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
Variant 0
DifficultyLevel
633
Question
85+32 = ?
Worked Solution
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85+32 |
= 2415+2416 |
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|
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= 2431 |
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|
|
= 1247 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | $\dfrac{5}{8} + \dfrac{2}{3}$ = ? |
workedSolution |
| | |
|----- | ----- |
| $\dfrac{5}{8} + \dfrac{2}{3}$ | = $\dfrac{15}{24} + \dfrac{16}{24}$ |
| | |
| | = $\dfrac{31}{24}$ |
| | |
| | = {{correctAnswer}} |
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correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
631
Question
74+53 = ?
Worked Solution
|
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74+53 |
= 3520+3521 |
|
|
|
= 3541 |
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|
|
= 1356 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | $\dfrac{4}{7} + \dfrac{3}{5}$ = ? |
workedSolution |
| | |
|----- | ----- |
| $\dfrac{4}{7} + \dfrac{3}{5}$ | = $\dfrac{20}{35} + \dfrac{21}{35}$ |
| | |
| | = $\dfrac{41}{35}$ |
| | |
| | = {{correctAnswer}} |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
629
Question
127+43 = ?
Worked Solution
|
|
127+43 |
= 127+129 |
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|
|
= 1216 |
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|
|
= 34 |
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|
|
= 131 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | $\dfrac{7}{12} + \dfrac{3}{4}$ = ? |
workedSolution |
| | |
|----- | ----- |
| $\dfrac{7}{12} + \dfrac{3}{4}$ | = $\dfrac{7}{12} + \dfrac{9}{12}$ |
| | |
| | = $\dfrac{16}{12}$ |
| | |
| | = $\dfrac{4}{3}$ |
| | |
| | = {{correctAnswer}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
644
Question
97+53 = ?
Worked Solution
|
|
97+53 |
= 4535+4527 |
|
|
|
= 4562 |
|
|
|
= 14517 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | $\dfrac{7}{9} + \dfrac{3}{5}$ = ? |
workedSolution |
| | |
|----- | ----- |
| $\dfrac{7}{9} + \dfrac{3}{5}$ | = $\dfrac{35}{45} + \dfrac{27}{45}$ |
| | |
| | = $\dfrac{62}{45}$ |
| | |
| | = {{correctAnswer}} |
|
correctAnswer | |
Answers
Is Correct? | Answer |
x | |
x | |
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✓ | 14517 |
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
Variant 4
DifficultyLevel
625
Question
43+32 = ?
Worked Solution
|
|
43+32 |
= 129+128 |
|
|
|
= 1217 |
|
|
|
= 1125 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | $\dfrac{3}{4} + \dfrac{2}{3}$ = ? |
workedSolution |
| | |
|----- | ----- |
| $\dfrac{3}{4} + \dfrac{2}{3}$ | = $\dfrac{9}{12} + \dfrac{8}{12}$ |
| | |
| | = $\dfrac{17}{12}$ |
| | |
| | = {{correctAnswer}} |
|
correctAnswer | |
Answers
U2FsdGVkX1+o6iL21s/lIw9/XAZOaAa+Rg09MYiUAHMgnHaU8pm9W3eJbD5/XIIkDz+NukUalOQ+0aWyUOCvza5kXwH/om3Rbqgf3kdXO3bndO1kDpDsaLKReUrZx5jQQI41C/OqERDiDwmwHJ9kSY28y86k8dznXbt2hYEMyUHunzVOnOIHaNJM5s02hj/bMRBIYRQnL+zbBkEL8+F1+xQEkWibNLX3zQtF1AqQOAx0m6xMBA1vHQ2mWhdFPaV1QPWi7sNudawVTHw5OHkOk7YoTny4iS3a3LZJHGl6ksdlEbvaDt6VPt6jhvRW/i4z4Lny+KMgoW5bqrhc7wSrq9Kw9sPepmFc3ru4p808lfHNLaitYPzJNyYIeDmFrFGZscXKIzLdd5A7oG7c7385/+JF8cQ/fLSoSn5ijd6TC96TWcrqRAKZNTW0RlXnIUxEjoYn2gzKbL1c3FGzzuYi3dAJtdaN0v9cCxKcKFpPk0lCTTbEjS2cydrn1mP+0zGgpd23gOA0Q3Ucntbt1d9KOn0ZBrtsg6Kl154dUmMnXzBzqP+94oEN/KcHSQjEIK7ywDJbnC/Pql0G+Qkm/6QPI0GEMSs+0W6RAOS8bLJ0J9M7bMi7JgB0dPLZ+mAZ5YYZpKsrdJV7cQralvMWfz2oH2993wMYbcfMal0WWiVfX4RywH/mnh2wllFd1oq261vdnZxVonC35PQDnFZPfdOFsn4Bl+6F4t6QJf7Zr59WcO9aAxmVKhiTJmRfzbZ6ZeFXwW1Sa0QSbeBhg6t2cVipxQYx+vbV+43r2WXIFjZqc+RaErHmlke5ufxtBTX+e8Nht/bkat4RqAL/JWi/7v5EP0DtcgI0xx1QzMj0qdw43j78kRDJF78hxH9sgYXe2NreLMvCbKgVnKQneODbBo4Sjp5NsbPbJv/F84YaHjylkxPwaZMzuqmskKtn/d1SM+F/4VP7Utv/UbM3rqtECZfPPMjR0kyZM3n2dFx9aXNAvFLN4UcXXX1UFFQv43XPJHD8cfA0tbVzuwiNS5FM2zKncCxCXsCzO4pzTJqupU8JGWok0wCsgXO4sFWjo7MSPkzhEQab6TzuYhUMpm2H0LHFo7V4iAygbbJa8bToRy/plu6z5Tf3KkzGSkt9jycCMGL/6UA2wzFAiiLvKbe4v8a/5RO3XHXOrRCRxWGTGP4owmgsiuOh2lJyTDqtSXNrZIOXRWSpytppk6ClkWkM8j6jiyWfvd6ompS89TI6Hs42NPyiIZP2qD2dAOV7aKcYFTwUp1kSPEG2Ntok1sgZ4oA6jT5aBbwO6aViJRIYR76fy6VH8WKzvWQ2SGtkqvmXF9Itr5ve8aKHG2mp78andO+aSPNyC++hbiqoHl57Zx6y7DTFTgJBBzmIY3w0rPRv4iDhY72Y2rxui95RVeWpIyes0JxpaqvICCAE0TfRzITWZ9jgDBFwTrFceu19u1Sh9/fnTgGQn0yhaNUqF6iA5KJftUirIL4VGn9pg24PDhUTki2wLqfuw8wJLqP0jAcZU5yyFS1IJ6NMixGDsK75bTzds9RhGHBkepvUbToFTjRPKXGngbmLA/fTlYDzCOquMIn/6PKp4X8keGe6hxMflBn73eSr31Q5LgH/C0KCEtEREqBld+GRe3dumWB1OH4e95Enhd3z36vIi/jPLf6gbJwpwme052TtLBwpi/+MITh8+VmLfJrannKn10EoyTqCDm5m7RXUEg6SV7jFzTL2EBTE7fGW6+UP8eq+WzOEdzcbJSaFiwmv35MpPVcX98bCMwqpuEh/MeCgvbPruqDt60C0Lj0Oofen+cQ2DqTE/xg+J+BXABkoSQKbZpF1x5UPGjGRr8VJAfRLqsPttNOce+RoQEN8mIrrBqtNjZwqpTWXANi2EO7cMd7l+8X4ofbTqPvEmewFcmFKViHRIU9dupWZWTi8mQ+cGVL1cNa1y6xbakrSwOyayeK1DR24oRqylbDXpxXE9A1uJ5XaadpR1sn/nOuYYruNZvfJtet/vRnVvehEh+ny6tmqv53LHXdgM3UKnPdjL4Q7J0WQuUEzjYEVaYSJWVe8pk7JMD7kBcGpN+zQTkHEPuJT+kXX4O8UZKqCx5eJwPODWQDuHLY16eGNB9Nb+xTV1/nm1h3KcADrEyFbLeS+pv1mqwAzrprMzy0T+7x2GgVDLGKboVe2zM8GbXJr1n9cIXIkA0VlzADruZNQEQOV613exZbdk2jvssj9yjgnFrqEYH2Ee3YAouSXMKoSxnYr/W/aXI7GvL/i34Kd6ykOlolQlViPW5tNRN/p1ofqIZZ/B9IvnRyVGzz44rRDQWtBNzTlv3RY4ajQH9FqdOWlbJsLMzAP1vsaABuCTUNjvAzMRNbvC1lKFAcE5T6xMVV19VcTFaPbMijbAYbSmfEU7j4ZMMw7WsPdePoCaLa/6PUlxd8WOeyST0VxuKvXThEJoT8U0X46nBFPYq4SZCdTYzyIHeIMc33MR+siL9uFKwgCnN0EnqPlihBaW4NE7GVYrLnkaOgVR8AvOJZkOmk6Lidqd3CDic0fmmvRI1l5n+o5t9TCud80czDa0ISfA2/hiy7cdqONHtEkWdW9pKMwWLq0o0uJkswXH68N5Yf81d4euLWSam6b/NSur7cSYCmh8cjWPbjRggT4BOKz0uPswY4EVxv7GFU0i1UnJFqgX4NxQ4CeRRtgHPk2xpxtIROZWGWM2Vhr6KKZ1cZy+MCIamGKFugKB0K/xF1Shme+uREKcWIssbrLRzscWW9bEYw6RgtI/q3whJghEp7d3bNX+bZ7RtKPyIrv39VLa06dEtXde3oDajqjHs87uYjCnT93RtefYT8isdCzL2W0tCzhkhd8nxwO2fTxaUBkyJixKVDj/DA1Adu1KTfeRDWLgSH8+qYfQggeKbZhI+ozU78Akz0f9yROQOH1teBNEChmRJFOzZ+WiOO8r8EBMmv4B4l92u8g0mcym5kQLR7XgF5+GLxc71xq+0/OMC+VP9/Y+93iiC68517Ou9ITJ+Hh2fs9Ap2KnrlMnJYBLXrfiSEGje9Ir9ok34JQQ33HCHNXKPeko1faKsvHxVJrXUnU8e/CvM6Z7Mk6g6JDtQTpgFm5QrXtZ17x5/RzyT7Y/tdcYuqtGHpk+RixH40PPy5MamZR+kc/5uMKs4JSFO8hOYRdf9Y3Mx3Q2oY8pYOvjpmPhSJ2f6LoAl7plKtEPursxwoTkeDRWyHUQ2Spg6DApPYL4gVtYbxqEdzPYXgimtaFig6kmGhZJyipJ2JHoWxWjJo9hROFNQLFec/HKk+F2zsxQQtEXU/Ku2DyhsSYBrYmfWXwn/bOj4UG6/i8AtobSVCtALi7nhsNXLyHCY91Yo+z+K8kPUaAyy6MVorz01R05dBTJITMJSG9w9sVuHRO2c6Dqk9iPPvwdJxU6rlpbCQx2iKEbvytTBQtJwke17HW61PGyolal9NXh1HgQCgVFvS9/ovM0igj+L10tyVDUXKxmHlBbVtnYVo4IBZIUlclmQ89mRaO2jJUnLoQ2OG9N+rKzmJT+lv8xGododRjGea/9ryUmzVYEHivYozd4nVwQa8jG/upFjxRbDfTfk470cJopUUzBIdOx+Vuy4G5Y9eXMmRUvWIkkxf/tm6szoBb+ptj+VFhY9EHqdgjHJw/5YYzB4nqGZ2ETLvBS/C2QLAu/G9QzCmdv/faGCcta3S/p5YZrz5KObLZyFk7QFNbvh3cEJs60Ck4DABoU8ZwjYDCPIRmsG9lD+sIKHmDRYFlerrfkOdo2ZHSSe70ZHgL4eCKf5K864BiB7Ha4+MTbWiaVTjliy6sE8NSFqQyo3lrRoQVMnkpfD3LGNH2kdbJHYXWK6HkD4iXRmpIfBP8nH2SZ/D+a958FH92E+lBads67E70I2UDThsNgSZejbG0F3oO4tXo7V/z3ygvKvRCJZeU7hfLy7+FQuVnWuJs2z+DcVDLGbVaACAdmjEhsixwvTWRuCeJ60h++SPnexCaJlxg6CiAFCymEBrQclSTFSwkXNlFYxFQNqYXqNuogfoTzqJzq7RwbtRydc+RtsWVN77cD9GL6qWYbQRQ2x7bwIEh4MNdqk/lOhKl7pAkYCIx1Vxip3kzhTYwXeffF06etacg8V/0aar/d+3RoXExgezsCODASms//85ixD3dqMxWvvdk+NNUSuof/sVxafTZ187Tj9/8J54n3QEwnyFJWBCvDOJuSvNByrYDcdvw9dsyGvRgWvL+EFpLqOE4VENG57NDWIR8TCFrOlK4fRoDCot66jmC+e82MjHf9rMnJjoU0zdmobAXVXQWf9K/kU5RsJu9owghKmJGdlRBviIm2ps+k2mQmEmo56geK6ZSdLHgWmpIFRgpTmfFDoiwnCqN9g9iwzRSWhRTlkNUqtmSC1gpIzcKF5lbXlTBrB4G/6lzz0Fd9f2Hw37eIk2syYDBjyg5mENuGzgl1tUmeVrXe7vMAHlE0pdqFh4t93w5acvMgC3nQBH3eQ+Nco0Ys37WiMQ0yNGDOCMNupbXUusxGj5Z0wWdrPBlexgdhHqmqYe2Gh8h20LJhCl0vu7J2h6QYXCOJit38Lx1mARzJq6EeZXvakb0zC1qqU4qgjhjIXlHiaN4nJUVXiPONS+uSPYM8Vcmc0bFH1VuOIGv48UO6l9Ajrr4m8bPT+MaoQbBRjyHZv0dVsQI7OoutlKHhZPq94ImA7lyeen8ddCRYaOL+vNFvrsYNJkvC5tGLWR0H2rwF0SS/flz8tL5H1y/jR0EXuCY9D7QonZPNY82B3bDy4XASRgGzJRIoEqGuHu84C9Xo5nlSi+x54DB1qqrUvDGAPwORlO2tOgZaGSnxm0P1rklv1ZSkb7z3cW0RoXdSAb9T5Bc5QTNHzUPDIsGXitS90arHNSeCU88Os8MY4AkOI/DACJdFvptF0V8IfbcdG3CwSBVIblhifm3o0zrlNrgQtuhDkgVDhUXGsMCWwgSDJLbomUSCkAEJd1KhMsSs7DxbeAUr8Bkhyr6k+8Gqjc+cSMpOVGxcxhzhX1aOzfGs22R2tmo20TpVhKuE8OFWkZs8Xbg8Cevqq5V86SOANNyVXSVj2r6KIVTzy6/Ps4q9imf6Xw2p+xMHnXf6BT+8+ur6Q18qdlFWeDlLCQ8nYPO6quVRLC9KUzKlhIpy8CZXpHYBaCDt2rI03REzIT+4EETq/v7Zqn4y8M49IVJ9JLdNG7SebFDHmcPlzAuvgmR0ZAtaDZkETQBXeLw3eOSTMZSxcXel+E1/IeyFYNTNGlicd1wkhW+//Gs9NVqj5Eg3ouyNQXtU34mA6xYGUmtEkklWNfNHhsqAo2AfKakJA+oeLgCKYiBT5qYTvNYQ/r4HWhQ2BnXP6Lid765oNW29QTf4jjI0ksaGM5QRlFPFdwgKLENwpcoXId0TN2DiBeYJuac96zeSTXzZ4vxV1sHTCShDEIE7/3rnV4khTP+SjskxJjqZvL8sb3SBJDPQuiJPoyRFsoDRgTAALn3IDoWs+kERaBqktT1SaJDvDs79fTd9tEojlILJuFtq/FvdGcP6aPdlNIj9bGDa5gfFZK1yIL9mKtXcG83AvB5QT6NZZckFInXYvM2gzCpqyCLd0RCeGd1WG3ABJ20dHrGVi56fREYmCy6RS+KDHUR5OuhhQ68OounCz9C40cB2cHzoyQrnYzlA5xtwN4zHgmrQZMKgyfhpvWt7FfyMsiER1YcK8B9+GLR2GIpNojY70O+0v7FSSyuHWRM6h6QOJtmF4HQTKJfG1RrtyZmFCrOvMG8v+d085gddSmhuY+ioUqj3qQDxPVf/FMG2+e3jcdzR91UHFYprzwTHhllyUFvd8L+w89D9wEtKlnSVlzhoQPwGUVIawirdAKWD8G3LWMoex+cqC7F/brPEGm7yEOFtzD0Xrth0WYHfqdw9T8Wavf5fGPUVccHLlQdly2UxdUw0dvA8H4HURs1m2PV/gFjMRryzabzwIEv4jfakUoeW+KNZZkE2vknMq1PqGfnkhkyTvF6zWGQ+hu/za5WGpL4tukNQawjUCdF6KJBGihDiWFeaRCS/I9RA/abH7qFhzL+S5drbs2lf/Fk21Yxv9kpWMZiwYxCBehk7+ltW7dTKCcltykRIflNpjUcIbziq5uOMd4DYlTn6r1FZwV5GfZ92MOA6YZvDtFThcfYirVKiP5os/8LLJbjamA4AvH6sAuY70zcaBg2AFaWFQLruWVcKCslACtqh+eWoghrxAIZsXGkW+ArOtWgSUr00KC+k8haepN4Rj4jgdRXCfPe5RLpR7K9XApbus0H7GjEDkF+g8ZlC3ZnOhFqEMZpsRoloj9Vtv6cuazHUBqRtUlelpPAqJfaMoK8cteJqa/iRZFazKLQZ2MSJ3+p4uAihUhVgoA2fEEWwsOSKtnMsEdIoZ8dt2JCTBUbA2jJW8IS0JhAgZLLqEJvNj+d0OryRpPKsuuUBoFNxkoE/Y/aycSfowkENRG7yL2dcUlofREtSTzkPB814d8HeljroNKH+j+ikKBiQl3CsNZIO7wsfZAlK1GDwnTEvgOIvmYBW2vnRZldXSCNBipT8OINFoeoPvWNlIn14CG1DNlzx50kXfrM5csm8m6RDDdwmHxkW/UPwe7Zoe2joVLHPuuEjvq5eYIIBHjLhOYb+Y6tlZM/+a42C6kUTVk/2aR4TdobZDM34WcGO+ZAsBlubawEI9qGZiVDIEl69qK88Kep2VJZyZqDIBs5bEQLJzKZVlPgqShf4tYSmk5nzaMlQiYbmaI4bqlMxDxuFSycsANpsI/mM6Wf6vSOsoKscdZNm/4jif6WfbcBsnmm35Xk6N8GJnhQAgRTIR4o6Fwn2SwHzs4j24sI/PVzkQmZVv2dQDquxgd81KA5b/3EIr44/XudYVa4D6jVDG/baRBiFNCdRRcWQAjOfi6fUp3uz3MAWXI9+OUPC/Xxw81HvnRNfO1WxZ240YC7epxLHi/v+5rBUQxmwT30JQPXZ7zb2rf7TBIbgLl0XGimvK/HenVNUQuyIb53lcDDqWXrTEGhySOMsONButgGqWPzIcAyEELhk6+oWB2Nb8X/eTKpKkuEVKSdAyPTSrFs+5Q/Y27Bfm9t4gbDkwfSUT253SbLEeqXS8NMaktMvdqCwKSsn/8bQ1lu47GY//3UFEMYQHZNn6AR7hPlWAYvzmBy4HrJsPAv71nC74sH+e+WnYAsfRmdqDIOAdUW+hdHl0gvZc39mzDYfpAlvOPK5FBF7Kqmz55tHjiwxxzdkAFdflBp0VZkXrABQx91aBsCcmplsT6ufnhkFcxI8KoSsckkhTNuDAdqOiCfm8cU+7uq3HU/ruVFkjQ3zFoCUZnVQumRHQUr0xKT+EdpLlUUdKoNeGwqCGlK27PycsMyi87bt+tszamORDgOJMXWqpw7yiMYjPvRM0rtZErMRpqGpBSITph4fUJdinjv06bPNgyAhRWuJr8RN9w6yltsNEBu4+qtLe5y5P1LkJP5PEFLBjK8ISTF4HR3aFQJPG/bUQOk5/M7LHVp/uEbixfaB/DkQXNkIF+31FS/OxJT7q6EsabDV2G0v3na3+jxHB8ihHzcjG0wcwuQgDojmSjf9WPeWx/tQr24ROc7U1YPmS0IteNA8cgRyvVyofEIki0hkOyi4uq/WG/VP/HhAwQpkTYFA7R53ZolBF8omtHrB/XxcHwtcHVqvz11HyKDPcg9/hWIPMKOCmasVyeXR3zJVP9bHZ3tHsk4OO3mH3R7fTLPT0RTfQaTKYTtXLgfEa8QNxMTjBoPJeYwZrvDgSG/Cg7BjzuGHvGuLWWkxhjDTyS7HIa4Sy+bB4Vy/XChMPecP0W9Vc6yt5ByieBVjorYDDmve91Y2qP11QhHDpZaRs5uZhUNFCUPLch7BNX0d4oKqWc00AjAUv9Ltu60/WzhuaS+7uo9Z4S/3i7s1oyTo/pMjtcs1/t0y4QExxfXUVS0KK1uvB7rmJsRkHHwWnTAZOLTxIjn3tft+noFQ7vREjAi1mh8V7+3tm0yX/kxe3p5eyfukhzsGqCFDXcK97wKXm3QF58ea38PZBFYBDqlBR7VWWsLh0OPQVaSZeqeqIirC/HNsYWWgrFnakFcF88cTYdPREn71ZrhM2yNveohZZh1EdTgtz8LR/ItqcIvF9/B2taK5/d0E5t4jGBVAG/tuxEOgJQK9dd0EfqZAhD63TlxD47kwYxDWhcWBK1Tze7BRWkRkg2TiBlFZB1qvBU+EV5gGvMNRygWNf8TR6efbHH7lywPwam5z8TMMh7MAaWQ8oR4pn/uJD8uy0LD0ALQ+/m0Xrjr9uQLi2A/yBXULh+TKbpMoxOgDSpWWYxbHOXSRV/T9eZrdvVXF6Oo/VlnpPh4PAcAq1AqShzA1dU7dyefkqlq99SW0GLRDcfl1mOHz+XGQyfb6fQqXbOqjprOhx0uO2SG128itFRwoyJflJPnNcqzhxU03hm2jtsXbNZ5PKGj3c4cKAIxe5kdZov2qc9B+Ug0KONYH7suDQfZyqpJ7nk2/Bhv6AK4mBszdPnf2tQvtmkWGMc6dr3CHY6bbLVL8BU5hkMFNsv4PJke7DkNHGaDvmN6TM72RDfFbgAWqpJjTSyUQo7IBbRqbw3CelOLgCgMe6LBmzTbS+Evode5ZRMM0bOPgeKhZuaHtXluFGVzYKfDz6BbnWYMUwZ77X3zeunRkySPV3t0pb1FglMq7+sHSlcMyqY0g6RYV/kgT4Yuv3QxDxXf1WaX1aUBRJeXUQdCZRfFsYkqHSvCx98kAmeAp38hCBVbVn1PmoPHAviacrFGTtEySL4XA9PDPcFwTAoHBuP/Ps6ZKZMW0cgktE7kYh/U3egBuV9NL3PgzeO5DX92xIUAMX/2qLgKeg5HHBrwxRrQJb1f3spq1iadbPxDhUzCuSzQNXZRfQNZ404pXNZbj3djD5BlzFeQsQfwr3K0FcfdWA+lg7sednHBUqL6ahnh3gdzLFL7owfBYHGbiMzsw8pPa6k4jTOz2TMwDXuM7kgBTyH/6FjYM5ZPbxkMSi6jJKDEo8fzTsnwHQFMpiLlAGmr4tdbHjbyUw8tvNMKxwfoBfi3o0HFDlZwhTVCoMfx1fUFCXE+esATGC9sLlWTECJa/LgNGXz/nNhkY9ixRPCRN0nmI4EbSPpQ4AzbOruHvfVx4fWdSx6emFq7dum90ovIp47nrT3pxw/l10/MLA0g7+2FJapVEqQvXxKkjAr2tausEzWoRxgWaDtdc4IOKuAIrR1/+7ryhni529tpsSvdkx5SB9XJkSrvEnvkSK/h0sX1UQn1lVidkWKh7us9AnKzyIXzgVS/NxyqNWq5ulDSEslh2kVLKWG3J0k6YSgcSLjTf1EKwLJ+1eEM61EGEHSX2q5nu4bCFzX2a3/ldL2pnFgqips9vbHzNXzen9ocGajypkG3/58KqsNBmBHkejIjE/s2iDc/UxNNYAPfkJWcfEw5sAKrI2MsHQft9BkCBI+QbwtVo8Av7abJc57hhwtCFqcognOra7IFIOskaqRfn+GorCt1yKxR+4YdaTQOFXBK1XHv0VXFWc5DD0iaBlu0TzE+27R5FoYBtb8crhJhN9xZjiX5eFAGVU0X1X8U55dOOFoInOiUOWBZXxM6IY3gvW+4/7bP2mtFtT/odwxl3cNDfqQRY7/xODow7VYINCPO9xaMAYAPpPvYeWBgU6rfZ658p74eMf+Q6D5a7xalSSFvCxPqVadwYY9YLfuu7iCqh/UuwOYoDbp2CCcKHG2IHk/D//bnAlWxapyzkZ/zIcXFhXWuIk8/oQcCsVN+WaEMTOB/6A8ofnr4FTLVLjLbfgmu+hIy2wTCvQEywshYwv+CXaoKY5sdYa2l1FPgcWNp6c+LPmp7OPU3YVb2fAwohEirSeeK5dUXkQNL8LMZshcWw5AcMGSIfhSe6O0p7RcZIsgj1ixa3W/xZ0CDXTQ85SzzsrAr3IXanfKEiLF+ecwIvdLhDK3oPbTkRYN5zTUIgz9KWG7uMu7Owqbxo2OqnzHZiOWsgz5FhNFAoZyKaDuZ0sjgCW5wQM8GdHVgiYekgmraY3C5Rxe5M7UqH7lb3DkwEei7q0IJVBwba9dLDdSPZEHlzKh1CD9PSE0H9Gsph4NoNGCCo2n2EriLGXUFAJ6rlEEU+5nNdMNTJPkkROop43hnXp6pUZV/AXrdnW1VBI4ks9EQ08pI0Fk+vtQJc2DZJqSbXWn/aipe94nc2vfhrszSq/uPc4z/MftYyJv/bxsGbfHEe2ye2KS3pAeyf/UdG04OGXO7DB3QBu1oq707X1V2/lAmo+D46RzLWRntDNQoY2xPdHcFxACQCSb91vSGbcldakW4aLCEF3mWencSVt/ZT5Ytfp9kbaR6plk63qEM2X188K8dplNFZ0Y1xtLZPZ1qUqEsJLmelxIlqgKyVIaEPHRi8+/pu5QiwEo7LX+/XwRxqDG24kRnxwZ8GeEvzBLcWd2oN8yAeAF+uVFmTVPuIRV45VL8M322iCxw1+/8fR0e4iMFI/dxoPZnI6TSjP2C3LcrP3pAglcqNLdZhdtRITbtz9qI8MFD1LpqKwzhLngoEHr4uXtk4cBz+yIZQeb9BUii7dQE804Iw72YHd5wIUeOIATJg+lfAjHQOcfc5PY8bI13zCNkzveJgbw/Gc8GRF15uon4QG8X26ZWm4l8YdPHGhIQuHHLo2nY+hmUGTNJdUQq0P4oIyMkgWKRw5Y9YE682yd5PFzgI6RIOFkYSFM2YJXzZpfzJhZSjhTbShSoNHWFw3inYpncjomQTxQxdVNcGGeHrW2LJ0FIZOXnp20p9CUWH0JOFe7Sm6N