20100
U2FsdGVkX18GYb2sOrIYVy7jBFHPvBbu82s6izVMYFA67jD2B5kZcFWIhhYyZkzo2+gryamkwNwjIwE2AQ+0Emp9tBZ8aGysTVNGGRocgpC0OCxcx6t0/CjXofzGXFo1gBOmpWB7OCa5ZDEruV10DOV+6ZMpsjMYMnCkMclPIhuCS9FaW0iVeLi80LIiwxMXHO3PKAPrb89BdVEKHPott5a2J1woiI7cENGXrdLJdgKfNE8UOqLfdavSwzwb8k0XG3prCcaHFuXKrATnSuznbn6/33kHnbz3EJ8niNa8FnzhyUl8yx5OCV/c8Rtub/JDeu5w52Z/wrDzsIT5yj4ZZ0ucmcycu0lZ4EIMA9W6mqqgA0x8qot34mcyMznGNMaDTl5sSpKbNUSeijs/x/yhVMTNSygspk3ZdEXQmO4Db3CcSrZegWP7cHe/LurxYKRo71k+IBpek8v6s82svH7hHs65reHZpTLJh2ytY37+lFboUSYJRVhzV2wqYWWuBI6iJ5giyNkx57mVyG2urhdTIXKIA3MwtCJEyqDTi//WDEDUMavdlgzYNJpUhHcaQvKehStOKlyAclrhEqazUcYPUqdZl65eyAbjZ/iITA9lWdd41Rn+BZYPV24lAGMa2KdXKsl3hVuaTeguzPfYzGjR8mBIYWW4hX7zkKqiQ4BNCg8JTiLRAvrygYniDnd3jiYP/kqJrWZZBG2QWNZcEUdbduKxe5duNzvFk3fHSYJinGjXO6MtPNcEZmhGrmDZh5WOdfKgqnkeuOUpCYvAWOmIPexc8Q5dGBFm9U0MikgW7HgWSbtxnyOqm708yFjvI97lXsOvxwk7m5lbE1GIzAZjPiT7HQCB2roT76rraQfj8b+UVHVzZQFKzMfJS+wtCfl8TH72oLKsQ+BJJLr+H3EVmmfTmR44Wo2eUkks+nzoL/0CXsupGpEBabYPEVQ2I4SGvDIZUqPu2Nw9CNJCt69pbdeRgmONsfWwU1NRjzNYUc7dNF33SpFZHOtVKV8Gefyf9nEGaKWJqL845MU+MdjWFOj9ovdb8cRtB/QCmtRhe0gfvxbreROaBAJACUCy6Br08gOZYJvje3f68QGxHKYfEBD1TFCFUDIjRN+BAlmMlatENWwYvvzRovsMXMveLb1ebI39y21rIX7Uhx9r9C1RNZG7kZYSMug3vu/ux2f+mkNazs1PLK8Ae+RAZz14xx8jMCpqCMg8bj48DxcLw97vi6mnJxvKD6CTHYVRqKQN1MLuQP62SPZN/AFwRrXaHJhRIMxICkGA/Owu4pnTkEVsjWvKVOwXqBpFEch7/t5mev0KWVHMEsGGaIpjHPzChx/Qhl8SzddNuMPQkWEB+LtWi1biK5aa7Bg8LlTqXt2i/2gB01TeetNnqFyou6FHIjQ+r6Q9JxGxSseq0+KfgW23YBOzOIFB+Jn2NswVu3MBbpj14xJN+RoiGSAEIbSyTptqqnqx17c5KknB3TsxpV5todrQaQIXJmM2sSHnG7pYUhQ+RDTyKZrt7M0vaDI6GtXbJmdV6Vd40+80Qi7/QxoSpVwzvHcaLguR1rISCk4ImF7khpycZfE6+KQWRcuWQOfZsHXz8lwncT3V5rn491LpbD+2B/OpUT399ajTz5JDdEiydhpdLCCKGWUVNotTJky3m2puHpff9oOH54t5mzwzMboE4hvNcH+GI3AvKiFcLuG57javcptu2IdEEsaFT/zDpK6oxhD380Wqz55VKr+jvPwDG/HIL6ANJpXjCuGt0GJmaqmN5yfMSTGsVpFi1mVG/E++A9pzwz+rezy/LUXg0KbiJyGV9Ak2F/dRqdPuIQd63fnFWT3L99PvxEymyYjLot2tLUSlKOUyRyRjDuBJA89mPwSp4LS97UlKJjptbq3v2I9kug6XpRLFaqzO/LfPbk0z3oEFZD5ZpV3QTElhR6Kh1OoemSFCxVmF4bCeatE6rx1O9cGesv1y6cgsCYdP0bLcCyLNzFCWD8bvcesI9bWIVu4VJe6GNp2Q4I5stzLzh9p+HFdSJteuvlAwXTyrmmKTn25xXSaI9BVwnXZPan0dUZP8h8w5CYB7T7HbIFyj8fMrkJBvnHGfhc8EbHxIt5ChHrtOltME3L4jfKMqSwCeXR8hgnQTHBXTqm6YtDVcN3al+ARRht24FyJS04NohKp7tm5wY51mzaNdjaOvNz1ORTu6UY9Xx0cS86KzZeZZYxeyk+KT07MNnKuWOkgPwtUzrWhnZFrMiKzrWhbxyq26F7pjXJP40LLVfiIgK4MHwvVYdGobOzK80ycbJKBXc1yxHPQhF6I2eOn58skSSHS4W1fvotha/+lWYUjT92tFp7M2p8y1M6KCPG6B2qQoSPmaf90RpRQsr7HM2LaDCtLf1ymG3F+p79eTOhnaJDCTbg3N3A8wuH4dPZdBWeMrC5G81k8bp/g50F3dnjztfLRQpaU5KbNgE0D3EaYHv82MXwQFxojMT6vD3QvmfYtnHqIidgETmKtP2GLsaYPEczePs3P2lTLYblK/SiOdMaTxeEDqP9nUJjJ08sQ3oVCofMpIBdT/2gwIdd7yQ3p8/xB56phdXHHVloFeS7lR8Zf657SSM+d858XbCeVxXIFYW0aBv4NjIYVRsX4EE+TnDzUmYxegchExbYDTtGauW8C6fUoxTlc9dKB0EX6qwYX9tWxAP+3uRGMeyo7Xz3DR9MHlxpEcfZz7+T9Y9wff+Zzb0q+mKEGSfAueKqR/0lwcXozlHpXh1165P4FXpDArYWTJBOBNIZ7K2uOnNg4kmUOyPj71OCr11seaGMsoSTyWtOC5cgFaqDqCFR/Go94G9ZVdXQYeg72+OYEdAqRucF5N6qr9wTcP6SiI0jPhmrb9SAwXAQrchXJhBYFZrmYMcqFLJXB786J18RxRbWYQC9hqRYOKJ4rhBOSlLGfLHCliDucTDDwE7Wk4M+gpr2jwujZVt9H+os/CtAAd74/o6TftZ9fSCfzQ90JL55lnKNgPiGx/5S16WK3Hli/ZqBJu2reIiFozfhM/9SC7Qni2A9MKQFMrE5V5aIfLwwaymo1ncCNwc2kMDzrYKpEPTpxcKHE95/kcDzjxTr4JN3ViF+/rndYc+R5ZGv+QEDtRqxV/QzJIBzOPtoc5FWp0zwzH3UrxH3W/RP8+9UzjiOySrmZmDKsRcNKFLDjBEDWX/kxzqeuJ2RRSS8AOlZZHXkuMcUQSHPhD1Sv1z3TogaHzIOWAkRWsFcr1xm9wW6zsJJV2ixl9lnhv7RRiIDKwfqdmRKseF5jSrB/hAHRkjoG5VFhJ/AhX1zF05YCNemr8S1iojmfFso6OxCRX315mqhBEYgNbSOcU9fWN7AiU2bFIAdSZG8PQsK+4h/VYTatXazHXxuWumBGZmiBMt4jGDWjnwss5HAGz05OdlTP7aO2hCvNNDgCGwoX4/2HQ8stD9Zt96kgp9H9kMms16t1xaTroQe8LJdBzLS6F63xfHLz35QHu7WomzP7JO8smFxwQ9DtrZnl6rtXMkSKs2P2wOjbI3ImgVu7aQZHRbFagUaqKb49EvsnC1/2ZxYmDRbqriZju0oGCIsWKnyEYj5Wn3L95YYo1UbZmPxop4cdS30nVQ8bRqeca4aS1ASOg5vG/d4xx4WVoJrfGkbDQGSBLu9Wm9t0grrj5Gn/dbMY6Op5sbNU0or8iIUS9j+8AUdNjzVrrnsi3oZ4o6BO1ZnosMegqFiZbou03tJuh0MVCV+UVzO/V5bW3rlMxezPmnsJpJwmu+89wmZ3zU+ia0cBqnqSsbiQQpjXG7tb/8IYbfVjaWbZyLy5+2nUMbnGyDKyLceSwj6jQ6kixvovDoY4chl5eLfhOs8tV9r8oQVT2TQFWLWVFgBfkUlXuX/kg1fiNfwHzlpYlI1SNAjroA3seKMek1okfRpZpVP+P8vECTfy3uTvChuPb/5thXIsQML+RJjhGdSN0+d9p3CWZwPD6iFtLZ0/HMge/afwpf1RumNjKNcfB0QNKYHC3Wxfe6fYY+Jldn11DbEjbZqfEmRyhOe6hgoshnNon+b1F5OHK0kjJtB3wuoZdOCeoGtV0Kl+IpqScl6v3roIvKSqhlxi6FAn+X6KxYbLFoeM89T1MhWtsgIkRk18hnN/t7Fp5E439g9kokiHl04NSz0oVDM8pnUSOXy+VaNCLHeHTImCZ16fHLaSkIwM9v9j1AcGHywomaeCe1ELFKC+BaSU+qVIm78LRGAULjW3AuxeH5ZMfKCzIQtKidEH/FV/jYMEO1/Z3U+kluViMD4C2xeE8gkKAtbMJAxjCB8yvfPe85fFw+9KbmEuxUj+Zuou5+tCsA4L3Q8LcpWL7BPEC61EJsyRtqHgPGSnZQ7oiyRM0+W4lYm/Hs2e7ZCGph1iuMYT0PvAwYybB8ND2mg1zD/W3iEyMVaudykGxuKIQ8gAq6+sgDk5jr3+/2p2Ss3DJvnbSq/+IEh8fEdBD0zVPx1BCj7CEhy6erOmY77wp4/yy/A3gwG37o9zudX64CRFpGsbxCsNyU9xiYfeMJjIQWBqoPeZjzfHZ81+KdaDQqRbK6v8+nwsOhpj2wo22YYGjP5YKIAjsC6a+UfA4jio8lnqm3udFnX1fWlI0Ld/icRAd4Lq1Ox8rs46o6535Kp5J9+oqoGdyJNNbH3aMwD7EcCcMveBYw0fl+CbYkCixjLri77px8d0TpGHvJq2aHITBZ9f69w+18g0i26xEp3WG/WPkkE1TZILHTb+UGNmxo4TzrMPG/Ukr3owNGxLzxO6wd8zopfX6OlmTRnWHeHyu/ywuDjOnBsKl5Q4Xu7HTt7sxlpHcdOCC8iX8o+9drG1GyK2xbFxHEDOS2AoiRRpI2DggiqclWDELb5DpiIKBCEm7pHdVEuUzh0WIhJR3Iy37yUrHQ6Jyeo7feEXccM6ud/jyaKEBZV2glLwcPJIrTSj3CJu2rUXOaoU2ACsMPAgjUUaufGciPN4eZIm1f1VEN1pEeQpVL8Gzx6PNyOAaWf9KYyBxcRizN5K+mUW4FYpBZ+NFzgd6wXfg5YseqK73czxwKAgFS8EQqt+1DEGZTdeZWfSiAEjSjY1XWAH5THDE3ymjLteoY8rUcXqEwubOVoTYZRKpv2aL4aEgE9VPOE3lAsjmSI8ZYRJE6xwt4c40dy7KdItR/3YJ7fW4GDd0hwSQVYmtsDrMfoLMWoBU7Lpxc2Lj4HzVc5mSrJaH5ST+L4RTEdeful4NU6oujtDXH/VOvBToQWg+GyHIxRpKem86Dyl9rrrqy7nvneL1pvurzJu89tfFb7WT6BzO6y9m0VT+TR9QmkZ8eKvSEXx1ctYHBuaw/PKA+RXFJS/GGQn/9dEBdIXgpIWAG9TNw34LSKAUtPrlHb5yn03vL/2Gv8hl70lHxm4ri56CekKVjRMtjVPVKhzV7YHCqKCxO+Vfz0zK4KU6egfnvTwX6oiEsfl1IcIPiU4WOMTbslBOzgDUnVZKMU30no4+/s7m2xAnZDYSL7GeJmvmrtIwdayosxXRO+Qd85E1TQMTceBD0lob+nI+D3XmnXicSez3jTcS1gYeGvjbok0dMk0r8CgWAswd1znXFd9ITriOkdBcv4Dij2W8nSpwDgy5zf3Si0aoySqplHPiq1htiTjX5jhW1XM5dk9hIIitcJYVBOZbJ7bh4qCV0LFsmk/gW+yOxmUaDtYkpz7KGXn5IkbGX70peFAv/XnZUOjT+Zur9X7bPkWzAvtomKxIvEKxzi2XFGIXP3O/8aPRtrVZeYnrLltfaJ0F4g1MNrLHBoSPNIHs4jmQS1A6rFG6Ki4SIa39nOyEuJ9CeTIpjPQ3Axvub0ih+0kYaKZ7d4YFqntyN/ez2JnJ7liGISyDWXORxWVgv+Y9YZGG+gVlspxTSpJ8CSK3piad0GnlyF+pouJvvukzxIYQUgTPZtHJyXDjQxNmq0mmH0vFPWc1Px+atRHay8HeuUFxduOA8C3SNULqJq75Ko5yThsP02NiPTbfaeOwNYdWgoMQWRqadYiwhSDilskt3W36BzG6WjCGmJJTbYmQ7nKCR1xc5AFgs0Ox4gHzCk+WyXGeozcq1ZvLfm/ue6XMkWzpzlU5e5tPJLFWGc6EzuGPKIzv0fkqVT6Z3MiVTvE3fKsh2mGbLLEA80k4c3fxKP65n7DZVqzP3i7eldVYNwMyuAD9HITksfT2BOhbqDNqxESWPUkDs+T3QEtkH6199bOqIMkdq06lE1+Uy87Cnxf+r1JNXNBWlhOqqg/Vj+rWRujp991UeI7iOYHgx8LA8rSjMwWjDQOUJuTTRL4be8B1HaKu2vgrtSHNgtkHX1W9TB+cPkYeG4aAwsKWVnjfGvG8XoD5jDVzgTRs/YbPlcGnf0Ok68umjQRVFthl5ODNRVr+dPF7ekEvrFP81nYgfH6imxrkGq4w0hoy5wmBV1aGWVqOzwWQaZISzyTp3Yiu++X/U1BThaqR3cQHNfYkoxgq576rpPOSHs/ie3slj/OC8tvOIhJWOQiIAVWunnDCBAOjL3G51G0wUrshm/c/N34kuSwe1JyxFrbm97Rqa0f3Nu5ciaTla1ugfAvW/4gXeIvDNT7Buec5HjPDN9UahOFasSWMHnjiWPj1KEiAvVBb3wYt6H0imsPHQTH4nMnUmGCxFYLexFQ2DfCatp3lGMHC752KGp1aVjWwUDw2/Ezm3T5ubmBihQjeIGQyYmN0CLElllderjizjvuGK0SkqzaF6mI7T3S9oAEGkHLbZej+VOPKxiJ3QzsNGXu71KppYpkjFBegQ03gVag0Wm/uowmFd2mfABijGzmqh3BcIrk0iES8N6ZyAnvG+VaQgn5YHEkySVI+C051+nawq3sa9ad7Ecshaa+rc9WH+FIg+Z09GnN+uphu5St3PD+T7jQQRyWtbyW2bw5gDGxN2srpBRsOeNuiTfzdyTbEDIf5EVku+IJJKi38Bm7vnTaq81WsT9oajtjhprGlMP5OaJZoVTs+zp6QvNP6Yze986y+2pU+lDxMjuR6fbnT8Qc/iPCic9XdJ+f9HPtXu90cd+6JRoy5oZahvwNn/IeZbHfwBgqjR42fun7ZougCWD1McEKtpKchfFIJsbrMzdpB6alATTz1XwAhasa0/xTJNkqYoIwguSyTrg4YIyHgBrObpfvSPHYK6ZLjPiP7s0/1z00uZNjsejngiPs3iBIp7r3SpIOWSh+NcnHD3X4Z/Pu2U/yGe44fEl2ZXumT/3DPF1GRpRrVvcXMMhvoIY3OabJqp2WmjzlCf0RrW3oJV8KdGz8K/kg2XIFtiaJgHPyTDs9aKG8+jv2sfrhnOF7LChqAPB0P1bnsiRHxz4tABXax8xbL6gOuTD7eYFB0nSwsnKyR3iXRXswRDg8zxGhgwr83Fy03HCWcK7Mt4J+0eEBOTXljlJTlZdZCGnWxc18E/uc6WWV6y8VUh9OqBAancPbcl9DPtNUsmpMtE6qhCL4O5rv9oZbrDHLY6EJpN9QKoFcVke1mWYTeLCobDhm4za2sDPFUGoNvDIkStKb/CNTEjsQiGCLwtNKAq38DguWsUjCsWj2VhdfvkWIrZ/ta0jwJVPSAAiJBGRReIPCYoe9eQPf9M2zVpu2JngNaiOVSlkBFNbl5TXawMFPapSJNYAgZnY+AbKErQMB+YS6TmCRTf8G9wpDsyAXPcQpQdRy4WIy88QltpGo57TF2c/dFANovywBAMz37NuNKAf+bOQ2MjLMOPiJPwmSprEJtYkBUemgFq/sjd5ptCsAJUyJ8VWCWL5RzNX0Cyv0b9QEDk4xzklCLa1Bb2920I/LBRtXvcDLqRMtFO7a2emlFWA6RoeVWZfZNCCJqKQGM3weBjO/e0geZujfRvYIFZHpMdW5RpRJ/0GxgzabIJX3B1Fu/Gy6aE2fsfaFEmdVK4lziGX4A9GqbroQlfXJgKLYFp6rdkDFpkNZP2H1AkxDwRkjgZwlEBl8Dzle+bzRIAJtTEd7RQh/d39KEGOZ/fr6hcJgbbvGT+5WhUm0mpsDRWI+5o6U33DzSwa+/Tb5SOQW30mRTi8hJmL6sJDY6rYucK7/CZGcjgX+rHdSV+ewZE4Uk56uBZ3emlO5uK83RG94/gRp+nPBFUnUURzmv3jtizqM2CdpFGdtYEshtkG6ckfwHJUSeb6yqcFQ1jveUO4epKYI2n6OFDm5CFQLWg2XFP8Ke+QA2R7iwy4NnRW2JK53pzDyiCd7YlrRveKFEsfMESpMPpLKt3rooYmVLNJvS6syGT8HBuVfIKrhVw9+0ockVpj3W0lthF5GadH3FFjM3GKnSfo0O/iWorwijMaa3JeVT4jy1SaqLJkWmJAPiUea+CyVu2Cwcdck0ub1joF/lT+/3DBKiO/IbTlynA/N7umoXZjkuMgLHW3m9HTR04ka/2IMmDomStnsQsxtLkG/gN91Wp1gHeGJuGtVMgsp4qGwSrBN9Cfdmi