Number, NAPX-p73018v02
U2FsdGVkX1++XXImNMemtYv/Jk1ZD6wOisgnaygGcnLJkJf9tToTqzRjgTo909U+ODmWDXJTfDRMXLBLF1j4e+01BIgRYa+3cZRIYwg3fZKDNfNIXtflLixHxsCHZDMHs1PPkhPCkFNb/EU9ceULmrk6fjM/PHwUEba5n98ZNgSbylHBqwA1L0d0Ya5x1XQ5iAGWSyexGHiL6Nc8BoYtrsc+ijgxCwVHsU231235gbxWLx/Og6qbP2EOCtjj4yG4KefQs5z3pxFq2xyF/KCd8PC7qJBLOID+w+QZhC/vdkUH1lxUOXH2LtGz2HW9b2mtDQNsurK7OuHL3ID5ISV/4Y0eEfEMDnL4koaFvcR54TpWfPCitDQDFzgESNdYxLAJNngHPz7nfUYnOGR6/L0pa0Rcp/gXicNHIhE3rKxk8FFCybp49fL6kiRN1Tq1q1fGhLhLyXkF1w3eI321EPJ/yAzRrYuql4j2VRBVkAVfQXTzYGAWzpwc59Kn8XiEHiW7YeoqK4PH0N7Tegx/vkgWo0gNmR2d54mq8qPaBNe8wNp4CvX2IUbGcPgXJBQADYJmgCzRScilcVHicJxTYWWMCbtH60yVB60bmOZl9l5mjNOtFSrAnQOLWKeWxvMKlMfADJ1H7AiXPjyadrZN/XXQ/BFEu1LL6DhjSmiUVfC7HoioT5H5NA8Bc5490gX4UeAE2+8o6c4GM52ruDLglHp9pFs8kUrutVJaz6xztNc9akkM2kq8orNwo4EAEUH+W4wrtKUgPqCnBqjdA+0TY2AaSUXIdftoYuLKtcnfZ3y0Ef5BVKPiUYNcxkPRPWMab19FapIKhsvukiOG39r0lCmwldsslZ8PmP9J+lwmtTsVKZwuNJNFbil1O7X9jy9OAptGvh5RJl/LplqYnR4drQh+ZwBnLaova4FBCDdZ+69NlOGeLD9bR1KswDgwyCazFIhhItr9SrwJJjX6BRIwtNEgCtX2MqfuHzW4wD4KhWTNvU44prT4V8NeOkvMwjiLgK2cxPU4pDoZkjEvMd/13Z33b1gl+dvAd4O4VucF6DoMfAIXnywsYeqi6t7ioesQlAzHvnrn9OXfXuE4N//OdwE+pQ7qYH6yNjqlosYVHSk9WEDwSeaEB3rwQpjKbFvSVhM7WwkAzPrs+aDqFFLXTY1CViJPnn088Yy8u7kYEwila+zsWQFN3bM+q1jaWNZa03fwQckr0TCJ1RooBUyjL+/wpPMIgfV4HrQz5EjXjE4YxIYPWuvf/Ot2q9RlrV2QfVtrNVkoyvcpJ6cEtxvIoFTFuHn5PW9Liv2B4zi3sybP1s485Krs99UgsSgrvK5bOLICwXtcw2waLoDOXgJhdAvph6PC1VMdddsFx/4p5S+p9W3fvXohe39R53XkiT/s2F8i4TqyGUOwIQLB15n+SDx7UstvkUNESfxdWgIXged7FTPCqrGhXLiI6ZO9wNpdwdX3UWse1u3QQZjh07kHwUBBCZ3hEpMtKmaNutHgP910Np8czIXVAqtqaOfIMwWb5YJm8g01vcm799ErkmTeCaYfqvt3jcg9mRUIY7pSkNPBeK3suUlJvI4LjbKYdnf2yaFFDPlTQctyVq2QfE8UfPu5b7QbS1mT2sh1d9S9CaCialQdCxBBAdGXhRnat/rZJ5lFNAQCI+dQR1HKX/7W8YFA5//LEEBAoFH3kAb9kFxvVrZvAllZNU5Oivs6DtRUniXIa92GssQiVtUPIhawlzk9SgNG7Ya9hZGDPqHYRUpCZnC3dXHLWyoCMo1MMZgp+PYWJBKdkJE1+CKw0On+VJ//3+mfHIctt6ZlpQTswuDrx4sSCUOXN/bi69phZUFbvmZjMhuTYjYP9ru+EmESx1Xi/7iC6KTnlR1FlJaeieu71Vpq1t/sHYTRpiiHS7ea2+1crfTWi4GwAeUGFpjEisA+XEgHt07VjfOcoTN8ptXYU5MwpL69wDbUqEhLTCXPT5nnZFLhywyKOQ2vABDfY2QA1B3RINKOGxKyCubjoy23Y/aWjE0TnuZQexskEV1B10OYXt1VwHFOytX+qmbdr//HPrLfuUmfOQEWzd5aI4reo5GXhfaVPbzTHpc91U29G8Y/zPl2mpoV9B4cLqWpv0ZXGrieg54MVZIz1L51jajfz0csWPkZ9t1KizkB3xQ7IcR2WecjJkkdaSDLc/z6e6ffUgwHk00bvpcY8VgKgx9q9BtWuGb9ZBcTrUBuTDr9eSKLkmG8rEXcyWoqdUObGdbzYmw0uRPW/Ra+JTim3aBoHwbYeUju2QeYF/afXWnXY4s7obiYzJMfF6eU+YqoNKRFruDpzRg+PVmf1YVWkDCJsUffx1IFD2a+X2Bunyd+aN512FX201lQsijzSQPCuORs8aToBvsnHLnJniULhmiiqKz075dyVK1wQZjIB5tmtLFfB6Ae30IRMAyXzn45lPA8wy5rT1Gfd7NMGqW4gKlqQx8XVdBN3Pz8T4JHA1HbFoikWa4BBzO4cM5/lTpBAhJF6yxfD0SL55KhoimrcCr8vcpgGoNeSOpjD4SeytpwZNbLKbPkndSkGGZ2xBkzC8mBRw61Ji0Nkrnx69DgPs4SVYA4jsbhThCQ+TSz2xnAGmWJ3YaBwxyEVnK7Gg+JT3/mcWlT4dJ3sE3CVQ2AGy/tvwZcAZO83uT1r/kEB5PY0Nme3Tyobuww3Ec6gwTJBXB3BftpfVr+SMtYL7HzU1HZ4M6Fx2zYJcSYL29Ft9kCApr3AT/cInotGuJbMZ7XxCa4L3PoegiMwSPYr1IZHPAtzeeluq9sB58StHZ3aTnXXNnnp3lezrywhyZj5BsP28iZ0+ugnp83Flz1bnFfflewJQdrpQZK7JTNHvD31IdoGniW8HH8FD9bxlBm0HK+eirGBnMzoSqioyyvz5CGeIjqYxhzFDVA0Qtf69nB6Azew3w6wP4+KAYtFSdmC6d1Qu4hRRGZ0XIyJ74sx0ORR