SEQUÊNCIA: FRAÇÕES
[size=200][color=#1c4587][size=150]Você já viu uma receita de bolo?[br]Veja a lista de ingredientes de um bolo de chocolate fofinho:[br][br][/size][/color][/size]
[size=150]___________________________________________________________________________________________[br][br][/size][size=150][color=#1c4587]Nessa lista, algumas quantidades são representadas por números diferentes daqueles que contam quantidades inteiras: 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xfyhxIW/e14orG0IJ08X9muPzv+KXI1eHhUk8KlTOGkgApTwqwCIIALvp46ADTFoyDWJinhpa7Rr6ipxWj84pBZv6DhUh1fSequZpQY3fk6I9cA8dxHbwEYFKePLhIegO/6B7nnWPj8/9bIh8Zg1ZdnYXqAOOKgpc0DB8ivjUkaQ60TF7Twcu7VtxQLbyq6nvBrsCJZV1oOrkHTz29JFZK7DYUy2tqtYWXmW0oyqZIiCXAJRaXdB8SZA3W+WkduEKllgWwvAc5XOK9Z6YVcKxwtfJN+jmxQitnZ3UpaAX5xrMKQ4hF8Dr1K3344AeuwV9bHsfu7ZswuLsfO7dtMeOkHCuN3bat2LZpM/YObAf2bMfg7m2mK3rH9q1o6/oHSmr6MLmiC9VNfaio6zXOfD9olhoTgCQtawGZrutynwRedqUbtjnWf/XSluY398i2A1uf5NojZbahhnnkp6JXENMKVwBApS3+LFmo2yuhcNXsQwGCvkYYZsd5qNiLUe4uTfy/pPz8nxHAJlX14Aslffj0pNn4z8nWHTp5Nv5jUh+OKu1DWXV3MJbmgGvLSri5a6X9x7ww5pOXpmA8wcW2qKwu/ue8X9Hw0g0r9LOh5TaotEaWEhbmnXXsXTN1fMF+XDxuShcapnWnwusCM+bl4BWvplEIXgK4SCGF6xWKpSXWlxkDiyyx0OIqFlxUbiPlJ0rZk1S2MnOQdUIDKqWOmHN1GvpVOjYCk0cUFltaGfCqbejBsWPb8dVv3YqfXTgP5190L356wTz89IJ78NML78FPf34PfnLBPTjrh/Mwd+5z2L273wIsmgD098ffwJlnz8Xx4zpQP312DC4CzMIrmm1quqQFJEmIGdCwLYWfpaR0m+v/y/TePYvag3sRkmuOYHgpcFHxUVkapS8KPxp7yoIWwwU22uIoqHSHAC/J2wHMljEvfwsuH7q0piZPbcMpp83G9df/HUteX45l76zA8qXOrXhnJRY/twS/veReM4u2vMoBJpxskleGdz9ewEXp7kuezttveOlGdCD8WbAKw71rKXhR0cvbZkVdD8aVFgevqgYqGtfI3ThXEBalIbQIKLv+oXQZWiXFFTY0vAgw22Wouwut3ykYKbcv5a0870EOl3jvuQlwtPINwGPSB3CKFbWkVV2FBBW/49JpDLziN7uooURWl7HkarpBgJVVdGLSlHbPTZ7ajolT2vGlE9sw/bQb8Nxzb2EP4bWHVtcANq5ei+/96kF8YQK/E+tFVUNkddVbaVdpcUuIpdcx/5lbiHWnjvPG9yO6ZzK+Ff9fE55udbFOj4SfVei+pZUZFna9KZhpkAlc9s2KcODj+ZKvn6efRivpLL/3n3S+tZ0YN7kVp33tBjww/yXs2smu7p3++Cx2Y8P6jbjyfxYYeJVVhvByFlja9XntMDwtLEyzb8f/S/AiVFIV0j6Eh4DKPI6mA8fXVfByMIgsrwLwOv9izja0lldR8BKri2NWMbhEMTHM+gVeIcD8rkMLPFfepAITcL0vLC8NsDRY6fokaaMwPc4l8JLuRdMdIaDSlpfAzMTZ1TSYj6ysQb+4sooulFX14Y7bnwHQDwwQXDswOLANrV1P4biqGzCmpBONM65HRV0fKgiuAF4CMSuDFyJj6cvzlzjCi2Ep3fPy/+Np8crSNHEWXvZFjvkxH5vv+wleVKS0otJgImFaCmyGYnlpZS3np0leR8KL6abLApfJp7YT4ye34tSvXo95f1uMbVs3Y2DXVuzZtR17B7ZZt2c71qxeh8uveNB8fF+WaXkRUg5s8n/ePVAloRj3jJg26eLz6mpRllcmRHK6M2K4aMUT+pWiKvo6XqN1DVWUvWmshEt9YcvLTpUP4JVlfQm4RBqACbjSpAWcACwNXAwL4SX/IZR5D3K4xKfWCaWMYwsirCcZx7FVFdUjfRyDS0Mr9AfwEmAZkNV1o6yqC1PLu/HL39yPLVs2m4/czfeC2Il//ONNNH71dowt6cS0GbMNsCoFXEr64NI7FAiosqQALd0Kk/Zi7pncnwS8VB7vM8trX+E1FMiIspdrybkCxaxjfV6WPwaYsrqYL2HDbsOTT+1DR+fjWPzs23jh+aVY8sZK9LOOckx2sB9r1qzDX65Mg5cDqZRPl0Guq8PeG/8B7jaUBqKlKCAdRr+Ey593Uscl/S4fOxjtjv23ThOuwcVrKqvL+XvALkPCa2xpF+ozxrxieFVzpQR+ZJqhRARYZgzDWnTW8kqDVkZY2szExPWsonH/w4F5uMApr5y6jsgbVwwsDTGvPiXrDPOR8ykl3xheQbxOG6cx4LIzFDW0nL8LUys68eVv3o6XXnzHTM7gmy27aNatWovzfzHfdBVWc8+4hj4QXKnwqu9DOV0dnYaX+KNu50QdcRN7vJec