pn2u1fl5jqT6SRNF1faMpMbPE6l3faPG8BxJ9ZOnlapp6UGN42mh6nlmpPr0nJE6jzSfRp2jJZoawxJF1fYcSfWTJoqq7RlJjZ8nUu/6Ro3haaHqeY6k+kkTRdX2jKTGzzMT1Z/njNR5pAGOotZjnlaqpqUHNY6nharn6WHEOGoMz5FUP3laqZqWHtQ4nhaqnmdGqk/PGanzSPNJ1PlZgK5+P+5q3f2X+M2JbGA93wbW9TVSVgPb2MAKYEZvF/x/uTI1H3lqqVqeVqqmp5Wq6Ymg6npGUz1YoqkxPFdx5XNvoebNc0bqPNJcgTpvTw1Vx3Mk1Y8nkqrvGU31kCeKqu05iurFEk2N4bmKK597CzVvnjNS55HmCtR5e2ak+jxjrkjNg2VGqk/LTFR/eWqpWp4e1DieFqqepQc1jiWaGsPTQtXzHEn144mk6ntGUz3kmYXqzXNG6jzSoI9Pn2t1fp4jqX48kVR9z2iqhzwRVF1LNDWG52iqpzy1VC1PD2ocTwtVzzIr1avnjNR5pPk06hwt0dQYliiqtudIqh9PJFXfM5rqIU8EVdcSTY3haaHqeY6k+vFEUvU9o6ke8sxC9eY5I3UeaYAjqTWZp5aq5elBjeNpoepZelDjWKKpMTxHUz3lqaVqeXpQ43haqHqWWalePWekziPNJ1HnZwG6+v18vG567X3n9no8YzfNsYH1hBtYT/wzO5O5N7C2ryMA5/N2sf8X6HlJU0vV8rRSNT2tVE1PBFXXM9qoHtQ4aa7gqufdSs2b54zUeaS5AnXellqqludIqh9PFFXbcxTVS5pIqr7lKKN6UeOkuYKrnncrNW+eM1LnkeYK1Hl7ZqT6PGOuRs2BZVaqV8tsVI9paqlanh7UOJ4Wqp6lhyPHSVNL1fIcSfXjiaJqe46iekkzC9Wb54zUeaRBH58+1+r8PEdS/XiiqNqeo6he0kToVTenxklzNNVTmlqqlqcHNY6nhapnmZXq1XNG6jzSfBp1jpZoagxLFFXbcyTVjyeKqu05iuolTYRedXNqnDS1VC3PkVQ/niiqtucoqpc0s1C9ec5InUca4GhqXaappWp5elDjeFqoepYejhwnzdFUT2lqqVqeHtQ4nhaqnmVWqlfPGanzSPNJ1PlZgK5Gb0xjA+sZN7Cuf/qmpdcGRv/019vt9rrd76/7r8fr+Xi+vp5fH7dpduoNrIM3ugOYQ3ax/y/4oeYmTQ1Vx9NK1fS0UjU9EVRdz0hqfEsPapw0V3DV826l5s1zRuo80lyBOm9LLVXLcyTVjyeKqu05kurHE0nV94ymerD0oMZJcwVXPe9Wat48Z6TOI80VqPP2AFHU+rLMSvVqmZHq01NL1fJEU2N4Wqh6nmhqDEsPapw0tVQtz5FUP54oqrbnSKofzyxUb54zUueRBn18+lyr8/McSfXjiaJqe46k+vG0UjUtPahx0sxA9eWppWp5oqkxPC1UPc+sVK+eM1LnkebTqHO0RFNjWKKo2p4jqX48UVRtz5FUP55WqqalBzVOmlqqludIqh9PFFXbcyTVj2cWqjfPGanzSAPMQK1NTy1VyxNNjeFpoep5oqkxLD2ocdLMQPXlqaVqeaKpMTwtVD3PrFSvnjNS55Hmk6jzswBdbW1OvP36sn+GYQPr+TawmtWeLR1+btsbZz9r4+TUG1j/20isc389J71mAdTLLvT/JVLP2qPk55CmhqrjaaVqelqpmp4Iqq5npJHjq7HSXMFVz7uVmjfPGanz8FyFOndLLVXLcyTVjyeKqm05murJE0nV94w2sgc1VporuOp5t1Lz5jkjdR6eq1Dn7gEiqLVliRRdO6/nmZHq01NL1bL0oMbxtFD1PNFGjOHUWGlqqVqeI6l+PFFUbcvRVE+eWajePGekzsODfj59vtX5eY6k+vFEUbUtR1M9eVr1qLlEjZVmBqovTy1Vy9KDGsfTQtXzzEr16jkjdR6eT6TO0xJNjWGJomp7jqT68URRtS1HUz15WvWouUSNlaaWquU5kurHE0XVthxN9eSZherNc0bqPDzALNT69NRStSw9qHE8LVQ9T7QRYzg1VpoZqL48tVQtSw9qHE8LVc8zK9Wr54zUeXg+jTpHC9Bd1MbMEmxgPecG1s2fmyV4rRyxafZIM29gnbk3APHeL/SfROtdf4T8HNLUUHU8rVRNTytV0xNB1fWMosa29KLGSnMFVz3vVmrePNGOGqPX+cwoPd88tVQtz5FUP54Iqq5nr9bjc3m9NJFUfc9IanxLL2qsNFdw1fNupebNE+2oMTxXoc7dAkRQa8sSLbp+Xs8TIbpmXi9NLVXL0oMax9NC1fNEUvUtvaix0tRStTxHUv14Iqi6nr1aj8/l9dLMQvXmiXbUGB708+nzrc7PcyTVjyeCquvZq/X4XF4vTQtVz9KLGitNjYgaqbxemlqqlqUHNY6nharnmZXq1RPtqDE8n0idpyWaGsMSRdX2HEn144mg6nr2aj0+l9dL00LVs/SixkpTS9XyHEn144mg6nr2aj0+l9dLMwvVmyfaUWN4gFrRaymvl6aWqmXpQY3jaaHqeSKp+pZe1FhpakTUSOX10tRStSw9qHE8LVQ9z6xUr55oR43h+TTqHC1AdzNtqJx5M9yVN7Ca1fP/L1Gf2Pu1+omfP4n+dOCjzbxJdO1n/2k/BwDiQv9OtBFj5HqMqWp6aqg6nlaqpqeVqumJompbRlDjenpRY6W5gquedys1b55ovcdQ9dNcgTpvTy1VyxOhpVbaS5pWqqanRkSNVF4vTSRV3zOKGtvTixorzRVc9bxbqXnzROs9hqqf5irUuVuACCPWVo8xVE1LhOiaeb00tVQtSw9qHE8LVc8SSdX39KLGSlNL1fJEaKmV9pKmlarpqRFRI5XXSzML1ZsnWu8xVP006OfT51udnydCS620lzStVE1PjYgaqbxemlqqlqcXNVaaGhE1Unm9NLVULUsPahxPC1XPMjPVryda7zFU/TSfSJ2nJZoawxJF1fZEaKmV9pKmlarpqRFRI5XXS1NL1fL0osZKU0vV8kRoqZX2kqaVqumpEVEjlddLMwvVmyda7zFU/TRArei1lNdLU0vVsvSgxvG0UPUskVR9Ty9qrDQ1Imqk8nppaqlalh7UOJ4Wqp5lZqpfT7TeY6j6aT6NOkcL0N3v5+N10+vvO/fXkw2sf1x9A2vRp7B+5/Y9Fy3nsDo//0vsupzBrBtYf399vR430dN/2bOGAMzv7SL/L9FGjJHrMaaqaamlanlaqZqeVqqmJ4qq7elNjWnpSY2X5gquet6t1Lx5oqkxLFFUbc9VqHO3tFD1PK1a6+XHe1qpmp4aETVSeb00kVR9zyhqbEtParw0V3DV826l5s0TTY1hiaJqe65Enb8FaKXWlSVajzFUTUuE6Jp5vTQ1VB3PlpLXpPL6aVqpmpYtpa8zad00Panx0tRStTytWuvlx3taqZqeGhE1Unm9NLNQvXmiqTEsUVRtD/r69DlX5+dp1VovP97TStX01Iiokcrrpamlall6UuOlqRFRI5XXS1ND1fFsKXlNKq+fppWqadlS+roe0j7zRFNjWKKo2p5Ppc7VEk2NYYmiantatdbLj/e0UjU9NSJqpPJ6aWqpWpae1Hhpaqlanlat9fLjPa1UTU+NiBqpvF6aWajePNHUGJYoqrYHaBG9nvJ6aWqoOp4tJa9J5fXTtFI1LVtKX2fSuml6UuOlqRFRI5XXS1ND1fFsKXlNKq+fppWqadlS+roe0j7zRFNjWKKo2p5PpM7TAnS3vjHx9no84zaosYH1vBtYTdnm0u/c7q/HY98nc/5+fve6slEyzSd+6ue0G1gHbnAHcKzsAv9fIqn6lhF6jKtqWmqpWp5WqqanlarpiaJqe3pS43l6UuOluYKrnncrNW+eaGoMSwRVN80VqPP2tFI1PbUiaqkanlqqlqdWVB2X1/NEU2N4RlDjenpS46W5gquedys1b55oagxLBFU3zVWoc/cALdSaskRS9S0RVF1LhOiaeT1PLVXLs6b0dan0mDwtVD3PmpbXpulJjZemharnqRVRS9Xw1FK1PLWi6ri8nmcmqj9PNDWGJYKqmwZ9XWHO1Tl6akXUUjU8tVQtT62oOi6v56mlanl6UuOlqRFRI5XX89RStTxrSl+XSo/J00LV86zZ89oe8vHTRFNjWCKoumk+lTpXSzQ1hiWSqu+pFVFL1fDUUrU8taLquLyep5aq5elJjZemharnqRVRS9Xw1FK1PLWi6ri8nmcmqj9PNDWGJYKqmwZoEb2e8nqeWqqWZ03p61LpMXlaqHqeNS2vTdOTGi9NjYgaqbyep5aq5VlT+rpUekyeFqqeZ82e1/aQj58mmhrDEkHVTfOJ1HlagCHWNmdGbhYs/RTPsSnbpMsGVqu3/mmc77m97r8er+fz6+28rNbX8/l6/rq/bntqTrzJucW0G1gf9/d+PB/6swCu6v0iH5cR1LiWFqqepZaq5WmlanpaqZqeSKq+pSc1nqcnNV6aK7jqebdS8+aJpsbwtFI1PVehzt3TStX07KVqWGqoOp4aqo6nlqplaaHqWXpQ41hGUON6elLjpbmCq553KzVvnmhqDE8rVdNzJer8PUALtaZGJYKqa2mlalpaqHqWWqqWZ0np63L5cWlaqHqeJXtea9TrPT2p8dK0UPU8e6kalhqqjqeGquOppWpZWqh6lpmo/jzR1BieVqqmB/1dYd7VOXr2UjUsNVQdTw1Vx1NL1bK0UPUstVQtT09qvDR7qRqWFqqepZaq5VlS+rpcflyaFqqeZ8me1/aievBE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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 67 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 68 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1.0000000 0.3333333 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 7 1.0000000 0.0000000 0 true true abc Your answer is correct. Your answer is partially correct. Your answer is incorrect. 8 1.0000000 0.0000000 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect. 9 1.0000000 0.0000000 0 true true ABCD Your answer is correct. Your answer is partially correct. Your answer is incorrect.

# data[].attributes.attachment_link.title
questions-D_Maths1_apr18(Ang Sing Im David)-Default for D_Maths1_oct17 (Wong Kong Weng Isaac)-20180422-1502

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<iframe src="http://prometheustrain.com/pro-examples/cutouts/story_html5.html" width="750" height="750" seamless=""></iframe>

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https://h5p.org/content-types-and-applications

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https://text-to-speech-demo.ng.bluemix.net/#reset

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<p><iframe src="https://drive.google.com/embeddedfolderview?id=1CtVa6GBU19pfyedYCH1_JXcFZIcouTdk#list" width="400" height="350" frameborder="0" kwframeid="1" style="font-size: 14.44px;"></iframe><br></p>

# data[].attributes.attachment_link.readable_text
﻿What is the correct answer to this question?
A. Is it this one?
B. Maybe this answer?
C. Possibly this one?
D. Must be this one!
ANSWER: D

The Loch Ness Monster is a type of?
A. Homonid
B. Lizard
C. Ape
D. Plesiosauria
ANSWER: D


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