5PnRR1OjPt/93JypbO0zJ69nZNDzISovSUWj8E2TrN2aaswUZwXFR0qXjtKSTy2T7xYldzDpy0yo/Kf1fctYKw6cjnVGp0qlcB/TEOzxoXureYrX+5UWEX2rGk8WH4Sos2WK16mIiw+bPApQtaBPApYoprSpvMbmP+XstHViMfygiZLTpMYyT6hRSofxunlCm6+hGfEVRA0R8Ad/AS91xjmUlArTRHceFiVrkMeCmfKSdVzMjpKYOR0eECUWDL+n4kgqbxM9lhHmziD3q+Nx4IVn2Q/qbFg6cuPCbspppWSYDG1BzPKwcE7bf4NIGHO/Ot6/ywEnYDcpWseKx7SzjTEF3hqfsxSHFv5PpOba23LxM1vb2TmT+KJ5NuEdCoGPcSB65/zAk/CMIBlzNnS0lOfiZ1mtHGXdMFOtKcxOQpcH0hKp/DcfpH2In/aU+emTtPGX63wSTnFV6PH7a5/2ZL6vRb/Bv55iNdv5EowkA8wO6m2IbWr2pqpYs7m+nFn0LG0knNjks/J8gsWIOjHgOnKLA5Z4319ZMJI3M4eFHFSDmuoX+Ep/eUzi2I1J0zZNn6/9Rrt11iZngvXoyKDi+3LP6Flkc0CftJcl5VxYjwwOQjQdKIjWBmg1JAevZ+iEyp9PAf6uaiuN2L0Wq1y2+9akaH//6DD/mt+3h4tI1sCrbWmThkBRB82JRRucoEejPkspAMhbZKOKp9RQatlvWdmVf9LNDJCH89mjewfdkJHrV65qejWGdqniFLsZGpGacnvVTVG/cIHNrNEjcf6f4aLTFqGj37u6RF8sGxnPtspXCkQ1EJ2NJbojQAjm1yKfLIc+6reVuGD+cm+JpcFQuknIQVIylO85JHznti+L43UwJVySc7sh/HP6mGBQHEQ+Crzw05goQl0Mjmr88RoBoeCMZA3gZ/R+sfpFq4yfOwMEO9DfwARRokNWkOQKAkY9s10DdJ2rna61IUTcgDDCE31ocbdHlHbytXzeTflhD+DnMyY8jaeoaPD+YrXRhn/sWUmE/cL/qj8pvC186sF8Dx1UgQpchXQqDmduBVWxMviAUKpO5+/W5x11w7gZFuBktBZrxGjZV8/TWiUa57M4S2bpKPFYpHSyFjtnomqnMSeLkU16ik5Wu/IGBOhHpOZyU1ssWi48PbMGjJAkwmUdnnpTlvc+Au930akCQLj7LvS0hBpOyrBMGb+wGyrBuvhDmaDSFPgwL2Df8QMyX+jmKe5R3NdvnazCUnGD48pCe5YQPpJ11rO7PSgqoAojpiJ6ddRPRHv0VCusZNRK9N7+5W8mHAOULmPE+l+Cu8C4/UBUCHocBfOn7g01TNpe4Bkr2xc6ciPUUJrFd9IYkcFbVEYfLn1xi9bxFJNMqz/bq0Tni2GLae8WD5VsOrVUHnueIlfwNfH3Ja/I1b1yr+FFNj3K2S6C4HBxRvrAmSKWbLVaF9OyhRuX5hKRjhwDz3gh4jnp6WwHuMuhMtkGVDB1rL5Z0nais4T3xAT06pYxlawRvdG5vHZbqamsP+WIuST0h2viEW6v13rfXsncgyN9nTHhs802QLkLy9SGutLmxNlPhOzJ+5jAZhz9qHaebqBeTR7+DyXCOb7ixOGVjCwYfsYZpEWdceLVd3t8KcMBfUlg7LFOtCRVZw+wYp4Mw/Hh3aKbsh8DOL1qPkTtROWF8EKc/2i+rFNCe+hwl+w2T821Vwr8aKl3qzMMW2q3R3AgWM1gVIxJSgNaWqbZj1UfWSQ130JIxz/6EJd4wkNJ3t0vtOk1jmbLNQKK9zvdhUSa2Hegg20arbXaaH8l91nf+QCw4RsHbB1rT+E6HwdxPIh8bVZ0qWZbBfeeojpPNqPQBq0fIc45uxdAcYTdMCdbl6oXRT7tM//f5W0vXBc3WOURy3JHJgSmbOh+qo9nQpN9UcJQiKA2lziDif5Q+HsxdijMji2t9wmF3OxGhyIFh+bQMz68Ahe15MjGhICqAMyHt+IyPVRJyvTJFzBxaIcQeJk3tM6uzDlel+SuQwQPhiepvJxItae/nNNttM4JumiOirP+zX0v8Ll6vguZmyZwjNtOJK+ZEvfUhsQUYKy70olKUT1kT7XyjStfHVSwNYW4GQE0RasORtIouRGeBKUYZ/ZHQBeAsvyyMWLBK2ypnfn1nKSpR0MFi669g8ViUk0haHCnO/KPwKD+un51xoE8VBM35mas/tj4x8xGbXLQG7Y9s1RWLAhMIAjSjjr12epC1XXB7lHOHS59dOkM3G4Gyr3TVOFwWd8CBycQNyFSZ8DhyZ9Sr6YbLDG5WigdJSOYZMlTu+G+X+xACG4akRxBz+Hpiu2jRDnbVH13WO4nXKl4HoxD6Jt6YSitifUJVVQcFWNasUDPWC7sqequznT4qzpSO53jForUawxT0wBSm4N8foR6lc3maDQBb1IhJvOLnDuZb/5Meh2u8FGR0K65HJeQRqglGj8Ka282bLrRVdnbNioCNugyof8kCBMndd2YSmWx3ginHDV5IpxsLS3zF0k6NtoaH4iHE61vVG/ykkH9PeiZ+va48FhEVA+bcmd7SmBLm7/hoa/EIS9876VvzQNuz9llTWAV1boVBX8dQGKBPyU0LflaHJ1Rnkk/CAvLl0IMMusqGQuVLT3fwgWybT2/z6iP3+aeAmhPbozXTXsyvYdRufw1r1x3DkTRuWPoNNSAuLzymDKI947CYhZALI+u8IAQx84Gzc6+eoPRxdAUnjVmR5VVoI8IRbs6R05WEugFqNDJTKsO6kAOp8HW+yHpdzaK6GNfHIx6KVwnezkhPF+joXC82xpBCPyRpUyIqQDgZGYCuK5oVp+gIiS3ztjiFBEgKFIBH/ApWvGx0AofwyfwXXv3pHrzdGzsz32TF5Q7FTbWluyL8FKsVtaDyYrKL2Op9eqOZdThotc0MaxWTT16rp8SRl85EOubxzgYg1IPtS1tlJu2XiehI27/FOiyU1TFVy7FP7Z/CJHVQIkVH1QBWl7Sn17ToKFnTuUowA5eIwhOtlPKwnfocUQf5krlfZvANj6gS9FssRjT001niPx0iMg9npeIvB0cXMXdxUaJc8FzKTJ83AYqC8XtPEU9wVocP0zmFjy8sQMIinZJpOMLxkLG5MlKxAxG5Iw//Mi2EJCWeR9nMldOAJjwWVFkM3sKd209g4qvCvq6DVXZczB2iqGvO7O2vtd+p9AXp+qQh7KwWEf93Wyr+fn3dlAH8bWNB9z/I//EJ/RyN833vAZ4TyypSspOrpdeQ8Y/xfx+jkirQscIiqESakK5TCevMRt/2hSDFybrl+duhraRjA4c9Zf6mg7POnB1terg2Baph1qffauDsb/qw+HNlZXnMgrJJzkDpowd9FXYmDcs+uFMDCfTntueV2P+iVvSq5KDVyfUCxAYRtkHRAn7nTp2jHbALbNj+I9MSNMsFXMBwD4BBS5HBUDr3oW4fdXb2Tx3uJswZMPyIoFd/7g8AtuG7+Rwd+OxqoO/H3Nm2qrT+GqKU7u/gbOpyNN/0eqOANcF5CiQ3bST9b6qSl0xhvINeG2KDL+hXDC50iQLRx7GSZtEmWfOTGIpLBy6ZS3LkW81vGGIUUKG4578LarypqkLSw5rhfrDo0VgW5+SKA0XAzqE6FTa5zp8APUpSlODKuuYRcb1V+lJDZfGgNnAt853ixi5hASARdzVoOuP//q+OAFfhsHFPR7RaMpXEhd7F0x8sn2IWJx//5yQGI1AKeaAOe7dVQd3YVHhlizMNLU/0rG2tMRz4zCSLcGxmGji1Hn7+jHb1HTXynXefkVIOn/VjDK0iGmgvHRSUPsuHuzstmlg9Uk+5q7WhAqpYsIbMyFYVsMNqgdr0Hk68zwgCKNZOn6wenNaWKy3Ii3ne027YCPBVUH5FVwLS8DjjG1QcsEcxZSrAM9i6cBM2mSE/UbiiRrqTWR3GhPGedS4bbdWxp8ygzTi4uW6X9RUusGmit102l+j7p88ueTxb2zmKufuruQtbjwvjeZiGZrGhytCwHW2XcAL9FlPS93cCpBDCGl9BUsu19pcaZBQBSfIBWo4mKmJrGLf2MwEw4EiJo+bc2dEqL0CkoRD+jZVdgNZ/taiQXXKLTZEJjJ1FRpQwtcmOhDcguqm2Q5oKSFSG2tq7QkkwXlNp4WmX74Ja4vd6yhi94R9jTXg3DwxADPu6IWip4Y2zDUadjtJoq5sQK06hpDT80cZbE1lTE0uo86coVEpdM2RHaTQWvsBsy0kRzap8cr+DertZTWe9tG/1k284MG2/hVtx7wvp9yBz5BNafIaR4vN3aiDaKP2aq/l/XoI2rtteBRsUmpI9+QfEggtdatV3qBzLByZjFcw4UudxAc+SePLDTn/KQIKRuIE4W6U+C+hEavMZi8hjyi5dzdAHUE3eQjgGQaEYIGaPd9BoU6flRuJo+i4RoeW1mkt+wd2Kd6b2Pf0clQ/g5QspW4tNRbXhBKpe/DIO+k09GzQRZ6AHg2qZ00wlTcR+5mM6pLocGDXxQaC+KNqMi9zPR47zqw/7+Oqcjrys5qp8Tb9vImKiVUkfPwa9VsIRojRtyfs/ryb8fJwqivgw7M3rkcpKNUO9H7zLo6QQblE/ht3uyc2a+OzOStO/DoHeKyYG57v5rbMfUfj79z7HZh74jKDwApmH/qoRI7IVtgTEmbBLqCZGvQ1Hzown+Nb3xgw7pNh+ucLyyLG0JunYlpGgkNRyQgmiURvP/wz+VNNy7caK13FrVH35kJzLXRGLcMzruLS8KjSt1MwWOkk0GmqARrrKjYkXoiN0PPfj649G/KyBK66qbOaJy7Chs2CrISlxKYyxMRZbv7WVs3mrDSED/pECmLGqGeFw/wrGMZnTlw01zMfkKJdj+R5KInSXr1Xr5vH45ICQDUyOa8xrUZV9wJexLIdQ5W5PbkbeAEJwEPgtgOvlzJFjMtsP7+srHKVp0vEq/0az8m16mCmQNR+PjEMNH0Ne2xC8X+rEgDVZX4Yx5/i/HaXVA3O6I8+loX02Jjw8E8ADGGWn6mnznkPma0vg3W3dqee6oeusu5TXVicSlZwLhgFIRgEF74wPkjp1xKMpYXMzuyJDcgcO65BlW+1ByuH7rQbTeQ1ETIsywkBXreBen4hGg/03bSq8KTYqlFJ6gASLd3KPb8Ek8zEUHasKMEknXku7D/4UkBPX+9Ke++YkhJ8HM2Y4qfDv1IbtYVPHL8/yMaBgTb1z7TOqobtsZKfkFLQN8i59lLbzfFVsc/nm5Z5cO/o0h7scncveMwxfgJO585GKqGN0azMkwPzyy0IkfiNESFqlUnXhRWNlGWmuL4jHnVD7BAHJoqOet3mKxMHMCnODqm4feT6AO76ArsARa0tosHl1et2k4KLkNWvuyXBnrC2ODANSvePmO/QKgom6or4V854GAWxrROkTcJKJNxM5RM2VS5hOEwBxY0TviFDFf7rtd60YxIP9TwvIEaQ3rIoLBXXMq3XCWJXxKVdvEnuYNFq3BlPdC1FEj0OAMM3YelJuFUvTkkHy+StrMG/1XBDCEtH+OntwNByDVZABgTWiNz7zXLkcRJaqx+yHAaEVelCpyX27cTM19FfXTWG2x4ti1U0C/cuo5L/0uOkWyQtefdg9w7gH3acsMdFQF+RBxUZXfmGnbzOXTyXIQKt4VeqxWXmxKKAc+cdMWaxhSeHPbj7jbhQkh1k7uj5t4UprnEEZm/DF7QSaXRcqoIXi9nWXhE4+TLikIZz8ZtYoZEVZ0zABg4BUQ/LN0sxc1jejThkevPLoZ98uzjCtC30tiWU3NVdTTa0etuVJucPMLR2MoJAjKt6e2CerBR+QQwHjcfz2WlmcEOBrx3ydLE4fwKBV9E3Rm+X/T/DJ21BME4Gy/486Kg3fhX81vihziS8Ie+MppdMmO7EALIAYMvFD7fmxhkS2MAGGSaO0RftE6sKvPFqB/t+NjNTahZ9Lsv+hbjTMkPxUWVpzfTpgiyLt4E8TnYJEGKSiVecoec3aZPTohf3EdQzDIkaCxHl23c8xN0Gw5Aza0/k7lB3SaVyhZNQMg4ZppdZyEP1jdIh7XGwmGC4o511UrgwvKnFYsG12m/F8gDxM1XX3q+10D4EMZAaQwLrdlkA4frX+ZjZ4wEydibZnSRXb6aMjHxeQq3Z1C+e6iVqy0lsGHUy/oNvJJeCqLk0ObsWYNqQDRuU9zeXOtxw+9yPnSc+ma79uQbdsC/KexIdZ7mhip9QYt/eOQweF5BiQtx/xKazzZ2ZWaw6jpNUWgqpcrtLj3HDT5UQqaN625cyotMZcc/i+F6aJWkxxCUks2Qj8SS4yA0arzh8pt1X+AcRro2PApxx+ZRVurR3+7KJAhAkQmUzXLHKjEwrNby2WN7sZl3gPh252WhfidPx61Vkx/Q85XFRW60+d7USWBkXTmFobs8XkKjKJUgPQWgY/uSy/+gps+X/v6wlVU2wI0FOrYbBr8SQs9L0ZQguSAek7yhSjiAqJemmfMqz3FH9VUFjNqgfbd/IkGq1W3CD5pQep5dqyxiUm5M2ezG6fwbNOY5B2vaM6f4uQitxZWKHOwOX5KBrtB6+HaReoyCwobCO0Iu9B+mLyZClMSLtJpa2NcAl+S+0CPOP2P71w4I3h+G4CduGQVbigIU5ov4+JwoYuPflOfvKLdEZu0PgOdzyEbegeqbxwTJ5F3PMZq0E0JAjlELp4aFtAof8fojKBsFX/3FUuiRpaDvC1qjF2wi0jCIaZCu/EPAX1TkciihG3sKJl9Ae/6/dXJxkw2MG6Y6Q20eNsQ5hv7XYW2ElwBdhMHhkkylmU39x06rvS1GxyNpCkPoSpgrbwzYECq6GiY/6GEk6TEzAeajFa2eUSGG6iLaMCYMjxFm2oFZn7UkC8+ZhQUEnUmFyZl85QycHQn+8tOWLPXXcSRROZDElumBg/uA3a4dl9vyiM2DaP0drluoEbut1vJylmvW1l35j81Fdf/ZXUEA8fdiU0bY6glmeu9uGTZu5gxm7KWucXaTId+o7+x+9ezaeWYZDv4LeVaMdz7DCN+fMSSGVjfhLCDzESuCvT0H9pp5kRu+wyotQ7qXoWc3M2jTNg//koWErfRxn+RtFpZQU3Ibe+NJ6/fQqQCvTplGnBtKd8Fj4LOiC7EpgYER5Jx6cZU/pMIHHHZS0aoHZMnb5f1wnkDuM/LWwQ4wDwvDz6EExW4RqSnq5B2tQzyIg9f52WhF7CaDKSfnSEZB/iQ/fiR9N+PKgmRp6jHjCCCmhRdrsCKsd3MmgSQwrxM46Mb0a3Ljd3rQsMdXU9uh1/VQLTgObigi84IebmbnXibNtSaW5ftVhEsdwouywAcChaF1lr8yTJDZ7WAi3n4iiu3cemwLhogd817VAKv6o5soQl1qVtljr6T3YkbM4nSmDdG2i7Hl6fM3q5IS46N1Bxo4g7kCKrOz6wsrvLTyphjU+TJ0qyk5SGKwG25CZBu3OP4+B3yAbwlSRlkceNbOkwWkkaQ16wNdmHYYiuSQ7MfSz8ErKK3HQKRzSo7kDqz3vSHfRVV+lMny2qFpcjE+km5Mg6thqbRMGt8IssA3Cq+WBrOh+WBNrSqzX2WJxNrsWXsYLmI9iPsALqfwsL6lPiusFqTk8naf/RSz5QuRao1UrCsVQbTzMIh/PcFgdnsL/LEXe67BjkRxvuDj8fWVKudImivyiy0cup0oA4mjPj64hpIpxGehECfRjuRKR1FK6gHF/7omiAGtSIkPn1ZcE3nK4UR+lNo49+kTzkOipEQ89tbgERmtP0RDGZSlBFRRvS1dq+o1WpgWBCFVW3vGLlAzPmQ4YAgVawBZG7vrhj3RgT98p88KQ0eb3+ahxqNhdyhyHHpLu3o1UzKRiOL2cp13uvhm1Pw4BpYa5impZY3WuU1bb6pPyG5tmzZkhFDaaBrSIUJVZsAVwF2g6fOB+nRbmY+ZdBVAWLNNhvKkBpDUr9YScUZEEE6WpqG034/wJB322jTi4jmi/bKyhdtimYUffd/7rO7dEc9m6Afi7ViGcz48/Tx/Ho2lULIPdX236YKRZWqeaPZsOoqRY1sZuC0XDGyfuyhv6a3xoHY/xbCNIK+Yxzc6CoeH72DnJjmi/PO6jz1EvjIqo4oAO4xSxW7k7aShrxABTYziZTQZMceaRGwDeQloiGKsNeojDF7UNR4/CG2Khlbnvn2VEo4cWmQqnTYiJ2fzNifp+nxkYJ2f/0jtsZRoRmL1ZK2R0M21GgHeJ5OywwMJ3n8rWDM3mp4t6CFt6LDMXkXbBQiMmavPwixRmjwxZrm/O8ufJHEorNkmmG9+U5QuKY7btG3WfpPzKS3HkB1Jse/0cjmIvQLVPeUm2Yb1p3SdEpIihVCy8/Z65/jWtKJOYBq88fkLGM6VjBVpdrb0x2DTuFc64fUItS46lwi96hz18q6XDt6dX44nAz7VJbggwhkQ/Az9JkChMSGv70Q2DNw3mFB/3YOBvtEKQWBzOlisuIDL1SR/NkXUC2Tn7ZEEpf4gBh0/tOcK7lNU794ORnHgifULPF2O4217s/Mg/s/kprdkjCurMPS5rNrxxp+3dfDO6ArNvj88CDw/8Q0cNkxB2Iet5PGF99JwYsKoiFz9MLvajBy/+9kcurOt74RkU8nCtDiNtTkYSkCVbjlIUuuZeY9hwDagETw9cBT9pApMEz575j/fomk5+405tpqGMFr7zxtDdj6RDUBYOl83IQ34LQ0Df8PBiVht2z6BJfwuntJr3N4UEGfQTDborQxF/zOf43aYx/nQt5t74zvpXPmTOdD+wC575J8LC+t2k7DrdbogrEGKqOl7WqlCku7R0po1AS3ldGHBOqT78khMD4GbriYXJeBwcY6PSg9KwVShZB0ZjcEbaIyrruI+3D9N1eialRDRl+q6FxY18k2BDCCIqv6IgYviXePk/OYdqeexh+Usk1cRua/YaN6IanInL+btGnwWDfMPksRgaQ1AjQfJ9CURQxg5Rm/bCI95b7Wp5N1e5QfS75Vqca2ULIC/pC+ZuWiLJ3g/LQm/I4dmr9FN6ZeGdziMMridbhgB6UUhqU5RlIGYsiPFSdUCQjO93ISrmdWNKb6jDH4V7WPFzntQqBDv3YOs6DbsSIQZTNGCQrDi5NgU/LyfDU1cjINIAgUWdZjjWE9lGPDCUhm9LJzaaHWGP3L2U9Yz8PQSW2HSmTRKbh4dckmE/jlrfA9zbJZgFzt+Zc9XNUKblLUcwgHaXQszFy4D0BBBM6dkeYSVAQHhZk+bVIm6n6UCqbhcHYcg8A4Udc8MQRrX9Pim+WPlwJnpmtbSdOvaAIS1ShtUK7F0L5SEU3JsMGfm730NjVwR2LCVg3qomypmSJLlgZMC/SW8QVGjTbNzQi+lq5Vn0fULhF6UKgC966/kPuoDCw47dP8ayfziX+kp4r8IXAtkEWmdXTutddz19+g2DmehPNVtRl/e9YWi28R5VS4SO0AXwx3/B4M2L4AyLLWuFAee3xqUgy+FMxBJ0BcmZD1Q8eNdSmaAXFusPyrgwK1LOsDafjAWNHNTLYRKogA5kzduoZMb0S8elRxYw9wHnoPEoS2yw6f83vFzggrrcvr2r7pyw+34vItsEHqVBaya3QX09hC0+3ANnuLwdosffX1rv+65zWPD7M8Z7Ay1rA09MRcCLqwNzhRwsKPX02wPLFfk0YyGTSBjmMYZl2IiKIAoB2KT5qbwT9y2y5/TjrzKB6UvYMm7ElSkWQKPyIiL7CZ5vvWpPGghc6NHsUYFFVI7qFDf7kpKam8EDQ5oVELI+cSGMz29xjCtX8DgQ6WJJwTkELtrk3CmAVrAPYbTaYqUixoTwR6lClE6fsUNzyOMpsQlreuryXDh4HriYnFZIU+795uWwZl4GIEjyOLnJSMAPJLMQOFpNAW1ZrlD0svOz/67gizJICf1AZOjBfwRT+QSHA9Zm6an0XC+ui9LeMyOsqR5DYdVpwCpIHwIdv1uEar9n3HLnvUP9qgA0F9/dig1uokzZ09YPHkLs/Yp5w/NtiRZdFfSyNeUTV1fkmeJkcb0SxiTF2XVJloPVI4ERyNwwQ2rUY5MxAehHhj0+c7H5hJAI3HqmapHdFZt+Dp+ueo7P0HqK2hlvnxqm49Hyh5Jw3O2v1hFtszyVdU4+kkesyYK0tvEnedNDaJXAJsBgjXJo+ULXpd014cxqOCw05F1BNbETR97nb2gnlBqDeKKwFh6u6SKGE8PG3nDWnU14mmbDtqCbYyhhmS3a2KdRNtUuju40M/mQqkEZXmaeoiRyqvpxyz7Sqi5wnzLQe/fcqeMOD7xEQlcGdTIm10/B0FxExL8kBtMbW8Xy9Er9Ltc2kKi4rnMN+fjB2NIyx+moLCqY6/JooHjUpnN2lsttAtZdmXdakFDrjpV4bNboc8EJnzSmkvbnXj54sMGvolZzBSVX9zkNTcwGEF9wFAFOrfVDjh580blRaPfJqIIQGu6fqToxuF6E3aayvLg81pZkv00Lu3kG5VpqZq8NWpaG6jzgm7fqnKn4N+Lez0JBAayszfZmDOLbPCWcxUw1tJI4xVFpsl5FUPOpj27xgWMKF5Gya4I24ClK4SlgbNmBAa+Q5Hy8iaLW26fEcdxmWATIw41Q79ptJyO7hssR8+Byq6s7LQDV4H9VdcQZ8a0IiOiirbBxwvFZ9WVLW1jnkAteCpmzm5WX/33RIB053g7LJ3JsdUBpANcmkQ7R56G
Variant 0
DifficultyLevel
619
Question
|
|
| ? |
+ 87 =823 |
Worked Solution
|
|
| ? + 87 |
= 823 |
| ? |
=823−87 |
| ? |
=816 |
| ? |
= 2 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
| | |
| ------------------------------------------------------------ | --------------- |
| ? | $+\ \dfrac{7}{8}\ = \dfrac{23}{8}$ |
|
| workedSolution |
| | |
| ------------------------------------------------------------: | - |
| ? + $\dfrac{7}{8}$ | = $\dfrac{23}{8}$ |
| ? | $= \dfrac{23}{8} - \dfrac{7}{8}$ |
| ? |$= \dfrac{16}{8}$|
| ? |= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
617