4KVR/ruRKe1Bn5v3fIZDvNMrRXQdKsUvippS4CJSx1m/WCRJqyRLkctYUlqeOizN0knL0/xPZTlKHiKZT8O0Lpz2lV5wSvxPLrgLi597CwO7tpuZsUODl/2fcm+zysNwKVdamn0P88HFa+T9DqjlxcbjIFaoYjkoScOzwBJ4yYxCl06AFiu6THB1G3AJvAqNebHbUKbKp8HLfacTQS2GGAGWAamscH7nJeNkRkmlK6Y0cDFspPzkedtG4qDjP1cVbp6zOlaA00Bivjw26xaa7gcfbjptbJFJuhTri0tBlVTYCRg33/x0BC5Oi9+BPbu24sabnsKJU3qN1VU3vc+8/PBbwXSA9Vp4GYAJsJLSvBAZi17DzNUTTvDhOpx0BkgKYvH9U/fHhrkXoJFSj0TBZkv7bRQVaSFQCQSS4HKWSbGgcUrbnZt1bZfWdZGlhZn/Z+Dluj6lzCLLKtrByRifO7YFXz37Djz79Jv7Ba+0cqSF8fr8f2lx+xbmw4t55P1y4SXQKEY6xURlo+DFB6CP1ZuyPcfG24VIBVwCshSAyfkpb5lG+dc5yysLXm6FjajbsJDlRQvJA9c+wCuGWjRepgCm34zfP/BSQIqfZxRGBSxhIiPQmHBR0BIXyRhQAqUs68vASsFNjW85q6sbJeVdOO9n87Fj22b7jdce+03X5vXr8b3zH0DdabfgqAk9OLGkC3WNBBjHujTAelFWb6fMUxayvux4qZoEFEGM3c7S9SwTfwRgZrYqARa3AzVRJb5HhJfc15HxEsTnHCt2T68EeiayWgROovCzjiU8lBZgxStqfb4oeR1WrHKPdWYB64v51jZ04sQJrfjuD+7Ac88sSYVXaTTmxfE8sRClTDaM/48WqY0vpoz2floA7+s4YaHr7De8qCxCcIliyQqPb3qhihUoHgGXnCt5Z12L8WlvlhpeBE4SXv3e2oal8p1XCrxiyysDXJyYIZM0fNmHsjo6Fx92F7kxMDcmkQUuho+UnzzPWMZKVhRsAC7GR9PozSQMVW9iWEVh+tj4Q0gJzHS48bvJGYRXDb8PnNKO75x3J5a8sdx0E3IcwXzXtWe7gRm31GEXze23/QNfO+sOHDep01j8NU2zTfdgPGnDTNyQLsP0bkNdT5z1JXXHfezu4GU/qA8/tbD1R9qFls76Ggn1iApP9ESuTOkiFIhpKYo8TSatrzyrw0GA+VkFLefIcWGrS5S6+X9FwOsEwuv76fDi2p2El9yrtP+ow+TaeZL5MQ3BdaDhxbzzfrmWV6xklNKQMAGMSAmXmxRL/rnUCucUlYVX9EalgCl5yjVEmvDojdO9LVuLi12GxtX2gN951Td146mn5CPlCF7LVpuFebmXF2d1ZXUbEmDMy1lerrvHVzoOVnzDtvCyYRpcPMd0ORrLy804LASu9x28xFKIX1BcPdGAYhdhuL2JmSavISV+LQksHmdYXJw2P25iG87+4d3YsH69XRPTLAO10wyEE2Rc3Jlb6wwO7MCLLyzFJX94wKyaMrmiGwSYG/vqjWYepoNL1w3x+/VKIGal2ejU7BPn6o623J0VZi0u+w3YyIJXui5J6hgqVirlNEgxzMW1mzSiwCur20Enx5QaYKGiDpW3nJdU/sWBK/H/gv8Q/p+6hk5kwevyKx80C09reMl/l3JqybhkuR2kJM4vo4W1xO2P1Pm+a/ASiITSwkZVpIjK5gEnAOaUki20Dy8BF6VcJ+7bN4rNNkqrhHpQGYFG4FVV04PxJdnwuvBX94GWl4GXfOdFUBkoBiCMAZYGLw2rPpR58HJKS5SSgRcnlMQTNpxyyYJY3oMcLvH6mWb6BV6hVRYBKAaWtrgESBpSWX5JmwEvjneVVnWirqkXf75qETZu2IiVK9Zg2bI12NnPCRt7TDfiwM5t2GuWh9qNN95YhYsvecDUt5rGPlTye6+oy1CvtiGASpfJuiJ1RqSBV2zRRy9Vph45C97BzNZlB7T313deVKKhYtbH9AsIwnB97KeRbjdnOSVX5QitrGwgaEWvFbfvd+WUslBKGevqu4YML32+5KOlhrUuI/0C61inRzredke6+xKeV8yx/t95Oi3b8ooUh0BDS1E6Osz6FbQEVNEfK09YXxpcAi2eH4bbY+Zv4lguWY0h7usX5c/VvBV0IsvLX2HDWV4WXmmWF/NLTtKwFlgIrwBcdX0oNV2GLtzOMuMxz3XfiOnZjabcif8j/2sEdxvqFxN5xpQCLkoVri0v+hlnZJRegy1M6yZq+N2EoQVGZc8dCkrLO9F48vX442UP4teX3Ief//o+tLY+jMcee9ksEyXfetn1DXeYbsSzzpuLQ49uR/30PlRGS0SJlBU3QnC5cMLLAkzDyvpt/aGf9cvUMW+xZz3Jw/fbeka4vb/hReWslbaAQCvtNH+YjkqbipoyXSFbWCWhZtOnhWulLXnGYQqyUhb9P2qHAi+VV9p/lTDmL+UIZQyvuNtQ31d7b3iO/E+5X2E+4XH8fyN27De8qEQ0pLQiEb+LF/hEdGYhaiN/lQoTsBnplJPrOnRhco1YaqVm/E7BWwBEACPEcuF1L7gSPZVVNd+So3OM9cOux+hYgGOUgLHAXBdO3D0YWFteeDRNmmE2L7fCvFMs+n9QuUaWZAS0vAc5XOLj56iAJPXHxUk9StaDEE48x0CK1hRX1BaYKbBJmMCLz1eAZSBp0tr7L+Eiucnp5PIulFR0mQkcx03qwHGVfWhueQwr31lrNjblx8oE2eZNmzGr7QmcVNKNKn7wzMkb0oWtpO2Cdi9BIcx4HNcfvggFdWtKBC/fCmOdcvVKxlQ5uUP8IwVeRjF6OsRCIVR+Vmk6C0UrfK2kw3B9TH/o3Lk+vERZh0q50HFYZp3WQiJ5fSmPlOPdgBfz1mXRfoEXw8IySpkYR7+kpdR5JP3S1p0BlKfTsi2vqPGLYjEyeAt2ykYurKX8sagwCcvLFbJwPjrPwJ+AFxWQg05FXTfGTe0M1ja0lteKpWugLS9upRJ32XFXXLMzrs3LKhs97qVnGzoLK1YygbJhuFhfVjE5JTMKr+CZKqiF9UIgpMMlTMDEYxn3Yro4XmBGyHn1Rq6fhBe7DwmxkspOTKnsxNSqToyd0oHjJ7bhUyd14S8zH8GGtethVp/nQr0D2/HMU0vwrbNuxZgT2lDbxO9vdH10vQKuToUQs3XF1CXWo9DF4OqDhRgtMbd2ov3+0Fr3boKHs8TyFMJwiA8VHwHAsBAEPLYK1AFAlKuRNR2ors92VTV6XCyZRyGFLGUJy5p1HKY3x8a6c9cVaImU/zIkeBng2Dzl/DSZVc4wXODFPPxyWf0vQKfMvl9u7Nq17f2dsFEXLRIqHwYXUCzuol2oqKZC6ITpKqTFxRtGCyy1gonykHg5Tsp4AdKwHFndbQXgtXzZagWvLvBD0xheXn6R8onHvCy4YghJF2GkZKbWz3YKR8VpeHHqM5WMBVc4LuFbYFKm4aBUiimjV0/C5zjEYwGVBlccFoBLQ8zCK+qa5DU9mCUhZj5C5ofI9T2oa+oxO3Z/+pgWVJ58Pe6e9yJ27bArGnDLlNWr1uHCi+/Gxw9tRn0TrXn/hYrPXF6wxJ+0vJLQmlrfB3HSbVgIXsnp9XZ9zWKe0T97mlCB8pmVejUAACAASURBVDhVt0S7B2vFSgUryprfR42r6MD4yg5MrOzAhMp2IyfxuKIDFVWF4cV80soiYSyT+MMyZoXLOeb/RApfoKCl/Afm827AK/xvXrkMAO1/Yzp9T6VcBJXvz4eX0w18nl251bCw5WUatVvlOs6c4ZmKJrK4oj9oyRxVrlTrS+elK6EOL8IfldWNlVjrKcvy8uBVXQheVvkY0MQA0zPAIssrfkMmvCKACbxMd6E/liFvyBZgbrBdYBXK3Cc5TBJk1Rux8LPidbgGkelGjKwpCWda7dfHDHd1JKpXKfDi/afVFT4HOx7Wg+kn9+DT/9mCn1/yINauWWcXRh3sx4aNm/DHKx7AJ7/Qahb75diZhpV93u7FxcZ125eZePWNaHwrfiFKgksAJl2H2vrKAhctsZHwCxW/HBuFr0GmrIGE4q/ljus34sRTb8e4026L3YTTbsNEulNuRd20Xkya2qaUcLqiFusi27LQes36M8vslT/SpSn/Q8BAOSR4Bdaczif0i+5mWfW9leP4P0SQ5X2QPEya+Fo+xOU8K11bNW1TcSWvrhaGV5QRFYsoAKNEMuDlfaulQRX9ObkZ+kZYP/P3b1B6eBEQi5XTEODFrqZMy8sOdMdKJwKYDKibsYkYXAKypPUlb9fuPG19jcKrOHixEdhuv9DaCiu+qaeqIZjz5Fjqr7zwmDztJI0QVmnHnJ0649Q+fPBDM/H18+7E0iXLolW9d2DTps24dtbDOOqkDjPpw8LLQpDgCx3zZ1hZXXe8dFRcR1S9Cq0uCy/bZRgCTHcXhv48hTAc4q1idFYPdYWvEO2xBpa2Dsqr2s1u1zff+hRWrVqDlStWYeWK1ZGz/jdeX4FfXjoPn/r8TNQ3ZHc/UqcJvHQZ0vVZqOOouMOwlOMAXgSEnQ1oLcMDBS+5XxpA8p/k/8ixlFuOpVtQA1zOsXrf7Qgt51iZBi97D/LqYi68ilMqFioJeGmA8SEJxMwDExCxoAIvHZbyEON0co6kD6S8SR+QbkNleamVNqgwjJJRCkbGvMx3Xjo8XtMueqPWMw5N96FTamnKkmEj5RdCRR/LS1IcpuBiwsTC0jLFyvLOF2BpKflKPSE8arowpYIfc3KCUtLiEsjI85k+oxf/+ulZ+Mq5d+CNl9+OdlveaeDV3PoojhvXYTfYM5ZXNrw0zGTWYVyvlOUevyRFYbrL0INXbQ+mBpuiaoCNhHrkK78kuDTMRBFrWVHZgZNPvR4PLHjZfsPHb/b27orcDuwd3IWNG7fiD395AAcdfB0amrpiiyJU8KK0dZlipZ0KpkBXqTTMQ58rebLscl0NYYkfErx4jYz89D2y15SXAFcuuaYuq/iNjCZm6P+hn4c7X6AVXSPW7XJ/9mvMywdEcRBzf9IUXsNK+5Ui8d6I4/Agn+Ch+jdG/mwgqZgOILzirp88y6t+Nsql21AARnjRHwFPwGetMdeFREUmyjGUI0Hp8D/EYImfdfDcJFwDRoUZi0sBK64/TC/pREqY5CXhlFEY6/XUqi5MmNqBSeXd8Xd/4f0XyDCc/pNP6cWH/m0mvvXDu7DsbbsKBydubNy4CVddsxBfOK7NbM/Ozzrsnlt5AJMJQXYCh9QVPetQrC3GiV+Di/5C4BqJ3YZOGTqIaWUpCtkp/U4QXtNPmY1597xgllLatWMrBnZuMSuocOHlPbu3YcOGTbj0z/Px8YOvQ30jx/Hd+JfL01pdYnn5eilNh6XU0YK6LcojBTb6O6whwcvoYR+G8t/kf1lwOctW4KTva6H/qtPrdMlnJZOr+Ox4b+SeWX+ezitgeTGjtJtdKEwuLjddWVsZ8OI1bMF1vkE+5m0hJcz7s/p8KqcD120Ygyu2vNLHvOxkDQsvDTAzWaOe3+bY86QL0YeXVYqh0uQxx15Gyi9RpwQsAhpd53ScWFsBuNKmzptr6HO9PLttvTb5dRtwTanpQdOXZ+PSy+bj4t/eh6bTbkBJeafp9hNoiZTn0zS9B/96aDN+8rsHsH6tG/Nat24jfnvZfTjoC82obeLkDIFXmnQWt8lfjamybiQBpsP8LkMLNH8TVIIsHP8aCfUoqQQduCTOduc54Ii1YRRrdQcap/fimmsXYdHDr2HBglfM9jabNmwwnz4YeG3cjN/9+T5reUXwkjy0khdwmXxjfZSlq7SOYho51ulTwhQ4BTTSbcjrHgh4yX9z+UcWUYYl5UATlV30O2XKfYifi+nitd2l1Pt2ZrCDl03He7Dflpe+wXJTRUqcFNZeMK3gyTDJw8r47ZkPU//50C83KHFz/PziSlHbhXFTuW1AN556Ork8lJsqX2jMS80OC5SLVTAyziUzxBy8CDDjIsvLh1Y0RVo+ho7e6EU5xjKq4CNB6fA/xM9GGq5AJu1Y4pSUCi9jXgl4MS3zUufE1zRhtIA4btZjugm/+s0bcNW1i/D0M29hz56dZg+kiy65HydMbDdg4ycUAi6RDdN6cfz4VjSeej3+dvfz2Lljq+02HOzHkjdW4Lz/vh3/cfgsMzORzzHeUDJ6xpJPKM3nGfH3YKEFJuDiWKn1a6srDV66u1D8I6EeUXETIKIQQ5kFrlAxszvw5Bk9aJrWjR/8eK5Z5ovLfnFTxw0BvMQakTwEYIlrJ3ST6EeRGbrKO0/SyDmRjCww+99l3Gtf4JXsOkyDlz/ME5TFK29xcQIm0feFJNts3i/H8iquUAk4pUHGC5OHkybVNfU54jcPUCw6t9ikLUMyv/FTOlDf1JW6tuG+wcv/LscqEh9gZvVwftslLpptKEontrgEhgZgyvISRa5k3oMcLvEGKhou2i/Akf8tx5FM6zI0b25BOg9cXpztuuMkiur6bhw3rhW/+NU8LH9nLQYHd5ruIu7V9eLitzDjO3Nw0OdbDAibZvShbnov6qf3ovHkHkyY2o5PfLEZf7lmITZs2GDWO+Tmf9u3b8Ptc55HdVMvJpe1o6o+sKxy4EWYJa186U5MSvvJhQNZaGUJsKzkYr69w6WaFCynszqyAcY0WiELdCipRGkxlVd2YGppOyaVtOGM79yOxYvfNmtWcldigZfuNpT8BFwWIr7Vl9CFmUo+qavCc1lOL0x1H9p7YK89dMtL6c9Yrzqgyf+K4cU0YVmGeOwgL2Nd2dK+bO6P5SV/aoiFjP9k+Ie9/PSD442R44ybJOeqhycVKb6eKafk4+SEyQKvNwEMmJ1w96Ify8xHyveitNquIJI92zDN8nKKRIDEMQiOT8TWloBLfaAsaQvCK74X7j8U8xZSsLX/E0W6Zx1YRxoycg90mOo2lDy0FZYNLH0dCy9aQwZgjd34ly924M67F2NgoN9tezKwHU/+/Q2c99O78Pnj2vEvH5qJfz90Fv7vZ2bh//zbTEyo6DTjWsuXrwb22K3XuUjv6lVrcMGv78HBn29B/TTWm6HDSwAWzm51n1S4MVL53MJKu9K8Dyz7bZcJM+NkIwNeAg+nEH2AGKWvdIWkT8pOVPF71MoOfOd7d+D555caeGnLK4RXWh4aMtrv66ZQt0n7DsNzjqP/pf/7PsFL9HqsWwVo+vp8AdDH++PPgpXtMtRWmLTvPLWVbXmpj/nMQ5A/KX+aUsLS/qDEZabjw4tuhvmoWR1LeHxudBNVhfTg5V3fVgreDN6E8RG82C0EDMazwlYvX4uLLubCvN0oL+I7L74RGwVCayke+yLEpDsnWkVDugplskYKvAgxt8KCKKPI8hLFHci8Bzlc4jNnFBJUwX9OAMnEp1R2AVsAO3u+A1bcFRtNjKlp6sGYcW0490dz8Oory6KVMvpjIL322nI0dzyBn/5qHs772Vx8/4K5+Pnv5+OOO5/DuvUbTDrstjsr92/fgtk3PY3S+l6MK+WqDfsOL92dmA1AW29k6SfKEFyJyRt1Iwde2vLQilz8oh+SsLFdjjbcToEvFl7peVlwxrpM666C/rC+DwEMwVJL+wQvT2cO4doF/1OhfLLglR5OXZD3y4SX/6AEVIrEAict9R/T4dqv04if8ZFispVAHqy+brIbQCpoDFHJTw3qC7yee47w2mu/x+E27qvX4ucX3weuXUeFapWNvKVbhWffgm1XTvwmrCEm3X7q41LTVUgrTMGLfk7aEMsrAS8DxPc5vIoCl9QLW+FlvIuQYpeiBzvmF4cFAJOp8HXdZlzqqJPacMVVC7B61Vo7dXrQAozLPW3ZssWsmsGxrGVvrcS6tRuxY8c2Y8ELuAb37DCD/qd/+1azdFTtNIJl36wue170P4PZp2l5ck8v5xzAzGSNlGnzeQphOMRTN7muw6TVxTimoX7w9Vh4zHM7ira80vPaH3iJsufzFn/xUkBNeH1pfPH7eSX1ZfHXHEo5pXzaqirWz7ab9ysIL/mT7B+2zj18Cw6BSyT5ADSoQn/qAxKFJDdQjqMHGufhrq0rkVeOKH/eNMKQN6qktBO1jZ3ou+lpPPP8Ujz+9BI88cxbmDf/RXzvR3cacDEtl/6xb+ZUehpeYhkpGUPLdR/6kzGiqfEKYHZ5KGulGatLIBjL9zG8BFwxbDR4An+U1msEifOiGYVZACO8IoDxuU+q6MSJZd24euYj4MorHPeiM9udcMsTfgc0yG+B2LW4w4KLgMMAdu/cjocWvoJzfngXxpZ0GpBUNvBZSn0RfzEwczMSzcuc979cnYwhFu1FV1YjAHPwCq0wOc5TCMMhnu0/z/Jid6BAjLqLeknrDefvsvA69/aiug19IDpwDkWpJ9MGOi9VT4p+dFLgEMPrvOI2o0xe3+W573FiQdm8pH3KC6YcWyPF/V8JD+V+w8s9YB8cFhihJaRuQAycJNTMDa/tRCWdTJvkm7N8Ja+6gEyaOK2tsGaxTL5Zec72XTMPrqFoz7Nv4zW1Pait68HHjmjB//n4TPzLIbPw/xw8E5/+4iyUlHEVhJ54JQSOg4Su3CzS6xZULavvMVu7m++26u0279ziPc/ptQ0N6GLlppWcUrqi0CM5HJRKMWU061PKf6Nyjre30ZCiotbH9LswXdFN48hKG8PLKn55