444S5NV3X5GCD14hMohIpV5viQHVptRzkjg6CHXzhCu0H9Ou/dgPbORGEtchlBR0YTUaTPSXHgPJSAaaz0PjWUfurQvY+TStCj92numpMZSk1z7N0Qy25URaaDhbWz0d6X1bLNJ1RR0hGydDJ/tz1Jx8kuCe2y0U7B0Uo02cVG/d90QpRlTbli3Ac6pxCXLD7oPWHTZ/S+8z/jKNBdOitaLuGaA9a+3piRTA9Sg7f+ibi2ht+8PCTQMrTm0RWAGrPV3cLUq9KI+aOnUNlgVfYXtWFvnafqLWmqwYBIhWA5IPnYKpDp1mgfzknV1YruiFlHPBPtPtBd5NcnIkCKUawe4uG+HFEWLLwkD73ZSLQaB31PUKv4MI+GgD+jULQRSkEaZv2EMUCpUfmxWWVvYqgOi83xmMeFDVSo9yaBsaiorcoIP+CfbXggcf5GxMBB7kD6afJbn2EOnacnJRhcY595ceDxh2dY9DC7UYaw3eDkpQZhlAZp5d0EeVztaUbFJpyngzHfLfQzR5li7o/kBKZLL0Tf2hRc5abg1dTEpp1NnlD8xmDt+yqrXC/UhQihTZj3vMAvKCNYkiS1xBupETcXyzFKJYsQO/wgcXplK4oPuLTrr/Cl65/9BZ0yfJ1waV6KQfTx62hE4Mfda4+zf806M19c4DiOLcAGREBeB1d6wB/UKFcwmTHZCA/ch9D6sO5sBo3m+jvq4WjSEM/I/RCbkSfWnxUn9kYc3/AOA1eAH4bHG2+DLlPrfLqbzfvHpqRayG+9leKyoteO0XKH/DuNCcxzs+E+yw6kVjn1TEmyUtt+A4uiwJ7nQwDKWgrSjZvtU8qM60HG0/NNaGCrwRp2zTA4GMEUSUx2s9kpZD2/fYKbk8XD7FfjF7+fwx6n6lSZYYo/uN/+Vu5qt26QjVTznPpn5md5RkS0XwXaX4jAzcQWpS0Ja/nA3VstFyCQyZ2SvU/UJto6CqqU+9Xo0EJpd+STnvPAd7Z7+kTinW+SlO754tnQNTPSLjQwPliF2HzmAsGcPBYJF3X2/YgWz3JtB6D/eEfirztIIa/p8z1S1bfE+xOQf11eYHgZxz3kT5yYbtyF1bGHjqmn7ybsf7m1P0G+8LhJ0bXmWJ3qO//YJ1F8CfHupTLwmofV9wiu0vXIRhivdJgo0Ug1QfwA1yH37kkcViq52HsQdA0CTkH0nbLmF6eewICeiiM5aEiEJhD8UD8ZfIo9Ngsazr1isTGvhq4pcDtGKq9Pcw44S9fiFGovxmPyIPbr8cifk8TyvykrOAEpLPPSktuHUQ2Tqn8DBUh2U0CTspavcesKclQnTafEOl+CeGTVnS/H0rnrlxUbDtLeigJVTi1ff0jURu3Pb7mKsiEjdzuAfASwtk8PDch2l3zIdYaVQA9aYp1bdG00C+KfBvZq7FSJQ77MJTNFSeE+j1hWH8nFzlm0+gSxTBdg/AZHfkEYfuwmGADzwnSxGhk3I2NJimdunljY+iXY7Uy4OVUyUarP+2LTs491zRcRt6qfp1c54BS9FeeygMLPIW+OTH8d1fkq1jwTvlq4ivl91Imx99PGelfIcfYdsvHJomz3bZnoHFApw2qJLHajLFsPBszwSlIMtb9/icBMNbP7tSfvyNC/6wOSgrdPAWfFKaaEFoN/uPdIAapkh9o7rIJQW+bR4N4zkEpDVVxQwPE15nUV0XT2H+2iYjncK8o16B5EJN2jUih+61Av4h/tRkAruZZutugYOE3h8uwMTnyHy6mZRNlNSfmgB1bem3vNp4CCC9R/6eQylj5aTJtIXc2BX0QhBM/NKie0g07B82mHoGpGKtTwntFbNgc8TcE9mSj/rmI3ficlqSmJxLhML6zTFusMpnocd/BPnaHQ7ZYXqV0Cw0/fI35hNa5zOuPlS8a/6jK+EkAGXXp5qs7QdlfTZ5bxs/wpCA0YvPigYCp6biKriwGbcOCMoiVDpiLNq5h5J/VCI8wQEP6V/VMtwEWE3bdEMBS5dIGI7uib86lmScLAVESFCx/+//vTLSqhSMqtWia6Z0eBk2TRF8LUFFdbpUNr7wvz7gymTYmEtJnXvJy8IRnK8Gh0gm6fwJ/JgaFDWLwNgnsx+OWNiSRRu9kLnG8s8IcaRO79Iz4xxceXvmRZHwW1eSxAS7woY20SruOJV5f0wGxzRoB2nYKdP/WrXDlV3ft7AVT2O8BM5rCTaDB7XquNmrzAR7fqV3E4dOrd/Oc+heoL9fVsDa5TzEqZeX/raUKkvyn06HNvkCgbgsqn4mBTnZA25GLARx13vmmw2QvVa9WC+ymVTsJ6ZAVrX4JsX9tztV4KHJgz5mvFw5P7GwFDW6mTwZMOgstuEToYKBv13tFEMNSi9lvff2+Ch0Gs92KbkqlgTGNMy+7Cu6o8XicmaRCzeotDor/uL/xfBQO1So8NLwFHCf/5C+LHBxj1hOv51GpkpZfOIsqtmD6PK8t1jD1vngtRYlJzJ/RBJVSJPLL8p+HhRRNQs7iZ06d7P0fV+aCn9etZ5WxRks0wkugTAR30+6isG6iD8cULV8qsUnUXhEnNW1NP9hSQlEWVqXXNsy58xdiNk+ptg0+52omFKmappGSKlzUov5Pf+1o1x/tOP1i5EO10oP3WnMwBWYFmSRMqSnnV8PqcZ2/95Mm4c4fZAAGX7xzZXm/VV+5I/j/6ucFQoOHX1oOMOkuT0WOOKFQ5/F14egzZhnpyNYFg0wHCtcJVirKqg8HyYXUQGBC72MR0yJfrsWVBgfjA+JvSQAYV58CKCzsjdJb4oMvzvLtnpF0tMqIlWT+RTp1/SuPaue361pWwfD5rJy3VomshAhVI7ZQCVI/FS5Nhnzw9k9Kole1yJ63JboJG/g45xWEQNGE6Fr49ML9ynFOoRKlmu2G+6yItMFGoJivOuIPOVg10ONTZyw9lQYe3UW+5YGD/JB69OzurZ85oynnmEWJmz2btkt12iztU1vjfaX23p2YJfTgD2K8fy98xOHhlT4KeVJLr+ARL4QJ20MORUgW7rm81lbvf8QcwEUWzoUZzXBw9/kI3PPpgFEutZzy77pe/eJs0qb7J+ATYXTwuZ3rTiVSnwr4HCwFiPghVPlpu8ktMFNsXrjDvgRC1xjpu4CNFTJKGJRQsRzqE8MItm62MSCXWcbCb6ug6Qfu1Y43gk/z3xLScFy49YA9gcjvmJZ6v0IyT2ZwyiidWjz0w32QvLUK7288KOxZiNtXZ3loKtolRaN2cGfg0zSWTxwKskXucAGK+B/2iNJeTztRFbwGzTkFPxOnofwDqKhFj2OSW+DXyBocziauAX+EHT9g2TE3utN2DIsAf5hX1PmXJkzo+J9aDdX8wFwYuu0uqrwjlo0Y4/DOetVltbRTk5IptlqoX4+GrLuvVBdQtAHgM6D9WYLOhLl9g8MWux0bn7RIvqtBf0x62THSa+wyWP+jPlFNdYjriY0c8ARvU/XwffIDPMjTWsESC9cP5PToCdTIp/REiwIEKa1wi86TwaDBruoif759uv1j/au8G2qZmfZ4w/2ihnqkwrdbe30U6hwnUGQd7jovF9OdN89kvWwzCyBUAl0aCeLVRoaZUiQf+LGh+xKid5evkOaSjTGey3J0XIPgnuDKmv53ovhjd18GIhHl6Zo9z3uWfMXzJVe+WQTiLStvjqQyMtqlnSOefzhmIc64L5x99GwWDJwjAeQd5eN4v6axP4MA/LAcgkBkp4+GMAJDqny/P56eaVqnZKDm0e1DF6ODOFOjwcV7lM0GDBUUZLCKY5aPNyD1AYFWvun6cOFdT6owNibFbWFau3nYggt6Z0EwGOdXhvMID5QgSMLlZsekrTUE51zEkLKVWROlzBRiTQOsiA3pcgX2OUKxkouZz3YtCEEZ0+GFH9n3rw111e4CHaFFAgpVwmKxnABRh6IwB7vDb1U1jQQ/HkO3r2Ux+vrtztiDmL8ERn0wFLBfQFgI6TX90ELCJ+sPX3jZzMNeJD1CUWDRslXaJuJmu4KPbBYBbT1aOvGT+XTn2cmGnAeT81pVdWoCriqtciR1AaD73Y2xxI9pf61BMng/LO0gpJ/th8DTIJQxUZ3jj+CCMLbSkyOE70piXa28g8KdoqNNGsLoVysRlQsxYPGts2FQkI6F/j7WOqHjmO6etkuqA6ofLit+ymb/QQm8ON6CLszY9lY4sNW1kD42yeNB7twe+/7Iqi5ozKhMBuhWT3hS/gUjeMxw/N4f3oXcB9qr3p2YoUCv4AcNvLkUxyfyaZIidxepbNhfo4czuk5g090P8KjpmHyVw9XPkf2T8a5NzKj+JJ5Q+93P4vtlNGEeJ5Hx0qb6h/Zwg/S5R+n75jbdXnbMpE0LfKIb7KFceL1sRa2kXw6XLSjETLLd3F4qxYsLfdB18+fDaL78OJReS7HpWUeHUxmwXGtocqLB7orCXegSWKsY31yWh4rbys4eg/YUMfOdLuiDy66MoB4QL5D2lUGSyqIY9VlJ/3aHpLcIri8mpwvCT+U2/tuOnPJxjqKs6qO3rYG2GiJmz6/B8huYXaJjKNRnX9mdVZQdX/rl1aWJ2lRN9+52T2M8LhVzF5PfFL1Caky+4YOKogeBc6ldwuU1JtZFa9F/0ovkkYXZ92R7QZxcHvcjpfs60Q/mqnGsdYFcCXmIaaNFe9rylmJJsexMC2r8ElnuiviKCrT/L3MJiu8qWq/WCJchu/LcDA8r73X2ctrXDTYmvKJv6dAWThPuML9wRKGOii8vLzdsD2JNi/mUF7LiH97hgy8LHrMTT365MRrZv87As1ANOFUS3ROHiTcAwYY0T6kHD9Qu44/hn6a9MmfYGGYImHVZWNUsE+TR+7xqijhn2vAZVgRKVGluMHzUlgOXz7pwgPXFS0Xba5jn75sXJm7KL4x5EmA/tlyVy7DoT2ePp9pyyNqa9fIcbKnF49QzRkGgaX9maShNURypzUZezYkg+fpusFfErPkTOi0avyTBIuahYsrTsdlOyTjYleFRdZBXd5A0wMhOGnx9CKgdlK99fS7eNwKyb6F/NvnVIq1JzDVAemogKyTMQC4IvvqXtparw+RAhVlqMspA7PxALyMPkqEZlc1Td9GLHu87n+d/hVrpOPVU9INVVKzea3Bzb1Yx8T8Um3cHKtOwFszBX5ee2pn9dZz9nhQlf/1wLupdKNerDcW52MXlVZjENK7HD0d3kGDbw8+QzPWKNe/bu/SSFHW95Ph3rjPO9lyFJRGWX/87kFP4JLxoBYkMkr+MhJihQN79GnpEdZEoQMVy/tfHtTH+IGAK+R2yBoM8UxFlAzwY560uN9ltNWvCsR707CQhuXbFT82jApQHHu3dTnVnrYecAyHnTgSIOx2dktnVOHEd2yM8JAcuZ8j7A5uqc71LeAPTBr3dX3gG2Q6rsu1XPhvvLSOJ5WesH1A7WEHB5oNy42HpJrFtX5naBKV2lon4r2z/oI17gS9gqg475qqNfvol7/emVPDrzJLDu0Ngie/z8jTcewE7IqOlEXl7vQY1DvLUqK6kxo1mgf9sdZGg6B2o634PUggyTZAiEqnlKlZQT99vo/Mcn3iZ6zggkJM/D0k8+P9J9LaecGTbru5zjndgzqGIKloFN4eXXn7cLL01wINE9+aDpXFXr2idua8s01vB1L3GLjDQWFYa0nikRTAvoS6PAxzylpv7GPX/CfkrRmqnmmAMOfSm/vtb05xyR854Gh0FZMhYOn9WvYh9ZcJXyGsXwko4OGcZrjjV5fvb8ypQrL6woaLewpw6kUWCFLtfIuaEjrQwyKEX97tBByzLOdcdT3BA34UEmQRrCMnR9SbH7pKb7KZTxTLAuQl0xqd4rGh3XVd2yATiLkyLNOuCWxMrZNnrAa25VUqyX9TfdyzS4A4nJk+FpubNO3MlZny+ZQzdVrILQKxoyB0HFNwDAXSsbfysEyi5l8IjnakCH74qblPTTFBI6QUwwzrPZ4+Q6iiw3vjhefNMee/7f9g8M85bkITTusw8aiuClUiOMNBSPx2Wuc3s2ojHbOmf8zNnW/647cW8UEw/lSoDC6raiDFKJEFi1kn85aCfiWJoYCnTy17dT/n6jlSVkz/XN+QIBw49y/ocxnDbDtJJfrsFMXi/rXz3gO2Uq3aqY36ozIMz5tCRecvT/5kzBC8/MPTyNUmFVGYjyocb07c+ZNvH1FoGJs/nUhozfeKQkz2MhrY2ukHBfTzLKvt/d6xckNBXjwqf0wH2sYvbTcVYNV2F0W2MdDlpP8n0NU3ssX97lUNTmYhtD/OAWQkNCnzLXYjFgdOcfKv9GyhcSjEGvrgiuqSIGeStp0gw4yAtyqEKtMCiqo2lH++QZnu4kqADWJF1GL4VQ2vuGGTPiEcQHLIl6mVy9Lg5tgM5hWX2WunyU+pqmCQNauScrKW1OxwlRZ2pUdEJHDhw0e/oVD+YnTGT3HYoOP/J/YZ8BE1lXmkX2IoK16jt2I+wVvBhtdvlRZ5A4rL53CuSUhu2IX8sZcrLlTLCPSmAXnFusy67yMI1d3A81EpmaO/lN/O1vRzrXRQdY72x+xlxFJsQiqvB0DXhIzLPDu3AJWyOSmpWqkR8vXbio4NyzBiJdO61581/pM1C9qCCLKfyTfCGMffO36SBhdZRpVaxtjdWfp7wnnDuGlX4TS/nAcXkKBgn/l3g7oAQAyB5CvYcnzGPSPsZ+z+cE0AOl/0nOnWyU6asWRALUHNR2TEq5cTCWcM8ZFCnxWe5Y8aVAzWDsgOULhlSHRnQGint2XxGPhsa4it1iuumnGG6k94rcOubeEn7jftkwNCgkA4CRnqGqHZ5pZkAAGxbJlJirw6jdaZqtzp2JzXLbFePs8lfZX35aSbWw54aKTITMWbnycFpDNhHQbtfkZGdRrg1zOHRiHTW8NSj6Sq3fzCRFhFqoOZmm0TkJz1/Sqo+kELiqFFL2m8ZZ3xjF2L/S4bcgtPqJBXLwwERj8RYMPrYxSImyZYvVp5KcN7YtFQRVpv0/sAaTxzWn0l+OAvNCRASsPhuAOzSlnBYQWl6pesMddto6yqjjptmua90L+kR7ik2RmLeYipFL01f6NpCN/+rqp3TkPo8eBNeNp6arhQyYbMwlNnDdXaLTrqVjsqEdeQH9x1Qsn2VO/Ww5WXUGTb+0oqic2JxrAU4kGdW48flV1JoYF0rrzsIDg6RO7uyjNx4mRNoai40w3G0WcA1g3Nj8JUU3gYwLwrwsJJ/BUkHFo2ZwAY6nFmBq+iA6Lxr/7pXiC0gq3ABSpjtVHn+hb8e6usyfUs14Bp7yE6oFppcJ5nq+sVgB5f419b/nc+KkUw8ZOb2BHIuMprulj88DxpgvvcrMSuj5RuQXg0ozw2UO3nsOeDgKMEBw7aC/HVfNVJar5rB880a1TRyqX0SizO2zjdCKhPQ1N62bB8zSgtjXb+OcN1XRJEa92mR6m7ssgAXWcrC08fnS1zLHPvCzJruQ7j78i9tBeCpCziX8tPsMUpEpAwyMT943GXsz9D+zECR3kosYWUsF5i4UdGLyCrso0+u7lckY4WqjFoFBQDxVg3mTIQ7oO5jhS7fynWmi5SyzUPSkOEOwWzXYsIqSN6ZQWJ83A6j7U6EQ9S6Yrf4mqnDFgWE8+eenzDYC+5eDMvuOS3HlXm34PhU6BqrqTL+qsWFYDDd1XvfehxygKkl7SEbczj1ZGpDyXX0pXJcLbGeOPU1ijWTS1V4ylwZOtCQOffFNW2HxEp7EQsJpNaN3aX7MnvCupiEyoKuQHqigLm6/gYZHws/lXVuMceSql43eudF4TQlSkt7BzPQCUcrdGPZ4XxBqVYEmZgicQ0AB0yNd+uutH4VG3ZMzD8m2n67fLiudO58h5HVo9PQBXaVjq/CFVUk1wLqUrK8bXpdsquYwElHGvLayd6GwFmtp6wsA/dIdRStVSaNlQFLrBZynY+aC64Nbk2uqcyXp6rLwK2igDFAfU+pCXrfruXgqt6FGi6ruv3Y/tpQiYOTMSN3nCnkgmmiHnQomCe5YjiHSQ6M0U1zM6tfKmppITsQKGc/mpjevKfB84aygxPAzYUK3o4aAgKFj8vzJcLyJNgYVoKlv4YmZygrRVmzGyhxtYHlrSH2W7ZibdGpVa/5ZwGmw8PdXEGLLbQqs3Jg6MCIl4TaNcFz4ghBo9fSh4AF0VZeZ0yHah+9vUwdT//4/FsgB08QQmZUFcAnzWKq6Ii3wBYLFXmSoz3o8vBiZiqFKd3W0tPG2AiPo1qbi1HCAEnA8aAuwKHq+SOQ/e9YfNJpUNUv3eWdDKVjThfDWINjUwCWouRla6XCo9rdX+z/RucY/cVTCrc1fERBfOpYzBubI+O4x28mtHuPn/CnGtKmJKAeIt8SiDXHqZzYIyWUIdps4KSg0X97quTvVpFfdYvU+hMzJbFx0Vddml+/mhs1I3St9gI0+9PDrfbTYHhuBGpgqroFHFaIttksrbPLeE8dbejxPNbHwwBGigy9Tg+ZLj/bn1fJ6dyM6Bazc8SA+LDuO5RD5n5vGDZAh8KYsqVpoECebomdx9nXGboHWxfd1Kieah1Wu/k8gVWeWxqd+QM/FNfYDW+dEyp3f1rhkRnULUEljHS+vmbzkwordl4+55Dc3GFpHEsMVcT/yIrce1qyC/b8MvUCS1EXSpF5D4+bKi+hweuu9M+MNWRj0ow2p1mX9O8PfXWQMPUPUqzl6Wm15HEDw7SvCDzmIh4chszYp8DSRuC4zfNyaAoiSpo8daNULj7qsJDJGNXktTQuGzMG/XAMtY4V9XL/gMXnxnLDqpWGscJk72i13V59AOTI2FwmSnDNMNWgBf/VVt3Eq0Rq9FOKul30u4AJxvIBryy4AnxmuMPqfJURBoW70PBEegD56IhX4wtcAMaLCw5JTU7yH2k+c0WhhBNLOvhYCR6FOOU9j0F28s6symSfolfEgBJn8C0dVpwt02n72uqTgDgWCjj9QJoDa+pMwEvKHoQloGxMb31Bd5yqhE2gvJXzDhky36X1vh6tdvebGUoazJcydDmAJgUN6WJiw5SPmnwAkokbXzcxXTYFkos/fnvyojlCOGImmiHdF2wMa24lTuu5aNp2R7ofhyz/tZCJn8d2cbXBidm7cdN/HLjeX+JjiVjiO/cmG84K2OBd6TvL/BFRhfNiiF4SlICQQ+9rBmBT6JZvmwXiRghhKUqtkINNXlDk3GlfURBFgf9yXOUEklTYGMo4DX17VnOPeyL0KuGDQ5030oqsNeZgMZCEXckWN+41FBcN36DfCaWOD8g6Xem3/kdq5LzbygNOt7LVkEV2yGEFo/UFjRA0ZgVCrtLZk+MOvzPxkvp+YgqgdYJReUNHTfdFm08s+RTjcKMcwxurHJzvBiX7lZHFNsJNPKaCfT8FVjttFUv4m9M/3S6S8Xo2edRcXtRjM5tLjj86WndOBfBufKtOqPLJ7nAQMmPNXqt5TlEuW40onbGN3wPHVIyIJtJ/ZQKlkHVB6pUHAaAz7aJSeGzu/OVALLEFDgYSn15GoSfe26y8y9GS50grnPTV0XzceksVFIJ/OLoeN1bIlQtEaQziBYpThMB8MezUQxnuB1aOQREkH94RYarw10ezRSohd2nmSbmWH64nJQ+flTEgF0tfRt7c0Rl49CXxW7T8LRZB6ddCMrmckpIJdL/n/rzfdOU9wfsAuMZ5JRckZuUCGlYbynF7zk4H0UJIkHvcfAkvIMZYT0dhCzJpEzpyHh46eGkYtpQF8F3hi21Adsh057Sd0SUVm3jGnpbGFwQ9oVLWmlXDtcTY+i+BcmZwFSbPtm18w1e+Bt7rX2wNqPV32cy4tZceQbZ/6cpQQ810ac66zW1CqBSXFmbptbPgIuLIk0SmyegdVMJSJe+WsZtCjBE3PSVEXmzuJmcGsz7GsC8ef87L29/sD9B1M75ftamoucRzvYmO8pCxZhpiuHc9bFi8pg+EMUK14pnWmRj/qbAI8mBqr8NeveVHRmdePjIKPUpkSnOrpuNVH1VSr2zoJks4V+vVPfBVxO57jDjvSegohQjplb77rUVpK6Y/aVBcKdoDmLDl2BcwGXWq+icpbGLuKfg0a8LWl7vAto6rGsvio9ytm47GbsQDzB38O4iBEk0FCXm/ss2a7BVJKsHlJX+8VPqQnb4ktV6fe4yrKt18zbSGacGFLAhCsVvUaFl7uG9OUwhfOUizjS5Fm9sMCQ7i9oJ1dbz/txFoUZcUHVyVsay5HItSclk8N68ldzXBbzUkvRC+YZsmXgUg/vGNfcZr0LAUAiwcWJGXM/xYaZg09eP1G7gd0v9OvUgqk6OeEVCqgFa/7dSVcuwo3TzA5AWOcw+jC09KccQZ35OCQl95XVMBAazA8qOBG/1y/d061hgxxWdh2nt02yihaiQsm8F9mxu/V6y8IT9Ft2RJLWsFa3aUtJaI+5U+Yi0EaHv46ijSr6q+AxYLV7GUOWNpKrGidVpwrGZBmPGL9bXPjcVZ+M1OFGv9wVb/7172yit3zKnh6Fvy8zeBdn0kY9n3JhksrVpjZz4zROnt/PotURl2A6mHz6UTGye7SmS3dt7QyFvEhkE+OIDnO2VxcmziIXN5KZdHxLv7cBMpiYONHkk64l/x/wq04GMrMpREvRx5G8IJz5kQ7dCZMi/5xFFxnRja2b4zK6ht5twPGN3+KD7VPvYD9ehH16XaIA+lFQibSAZoBF+UF2BA62jbav0L6EFTjmiJe5P+BTPMAJer9mky7aoGyUwuzZoLUQlnqi/pcJA0SoVaAB/gJh9ebzlVezUTo1xBSWyYnuIvDHgZfQHSWwz/DTLPs3P/BcFwJBUKKSOZN0uNAM+zjT0IKUwZayuEVQgRxM4O9V00R2Gw7rcMs1jT5iTRE49gFs3mQnH1aY7G2ENXf+zZWHjyYnLdk8FOcciBD5kuKDAEYBkycXEiAQ1OFVPz4BOj5WBRKz91wXu81HZkkTLmGDdr/tKzFrLtC2Tc+eueR3ZfsVWRHsI6jpuG3XNaZhDQd7lPWLgn4h7sdy6+YArYhWlX1nu6jYQlfeUucELLyS/v0k/1XAwc0GCxnTMSTzE9pIvKqQjxRgNd0aAB7FVeWO+b8bJKWY0o86/rOtWDDRX9b2Eqf/NUP1apWilNvSdyr9Sf9PixC/E/FyG4rAkEWoicfmrJDopyEvT3gBVD8FKArpWqYIVCciMeOls8nVuofQLfB0pUzpRrDSVRpDHLDypTRK5kt+2NfaVWaL7zaaiBTJGgE9rHkuwVhgkZKOvpVA/5KS2i6BFV1qhmR1e6YvK2jN5whwvQ36fMwEUOteAKUcotOpSjjG58jsnpOuT78lLALf5CyCSyF/8OYDk1qEYbx4EFblFdf4GK2jxxEg9l+KpMsuxy7XUBR3x1bflrf4CjUA6C3NxKyASXYLbIMZq66Cgsteq6w+i41g+p6q3WFPk+scS4W7H+uJ3lDRwIz1saAU1D1tANQ09WF4qHm+rl5lifzmuff7rVXrc/T+Cphg7F+0w8VW/TtV9gvHLDaXYBTqX3dl5vJsBHhPw6xx5VR3QSrLtIyhruw4CFf3tgxaAIyKtzd4r1X0Lc5U+Qv6pMdE1Fk74xzMh55kaIUvKllA5fPAkgSMM0/8ONn8GqAJlaFCptcV574ElGD1q1Zr+JJay7nIgDP9l+uGGCtzWWnD5g7PjG2PH8AXt4qUhdy27jqMOlDmvAY5inM0KtC6cYTREiOpJV7HJI3cYWYGSknnlGLzGYpK8cP0J1/I4hjqyToTR1O63siDiKyO85mU77DNBtB6iZRTDFkgNWUXsGzzdgkiDYuEFV+6NFOIBjl6aQqcXyqpY5QnOe8mv/+WvhKG9tbv58wfdWT5XHn64BPKF5lKcSKOPXHy9mV4etWhA4dKAwDl6WKvUHqTFwx7dXoN6v7PBTFt71Vki1PTm1Hxf/5IhuMBsGMXEYHtosEXp9gUEEJrNmZKIcGZZrB1G5SemGUnoxwVDp8jR1zmBTMV53uIUgtlbKO//I/kBOnXlhOy6AG9VJZrccOU53crN+kR6xCdpPaJvPnWZ6S8hyWKhKhD5+UfW2t/7pohbYzC4hOTEWo0OlR/iVMXeG0oCWnpbzOeStmnh5r88WqyHdwuF5m0aYQllFkpwoKhBzqP8cKFRsEBw2FYHn1sZvRJAcmPOfr4f5raNOqH5eHqCp49iw9dR3vdAF5SqnMYIn+o0M2HMdw8Y2JETKfSKsrrTV4Mb00VGaEt24cn+PvyR9LPltdJaWxKBDIi0XFbOOoTh1rqBlSmM/t5wMs8RrxYwVS0SFwihPfXxLqsjuS7De4icN+KATz/n47JhUaHL4nGAfsw5FTQiiyVaw2xU+OJ1y27ZwROiKTDIBRR2N8nv4d+QfC5QqTwCEhFXML6zK7DZY9kawLC+OzSOFSh8iyPd8LJhSzWuQAKDNUhB1GuaKotfqVZLHEsAh+9MVgXVyH8XJ338PvcCd29lRc0Qb1n7m0JC9C4aQrNV+0dUFnEbgZFUSJuvtwUqew9pbWpesqUaAIlFytfh26ePUxs37faypbmQTFGqyUGSPfhGfpLkpKhPAoHXnRYovf2Ym7/+rIh/ApekNfYO+28qwnKv1QzZfvHj3UAayWBUYeCTjnTbdP3N6HU9B+2ucHgA4QxJjCXOy8LOMBZprbtUE2awqphFbHNIFOiuQ0g1ue3t53IBVQM/gR6d1Fuk993MHZXo10DQ+j4kmW4pLqZpHPQSCaiIxNsgTNuJ/sNgW1CWEmZnvwGXxZB7B6jK4y0h8DLLtrnISZKIguqMcI2e46GLTK72FxWdR0XDKirAlFNldStQTy5Obm4EDBo8G2pCWyvMRB3RhnHdtd0DblqbSHVLNXiXP3GyEdhp0XHZZTHSUZxvU96BLg1wpYALiCQiEVEu8go/xd8O4Gjc3eLQfJ8r7bd2ar2Y/VCJmb8wPwT9Hu7f6dCU1UTGioAunpvaYEByOwkImsFH/ikzWskDtiyIYmbosKBvIZbruxWyvgSfPyavb1/QKTJ0xHE0NNgluqTd/mlyau3qDkuZ8IMgTVEXLg96WKk1PyBhicg7NIlS/co1B29OUanlnLVLKLWLNHL71xwdzRLbZyFiDFFXLc70kucu5D2fRGD4/qUJf3RIXIcolpK1rEJ54OWIB/e9H5229CsF2BHgDwZCTx4KVAxVfc5Xx/u03P7UN19zu3abuf99k1ocLL7R/LWVLHAzH0ngM8yzk8ruU/glo7wcd7FeSkgNRP8chi6dY46dgtxma+etf4yDXnbCvQKPhYVBHVxN83rCiDa2dOHwm1uzZS6MfF0aW2ytJ2eTlNGAIyEBhIbr83t5KiUiddRi6iVXTOVFo01BZWwzXw4fcOErioC6BSa9NgmF9C6fMSff38OcjUOycmhnYLc0eARERtwOoMiV0tuBKSgmmXPigAQrbb2HSmsfc4uJjhsbGMNe8hx4swwVrg0GOGzlLSBhg9hcXgXK5kMMIvYIx3o6Pp/vHn8j7cZ4QCEcL/Dptw8sgl/WlFMrFSTcu+X0Bjf/q8iXoeieZ2NOTzWJx0CHqm3DISsXeRJ6B871e2GhuQlVWUroUFJWuPftkiXk5UC9edgp8hX2xC6ytCK8ZN+ld3LWoR7bKZrq4tWhqbkYwEnctEpap15GPcNEsCzXlYQKiEJzZpt81vcvooo5+93OhAiaIMt6y9OOu59Mlb/3gzhR9up0+MdpR2EIaZVtzfy0lnvJELUV9Fa94CthKc18skgux983HfyKYTVB9g4hWTS6XHdtSgK4mnOj+jWE2h8pEVhef/spENiBD7fv4Ig9LjIi6L7M8KOzzdmVWSiq76xFOAWBM5OmjCoD6Vk53AU2vkLlDI7eHKCLBefeUiZPtNTGSOqqOY1Fy8v8MJy0R6Vj6amyNmUxiYJ7e42qBdvCs883u2++6iTumPcpv9IsL5/nDz/A1ltIVjeksbnSXJrNcsvZKr59Q6Kg5FN3s9AF7o7fFuFy6B1c8bSjPzClFTzDO9UrBNy89LSTFvkUUCvO4M9GBYqUQflIQhT404/ZKegorqZ1EJoCmeUTBKTq9V+El7/jCFdfgW2qZPz4M5jupKvAvg6Y86u0dtsW19K4RCC/HBUISzpUfjigSMDc4OuWsfhDw8l2PFod1iKhtpOEiEcJW/demdM7wvhxZLx1D/tlXTWSAK93YAOk3CT5GdL+g8zkOcYkjINuHgd1VNDg9jMEfTIuFRkq3hfJrDeNmQO4UIGIkhqZ4FFMw1rGMNIuJOHOWeurhWUQ4Z3QQYvxMdK637k/CvhfeaiyE0Y16v1QMeYQN6qPcnqUcemVRR8Cr+5iDnaCNwv4ruz9XGVT1DrsxA6HAdbas4Bc5gM9/wW6YMgU9OfCsgK6rE3BkekE4c1XW3ImSezLvHOXvlqERw7unq0N2pWQ5mfEPO0ssSvti1lBDgwuV7pd6kvhTr+7ebfr1WLfUcgsi/RuflvPQBy6Vw0WDtvaXZn9UUMC7SeSu9t+Yrh6DVET+rqWv70XJdIjYyb5vJ8lqdWqCjnxKwpIzdufMp8eF+JquXbdRYKNxCrjpBiFCMzWw/F4BJHFYT1xBhDBLK3WJprJ4f7Zrz/T0pnhpPl14r1hblhqOpQjNvZG4LDW5R2LhveUL5QnfP+hxfAGrEazYZL7Wu1EmgpABi73Nuc1JkuhsqsYL5IaTeJu6FceLfxSwRla7O/cn1r+HnScTTPO380fX5xjEq235waid3qFxaZZYoL+TID6IQJ75/nmoM2Hv5fOx/WRMH/ZQGF8893GHRBbcjqhIfhU7tYRCm2tp9XRAQ54qKqw2RzCn73yAajbdwgwvO3J7PLq7id01I/I3UOpzYPuDdZlIEGexTbxj282x4193vKTWVDgYlaoacVEG9gqcjCV3VBlozEd3vyaKg/peFzAPscEXBxOGcRn9w8w46UiHIubC2fD5rh0W+k/xIOXbMzRVXXKyAvfRsczgHu8x29kXjRdLXWXk0mINQ3DWuQDkTLgjyMvAqMaDWKBbpfDU1Lg8rRw+9bBqYg7jY+5QuvmLaSbS/rgZVpn9he3Cc3Oizy9WsSHZBq4ogz25lnvoqNppm/EDoP8J0lECzm95n8huiks6woaGfTXo9eFts1/i06I2KIXAR9VIJX6MJM9/EwMcm2DvRs4NpzuspN7Le/2vnbp2xgU9wgGQebaGDTiocyT+Km8fcoWHOyfWnqSh/Nz92ZPtCiA9+56WPMY+vaRrqTYnA0DP+YSAc+6uafyqXdiVqXgHEVzyRQA7UlOJya6iXx5JoccIqt121O7AMOGYf5DARKtrr/WJ4bnVJWiFveR6nHOwZX+rgUO/lnAgxQyWX4vokHpoSz1JQ/LZHHPGQm5PZ1berW+1xvTjLcvfO9AFoLpbFuGED1f0PqLe804PLlk0YL7G1iFyIzjGYkanz6ugV9uKtENVFIs5YJ+5W9n1+EsUUmo/+CtIB0knwOtU0ZQSZlukRlZLS7SqYCe8xo2vd3Owt7nfgMPR1DoyQ8eMpqzxJX06nstxasG7jnegCJu0587qntBRyqeEZhmkdEFU7+F3QVgQEnqMOagR/Em0CjIqeCHu2Zd38WWR3eNSi8tZMgl371nUUpVa08VGW8M6MT9J486z1lV5MYGrLEWcQSV+lvxtjd/hGF/GPwI6eZCmqcACDMv00INXCihjW2Yuy8dEB35Yo52y2SAs13erNnXw9SBfK4NSm+Kh2rcy/+AZFW7++Cn/189p8mcncl0rnmxzR2PlnHa00/kOYrlMq54S29pmTdSbkEqsiO4X4BJLaZOymx4pqp7P2asArvbLw9JaCydTF4K4dSBfNeku7i7/Hft8jfp3QACNc8kWiDcq//1aUJbsCabYMlHjrX/mjobR83gMbu88ZiHSVoneNmxVlJxnhdk1rOlRZH2GZ2EePkXBj6SLjv0N+wlxElfvwoWN7IrW0aJeX36W1X8i7agtxEhc3uXL0JWstr6TyPlwmQy2z72JHSFNFImwIQ4aiLVOyZhUVl8iZZpJ44+HMBJHIzuCfKLmcTPIQGXDSBcjJEKzibf63SnpjeswS9bEtFhvMzLrodyyd0OSCx4/0Ar72ckV+7VewedC8lk5Oa6Wdw6UCfDM/oOEUxXt62Aaun75xaCNRD6qscy7f8vXTg43L/BV5tYymdXkR/hoEEn0XkjC8YGahKaQkIUGSmv0cYruqMSdiqOss3PKly06XBVHrZS1yHmo1kn77GPGrhpx/MNTQjVd4tPcXwqMhu7IncfZwwXL4WJV28gUVtd2CP/HZz2Dy/pcY+scI1zDjgJiw79pnROdGlzsp/rPqyIu9jFQw9wjRqurtBwfQzqXdRQ+mOb4x4AeoEwBJxHWKNiDjyvEhVisjlrIuwLFnyKeE7co/hvn8GjZ11pT9hU/WhfeWKwUm8DLLtQYswzp2XBQIsVFVceYMgkuAWqyrqGK5xSiC6dXXMLZQjMBTPUH1WMUXdeBSoWO7pnNpvehx4ls4JiAsHnH5/UbCnPmxVwyap3J/s6P6c67wLiPqYxShc35N3x0BOJLdv1oSlhmBzupfA6OeAEMa76+TpFmszae68I/6C3SnpEeV6aX/3BhUzgleEj7zJ6xYmTU2sDUBDZaz8r9SmDbbQqhy321+J9w/dbGYGdYpEVRPFnWdyE/TX473s3wPMxFp9qmEycpe1iE9Pit5YIuNoYEJmADo/6Nxw7Eq92d285BYIlbq9ZUZ0r4qMlLwzV8Ed+PNrb3pGucvNEWqAo5Rt8fb/CjM7H69LFTMR5/eAbD4iIeU26pE/ius2Zc/+MffmZEKZ3+bkZRG0uR2pk4Nj3zEHhAY7OQSw+oggobEap8K5TvwYA3txNGf0APNDvKoxve/rmanz104EBkeFTJ67VkjMnMLGHPRzPpmQWrUXGYt1xzVF70G0g/AJL+vNHds/+gKB+KEQxUbcSMRbW5F3djqDP8jgXuYHhkzfLQwG033Ot9SdRu5JgkpGP7lr1CnS2XfMCmoHyoDHSldaqXwrahmmYIxjQF0B70HIzbpNndG9vND8/wZGcoPVNFvtPLlaJCDUGfELVwyMjbqo1KnGBRdC6SfR5CjCUft5W1xHVeb0fPlLh+Hp7yElqRtqE/gBXbQEQD/HXK+D9DKbVCV7SsJRxvpmpj55UCQGOHepkwaS1yIHJ/4c6RFhD+VLQzuA8VUbkALpQoxv1jDmas6NVWGSO4o4b6Zt0Z0QN3tsYLUuDHIO4RYVWSTh98Ze45+pBmGm07/i+Xdfp78umCH/41jKXsCefbaw4R9DZgH7Xvv3h0XBN8ry1ZpVSEEdxD1cdXDjTECcKg/Jr63f+OtjEHmT239AXRNN3uxHQM8kDKOmMi7GHbnikUlgFT/DcpZT/S0icCYMeKPi30unso8YK4WFdidcdW3Vr3ImeZLqRiilxj2WEmdBH/2leEllHlcKPWGEB+iA+LWYUZfX0Z7ggGwCNEm5Ei9ahT3BZfQZO1m1FvF2/IFBjj9Ool5eKpk0jr+MkejtV39VuglYgtV1o4vPJMEOrFs3QDsPCoTTcGpX1SscS2e4soRZd1+4hlD5TG9glA47SSXkaD4pWtTdK7W/k65G1FDRWp+/a1j5omwZiwmcN0UOwGNxyMeARvdIQlrz7qV53dSj6WVzHbPQXWZmQYm1nY6WxlwA1Ga7BczeLxe7N6andshgJcw95jim0vmLxf/7AiJE/sUX+7y98cuIJQdFmREHceDoR+OUdcvulQdf2k/eiUI/65SUV0EoHge0eXoWTWs67ZD7Diu7nsrp+2ikR9ap0upQnrzRxChrsXH9Fnpj4B76MQ5/7WqCNj2XTird4F7lr5uPtWIi6Zxac/ehebuani3syAf/ZXFSe8u31O05KTjhNn+A8UU6HvmRxXTgBjUZzHqKXEL8QOXTYEG4OQ7J12WPwpG3lXzEkvACMoYus1/qwKhbBJdbnwe3v2iLysotfWCAmV7UqoTx83PovVfwG2+nf+YUYap8yENZbYtH3YEGfYcmiZ1wZnt4/8KkRMlEWfAjy+MJ0Y6WhcTydNC+ZsLp++rP4fOthS1FLVu1Yf/jhJxf+x1C6afEcdGkVPdoxgsajXvBnCn5uXI9MAXROoa8aSVoHS0SR9fdlHAG7gOHGJgufnqCwDdfmzOCM5aCcCqxOpxgxRbedHNE82ItPcA9IPJUwN9cxcMWynDLsfslCuZyvSaq1v2dPnvTdOCbaqxuuMvXuEOc6dAuoQ4qsJ+C/UGCKyzKyfhzxi+zLe2DxwxThOd9m8a3oMGhz3GljwQFT+Ab3gi8GTcHP2HbPNpDz0x6sZdiWV7NfXmZSYAASFJlmaC6yPFN8VlXXGjRMSjW0gpDkR/eM5Bb1t0r1EVYomuUfMUoEYyH4Q8udz/XOYUN9CheK/Wr0XeLu/4BFvYPYmxlL/9/uLLMGoPazMN4r1EV1URJP97ku2joRCsfoeKbfv30uetN+k2Xw5zYlnbr6w3ax+22Y5960QM8Kz7eKgfoo3QAcTA0/lX24h/E72rBHQo1yEOWnB6RKQMez7gld3hEqMprpc58lWfJY750Tb2TA6sAFOX0LqigtqURsVc5axw2ozb9N40HyNwKZyj1ZW5uepf7w7TJ2ghlT6DMKCR99dhzi8t7JQXQaG3e0GgtrotbVdQnJhgiq4GT+QraqNRrN5Doyu9H0+/XmDiy1dWB/wLxUxon
Variant 0
DifficultyLevel
533
Question
Jonah, Murray, and Colin shared a box full of kiwi fruit.
Jonah and Murray took 114 of the box of kiwi fruits each.
What fraction was left for Colin?
Worked Solution
Fraction that Jonah and Murray took
|
| = 114+114 |
| = 118 |
∴ Fraction left for Colin
|
| = 1−118 |
| = 113 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Jonah, Murray, and Colin shared a box full of kiwi fruit.
Jonah and Murray took $\dfrac{4}{11}$ of the box of kiwi fruits each.
What fraction was left for Colin? |
| workedSolution | sm_nogap Fraction that Jonah and Murray took
>>||
|-|
|= $\dfrac{4}{11} + \dfrac{4}{11}$|
|= $\dfrac{8}{11}$|
sm_nogap $\therefore$ Fraction left for Colin
>>||
|-|
|= $1 - \dfrac{8}{11}$|
|= $\dfrac{3}{11}$|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
529
Question
Karl, Mary and Lily shared a whole pizza.
Mary and Lily ate 52 of the whole pizza each.
What fraction of the pizza was left for Karl?
Worked Solution
Fraction that Mary and Lily ate
|
| = 52+52 |
| = 54 |
∴ Fraction left for Karl
|
| = 1−54 |
| = 51 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Karl, Mary and Lily shared a whole pizza.
Mary and Lily ate $\dfrac{2}{5}$ of the whole pizza each.
What fraction of the pizza was left for Karl? |
| workedSolution | sm_nogap Fraction that Mary and Lily ate
>>||
|-|
|= $\dfrac{2}{5} + \dfrac{2}{5}$|
|= $\dfrac{4}{5}$|
sm_nogap $\therefore$ Fraction left for Karl
>>||
|-|
|= $1 - \dfrac{4}{5}$|
|= $\dfrac{1}{5}$|
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
531
Question
Curly, Larry and Moe share a bag of strawberries.
Curly and Larry get 81 of the strawberries each.
What fraction of the bag of strawberries does Moe get?
Worked Solution
Fraction that Curly and Larry receive
|
| = 81+81 |
| = 82 |
∴ Fraction left for Moe
|
| = 1−82 |
| = 86 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Curly, Larry and Moe share a bag of strawberries.
Curly and Larry get $\dfrac{1}{8}$ of the strawberries each.
What fraction of the bag of strawberries does Moe get? |
| workedSolution | sm_nogap Fraction that Curly and Larry receive
>>||
|-|
|= $\dfrac{1}{8} + \dfrac{1}{8}$|
|= $\dfrac{2}{8}$|
sm_nogap $\therefore$ Fraction left for Moe
>>||
|-|
|= $1 - \dfrac{2}{8}$|
|= $\dfrac{6}{8}$|
|
| correctAnswer | |
Answers