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U2FsdGVkX1/B4penmG8LxblRJuYoFeTI/ejmc9tKqDTAPks58jfkLdZJUEvZXHL+xrY5YUXYmgAy0b52SIVkvDsL/F8nfjMMESP/nRv6AGOk4vLT3fPPw17zxTOBXwPZ1KRwsufa78Twuz/jO3MunDjZPNSQjdC1e9O/4XRHogYvSYCQhXuj4vPupJdh0fL33JwFouZ47kyM84Jmh6vmEvb00iWhjQ1JOCm0jnNV7eCA4PdurENRbe7QDkj9tH3gBDiMhanHxHOz087qv+e2yArdOYs+QOR2V8VcJwEigI0weQ1atc/cTrri5mQS4hFjjBiIaYKrilXfik0cxiuz32vzihNajq/5k9naHyzUHPmu4LKfMCiggUSzV81sGwWXUJDujCrlnGhBevtNM2vJE13NXixckmgGaGGB/5zERrJYNWVZ5cdWi8MXtEz4g/4yvtoiBVbecPRr27M90DKIH+ZkSKr6EB9ELPXfHWwyvxQfUYntsa53S3w1fiOkGcryNhRGvX78bFTZVkRlLtAUVLWfr+DRk8Em9/c40PrUZ2r2u5lGIogT9nURGPSzyRU+xw38YpgufiWWLA5e0hFURMz6Og6XMOtrq9T5/DC7pr9B2TDTk5AMnDwhbLtFHqhPBz4E0aCY8cZUrZrNa+/vHdjI7rbtVsk6EQ3nLLvz/JHPvfCrtOH7Rh2MNSP9xUCe2CpMx57NMKz6LLGffVB0IPTxynaw06J+okTgUu1lRfsnZ0oktKN/lRKzY7o1RccN8om5XbXY0DFQYUmT/pAREbExTE3n2Vlo8yV1u1S5Qkb72Rr3EGrmO+SeFAUM/pqGZGxTueHH+Zy5y+kakTsvpYkYhbcdkzehitCRmls9gcjrbvnxZ531uKDCuTskYvBWKEJ68TIdVi+yvJ1pB50lnCMXG2dz6jgJa25iCo54JJr2xNnYZW6l+NqDKsXYJUH1++7E7oQ25WJktnulbpiVcKC5w2MmVFWfrlmN8/zQRQ2N7goSJr+2Xu/JY9GbtK/FzvfrUatGU4bjajqtkeKU1d9M1DP1aSYc1Qdc4lcyf4c5oSlXPQU3GDvvGP9Iy/y4Aql0aNOv4w1a95uEMLlpNAvvA/ieeA2C7qiGwXE5HgSirWEC3IQ97lm6tnSENpbs/SNaxPhizBkuKOm3pzMFGOtIMPc8fiSSlFKpvM1r6vU5FE0zOVLsm3tjsjrnGDXrPxVBzafxh4obmD6tu82d8aXyK3dMTBwyD9v7bK+kXqvqpuCFV9BKTs21uDPC1TL2VS6MerXqb8h9CJ2TRsugxdq7dn2Ty/+ymd8xJ+KGbL3Dl3lkY/+V1Ai4wrtan6nudW0ZPM08O/6bPkSHptsNS/XihU+loG4CKta4p/DwNkvmusyP+i73FXk8ZrBYGJsYj2q/GsSzNXXvIUzO8xHvKeRixn5M8gXsr14qn6TP0DvzBwCq7ulre3Wi/1lA3bNrjBZUYACDCRnIDSsVmGoKTNNlrfE1miyq9bZztheuCY3FKcDoHqtjD5Kl006AoiwL/f93Ma4AdVxUfJufqIR8j7gdod5Cw2V37TDJGt1dM21drWrEz8k7heTqDiSzjaEDBKhlDpZlS+npaW5hEUkkRBOA4itKLRRCbypqeym+CA2vCBURydoPrO6SXx7uCT/PUJn6kQk0x3M2I3oXzaxjG9sxY/G+KL9IBAZ8vLxr7DH8QLWnKDVYbrietzaBL7ERR8IaZtW3niBqFzAV6mj2sVT4F/S6PAfoIaTlmTkzulfOVHMdQzV4zCGuHjtj5CJN+f1bzfCe2LvXOAKgFGFaP8gvxYVbvc4L9N9IYNtS94hmGpNheoTm3ig3FB0X+1RmXNvXH8MKNdEkpm5MNBGwIB8+XmWE6Sfab7DmZ9iXZ0mmqmZb3gqB8XspPlfk3GlgebWpTQbdxRbYv9GcS5L4tXn2Qgx8HxK74jClTndIBhNlQE6n2/uGuX5Q/+VHelmTVAhl33e6tn+Pf4QDlwvbl86hA2WBHwFYIY49Nn8lSpmhc5TMc6clvYuV+okvBdlCTrX+J4lAFQfPOmXE8SGsCWtieESmkAKcVrDSSWOqdl0r5+GEMJ6DJx4T68cNsltCY15c5KAeHZtzFjVcXGLkaVPK1wSga1ROWjwIN8VBgRkcaNhF+IiY+jAMl7NhBDaxjWQ5chpopSCDWWfioKYI3EEDFO8p+Jkju5sU/iYb2y5E0z9iKn16oq+pHwcgIGA0Smh+678SflEI3QWcl0DMsjKZEHjZcRJ1HeKpjSWS7V2w2MStEXblQ9no/FjIF5gHn8LZIqYopPN/j/vfPCXGrxt+pEq8juSYdCITd52GI7xMzXAnzgxK968oYk4n/wBku8JqMQIAQC/CNi+9dTnhdpI6/FzgMm0C5k7WOnfWMhKPQEJjQXHV49HBO7hCHj4U+qFMDaSz969iQlx5fkwa90HrwiaiDatXFKilXcyBbIQUTGJFHMlRYYYiy5PVwSqRORv+NgAzxGpjWEaNpLMq6UZxS1ViTfQYlcEhKoYpukbWgQMd78ivNWumWNE7ZSbHW3v5cTFFTSh6sJCdGlS8hMiZXktge0QbH60GSHKXtoTpNofgYe5XmwuGrFoZGqDGlWR8oHUSoyR9dfbbEAmWtJ/9I3RaUreSQi/JxvGh4GymK6wp16koWwTg9fzQA8tf/rFbFUplb7yzWpF4wyHTQiFn15/N9DFmah2qvp6/2TI7C7TkxMISD7Z5RSbskve3uk1Qb4z8KXou7C7Tm+6/iszGcioIJq86V77UTXVkVKVP2U+Ukn33SoQTm/DTx6+YGokfUXV5ZkIzhh6tSoffNiBDDyO4K6UnQp+wsL2jbcXrl8lXnCAGdXUhaa+0ivTzTyojgkXvpHANJsisNEFxeg3N2vA552DOqPO/Waj/pkLMHmu7E5oy1rTWlc/j6SfFZ2lf/KL1JR+J4E4USRnxrB8fx/atY02DWLxoS8I5NAsxQGuQ0KfSghHCSRKxeDRwhKnEKQi8TtuyGiHkVi42h9wq/JPra7Mra6LicHyY0wUD1zpNM8hQCMkv7EvkqkC5eHAuiZFebA3adzyn75QR2aSifwjFnvjW3dRJpVCNDW7GZ9t+IuxYKNB248E3DJBd6B8A8h3VJznJ7GTbIHWsaSnaU7zAwTdZdrc2Jplz74PAS3BBTxx2Ta0M++s7eKQw9H96irPeeLuZDJiyod+afGWHPtuxqbCWAEaGF74KgHyUPyLCAQAROBoKPprWG3A8E/ppXwe1dr568iZSFddnpcefIq1JySAlN3CZFb4l8qg/y0SsZ8tMRocBbrwtY2sJOq0xDgrAxn9QUr11wNzV8eGFV1KGn0ugdEPWrrCwlyAPVcQ1n1kQY+wihgvQrW9JuNpIfKZ/um6m2rboKRiKQ2FTs8WX3P/2nrKmg/V9PY3ujzSSQwEKfKuAMWK/a8Rc5VpuqiKo84gKXX0v5KRUUAbi6YDsZmSCgxPiMSKddXDEoiBINrzLUL1JJaVmhqoHAGLLx7AmLcpcXPSt9FQW0uulXTeyxl1IPLSr7MAwJT/+2rac8TCEP5UcxcBJ/CcLFEubMPsdOb7A7KfVg/spArZUywNO99FoxzEAq9lA17My4IzvD9SgrU+weh/TKPu5r+Ov/7zClFJb10/D+oLj1Aw2MwU6kKE4UkUo/PFfftDQ9OdSgu+d2FahPqaFn8hi0EWu1/1nEnYv1CIUIrM/qrfE5O2vGVyWWAAunyCoRpftg7+TcTmAmtcQDXbmKu46MYXeNhcmcTuxQSnfqYkmeIuxahKTdLtezrwuMcnvwQCosoOC5AsD+n7CrueVRGaRH6fX5XFqLEQXDep2Ncnyw9AAK3nOqykp/1TtY+GF+KXAoxP1pJSoMVw+FmyalbEV9COk+2nHupIhnjcEnXhXEMvj9bDKDdX7mH2Cq/lQxvPOOFGT7Sm+lpOjp51FN07YWtYQgX32X7jlHgLJCuyPi/+EXUbdEV/jymaLJfrwLPLhNvfd1NHy7JiQ6yqp5dtL/DtK31pJY9YlNwdPb+u26tVZpGSMmMGVSzyKH/VPbH+TcweOE6irxFzveeXvPSz3bXTyAJqRRVHMk1aux5ctCEBnkmexkdXQpxV3+Ja22w6syqbUjEzlh1RtZ47CdagfBZ8gV9+rdeZWuWQdoCoqGqKrRMTn6Y/TqR9B7cBwFM320Lp18B49Uu3o9MZj0nnVn7CdsqVbPK5TgIv1u7BhCGHUOirtIb6KGSF+lafo3Z1u8aAaUtFReVELq8VNYvnku3zWyzY8UdDsqxYIcC9mH9QqIqgGBvPjSAFaL0T9jWC8eN9wyvYF0YGcj+Z25s5WqJpgAPFktsIy/zcCzZLrsvv2qrxxs5rUysNOjHw/9GEP4DUEp6Q124p2oU4vZom+mK9TZkrNaFpD211XSwNdLVG/ouowRzTIoyBOkzlrDq/jLkFEfDKNG8gh2JzanMbd6bcGpRBKVPC645K72YHHAH29p7rOiWmD40Z0S45woOcinAOXX7UdaCXXzhZ5Ud8s7GBbEjJw7mGA3qKnYQRvL2CCJ3aa/HeLm5Sml4oqsbZyqcDkAmzSVEx0nZPoZdZBuoJMqKUGuL7tivTqZS5IC+ZB0MG/R6N7l2ul9Ty2fEtSQzzX9a9tZZcL2m71wDUzq23dLqtm54Kfj0tAiF1ksjhEQ3FCzWu28fOvOM61W13EYKN9Rv9HY4yQpy9sIKCySYyKEGaDA5f6aqJW/Awh+Nzpd03afAk/SBLqSLZHg/XNzGy1cjL7VxPcRd/7pl/84ZnUnDVDoIPY5WUlMWU5CED5khBjzlUORPs+Y9xwRoJm8ZVgNlA4xcVJtLd4hnQdpJfX5BnTEx5extZzA5kwDgkJ8AIJr0oOywjIzfHDzgTzBtvOjMZ3c6mES4+7+NwWscLn+8WW2GRqNxxsl3N2NS33ZE77MLewKEsfUDxAqj7N4Hp+QRyvqeyWsXOFCgEanSJhdX6rsh8OE1P0OeunUVHi3u1z013jUXvaf2CTJ5XajbYg1IOIfnxIQfbMscsHxx5jihG/TaOKtj0SAKSvgFEaAwpJvVkKDSbslfnKuWb5ET32SlejW8nSnDYgVeTnqzent/4ebhw49umv/QpAWLB47nBuCqzbHvJkp2wVG0upvuInaitLJhu992osSa9HgHGkgS32UVmmHuJZ13KgPN9cDvImGts/GZ9pLDoF7tQk8yDA4cgoMnsBlqqTs5S8HJ8S1Oob/KU68ZgKbz7z0CH5r5fXcRU4Wjbe+7mW33if1nzLqPE19IlGcWFFjgJeCDGMp3pHpDRdoTIe+DUMo5M/4TSVTqYqhomUSncKwuF+eKt5jEPqX6pPfR4uHJ9F5mDz75NOnmfhtdBgHClvOt1549WzgWBM1tE6ygfGWjeeetKvi4YcgNjDllLXZtT88giPC+4f6squ0AsP0n3hdgxXokzlACz4gip8PV4AJ6kkTurhPTAeUqUFQdu2BVua6yx9/96GjUPCYt9a1qoSrPBLULORiL7kNQQH0GRFDapMdr8JmPKdhjjmpoc862dlqAC0a3siF1CL3mff04i5SEwyPtvSlJB0ZJ0PlfGsE6gYqFPLx99+e6x6O4OrjAaK7hwCcBd5B1FFveLBfoURKWdE576Mzuj+ylVI3YKvHTQkoiIoCORkV/2hKXD994DrHM5KYtI6Mcpygl8rZE+J06ox26GO+l88POXquuzXQjIUn+sweMrIgI05bhVHPL6r6xBpWn/4KqulXWRLb+WO1FnHPmgncMNUAER/jdj3LoqlKty9Kd0uLaRJOJd6yuo+dGCC/UrjuJUGaY+57F5w9oAKoxLlx3BR+VVmIkUvLYadDPoYmrWYZJKzcyPp/0XDWE6Z8e4Mkz2nMMu9iqyF2E8+wqS+PNtVKYzgSDxiIyImAgrf5XDHnT8KW1rzFa6+hqDXAj1ap7+6S1XykYM5vTSJgKitoyMw9MdBPMjk5SKn0uVBQBzKBjJcxzZrAtaUsFb1EKeS0bjdzgnQgrVIrpHxd7JLXRuix6+LHnN/RWb5OT28KfHCeWLpzMs6bycpiuiRYqUgqs79gV7FmAYPVOCdbv58tPXQhmVe597zyeOXKkcLCnpgGlQd+WWH8hBbpipaz9w3QyPP6h2cZzt6X/PHaOM6B/ZtmKqFDiFcdmPLqsYUd3wcQLTRn1G42l1X4GtzfhIRj5SUqdi9ZWZblEGZVaJS2iyDTT38OStoZpEXZKDWvu58275fhurX3JYZvXUKI6QVaQbPpbGGhCFrjaBLGgF8NxWx2JctyL7xfrCw6fgumSd8FarltkBSPSg3hXyWpPo5sjg+IglwMU+dib7e12kLCxkBScf99Q2n7j/70aFnwPdKFqy1+dvlZrZxft+QNMGZ0xQAKop/h9TNZ0Fl8su2ATrG1/MoU6IxxqLNcmE6e7PHoQKFBqQx7U+MKgVnn8zVA1skUN5XlgSQiAWMDzoonFakYtFe7nAT6czZHSjkhJI4z23hqrulhzmrDwhtITZeSQLxolYkO25dcz/4PupAYHS9xq0uloEM6VWNXlyM1R2R2xb0cJFySyv8JuluJj7nlBw1fL/suduuMZpmnElpmm9YXYECdeGJQyy09wdfS0dlm21E6mYGQihkc6XPUvwOb428armCT9tqWIfwrNRsuvHckS372Vl9LsKsB7DV3yEX83yDi2sQKlkBQ9bG2RrDEJFa7HpD1AvmOZsn3VFgZiGdgkFBPxGXIba/8wstIQer7wE4S4aN0gdiiZvK+7VkXwEXO/pl9o+AOnq0mK9X96WqqkfqQuLZajaPIyzIaVtgbrT/ZLBWOXgqGL+KnDJWzHhg1OXsJyjJoFd2A/UkA0hcwoHB6693RGNYgMWiokYN9ORdY/og0jpOjSX249+ZXeZ+7+IJIdkFCvSrEEclLcR45ncgHwpVgK0a0qp5D3z1fV8IgMtHN1k1YRui5/Xki9g03cQQbpwifIjJyzu9elXcSqApS5XJluVCJiTeus9nsmYdUmMFqgUJlWNBL5RL4h5mw5bvAwhB6aRTM2R39JAxmtJ4qEXp4CkP4QUnbC/cfWP8dCDzYRZnaZmaRWFD/U05Q0Y5cXh2T0oHc4oZ+A+BLzS+Y9MNEiiIeo4XLHmyQUtvsbB7e/Zsn8IvWCAkq0Jo4S2S9qH