Question
|
|
| ? |
+ 53 =518 |
Worked Solution
|
|
| ? + 53 |
= 518 |
| ? |
=518−53 |
| ? |
=515 |
| ? |
= 3 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
| | |
| ------------------------------------------------------------ | --------------- |
| ? | $+\ \dfrac{3}{5}\ = \dfrac{18}{5}$ |
|
| workedSolution |
| | |
| ------------------------------------------------------------: | - |
| ? + $\dfrac{3}{5}$ | = $\dfrac{18}{5}$ |
| ? | $= \dfrac{18}{5} - \dfrac{3}{5}$ |
| ? |$= \dfrac{15}{5}$|
| ? |= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
615
Question
|
|
| ? |
+ 119 =1120 |
Worked Solution
|
|
| ? + 119 |
= 1120 |
| ? |
=1120−119 |
| ? |
=1111 |
| ? |
= 1 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
| | |
| ------------------------------------------------------------ | --------------- |
| ? | $+\ \dfrac{9}{11}\ = \dfrac{20}{11}$ |
|
| workedSolution |
| | |
| ------------------------------------------------------------: | - |
| ? + $\dfrac{9}{11}$ | = $\dfrac{20}{11}$ |
| ? | $= \dfrac{20}{11} - \dfrac{9}{11}$ |
| ? |$= \dfrac{11}{11}$|
| ? |= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
611
Question
|
|
| ? |
+ 74 =746 |
Worked Solution
|
|
| ? + 74 |
= 746 |
| ? |
=746−74 |
| ? |
=742 |
| ? |
= 6 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
| | |
| ------------------------------------------------------------ | --------------- |
| ? | $+\ \dfrac{4}{7}\ = \dfrac{46}{7}$ |
|
| workedSolution |
| | |
| ------------------------------------------------------------: | - |
| ? + $\dfrac{4}{7}$ | = $\dfrac{46}{7}$ |
| ? | $= \dfrac{46}{7} - \dfrac{4}{7}$ |
| ? |$= \dfrac{42}{7}$|
| ? |= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
611
Question
|
|
| ? |
+ 65 =635 |
Worked Solution
|
|
| ? + 65 |
= 635 |
| ? |
=635−65 |
| ? |
=630 |
| ? |
= 5 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
| | |
| ------------------------------------------------------------ | --------------- |
| ? | $+\ \dfrac{5}{6}\ = \dfrac{35}{6}$ |
|
| workedSolution |
| | |
| ------------------------------------------------------------: | - |
| ? + $\dfrac{5}{6}$ | = $\dfrac{35}{6}$ |
| ? | $= \dfrac{35}{6} - \dfrac{5}{6}$ |
| ? |$= \dfrac{30}{6}$|
| ? |= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
609
Question
|
|
| ? |
+ 43 =419 |
Worked Solution
|
|
| ? + 43 |
= 419 |
| ? |
=419−43 |
| ? |
=416 |
| ? |
= 4 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
| | |
| ------------------------------------------------------------ | --------------- |
| ? | $+\ \dfrac{3}{4}\ = \dfrac{19}{4}$ |
|
| workedSolution |
| | |
| ------------------------------------------------------------: | - |
| ? + $\dfrac{3}{4}$ | = $\dfrac{19}{4}$ |
| ? | $= \dfrac{19}{4} - \dfrac{3}{4}$ |
| ? |$= \dfrac{16}{4}$|
| ? |= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers