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U2FsdGVkX18BtdHuJiXZt0mkZobesuU2e723eQGsGQ6+3Ck42JndFEr4u18CehFS6T5pOFPbxciHYKKNMulXf22jcODQnP6OdXM642Qja5F+Hl6QCLtQANvLhFC/q8lxxcSDSw53saOPrpxuj118lRJTF+RxywBydYNuy3MPtVSQy3oiZWu1XXJtIvY48EHyQ2Emto3FDyIfT36sIK2AX/cSKM6AVDdXBR4LOCsaI2GsaWJFP1/g7rhhee6gyHjNShbKAwTRG+J3QzJRB1C9EZm0ObbRxz28CLgWdkrANKhzyOVjorXm54fXe+71UwMPx/9UR6xtACJQSEfvsnCfD43+8xWxlrkMc4SGmUoi/fZhkZJLbSVhmvwRsRX+GKYjCJYqOXHFBsQEmA4klp3o8zit0xrXBBwTp7Hz5yQRr6LfAhnki8O0cIwUK4LJHqJYzBMDt+5VbTfSu9hLDD4IYsB9PmhhTQB/FcjnaneV5TLZ6JxSq7h9khqrKTC/dHx5bAmocVhTvJ1XBDhauTr9IYsMKAyAw4EojKXZZMJwgS7EwHtbMhctmXL29jMgkuOjOG5aAY+JQBtiz+BpiQhhHWf35wKPTZMSTml+jCf6Zz8o5pXh6UA3WB1snW/ERyL/KMgv8zZXbqPgDGMGvZ42cIw8nCA6Y7NlrKcinuXLcBsxdlqugXo2usyvKrBnzan9cDqyza/aa7WhRJ8jzlWn39JEm3/8rw+oNZldlBd5eVPIzlvP0zqUnvzXFqLEiD/OfNk/TKHN3tTw38g2QZq5i1n/+gy31u1UFdqs5FIINrApl61kn9FSNMQKjxsANknLnfQGOPQC0tZyZx1N56GxSD+fAoWaixCWUmST8IM7g6IBZC0nvUDHf1kYjyC60/f+LgIHcujgF6kVKmFSFEvuwyrAe89YO+aamKvka95Qzng82jt+MAb3w/wv/0Gc60tfytlQ1MMjsOnkGvk0KfNpQLwxLZ09QvNyB03Y72QdqZrR/oG/gNt7uGN7oymXsg/ULCPAhiOKTISBwinlTJWyMQ2Q8B7ytN78EwoeLZ0kokHkwhmPvPGeaY0gnvsKelKyh4wDAYYs/n4HQRd/MEEQOIgJK/3yqmT3+6sHPV4ghVOvRAg0AopXXCRy8/LvroSdkvpTLfU22zmjmdxEnZJLe1AXCDHHTIMjHgKHqyQPYi8l9K5vULh/Bd9lCGgGWE1S0pbtsIamsdRiX3hAqLzUbyZ36F3TWLuZKUwHKR/eoTyztSVC1SU2nijXT2u3u29x7ogqdSJ5uNBfOJMiyQOCyX7shBD0rRJ8KOmZDrkVRnNVbFOkIDz1poDHo7ItSFOPm772JtmJji/vquLFvyTljjzn3hxhfBoJu405WHmZuh2ekw7VGRptY8G+Vczaln3RBUKAh6sANqI0VBa/iLwIqAM3Ztd7FTbiXf4oqR0LAy6yddmuxwDDfZrKPVofuLZS+3B0JJkMgMgz6HS2vT3q8t8dicqxstZk5yh1Agzm1yHhXvDfu0P4mVIl4RG+A5+gIYshA7Zf9dtmGow7pKGbjlIChKp5Xh2LjjcxndBIlsj663zYfQVpWP9gyY03C8L+X5itZfl0kFkamIn2SqiDqzXaGQXYv9JIWi5JffhWWA05TeSveEFqJP1Ll36wyIQCzLruWQyDi1A6wkEDz2XoFB50VivnBfrA2dnHgWPfsReORT3o4VF8a4Sl7MmDXDazxRMb/1CAj7c1A6uDnVVW1E74KVt766sWXWpfgtYqaBonab8Y9md41Jx71++9Fz7/2WtEsfVURmw2IBa2+/kw2G5wq1gvGNpc6gpmG6XxW7OaWFIJ1uhLTL1ctz8kuUGJXXLOUc47sRYEpvrEtvIww4/gvWYMkVx6KrFWbFQq4TIMEqvfQFcKqAY9haPSGT0Ec7Srw5tH6Mj9J2spLL0N9gdgXy0fIVaRFc0bJuCCag+hV4Q3CIOF1fvqTkWp17Mvz+KNE+W/1lmEanOWR2DYNTVFoknn7Xbqdr4DE9MbG0huN2ne+NSjgodnvgrzAc9/89WkuYzsuWXSfl6KXaqZlqMDhZIgKvj5DRXOW4g4O/aYwU7ehIrtNEH4EFV0aI6QCq0gYwO0pE3wAdpnDv/gf+J1zJqkzZzH8xyGzIm1bdqNrDla3iIg+5DBmywuvtkJtCF5GPkGL3zzXyUoaEB+5MVrTvw316h8vViqKI2bMic5qN0wwa0MOuVLZ5JPI6VQzHB6sO2Nz7by7ttOR9pssXhgAZy20t3yw5mS1tBHygBasRM6gWlYptOs1/AA3PJpzctTA2Qh/8dhe2fskIjdHzYTGRFd2QH6GEaYS7m+H5jrjWF+ojRzqNbyvx3heNlC4cBeBnYytkI7A2c79qu+NTCnRoAXHgJf0oWPySWI93FbfkQdowMyji+3IYXxw+oCJcZjGfdm3SYl76YRX05HZaWSWTNUotcfk5xoxMvsl8Ywspu/RAna2wcaSKSPtMjw/aniTZbOwputGaEQPHvSkFv8WuqpHd4FAsq59TAX+eLcRg17Bk5It/o1PXdVzmEiR5O0oJIJF68pOl5Q7sTgfYKHRESTcICyUexZqun1B1N2nDqj8xIdbxPZJftLpFBBTrgBxSY+gYA5XMhfNswaaplHzensDgipWzBHlICPfV1n5GPA3k0QF45z7yxxrE/ugaiCuilOBwqTuFl+BWx9kojGq77NVYSJCaYy7rlF6VqXQdz3gh1YFYYYNdQOO4hmBn7avPx4fqg0DGRTumOxjmjeSPAuElYVtQmWQiQ7sJj/FMBLdNIQ2McaCgU1etCfDDSj5INDQm+vxU57flgFBsewrjdROum0yXu8bNJCKe6ibKicjZTFLjzjrj24CbpyHHoaMV6qmkIf9+Aqe+QAhdC9tFPr+VJTXh6MlICIEpn/7ELdZxnAgq7sTEXdAVurMCPh7GiI08uiiodOqp4l/zeRMQak5h4HzAu26ujhNxj6RgUz24IkyXpg0RgTIl6/wdbYouAe7FsLwbsZMd+bClKBYVpgJqcAQgW/YfoyJ14AbvSmho4OhN8qnQkwBdpIIzxZHMs5Zm5aWRA58Qc1EIk7nnTkWHmhJSS+/Cpw/C1wtiS5bcijnT2lnau3cqsdjfRudQlnvTXRZ6slvGlx2EIvhlVqpzEQoF2YKaXqKYhk05zayYbfiH24QyUj9aAErmBfoDfL9a2+11W/E4kynYxggms7JFXdd6jTDUMUFw7NsD6mlOvGFQ/VtGuX92WIwEMQYAR6vVSWKvPK9VgB/pLLHxQQatWqgjWBggVYgCFLzp+/oprv3shI9I4tQ6eUDJZHUy0gtxFRfWrmVA3px+6A/d8dw84H611C0nTecvz0sAdbM8iFCGqvmsm1o00zpY0EgYsKTfnCXKyIGtgn80EYr/TXfv8lyvK3mkxyOEcUaW86x3ZHd+ppLztJKulefyZzRCULKFgWpbo5qCEtX0o36M+Vz2b6RpVhcMsU2SJwhgCXclq3OF/Ee409/Nfpe0j3pBNJ7IFwhU8eZyTE/+FRFa3OwCQyaCVACGd1oZWQyvbGun/qYM5ocUTyewh9R+vkPtJqrJrHt4gYYwNGXVLizOSrf24HSSstk6Ip40dOnmwdkqbhgh8R479CMyBGYU+GJpIiWkiX/i9ibiUw7KAYoF103G+eQVdMrAaC686MEzNtl8UBsu9bmM8nqvXu2EuDaw3XkoyVl+xeO0Apros2TFu/R0FvuqjaQ4K5fSMGq76wrPWTKWlSJIEzBh64RaY8iIjL+tcuMfmu9iBQhNHYRFBZyBmm06FTDLowltkv7COxqQg49JyQZgNgS0y+vSBovIuRNzWEnKSGoThxQh46AYzmcbw1ugIXAHUP2OIVjEKJCahRhv06/XrYDlWEIRXons0//Wq5PTo7X3e9+doLFDXeR9lplnl1qSxdDkQblsOInNmnwwyEfI4mhld79LdSp12j/I7271GAIdL335jZg0g5dyRKkcAF6eWVQK5K2FxMoj4W4u/ZymZxo5Wbm/XHcxb7as3DV/mFLqVhMfNxg4uzLYay25twGkCkD4esmH9Cf/rqm48w5xaFEGh+NWOHdQzL/imDjUuJ3Nh8/IDolShAv8il8TJILWWvd39buqyUBaYK47Q5MOio7NlcK/XHeCzPNXIwJQciQdGPdyraIhpI5E6asWxsJCkwctWwSg+y+ypGB+/DE1n2eCPRCsznmGaDIdojiLF1I6r087TDxjrfmBRv5N7vVcPe5pzRHb7p8ivFM5pT63kZbl6klXDYognYteOgRs9Pz2lSzkPbdPWHJ7q4faXwks8YXPLyiUKU0Zg7gEbpAj5qic7DXlY8nMKengPnvYLRFQbPmBcx4mhgEhLBJ0q14dL/MIDFTFarWzCi0P+NRmjR0nhI5JGbOZpVkn+WYMWyROgaeZx6QdTqGAaa0dnWq2WkylZwQ3G6SUUfI3FaavSJq7FnEz6Vq7q7X8aw3kqAB3DrX52UF/2EJk3F+Za+1/WodXWYX8UFM5BACKyhqkumvUCSVN89apACDA7V+PJ6fI74ZtDyutjJFdaJgX7F7WMQ5f8f1hptCIo1a8VmzGBMW0CzT45Bpx293Ubtcei84ofXwGIqz6axOAswjcZHynR7hpnJc9AU8tL/XG3kNBuwVEbOiv3hIOuU8NGSxklNWuZ3hNjEuvgSC4U48+nwy7a9N2K8EMthiGTLtgd5gpRSSSl58TtBpaeKzC2CzWdADtu/WKyWUgc+3wGCQqA6VtiafFhyyxXBY9WNPZIMkeYL0J0QUl7dF2r7f8+6Sgohh2Uv/M5RcnqSBGmV0zS74NSGRlTJiPwAwapI3CdNzok69+d5oyeOMYixoJBmRCkO97dlg+BEQnCzDjuAh2GW9glbhY3n9QUSlS4qlsQJyfRj0wwgvcGzudA1U9Z4g5PN1knPpyBo5GkIDx832Y74ObwqbFS81UwLdgrbFoaNDdP1SyIo8WnHIu2Piz+KuDi1RgDcNDkQSGSjGcOcFPuiPFubN17LBCvNqB/q7YPYMtNwDo+Bso3LBru4w+7KPRGq18BwxLv7GrNthsus6jCW+4xM+6BA8KiXSLfNCi2GR6c7gPv9f8i7sDVkNMIrQp3DPdZ/qEVnQ0C2R1j6tF35RF7iHxDU1WD0g6WmmvFgy85sa/ilT12x7T/UoYUBh8Wd1Wlg1r5I6DSnD19TgueozyuTvYVdfBENtUO2f+h1kfLS2r9UUMrLZjNCSFjVRy9qACtv2aJ0hwOho0MggFGlhqvZYJSY9dtvlcUXpLsZQXMDO5SwYUA3ah1JUfvVHdkU0lD877+mqd/9R7oaZ7LLb8dPHOoY5Re1BP2fQ4xmntrbi10JXCqeKK/T+7BKF2xcfPXqJun55Q4xXZI/cI2hIu0NSyLWFKl6Jw0tZx7MzNTDEmxK5zr3A/1B6fqGHqsA9HVd9mGEgKtPhx9TEF15tUyl/wGshcTknJpYQM0tCmslOWgVIDBjPvOk9IheLdCkKimeIA2va+d09JQGPtR3S6z5pbAPiGVktTXV03gFmMcV/Kz87jHMf+5GI1b2mChdqWbNSRjvlONhIK8W5SL5WfW3sGr0c+UYJA+iQa3SyoJup4DXroDUqXWDqCu5q/171DYCWDfnN5aGlgyR98SbyfVcQHagarw0gEEf3tsXwJWGHUUQvGqDh8H4Cjp2LkL+F/J6RK3omDh0UQvHpG0skQ3m5bATXWpoUX4G8YDb1MhyeyOtbIqo7uRsw6H4Stk4m09Y5NYWDLdR2s4k6jLduLluUteVrdsBrA5Bcb6in1qTc4Dzxb7IpP0wWNGQfJTBF8jYvOhswSuAsjVYNa7Qosf++kwyVk7/JqTR/9x5/N0HM4F5WYOHFTJ2+ZoBCI0q4yJ+PZCwT2iTlBIzXbRK0T/kXOo8g2kLmOvuhKLKxervjfkfPoEHtaxt/TmQtgO8U1A7Bjx6bW9tvsDmwyUY8Jm6PYZvGDBT9MbWgNyX082VQGrKnF9Zf8Ip4rs2PqAQ0ucuCJc8SMX6fD5u6rSLNh6/z6gTexBEaWX+DmkVxK7RIZrUJEsQv0akk0OBMdGas9XQIJMSddp9YgS9KiPRKgyP1WxYP0RJkWtcLhQfydh+ifEs/J9Dh+UsYmYYKktXRD9cwCNHn/Xk3Ek5GDAF+RaMa/dl/FHUTcsPx7suzWH6At3IcH6aGoTVDuyAqfqgN7Ds1btwQyc0wHMW9tDKL3hNTLZ+Kkmnt2w1y1QYMelnntcZPcKafirKp5x/R33/cEHs7NmuUDbMaj8wr2uGrfRWcUG34ZhWue0te3MVBw9BJOv+oP31ZlJwCRNLvtgzT2F2fR10eWAiDZl2P+DWoX5oBiifCOi2hNaQatTzjZUfIzPQWvBOaZ1Iky7QsC3XTy0xlnLiG65f6Wu1ne4paffV6Rauzyk6xG2kp/r7vVe3W/v9LveEWOjY9DoOqRZ51EnAz5XOIJmWoapVic9h5pVp0NZcBOuNdhehcyB1NoSwwttlv+4tl3+r6eSTI3VpbtC/sNDho680rPR8rm1eReY4EyhQOIsj7RFieUSmBtek8Dv3GiiDECycWoj0KyJwYdRBfG3z9ESiT0dPNvr+4U9VK59tWtu1trhJBKPUcPECkV+j6z5T2THOlqHIntaVrpdqGTVzoUYpeyhZw6GqFL6kI2hHHgAHS+bCkg7KxFTuNuH0kUbNWgV92u32snthZqRR0Zjx1XGnM+b3zxKypvQueMojM0G7cZ2qHQWzYuNsFiG2SY+RyFGPzkNP+c9n4U8dfvoREAoVXH/LIdxnYOyY74vPbSP6Og5ojdGaWTbIj96Cd3xQYplaiWWtqh8PkkseAI7nxztMmr9zNTmvgNI6FePYDYncOdQnyl8ttFzo80XrM4d+nrtXn0mKDCx8+D4C+rgt9QNsmU6NVbcvSX9bl3Ne3VOmuK+LSkQDv7/ZJMC6scig5pprHSscQQur6SIorCp51HumIUr1pKSgiYAOTIc/lWnSZvdGq7L5nsc0/mZXVL/+Md7XzoGMc4H7vdArF+ul9PFVxptlLkN/klsI38JKJ7N5bP1KNhy5X+QjrO8JJp5C6OBvbmaIS/+N4d6lpx/ANyuIhOqn12HohrdpTrcD0mv2Uo6VqA9fzP/TpmGZ0YBZaZx39V1+qzNQVgMWBjhP9aFmTF85P11kR3Si31uHNIx07TbfaYC4iElqcyE9+2297A2l7c0zunvyg4n+RsSM7Ip5KgSdZC1CABBgpPCdqozbQqYqC4GTH97VJisANTi7b+nyjK8srV32o8jO/3SyEQaCh+n3H0sdijP3uSaomGvmxb/n/ETHKrhLMp5D7aszar3ZFVYAzIfKggE6FXlbsPiV3BrG9FWKm+T7PvzwK139XBTwekwwTRhwefR2GwPRFJGu0yw3j2qZzoIZ8tOa8KTF/Nbr7HbCzQ/JXizwKAF9yNhcyner29tNJ3dpGisq2xwHKVZy1e7gIH2et5gxUs6mVHRG8+aN+TtEhxvqDn1l8fkTVlyr8s3INy8NVlLHaZpVXDfSlvXSl8tQHpfcOi0WLe/zSK9IXimC0eohdNK0yuaKJ/SqEY5O+JVhUTQSw45khAix1wAMLj2FXKfbRrdp6WNUEQ9Twmt8QFaayxuYXEEaLCi4tOfwav1iVA+R162Kd8T3w99lFXOwZubfKIzEjJRBCHZ+5UnGAkQGOGUKm2ttLGvM7I2uyJB3SRA/ZsbFt5a95Ie4rtliqFE3ZEXhtWgVMdY63VZx9sKaeo6DzKkf8GVTjTZC4BJBwSg5X2rZYUKwEBT1OtiJINrCqcjBcQ5t8RtgA9oMewOc8PNYxoKZLlxZULB5RHOz5XUsHp63A6Q79fEjnAAz2ojV6+Bk2lDzKqdv1TOwp3OB24HZXWajaxNi+ma99jFpPRCwmISJCz7SQ2pEFRXC050NEl3E1UnymVecTXa+EVDdL4G0T8WumD1Hjz9nCmxcDeQZrDp9gsBKIO9WKf1X0eVtub3JTyEHLBxxxGDbn//nc7Ees2hMzVkHnPiGGUy3RMXHt95/KiXUNIX/V19CK4mSvZs/Jp1jPyGSzsRgNYCTBoro1us0zxFvGEaJnmFldRosj417g+lLytHlLB9T5KfKcJTit9LtXHMZUHrLV+rjzpvlyYIsgb69e6v3bribkB9W3dHWsIXB+ODCIi2qjAjGmtmZ6dX9QacECPbJuJm03u3F2p+HUfAWBS5BlwKy0M31CXU5nkzLiT1LZL2lDNisqayFwsmnDKEO7E1we1165bJbZEHx5RwZbyCZSe1tuNmyYkxYWEQ9wKZK5Hnw9hpNX7Qzas6HqBC4QQL2B1ulJacnnYB2aV0dtaAdbFxTdERYMKhiM2pDH5M7e0bBVRpR1/zr5KORcSsbqK2vFA2Bu/57vKZ4gKeFmrEihBxqDsV53mEvME2CIa1n9Dj+o32JvRvckjzE9DhEp/NqWZvaF5XLdpkwTP3DNCKID+34CiWNjmekt/hdAZ1Gu9eb/KfH8QTIErcgvofAeRLSXMQd4jBGWRmdchajzF3M6e/XvAfBecNoOIA1lpcAChU+bw5a4DFkm6ewx4g+bzNc/NDlOvIVEnelG54NaWwRbN92j/8bQ8A0bKXq29GMk1hIoh7DuUtR+tKD8fcfw3YNHiUdCMnuLswxwid00+gFIDxUx+GO5/Vdf5z96Q9cJcPiskgWm95NpkVJjDLR7mvizfdeoBqbRWw1/uh3YtP3U/OZq1yRrzpiTHX/hcyAJO/NC5IqodqeCzJgqQF4ax+u7sbYDfNmxbGAhaT6wlLKYtyIuIokDQWqVo2yy31zulgMpwK3GxFWnPAIgAojpZZL2GjFXcjbjhfYhG0hPzGmtdHuKXdGCxgNEHOdWdFEvrRYIGQgGp56EHRmpVGuT3TssHQ72nvbN/sgxsQWKv226JKGbQrXdiQTWK+QFzabGworNBjE6H3pfy57+tPSWnWa4qolPwa6KNEAnXf4L5OnkEDmX8toH9zZuxHo2rwWP0+0GrFea5BP8xoa/K2hWESuAYaAqtptipGq+5ORAcTP29yadXax8H+ax5KLQHanceo1LhT9/Ts57izjJ6QkEp0D+1Cta6kCQdhKizUXqRLDqPVv5zDJZEFFeqg5oHLYzhgndlOAChRPN9yeZTCn6QTamgR/SxuOPx28Tpqsn2ZeTf4o4El5M/jURZqsaLUJzA+m0Ql6ryZp6I4oPMF+vJGjqD4+W/irO5v4C/DyCf0jkWH86xbVsCmlBmqUBOFr9HRHPzUHAFVVVry9VTuzMXqTzI1UNrdVwyl7RofSZMJYtRPL+kgu5pg1qq2aMawsYndMMyCUAcwFUp1GdftfzpTQTyFKSYUYDKvDUmBboGL5fyowS4cX1Vxd1YQMNNXP1keCG0rwU32wFHD4fiMLm5fTwE6SLn6bKYqJ2Rm4hVnNlxzPuVKZSgXyqrKwrtYcxhvsgX8udhLwqKS29fLNTykftGPvvNx+PJ5MNVsZOFAdCHbjswWe0FHOYyyOXT88oGslXb42nzRhH2B+rj97LPllEUQrcNSH7lKSTSSnAkzPpO04oLB3N2/7K+lqIfEcf4TFzmQAEQYL2q6ea1TCE7rHLIRKCPX6w5ODRyxeb+1ghRbGqNPt7gDn7WjWOlDoSrkb56EhtYaPHXw3FfSBfNvuW7TegzkomWUHvJ+j2868G+YIJqNtHGxennZh3gywC4vTiadg6b78lk/Mqp4r+qjYVaH5qVntykhlF4yLzKW3VeYo29rsIwYS7hN5XuvTuMhz4tmxQXNVNFlUE8vSBpL2Racl5o4ZSlopYNHFyEnopSA7G9uKFa/iJLFETIASwMrwAlLdMtmP/aOUehOMeoOgaTHsqE3ufrs3b0NXuC1j/ylV2MkKD+Zxwcg4O7oe8PKit/b0UrXJTibxniQCMn2Ua5TCLQg9MhXs+yS7IPc4UzY8qcRPVZFLtIMh2hYzlmPC3rgK2UMWDQ0SC4uwdD929HxxXKf/gbbjKe0wtJPcGsX9clhpbUgwI6O6wc+QFxir5bZV0Wj0YVqLgLJLCHTH8hkWvidF2v5/3LpuqN6bJZ6vnn+l0TBSHSgphoJ/QByIHStCRgH9J9r1GyBfDbsWqC0EPoeSPDaFUEfDG4+6NfdKz8ogpoAqeUofJ/ibYquP+E1ZUi2wvQnhdo5MqJ2wSYu+3nJmVIDDuXVuL96xkJNi/Nz2SJ6x/J08OBB+d6Vbe2kPN0ZQkv02IBspXL4TlwPgyssMvcGsfithzlUWjNb1U0+rDMccrST8WWfrdT7B/IxIIYVQo1Lqk6U3fe8ncJDrFEiLPye/07f7YqAgp/PK2YZmTnFka8QdpZDlTpMRSEDpC2M+Ghda6DR9F+T07TMpL/oCBakR1VILjoiHOkEBwr0QJj4dFAlx64WKBSSBFtNNKPZv/GczKkcQtlUZsIYPynMKhnXDWKC4fecqedwVE5uOYPFlb//FcBjQm7HwYMLZwzvwxbsv1QfJtyapt3LsUl8XZV6PWVzwIotEKxAJdk/KPgas1UqyYocTY/t+k5G1lM9t7QA32duMr/xp/hmZra8ZxM3oyFb92eIL4YYnUKxRBsrJB8tyZlgm38YtQKqaOWQizF956hCfSe+DBD93Vr4yYBMlvLvfYn9pMcZvGgRZjiEwV6wmKZvdN4MNXZNvNJXG6rMpe2JLvbky54WaZRto32GoS4//d1valenzgVdK79u4KXB8Qak9ijI28JMuP9MnIMzoM9QEz0xcHRZJ8xB3GRi9aZ4NLkNdQI9Xsx0s31+l/spixXlu8YFztUNP6oLAQbosa0Caicpw7BWYVmgDCf6xFwrTiTq1uLKuC8pBLSW3zBNrvQD6yhBGXbH1yR+FBtYFp2p6o0rMThrlqQgWMeYuEN+k1AweXn219qZ7tixyUvWheruWgUjI9qIAJVL7jlaLymwgdNCviiJ7mpgffd3a8Xhk//JZEee7IDk53kilecbovpyuR1WhNZte26y6vsKqgJL3spjghK8nOxTDA+Tx3uDqv/8qDFBI2EK0yPT1FSLOkDtRkHUTsAgeF0TO7ZO5Xm48lRJeyJ6t3QCgs5V3cgZQ/ipq46F2dRf1yaY+x8bVya0Go4a08BN0spP+AbGBWIFS/g1k91oz5GX+s+aLP6fySr5g4aXGYtZzMaKKm4uiXylNDR9cDp8URpv8QF1kjjXRsxgNQ4Qct/t1el6Akgnp7kPcgKSGN/QaF/37EhDgtxUQBjWR1bSCdvUGkXoZ92aLuCujAduMb9tFzT1z6CNeB9Ikf6AAaZM7MegRYdMocawtVx6LbkziS8uGO7NLR/s3sgCK3C336+9qwf6f66yKQJ5wKbyE8bcfeMuZR2OHI7LAQ44NEXgjzWFSbKe6YEhTclNwJn99I3yzCnj9Pn/qzohw5L9rLxTldGHAH87bvtN+HLLOmVbVjwQvhTg22Y0SfDIqDpdix1lbAm5ropUisjoOpAOoUr46TdP5sNQxNgf87ZzAMeHr5lNfVZzV8fsAg5ZPyYwFsZnfiS/PcAPFc72cbmgIVB0reTZ1+XadctXDPYT4MVvlf0LYkeT8CrTmw4NBDLbMa5RO4N+vKB1qi/WugkbrHKwbBmC1pNFcte0jfTphNHswObr+BC6p9yFe15rTFNOaS0v+LgJ2PJQwwLbYDNR6HjxyjWDoMWikPpYI88NV3GARk6SJgP/0T4+/U4TJzh3wrYupm7rClGsDxVcMvoKZjl4Dqwp77TBuG9ebGT2QWuyyx082Yw9uGFRw4E35Gzc5djZzGAMAplFtYrEnpuUjVrb5EVb3loerAXv9WfH5ymVYIXNCkQBFwbej4SaMGxr8kL/Dnc1xbBiHhjzzcqRWiB6EsgBNtmK5N73STmzstsRUeMVd1Ve9ZGBgLKtlelCY2pKEiuhJbF5YUE0oZMRGXTj4xbeiIZuAOUmFeHZKGpHBj2K/LxVtJZuTiQ2fvWrQ7sGnTj4A5n4IgjDwwMrJQMINSBOtFNhYzCAbKnLeexTp/PnT7VdPLkc6d3XRiI5y7+0UUQA2LYla0UR4tQVi+liM5KnJtdum0fC2pHM15QpVBvQa03wmz0pPp62h18YMcmsFemluXyENnYDp6GAqorSL0H2RvfAvLb7/U1juBqK8sqOrr38V/6gzRPyMcjrcL+o3NjxABiZfO6nZHkgZEAGEuVbwWR1hmjzj2divQT8P3NMr80aLvYNuqGJvIlQ6+D8+4/NUUedNl6VIsVJuTVsvhLvZUoY3V+oKYQ7MqCXrC3pjvTljY5q4TmPnjTOglv98C7GoRR4WS7KLU9AWvd9SxgzutfAieJaWpNfXYJm2hjQaNQJ2s8FZAHZM0I8ODx+ZSpY/8bxjEWSR2L+tq9HNQh2+1jWk5sv6K8fv9PkMX4HaoNcu7xG4YDSDHoARdsSb2SgigBHYFkT8U4tzshTHzESkN3EfIPAJPqO9tSKae0CpLVGIxS2JeAol9cIDCI9nySW2umT67exaWtblsSje10g0RixiJt3QaPh1VdUZxV0LB3ANzr8Bp8650r+ed5kcJqEXgHXCEN5s5BMyJcI+AwQ1P4XZzvjRdgXhOcJRVhU8c5MLD4ddpnekb1SKl1bd47k0F2srLJJcZeyKhIpOoAafCmpbZinNT+SWABK7EYR6/de12K/UAuQMEJ/1VzyQkdI2ssL+AFIUXUfUFRo+YAIr/GjuX+WEBoV9buV2KV9daCFWZNN73BJalikOIlcgZ+fA8mB1KFccVDPj3hs2yhXoZK3wZ0ZyKpSHlteiQv0uTmHq9nlNU4EaKdJO0lrAE7V88ErZZ0xad9qdCAhynKGaWkeCdaZ6dRj3y8CdZ88k4g1pQq/4OVFBOhq1e1O/zgrufVAOwxsKsD+yRZZvt40Ko1fe0ZD2y0+SpLOL2/UgLHO0E2PNP7PmT5re8l/UOtOhDRndWKog2GEUqtmTxDe4ow2re1PRyuMkEapaBhAKUDmzmKkTf3CCoDzvT9erxHDMEIbSRzPlMxUCsf2po0HzRaFO5SNrQ3Q5K7aWy+zfXowrhIh2TgXqIKrIXs4vL4/lfrA8H+dRg/T+U44izXupI1IWNer3/KcECKkLdHYM69gvbAd6M7cXCDf8DrpmjACCnUX+LuQOgffBcbmmcv8as8Dn2aCceaXM/p9Wlg/f5h4Z+CcQot6Ot/B3TLHu6VlVnj80qCin/Y7wi06Nfqp0A2S9p25nI8bS8VIyJ348APMW5kHzuoP/Ef/oPmIjBgYhwQDcmf5SzOvr6iRFvvEHfZAhbRZ1PDTvjXzvC9wQM1r1yKqiz40wi33D340AGsV51zg3ZkCAtq3uoWNmG5VBY+InRURbB3nWj95hGEuj6+gKOPdcQI2GABDv4Uvz6VdcMg9vL6tvSYM76AZca+EDnDAu+G80xqqbfWqF3SE4tKwDhGH9GiQuQ9ZiGLSKkqIWtsCxhNihCHG2Uj8QJiVJjy36gIkdeOgsrehadDuVbJBdhHJNsj5f971rgbA1URHnaYw0SanaYlcg2KBY0scMqvCah08IqLHfqWMBP2+W3RKBWvq1bL8Rq/EUfq2IdX/rTP21pXE2n0LVZqY8ApiCBy3EE30d3MGTfkYNMwitJFDAY76vqPVbAPf6MYufK3Mvf/t4Nz90mi1EJs9Vf2t1v57kgWAJ+SujOf7yfT8Ub/2q5QbJ/7ROPpioCCQT+DiWpfCRgrp2sFAqsL0mlnyDqZEmzk4xAu5GftwUwCzpY/1xMe69BYxpY3P1crKZFVr37jcxXrGe2CBHbtLKkYpjFsX6yL1+rKu8dmtbvIbU+QCIjwWdW2J89EqqJcntBxgHS9PDEZWFMcC/8LxdenYIPicfVynf6BNbupcN+Wd1qUIzIPgT0xU8E06C0EtvKWrAN5KTpgsKOD3K5jbrVGWovZGILf6rpWbijMJgHmQlvbb3AWHxhBEBZAlqVt0rFnMicxafwMM6PnAd
Variant 0
DifficultyLevel
671
Question
Worked Solution
|
|
| 36 × ? |
= 20 |
| ? |
= 3620 |
| ? |
= 95 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | |
| workedSolution |
| | |
| --------------------- :| -------------------------------------------- |
| 36 $\times$ ? | = 20 |
| ? | = $\dfrac{20}{36}$ |
| ? | = $\dfrac{5}{9}$ |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
669
Question
Worked Solution
|
|
| 55 × ? |
= 15 |
| ? |
= 5515 |
| ? |
= 113 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | |
| workedSolution |
| | |
| --------------------- :| -------------------------------------------- |
| 55 $\times$ ? | = 15 |
| ? | = $\dfrac{15}{55}$ |
| ? | = $\dfrac{3}{11}$ |
|
| correctAnswer | |
Answers
U2FsdGVkX18pCfgzoReaDg0YFVQZyJ+oF1wsrZBhziWxI92byoiaw6IE5TjdmZAmUoaM/RCrbLfI0sT4e9xqqhrxMz/Dnkk/nx432QAO6EwQCy4RIwu7p9hKoS0s84RsolkRb1WtaA+KXpF7ExCg88T9tFkLWV/+BHYbB+EqAsJQp+eKu/jK7OU93zh7iiPLyvcR1u5z1RCqLJFuz1ROJ89aQaBzbjp9S8GTFh5wYAlzK6egT9043iq4nXfU7RSSLcgwu/0pv5GNTuOewe/Kj8HOgwXIJiCAH4gRev9UEaMiPL21kOpsoD+7yrwrbXvneoG8vS8IYvWPBxzpe8l6aUT7mIdilUGojvFRcIZt/cdrw1aDkX7tQA70MzD1AnCBn0fY9yjVXYn2fokFJxCOSCQMUOHNcdRyA58HhDGouX1K7Q0sXN+asHxX5lmV7eC/1GoN5UghxDTdbzcJVq1rXRaU344kqvVFqh82QYdDZrthkU/8NYPndlWBasGtg9t+5x6VZxqyUqlDT2fave9iJ81ymoMvO1BKa8SLd+dWwzx2eCLJTB0sdUnqUIJJrfrwp5uEXmnwPe/V+bHQl5AGhjaq9jrqCOL7dnQGGqThvrYlTbcmvfamgzP4zRBDDJ71j+pyDBMUqtfnrytcTu5RDinTa5dUtxjNagXqAfi3ujcJFyCe+oUgNqVL97RjJI1l626b+gpJcNV8Y8lL4Qppcp4PYzc2Xk5f/Gy1QwM8ik9PWJri1jXh0RU8iq6+X82qaVH5yyQ9IpJS2GMe9eiM+q6LwWqTlg0gmCXr+1Q28vZ3c8iHYZVBe7b7o7mQ2VLm743QEkrioGI+BvWPKqiUX5jjHhO2MZPaGZh0JqVTNEsfbAQsfJQIfR71GFiB8RNYdOIbcyDGrgIZK9H/3/qMNf/AHeivifGN0VK7ZBqoFcBUyLhVvPUYWwydknr/G0gxx3wak/4TlxI/9A1hvC4V14UgONsy3XUhlKf1ulBzpEAhY3KxAzrrWcSOFZzcQEK9sLqZ4b8oEvOWr4Jf2oaGjw4rEhnyKdjLfNeVXq8xyK3XLqswoE3lr4G7Rq/15zzD1dIpWFn10wkkioXGBqCJKM2XqI+68IYGXykTI8f8GtU/6xEA/E+YhSKApo+A8PpvlBLQDJY5EZuSz39IJv6DAnHGj2jFiErvBCxsOGDH6XOrtVvvISlSR0glpHBNcSRFlPAuojI4g/qdXFkpTrIMcAgrvu1Fbo5bPXKsBWpKH1vF4hkPfV6WTibe6YxFPvXxZ5j69T2Bn4M86Ra3nJVZU2C471r/JW6ZlCBLpEIeKE+Mz7ShGhbeLVMMQGqd5mQad1gyegr/K/KR6TRvtsTfbsQhbpRXK6X8EAODWqLNZMtqSLZt1e96IECLJvbFVizAtYXRobh9u6TueWLYW3Bdof68YdHJef4cRdkYmFREnLJM8kE3YX6ljnvnzk0kVhtK+6sOUHoAOfBXDNgqMBo3mdFxcgdBj/KkKrEM4TDEdURrA/K1TQ8yzjQyXprZZvZcyysT42Jh3B6P3DNQN6iWn9l8uvChI9rgLpb+o8eJidnv0ucrkgYS8teyJu0oFH1kJDajtyWUXUzOMVNPNXJQD7LjYzC21DhwHpeJMi0E5rhEpO12EvKrVFWiSkMC+azkaDOmf58vDeFEmRn3J3OFzbPlyDC6h44aDA01IzUUr3jMqwKUxTRSfcRk+eC0MMgzZXChYg/1ADUi8jTgxTEvShUdAjBL0b89Q5nEu6DkvHu3R0U9qH8DJKEQg5ETS78YkBkMCzS8dOu7oS2dTdXz2zr9CjDUyPCCJGZWluFBgcEFn3rMA4mKMiMCIUOtZQFHPa/lzn+MvS+/3BLai35q0xUllMNpsuexzEyDMEi4SYRaVv78VrY5wgkc3JrQy35+EENX5HOVOLt2Knn/0e+wKcPM8Cl4VjpgoMOhXRu+8bZsQ5bvp+R9Y5+uRXZ8In0P5YTP5jKmUve+5sNAb+jDisMAMoCuXczA9gxXofprr3+6n/hgTdjUcN3I9wSbvDg1Feci3fsRyF2wgB6V0f8WM0Jf4vh6B3I/OSEcHo9lzUYHB47StGgKjKrFYb6UlIV+eo/uUDThVDn07TqJe55xWjKINqlFnQ6DDr8pEBFYF7yBzVM/Vokg5kLTRqnPYymDnin0tKhQ8TaER/fYFo61kJG7BijWA/9opp5DVBfocSL5ozXXd+gcncxb/STXDST66of2uRUkluwR++bA6hzJmbuWjR9my6KjpyTqIAMIqvtjIQTF3HO4G+wOB5et3wtS7Unlwcy6g494DXCUFm2ki/eblUCx1TxdUFWl+JvVRZ6/w38UzJIk4zcfUNDd1ZCl0aM0dheJJwjSyNt62OfExcprk/hONdD+9iyGUphbylbNUnTh7BexPdpPwicnpjp4CbJZmeQsPoBZ+vG+5Fx/NrW7LyD1NPTrAGLJdGSp/5V+1wu89Vn6P7lfTQojAC7KORvr0ZPkt9x6hJOMn+uSY/fa8faaVRuNYFor9oBOA7auBJfXnY5D50qWtbExummT0xLUPf6x7A72XKAapZp0Uw+jX8/FzYTM6Hlo/VNtjqJW+tGabk17MVGAVn467TrLL8ItpaVRLNgD2zINDIfbKZQfZDUBfAL/jIjntcfF+pKc8LXSqhKXlebZLI6kRtvd+Ze7u/y+qIk/zZBCIgCHGB0OWk9gLL1cYQX6uXH14DTBI6abiXr2RPort2Wc1WpeunViPam1QLAlhjB4pOrOiF2UvUN3LSddj4zmPN63jGlb6m3TOXcNrC40HW3s62raeu9DXKVN3g0OMAJwJuofmhwlyc0pRiarhcsvheW5cNjpzHNJ6MsPT7Sgh1KT8K7R510WTCjwblLHTYqQWryw8QLLkMs1Eg854GSQ8PcvZ6tvgG5vQCf2lfmC7kSdAAOxKJQfDa+MMaXWZkIEDYkyN81z6U18oQqbFH2FLRps5td8UvTIdWSFgy6fvurJc1trAsuzkzN1MpR2PDvyjLFVuujnCb4J00dg86zIccXqMTjrvkyQiTyT9+elL9i+BvrhhjhMFqPwSJGE31IcUGjhuSt8SA9UH4qQsqD13rHB3Bpc7A7r80s3jDSVNlhl7sgk3WdQRj8LZjiMSy7dSXNK9hZRqJtjE/6WYJcQOcwH/CUIvMk6yfiPju0mq3Gkgzif+IEEHfpmDccKiToxyCGI0Mo1ASu8WFfxLIWrJLBgAWXAJSG+mqMFemIZ97O35WujL6bjAtmmKQ9STZRsDzhjN8K4XzPH+GfX7/wDyxk5TxXT/AjpNHDPPUoql3v1IW7aJ74nQNLF+y+YurghWm0rjRtK2GdPffabP9rAfjHHmGkqxLeNSDJp6fR2Oz/Z9PWWcDo1/P6oUtGdYxKs5HfFMmKygRRU4ySnlj8tbhnk7EjL6JUEkXy0MSOWIBxD8DXAhx/Ubwbecemj749dXBzDkgherQEJPnx1dFDKOnm4sUwL3xi8wIAfN3FUt+xY6fJCiNpyKSUwGI0E5GM1LLIw4BPs/BL7/X5YTa3/Up3RwiSK2Nvgm/24r0OIkyxtNCU/Wb7Vk7qTZX3lGlw2Iyb2zPltLD/QDeVfiCd2plZL3Np29gWpoVh6uhMTdc4TgGyjwofMM6hqvL4TO8NE3z/TMKQE8QLyeuTw9r+XXZCuU9MeXt2m6R1lRWeUw6tnHYn3UeM0mLXRnejVP2tNZjEHZNII2RybKfMXj7Ij88wCYUP8CdxvVZNSit1MUPWNEsP0+G1ZllY+FbGmAlXt8J+m4+BMhdykOIDLOfw7MBxVo+5VM2CWUX2XX6txVKmFK88RXtD2ukXBkgQqvEVgouqUeC4ofsj0BD1Z/xewFVcyfFHgtwcXOHDMVBzfXGPBzokUPCxnlKC6WOMAxp1MOsSRVZt7w5mSHAL2yEOfb9PGbnd6O46dagiG/HgwCGd9PuF7h08iwti5DdhRSaqZUMU4pF3SHbIxr9R9Qs67t1/hXdMXlSO6yc+6S8V3VYbwcPXVuNdoyMMJmQt8jhu8xIS0UTc5pit8ReBH03I71Itp0n5wVLpQVwCMlF/uzgQPPDC9NfGeImf65p+78pwdu+LKR8NH7Flpbb10rDas1ftTy+L/zPUJmOfd59CHZdYKTwjD4SHkGoAXcQKrI2cHQeCFlDYm7L+TD0bo3QBs4M3A8R7sf9Ias7uI4LO1zD1pOts52zCPawmEMDjMCKb5aVNKt0gOggZos7swtZVGNz+W49uIyKp/XE8G9njP9MXqVv8Oin4ArPppuCVqQORYdXAcU+wuQGEJO4Q2q6MnfD49UD7O78Qi7x4nbQbLzS+2em65RS73dmUODGP5+5CkK8fc8jus46L2L2acVmU6FRftSwhVhDPlyPmRgZDqcGD4W7OBa50Ia9B7XMXg4lOc/dBXqTSkCgvKqMfndzgq78AuvkcO5n30QgNiqwjyUyqITOyvdgc7LLujI5DsuVXo1VGXuYndIwKVcAOGYHrgn71r26lr037ZZE6+8RY6Jp3VnSC4jql4ImOZmwj+qbDXPA6XqmPTKprdXdh5TW0a9wBH66CC11WSI+roEl4ikLIQJtnbSK7kgKxKjkFDw3csUEPlADSgphaAkCuGxL2GbwmDrCFJPoHM0fsKU0jP/zXphhV9sozH3Q/o+Uox6bLrJPMp4KPozCTu9RxmnhBddHiVV1OioWEwGzYwFc/9BeYzIuAOZokcOMvAuNpD3pkYBD2Gz0GFrvEMmsR69oNL7qldUvuEsHM7ZbZYcB1Q9cYPYjZNyanIkNU+B7mRHtcOZEtOnrwgoycvqhU49ZJTLzSprqNGYwl8f+vwQtmpDazgarnZ41IKUPTAjlLzzE48OQXhHGXFj7gmdBSa1ZwToek2eg7lVY/s6qQDLBj77Mla5sSnPndqgtl800mey5A+2zlQc3vpdXfCkZSz33Y6EEymjgDEHlLowOfoUlcbIA33DUJNU6xuQK0iuFJa+8r9mIFp7pS2h3NN/IpUZPdozGfwOQcWFcsgZylK0Rnh+2aIHMj9uL8JWDWSYgRz091YGmC63EELYdH9PutZsCbbpAC1zvavprQAL8yBhkGLxuDUmsQcUw16RCKv4BgL5jNs67aswO+YYtkn/Iim9Y8p9GGjgM7huTsqP7xp1xgtXqr/hgY22T2xY4lxxAjw0vQbu2WcF5rRX99zkep+u2cCA6PnP8Y+UTYCSCee89yR/YWmGsCG7Vs/TNO8yj8VUbD4igb3CHOYRMVTQ1TyiJJK9MVj6eY8rLlE9OYJg9YCGQG/dWN5WG6Wj4BHrwJUDiuSYpRFlrs29Bg79cXMNrb2nsRotav0fs/D/t+rRxuEfbThloGLUc7Cuvr6pzZDnDLx8E/yCqpmWPBG8/JVDeHmijSLw/r0InLqor7kqsXrYodkWqk0v+cKMh+jVidlQa3TlWmV5RooupgR+eT6aXkkySXJqtTB2r//kjqaR4H+cgYSjtXzWccCj1r/RtTBbg/bxRQcNXyp8iV1/n+gBxVkXcSMh1gMx45lUeH7sWxbrgl1CHS1INcQn/XYCH1i4zN8Gce4Da5UKQpb8cmK29Gl0Swm+R03XSLHGZBg4HjUxGrZr6JnhcPMJ54dWogcJ33neEcS/pBgGKm0ckJBJlQQBi/8mHKlTtLvgErIiN9D9HGIVQYn4Y2lGA32pDOHLENXp1sdH3syhlsAWlAMNmZ2vwOirp83W3GuJ5cMkwkvkKmU6O/48OHvt+l4ORWxXD5jjngqspHzdeJo3mEuL60DLdvdGmX1dLvkmIJAw4IR7r/MtkoD/10EnhRM7hg1eGpTVugE0sQn88l30CNV7Btg5SGTqNKSbsPmKraLJFFpYiNcNHlfq0XHS0k9u9ijg5gdA40qUOTLVRER1CYkgsxTJESpPigTnSAjRd8OMPritiUIFY43K1ERycQga6ypLmTTpciKB5j8mWo91XzTr0OzfKpJQ+ntJTwUPwqfQDmz8yaAzMVve1wsH3h+mLJvOAJl0QjgurJqSucWHgm55NkKLpKRCsb75TLhCaWixgA5yOzpawlpnPRKCmWqdFacjTVZJmQ4HFWdAjdvmNSMaMhyB1eH7jgdQO2g0K8cPLSC/F9LY99MaF4VbQJWlK784NA4W7/uzrIM94vKujf8vCrK8tsy+Q32iYuvDhnZO/1LPIfbd0Z1YERbDQ0rNGGJfpjdEsxjVwbVsMR8lb5K17oC5VquwS8pP6mW96BHtLj2+x/XmmYcDsCAjgA/5aYZ/2VWMT3BIQzFRGmA5vW9pH1fi3ynbvqMOzQK1g1ZggIibuJeYLYq0qoh85tv9CP4sFa855Q5VbQKAVgv/Tu9TvbohIeowlFQKYg3beN2xF/Mus31BxZ6jOFUyvKayGZZ9yOGng5GqAIJs8DoGb2wm288aF94W2emN5BRz9IRMpEZFRy6eVoGqIc7qJdHEPLIN03+nhGtCddrQqENqchXFRGNc17NR8A6ndCgkN/5+l33ONhM2B2EIrythbivccKwiTnwrw2lUauLYVSQhjppLBzzgSjoCduRFG6MvUreLJEAPYIAdYx1XO+IoG5UqkMoWUxDQ/KkHSEtVOCqqv9tKMwZO+bbjKZB8WQJNUh623sXwptPqhPk0vBbgpNi908jnxYT+KLb3nxFmu9llyJ5HZcpAbZ4Mxd6nT8UgooslOD7tMP9L0OVGgF25e5SgUp40GjPiNkPp5ArPZjD7/OLdDJreJmXV/boi0QDW3J4ymXUMv9+xO0ZJnnCjte4GhRorT8Eni8N/Z1a3vExp2PaiNbsiDLadCmqcJvZku3lgzMt8tGLqPzFSfPPArQm7tQr284Kqdpi+NeSX85DIEQOEQn8RSZUtaOdnSskcTHiKM3Zd0GTdwRYOYvfsAbnvpwRh+WPMpz5HICvZf1/qcngwSNRyuw4FkG8i0SzRvgw0ErDADX8/XcqUsKEi3cRq5KgNMbRWwVwdg+K9j3CsY4cI7LeP9GoG8t0RH1NALQ3w1yiJu6VqEUle9sTqzaqqBtGyeVSWnkl1499F2/QPik5XnEFjtOE7CcvHviPR50i4lC41GvWgCIoT54uOVLXEm76M8hnNPgUH4ALyrRe5/I7RvXPTLrB1J95QUYWpiUBgUjxwPNo3CbI4W4MuuPWrn33lwY3SgpzicwnHbpFyoA7y98V245L4+URurgqKIhqQPLlYzetr0cJIifqVAA9ivCJ1sg/ZvC6StP4fHMyduPrqRv/hhc5CWmCAaCoByXhtTJJqY4TmE8h4RqDvrKBWN8XJNcRMvC1Q5RdZTKMSfPuv+ZvMGzg9Vm8hFDDd5zjtwiGQio4xhq+Y5Ja94dFeVuA4SnVNt9JeRFldCAowKCBP6DsGeU2I+ynnKae5/D1BmPDcCAKloHR6T0gsEgvBJ3OH4rJPlCSXNxtAvwml9Gdj1l/tbsxC3AsjI3gJWhV81Ngoy/OWLjm2z+JNPMfpmsNjnJ6wP8lWWLyJWorjFQq3OPfE+uENm97PfIKcdAIiznQcy4vOyxbFPGUee9n5FErxPw4jErqDxfYipRetueL9pxcTs257yvxAHXHipQxcGszR462M8JnQ+1j+PlorjAF5/2KTpUBF0ZD058PFuphM6sYRf9HQFYyWk4jMW/4HyLFWgdAW8yY/+eQXyncd1yv1LxxJJ6TEI3C24waNsUuJ1ecLx0gph319st0rZnqGzVHVdDIRMwkRF9CIVM4gh/kTYDX/3Ivx4xII9NHDzx+/b3HDK/9DM6f8Cscw7yOCTuKkzmim62OlqC0mvIYXSaisOtimBHBwHUp9FrhpXodIBCiiEiphOZknnLcbEtBPiYhFQbx19VmElOA9IetsRn3i/DgfvrB/6J3N4jEkltCuDruSTki+BAKNEx98DJSI29O4P5dM3c3Mx8N0MvGrNfL7ccRYy3B4f0Rcv7suoMWOF2xe2yvIh8VtKVEO3SMkzsSgQVglB+QQJxszFYrgo60XULQw1OvNGoXfovFqHxexQ6+6XCiZ3kI3d9SfVkO7CGE+IMwkL5eLppFDS8WCbgbGiGB5+ouFp9W2E491o06XAaPTKCZN9pgnt9K+kS3UEvpCOp1hxGTKlDdh3qwvfXyj2UTk4sDMoSlcmFipzZz5Nw3MxK8sKRGk740Q+86UWRusvARo4xsf4hAIL8bYliqxjU1YywbvLzU49Tq2NPibB/exox1pqG5QshwFeMQL63qvCEpSj7FQrYD+yJqNfZ2kih4bB0T1HAJ/m/XiP7ZhBAWAwp2eSsKrwVg/SlzhBrYphJMTLvcoHZGHU2BL8tBN6PXzfCVitdg7a4YXogGzRYKqeuPc1NARKZEnMdHyLeownwBRTrDRKXYNKgLTitzFBKTBTInJ4E/lrlFYHyyKhs3cp3B4fszRG840Vyg+/u1ikRskmHQHzcmmIqPEEuTMhZEkzUSI7RVjJRYKdrMC2Bw0KXDcgu2uEoZXPXe9s5EdhwZ6P64F+JIp7PtW6x/MB/MsEaslXaSJRhH77IycWL6Rpn2mHMiI5qf7snZOFc95v6vZ54MoUrF78S37O5noFuXv9hGeeKZ1C0FvckmVqNgufpsL74qHvoumKML6PRexPwDYfFuZfd1CS4+MSkMEIsl6q+DwJjV8Aj//V/4oyNmk1uRUs/fbQ0VRWKTbPzDQVjFYqatauvvm9smNKHbfSe2UYCpJDTxRbMbzRC9SZf51LRO7h1e77XaAG/JFnTnCryfWFlkCXuNYMZJbk3nZLkg0B2bpq5QDXSNEKDZwwzAHN/lKeLfDAdvVfCCdke3zhM1k2Dvrcu3SHz02lG6pyE9LEAQCARjSp1Nj8aETCaBfTyKVPbhdI1FraYdaqPt3V/JYNsaYAmt29T8tFI5ob/F5XW/1zn4c3zF6zGPWvWz+Vx40WgqixcTpzu7on9RUnF2N8gkfXmVjqaRRI2tek8USUcuDbceLUyECdRfqxxxVI0NwOfEJGHe0wkqq0LK2tyzgjQ19PzdCb71U470QMOcAncfRpB7RBMLEkQByVSQhoAGzfqhxwHLUjxpO6nyA+PxWCd2hBiO1wpk9wtgA+kWh7lxNk4ulMctYpMGfRoEYDiJPIL0Gxa4ZyuPi659FMAIuVaxVezlK3pW7O0f5ubX6zk7/tTpj//VFWMCm9dk0ljiczHNZTGZvPtzTwC3biOnwLczW7cR4nxfCUx2AExQWSry9Kj761sbyzs9Ug1tFavXTQNz24r0nac7Zyeayt9VHfC7qLePCyAvuUGUrdrqnp/NCpLSbg3XEap+RdI9LtwZGbwhULYE5fY2jeWFOmftw8/OenHBXfkZioUXglGrTHVBDa7ko9YbVvB/GNDn4gobrxiwsHcqDxykNuVKcGe6cE2ZLOKnGggShxqAWPwMi91icYeT2Ytpm8cvPFruMvIEce/WA62TCVsoYkAcz8xv3EIGkXtd8H8/u5L/rdfIbrmEPktbeoaLv9/TDo9AeVitKUEogE1OwcDtrf9obR7tG53w0xEU5S1bf76TGETFHjUCPff2S1HTutcWIlSPfjYfTQY1CB3qWiBW68DXz/9zDR52Tq9loasDAk7qbHMprMxtXaad1j+rwju6j4+6r2UaLEwzmspMVsMAgwFRCHl1S2soaYv/Dw5wgR0Gn5nRl2MFzYR+XE+reqVmVvjQxOWnYaNlKpv5BsQdynVSA+g9YhRFl4Bp3vZYm+eypdHbFOeOiG7MWasjZ2/gw7GfcNbWJN9eemXKoTVzj+Lo8ICaevBE7YVaQxGm/iG4eulERo+Oj04GTEbteJfRRoZ2elV7HQN2HR6i6doFzaKtvzl6qruHO4f4ZQKZFklMH+p6eqgkhB5Y8mqxFqBecM2IemakZdVLEUul4ydJjv2/4t+rR2RzEVuGs6+rrAjk6c3N7KwvnPu/K+5mIPW/oin0Khc7sVGlvo9k+7JIWxtNTrmCyVMweE9Yq6FXgRFjCx7D6LENLswM6kDymgsb357srL+a+qsWNh3EMbDV0ugRGcsf9cZppTh/nFkTICJgl7roOCCRICD5o/eKqey7BXpLJnYH1ftdtLp4sTqZ/scw/Mrn5ZsugGyHXvZFfMkKchAHQGXx2P3Xuy96Ygq2SNbu+MoPYEMwIlqEP7/8Gv/WW72KH2RsTGwivCWwporIZDWuEOUTjolavh5ac+W9mgAApRkyZ48eZCTkM14dRTZ7WwSG2p9HzfZAjY2K0PAGTeJb64IDrdkbGGEe6dOHsTtDD61cv812Uxc7SVYiVprYjChUeasy1QOJTI+C13i5kpmmfA0SnVROwY1WfST2JvEK3rBlkkTaMqXDnFV7a66CZeoIMJiy379YJiArkLnUFKSgE4GV+fhHqsuq2Hpe6/1CwUAbpEUtpbE9PggD4NSdVHDlzk0U5bzcp3H+tBdr2JtV/Zc56rhVK+D6fWKgIU7KqPRna6K8c8FMlC6ifHKwDStg2+mSAGwdqEpCv4vo5LAaU2GiJp0PJIXRbhnFIUqcawk4evlJyuUNblOKh3WKVeXW64g8KSGyW3k6OBom50P6svyvMmFnRXYzpQzUcKUitzzr1ITIeteSvYvDMHIfmE5qMst+h5G/fcbh+MjDNczd+o0+H2EOApHW0EPrOus/xtaMqExrapspzdBcSgyl6vNEwG5cmmbQBI2RvSfc4m7sZ3obIn46pLbpLC8zBQnKZb0KNfK3V5z+av6eatJt2al7oCg++E2AuCHHpTA9kX4vqA3mxSI7aOPbri//dkCqcjQU6evZJzaCivY5GjaxlvR9S3zE38wxtBg+P+jyix6GN6hP0ufZy/qmMv3cp1zU0ajXNKqrkwchsIfIwIvo5oH2xHR/GUhhZckzm8QQ4A+jlc2AmKk5LOV4SaH5eQhVS71ift8w2sanFnCUwBXWpgbRn6Uq7hyZj/BPX62PnpdGUMD0OhyDguO8tkxXUNMQjHf8sFZMXTECjsbxpRdm3Kmm++Ok6dG9vGsx1/CFoVP/di32AlO25hdxFgH3jg6k5d3bzUGCXSgtgDQsYHUphnMqxB/x/22bx+S0u7/++8/p9CkrpADTGAhDpRqG3JmZCI0fr0rel/bPV02nzSZmIB3sLwdEtwE8JbjQr0Wapkvcz1k8jxOjJS+AzP7ZFBHHPJHL3lEFMhimFqJdwmqgOd4mzTAo35tUiMvYystFzM2aaKqHO6+bLsLBgToyI4Y23hvw5bCDrQKXKL3IV2tzXjAKkNy3svmPu4VHBehKhRNdXHasx1oHecoI9yHEO3bqoI10SLemPKHY6aB4oehIPIFCvKYp2F+1xlkDpSTY0OIjM1n07gSl/iJu7CPoK1csO2KIRNRrf43RreC+UjdxABp/t/9Bv4TUh/O4uSmuaI5jG0eJ0okjxF+fVWf4YKYeE8MW0RxM3K81TjeoITpPBRExyN+pc1Ix4vjnIio5Wu1qBF4AjSsNAWD6O7roNYpCxQrS8x3pZ0+kAU21hs6WM5vPvtGwEizf44Vlh8ciQwdFP7Flk/LLIpIeWik7vCFFRQpY1TDo0MEs+PgH6Ao7+1tentqXzSrBsXonM2Ui/UHtoI+iAia3uWOsK2A81MeXTaCRZGs4DSGsJGyr/gQboA0LF5yMlViC1UJR6frPcMwoNk7Tg6Qr+xd/jLiXwZe+aRQ+C/Pjc+M3E+EAE1/wCEAjvcgBNe7ffmsIPJgiq1kF6i7+8DMmMSUgacJRndfcXW4ylc3HHjoqpqGQpt+FPvBxVAVuCWGo3zJQFyhtNlzli0+o4dtVNHwth6p+nUX6PB6GO34t44SALJ7jmldpn3HK1CdctawWKV83vl5jFJithRiKiTXUEaXRNdgfg5uXDwxu6YCGyeukIluTGX8yfS7uYfTapej6UkxEl0mpmn0FLUuxfI+DoH3ITxOQP+fITad50gJoomYYzFI9leo6nqLHJHNA0+lNyUnajAcKua3TkxHF/CjJQIl9F/+7PlYa4hvty0giv3dd2Crv91ok+086rHXiLoyzOKoe2lYvc5+RbZRr3TJuLrRpLVwHx0U8AB2b+lrdZNzjUAxaATGIOoXm7CXamQO1OS7qGPU6HymRREkpD7RBgBpZ/h8pbFvUbjLLxn/c85E6pw9JG1N2Qrile55RZUoeMByA7Zly3sN0lbF4UptjJ+aUqMiCzQKaIMRXeL8PKxn/2pvi5TRbIc5ldLwX6NYMC2eL+cU+rN7OlNhrB8dlMBWM1/mtbeLyaOZaUuw7QxseRoDLStXKbtwwk/E5E4a3aOz0N1Tt0Xor602qCU+WY2LzGhUnFJD3ek6PmDC+QKwaIC3DQqHzrokLJVuEV8Ha/Kl9Jbfr3OKqtQ1pk4AghhpPbheky9dqFvbcyBqMzp40e88Et+wtLsCXyStO8T2r7imvo0S+wb7UsGk4acEi3BYWI3ZU0WvzFxxb75DVabxCBhxegWjlW0lQlD6kFO1EgXspSM0DBqQK78U6aYjrtI58jhZNMKwYZVk1Fe2JYzXJF3xs+iy45LCXq06sOC6TkulkH3wo1o+mci2MvAQPBT0XLK418lgPj0sZ+rd9W5nSl4oQvBg2LmEjg+fc5/NV1fqedr+4UlFEAIkIsWGr163OZDVX6bl4UZloSZKILW4BclhZXEvYApjarElYQIHnSgsGL47+vX7ppZi5PGQqFkov8DlKZmfrcZX6IBTCMTkPAtqYIUOnvVKdzlnO5us8ErWGSQHsKa8CutVWOkpp8VCm2jYoPQt0jY1jmeAte6Dzoux+SdT+DXfXwsdUTZqz0CkttYQI6omq5XXHoVWInmGaTU/6cQ3zutKPhYdjNmHVj8vY8sofb3nReclQxzHaytNvPhhgaHyx4xKM2xQ8XoV8jldKH7oOf3ZXe22TrMW66JIma07aPTdU+3shqz6Wvsm8huAOop0KW694C8etZL8SI3Mdt70mm8gSSDq5U78brydVZvGagQqb2rnEy+bX1U+qjMg5N7WZE8hMnjjD6wLqV2/+rzJ4qtDmE95AUwLV/jTFbvXm2rO+oI6aUKSTCo74EuOI5r1aEuzutTFj6Agx0r6JW4zB9l7dyK2oCoEVA8mKNN3HXY/K3mSKTME2DKa0ZwBvUjt/Owd0bvyc6LLbLIV1lv7sp7NuqmNQF0ocOODLww3qPkSjCTQH7uG/7ksGHChLZ55kmy+BtVj8k8GiwtneCw4SthtSBkhXbm1gJlo08x/JJj0kZBEGhArfy9gAAyK7LO6h+gUoo4AcKGfnStY1rHJZpHJ+PeAJCSlR0Dp8jQl2z+ZkVj6C6tO4Zto8H8ZGDowGPenzImFgl7t3W4ROpDUMJCO0uBiGskYUOxtL5exgxEyCGBmXMqCGXjkYiC0j0184W1bhfJyobjBZlVX8S2D7c31RAh20HYGU9ehH10jImpkrq3vPMnjWXYp5Vnkx3e+6VZ22ZSKDK9G2K7ur6oY7uvPZwDrpiwZlq3CJNxsU+PMSD1DrUbbbZAiFAoEtpspe0pNFn697KuIK5NNYV7EZzSl48CxoNfFivENDPLDkWC/T9ckuXG0NtLW/YPb/gHxvm+okWLzJjjSkxyuesvabDTkPZrJLlCoGMNVeAfMuS4t9551nCqJkKi+HYZL3MHFNeVLPHVeNQPKlZu5O83P3e4bXkadJLwiG2ormfiT4j0O9lgdb9T7Tdwar8At0tTdGVDUzLSkp0D0OjA2MmXlSvNj/foMYDfQGLy8vB7zIUtKrOP+P37AVL1WUMBJIP24ISkMt1SYbcQW6Lv5R3UlnGMg7DNtv0AEMM4h/vv96M/qPA2DXALerOuoLGsJRnJ61zUtIkP8j3XF3A3YD/gKH7XNyGT1Jretr327+UpIFX71BJu877+ZZ9GA+pQnGI0//Ty1FZgq05+/flGUSOmNCEUR1X9Y8iLSlGlNnOL8Yxg/v2RUG
Variant 2
DifficultyLevel
666
Question
Worked Solution
|
|
| 72 × ? |
= 60 |
| ? |
= 7260 |
| ? |
= 65 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | |
| workedSolution |
| | |
| --------------------- :| -------------------------------------------- |
| 72 $\times$ ? | = 60 |
| ? | = $\dfrac{60}{72}$ |
| ? | = $\dfrac{5}{6}$ |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
664
Question
Worked Solution
|
|
| 56 × ? |
= 35 |
| ? |
= 5635 |
| ? |
= 85 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | |
| workedSolution |
| | |
| --------------------- :| -------------------------------------------- |
| 56 $\times$ ? | = 35 |
| ? | = $\dfrac{35}{56}$ |
| ? | = $\dfrac{5}{8}$ |
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
664
Question
Worked Solution
|
|
| 250 × ? |
= 75 |
| ? |
= 25075 |
| ? |
= 103 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | |
| workedSolution |
| | |
| --------------------- :| -------------------------------------------- |
| 250 $\times$ ? | = 75 |
| ? | = $\dfrac{75}{250}$ |
| ? | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
U2FsdGVkX19HDjkCWzemWwFfmt9I9j34C5SqkCmp8IFYk7AEA+05YZBm6EO1tSzsKsa6qesZaypf7VojNm55oABkIrCzIkuIzsPgnrq/MtxzagpEDI8q4pkrHUm5SmHvUrXt5zrIlvTUQmqvlwIldN/9nvAdqTIkO7w0hbDL5wqYciHCdhe7Lzx1pLE3mWOl00fQIRPsC1VH5qrTjGX2Mz6iKF3gus9mRzkwevlJpSuQGtGIzMywNGTAFRKALFmquqfCGiG9Ub2Z/RGjRpugRTZpKrdEQjX4TEuWXrbtdEjNLKr2oxks+5lQwHyF15F7JZWLWWn9KX8Ewq3a2MhNeYRD6oiMBTVfawQYcbiijp9xKNkWFAkCEiksvn4CSbwGYU26axiMqYimuxzQDt4weG5/zCQyX4WqfBG5fo64fPqtrCsNRD8Dncr4cXmhk9t4+NP37rM1xyKFf4EtpJT2G1j3N2uOq4xH+ZzuM38XtyMF03dxOl6A2p3JR4Wb9g/eMDOWCPtiJudTHEVejgvrHMfw0bx+qlEJfzG2KB+HSO5ycuH3X90I+p8LX3S8nf3oqmkYb6Y1x9Uh53bI8GSimHxyK1qwxUQrLoqXcfzQmRpIhPPosU/Oo9HVh1aETyfrFXLNwsaW30KP/bsfGliKNxyHiKBvPnBIQxbVh1M8mr9P2KyGhubA+vY2kCLecxcOHIQEkYgKGTbp+QH6eeL4doP0Nrsv/S7fzkeeYZRzJlFmvECdB9ZMbM8KZDaMBPgCyVSrCLMQrUk8VM3aBiGJ+6La/o2n6qFHwAvhc81FYDjJWWZgfno7h45WPRmXOiXsKqvIONslSyDyWBGD5Id6DfQ1JjsE/I8ZH0Fk+B8pdNUrYTPVVjAgruVI+2cYBN/mTidc5pn+DcW8+0lCGONPtH0Al1MYqd3LwBpsszNqLnHaKKlS7hoWF7rgwD+6VU/yxxaK4DvEUGFC6WKVT7tyB4mj+V2hofvMdeIPiHmuNNdlXipA+ZIvhGLZQmbWgUatVc4FP08eCrJ5S+tHxwU8i/9g30eOGuUGR469zsNoavHpcoSHA51c9tJMa5vmG0IPwoCCrt1igAQavteOhCIgOh5amccOg7GmBn6kBJuYd9EEUR1LJv47RP8jdEeRrpblinxj9lxpNTtNed053yuCKYFu8dWSROguSBcEf+jaf97Jh3ztD8aOfdIUGXsEFegvj30uASjnmkAscNzq+RjXYjOcSY2BR5Fbq6FBZbH7UAUWs6GIjMeYNq8vnyyMHsvWzLEOpUDxNm7s7fMgkacULM/5iH1ykMd7Nyt29sQSLUOWlT0JH392iIdCZn/1ru1Pi31xnVdBRSSNOr3TA3nVVYJvwfII9V8nJxiS10RSHELqR3HvJzFaM94BdIDg74gcEiLG4raIj+NeOFKsoxZUTGZQ8y2RHRPNdPCPELmXJAzMfLPSEFWTNIW0LRU6oZJePrxRH1FSiVkyimuJTB6QILBHHvlGggXLY4/BXk6y8ssacLEDB3qHrpJGsjJyRY3uo6Ieu2P9USAAIZmPjCK9Q/WkLcTMg5SwE025BsoSamDR//gmP6Uw8MRLToLy30UmAW9lKbjnKQtb0r4wV4H1QIvdnyks7PEtYb21PMJMlf96xKbti3tTSGYRygeDgpwb2dkUkY8f530LWa0CuVEDkquVp2bJ2bO91b2JufjMTIPfxzzyV4rc81p5gBptDydlIoSXIqhGJOPy+w4ysvj2awVXPQrSEM6xYWKn3o/3GCKVTmtMxcgUUy6haBtHs+4kT62tdQ6XnFjNsQeDALy3Ybcz2ftOul9W46kXndBmqCJrjkDAm82NegPqS/SxrHKIkALLBTuGnud9OJdB9mFxUVaMwRzeiJiGvVsS/Vx2lGfQFcg0g37J0cO+CncR+BJvKkFiy/3Z/rD+EuyzmCIuV7CPtf1o5mhqISNVqCrIvUfLHRfquvganupOR/69MzYYTTOIvl5FJHBn2kuDv3mvnqESNo3Mb9JhjyyJRHXAGzxOZ80w6aTHh2pKbt2+uE/EKTiUUuzXjCg5Mu8l9uk/n++6eTvki5z/vlIS+nRoz+nGzQk1cgC4/uhp8m+MgqtWhDBXyLtEFAcV2rwG+lJBTfvQ5O30tu1/qi/hu+6gAT1YgHE0U/y1vLYhfXq5c9R37PBtHY4XhaBkkUE3z7f+gbR6Bf76kzP1EVnkOMPXZ3BrPdXIgrXjWCZO2sqrJFj066+1fsQpqjHrEboENjdfttONS14s3fTGF3/OWiJ5vjXcF1r48APf6OPUiIOiGxE/VUSVn33u6/4C2h6zk7+R5s5JqrTN1TNvdFGMm+n0Bpuw2thw6smSjEPTB+RO3WrasReL3zrj67I38gyPG4x86DAvaLabMWH/X+lsTnygcMauwGFYZnLJKE0iAvtxVQwxI0Rg+kGBEh9M7xNxyeIpDy/dH1+LJmkFW/It0hX+c30ys2ISbmlVcxDHHD+g5W6Q/geMyWVHxZL4iycZun1tnF35x8c+zcon4xcYwJAVva3FHniU8mye2zeLdcaIleyClfeS2Sn692GNckEunfZ3KZGcprLdIgwnAJYnAzMCaLaTv74bx9+H1zx3/dblMFE0qgmhp+8qXcCpbUpFiSKkNu2Mj9YeciGQ3BNGIXJySIGWX7iA2DD7yXvKW8swZpUFgwQqIqlofGmDGx2g4TDEmTw2tX0pOA+ZARLVsykbqN4KCcVHDwPDMj/dCeRWD31HrALIqd+BV9tAWBpA7MKlYBtdeSDNftM+nTlnpqN04XhvD7Q8ZNbniD/xptEeJ8CobSj6hgorxEAkbDfAZPdaV51yLOSdJNLWTkGiSNBtH2Zqk40eDd9jAnL5Ekgw2m6O0PkxsTxZ5GSgeeCxeDZWiynRiVdi/XQSFYsFZL5JYP1OQkYWZeb7HYGtnoO8yZK/cCwryASOTypBk/oAJl30ve8q+DFQ0oAqNPhMaytuexv6GiAtrL3JEs1QZSx+N8TqI2fxgmaXpVmDPb7yHYgNTxh9WXJNctaZYnMUQ/yYqfGjUHCs0b1vSRVlNWIxUPzO4ggNNRFD9aH745PPAys/OpkB2ojcFP4v0/FmrF86CqQw4C805niYMtYcSau7UFtUjn+ylT57nQsOHHlSKjX65aHsjUokFGRnG9mysrK6+8bRIzQjzxum2rLQrMSeamhp1hxwSYJWWai5MogaJ27m0qbjqKmg9agyWYv0wanOdWmjmdGB9/GtCBmglgFgJXpIEyeTQ4YpeaCx3h3O6kMf4uxknLsRmQ9nLjDOLmXkRaBJVmreRAUz5+/aVyr0qbXIIvmXJwBuQ0hibYsWj2oqMiDvWqamjnYaihf8M5A4hrqsr0r2prRXvuuqxWq7RAzjHbdLfJusqXyuzgFEQ0ntuuLmibheESZbvQmzDb+++tJUDDj3K5l5Xf2WPpkzlsl54jaM5Trq/Xm7bQWXQE+jwW7kveKtrKibEpCDd6QGAHafaMUcieaIjNDAoO3aBdbWZM0xxmLVvUCI6qE8SS03hU2jpYTFFMHHr9B65uud6vlckQQe/ECHCugLorq5mxxCQaXhJs3wnmX9Iuh3giBhB5Atp1zjaMUF2u+z9Oao3UUsynyAhvufhKPaMGc8fwkSnp4VQukrK6NYuI9o8c4hSY+vpwzwoepwUwjr0/c9Q6XNT9pYEhlMoOdl5iwWQ6exDGxdFhL4dfPDeXXU2ARrCcl21j8pyITL2uYHJH4Fdbc7NagaIPV50q4x7CdQRDFqIbZADIgMdX5UFmDja9cVyUeKksU+y5Mzd5q0EjkR5+3uM/9Cckr4Ung0KOjkYMlgiJwPX04/KDnyQpFrc4t001Jofc9jIVLjHxafQkaJ3HujvwlanqtP/yZJQIqPG30Q2LKFfv9ah/TAdSzIuHn3TJ5b8CBcBdSL6q/KPvX8qiTUVr2mB94gduLE7gHeBDy8SGJsdOj1DVuqZ90h2JgtGlD6CIHbuUDNmsSObetpUt5LJEbDAPHGFOxQW3f3kYbk9J1FvwZgTeFNdg66QP9iY52VKc2nxSeOKMrwivUud4vfFs+mosTWuEzoa1P7b+9Mt5G2b42MLa8TQE6F55oVee83Dl8FJJN8tAWJKoIwEWUJ+xLM47g6WiCKk9X0cdIikLHNr1/AFT20j209V5D1/CIl81xRIebzxoTIqBLDw4BvZpxYYnvEXBa1bPzkK5AmjGtyfZ215zv9zMgK/S55he2qTi+uEb8bSkXI+ibdeBEUfEAXpOz+izQL4TOA1BcvFvukPix8neYyqDjfYKRHJaiphgvZPaozgaincFzj9vJbU+Q/ihKQxtrlVdZv5Nbqx96HI5aha43szwavUgeyXOleOXjL64MqzYm96ZddRr0YgH7ku76xfc3U2ZCwl3mMcbLOHclgKeOY8/aioMRRSsYcp93f9BgO40FdfT9FX5cQATSukaneH73yf4umY/jeaOkNmB6/Y6iHBuudnymXhEwkcTxu1rvK5DXUwzkX9zNuo8Js10wcMHHGqSgTpu3bhbCybiVPKGgNHjWgcgb9KmtnzgQtzuM3LG10JNylXhzKBAqk4mE0GBIK0CExoo354X1fOsx208VydKFN/tJstLyJ7nW0Arh8mmTavWTBwV/+nc7MHirRRceA9m3LTmuC1K2Bl4hdG/rDc94zQdBCFzoUfNrc3jCyZ8WsusjJAm8QH5SkOoYPkLqLadbfmqkRnRPIG/6LEG97ZZGgkr4UHgRLuWh3rbVBZa5rPf3ezTbm8yEc/E4AV+Gdqsc84OgS3d1qesQeAm9whunMm5LUS81UK9OfevFzMs0Vj/tHdTTSLT2WIhlUtEcdp/huCi/o7beYuCDZNQ5M76lQprcpsQJLsKWnRIjuITOUn7gVE9ctU/1eA6qXrIUr76xeSLmPuL8DPVNVcm4kekMrWR37kabiTkSctBe1wIbtJaIQyIY4FvvO5NNCbtPoRaj9YBEH4yMOkxGSGTKeGpDxVyjyy/gjlXJZDXl9NeqAL6n9o1GfnyASB/iOF+EmotKPP1XI78WDRMl0cGS/gp1WQMUGgyLoy/IfRkHw7tDb2g3VgTavsLZH7NJl8piyQny992wKvTHekBpfTdbzZtlB+s2eaICpJHdxWhNkTI2gvaPXeRPqqwcdFiclYjiYlHLS7s+SUYX3yJIfi0P4m2OQAZuXaT2Iu1Ij8OJU7t+/yQ5Bs9B/rOd8iJb+5bZOkC+/mu/bq4dh/txgniwun3Jk12DPsd67Kly07wf8Ww0wQjIKvrKPpCix761ra214uKmfraQQqy0UV7CLnjWmpNXYgJdq1wD66fDQX4g9+NjGYyJ4O2rmWxTa/sKunPvSgufkcJlbeqIFy+C0pdJ3r+kapyDxAgleBPrFEVDlI33uEjK6OjA7ZZ5SdtJaQ/lMUB11q06BQrgvVEg7Vr1+I5+5y5txF3zJcHs0+Wt+BiRzronjAfqVF2R5xg8bPsx7BsKO4gxIEDssCZjoVaiInq72SMWFeO64lNxVOmC3T3ht9WwurzkE+/3hDwDmgI/zmOsBwCNhToN2fR+l1mG2hRqeirHOKzYUQ9hy+WFC15b73mVLzKI0xLloHX+fEip2U+W2sWe4jMupugshlFcjljOh+da+ME2tZHZ+TiTd2cSgHI3cUikDpJUNCNhBquLz6UrYojPaGhkL1/4BDtNz3Fy8B2DK8V/g7BG1F784z2hgPsnXvZqFnsDSiHmHJwlIQ79JukfMMlvK+SuE/gnL36Kt+rL03p/+3NYv96TrTvH7E3/MKzMgDsqMvE79WKjemJDf5S5nNQByRgmdQdzklmaug3W3BOl062gFxHkGv4D6CgQTP1AdtOr9svF78wxdwf/XB9Ep0RSlEzyyYDmkksseAlytrfjqs/joLzCTj+GMYt/Dtsk1yUFmWEgMk+fI7T49osa8jppI+zJ7LVES9r1ffKjOtlbVDqJBTPpRR0Te74nhiF69biPu/Y4gtgdG3Uomc0pQDTeRGboQoHHXdf7AnFstruvaAd+jLv2ZvtZRSlTpE/cqotcoRHu+bLea3KPrvqjw8ui/vrXvXO8mhZZrgZt8yk6jrQqqUm+f2O2uMbp43JEh7opdb5jrQ2Hjso3NJ0GrMJ9NzkG5/k36cznTPGJgsK414/Z6+ZFYRJlInG/qJvK0qFQNhg2UcoACJf7OHrtr2FTsXTT9vhAot/yD7Kmw5IoxLzmCaMVRd6vXyZv5FrMcRQmbJMVaspF5Rwgv/s5VPbG2RDYANCAmuMr8pDQTqnU10tK6hHSnw+L08FzD77ayLyzlwq4AYuR8kuRtx0UbhQM5GD01FMlp4oQ09qG+yaFhX680gBD07FWk8HkaVxZzuZXEGba5AGlSAfGkx2r3dTm4cEF/qG+0YxoDGm0w/fX1sMVU/wgtbVMIEKF+aqYjIxuXmt4Jo5nd4gg5zFABWJ7rmicK3p5plHBLbsJ6+enrDn1DHavt4MVBcTVin9SzJmtHZug4imZ++GBxxG+2GMIzZCP17UT/zYoWlSWznsQh21l5GwBiRtAJduuKSrG/onH3FIuboc2UAahWg8D5fsXWRgK/mDns7x3Gswg5Ey3pnlxli6hrXZdq3uvTNMO8yvjfQ49wcPGNRgu6zW0RMRTIA0iekWu8NtiUoSkNOmDNq935mFeD+H7n7nJ7A5ARX5WQXOnlPTqAQFOn20jS2ZnVywngK5Wc90CijhNn16UZdRBGRWEpIVR33KinslKFf6734pWyohoDNIYsQaD8nsMNTkHppTwTd3HQVgJjiQErQipmo4Pr9XBR/tKgdXRegRbkJQDg8W1t7VoYn8KNksq7p31uWSEel7rDhvZiQ730rY7dHcT1z5UfdSZ0RVVxED8Grxr8AA3snO7+MVTW39x/wccL78jNBSwYlqG+k8/AY2z6GTsGeP8nwtSXGZkm6jhSSupdiGGzCIx/lCQVKKeSQkvhzQRVUl9OON6cAIptjazqB9y99sbf9vKXZI+hiaz6l3Wncr76Qp5PLs/9XKDkJPs62StlF/ZNPmVT1mQGonzntT/xUBT5mmUIblumJF0tksigThiIeQ2YTASLgjtRflx3fjufABCHr5ItvnQE0kKjzg6xIsKfFceFsOgmXvKiH/xS/yCdCizPG7h2oskkAGdvzSAli+CYHAdQzJA656vIhwDGG+qN8W8Qn0S7iRGfBYw/cd0pohlaK1CJjEOR5NNdEGC9zl/z4gqvMAVDGLm6Jon8nQ5kViPs58+kkthFr2ZdtAAAx2/R1I2J4TuZgsGgRW6wLU4WYKDi7zsKIALJPrmUwk5UXhyz0kzfhGeroEf+VM5l35t1ff96H3V1B1wmPkYMOCzWYgmJXGhvZzWCGLzs41LDgii+9jc0rtoNslJx5erQfBow6UNuXRJKM647HrMHdQaCiQqJxNzN51Sgh9Do9gargidZJphDw3K+8F2RZqbDDLQBGEMYX6/xdckQVJZ5vX36rWYmi+jmEI0q7IpxIqRCfIV8hIgLK6fP7icBQ+rq+53mFA1q2cxT+Jz9V2pGCc6VVNqUVfFfTPyU1cEnoxKWYXR4hBZ5//VIkqkBP6rXMe3DaDlHcVBHNGdgsJH5xpb6Fb0jLfY3IuOsCXIs9XbBQIXAJw58VCzBHknpXDEo3UeDzKYfqtr+VAOR+4cu39rkJ2utgUCOGBmV8qwbOUReOLwYNR/LddyjM+9WyKMwOBVbOCxf2C9jr/EMZiuxqJS6ZxbW7vsfcEQnOyqR+rW76Z0+/k7BqYrSrfNAPZf3Cjv5gJqgIFGXW8rSJpG9g2xr7pZMXrmYMjsCkybZ+aiQ/777IlZesWMAfmGiu2950/091dBDO6tCVB/8VXE7OxUx+gvorBfULYbcDk9SOK4i6n19zPlO3dTQNIoUxrbJaX1XjQJa5/vC9rcycSJ084cW0XN53xDPdDMgSmZg6oGZvAUBVvW+JndXNd28GL3aLGMZ3PtOZjGpfT+hNsbU8D7wTbdMurIeIqqV0T8vfT+ztLblcqFUqWY7PwazAQa5T88xuV3T49rE5LPWuqwgjEMtt1+uqjkXmPgxcyHYEqGqA47we01CGd6YiZMmLTGyTSJZD4qZelt2Kutw2j6lAeniQbCZ2nx2fzdpRKQOz8ngJvRNV97ogtUStkDmfK5/h6oviLPkeiGAm7t4bTS72/b0C+zrw7zOkL7rBesSMiIMjwNS966RUxEgo/M7qoM6dcKOhTTRaHfOnq+j2HjRYMiJTjCSYwpK257ngk/dsP9FCN5KTQ2tzaLqgPfvwHCxIl+ZLEaRjIABNScGSARkS6ENHO31m7vFxn1WXmM/D2BNZxn8+fxOHTkgDo7zdAJntzsr6iR+sZowFqMBdkA2tpPemFbXDwBc6UZ2meBJt1UOZkIirQGveoDSRigHAAnT5EOgKRSzJ8XnNR43IXoSDaqh9gyNBvZJ06O9NSzYQtM2KBmPq5cbf+iBOflP0Zjujqgy/V/14T2Ogrls3+1VqDS9nlCI2V2f7VAW57xjt8qxtq/1a1Ny18MLU5V9D2VBtnWAb93pNJYs49ePQe8xHwGArs3Nvt40w9i2QJ9Th+1IQbRkLX/mDb5gxeCY3Lsuj9sf867GYC6Bdjc+yCYD8cv4sRQ4dMu3ZGcz5eN9Nb+FM6x/H4RwXuzrEhp/LCDMt6Oc5VORDHMQE9CQrYwtrlCO928WlbEImKmVLf5LiEkfgD3wEe08LV9zWP//5QcMWFb2oXeYLSQVp3FpfS8GZYYbggodkyZJN1WE