0V7Tu5nBXJCNna80cevbbSu1J0LaPn8m5YiX5f4AExousKykw0jVPkwBeVrV3BPKuDwwjpLWWU4PBeIINkx7BG/eDCFsmDvcAk17gphnsewYE8WyKdMSKs2pyMOr5TW1uAL6sDOhIkgFp0mgAOa0gPMiCXG8MiYiWl2wF6uBNkJ2jarCiV+McKyZzpLjxPEYwyV2rqIz0RkU5A/OWe5NS+luH+Ysf7PieDGmAXETYRMhc62MibIc53J2rKcIB3uGa7QRyTqluGeh1jFgBIg9fUG3mTbpFkH+vIKjoSi88wobL7rnrBfe3mX/BmzjCIhG4MdOamenHyOxQlcXQBe9riMyconJ331nHx30ANTk9q2f9PfqVmSrGOqsNg3h44qhVvMZsZcCFHD5QvTJSW+ToCZUDv7jCR7PxYdx9mg/k7V4lUeqiSk9cLQb7vmYsWoI/YNoRI+me6Ju2dwRFR8J76b3JjkXm6XkZZ2V84Z2XXm3sPppxuvhSSIisorULSHRAo1NFVENHG/FVCV/T2jxo5V6FhU29W8+I0Pg3LNUZoP7CQCwOcAS1m8K0eARw/T2EBhfq4IOwiQPC/6tfyISR/0bg0tW0iW5CAvOTSLdVbAn76CoKh6xVIHn29vtXHsOmvTgtWulDtsNyjkmEoQ6s0tbtPlYAU5tOZVZqV9vXv/iKTAenBm05PRLTHBeC6o2QQWYSpuXUCfgsWnO9fcHsGpFI38RzdmbGpcARsMWBnJm74bc5/8HudxXdvD3mjq9c68/SCi0HZe13OUskYNqZjiYxPT7ooteWGYJdYHGWj3JcrfV+DxCCxEXKKT6JlDMD/CcWanKDvw+Q92jBgZYz5iPF6SxJjdwfgN5lYvWK2f1jTHL/qXrtZot0NNH3csp5zGjaZGChBUE6A6+ZhxfA5rvZSmTxmwWBpK8egg8k9PvulbPUxfK6yVIrcYX2/Yb5yxzLqbe/P2d0zZt5RGpaWX7ANtilCY5ILkCGu70UU8pfx5jOYtBTriqFwIDwCjfe0F+XaAtL0Z+TD/c4thKyMqt1I1Q4L/BaAKRs0r+MKRLlLjixzqDQSihWA9DfuCfJQqk9+U4KsFezuFKbA90bThlRtrRkMaTa686+toKzoFA17q0i8k9hbFJmNfDMvmdmOUcVsx2JCL2+D6CRTYHAgMNkJ/4FVLqCAgcB85tDhB9NdLUb6wMOaY/dDGvHfUgQ+ylmTo5ReBFrLCG5+f5LDOUK4B2Fi2eSihPTX4aiY+zYicjHGEMYqQU93KBE7YBixoLbz9aPM7vEwH+S6xqbPiyVe8xMVeKzaGeOjbpevfpCdkHexqWWYTdZJpuMSmPqh8DViyyzclxNh8NyJhPHWVSvSS2g9W6b1+JzR6zk1cN6tuWgbdMWULifHtXCu2AxATeRF5jDKdPtYC/VqoUyJj0cVZWzQ/r2G6I4p79OGbzfToL2UBPgGXPh26nG9DKcaRFux6b7A0NmEqqkyE/TSozLKYIIuUg2BPZmHVJr/NjmOuVfEUr5newaa/4Rqy3baYsDPo0ok9fXMf2urkI04PI2iOxyXBleAqPuSVCEUCIjrsNmK+qmfZ77UIBr8L8kPBR20RdPhwCdjgtbS8sFQoq1zqQqia8QPRGs4WS6b4AcIdVrpquqrM95pYGw+pXC/VrtmUBDF9/PuU9ahrUFGfVqrslVKHfHm3LqsFmDXZhawBmKjiA4Qf46a6r5lqTqmJQQsjD2WZ/8pvQVcTwwK0xXvSGaWKMVE9A71BMKSrbW0lOklkDDLsNRASPmmE9jJLa8eOWjlmjKA6seBzGbVdTAU54XEOOvzNIdWTwJumnb3YxNhhu/2OEgW+4LLTzHWIe4PNyitIBziHtx14QIyIRxLJL7jmVaKYtBzlCbGlcnDhLAaaeyIeb/pusuDhCdC8ADTq/PuN5TnAQv8/SOAAc996PcrNdhbALOXqbTrrlfoiURoigp2WA/s8Y7Rs/ebLExtlhmcwJxwiPykWTgtrxVGyjAoZdCTR0hCXHd9mYWZIJZ0bUKyeS2kq1gT8L9th1skcn5eiLnJ+NT88ckxFGoX0IC/cCPpK4ETAfe8rrizZX7iII97LQrzhEznGFe0bQBK8gZrYW+5m7DYwzwXIIUveX/iimETInVkMFKohNgW6Wq5mpe8iu8cAHJId9tlsZvUwNw7fUGfiTwHMJRiSOxfuQHPHmCbJmpXR2gvA1geFjTxAf/iQ67fUpEHDcHMRc5N+txNde+uNtjjiGOVMkhm++f3IlAkpOqqZ0stqVv5gn0PjVsGv1hzRJTdxU+rogabD4vj5dB44AWthetv8uS84/ZznwLMFKO1h9WoU7SVgu6g39yIbM5/IA5uQonXS4WxHWZL1aYNsdgBVeK5WBxI7em3rXrLqZYkCKR4d5dgSF6Ioj0+ey7AettTMVnp4Ulbi5nujsMoW9e5b2kYsyetuAKW32b13Nmev/EMJpuIw3oJzR+bVy290sS1iZKCoqLznVPhbQNhwSVY3yh9jCSonzk2kANOo5Ny+yjJxw6l+a8cVpQT6vLVB7K2DPb5I5WkWBYTpvH9zWp7vtWPsS9LeiUZs+QoD/jAGstXXXSKjLVRUi6OeyLmSLFbI4pzst17fle7xFM1vUX/lt9kUDeNq6G+jIaJcHVMuLspL+RGIh3MRffFbfo+WpelGQ73gqPbnJI1E0znnwej53/tCWywdHO27yh3EiJwYJyv+CIA+2MLQCwjZysezD08eYCv3WexFlhXVx5t2CljWn14gDt2V0gK371GXDivTxLAL1cS3QJjBM018aqTZ8XkrSk0g7kf3dF3VXI1xlllADMF32G/aLMG4OopKGAP/OjoIRIdbonxx5+YLARQvC4SFm9Ckf0+Wf1TaWumsD+e46ujDB2vP2FdNaDdmmw9G/RS3ARVFGCenQ3sj1+HkkPEo3OtFU2uZQ4IWd4w60w7CKnoC5xw8r1Dplh25K6wlh+MF7eQrUTxBKZ/ayI22nZ2oIxcm2fjPmwuJVdHDMTWfaTScLnAFNLtlXOO3VOu5dAY8JOjp79TkopmePth1aTDFf11cGBFnqE1KP3Lremylmc19br0LUCOKk34e2Y7rzQd3XSPlR/pP7ob2GoOokowA4pY6cnsWPdA1CdwepW1cpDOZSF6YvVpdNUMQ2SB5SsyEaVzZJmWw5nQWM1Y/R0ngFoWyd1MCzGVrBaImg0Dtjdz1ihzShed15Owa/S3f01UHPhWaJhPxfI5yvS1cppJm6yhv+VuM1P9Wpaaptr6NOoV3gvBO0KR9YRkWeEw5x8mW0GUJOaDlk5U1vRzsa8ORM2r9pZB0yXOFT3OdB7vMr5/squXsJtT+h9ltF3BSAJb6ton4APjl3UM54zY8UEYh8rZVS5yU0BYROR2OTEa3DOxPYSEcfNEfzwGhWCVAJFZ2Gaz8LGWy/Rdd9GqK6Ncr9csO3eA3Llt3Zb+AWfFbTdNaxRulyBMRZBUDTzGkb6InII6a8Eg8jurFOIL8EMPFjcZayxcXdobEIf7qVzxtrzhheoXkpBdkArS0WxgSQ/ktfbvh1X96u6NoxFxaNlxLDsJrCZjItXHDFMTisfHRaqedkpMO4adyAFep88JgLun1rgWPMQ23uAEK3FZOzOHddwgrw92+DocDIQIvZS6IkC2qciWaiVS8sjayI8XmupymxS7IYbDOHjlHdBAlGJIdyHHoFoQqSB5UeFtuyZeu9HqqvPmvV7EmyrzR21brni3+ygLNcbSduVqjK5J4FZOMyHojw9Ssa5aovholIHVr3/qfM3PKgIb5Fp72jV58DZbnzPQodx50Y9DMJeiVZPjQfX+vsClB0P6c1YECL/XQniQC0LIDH2FNqsneo0SBLCuKguyA/RIULSP31zlQksOwwkRMY6/IT61VfF8l1JkU7dLyYtvHRhuhc72I8AtwtkV2d0saP0yPeUilCw6o7/ISmSSb7Z4JCb5aOGmIdgwm5E7Yv99q9i4UVR9Q2pWSGeFL+YScG5JYuEsu5G5uN21ijpFeuqyeB5oNVviD2cigJbErcRYLf0d3a5aMhTzasyan5TxudHkkWlwYczbT2ibLcLBd4D36B2X7tZ397KBanjoIeM3IRpyQQRURUxRh9ozAyFQFQj4uSrTMVOgpBi4GwuEv2FStvfKOAgS8hRhmn98KKbkGJMoyxEeA3BedU/q6TyYosV5N10W4K4OX9hvPqX3MGJFXkMvgiIy82CRuxQNB+DJPaOl2zPfAilD6h49POQ+InslrW8zxW7OkKyuWhjKeipmBY60eSJL1kXKKeUQ6ziBPTALMQKh5k7NUmbAVxeDE472Oa0SNaSceOKEyY6v5mgwLUfJzOYtmh6t8w/VhIs8C/maBsoWKXDpaZmUBADw7x5yWB7DJk32dR1vtO+gDglTrZCTdVVVHqvPmaRx+FJvrIuNB5lFgUKSGRWtoT/U38YwpmioOPVVaoEugm62h49i8zcy+4P/YYlMlr79cG9Nnyy9vgAlAyMOlJp7Ph7i2HUPfbx860mjj290b7YolDPHkIidbDgodKLnk4jVMW4WHNGzJVyq6WdklLnRPOhsty4JARmHvCLyDDZJS5xGq/oAoM4wPh8NJWMPwAfuJ1sKgyb3ljND4nYFfd2bsh2qGyRdr+q5cJxLYyYzeVJ+xJGSnidCRfsoprCLFCbJLu2ijhW5MPIEHwFgKkzAL2gKpQ7FSOyG+UeZnAvlGUr01cek/iPKzUhQxftWcBF1aysyksx4lWlQR09c14WLK27Cm3KSc98UXuFkqFk85+xAaWYjIr5h6ucX2jthW2Nf4y1O0G2N3JQ2swH3gQ539UXVkB5Ot1tksAojcELRdMfPqbb3oJcUjFMbv7tBMH2LGVYg/3t7xa9g2ofxzxHz7WJooV6WgTKJ7U083XmwCgVNfpzQO5L0IWERvFMSfU7Bi09Y0zRh18kpZGfbxcsFAguFaHS4zZNrWoX36gSGcGx43QxtPf+uve3jRvkiIOWXezBwfAe9Tfy2A1tED1vvoHBjeoDainvd3hGxFzlD8bdMggSW2wjpwdW5ueMRuAB+xYP38Zc/Emogp0Fp5thnr5fuI8q6FnCboUDr0YBoRtst5d/aazUXwEdbYK1f2CWZgLlMBibbte+rEKgtA8hguY+AwANxIlLCF2XZRP6qhL9auWTAO9acAfA4P0bTSgdWJ+nhWnp1bI4oRaXgQGhnRUEn3YUliGUwet5i3AW9AbStxuA6nMdRHWgfDt2Rf5YxSuQY+DdXaGwgXmzMnAx+cmwHNSAiK8ztJ0kAXcYsVDyZ68XNbgYC8NIQMCw4uj62NvmOyZmg5wMfqcbPxF0Y9l05/QQts+fUOeSEQTa6CCsD81nnE5+gDm5ySMy294yZSMlVYgIZ0g2pbE4msLvo1/RRpiN8wNZQdeyI46HNWnTZfEg02rF4rzvYn3ByuY3IcNEm1hrGiy8lUkQs6OzV9rDIP3TA60xcDMK1/eu0N8FWk1d/AmHc3UV/iu4HEggqn5Wae+ryaLYcNucyRFHdLJ7AzgKn2H3mg46vztjxaPqPBA8bHMv7Y5P/dNSMFPzR1vC0K4Bgvz+wznpYIaKKTtP1mwTtq5bV50Yk8TQvS9FTx70l9/YSk1l+JMVoCNWBCsHnz59IGTk9o81pYUG+5cqUSBkCp6zZ7CLn1O/hPJQjvF6PtKJRTHYHumA/CczYjA4Fq0NMWvBOsGv10gqMObRbxe5qegBEGJP0EdohO/eHBimX8eBL0GaFe/oPzHgphJWNpagi9t97qUjmCRxMavEuXpWWQM9vtxkXC+B3iw99LjXY9Q1XJguklJmzTeT/Ux4gGVjwShEl5TB0E6GdzGPutbwXMDPSFgrFfi3FsxIIbPc7qhKZ04FmKcy4ZWGk6qlboM1Po+JYrOrajSh6FGybpXCjB72k5IxawowYfO4aoyjKhw0XUN6w3hu0MomIWYFkZO2huwSqiklOUjsvAhkcytvKFDepDC97F5t0zM1Fs9PXo+T6+MGlq+szuoBoUdv5RPz9wIh++PCUHGMcGQBSVPasPtwvlkyr1GgY/4AXZWvb0h8MFA5s/aRjK41eKkAdoG58l8a7UZgVg//hTcWY3NHR0m/d2fJrdAp6ASn+KZStpv8Ee0Gw2ZRK7yDB7B5JzUTf9580zQNDE5i4KgO41ywww6+0RgENXwgLwHh2sl7Uc+YacN0D21QF7DX7kk1djkQD0JDjdJRixt4LH+DQaroxuMJJ9ILfrrgjmxY+rRl89QrI2IGGjKkhkfReZdbUP+qKxKxj9pBh+RJzvcgoqBDEcw/X/vopNSQTJBHyy9LVNrZi5j8XyhudZls2GHk1RvemqZdcMv2aoXBBwmA8vbEQW3GZENb5SuRXFE1Dc0k9syJEnQ4PhAtvM+BCNVrdxOs4hpYmVaTyF/zaEWl8cXpMdZeEcGlDAXBoi0mxK8mXtwkTmNB01AuQaC32kptnSK/KaOm+NGQqZpgh6dupooq6/zI0ArO+lstoUG0V5/y8fn78W52WUsgShwR3VC/K0/xtNxT+uut0R25ydTRMFgozNY4qHob0wZSMsQKqk9vJqU/FBl2/6Kaj+XPg1C4uiBICJt1sOVKsg4bhbLcW8me/9QgGSHQCyjZW0bq+e3pwud2Y/vgS5xXIgTTOfWjzGfEEZwluOTCh3m62gkP1Hv2KO2Dak1Tb+zPTbhqiZuU8rjoAQXH2Q53sbEz+v4b1ON6Ks+r3FhfZ2b+ZcX5ocwDQHmfgCakI6HAjeDd3J1OOksEcpk6IJisOGX+ZtuydqXlsQLeE3tFkCerjTn2JaP16+rWHBu8squJKEinh8K2vjZiFzzQhNDaMUTBIlIn3CQXg9+xdEcagUGCHDK7LdU+6RehMFv4x42WULNf5LsfrSeOGEvNoAnqFMqVXOj8KkOcLxD6IrDezgs0t6Uoe124zZzLxAnMzSEflvVNmEetYTgGxKJruTP1Y8NUm+OyO1EMPf3zoIs31ysi51idIvQt+HVo8BbEDWlfJuU5xSCpEROPAa4Fe6vjzk6P8L0vuiNS/9TSMniac3uULagCEfI0Jp9P/dwq3LcSpolygv95fQ79iregCGomO6HP0xEsskZaerchoPR/jIDx1E41CNp9zSAu/qBspDPwQsN/f+7bByKOy7gfSJjGUAHWQBlH/Qi73sa3jt1NT+6lvPrEG//5FHs/KBHJQ1HihsdjRF2X8yLkIai7X8rLl689fn8419eUUs5FCskaxKj8GVkPp14J/wQdH91n4XnxiHIxqzLOZaJOM2CW2OPp7nk/406Ihisx3lb25k/nuc18cyWyjzW0PpE2gTXW3E9FpRMocsJOlih8tvd4+FXThTPwpJPUyimaOBcwsNfpSaIBF36uiF03SWgufNEIvAHP2SnfbQFmA8/X8T3dbFwdoS/eoRwv28pWQp4GtAFGKIRwsTPHifpsEJ4+qcR4IyYVnrcZT9q84LyIdxqSEt6qaxYkuEd/6yastSKf4G48dyfMjWDpKQF8CWfxm18NIKjtjOKHdMwjZOqqUtwRKtV2/XMMihpXP4W6sjRNMVDw56Aqr2H7YGbblpOIPYGvfFEz9cep8YK6137g+dCqY7KnhlpxkJ7S1Lx2J9fs6JwV9klinmKPQEhdwD0VCLwzUqWYwHwX23ZbkN1z9Ab/LoP6lKhql+7mJWNijd18U8SYmj1AnYaEGH2d/y50Z5FEnAckT+IIvOzkTfmuKkodNHZPbZseOA1vPAtascfi7vEmylva1vbiWt1U1ZHsXQt1UkABzBuy96HDTNWM2MoTZ+MVkaTTPwUwhIuc8VG/ubB+RqE/TsYZrb0QOL8WxMBhvtX9OIUrJnkPxNnlYIvAPmbiKIQ+PoBn7FG9RfxnQCoCfl9gN5s6sA6gJuFJFK6J92XkdR6ynwmcp6c3m/UaAFQjBKqIir22TUBcen+SCHBtccRSijVXBcVvoxvIryxXP2L+74CZrNQiKR1AKPOvZzc2fbEH48gvha0OCfbixka3+vg8EKwiUhvFonk1rWJ1YPLI4+7wRl1RwEZhdpIxBdeK8hZK2xZSb9OT9TYAQiXRkQAypA7q+iLMBqO5+MNL+qrmo7JStF7fwFeQd1OXwyYj89hV8EsP6WbYpYhP8/L+DfFR+pMN3kG8cKNln03CNFeBW3gkyJWmPpwP7Jw1XRfyC6V/4HQ8WReNJ+aIVS53cOAQD8ORl3rltLh93rtVKLtBdrY7TcBneng80gOdY2I3MIvy1mKNQV+06w0IA1aliGu/M6vhT4TboOOqGfFX76clMiOmx/BDIOcLG7lZlbzV/NDo41PdA7ybWy/zSjzwg7jjEHumgpJwWZ40Rrho3HPK5MBzPoEjnaKTt8BtV91J+dyzq7sf2uW6QHr0/YY3o8m3yUlcBgRwoZYzbtQPb1Hyki7k8SzciF554JBJhiYw9q9n/8pXzwIJp5rUGa0w+uxIh3j2pSHPPKhttJ3J6l8EpY8n482kwmX7Pj8Cy81bj3UoNtIs2bASjAc1UMW9kxJobO0iKc/6OV3HRHsViuO54TFdxHe0U93VuEFXk2l19t7UgGTqS6xhKEtxRLxfrvVp2q+FkGgxMA5ZIUAWwv4ojy9medOUtXBsisz2Jr8jBm7qW+jPZnAU8STfnu9v76gMPOyyv4xXTDjbHSELbK6BYrhGiAn61ciuMP1jyaDUDaPZjDcpccOjC9C/5nLWKqunzWCOqjhERVWtLTbwgLCWED+QUai+hC4haoalWx/u0kSjnoqJaG/lUYyqLccpMY1BX+Oy4Ht2mesua52TtZwbbLoiKB3QOarCM0xzAnAFuMdrTFmXy6t/5XrtfLNzEBJTqo1g9YHxON3RW8q0G+h0jwhReTYsjOsqBpe52eMvM2rxJneJNSZfvTu4z2bD+hJ2SsunqKJNVzfCawIar8uL9OvKdBm2GsHRaoBjIJ/5uu5tk0RhefcaQ9XcSqJrjN7c4NkmP3Fh0GdhlCZ8Vm0fL1270URtfdxegmJqkUpCcDnmPO/DYiq36YHNXuGrJbZ7BFTWfTUmVKIfzmLFLFXAuBZ67JEDWc+ScETwrpcgOEoD8/Ddzx+1RiQpMaiqNwspm/xK1FAOwaeGUems2pl6M0UYuLf0Bfbl81iQ589fPDDGeA2KlpkuApnl9/cB4FSF3wgyGD7cwTq4hcj2H+bCkRhYZgH+enwp8s4j6e8zKFysH8F+qS5QwpKE5sTVlIg8sT5FONkWhUlo+ElOsEA+kjMMtEJeZGDztfiRtDNavqAm9L/ocN3tyuPMBD6CKU+jlx/ilGJnmwyk/HlWq1I2nus44V9ZW1qNeEUysnfDGWRaXrpgXt77LKMdTG9GbsIj53Gk0lGtkl0HIicDWQFKaKVDhaYAyRIApsL0dWgjX+Or/J9bvM89N9SriKMRs1M9ON/yLAh8ChHkEXNLZd+YlV31hVi63vGCcU9+koQjoGh7/FcLqlGee3qulzwglpPLg0YtMvB5v+6JCEp4ExEhZJi6nV2HNTOzXXgvcYUIpE/K4Xocf/Q9D6a4Fiw26uDSjDExeAB6tFrlWebLxwDq+zbyg2nKoB/Kh7amCSP4xeBAGA7kIdIGk/J2FR7RPaavGuMawRhYtK/ZGZLvHG/lhRws6N08rJ7c8NxRypz3vfYg8t4Z1FMiAJ2gMM7mhbhp2rhX58ztrzMzHcsmIfrmEZBpqEdIxcQKvj8TfcBhdPHwis6OriWJXgch8Ho79JdGOmH/bnjhhUvGiW1ogwMt3WpphBXi12rcQlvdFXHWOpEMOjOweV2NsPBX9hsgSVMQ7tQ0358RlShJq2QzixYVYM55eYZZ0KteePRxCyB4ELyCp9RGTmvjMHfDreo9Vm0Nx1js7lki8P+195r9gSWWZHki5ALteGIIBgXSpU5DMCbkIw+p8Erh1emii9Zel/QR1k7pCBc5YMFiYWartxfxAAPmqPiAbvygor9ny8QydYWFuKyZBxiav1DHjxgglcGV/u4ZIs3VKCiTpNnYP4w8ROaSiExXIKVnMBo3msk1k0P+1bwM4Ub7WRC1xPYrvQsp7UDhTXNqbsoBSPcS/Bcm8LXzNUNamsSFf4ZcIcChRYCib5loWnzzObaQX1d8Sy+a+1tH7AxN/qfT9a2uNSHbuvq15HJiGg3jTwoqWsGgcPOXN04XP4I9RD7WCHPqKuwYr8pmh0g0seGGl4c8/68xnT3+NnUB5X22IQzJKJOH/SGO4r