Question
10.16
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
Question
10.17
EfVsRy/BQ848dXucjaXM/QdMR8panC0QbI5eVZMrRQnnSY7//YMSt+Ba6ttnGFMmox+zzflzk20K5Z2Y9mUFHaI3StlLvcHJeOu33czNZkh4H3yDReFUNaYja1p2QeVCw5MfE4ErPA/kbrA5kutKI12QgiYAwvAXhjPLhDBzWcKJbYMuatxuPx0SDCTEzhN5P+oDjMQyg6Koxda3jDdWCDWn+I0wAOcbXT8j9yPz8uXYN55nPwPRnX9IimNFGOGiT2kjFOnN2/FhXLlJPD8o+UREmeIRU9Zhbntu1PrebYhuk1FmImugK/UoBfPymxBhObcwTGKN9L6BTlpzQxhPxLYn3R0XLKpIqBfT9Af9ZH4LsCOOclmZL2aRsG52YketQakHOx7xJ7BmWc26JFC3wuHXt9IUZAxE4HcD61IqJl6hU6y0NauU4Q+JD2tJt9URdxAk2zUvB6hrCE25j3gaffvEOftztbD9tqHbiSnP74PXFyaGNYTs1RzC2T1AObwpwZpdR0rwLoBlGjECq7gF6my5ayzxhxdtq3UuS4/HGYy8ONxpJmX/BulEP4JfG+0kFQ5bdlsnMPprgGCV9P8B8Sr5cAgcpZVwipq4U01KWqCXYpdS4Sq7kbkJvD4MWoOzEcP5pCwa3d7usbUepNxo3Keia3vXnaHQnDunY8EOi6aQWmMuSQrkoDXVVfvLcolfmvBkwzcP1tbNqD6MYQKPgyQslSWyWmaVzGcZjCKyUF37BQmGQ5TIRnLb2sD+tK1AO4IkgZfHN2JTmnVL1TATXLsGewqQikIJIwSoSOB+Y3G1npUxZMT1nNN0Tv/r+2Cgf42lDUtGl0w/WnV5nVsUJyMVXbPq0Dbh4xav2jG1cLbgMu/fFCqzQ0PuSx6OeB++Rvf/ZE3j1/KNLfKM3ZGH36JSgtGLCxH+7LaKd7gjKWodKMocfpbU44/8+CpZNxZXjSy+kkcQi7YocrU9m7wUXuWXvzOgmNdTeb8LCDo/86cNRMUgfIw7Xs5dHIcp9lgND51eMQUoDafepv5DLNRpkQbbU4FeP48DrN11F108nJfS5b0BWU1r5CyfkgrPPRy8FWpqa3AztPuhvM5NZ4YmwI4Ogb7fdlI3o8vYMOkVh/sQUJNV1PnMR2sNxPOdfSEiV41jBTOFUDQ1KyiAF11bqY90wEAKh72VaPLUkaCNcbOubizFtuj1hlrtVeClARoCQ46yMA/Ni0UgnFnggC/fJaBBcZPG/Yov9llsvX9QZIGqmJ+GGQguCfrukRv6Uvv6+TTwE1wwMFzmPNZcXQbR6fb1DPfxROcdV5U7ZlqPOIIdem5/V7jP00let8W5eKB8Sp97iBFzX4cOqZomn53g/aXWYVSjiO+yHgen8QFOhzlPPdyePRyaa6dvdasFVx2EMUcLGMunY/PFDsfnyrlByBW6U7zI8jXTZ0S1H8O93kDavV4FLpJTly2k870qpXi7FC8gnHMKoSbmg1eaghOb24AsyuvOL0tpupCszm+ncR1aoPZL
Question
10.18
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
Question
10.19
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
Question
10.20