8B2lH0W2zMIqiIGgl6p7jx/THGDAN00xZJQMrrnAxWWv3LdSYFONl8mmWlMov3juzMkerNz5R1O7cmXIqVReoOYXfqW+PaESFu29dOrGmoO7YupzX7TRTns4GfsMbVQjp0E3MDrZW5wmisgyQMmfIoNQQ6za3SkvhBuLnImyjVmBtj4fwc1iJBZG9e8Npv2Fa+hvXG8cyBHq2d9OisQXuigKFbxrEQrL/UhxWuL7HR0+H9W9w6m7ABLcvkzYu+1Lgse3r/jIsT3kW6pYpB63nrcnYqQ0hrDixE9CAHubD3L00iSrVt4J6zBeHXnirBcw9T26xfVQxI/vsGkBZXctoxa6jwnytWOpnuvnzh8BrKxetW7kC3s0/KRwI7tywGwju2pteZEI7HvbFfl5Wr/HGmN8/9yrH5+o/Q/oIYcScv82Jf1qn+rCeqyF82yU+b/Dd8WjP2duW0CazdYnpWTJWOe0Vccw8mnk0XeGVPSo2ymsMIZO2jbrkkxlp8vqAeipbyyr+PBNw4TMGDtKlt0+srJFwOs0hDMy44XppsJvUtXpOFvyMnJIcgXVPwsZvDpxB1sMv5nFaw/6x1eX5KhlY1BM9pPYsHD+g1mORV5wWA+pbRI+hVUl/vOfvV6/jw60AgazDSfy13HW6sjr8zXypfxSp6+S9DkhG1XfHCUvwcuyFSUW1gUM8YE8qf+PtCe6NwQB32tCDzOBsYbuWkGqEvE2Xzv4wCBW9ezvOw/xhQ+Vd3RZSgpZqk5q2lhghpftn67c0Lhe7U99AsNSacyxMNhLlwnasGOH8p+HwasFPnYclC5EoMwEbAHHBMY0O5qE7KZfvk9dgziVquQ4/LB1ABw3R8ycgF33NSKdimp1NZpP93d2xdkBUnnCMveJxir8msTB4byP64wuzHCXKYqpf1T6biZ+pSGBhY54PdF3DLvQI7Vj1j8IdvF8RGqjk+lVgqn50+P72MFv4zcTPIfS/XrE9sxSrUxQYrilu0fNpZhrxaXddwUkviyDtOomKTBK5Aaqmq0qQsvlR4ZbM8/aUq6raRFm2/Wu61y9XutForpjGWjWwVnWgIgid0YrHkjn7uDmDQ8O15dfjEoOXIFpCWAFs2XEMXcXrgKDaIGDOoxL2dXBHnKvnoLIWQFFIrTYSLlRJZHmLMJkuil8crs+moq1O9u7c83BwEfw1Iy1MT5wIo3XCwOcxoVPqg7m4tkydgWhixB4EpPo4rGooB0giBXGnbJ8zAaFoe6iOygS+0MXPTc4Jo7leXuvN/6EXTMP3BoTmlsFN4rthZfPrMFuxyFw9zsHYtPIlqfT3tDWj3c0/8ymU+aSxIBe9tOkegKVufRWnjzjI6ZjuKPrT6UqyUFL7QGKevgjcI9dam+jgP9rMdzLeb19fJC8SkUyZNYQZh8vPmDAaF+wwD930y/wW8u/aE/P8qBaMHb086n4G7xFUZtxm3boLoXHIdukjNJIM40Qe+owbzxkkuq51J208nWHHjFaIn8AxJVKPHOKai5PgL4UIDVConKIRNRjIA+4jEh/U9kPocLxT3ddWaf52P/JXxHXrBjJRD1kK1t4PUoWPJViEn0hJ8T/MDDYQ7riNV146EI8JbBO4PNH1Cgi4sdFnQ4AIZoMbRUeSgLv6koB5SJyRSWhFA54x+cezzX7GUZDv2/3lWGFkGo+TcxAIK/zaf2lLVrUaJdV37RFFYGihc81vrcXZC9ulnD5Fy3nkNlckGl/jEWPwSIiV1ylQcNs791t3K1XoTrW3C6EuGS50ONpgkKyG+2ZmXAeMy+fOQBNAllNXfXeW8gVEyATnx4lH/N4v/OKkYVqGWoZWxSJmHcs7IxoZ8lyH4zCi0C8MDnyethsQIikl4bxvvFystfiNPaRLLbtJlA4Jbi3DQCzI2B+VqPlCXSEy6q5SBjZ7/fhfHKgTpgjhP/uowSPidPL5NUy7DMXMQMDq3HDLdcJMziyoTee9Mk+I8zftc8bA2sa/THvGF+qDUZjCd6e+Ur0n1Yd8WHRV6dejhKy/LQZi0dpo7/IWO4yPbVrNauEB8Vukujm9kCA1ZkkiQhweIuiyy9jUwiUqtL9TL17BUSohx2uAm55/tmMOLJQgwRIO1rRMAACtbaGMbPoJhwFM84OGiN7xYINAUkbTT9Il/X7ypS8FhCZOWMCKtYgkI9PeWjmWiQKHQd2hY5AKXpYG9b2VJ4gJeDlxKgjP5sEyE//D6znDd4Ni8yy2Jh/BUIXXayMzPkMg3DSEHaWAEzUtUPzrQDOlinEZ//8I/bkHwA9rHkW+uJvKkGAy5KM4YD1AaOVxw+HlP6J4j3hy01MqD+KvuMmMJQaOeSY8ojjXeEutazMGup6P/6ub/aQ4ETWx7l1Re4ArTpjQRjNTm2krCYxgJ3pC+6XwWKMJc+1isRNLE8kiezY6z3xZ81Gqm14L8t4kyqr9XO6ZRwROl97gfhFSO+X03Kxe9v/7Nc3kd/qTZJQXdT7y8iSThMgZTANxQkHpbS1CY67kG8/iroMrZ79oFDp+Ypd1U+4TY6K6Mmt+uZ68CnczgkLV/vzV3abOT0pp4Pz2ab9L6WfrOmIA/w74J6uanp3pXaIBQo1XxJ0v/GhDyLygaVoC1u1Eoc1JFrkIukjXLK/S73K2Iy25mLGO+0skYKqaTx9ryUX+zcmkzb3KZnhJjjh8Sw3XJDLVAV4R2OOky/m94NULQSqvGT4O9AbWwDWPFTrsAzkPbiA67FOUItDdhazC7LR7ViCdVjBdtTYub0qOCkUEUfOFG/iNkFz4B1S6DCRYr8p3BuWVKMTFAM1BQlKRm/mURYA6pIsy+8eNtsn+oedOool2CFI+dQvxMBp3hncob21BX1JXNZIUenge1adYESUy/x2fC9ka71l3An9J1jWbumb3XhHFCTqAFMRR5TtNi3O1n3WWilt7ktP08iw3Vcg7q5+hhCXdNQbbCgQXNqeZ3YyL5Pm3obyguyDSN0foNeCSPWooJw+ddFJvez84UcYPNwxUKqI6XBqUUrWatpT/oVq96JYMENHlF5jPShvhxD5TcM9yKafTzHXC6jraI1u53HWTecmFUWkPp+CVN32mPltbqh+PmiWIG6lQ4Gh2Ul3tkCqyRq+SJxwrdo/to6YOdo3im7DQXYboepEjKGRdHp1ZzGSYFQO6RiD0bTHMc1Af/7ilaArZLg3XCKYK23NfTb/pxkharg2P+pSH1QtlQuu1aDN87ELlBP6DCfezvRcYap8HM+i3ty/N+XEK2QWgyfvgFStHl37SDC/BDOJeIrpxopAKkft6wzwiSzqotS2nBCFn9rDkaf4w+g60r+CdDzdsZlbVkVobNqyejP9xCVcIXmG/W9q7fV2fuMgShqmE4goiLWA/SiACtZqfbxhJ4Kchf/hNjocBwM2JzGxnpuQUp/KBox0QofwWJgFGY+oVJy5YKwi4+LzBNWK4O4c++WBZIGAfAQBwiqIU6ZhqVYXwrTZ3UlKSWrlBWxz9bGH4nCFNA4me4wTADomJxK6tq5l4YjQD6HFKbORaS4e5tBtjDrKF2+xKFcRiaUir4k73Ddk9qEww4OR1XxoVNXu77KepzQlx6Tvzx9t/fL1DIpwq7+OmgcWHeCo9n3aILp/eQj4LNWqs9joPi5rGd+NhOPmfRYPZn6tAZ1m/qaGjisoe0c77+Hax5Y9lfn/bYjMIfCFWphGXNDeVrBYSeukPtxsEQBzHH+Un5SGioOwSyTkIQgqIm5DgdGHQg1h2ssTy82Xz7BI+6esncY4DRvAmCKaZkCmTEpHzQouBfmwmZJcCh5r/XjPRyIlKCAXHDTmBXPNqSI87bTGv53zPt4hicqRMC7v+R3xryE2CWYrguNNIua0U9oSK43g7Slk1AdGG6OVFm131lor3gwONpf8ITxHuYYFTiMJTJnA/R1JkOQudKso3ml887JVsGbsRKKPXmay0T84aSQzSbmDaNqbtXccQU+hNNC9Bg7aFDZPNzpmAQe6189m3mQV4Z4QS2pgLFX7e4bITPzX4HNn5iOj93sZntTYcL/X8J9FzEf21uUstcIj7uHm1+QRGhXDPdXcOKpsLNw2Q96tYzXgyR6jnp5maeRjEQ7iFJbIDKzR1J+Km+ITIoIS61rwMk9Wxq1F7S43LfIpI10svlU/bl+hvcHntLnmPsNlHWHD9g0kfLMNwU71IFOiqUXkmMQdHwBKW9YLHl6f/1ujl58Br4/ACGVizeInUeFAbc6IeeIcfQLzF2ABsDMpyuMfnmOU+6Ay5fJbN8J3in2C0hnV06ByhzLoIv+J5F9kU/sWdRqls1npCyfQyGGCG7ejI/vSKrFTi7+F1RIXT7AUWjLhqQiLnscm+vKIsqiIdBgIDO5UJJPTMDZy3kFdAwfN65Jh03rm3glMALmN3UEybnNSpkvNnsEfgNkQM9YKNsrz791uPHC/oBJgcqRH0oHkOhBATOxcFk6MS2fU7UlId89PuvAHLlJZ9BTcZKA/7jIjJ6/0vMotISYq252aazqpcIGFogXMlATwG/BvopkZuGVUoPhz2rQLSJTtOw0WFiedB4vaclui3upIaIDvUOYVK5ke/yq5A84KTlDyL5zudOxSSTfVUDKDATHsABtqHmlyMrgr4ngZlKmsNeMqMpG0ZNTDFT867BRITWE2ImiX0sLZDCcLXaWDP5/ruAWu8QVgucCDfyL+qHAUq0PBGVyTkwl9e9q3FNKv2J46uMjI5tK2Hy3zix0eenXZBuzIs/Yprr3+t0lMsb2qANetxGRuXl9+HQ+BhML7yfsIrtuwOiPQjUhmTiimFeHGoxTDG3z2F9uOp+Oj6oAYkVhB903y8Q+anoOpMTAikm1gm4glsTNT61UNnkakVi09utDbwg1trsKpZk4V6fVvFDWlEvD6L3sih6Pb6f34BXlKhUSHh39FCtpJahLEcjKXb/SK4YgNFmMTrr7rMv57Yq/VX3hjFvsf1HPJlk+wb7GfjqsXhBNF6a2EyJtvbzlD7bgVeZZVmqM7WUF3RpwU6409u4gSekK+ZJLWlV/d1CqEQ+pxX1elJzu/M4rdYX6H6zts4v8UrJDrfb25Yl/FGFWLB0OSCPZ5K4aiWsmt5GWCJMSXVJRSRq2HEUmhsdDuHrS47zqpcgT+YRxSGhT2CooMaBVIhnsN
Variant 5
DifficultyLevel
659
Question
Worked Solution
|
|
| 28 × ? |
= 8 |
| ? |
= 288 |
| ? |
= 72 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | |
| workedSolution |
| | |
| --------------------- :| -------------------------------------------- |
| 28 $\times$ ? | = 8 |
| ? | = $\dfrac{8}{28}$ |
| ? | = {{{correctAnswer}}}|
|
| correctAnswer | |
Answers