6oTc0UocZbgd8GrkHB1LDt+hhQV5ENsPFKHcPXVbCyFPmQ5Lk/dpRHxXTQ0osPQUVA0o1CcucYqnjNuggij2Li8BVfKlCTorWFaKRV4Uoy6Q+XgPN9Yz6m9AK7q7WP5X/hKG8gqhMOvhVRHR2ylWd4yy8TtReoMVVYZAaIBjHNtDY5UX113qEAzg70/4WFzuxvhH0OIRamsG6BORbKQ8U1VNpvqTDT+GA/KxU/3MRcBri0eiJ3RAWUHqvoLx/QVSMajYaXZwMY8jAL4+nGDwQUBBCmLWhOUHtI69y2zwPGjBgNNUcGUvJqpQoSGXU+XmHSXpU7G7PVUNL2vXTxo9/dyQlhy1/AHLBg/SGGUeQ353NtQHDrkgKVPlkBhbNZpqjsmdF0Z2W72f4GamQKcbnI2vk1jaJAT34UCUSjikHofi2RW6FaN3sUvVCDYmZUMeAKNlz1EmfA2QqtA2zfEHrMvZXKU9SPGrb7gKdLNYMhnNWlli8kxon9g+BC6WTyHSkmv1O0RFIbCkR5QWJyYfp8kyE4JHM4r0San5guiqhzZC7EvKTLzwUgjlQXQ494y+4sFqu6MZADtA6fK8K8hl9s/0m5pygErd/Al4V1VRCtgsZDMRfOuISfr0/9oSxhqW5GOBdf415gSN+vSPHhYYUwzG8A9awfOwFkcuoANwesldbqmbY4LQ4Mrfyn1IB1/RWUqr96MRGbmBQDT/XMGYLVXRbsGsY7TSql0vakK1JUeepajclyQ6VVMUKgSgJfemO4AeCagWra4FMvbzKmZ1ECFo5KKS9sTVm4XtIp1MThtN8fS3D0LjSPWdw00X6UBIyqGsvTfF2MkilHsfs4zla0954MFlMkUUx/Fry3gTFKZr//XTVvQ6Rv5BzujA5jiEAN4tu/vpv6a/SFxroDZ+QQ1YIzIv3OdgdP/3GQZqBn4ocR3OZvyL66t1DzAqvYw+IWbdZvOA+2PKyAbrvKiKTgHtiKb166AZwYQhbfgQiswYBw5qiul3wHYyqrCHm8s7QoLA9CdNpG/M/iEVJgBviExV+h7BSzsDZi8WVZBvHRWLI0Q2rxjs+N6DXw3YABA0VmG33+Ftppr9UCBBWRFiJ+KIMkst70kcCzJ8VY2+Qwl7QWmn2yOHCYF+jmBZstf3Ttf053X5BVeAPk0S+0OvESOzvGNUEE5AVmQcTQe35s26+am3+asWq1j8VrF9mmZdes+gGuWJGSuNhU8Pg7wuEHIeXKnUPcmHFqm3K6hWBmHvIFBouDUVZSyk6LO+uYnSTLyd4HqavPyiEpQg2M/D+MPnChu+EL7Hnw+03vNe+AGsSVrDOrrXqI5OAYFm7D8YqfT1j8n3AnSl+O1IfRALgSil58ctDDyWubXqi+h+APXs9B/L6oSordRBqcxrvXyA2PGynSX5enrE4zRASKL2tFEVdE+FWl2kj/wMtqxQBhp1xH8H3RKPH2SKqhag949QvPxd88tcaB/e/0G9wBOvCr77IZs3cCswEUfYyvS2tojiXT3NRgGwg1YZjALtbtbf7SQUaLxE6agHdqXM9lsFqoBA7xv31qbKb7LwoxlHE3YgXmCFHOQUm1y06eqrNeHlNOUvcjVaV3okdXWQ8o6IoQQFVdBGnf2lWm17HIFJfL42nIubaMJ1gkUYpK3AiLOQ5tp2YP20f34XnV0NeqMfPClhShLmBnYYz/abbGEXFm/rkLMhP9mndf5xqf1sjL+eyBfGlDJXX2SFqMzE+F2upignRI465wKjuhJKC2HwgNIZZ5cEIC5H/Ua9PViT72U2NG7ea6jViCZ6zAi5B74ejEy0Z7Vkfpv4xXO/jzZ+e/zMuH8z04itCCB/nanEuhuKz1Nfyc4wknOhTJu1+FxPxCSutPlmf53FTORrqSgvhEMEwdYMfgN5UoCHRPi88uoQJz/qO5pIq2tSX2d2t+JxOONmMbPyqLrabxTOw45V67He0fT4jbjrRLEBWDC1d4RHIaWuFoy6w36PyoLk6nMj2/npSWoi3hE9dm2sZEXkPk2rGI1quaHxUm3SzNuvL8V50iLnpEWD+Iqz1OLfLL88g7xNPeClrkro/3cN/NSGmXeVKmjmNRDOKRuzyz6LnwzGuOhdA9OKjlzPR9vZk+LrOxDXQ+AXawjpCnD8tff35DSqQwhsocy8fxN2YE3qjmI/UqlpOYG6MxfUUYMlSLP1swVnM2Hhze9hj3Ryd+CA2S6bZRCIXwDY1NyuoPjG3s4hHBCs8re3nxadL4poXLN5Zxs5rylxyMPbuLE1VRn8/tRsQTN3JbQvrejxO0E0dxPGOo2Us0e2SpDvRscH8MK8vWWLPMY0xWfqMvVKIZ0p768gONI9pj8kyaS/VAyAKpYA9z6DpxBd7OcJnCUwrdfc27xPEmXWdBrLR/cLanHcBU2UJdQtA94v/WQPfO6a/1lvK7+qHBlRmLSIn3g7xNSmPL5coDlBCx5I8LVnPtSO3fO+OMRgS6xaeFTzp9SQtVUpLVZwL5CmyuQ+CAniCBxfFuMwwdqZ4BUBXV3m4m5M7/BPyTkrvyPNTduw30DEInjNKoJ+DjwWw8KO/19bSBRebbDR/hCC//RZ+E21yW+EHDkH+dB0nFfHgGsGINYHYT98vB5SjwWQBTFWxLVEi5jZ3bbzjnNx4t5hkUQae8u2KGeezHYAAd3slX25mZAASIFpa6XGccjw5PQ6y4+t89WfvZVC+PVVbl0snzqv9gUsGZMh6OY7KKld3ITRdvElSPTjaGE837qTsrxMlWvK5PPClsd2hyAYFJeGz5RQUcIswNteWERWygfPcqkF1h8/jQdnZlrIN7em6s2VWEXPI6tmc0mvoksOVIZkDkzpJye/w9jjuNMzjpd3n2yuWRepIWaTW/Kq5pRKhM6XqOqp2Mkk3ZNir/r9M7rB0apNmuk/+bNBZAJH5aJmq/dUkY
Variant 5
DifficultyLevel
639
Question
1211+54 = ?
Worked Solution
|
|
1211+54 |
= 6055+6048 |
|
|
|
= 60103 |
|
|
|
= 16043 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | $\dfrac{11}{12} + \dfrac{4}{5}$ = ? |
workedSolution |
| | |
|----- | ----- |
| $\dfrac{11}{12} + \dfrac{4}{5}$ | = $\dfrac{55}{60} + \dfrac{48}{60}$ |
| | |
| | = $\dfrac{103}{60}$ |
| | |
| | = {{correctAnswer}} |
|
correctAnswer | |
Answers
Is Correct? | Answer |
✓ | 16043 |
x | 16023 |
x | |
x | |