0BfXsZoQ7yMIxBkqJlBPv+jhNWdLUQ0iGCOPk4Ox5H0AnI1Y1uO6nTz6Nmcubp80cv5izxfW0Mc51aDTtN0phb713iXJhvFmEQXcjOawAyhXrRk+kX69UMe4MowjiXIUu1mAnBWEeb4sFyUhEmP49u9sQd6NtQGUDGgUjUi5/2tyz8laoW1dme12BSBMA5w/WLOjUW7Ww/0fjvFGz9un4VYb/c7+VuhPPggKDlhOQV+lwg7/CldSzJnkdxlSb/3i0+OGABHGWuQNfCQC7Kk7U07w596zFCiuqoI53743pM2Rb7++wKvvHVvoDWWCvh2oe4Gdl8cYK9XezFzXmHC64gSPvAQPblF2RFz9GJO+DgWLu5qUGLswfaxrHPS5EOT67DaP/EgulO4HhafhPIpw/44Z5khIx8zPbI5EyxxABAnTVbcoBCHY0Yww9te06O9zz6MiRycDwvBXsf2xecVkgIkAMEgIMx8XQwROSPy5nxPuUrdVjGi48vp4azILleLCP8OoFlj8FMe3Oe5iHK4oCtmD36I6HLRfqXw4zcvE3r1eAsOVtVOnWqgpQtUiP+bcRLe9UhFov+DzIO5PQeXskWukimBO+rIbU3CsY1CZ72bguN4GGKJdfRL46sd0YGNWN0RLZ4S/KcaElD+vT5XxwiBINBdTaE73T74Zcmi5am7eKs8HaImgJOyc5jwdjkwLKahvdDCe+NBjuUiLAIMfVHGnOkqjyWDLOTGvtfJRy77/lWfnFfwYYX7DAn0DJGaMdrfPfWtIhkRO7/jRijcCYQ8id3J/DgrsZys8VatnH+GiApGVPEmE14eaOCeiKQ6rVbeNcamcbX69vC1cVmzx5Z6cVR6ZH38pOrJYaEv7PD/tAqtsdYjxaIwi5Ylm9rLPyCY5+eyowc7ghBg7VH2FQ3ucyxd1w5SlFEI5cKr4Na86nYOrO/ht4I6aVEDl3ds4EyfphaVnri33OtsrcTbPVaOlZ/hV2akOZztDWUjzVmavIsAGm8j/QZ0Ak5Jyw2Upne0kf2LppkQO/nu3F5m+zRTVIWLKVlMcQPHnpsUGqvkMBgznhkuhf97VoDLEShx3CrPm/vhNtOxedeS1WK1cR6Bq38B8h2dwPDLSka2qa2Mhk7Utz83MvGneQUz6WHT+iSYkotOkOv5RhgujogZ25NXT4lrAkhnvwyLtRHkGstrC66Q51LfhLF31Ypd2POXGW2IMp0EUC0j7MSFaQq0Sy5BDMavw6EWYPJEFCw4o6odCzS1JgbBwfzBvIFITLgrCAdmWi1u9M6yLINsxotClf2K+k6v6TNevCxWM/yaxrXRyDWaGYwXxuIop33ds3BlWFkaK674NusLFAdtKvysnM3fwq4aqz9BYdezf9o8zmixtvFYZILNI/Sm+Dcth4QGFWD9hGm0+fvuc+88+ORmk3EUK3JPsUdFQqxN1l2Bn01yRaXSDvxdedJS94ZavA60uYnaoklqHUr7OEfcMlKaZBZqDp9CXi3Aiih+TOmQLn6M3ah7xmBZ+7VxqVjnBM+mfAmYFscpZfSWMbDuSPyH5H4YeuZLlUQzENJ+pUPaXA4w+3sqRtSmSG6JXZnmv88nkCmYp5F0xtZ6fhu3sqrGP7JaCYw5x7B87EHM+LZjO8E+y2t9y4WWIjUjb5bpZyUWTsLuFzXHt7lzbUz6oc1g3Q1JycPWL6DbxPxgx+1XyKUpWOOcPyO2XBtjP2iC8/n8G6JCItt0BcovReYdTRQu6lvn5AEPg1TvxxmNtXrjWv9sRxO/S0kzxEIesT/+qMo6vgwLSEcCtruNpG4sSh0/vaJqooNOtlqSGDTzmP79VnCjREse5fgc9R1kGgOsttccxpiyhE/3SNtUepWDhSRNzlMj6yf0M0if/3kJtw/a5yMca9vvb9xeFlag3zUDIlgYRVnM9+5fkigylWQ9Lig1B7iDKazaNxKvumxrgsQpHMig48B585lFkN4pJTqxTb1PFa4XauMX4SEZwnETeQOeyqLvNxx3g7r2LJarmX2GEhNRmPqznTrXTUnU7hSXMz7kRHm8EfTACBgEUmhE6m+MZytw1xhwku38TSm7GG1EFnCqGVERpd3gkswSBXXmgTWylCB00bJqqwrhntj/RZScYAlaLgHINwnhfsXICfOpCzR34bpb/wvVpN9Gy/FYQPuR6tAcrmp9uHPXn5wrPLm5JeNunIh1b60X5QR47rRcopFf6RN2UKP697e/qiXTO3MHgwesoyltWNwq6pUMg6BK36+rw6vh4xBtNgo/qOZEb5NKq3f0iFUXMAxziv2O04fl4KkOe13qRNthXr6rmaLkDPBWLjErrqrPAHjiCkszAgbBOQP6zOd0grs24LNd2idWnGSM6QlaJMJJUkuTEMrDGTavZRd2lcoibEkQbDezrfI+x4mJqEaZY6bRVhZfZv14U3v0kTabXIsl+B9JJBwW78jnewwGnZdDXfDyK9QVFm6vGRguE06TQktTSke4BqtWYYqkl10qAcFIufuAf2/Y8fjqmZyXK3emtuRQ6PhWqOCa7qtNNho+6D6YmwBE4eS5Lmyfi5lsquvk7pJQpizWjbQIEpv9bXXhhrvUCWoF1uV6+gcW9rcXE7YT2bAT3PhAsxITC1lapKu7YLDHu5fYkEz8lqRS9n7MN1aAdqViDoPNck6hFAcW0+w0IraGZHEZpBey1xktfmqqnW3DERzF3hont/wJ7y9McCVN+mPCy1sJRqOeiW9CTfuzV0IrnG0ozTqrM8h4J19Pv1+KfO3565wBUiN3Ssuji0xFPCR3jH58vLeAzhSO37xeZK4XRCWxUnGESXXHN4QLvwHpzHUSJBljMheM1/sLTVdZR9fDkAZHMKDmUvnGVrzg7cv6MPXq5MiMY2hTdOAnBXnI7XjgHcmCZzhamBRir1AB4OLrJzKf566fsk0e8uoCncwQk3R/lRVU4PNdxPXbVHMD54vQIQrKdTo4Ssy/8vbOiNarOdzuZYsprbv1S67WEWSEN+Yukc0rm0bmObtNcd87NWFyUe2vuZiKAc9gTi7JZQ2OfBR1OnORNSZVWCqLh8CE6VHLdaQQLuxv67ZSHFroNcz7IWuAtkE/b/d6Rw9SAFYoU8RHDupdufXccB8VKFsk9ck/VxkdR+T+6djdUMvmYOGy1IfjZM1JhPrP1hkPORwbQYLb1fDHTSUClay2/mCTVS8HbG1TqUhBjTWEeS8rMnqdXKb5UqCH6cW7o3NWX0inFlMUeSfyGrYLqQxIy5bvN1hW/dGZ3lAvFZXD0SytLvX9HvA2hXcptBNyBNkDl7GO4MVDj9Y2Iz0bEyOrdavxCo1b7DdP7F2s2iBzwby7f4neRC66ECXNgdb25xvZPbv4XHDIEvmVAMIGuZpJ7AWuFn/KYiOgNmj/ZWwO83jOuUrcTso6c1FT2VS+OwBdES+bBSCG+xTfrPSXjiyHa1IwASFdo+MVyJfWxgBbXKt191umiDWx1GPedtWlJ6DIyJnbmCybGF4fifivrvaZqKb4ja18N+Uwtbohign5Xp624ktNVLw90vae+ey/fzkoRAQG++ryWppzE4q+Neg7tBIlbzo6Iwx5XYddlogIhEMxA9mIPmFPyjMTPLNvEAyXY449EaeoaM5M13A6DCeLTBdNhdJngFcX/dYAhMEs59d7b6EgawEt0Qa6YZhuDXPb3dIeT+YY/SaXH37zqavIMs6ob7kg+I6bWiMy64/4CMux+lAdGHhZlPqyNddW3umr4Xovu6ePpIEHPfLPmyTYjyQfzbqn2MhHuBIt1uZue+/YE/dYzrKgfDfZJs6u5dOGM185Dkc9iKa+sRHi/YHVUPuRfP87ro24Ou3DRUtdxs4FizRNrL8Raa/c9pAZhfZh+AWwc0uDTRRIrBvEHxh+od1ttvI+M+ycwHlKV9ji0dmpvgKJlz+wJ7JMaIxXyNw5WgO/B/Jj0hwSwxcoK9fquxoPsFSa9SOb9Vv55C7X+op530RJIloOajHY3aBuzob3a47wawGQojTewP72f5w3OXsveAvqDxh87cmePHbStunEZyoEHZwOpzc2hP9q+OEeo6/3c8SEMprmhtgaow3Ax4ZhqwKvusDb+G6E21MBQagr+AuHZ17iSshr871sTdX6glty3TKS9yMRAFJSufiheYT8G5mirbiHrR8oq86ZA84oWg/yzVMzG8KTLAaA6stXkyPHt6RekZajVVMkxB+a7hWj10KBfvKfBd+dF1RuhqX+XGBF2A3i/lNjxLKhGdOoPerqfgcg++94IdhSCnvRR8PJ8A54rYOCat8ouiQ4LyPFAy3nzdIOSCgflocHR/Cv4+yzftc1HqnnI2d99FeEINWFfOJu/33xq513cfg05vZbZ68uL+2B/8vgSxMyFTwH6f+AYqCdcSFX9uQui+vTvhsaZadufkEJ4Tr5Qx/xUoFsIL3ZJQpucGf3M930h5sUttcOwCyP8ApS8GJ8iqolfYg0H+7FsM90uJ44Uli0k/BT4QKLHpksypa1rXCEpgMLB+7o2t9GnD8GyRiSjscfdF7s38LOOQI/qaPnzogdigd8xSjNA15/ZOAfh//9yVGgeNpRlu/Q/eE9EvRUuM11T+Sxp2N5ylFHuKm1m+ydCtDbn7V2One+Tt6AD4/GAlCmAQ47ayBPZU/tkUrvmQen+/ouEzH99UunKW9vndy8JZdBpGvTKN/qbcGvfm3buR5jXugUlwsjatUetVdXBsmlvghzI8zfbMT2cgHS+9/KFId+5njmwh5jc+wB+hlrm1SWgwNN8zcTTpf+GAQ7H195DmF9seFUFFb4zZYI1NW6zA2rO/i/RH3z4AnXgw1ZDigI/Hh94xFREcxgMtlmy6n4HIN1VDCkmYgUibWo76U8bZVm3rrlQ9EEzK3GPpty4QurxImOZiMiZX/XOLWOvL7HB4th5APFdykaCcY2UoZONM+mn6EC+5VZ23a0pFCvBki9HJBttvXZJWPHWGqkjc7Z/IfwhgEvHySHGffrwoS4j+ry0bb8/gWRr6nDVwhGMEQb/Rf/jhLYK8qPu6O6Vmfiwq3SUinYkgUFt+XQR6RdxarGs4C4Jo83uHpiu9FHmTBAizp/MZCShVoUxGMkrX+0ksvQhiwXVj23iHZB8/Hpp1xSqq44NiCv5amIKig0E+Rvzxn3ZDLt0UJJhjwxCpmNoGB3KkRonSXlt5C95b97PC+gdRCvY3O6R3oj750aA5cei2INQw3Hrrx7sU3js2IMkaduPIh6lC+7Vhv6w0U102g/Eq+q83DzRqaS7mlG/fo8jr4cRcid5coKo6Yol7jztqj8JXC/qAaZD5uXPkH5MYM6wXcyVPs56BI9q5YQG9vaTDUgGiTp4pzdZCKDrlcejBE1/IaR4Xl2YR1GhBwXvD59a9QNz7TyMY/JrwGLKrqj+qNWtoPhbEIlYQNmoe9PAWO70hOvHpgt9UAtzprvdFrbWlAfFu8YwxFZmlXiMbLub0kCNbeLvFcQVW1rzd+C2TnhXGRECJTRzO8O9nzL05WstAi+zHcna92N99hjtIprnZuUcb120S/s3wfBMfD5L08bKwubhyeSGhHt/Hgij/iI3/+AmmieWV+eo0fAja/RkUq1SfSd+Ujles9ARezh/rJLXMuh/j0Ok7EtmvChk9k0B1p3VHm0S/VxDXT0VdGOsRr1nwDciY/C47sCAhetjEnuMH1esOeMXi9Lz7gTnJJn33ztnirglzNPgJR78TfcHUd6Rp1B5TeCZpkI8tp/Bnjqaop7S6m+Eky3vn/Xytm9z68/hYCk8KOZYmC0wtwVt5eEzCHQ7NJ1e6RXw3DYh1oISzMSxiZj9s4ngZUI29xko1iUT1nouZcXEO3qBZIdDSMw5gvIQYH22LJO2wJtMkUXfxTfCAtQbW2PrK3sNEC6FOBWdUrNMe8aAQ19W1A8XXWg5nUJuetLJN8qG0oYVDvvnTNtl9CcxmD+7rm0XoRp/C1/YJNi05lPlm+58UJbXLa2OwCUr1G0P7BcQGhaa7B28aE1UQy18NtXVKsbE7o5jFYhb38njqPdSBNmJEgsJACd9WJ08RUbDFHGfRqAL62iqTUbxOSp1CfMq/wSabVX9Onb2vFY67dSpBw0YTCSdCfwweeKI3UKbdaqf//CQkY7PA02+w7wL4/0OdiUg6DWlU1/MjCFNZ2uqgJxWqu42POdb8wN46v3goYQWA7/5XN8LFrJGKMW9UPofBuw7Yq7WkSkNPNl4QAz4KfnBN6BViiRjqay9AMLP1QNrvEagB6AWrdWQW2Q7RrOcqo5ivugNPylbWsbC4XtnJwwpqCuCWl9DwfWyeVK5v7D7zsPMeF9NpTRX2A8QH9tiBRFdPGYZINDL9ArDfx7X1E8BVgehn2St39LFZQZqO3iCLoMDHv/v7NsAkqlRop44N1Mwf2wWuSafumhqKxUwesadStuKN0LYNUbJpsQBooPl/+bj/j0tw6Mk/yyeTrWD5LDqqB8rWIgXIZ3XZVOtWtiHyQyQMojda8KkyQaUvrdzjTySNY/8nHkow2qNhgyX+++kucmXceMlD2cnTAJvhITCOrGNIHSMUUirvdZb4E1KmdZOqe/WUVo+W3/QiQqLgvRZyVkhq/YvldX6VprkTv4+m8K+kATrE9pxmb/34JqHdb9NjBsZK1KkZg9jmraBNEPcEjDNgWiKGErr7CPzvSkp3rI78dOvU0eNwi4K+EX5oBBMRowJrFlIfQ+rgZRC/rslfeqEUhG8GwbAx86z+xiMzjHikxO7stmmp46aDwiAzcnc+t8ozQM9I6mg289j3lI7r6ywqvXkPMX68aY6oXGATgXVhSXGjpT9r1AGKWL5W4PvVEt4s1BWu3BmFd/xoDOkWaWCqKVT/tHB/A/xUDkgWCmZ5iC71HxjRyI58Hg3DW9lRHqkxBZMW2azH6bx/uvjpA6lAiJcxCPsf7N4WlZYaezep+AXFI1LDcQ08nyBy9HxST0x4MApzbD8hoDtgJeOGp55fUztPfeBskGk13h/18SZE2MR3somJqHc1MvM+Yt+uOvAKAGDAawwtlVY7KOUCfQGrVomLR1/8guLOz7wvhayGVySRSXWEgxuFac42ZZkOZLJPpocUJRgNcBgf7nWWAcKlFspWexpoJ/4kQVLtjvUJLp7q0qb0P2vYViaXIiC5Sy9X8HfY1rSm4YSWIdnGXQTUMsvoTiVWzhtJwdwlssBh4Adonwq9kKjllvWTYeyYXp4KXqWydUs/Qgih