Number, NAPX-p73018v02
U2FsdGVkX1++r6l1q3XDith6HM7ToTNTSDPkJdiHbdHd2QGwEL0Qu5ruiUmXlK28kjbCa/Wy00TWDyYKGv2C8/G8Fcfvc5u/kIZ+pMQmyEwSkmB2yT7S0ofdu1iId2wvOR7zZD+yuqtSSAvy9PD3hLMKWVogazqwFnfy9xdIfnjlLOPHVF6J7ZwaB9qMJrhsAimuZ5jXnUeoRjrpXD0mp36Dz3zyKnmTw2scpyaQcLY6NNL7yaLUSu+sIleRc6KWsL5+0ZiTHv8gMshQe4YwtBL9pxTDbeEjoGhIKVHjlIZeVYh2xPm5D6VuLroYK4SX9iWTWhSNzmX5v2cI/4uq8LD/3z6Y0sMair8aE13sownkNsN4gK9JG7/wJUoGJu/Wn2YFW3vOENocOGxrBG6f/MLOu52innzgMnowKu9m0iyDuD0OMJOPYyltCfv+nVur8hjK7foN73XM6x3M3/Y8WQRIlQATMWzW1QK7M/TPLytZ+3a4JlxLZzB1DLR1yPhSEs8vIrYaDM7lxrl339Iq7GEYQGMvoNAJl87diHEsNz3R7ghiDi9e5z85/8U+IRvus1C19x1W0HW5jvlxgawEwe+IZlLuyGgZvmqUjsB/6F7AEvDx4bBiSecoIZrfJ/RJVDQVJbPPFnizj5ypaPSNGBBsChPZ7a8+YYVJHqfocGXzbcaZ4FaxGvxNFB0WCZpWTPS9oEvD0ffgljzRX1BNUgEdPuUu8gV9fkfVJneII4uTq6YKPR9hXE2VDKvNJ+1Yj2PajFX1fzUxqRXzpw3TUvWs65bCP4jzTIZyLOHKUWWg9j19Rd1THPolQCqF+ju33TVgn8kzxzP9eNrN0+XDMaVM20drd+lJzfXuCiFk7O5dW3xVn/GUj2sc8LhyKE+Wf2t7iyZJMj6tGhdqPtlCtXSjVM/s2Nak/tJZ40MvD2GlFf0nvt9tk/0RFYMVcGtXbcLpgYC1Wg3GatHB4Cu47i8znhOLHkWjvkcSjnwhLSqXLLhLZkyOQdIYQkWQy9568B8ZW7APBM+mDpJX7xY+iZ+lZoMdkZQmUXP1ozXmZQH06gnFIv+JNJj/1JIttXj6haFOr4i96B4B4KnNHYf9sbNWcgDI1rfVXt/bpWBsVO4JDJ/xk/Jw5+IUoM5Takv7c4nA0yFHmYL+Fhk+AaWGFZicnm5zvoWcYLJo7tCgUnxmyfawsFskF+b4FoU0PAIqT7eYCVcax2+IsX2VdzeGcWpHQsZjDLs3yvKspdi+clTQmUE7AqMgazLIDKqoO9PmVkxRL8nra73t+ocdxm8ORQilWRF/un8LxGliMvipPfR+wVtAmty7jmahUNFiZBT6BE0NvzNVVGEvtZgENFshEJMDRyxZ1r0alaCCrtasdTXJdsjvDcSv4Rg0Hspz37XD7VaWo85uUT6dVLQfQCMGqGK87KxJiBZjVosmJJx9+J/hQ7Ju0FFnhUvlh83TsfNAPKYmrtZ+wXjf+NELZGMYTPEW6CwfjenpW+lUnJ/2xuKoZUB8StVMncXN3pWOEtk7yd2hCh9yR66052HeC8A5i90IpKZ0d+vyR5W51fIg/bHlQ9m8Lfy3v1/HnbuA2xpjza0Ft3th5SfFzCDP0uJNYqBQ+S45Yoc7GuVZo/WCppBLOAkWz9LcDFqyIMkuYoQE1RnFllN4EWnr6jrGOkLWiVVqEf20eBexuqKrAouifl2aAb2x9WkkrlnYHOt+t7tLHFTQZNevFWnxRwwU70/q24EyiiheAPCAHfnOPgrIfwr+UF9wiCXRQUXWl0Ckp8SyBDWgVgUhA/04SuC0Danufcb5Qk4gIpXqNjFCyoBgQStb0lsyuSdAcbIm7vg5wZ4ewPaqDMIBpZHphBPnCO9XmTSKOUAJBSEOfIxER02dJ7EqTqJO2qF5TDVlikCatCoNyqWF1j0dj1BcdtebpsS+I6YpLC/5lAYh9ed+IGfqVxY/XZX7U5oyMsjw5ja65aDvpH/5G0zqW6VRBa0mlZkLHZ748QQSHx9WHaejplVNAmZ2HU01WK6pKKksXgYXBr58hbC2E66FyLgW5CgzrCLKOTz2iUGwFYDoWeRw+ISOt8Oz5dWRzNjqsyK8GaSboqemOPwWrLbBblvlIZptNGKU0oZpqoracsY/IoAbWvlmapdibpfDUiiuEiJxnUeKwzApl6UI5scL63FogJWIlZdu46uQpyDJ0TjmHmNuKRhJGLko+ZtshYhQUxABa+1VeJaPFgvjFbNb6Jg7lhPKRKvwlnxUJ+E0JO5mGX08FzjX/OTK1Ra3Z4pJUlkW/L10dttD63H1T0MT8GHAMlSLXuW5QmTh3kYT/lJzS+sqL6tSKbFNpAMAppv5P1PQOHYbEq0ysCGqGgT8ic8MDyXjDGw2cyZ9cq5xA7hX979jvuEu11NWiByF2ok7GlJY+9VcftbpVxTLpb6pq/b5tcs3BEw1skDvGTok8kxzBWj6FmrEuf4c7poOM+PWPIKIp2sQxb09DGqghrMXtg0jRXMpGZsAgGxVttG9wX8I/lQ0pf13lMYgHft43O1EKKDfRP2+zsR4iwCBkdB+gg3GRthbS1BhOO8kUXUYIw/40V9MBArNKh1vH0mg5ze1UHI3aGAFrhNgmbgDBBKZ5rYTXwOsRRP1JNqTfQq5zWs91rzLbsCrLbUCrDAUqpPnqAHFxD5qYMmMJMk62amACog