9Fe25HPxySkl+GgMf6LBlVpVLV8r5TiPruBLu1rh7DegxUzGE7QFF0TeOysPyd0g/yTu1evBtuIh3KFdCghEPasg0YvbHisDPhTNbvs9PhTn9W66kQRp8PM6dzF2LHEVJnpFCj234GboiE1koS2pP33AXq2yzWMjRDU8Sv48yJqw1JKPdkkiIoXHd/IL6HXYsV+2T2AwGKMBpDRImu5HbcCrkXLluH6OuHMkx27by0eqcHmAzAtWYQhPj0vL+c38n3H+XEgTzA00B0mMX0W6hDJPTP2NnNWYvzsWgPRnoK2GKnFiSIWJFDgGlpJCX3D9PSblu9/KHlf/FfByKPoFFS4gEHj3JWCkc3eVC8LWoa/lM54qJv6SWpYpn4jSvvQiQZc2ugHPVbDsbC/r8/tgsZ3JiAdT2bLHOd7gTTOj/ubAC8OB9Eu+m9SoIIMjDx2tYqTEK0+DcUlVdJQYQ61BnCc2sQb4Msz65UNxNybcCgHtZ+NRJ1t/OSrn6/Vk2T2oV9l5LyLj0XajtbXmo+hI961z07XO8bQLOl3RYCeEzX3iLkT3PA/TlOVwbuozF50ppzcDDlQQ11NruKSIds82PV+1kPhti3JPI/abUsurI6BrGr6O3TPoPjJmE53340iYqxM3IU1BS+lJCHTbnNf50XdE5be8Z6Zq8SwXHjcY0LggDpQnwiLo2aIy0XOgqw10LngsG1ngFk2RBwdATgzG6GT9fAsfE7JF34p7cCdAAa1DIMCC8IuZ4B5Iq38W1oEL0gyCu3493NfVTV7aJL6ZgyZAAGS+Qk8fstMFbCSXRStIXx4gHUr4UKEGjFFHkHQZu9QLVVnki+Ri3A0o2C0if2Kep2VmtV0SzW55qUJwMBzRhSQ12E47a1fMz3T9G8zN2qDLmNzD0+YYvgRk3wD+P08nnJrK5D3s5/clGICnv7hrhmfhTHlbmEfwDs/mp704J19N24YZ8yfxIWVKDD/YVRtD08otHOOloktAmG9Z5tROzB0eG2jSuQYpzpQmR3FNW1yDoG/vNw7muNCNzQSskBrqoJEE2uJaomQ/4fENQP7hKZDqGZV2T9+C9HignHiCBG7A9KHt/+eqXAEQZa1hcw/glzwRs5AdpuYHsX7G54E5ODbq10ICaNFX1IplThlntovQ850tReuP3Aa/hv5yRhJs+fT2X2j9E2Gj0J3vHl+368Jr17uat6eMTE+kQ4C33L1eHF2MwaRiR8GiepN21Q4CyH41Q+bEMaZCMukPNJZ6R5gmPdU/BBC7cJH8PyL+Euw+zewdUZkgnCT/yL9pUyYG/ohw+Ep8IGRu9zexUudbyJEFhy47TH14Bv0xkOk6YcUAw19rcHzr4hYgJQfvtVnfrLG7ReEMStpRBtOBX7cyOvBwKmSCXSWjvyCuPXnMLgxcw0610YuEJldtsNzkOsHQ0Z3zvbqNjPnTPo1M+7t/prBk6DeWirvdwgYMVIfqTMi77RftxI4GBvMIkEzeoH3dsXGfn96KZNm97pCLoufQwi7PQFEu+6zqDjAWbfVcIyjHKMFpRZm/CqSOqzzElZYs/q0aeGJzCxp3afTH02hSUE1c/UekFeycWtdMXC9YiomLxtKoEKhvISX2lv+sOIEVcBEshI9EMz2Wmwev7edkwXiFyUdRYWySXab6IVnvKi4Fa7NAsE9EnR+buk8Bq7Vhtewcg3jSdwsq8IUyFTuG2WdG2HjXFTZOnO2omWI+D/cdG/y4IZRLWMRbFiIkQAs6UimF5t+I