62dFsG8sQr9aN2/EKkYDwvc/0efBiHNyTKOh7sOviT1BwcZIKu8QaIFxVC/fiP0TSEKpkzeMLH0tKlzFWXd2wLkhK5xgcEvW8pJV4DqhRB16dG7WBrsGh9wq4UZ4IlmTnROxhmdGIrBpjWxobO1HT28hIzjZWPKSy2h1COlrRIJ7HUtCT8JKma1QUGCxBxOvFnZnPwqSrreJbTeABC2wZmH88EXGn0ksU6hT92rmt5Tv2I8JyTmsqSecpiqOYwr88F5I37zZdCbnabLUvSz1ndDdIeu2Tk06h+zq//sRtEzNUUifwVvPSayxK62NXKKm2KCsue3KXy4j4spzIBVZUryB9uAQT221MOYGSCBlBEVL/xIvqO3rk3Aqgb1Xt8NYWkV4jUYv2d581jDyjWSM9wVgsnc7K95T4Goh0bckktyuJUGkmUCHcMEqe9sGbqUp69JCE2OrBXHd5ETsYKlDUqP9/I1yn1t7PLUc4gsptK3EZjD9Ss+Fc8r2TW7Ru+FJMzJNC8bCVW2kHfq6fuaWLmv/qh4pfDttl/bruwWeynb/cP7Pp+hJIV6O65ar1Pp9Vd66NmNV79IblulhQ522Q01M0OVYK7wYyE9XIrUHD44pcGIt/e1KinGZCvihzZHwLuy+b8s3dpv3ZIAbh+7P3mL7SauPbN28B+SvxSGBZg3H0SZwO3VoFcBJ913ZkIn9FBnUDahm/MUiUqBPlElcgVUoECCILcb8WCDBjJjf15gxRcHLr6V/Nw3zZRKUhXgDwycyxTh7AtpoYnFXIG9ru7BqCEWoCnZbvZ5llMcgpxkTFJUp0CV4NxJj6m8vHO3y4DWgDsLhPMSezJqQMFnpZw1iq+Mr6VL4tFEFGAWJrGZ0+C5Ah8WOQBKqpUAJRs1O9dHTwdIu2cStnZ89QUi11Fh3uxLhC5nnZoDWsandZeuZAzt60oDYKpH25jL2uNXEOKS0mPlMv0c0MOl/w2aKLnu1YQDIxi3Oy+caroQklunBgEl9wMAcKwbOM02VH4eqCMK+f84R+20RKXiphCMT4UrFO4qNdOPpexMutsIMrMhBdsKgfoCmHgGo7E1mGbP+Q1Lab3I9Krdn+3B5jeFZtl9vElJBbnvO8d1VWmb+53Pdv+tffKWZdLXoZeNvyWFlYpvWt0eQS5u6su1CwfYyPQzDTS9VJEgXMkK+1rALK0Xdg0o4hv3nGT/TqQZ/fyrXPBsKyJM83yRZEw1MbrcBmjot21SQxaLFOLO5GXBowpDfsG9wD0g2gKPF038qkrtgP7N1nqRCXVfSB1hkpMVd9PFLsZHxaUIklDHLzLGoLM/a8h6o5ggnBHMiTtFvvMuv7dLyKEWvc6Jk2kUpSQmE/HRsqic+Gl9PTZfHp3ZtSOxDC+BAf5qgO5Vy14XCiqKL9xsKfJwQb7bUfWfjmNOpNwt845TupoDYnViRRJJ7jgKx6Sw8UKrr7HtKPmzWIh/dGCo6c2NOUeM90ff9YEiNu59rjJ/n6wzw8uj491UmaZv8LX7z+gmjO6qj+UREG7LBnKD6h688v+lKH0t++63DcFEvFosFlCet8mwCGt/0Q+qZebUze2lO9zJDw2y8wddIpaP0QLQoZS6coqJMJIF/N7LTk5OilqD5FkRad+mOFRxCApe2Jh0rI4Gxp0+yqTbD+G1rFXt7HZ+Ds+SNqvcXCORc+fSkySgW7fe2jL1DXOB5FNQXUUVKAa34QLD0UuAThB4hs/d3C6XfqALRpdIHZUycFOlzZNq2zZ5U7d/4yDW7Pq9QqhH8WkBRlo7+e3WG+q0QI4PGz/IG33fnYtywygGZpdH7xWxLtlsCqK0GrvYFOpEJZ/RtD07H4onJkAJR9ZCHosqAZHWqYlBmTWIp3jf66YexzyrJOPza3VvC/5wR/XZsoujl6e/0kQGajpwkFGvVioj0uyWwIDO3S5hVyx0wTZIiZf1fQHFSNZ350z1f+O+9sC5T/1OywCcXGTLIHf2AcNYkxhtdG2CWBBlvW6jpOC00Vfy6VGwWLv44s07/Sdt+NWuH80inr+nPLYhmgRJ1oOh8sw9vffxHpxrIs+NdQNPmpfDLBCLxNInL1aJ7FfDaRC1cq4jYMfXH8m0+JNachNdUmt7KhdTHV3sTmN0gMjXmD0/1swKhI6i45lLPrXyHDfxGbrRwSRZakYDr+67oKuzU7fAHr+qthO5j2uplUttxxbhkB6v5R1++EyYKnZLtg7ULBufFOyNeI2FeEUR/m8qyTBceyX0tJ6O4fpu9jEtIVABCIo1GPt3XkBnnCR01EvUIzPXDp1YIGcrr8d8dGWshMHSRJHphA+NevSwsm86EbpX2wQyrsIpVEc+UtR1W45RKu45+8QpUCTsF1sobFW5JL/OzAtmCAyITmrd9JtLVxX1R7cQDYgBRzdS1iGMl5J2rDREg+CyfbQHs9Japh9d7taBQQBCHx+4xS8sMdyrxr5krr1B/wzlWlLPRk2YPoc82uU4/HRPb6VXzT4J/CX0bk9kFTHkeRVWMrZG0ieBQHA2Tg332mfifKbWHV7zzvIjb0W9Qadjjj77QsJUZpBE/TaV9UJ1vU9VJ5j8lSlYL8CUsLJUwjL3s8xNucQomBVZSH9tFL6JHTZku0nd5/FSW2ZHnUfEi6LAOMQXfmAYPh9MmWXP75LEzpdosWI0PT/0FWrT17E5z3ttVjdfIslREHufuBCGC4dveOYe2gmIu9HgfQNs5CbFuyrl1KH6/y9loaNoPUMuHqyflCjrdZczvSlW4OZ3T4sAgNJ/TvRi+bB9I2RaXab3sRzRdym4q0Ux8+jRjhdunxUwJJ5TvkGEKxEGMaP3T25kKoBEUMvmvOoC056Qgvd20LoG7I/D0PzemMwE7Rh82GZTjodkS2oxFjtLnu9Kmq/ttElfG+6TVm9Hbc3c7Oyz9T8/R9FtmKZjaXpLPj1ZOxAv5jt/vvlIL0+8Ddfd0EPnB+M3FfGotbn/lraFA1xsulz7oI/4tGeXDZIAQzfravGP0hTt9yowtqzuxpJhBbMSapKGheqi1Dq6zu6B4ZzLhTDJ8PPpZd6UkptAIVP1L9ct3ixlk6TaxvGl9guHEN2VX09L7pHfPl4aMdH8s6qc+J0Q8UTSSota06wwQqI8p4/oJxdmUbgdwA9+YTStpp3J1r7bIRTrgluSdT1tnyCJbS4/QJI9RCxUIZztnUo2O0hMpxyk7N9bZLD8Xf3HHuLmOgnqs13WTNk/pLr2z2EkeXiH/uzg+0QKo8iinxCbW4sdorwH5ttupG+DdsOh7IxyJTRxOlQ0E5/kksH1FsU2F+ULpNd2OK7y89QPeMRqMyob3gJfQwRFGFxumoWheB4TnYErF3J4NIdQQp1oZABky/IWoK5WJ6CeEMfAhhd/a1S5z4mi9/BQ46fFspjvocLQu39oBTJCNK/2w4f8bM+ESyy2FQpfGqpOrMJ0gBcDbRJHrNNOSg0SdmjI08TEK2suGVxMQx6+ma7s2zCNaRBPx9o2/lWXuy8PjreCcbzLGZV+n3tfPBvG60ANT/D+YV/WwlzDeZUdxq9qj9lTJVBuOuSkZFdl+qutQ68iEqcvIrT6wifa4z/jYxmfwhOrMBMMQHshQB4z9H2r0FmNhS8AxL9NO4LMVFZb3H9zepRui/Nz5gv2cvOtBFXmHW6Fa9BGMeS20ZgMusBTQJdL3R+L7ylfdN3CjLOhWkikmGCf8PLPVIbI+Y9APkSuPmW01KI6OIhh6Y90xofVb6QP8Ok+bb0hO3XC3hQ4o1+JxBFlsYJOVN8JeRyFUg5h2d4Vs+3w5G2yDERlpxFFR6Wi2SHsEACyLssZOwKJlTYVc0MEWm3pgtqVcvQYQfLwMPxIVSYeLrMneFrKMaGL+xqb7JYIs2c3mNrLJpo651gsJhRZiKZnTuWkiA3kdfNCFmgY9APWSkA8BXd43haKm0sQ16RypSTEG4QATcjjXLDqKkvzQVaxIom65onIPYYf+PxG+otKzQq50gmcVhPnzLwyyo/IJAIL8TDmC2P1bfvkXM4YfiSVddGdhTEARsaJ4Mm5DcRnmhNWDp9T3GVanRTGhw7DH5+den4Ahf4bAYxJ/dGYEvMC4RgaBjTKInIN1lul+jAR+Nbb/4WUmIgO1NZuqHO7F0AmBwjHkxkT6vqNSutF7YP8x3ErbxuJTxWSvpdMSaAv00wVQjO4cHLkjPTjPUWqSV02RAvWveSY3zeWqtRhFT5OSfXHeYRbUHuNAfbd/QwgWAnk6cNRaA3ONb3d3WW6YC5VYpf+ZgyK5+OJQeI5HJMLGsIOi+CrAqrSRc7c4svlNbPRNfErywdBCwsyHi/Zdtnif0FGrPJoez+cJd1tXHiBHiGBaNsBgRmSpBClSk9c4bOhC3K64o1s0aDO895v1+AtpkWHI4IWn2xFxaF4HEMup+sF1jbCQ1AX64HpnqVj+T0CLtAC19PixXODD9wYK83fYieF8aRMAAp0fKQJ/AmTkPM43GZmpDcN2pJr+1arSeeLR91rWlVSFQqcJcEbumbuVUzAu6KjmC4ZUD0pynMZ84tQ0z8/o7sdUCl6U8yljEcKpRC8+6z7/FHSBICEnc8Q+X5o6fWizflGksc8UPC5oX3VPnQZIs39Kr2M++umOI5Bnp7nCOv/c+mca3lRzqYTgLBDkKVk8ghfcIA6v+x4s3yF8WST5P4bIXsMX+3K1T+zSxBcrswlTtFMcczcI9lgLJnOu4cqNdz7sGQ3+A2FoXEQchF6M1sc7Mo8a02PfiRP6BhSvH54rHSX3
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