7ZnoBENx5UwHq7n3LC4o56e66qgssKSoDWNoZsWDrCzrHnM0KL2prwsXLO1hIC9yYAwjBUYruVEPGFV7PxR2MlBtGs4/e9bIctV9x5Vpn9QSPJWEeE8yro699b8wm9nqhshWvczTGYBReE1yk+OCfqyulH+5yxM9beSZDofze6hEbPsj7/F2PZXCi170DJ2UbAyLkWYrOdPkj7gRo53K7HRU7Yi+Q5KYGCUXpj4H8/SKl6Ba84NunwpUVshY78Ko24q3LORRUNMPKOMW6Q2B6lHazwkUlrss1K5oZhcFQeOt4whinS55N7JBxNxRZw8OQPYQrD6IUlnbSrc60nK2X9xfHtDQXnAxUlCMj6OgYTQSY9reMI68OcNMT7oaL6Tmiu9sM0XztTv9Spj+sqRaS60U2Xynown3ZSYpqyyB0bpviboa3oUBVzq6e1wPS0TfWSOzdnZmaJ4eAl0R03qHV8ZfE4xk3k4kjb1mSinm2PiBmAmBdvfDHsPFDTlbaaYuaAIPUyL2vviWPCXdVy4UpnWCHChbB+yTCEzWgbbF8T2rKbdHXrsZG1M9YGPSPzBjnXKjf/LwBc5AZMP9sSOVEJe44QPQBuN5rVLRYOh21HUs8yqAZAW+C31gg3QZwZTBigHu1SJ+8BBy3CTaitHdAGrIUYMjPdGS1pu2R/lGRwVtj93WJtC9EmUgrxRMXr3/B1Cb7hV/OQU3TVAaqnxDVflb0b69+PIyrIqBh1433C+vxdcjeSPj2w9x3H/BVGtSMBzft+bX3Js9jzM022z5FvVDM3WLiX5i/La4or6WrAhiJaRQSoieidzY2sEQzlNotBd5Bwv/VAyl2PgUkN/fDDuwI0cSAuG4zfGAmSxvw9gHKFbuhALKCSlrbNuWXWOIYIdbUpZyGUYy7cGRsBo4+17sI71k9/JR09yoAHQx5fZuAgeitGijBjbXN3NwtgaX2bXYuoYj26uk8VEwkKu1IthMDtwQNfjlmLvYDcmKarzmzM5zYdY48/TsDNvPGbpsN3saJqMHh9YXP4XURrAr9jILEEeSJqlfMcpm7ZmwrKpk62FH6rrhhBKpOiIwkqGZX3oVLR/x/zLaB6laCBwX4+Xn7PcNXRsqaDM5VaUdZRr/Rn5YXv4IOLimY4mK3g40IA4qCST0ZrNG9BwCKczKKZ6yj+4EHrqPamaHRxtzjjvEd820Pr7Mt3sE6wHl5IQi0oxknANoG6CaZ3UOx4PThJ7LABjXKFIquHcLESJsdMhPy3rvHO5VJecI24RL5orSIY0/hh8cay0kdTMiJ7bXE9j6MskiM3CyADfuPAaCcvJ2eT2z0G+6+zhah9qH7jVADvXXiGHFdla5xEh0YacAHW1/lS4KCPmsGTWYpi6PUVOd0wvQOGizUmFI5YdpLsbtofja378nG9KSiFwXx7XIjtCz3WieLiUOrnsOWqxJc20aPSPJhu19DcEVlgpKMDZAQ2fDA1pVVSVzqZWPNjGXH8zGOjgLmNbzoNRQn6lLJjo84Ftxny/h0sukFras1SvzYSoMSuk6HS4EgC+Fbm7Xx23UJcAyUCoMVqP8RKudiZ+Vg72uFj0xHSKR/MS9XDlRmL25nCH9z/XKJCFkWIqdqV92n6ogrDH4zzfW45cvh9+yK827SEpusk7xSL4RKUNr7xvfMs0uOfmiuqfww0H+o26Z6u0a+sIouojvmpqV1OxJ+LNjLyHTV2N9D6WVeI77ngEDsVGYDMou7002NgAIAlTJm65EmqA4Uz+1e4DsDK+vFjNW15P0XKuB4j4jkoopcCTpHrJtZVNlEuql243vKobN6z+TWqp+/Vrv/SyCwjgyY6yrYun0GlynmxLRJ6OQsstE/1Q7ZPhO7UFj8Qr5TPrFGQZSafjKpPzMgqKbK00hNFxzg0aiB0pIrfTOkvct857NNph/XS7cYuBYfRt2fgRPOulj8drSyKpNSaHTAWz2o+uJJzNp9D5HhHP+/YBEguRJOi8bt8iWS7Va6ptNDvUVzLWIqYPeJoRICp+14Eq4LSfEyaVoMIxTj0cBpd84n9lNTX/hwvHE6uwG5eiMgch/qMK7ASoQRW6secn+28ILDrllE0Z+3l9Qg7wdM8ASdO4Ul5JOnsm0jJy0dRmY7pEbofs77556a2J3GKY436SgvIrgb3QzhQNRpz4OaQgowYRzhEPqZhLgHZZ5TdU/DRomcF2vW/+cZ8vjTyToctnSxeLr6p2WeOr+02vmfMpSXxR6Lm05sUmbgZGpftBrW4Olmnuj78FZ9RhGK5cl1RI0olMsH3fF3J16qFdKjuFztT/ziMyOT3jwizyL0c6buxiyyg4cuY5U93Nj5nEdlJekiSvRfsBditmjzmxM6C6gyYPQQPuWN9io3jyc7uKiI3y6+Ynnx8NQVr6QcXj2AIkvtyT9IXBXh1xWdPRCIKeZHcoESdj7z7V8wDqXW1zMwUeLI/uX35bel3LeGBU00jKE46UWk3oMc18L9/PtQD57pelY/1ibtO0JYrEFttA0ETb86P69YLcDlICvHPrWPE4CpnhmojfaXU7ZZtJWF8z/Z/Y/ct11+IHaD2ciizNkAUibourFbW7xmlBF4XjTB9jKNApnkY/fyIudbOFv26cDFgiVlvwUaxLr8qmPzAe6Rp6DUEV0yPSwGYR2inQs+u7TKBj3pbe92JJrSKpG4bjqKCTmSkSYJAKt8SJyyKwSFTYM5stwF1mJSq+cSx/ud0ZloYrr18Sg//CNBlHYW5qPOyH96CaBxICvcWjmgg3UprGFEt724tp5egw3ro6uQrzUuJti1VoXsycwj6g94jK32PlvkjQreULGhbJSl6wN2jYawIwSjG2bCCjeSY0fuIcMzsbcYznqFIyRjTn4vtGz8D7G5pqbrbqaGUdx1TIxDedkKvnUIml8THsHX+rCcsk5E552IkHJJWqx2zX8bHIQat9TOdLqEDzGRtdU2RWoRLz+7cW37r/vWjGpfNoVyDBpUcI6kvOTdxjct+tcc/rahlNR8rzfz+qZStoHNra8M88TQDRKFb81xa4gFwJblxdA6Ty9d9Ittx0Bx9q6IAL96t18esuHokuSOhRiPbbxzCI+lTTJh3nQrUNuFIC02Ieo+C0FD6jCvsj2cwu/QarBQcPIXNOKQdgKzBaAY3H1nKK6/JT9uK0MktrBwjZTX7dTUU9r/Y3/+KWHjzDXfu3oReqGFR96QZVDsGJzbD++fCC7WmW6dHR1hVEjQ66+Rr+pf2Sa00AUBzBEWyqPGwE1Izs6LK+VhticH3OV4krB3p6P/bc1afKWGplQ8rpXYNs6CDIZGwVacvg9JV//irI9DZNDWKZvnYWdM1OyIOkw8zn6ABPH5XN7EAHXsM5zH2p1Cq4d7/fDDAonSZOpp734nQ7v7hiQCbJQ0sBRHRyv5pwwx0TyTRUbkyrxqW2osb/d1DCSHmsCqY8ylrXNHoSikIUc036mGK0RjUfhP2uqSzTpSgVHucqeR/ZWTDzcAkZzXr2q17m7AvbCgfxQew4sTgTLF9AblvqRvzm9kOnhcA8+KnDmmj2KNafnVo2c8zg0gszc8tb38cMT9Tax7sMvZn87S8Qvd/kiqpjEy4FwkI5gnRoqoHoZ/cO9YaMulHdg5aUD4uWnB1x41wFAs35iar2reUkApR0MVUTGsU2JosmvNXvWGd8TmUNR1l6//gHQzjvuSJBG56iTlllv4VgejClYJP5xyiksghH+iOQqU5Y773d7OD8s4jmKaQmWd/KDm3jAvyKFnH5Ruwx1Q6OwpF60vSJWKvJZeLb2xhB5CT2Yp6t3g7lU8a/GCcBeyPJ0kCWYpRfZKN/HWhI4ynJASXinUGL92TTDGsT4YwLecVZlK2mRiJhcLj3PbXiuZSwH5YdPW6PKsDOXkclYUfKwxjJKfIrGVfIxaUChBrUYh2JO7kKtBjya0ZPd1kuAe3MR0C4lis46NakvaxxRAzVsanPicbFBihzhQ6RkxyhlHU4EL21AbuLXlnM+4DsgIiZ5oie0czKzAj6nPT0gnnzgBpVuGRgNz4tEp/On0nA+C+KD6jR+h9Tes0H+MvSQNxoJqc1f5AJ3C47c/UfLdsD7kq5GRHTRdSwko/f3yKHhs36Vr7xJ4hPKHyFuuZg1m54JLa7UITZuJBiyNikL+0WGqaYTYmnxrm+TDVziZ1d1KTF1X3XfOowZMztQpgSuCCIlIUrO4K9BMF/LPhDnaIcapFq43pLphUn5gDHQO6RsiRd5h7Zdm1YGYyuwDdnY9XFCPbjXOE55lCR3QEDSr8MUb62OdJlRkrON/66gzB5t5r/kBr9Q1x8kcbxN0dPsc0MazoPmrwhR8XWcibk2i99NVSbltxVg7bImOItJ9Sl/LOtyzxl2siwBUMwnxHLWfJDCJkrogMC7CVbaf5cOV0mSydKe1IGeNnpnxgapktx1xfv/WESIewrADH+qJECawof6b4zPn3RbAmStVW9IDiV2eYlSoHpjNc9Jli8WXm92/PGoAfkux0qtClHRoitlgN+TPPCmvPzgR2TwTStMno7X/0tgHz0jIxopoEaTd1f24NLXPLuYlqE5qBTpvnKhQW8N/5KNCONdwQWqkC5qldskv7lBNj/p+aZxCD93bjm6MyAXGTiXsf1XCdiZeo7d+SYvwGZANUC/F493sCHjTyFF8KQLyk45UPj5N8aeOk+2KflzJ/MFGXwO5TnOHNoxK/j87F2OXafxDjvrVt0FVRDGH3BVyO1Aqcb7BYzIGAIKAaZYEyHgCjT68HkcqhpZpGbD3jgu/ygyiyjbpbpm2dIvzL+Rmhkwsq5079qpCDh6NocKzugnJbQLyCLPAyXvug6Qh45tM2o18Lk2khRYnFGIjliy9sdfoNAXryka5OT71QjFjFjImy8qdX2j3figCx5ZCkqp2Oi9rBkBfSRkPPadqQ+Z4yh96UjdYQjR3gtVziiuYmJXU7aFZHwVBWHzrre8cTglefqwkcGWDlpn3dogylAX/hk27VcF3fmWxCU2wsNdE4LCe6/N+HtOBGtxfcAgIT2OwOo9bwnmvADnuBSm4PVw9LRQUfD9rAKdGeFcfoeSNlBHh8G+EeY5u0UYEe+wlJfzqO4nty+9iYYiW+nLL37p+lWA78an25q2yQsyXZTUwWUuwvtKDlpxmMFqcEqQNueGJjq1HScE2vy+sret1T17j4s42tFr+iyJAoWAH2HETeTT5QjkW1/6LXrmCwGOtVam/4sYKjHcRaW4CK357z23SAp2bPAcR+LD4HPbY2VdZx3Mq0TdsqsIpEuWoP+/41ungG9WkdzCSGtPFYmPkdGbHhhtmGehsuNNiIgTP8uDAc3f/to+Y0XYwqmLqUgN86jHWOqFaL4cvuft9OU6ejDTOcT/fLxaSBXKVCn86OHdPrwcXTBo4uCSDtwzBcP/Pmw8SI0AZ5YFAQNrvUGnEoliANqd40WDXPS3AzvKZll4EwkOAPpv9AFrykgItWKG82sHh6JmCtJUbYdpMdPKc2G5qu3KCi99R5zeSF+nMkOwmc6K/9PefMkyhmmhDM3nAxXWlnh4Wg+n6HDQ68/3vL5NAtINyYQIYXqOCRrz6/KTdlx5L+Of9tPJvLA91KpVYt8oXe8KUsLS6lpaLiDqLAsnRWDfCIJ7yeu7D9bWaJm5q16WGlXx5iYb+w77xJYHImXohtxY4czhl3qxFEBJ8SRqc4BJeG0Aviqn0gb0WmAJ/MwVMJfb4uGR/ASUjj3V7+NLCMzZDFq+9BKwfg9WxXK56LGvn+uZ1IiDsBP6/+6S49dhcdSdjekvhEz2lTXR2vwMbPpn+1wyf1mDmb6JalNtpj0HBK/MgaxqmC2WMIGJqfTAZxlAA7FAsGwhhdWx1VcPHX/195HY1IKJpcWp8Y4synXIvhAGP7ikvADbARisx5ERRihkgUloZChd73uyZk5f60uq7hahF03No+5yAIeieHSnEFce1WA/vvKRuB8WkcExrOmUqc+XXIezC6l1xnsoEMtEgoCxVPh/wi7k0QL/JOQAcWG/YOYumAItOSPhKj1cKeQKErr819wFDOKpp1RV87JnXnFXCULV9XULsDBroA02mlLbqNFMr9QYx1iPtILK2s3xM9vIbmnoW0S1yOOp2BegjWsnT8If9NBegciDZljUvx5fI+1SUfhocg/ZhwBTlzkXJdub6ju3Uqv+wzm6AXqhUc+vtHVqEqnnHfdJ8EtwUt7bkB1AbY2zWgGBDL1Firlu5RFwyNeyrTJ2m29WtSgrlLM20bhUmhBfQBBDfR6zPCjEB2svVY1f2NBtgs5yEq5I2QaPbOo5SDPK84wEBx5IbTQKc8IBayYedP75ddDSscmRyqkb7xnE+PFlTInkYwfjiGVLAttPDBlK55IZeTWinK1gfuPpsg2SAZe9KUxolbGbCRQeAkbSTswNvWBLTdNkvN++jtrlnPeth/dEG/tJ/uGja/HCgODolFkBYuGMEJ6Ho6e2gpAL4lxmk5NTjN6Hfa9NX8H9MWQGwDpPDWrBABL0WgcyO7xFink9u4Bk+3RHhRtGjDhlQcUnEfwmzBbzA2xlQAPP8p20+paS2xNJCWiyZ3aLPrt4e1/EaWh89g/363wlSszZzx2HUL2Gp8PAEUQa2t9rPlrYMnLfv5psRD5rDeh4HFJjUhg4MnMChqx1jK/CFwFrZPBLXReo6h6O5V3MvzxaehfOX03aY0hSabOUvin2WGbjbt69Rqlkx6uBNd/pizXS1PzXt/0kum4ubYqhYGSZS+rvyhFdwgynJlWCJEgAO2ee66bpWheFuam829cY64qbAkW9vVNboWwF4YGtsUR2jYMvXMZFRM6FM1f9tdOg9zFvmPhaYAt28Kz8KXe1EemJch64iEzQtHzfUNl7c/CVpErTae84THjpLyrMdg8Zz/rnOycT9l7AvlIO1V7KHiChyHbaQqyfyeMSIiqG0tAlGS6JVYWVRrRCPyjavXZIZqQOsRxtKKJvhXxWbfNnCJvtyFZ/rXyBqaguFQjJkBrdChQF6Zq6vjlJqp4U4It7zCOi5XbWOW6WEmS+vAVHM1j7yPEY2IUqsOhIIKFglSnVNLGGd+1t31o1DhDdz+ssx0e0bKroLAw1LWn15qFjOb5YqGAJxvLUx6WDhPz8rD0q1bb7ga2rq+c1IqRKge3CN0qNo5vsX4L/lkSrEjEhVy8yOcGkgFpYBF1gUEtI79TQ4hHTc8lPo8nj2laKkpcxu9s8AMRCf3fjIPJ+6j503QknH8kjiqNsPY0HAQBCb9rGck16EAUg3hbNx4H+f4Ti46ciAvSum8hPxYW0iCLyuLpSRr6C4+Rym8ZVY2ZciSJGNuJJhR9BsMNKFlg7xgy20ViKsM0SfvK6P2KawkJeCKYJBpSnRzPdwMNwXK2VFapBeCkxr99uD1MXEQdy1aT5LgNdPdp+1wK3jm71zLQlULMKdxTseZV5pxrnDHORweEO4y3RsigZfeEZMEQ2Ts9awpidMfiDZCd/60GSR6+1jpdtgxtVOfJjKngCn43Zp+et52lm5A3BemJ5AWjBfHUtdxoT2i6FGog7JW/U2jIZBKCRNT4ckUkDaJE4oNlCYx9RDUw6V4NxQFivtc3aq5SDokMKiSVPyt68ePx/WXUErPjBo2UMl8kBvSp+Dw3wnuSrRUTTHxxVkrgNN9RbcK5lbflEzOsHJnnNAgOsqqEeR4hXynlI7I5opHycy9H2uAknzGanmx5bnjl/Iy0bmfEz+Li1TJBXN7nToXhie9qaGp5LsaO0ky4VSOtDBF37PnjHH+4s3GcGxqIRjIwGorcNdZ3j4D9Iyk2Qbt+ZbbLevRrWyjiPY+SvnF4N52vA2nqba4VuqwJyWW+YnbZJRgrkrJS7wSVd5vepzpxb6nxv2Mn1LVHe8qxs6HuZnO+o+w0Uo7D56RmlkH0v1ADYNUR22wwAqIfhNruyW/0CRe666erYifRLYPeqp1ZEFNw5sJJqdxMCxU6uOhLgHRdP0ddPkzsXSsXrNrgDXxDfS7UJVsB3jJDo2bnVUJfoNiGfWvrfBXawh8DI5SJ69pK+XoFSAjzKBaVL5RhzFpEfpGXpA6KH5W+jj4TL1x4iie40fEc1/jil6rw+Ys6V80BQ8tt42pUEk/a4dtAFf5HA/WckdFLZTk0ycMEGynICBGewfOPPETDX5ZObVZJ0ZXltb9i34IX2xVxg46vbt4Q4RL0H5NmzXwICqdaqiR87h7diIGDnPSc9fl0uNJH0IVxkr1JTcPCRnXskvC/ZtUB5osA7oTCHRsdXCXuoN6CS4ziXtUKOW7xmvrk7qcbm7IilYMn4c4PyCx2wIEXNc51BHSyF8WkbmQtIRsoo5IvkjnAvshJkI0PsHA7nWsxRkuftQVE1/XB7ec1mPC3jb1+5/Wqack6ISdZHumHl0Ch3pxwkCc+Xaz47mnyrboygTFFFAkL6/XJMhUZyTWjoJIqZN69+QBz+LPo7ARBlOWrcIKUEq56JSKvCbvsr4joDSyb40MlgDg+Sux5cKzk5YzqtLtDpJ/1SjyDdnUoO733qO+39g60VXIreo4ez/GspNRzCaIG3qUR6ZRASuk6gPPzYHlXqtbrujmWdKb4R3LR4/uU92nXCSKtiSOgatK2ZmsFSlDRzfewNZiduwSUn6bo3q7pj+Gs8Mm/IZV42w7D36tH3hzUPM4V+9aKmK8Ih2pwcNlsl874k+cvjyAZr9ofpbcX5KmYhm8F8HQvzB5Dc8W2olH6vfx1ZqZn2hxTw2YGHzIPZtvSCgP+L5LZNUD6NYetaliS+1XbyB0TDneGovuNBRiCDU2I2ZiaJXi15pMj2Kb/aJWRoeooNnAAzatpIqMN7uAeZXrsV2fRWAkX/llAI+TWXQ1U26qqTxR0RQzOzi2mntubZB4RE3lu+bPjpGb5f6Q1oryaffk+11wgmut/HJHxqszmyIbuW+hheF6lGySjWNMDiFeBTcEHIieduvQwq4UPdRR9bvHATCJN17eFmC0rzXzd1sy0Z7wXsxyqGGHb0FGM5Dt6HaE1qW6mp/22mFUZfuov6bFIsIjaKugBXFRuKB4yT+eK8trlE3kPbTPGQWbwtDGEuSZ9WH4pGcOYmLfFBRTzSObeWxt11s8HB6QpM52TSn6m8bSQq6gg75wEMvqx1OrmcLsQaDRYmicS0qfaDxtfZVIHjwdHVbJjG1d7bk1JhimUffg5KZeUo29Uy7cek2LWv0LSzKuMxn87rAwfbipXMnIhraOWsCR+vQ7nXa6mJEMBKRDm/sTE8jxYcWA+G9YvyB4n2qPAy6iNciwtPpM8Dj9Zslo+54x1JkH4nk3946znSnzn2ybi/f472WJ8R/5F5IWgk9CeXHfAm4l8UHH2CULLBN+/kD8wBiQkAdKHqET2XRKc+AJ7wt2PaLWeovmintgr92DNoViPMGgyOWXi8TNc9bdGmhVO07VJeljxkm8O8XGHNSshD05z0W+KYnM8P8VKTg+j6m1C84vxXZDvAks1ZFwW/fuoyRkdEdX3npbvtnsWHgpTadzticcpGRPpYd3z2m9epRnBuOwQisSHXd4sHH+XGX1vA1Fs5s6aons6R1ozyb4tX/02/mnNTbvTFHJulS3ufS5ll47bnnqDFoHBda/sqxcLyc42+ZRuhVROjSBfK4Uf2RDCSqoCEt+gKyPsdozTYMYs6Dmq8QRHBLbWIfYEyEaHA4t6AnCNldS2vccHKtqfk8VNzrX95G0+EOCFUGDYPMbI5DE3X0SQx4ejILDA+l5eJ1Ue9DrA6qLSuMRPEHB1ZVv6eDIrsfLeMhbv7gZONQw8yCSZCl7x5Y3xlpQMhIV77F6tI/uylccfpUMpwzGV704yKa4TTkFMsb/eyOKK95HQ4U55UEpZOj6GwrwT8hKJvackzE+BO0niv0jozy5GyyS4fmOYg1V1TcKYY249YXqcDIXRkjsnwjoeGJbUl/IpHCRZlzVObSQ2KZvTmFhpMBm8CoSSIKTms0ikkysCEvwv9XozN52UasoVaqv2Z4uYNCnhtHt9Ba6BCDNieno+TN5lWh1fXv9FDrRda35JPsNw2xhbdP1jRPimf8ewQCmrlJD6n+VqZVoxJFhBikyhO/KpwteZ+5Cm+s46Ar6mhmRLCul0QQ/0nwgQiskgeZ8CEn6ELxLGnYmYHAdct+cmEDmkdpf4B95uJfgRNxMcnTV9ERNS6teLslMGf3aK7085WA9bdJluqxGCF3yne7SsY2z0EbYYpyF34TSUVG/2utmGjK37MmwUklD9SVs/06D70FfEHdObVUndS8Eow2X+8Kg/6u0NfzMtZ7VwXPWV/hLQSOXA3m2MnjjCFGsvx4/PoJnzR4Wz/g5ZFKBJpkqosCoUVwfBb4d/D4SC6RdoqCrT7i+T2heLGqQbNB8SaQTpiIgiYj5POgE0AolreFBqN+bI4uHGhoRzZx3vQWyrWHQJ9nZGemt+g753EyIXzGG9+Ot8BAqYlO9v8rYYENhVtUVCIa29t2bqCanOPcVFs4zEOzXGnXL+Qw743Pmp+DfLMHy2YPiznm90ICdczlyUjwFYorVKd3vqtdJ+bpsCBbWhxfanl4kdbmin2XJ7/xZTFAJ/4tCpY172ksz1Vh5g8Lz7ANn2xPVuGRkJGca/SipI/NOHnO8WiPTLepft5rNCWX1qIUR6JG8cS1BKbARD9UEUqop93eT6ccgBGvrWnYokvgdGzUXQcOn/9L+7t7QJae/i9bwDwehuwgPJFtv+k/MjGUmOUnLHZBTEyyjSfZyO9I23Lj8ylQgSFKibx8BLve9CDybALIJ6lM9jCOOIYdr8Z5N1CnIjA0wn6b36rERRcWJEXxUXJLyKE4sFtM1BN5dX6JxnbfemhDxEHPhk9DfDQMry0CPiCfSMvmDfKsDBZMBTHRx8Rh7VQjwT9sT43xtdvrR6heIo2NRQNw+ay70oPYy8rcTYxp14Z9C7ZCAu0b7BK4kVEuDdhutMnTcJhOaTfHj9iu99lwL/S0h2cfnIbRJbgykmIMJxXjcq4u87gc+XkT5WYUERsonAgO3qMRaiYGNV1SI0yJomnWg7SvYWfwhbm6ag0nsVOq/JU4eNTx3t9bz9AKlsD5Wkk/jGXXVuBjSwkQBrbLdtxL/AGofATgUCGxd86ii370IqIcUAPCsz2Oe5wf/wSZiOKxD6wIf7MD6KgRhriCk8FOZ6si/78p+zv6M0hGTX039T9tUGLhfpe5COpThegqufzVa9LefKtPptSoglbJQOJFf0NrK0AVHLoiS+NTmeQVpMfeGOvmMdS9XksgWbnGqSlMTPw/eif5/4V1wydX//6xzYQsbY6QfBK/lCxB1aoiPw8DHVTiJZek1lyMhP7eV8eBD1xE6x/MOJYFgRgBDOoDnaWHxhhOUKbL8G1lh5OPzQ5zhV7X79EXpsCZPyfYbKxB3xyTAv+FuVPIwK9pKP+XO/sjNx87XkgzCibbFU+yTvQIp4eof3+8hbb1vew4HGmxev/V/RuG7v8ABoS/W2Lr+9FSUtLrARn8h7y3d9dqIawosdyN1P9eF9pFO7Np36CuLH68bkV+1+xuEyDq4OHnMSPKyppsy999BkxhPIFNzdEYDr/2SeeQVKgBrM5Xk+cguRUJNQfEHonE5ylsyKDdHxcmQSfqU57EAh+TBhaRjPv5sEccrXAjCrx5EpSHg58XMBb+noq1SaBn6WRgFhNfaS16xqHnwRZr410a8HZLLVcEVtJTWQVxdjCYfuJjPpxYNhddaYLp42c/ma4Su3blvhjCp7WbGHa5iMB8LfhHFoIt4nfJt4px+OHzd6g6r6154ac5wRU9DxPthQCZL+uZ4vvE6Z76Fi/ACdcerj9AFK3OxxU/F1IwOZmsrgEShhIHQg/+km7I0mKJYsrVzBCDrMrsbhUqSc+IKdPF4pulwczXaZuGyIMz15DLoX+3Lx3Xl66cKfHKbfJys2oL8w29yWPi1BWvuyEtWPuei41kLnLrtPmF4f7d7NByOuNrZz4enAr547OIcuvQSJsCuwi/wv5TZ7zg6S0VGfSbake6GbU9DJJbuyCAkWoL4PYWPqbEOLxqh7Q8UN58DRGjrUdHQMIghKNVTDJT1iRGh4fAb/nqmOvuamANOJS7VgTHXrgZHT/P9jyrG9WHoF3vrdfsOFm8WaQsIQJciSgUo6yLAFXiPeSUzx4SPvj/LGdNU6Yd9fpV5mfx1xcYiNKx/BN+3plAKO5CkBNywfa03rROS/Jhqt35cjy5i79JjOIFdnpU9L2QCIqteRgD32ATKviDZ/G/VaDlNMHgd06HPIVBMvn8ksmqBo2BcXAytKgnB74QNOZFunGmQSZlU+njH9xr4r4NupYz1oEr3y+w6bEQibOdUIFw4Pn0nXfojlkG6EQH8q4vogs2yqz+ZkX1QVQDm/35xGTtJLnwPv4msAyqO3R0zjbim4qAWdlH53o6UZS73eIPg3yNDnaXyGRXQW0TDLY6kuCBuTm3eyew8yQOA2ieAKaX41igZkxf9wnIK+L1qygm/X1Vghi3X+kcZxSPF/j89j/lFaIrKj0QHH9navoG2cF2mEm06bdab2pxLbwumyU50dIGP6KjX+9I3I+M4wrsSU0SscvElbMjx+XOB5MtUzjZvxmGSVqWEs/hz2SkJ3YYFt2kKpm3aztTunHZn4zx/u3/QZf4ODK96nv/iq7S9z7zKqAVWNUUey8DegtDog6TmCv1w/zlWc38EKrBjJwWTt8w4cGduAVdFhyK5RqNZjkGA/gVTqQpU3zmdspCaqnNMEnclf9wtc+o2oxJXS5PT2e9NkfRozacUC41vb8KszPblFSJDgw34lb5NRSF41YFE63A8Yp9PhixaA5u77kk5Nfkz1T6CZEUesmwYJMX3T4Pp0p4fAVCx7x5ywf5MUWJiILx2bhOogpUhSkoN1Xgnt+dLc+6Tphzl2ONZF/UEepvtdOJcdeYd/89iWwBTcgP5D0/rnmcuLlhCkeTnw24OVz1L3gR2ORr31pzwNAjYS7pq1YIMHmcHNSqr3migyI6K9lDP2c6c+3kzaLEzaqunCb4iqbxsiOaE/0NJsl9nhVz2P/EQKangP8zJWXRNX6E/YMEr5K7dVoo5UYu1nnXswulRHgrF0RWWJwrim2VZixhxf5PyLeCoRwN6U9OEqgHS7LUTdOxbQRhfqyesqEPzDl6NmsbEmoHLIq9LClPLd5PCIrjNyFq6/ZvEzkg+DdXghQLQyJiHOf4m93iXj4uAmBEGftx0d6f5kKZMcgMHSAWpBd86n7E7EAT/FnDhzZLDj5RKxGkh6tuUdlQzdu1kGBzhjsxqTC0Tq8IUwfaib6D9Hj2NAmjRDs4D34Sknqqru+pSKFUT7wO5imRQvY+D2+LJz99XcKFTvqYkl6jbX9tDH0ECJPNt8IQuxGbNf9/E1zPtr7prA6qXO201eZF+h9NohkTRtbtev2ixHe9Z2CcLZy7QVsf4+W9xNZWik8W/QlDaQ7D4BFbi6mihnMhREi+CmCdz00nmwm0O7VgEr3EE8OIEHzfz9YjpsoeJCrERvn8QHaxmxfEibI2PwkGQpz2SsViFfwDbUT0AjG6SrjsPbJNqMlBebqLnpxH6qnyhom5deAMLs9O6mteZXWKxu70rlDLYgmgK++Jztc8nZ90MRgsNTKviDoP/lyse3kzundzmwt2BG0220krWTEq6R/i9Tf80F+L4d33PQPQBoLm/m+u66iP/l/mpmCK7KyweY/0PQ34N4/18bbAaHhCOCkfL1EjBberSmDckB6VxNb87qJrvY1f+9JFFC1+D1sk579YUW3IXahQKs1KepztNCze+OfboxJRWoI6Wh9+eYp6+WFFeOWpkyO51dH35FtJhb2Mu9K+YAogSW9z41Q22fpBuhSmRO36XVQZJT7ABbrki4gTfnzASlMIVwdXyZLSMMmkXtiH00GC8bITOCgNlfpllOLN1J056/cFkFGiyxJAB0YgnnggTv/z4JPLk0phtrMkFt2+Twqs1LOD+Jo5DvCPF3LVPclwxsxh2y60Woa0cTGXcmNH1CDWnkUZJi50u8rCGfgFgZ1zjh2adwAef9LTmQ5mtJyeH3EMAa1MNsXJeaFHyTlDmRMJunvtEfT8QZhtuPQtHc/6tkebfmnnwpcFHowCOb87DoUKXUC+kmwEYnnqwnhnerT5wIKLzUwfY1pP4s4d2eiNiuzShkhoDTl3TZJtYk22BsjUL3SQjfcCx7pVrsnjRqNFMwGeiC3mx2qu4CbqzSdTLppYJL1OsLuJIEANxBiT+popFek//UhcrBMC2uO0Cpjt7rfGGNBTZkNaYMzSOcxFGMNVcU4CmBFdJ6CVyjzMW/DGpIJiL1SpWGvbZIA7ltZuOAfSwcMmuaI2acamHd27fudbogqXjhdVEjS4hew8KrSHLI63P/5BlRfVCy9Np/20G6YBTnul1nIB0HM9D2KO1C9OesHOmMucUyEgsDXoic7YhY5bYbUuP+usPMImH98ISVq7t522EXp85q7d4bA+DMRp1fgTlC72WnzYD0MVnO5S1SyOO2MMcgmRWEqhzPsjP7+xcjSapTWqiQVc5uIF7PdTFb8ltAGJL3tWN78ukfC1X28hY6DvEuzxG7p4UlZ0I1xa92zfDsTzzrPb1lfHqRQU6PjKN44VDWwxwwovVBpj/BjYzknc3tXzlvfD+fLP+VLPun3kJwZ27ZuwpjiO62vGeuqEVSGu/QoIGMKgS17JrrmsD+Mwavk86IcBvzD+fLuQG3rFxKbOGW9ZnP52+q9/gwDcu5dJBtV6CZZwdoT5MdpCQ3DldQlOd/gDqu3Pn2uYoRhRQXXrEIaRp/+h20QYVulysz7EPJ4BHIpets6xDIxzHXKpUQXrs13jBGOIWHK9Ib9fxycR0Bm8jDZGCMZpNA17kKV4V9VK5mbori2GjdOsCq8QMFebvmmarQiDrOg/4xAwyOWqBa1KOWzJ8UeKUnJNWDT7En94Yc6McFfbVzV9+rrsSaLplQyZIGw4siMfDPo5B+4L/i9/Zi8A7Je5CEJzxjHx3LL3YG8sISsHmdnAPgReJNEP1H4iQTcH15rUgDjxBEfA8v/qplKh6zz52R+xxtjaSwMmNI9KQqSqFDvOGx10Bzux8o1BHcUqLBF68DrOu25xyWo1rb+/TlEr8vXFlIylWAoDCzyofps47x9BSjPKXns1hvb9F+YJ3q5PLohqbWFWJk/1RngwzS95EXDBf8KxJVeoGrI1EuIjJYvOBlXhbtmx6HvXzveABt0BIYNlfoTE+RemejjJDU5YWFH1jhlcHc/Flud/aHk4n7U/vSrnn2f+WEdM43WPx2IgEC4e3vsDfr301vXkbCfve50wnEu1geBLKndhHBDlbhRrsC+59L83Qqa2cEpUdLXLf4iGX2ryQmjyBBnIW8JSXr/2aVETWXN/ke6lnZvQwdWTwry2W1KFgl/V1HheHH/Qc8x+chXjC49V7g5ESf3R5ddR/3A4fifswPav2QrkK8dj9ZzAyQ8beYN9e9Luz1Qv/y3VKSk/R0RN7NNvnZfVF3avgWk3BxoFWAawAZsjJ7jPdz1C3AW+VJwMUo9rTT44ZxMtblUqd4JjqnU9bfPOqFGPyLNucMTQ9SrxDMYMPQliT2s7s9qrFVeYLF7GVdbnjhhAgJayeuJQqkWXvjMeQXxs0LQWOqDhBFa+SsKLfXsMB8d80SyiKUWcYinR7avXne+fhVhO01LJL4NnaiG79r6t4+L/hAHhM8MA8ZLuM5Q/KWb/Qk+Vmz6xegwg4DenurqdnPo27G3gY4slmVMZDu6XjfW5DqbIzPac9PwkGlTfafk0mtJdpGhwTnkok9qzNiwaCCz4vG94QI0UHpLfHOmg2lt83wEgT+0a4hMA03FF0/0Gdm+Nkxx8v47BB4UcBHOBzk4EYrQXLmopqSloLTaddEfDnhyFaVaZyXcgNdo+MkXPSg2pcu5SV8QXabcKnH2kfddesdA+EifhrvHoRtMuCmRX571G92KcP+f8Uh1TLoLztu+KUaDZ9IPvwXes060f1lLE/umjyHL/GUhHVBww8gUVqcAltUdooqDzk0Ee9gJvcCVXBlofhxiMjygPJTV3lq13Qy8W0eUnpAjmkBBDXj7iKL6JZoypkOk6U3foFCXuhKE8I4aEEWF2IWdKAeuemmyMgnrHnUsc0nR26P3hm1kVdMYcEt6kTuYe7Q9qKSo1AGnZcECz1+BMalF5HUQPDrXj+Kp0oSWtIFGdXSgSfMPyCvEVIRRYWYX0FL16d/5iQ8QAmLJGdnxl0sgFv+Uv5D9zJrXSir3pEQAQmIhjXYzRXw3nLIJsowgOTKmR7MAHRjtZlv+F67g+Y+Nbj35htOA8AZLk1EnUGvlo3GKq6vVwhhHXyxwQnMsca4AhKoByZO82YjqYb1ws7n8ypfW7hM9N1ZF0dpArcGPOPpLsA7zFKWA9J3MvdHnL784E6k25DAQfJOmiNR133cP6oRnfQAHIhlI2lpaEvsDz1TUSn8+vcEBbKmApl1VTNKaJkw1wJiSBQ7xH+iyjAglHf32M+a5TcI16WFX5mHhqqjOPrx2Ic0JohpMbHNQhYDT4BkkU5YRwq3+cYLWqSWO67YSRoSNBCyF+fj390MuhU/03A7if4Bxt/FH8fnGG3BfdEsfopO5csP9EFvdBiJ9SAmBtTJC7RtYtHdTzGlA5WCB22Fc6pncMbBsuh+ej1bBB3/u2UKEujKj7AQ2omD5Yu3A2tp4LqLNOwuVV6A5ui1XDT8DbmJDEyEnv4FcZ59RK6a5m3KIUk2qViFC3PwHAhHEJrzOjzN1R0BqEVBqxGqWWg2YJ2xj9kQtpdfGavsK53Tmhw0IRsDK4qfy+WV9X2HWs2/uQoFqsB2k5dP8mlS9gIm66pp11lkv84ykVjWct/CuLOEo3AnjwynvXLSQqr/YAhrMO16aF6hYS+1khPgqGXR/NbXu7+jCOA5F3+HcXqDzWsvrTgOqFozLBujpdhcFy4Q8c+7lj15F5Cupws2q8Dq34TzEw4kIT4qtO1JA9xdPMiqkAO0OnJnt44ArirzPG57Iz0F8KxX2tqH8Ixo5jACb6YgjAUR3YROhydEgjEW6okHciP9pgBHjo3qfbKL+tLSEI7Eq17N36RIfKF6BzuqwwCIzXRdsP0ci5R0BK9Yofw4JZG3CHb+OQ260ldbJFt7cqu9cMlhwjXSMHQOkyuBaEkXdrWsYkuVsRyIDhn4ArgHfXJwOL/VXTXe4IKHK2fxCe9Kan0Ln1flc4FIfwvOUZw5mkJs7OpHIM57XHxrKtHTa+OelmOu99JMsRtGFH+SuGth4mbeV4zfKzXXe3t+l+iSDMAcfuV78feYdev2x2i+GzhpbHW6ZBTMtcsQKT2C2/okYTEoiMo7FkdQV4VaTiwC3+oWN9QDI4Rm39r0it2RLzRFC8ByuSC9OYPeyJxJAW3pam30+EewRBktWaZpXeKrafWnQcXhWugjq5LW2Acvr5TxC6lH5dxbMpNb/i2f9G/+pH5cedquGtgYIR62JWhag0dhnGgq6p2JjYuJo04a1RSlfgaqpiIaZY4F03tdGsrykejUCoXk5ytD1aW2Lg7IsNPIgtW25xHqxGJ54iwJkRk116qcvP3svT/2ciUJiZkeL9pcnh2wcTeeILEOnkQUwIp9TNIgAAY6/s+xjsPoTQ59qVc0C7eb8Kg6p9IeKItfg+vWDAbmAUxBYxQOkA+P+3AaJkWMT1sv2kkbuLqqYPx4Lpoz42mrfOW/1EJ8XCF1WTm7b/cli5eTT+MN8ZgzCFU0dedTGALb0E7esUNhUw8Jl+EH5NsR3Pyd+RnSLLq29UGyDKoUoPIIEtAFidML9RcFBZFoZ8l0CHI0UZErh2RRlgt2hM93zC/Hodkelo+zA8flI/e7Npvha57aLt4orqgNZ02aCBKoX4ZmwgO/BJ9vtm5CVS5MsDI5uXfuSwTWTOQrHEcXg28IJ0P0FPIRVSAb7A9MiZqSE4+fyTSLfFNAxM0u+w3lVJlca67ZaZjqOTAtLaqKlNFwkcVSgr0q0uAIwmRkO6teEgEClkus6ct0BtSY8/e+nnZQ/kcxK3HZhQ1CfMKYIjMttJXCGVz6gMNAg1WgcaGZCTIJGvqrEs9scRWywTQcM1SCzWyIJBZq7MpOKzzoNtRwDSWcRdcvzkDanHSzY8EKKqJ1jhDrIHk9xr+U3h3ZJmRlYSghJI4ByNHJ32q2cFNhbtPozckquo2O19Qjjp/sPZS0ozptWAMAIkuBhJzifMMiFjmXpw8m7az5sgYy5BgOvA2Et8/2S68bTdTId5S5yVN8Cefww5629cD4kwVwLqbdH7lhrBYxInzDa+5W08RveuK45uwTarCXkeGZBW/NeYjj5fTtlHdKZOLgwXUcQ6Rm7lVQOhAZvuwuBLOhfQ7iBRi4WUJSYK8TE4/xvN6fBmLjvjRrWl5E2Lum3V+juxeA3QaY1n8+lk7tmQ0ZdTrIazBMPlOE36FK3lG9+WBl/wXz5gDSZ60tmaca3QxDFBK/OTMzEzpApQAytVSH8cXldKhv9UMAiemL4EgylqS5bkxPst/VP/pnXpTDk/WFW6DULEPAJZ8BdOFL53tQUYttMJSoKjMwEr95ROvo7exiyNCREAE47ML5YNro52KYAhSVEZRHSOl+cOukXIazyu3zFLBAbVduRpLgjXGzgaQoQU8s20I4UupVOXOb1juAxg2zVYI1ebVOUWRmNBnG3vuWGrc9hEkaPAyDe4pf9GwOfDrm4XMiQHlFRcLQKHrzBiLTZgiUlawfVpRiNuiTs6OUouQsNfrx47iltV/fGxByX7LtbpYlIdtxDJ0pAJ5epawMkM/NDj0iWSF7EEU6DjFsM58cxBTEr7UnMg+Ugni7N/addgNi9QeyMU5ce7v4ty3KyObBjPbnZVwxS+8Nix2apTvF/1FFLsTiwV15NURgxZKa65j6F2WVY514sIbeC2FWObzXMOE/cpgXXkzcwS
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