KTEyAhgt7/ppvThuYjsmVfXgd39eYLZS375ts4WWARk3niTQKK1/YPc2rFu7DrfesRhn/NcdGF/aiclV3IiSiy4LsPhsQ38hiFl48b+nda/a78XsR9T8kNq5LliA2QV4CSpO3kibwFHMM/pnT1MMvESfZOkwCWe6sqpOfOfcOUOGF4Eo1zG6p0joJAHhlHkyTulV5k/dKroyktJt+F/fvwPPPv0muM8ct+lZs3otLr/CbkZZVhlObgvyHVLZdXmdn+1S4KTbqPglzrTtyLgI4ca0DGPavF9By0secCjT4aVhFlhgctOrO1Fd34n6RuvqGrvgXKfyMzxK19CJ+oYO1DV0GNnQ0AE6hmnX0NgJ7ihay/SNneareJN3UzfqG7rRNKMXTaf1YtopvZh+ag+mzegxOyzXN/WgtqkbtY3sQupGQ5OV9NPVmnimidy0XtRO60OtkfSHzo/j+mhmdfEGu7ZhPFkjgpedXWbfnKno4gesKkIxDzLvQf+zxMfwSgBHYJUCGq/7LFgeyrz4pHQbxvln52eVv11Vg9/9HDe+HZPKu3DmeXPR0vkknl/8NtauWY/16zdi48aN2LBhI9at22CWEbr/wZfws989iJpTbsC4yR2YUsW60ovSmsgaT7ycCMj2DV6EWTzlXu2BZsJrkvASSyuU/yz1YH/KQX1UyPISfWWtrSyLK3ohl27DIcBLrK9c0GQBIQKQfz4VdvFA0bCsaezCceNb8Z0fzAGHR/bs7sfewZ1Yv2a96Q5nl3oMLzEshnAtv1zSTiNQSTtT+koARCmgsnqN/08BTgyVMCw6L6+O7BO8WDlSAWYgxbgMeNVwu+o2fPwLzfj3Q5txyBeacfDnmnHQ5yhbYv9Bn58FuoMPjdxnZ+Hgz87CIZ+dhU9+dhY+FTqm+/RMfGFMCw47pgX/8cVmHPKfzfjE51pwiOR9WCsOOZyuzbiDD2/FwYe14COfa8Vnj2nDESe049NHteGjLMcXWnHQF1rxMePa8LHDrPv4F9pw0BfbjfvYF9tB9/HomFKHmePD2/HRL7bj4KM6cMLULjPmlQUvA673A7ykorLSi1+kaQjZsKHFxA+27YK5qhFJA/Jk4XyYl8CLAOCyUJwKz61PDjuuDeMruvHt827Hzy65H1fNfNRM3Liu9XH8/spFOPfn83DqN2/Gp45rx9ET2lHb0IuqhghcqdDyreu42y8xLuYDSu6PACpL6jEvf+KGnR6vAZanEIZDvAUXAeZbPnKshzgswPyeI4GbkTUdKKtsL3q2oeg9uZaGiK/kc0AkOnIfIaKvW9PQhS9NbsOZ59yOhxa8hHfeWYXly9eY79Yu/f18VBFeVZHllQpOCxXWr8z/4LUttj1pXz6grJXF52K7EeMeFGnjWuo8Ga6P93fMy3vIweCnPERPGng501ZDjNsPcIO+s39wB86/9D5c+Pv7ceEl9+OiS+/HBZG76HfzcYFyF14yH6G76JL5+HmK+8Wl83HBxfcYZ+IvnW/y1vnzOhde+gAu+N0DuIDXp/vDA7jgN/fh/IvvxQW/nW+OL2R85M7/3YO44A+Ri/wX/t6F0S9O0unjC/+4AD+95AF8+/t3mq5Ffmujx7zE8oorg364sT//m4fhoHRYRlHAopjjCpuovNI4XFcuP+Jlt67ZZ8v4ow0ouQmlduaNzp0XdgUzH/uy4FtshADHwBqm9xiIffKwFnzwP1pw1IQOjC/vxgkl3fjM0e34vwe34Mix7dYan9YHsyYhtzqJPzBO+vXsUi7CaxfijfaNM13T8n9tI5aPsEXyPqVaXrXdsBtORptO6u5CTo+vFWfHw4ZLPSlUzkJWl1HqmeNbKRDbB3jtK7j8YRAF3nioQ4Y88mWVOqeqji9fHZh2Sh++fd4cfO/8u3He+fNw1o//hpO/doOBPKGky+2VhdtVReDQ9Y1hul2xi1/akvmgPgYY667qETHXUm1L9Bivof0erGwesR4sYlWhA2t5yduEscwsxHjD+CZUVsHpw7248ea/Y+mbK7Fq5VosW8Y3hNXK8Vg5xps0kdTHTKfiVq1cg5deXIpXXnwbK95ZiRUm3zB/fS36V5lyvPrSO3j+2SV487Xl5tiWwaVlXjY/GybHeZL/jTPYXn9tBdq7/46K+j5MqbbjEgIw/bCsXz1gedBFLJVSqLH/M8UJvOxbXvi2JQrcl9JgKAVg0qjYcEMncU76ILMNz7+26c40jcuCjStrNJxMkNHSY7ccJ2N0oaaxG40n96GG0Kr3P3nIg5fZwy3+TIKryDsnykMkr8k3ZnE8NvAy42Gu6zG0umRGq1l9g9Pno++7KDkGNhJ++ZZXCqSCl+/4xVy6DQt959Vk1zaUF3UNgUxLJbCo+Pyq67pQk+UaukALKnZZ6eqCfBo4U7oTNQ3cP7EDR5/Yis+NaTHu0GNaMW5qG6prO1Bda4ds4uvLtaL8WDZ+uF9T323W5OQH9jwOHeNr6nvM7GzTHiOASY8I/2fopE4b/SYvqfFYt9/WtT7Mq6v7BS+pANbCSutKdLSfWtGOqsbZWPDQy9gzsDuatk45cACczW/rlq3o37LZTnc233Tl5W3P2751Kzau24BdOziDjNPpD2S5BrFzRz/m/u0FC68q+4ZMeOkH5fxp8MofvMx70P8s8Rpexq+VctCNxnvCrj126XHxXErt50B76EqrOmGdSy/naTm1ohOhm1LeiZIKu7o8uw/Fz2uLK6nqQklVd+w41iVuahXXSrSOYeKnlDRa2rzs9cKylFXwhc85xstuzqVm/EsDzO2UXFYr3x36ax+OPHg53aJhYl+W0+El8BG9ZWQevA6aacbPma8+3xwHgCoEMvYW1DT0OtfUayb38FvDmoYeGEm/HDMsy0m6QHLMteHkPjTM6ANXhWk8mePtPQZIZlw/zC++VlSuqEzVTX2gq2m00vilvI02nC9v1Q3cKdx15Yd+D1oGctELowDMs9wEYqIX81+0Dgi8WAnkwYZSKpaBV0Mf7p73vPlOBujHnl1bMDiwzazmPLh73+WeXVxbrt9sCkgLbDfXmhvcnpPvVnN9zh7jwOY7S1Zj88aNJh9Trrg8WzG4my6vfEE6rk5tyrUdWzdvwk23Pmu6C6dUUCHLA5IHpuX7EV5OEevxIMLrzHPuwB+vWIg//89D+NNVi2L356sW4S9XLcSfjVtkJI9tGpFMT784e/6fr1yEP16+AL+/7EFz3p+ufAjWLcSfrqTjtRbgsqsW4rIrF+GyKxfisqsWZbiH8aerlPsf+hfhkssewh//sgiXR3GXXfUwko552rzj65rrSzmiskTl43/+w58W4OwfzsXEsg6Umyn5vHcCL8509OFlZhxG1tf7xfIKx7mokwRY2p8Lr8vvx8cOmWmWl6uIlpuKITYEcHEy2HfPm4vLr34UV1z7uHKP4YprU9w1KWE63TWP4c9/fRiXX/1I+vnXPoorrvHdH/7COv2wCk+7hi5buv8vLMd1j+Pyqx/Dj352N8pqOFu7x6wVquHlXsYD3Rb1bpjuw7jbUKehbrQu74V7v+AVgirtWEx8Cy9uQ/Aitm7dZvbMGdjdj4E9OzAwsJ9ud79Zm27NmvVYs3oddu3Yhj3F5Budxw9PVyxdi00bN5l8TLniMvWbpYOKKyPT6v9ivwviNhm33vacGRMprbBTndMf7vtgtmFiplwILju5gY2CFstfr3kYG9ZvQP+2zdi2ZVPs+rdsAl0Ypo/T/Nu3bgYd1zN8/bXl2LF9q5dH2jlDCWPemzdvwuLnl2Ld2vXo37YF27b4ZR9Kfjrtjm2bsX7NOvTe8BQ+d3SzmelqYa/gxRVfCDAFMd2VmKcQhkP8UMe8BFhaPwnM+MlN5gobAbzkRdzkUwS8ZFxp2ow+XDPrUWzZtBFciWX7tv1z27Zuxvp168FV8NkukvkxzHfcXJNDNS58H8uwdbP5D5s2bsRNtzyNCRU9qKy3LjF+n2pZRaDKtL7eA3jFDz96q9EVQ/slXUUVByG7cdEv7kJnxwL09S5EV9dD6Ol+CD1dD6G700r6k26BDWNak34Bejoj12Xl7J6HMGvW/Zh53Xx0dTyI3m6eo84z/gXx9cw1uxaacjTPXICrr34Ara0Poa93Ebq7FqKnayG6uxd5ric4DuPNMc9Tjv+ztXUBfnL+XPNGwW6wTHDxYcfjXL4FNhyUSjFlTHYbpsGLm0ParjZu7Lhr13b1jZV8a7Ufcu8ObN28EVwizP9+Ky9PdivnpeHLSz/eXLISXOB1aPln5S3X3Y1dO7eZb8s+e8Qs832aDy9CzIeXHvOifyT85IXYwiQ561B0jkitj+iXcCMjeH33nJTvvGJ4sV26bspC3YM6jvDixApOpGhtf8Iu/Gw2vuQH7/vu9g72Y8f2Ldi1M/qAvoi8Vixfg82bNu3XdeMyYwd279qOOXOfxdjyXlQIvMxQSE6vknQfpsLLgYsgzPvts+WlK0BYORLHpr/Y9hmPn9SOTx7Rho8c1oqPHNmGD0fuI2Pa8JExraD86Jg2/NuYVuM+ephNy4+MxX38MOv/9yOa8e+HN+Pgw2fho5+fhUOPbsaY42bh02Oa8W9fbMbHj2jGJ45oxiePaIGc87ExrfjYmDb8eyQ/cngbDv1SO44a247/7/gOfPjIDnzomA58+KgOfOSoTnzoWN8xrJDjeeI+dEw7PnhkGz5xbBsmlXbEM3oKwsuY1T64CLSR8hN4cedi47zljRzIBF4zWx8z3604CNjVL+zxUP0Ch53Yunkz1qwkvDgu6sL9fBmurxEe6zj6bTy31ViyZJWCV5gu7Tgrb4aL220+QL11zmJ89ohm1E3vg17b0Pn9rkNCS6yvkVCPfHgRKj7AtG6iX+ujMK44y8vCy4Apc6p5cmq8WF4cf+LqLbSUaDVxGGHrls375GjF04LjB8jskeAx6/LWLQXy3LwJr722AitWrLHpi7r2pijfoJybN5v/wDkCN9z8FCZUEl69xvoyE5aiLj/qOBkCsPpOJkgVenk/QPDiW03iQYdvLTlWl6s00fT56k6UTG3HsWPbzIKoR45vw5jxbaA8cnwrxhhnj48a3wrjxrbhyHGtOGZci3LNOGZcM44a14yjx87CsWNn4aiTZuHE8c0YN3EWjh83C0ef1IxjxrbguHHNOH4c07fgKJMH82rFMePbcDSvMbYNJ0xqx/iSdhw/qQNjJnRgzMQOHDGx3crJHThicgcOn9SFIyZ2YYxyR5h0TGudjYuOJ7SbPI6Y0IZjJrajhF+4p/bxykNVUllfVPY8b6T8Qni5ad6cyBJV+LoeY3mVVvfgN7970GwUuPj5t/Hcc9nu+SiOMvQvfvYt0D377FvmI07m89jjr5tlndi9xziG8TxJKzLtmnINLbmdBj8QXbz4LTzz7Nu47/6X8Y+nlphtNhhunS2/Pk/8+jpSHl++ZVaAePLJN3Dl1YtwzNhWVDVkwEvBykBLrLERa3kF1lSgp5weSklXVLehglcR3YWe9cXNIhu78b0fzsF1sx7FrJbHMbP5sf1yzOfqax/GNdc9ovJ5FDObs93lVy7EVdcsCtK4clzX8hiua3k8xT2B61qsm9nypPHPbH0CV896DD++aB6m1vSaT0U47hXPtjXfOjp4WYhRjzFMZs1qiGloMdxab3k6L9PyGgq8wrcbXVmc3wKsurbLrnjR0I0GumhVC24M12hcNxqb6NzxtMYuNDZ2oimS9E9r7IhdY2MH6Orr21FX346GhnY0NXSgqb7ThLu0PI7yia4xLVqBo66BK270gBsNiuOyQQ3TraO/vqnPdwzTjvHxcQ/qp3WbjTC5PQannibhpYAlYFPgosU1ouHFKejK8pI3NfmMgBMRTv7yTTjje3Nxxnl34ky6c+/Et8+1fspvnzsXZ517p3XnRJLHyv/tc+bCuLPnGHnWOXNxQKr1dgAAIABJREFU5n/dgTO+ewe+ffZcnHn2HJz5vbnO8ZjhDOO1zr0T34qc9tuwuX7ceUx7F7559lycfu5dJu6Mc+z5kpdIff6Z59jrGGmuzTJF5YrKwv97xjlzcMo3bgJnKvI+OWsr8mtwybiXwGuE7eclL9e0vMQfSqd/aIG1GyvMSzNEeMXjXkOEWDk/F0qZHeuHdZiPiflBsXYck+MKGZRpfsZZ124+uOZH19qV8rgqcjouvk4nyli+6i7lbNc9e0C4agzHoMtqeiPZg1KznqZdTSaGVgQwf11PB7F0eGlwWWgRXtQFeb8DBi9WCL+ihMfO+uJsID7M2HFPnagySOWg1B8567x5rcrqduOqq9tRVdWO8qo2VCRcOyqqbLykj/OR/KMP6qqisSjeNGvmyqoISkbboYjCcA8pmmRgZn3Zh2WtiBQ4GUjJNTTQkl2Fevwr70EOl3jP8kqFl1teiZV4ankXTprUjhMnthsLmVYynYSdOKENJ01ow9iJygXHJ020aU6a0ApxYye0YuzEVpw43roTxrfihAnatZnVYL40sQ2hO35im1k9XuSXJrbjSxMiN9Fa8CdM7oQJZ5w4lYZhcr5IXocr0HjlYLnGu7Lwv0+s6EwHl8Aqa9LGCIOX6z4sHl7UA/sCL9FL2qoamp/fiqU484Jq9R91oOhB5m2O2U1ZFTnRsXKsJBeBiHWbpItkdpzr6jTt0lhFAptg0XEuriALLEQLk4fQkmP38il5OX0nlpfVsTZe9K1YXBKXp9My4eU94MAMz4rLunnJ8ABMKeCSykKpl3vR12ZFtPBy4KqqagMdQUao0Qm4dMVlxScczXVkRYYYXLzZEbQiYBFU8cORuEwpDyULXtaEtg9JpYmsLlHw71t4RfeVz6Cq3q0dWZNYR9KuG1nb0GO2NqlrimSDWotS1qSMJdcgtGtZ8oNjnmu+p2nkdzjB9zbBdzQ1KcfcNdlzDTzuQxW/lTF+FR8eB+d6+Uu5GnrAD6aro2tXNtkxBnmBclJN1BBLS1thkZWWpxCGQ7zoAA0v0ReM05aY6B4THr3wyvlGFjlhwy175BT+kOEV9Kro9p2al7foQzac5D8ORdr7ZPVfskfI6j8Dk7g70HYPig4sJA28jN508BJoiRRAFZJ5dbFIeGUDRCrCUG6clzYHXK5S+mNwHpAUsCy0BF4WYDqtAMxW/ELwsm8L2royDzMTWGKhuQcWV07pEhQplTg8VtPI43OjtHkPcrjEC5gpuWKF320o99BJNhJpDLJzMI9N44n6xvX3JfQXahCuodrr28Ykz0z640VKuB2Pk7KG43QS7kASzfqr87co8eNdlx/XHnRx0bXibU78a7t0+pwUP2Fl4OXHDZd6UqiconO8NhzNBvR0i7JA5JyEHBK82DtSBLxSJ3UU7llx7V3lb+B14KCl/7t376JVMfx2417WdRuUtidtMoSYhBspY9jeWJdrW/71ku22UB1gXCa8rMVDc1zA5cND3wj6sypNWrg+18ZbS0xAlSZdOVwXgUBJLC0BlxyLFRZaYHL9+DpqSZO8G8r4eGwmATIXZ/NRVpWAirIAvOI4STPC4SUgsPfUQUu/NHgNwgOX9Jf7X/nLM0wHmTwTQsE1JPdM3TPUYQ5Qei1BAYsPiBgwCl5xmAcqe54PL52XzV/KYcug44fi5//Kn36cpzD+GeKl/VInxG04mmBGfeLinV7SYZ5fjXlx0g2noXNLkQ0bNuHSP9+Pjx8yy+w+URS0CoJNtXu2aa0HgrYeXyu2vKgf3X/ZF7/3n411qu8dl3SSBa8jiEg7Uy+PYTuUYwswWmbuRZN1TbcZ69cvjNIORR5AePHPSrdaVrddeEPsOYVvsj7HfwgWkroyan8WvOyYlusqFICJDMEllpfZD4zrfXG9utpu42T9OFF+aVIUiY2zylPCKE24VE451uCSSithiYobVPLIGvtnUBoHogyx5UWrq95aXu7+pcDLdD9E4dKgIosrfD5hA0yHF58RGwyVOeGVDqswPNkQBVyU6RDRq7nHafQkiwhu3PVYp/VhJtdJv4bkK+fLcSjl/xyIZ/i/nYfWIfRTT0hYCC8J112JEmZ0CtesrOzAd8+dgxdfXIa9ewewZ2AHNm7cgj/85QF8/KCZZuJVDBSx8AqCSllPcTrVrqP6lw0wd77oQDv+X1i3+vrUpXX/13apelZXNOYvbSduM9LWIiCFYBJwOcl1Pt1an+ntJQVeov9iXekgllfPMi0v94fF8vLfaFy8H17oBoYVy08r19FvBL5fX1OsLpmQQUjRLzDLghcXqWw0e351mbRc+aO0rMMMinJTN64ozrGPUDEWd2yVok0rbxRKxg9KhQnEKGPoqYoenZP3IIdLvMCL33iJQvWsLG3NZjWcCDj2Pjvrq5hnJNek4hB/MVI3RknvwtLBIkDRklCRYy7XpMElfgMeDbkcOAqomK/1C/CclDIPl3pSqJxaD9BPZSwv2mYZp2gppzBdeGzOqbWzAE8/61bcO/95vPnGCrz26jt47tkl+OWv78ahh7eYfQYJEQGYAMWF2c10JT6UNl3QpkVZi05ISHc9C67oOLbGHJx8PWpnVDLMALuGL+jWmZXoI/i6/6AX0nU9GAW7A7WFleHX9ZB1z7WVqLcjeimPe5pioB8QeLm3mfChFzr2b6S7wWK9MV6f79K7SRzuxlp48VyGyXkCLmNFVcmkDTs5QywtCy8XVlPTgbr6DpRXtOH4E1pw5AktmDSlHVMqOoybPLUDx45vw+EntGFyaYeZAMDtMYpRiHEaAx938224ApWuoBpa4pd4AZkcj7SPlL1tPFixrdKNIZbRIMxbnoGbtZbs/RV46WclYfZZiOL2ZdSIhmR5yZujs9ZsoxRo+FIgpaVZa1ABTMeJn2NVBmwFACZpRYbKwvxX7rYc/L9CUBgucaIHRGp4Wb/TO6G+kXNEMj11CyfvTP/GzZj+rdvR9M3bcMq3bkPjjNmYzN3WuWVI1BZlnyqREm6lBYyvv+y+VkwfpxVwUepwzx/AS+BZEF4EV7uBFleZ58a8lbWcNt+Gisp2VNe0GxDzJd2CLCpbPGwSwYu7N8QT1ILuQGmb8pIpx1pKnKp7Dl5s7+k7hcd6NLo/efWxgOXlYCEPuhjpYBRWIJtfVmWK3y6CfmwLLZ7rl0cDTKbLE1wSri0ygotxJVNbMaGkFZPLu1B+8o04+wdz8bOfz8MFF92Dc3/0N9R//RacUNWDyeWdOGFyh2n49vusEEgZx6x8umIav4JXCKUQWl7lVZV9BMLLr8wRvHQDCP1xg2AXor7/Iajk2MEsVOD7eixl1udLmEwmMTKCsYAlS2qQid9YXwKvhh4DsbS8Bfh+3m48zpSR8PIs3PxvZ/IUxj9DfJ4eStNBWecIvPhd1YkT23DkiW3mxfbYca0oKafy99uh2e5DtVM5tnAK4eXAFcPLq7vROJPKLx1mAcgKTOSw2590gOU/cTL3+JqN08+42bjpp87GseM6MLakzWyjwiETU/5YFmF5ee3QdefH3YdevHt5YjuR8W363axDqx9ZX6k7RdKf98uEF2ESAiMtLK1SSOUJ47LCmc5/W/G7C7OuK6CiFFhJmFhgPK6qYddgq9mu/Wtn3Y6+vkfw8MIX8OyzS/DqK8vx2qvLzcoIjz76Em679Qlc8Mt5GDOpx6zczT1rirfABF4BsARSInVlDRpHeuUdOStshEtCsUJTAVMZxw2A4Eo7NmNdAicBmE2rZ4Jav8S7BqShM1R/DKngbZIru9dwGv40u8UFp8cbq0lZV2JFCWjkWIDFcB0WhsvSTgIsSsnLl76CMErCdM9Eu0YXoRDyFMY/Q3yoV9KORdeITEsjPTrmBZnWV0MXahvFcdPTCFzSbmMlHyj9aNdgscYSMj6PdVJ0Q1Q/ZcdhrRMS/uLgxX29Jpe1o25aL87+8d9w+TWP4ebbnsP8+17Cvfe9aPx/uOpRnPvju+zkiupOs8eYBZgCF0Fi9s7Ts3ptu7O9I9K2UtqptN0AYiG8ON4tAJO2KPASgOXVtUx4OYtHuvmSMEuvEJLel6xEaekLQUvHWYAl8xBYpUkCrLquHRMnNZtVM/56zUN49ZWl2L2TC53uifbt4t5d4gYwOLgLby9ZhVtv+wdqZ9yASaWd5iYPzQLTlVQqa4ZMVFT/TU9glvcgh0t8aAnYt7CoEQTAMjsUJxoD760AzIEr7nIM3mylYRQlU7rZeJ4Gly0vVx2w0Jpc1YUjx7fjiJM6cMyEDhw3qQMllT1mvbcQSmnHGj4GYA0+mARqMcBkc8kUgCXKaSwvH97DpZ4UKmeaHtFhAiwtdbzWK6n+GDYWUrY3xbVf31qJQJYFsDivyMqK4WXbuQadtPWkzIcXLa7JFe342rdvQ3vPk3jppXew2axivxU7d2zDzh1b0b99KzZt2miWGZvZ9gRO++Yt8UauiQkbQTuy90Cg5WTc7jJ7Smz9M3XTdIPb9mTbowDM5ScAo8z7FYQXgeGsHvEnAaIrhoaMVAwdptPSL2a7pC0k9bnV1R3mA2VCi92GdCHAGFZa1oIZp83GLbc9jY0b7UaVe/dsw+4dm+1+W3sJsn7sHdiGgZ1bMLBrC/ZiBwb37MQ/nnwNXz7jNrOaA5Wu3jk062Gmh7uK7968VJgALM0Ki8LyHuRwiedyM0mQhPCys5bS4aXSBhArmK95E0y7dn5YCAX+h/rpPTj42DbUnX4LqAhumvMCbrhtMa5teQJf/dbNOGpCO8obejGlrsc4bU1pYHn+qLvQC4sgZc4XcGWks5aZVg7J/zZc6kmhcmo9UMiv4UV/0bomAo5rq6JcbZslvAgYgZjAxhyHEAvhJW09khpe4pf8fBkCzA3LGHCVteP0s+/A3fe9hI0bN2JwYDsw2G8ddRzdYL/5FGDPQL9Jc/vcF/CNs263uyXXKcuLMw2LhhfrWEqviba8FLSkLSXbqtxjd+1CdYBxBeEVgqQQhJKVyI1RMZ9kvIVgeI2046pohgxlmE8uvCo6cPuc57Bp82azHQA3ldy7h1ts0Nragx3bt6F/Czev5MrdA3Ea7LEP+sGFr5gNEcdNbENFvJ0JKzFvtkh74+Nppt6DF0jJw5HjFClbY0sFZ/5R10Xegxwu8VT8fgX2YWS7DmXarZt6G7/h6UaRC6+oYcXn+MrcL0dhpS9pKbnixQkl7fji1C7M7Pk7dm/fEq1OvxMrlq7CeT+dg0OOaAFXBJlS55xYUSGcOM4lY11mC5MUq4rnaIClwXAUXv6LtcDLQmso8IrGukz79ttpDKwojscCGYnLkkZfSNtWUqClpeTpZDq8CK7jS9rQdPot+Ns9L2Dbti0RtCy8uNcXV5PnlijcW466j9+yEWRc2f6WO55D9ak3mZ6EarP+quipYiTvjU1nYRRBLG5vQdtWXe5p8GKYzc8CLE+nFQUvQsuCKwmPECb2mOmsI4wEeiLdOf7YVhq4GGagZcDF9H4Flby05cUxrorKNjNB44qrHsLatRvs1haD3P/GPjhuKfDM31/B7bc9hZtvegoLHngeb7z2jtlojfvW0DrjVhR7d21FV/eTph95SlmnglZUqVkJow/8qsIP/eKHIQ9lqNJdI+9BDpd4DS8LhKiCS7cDK775XkQAVrhBSBeihZsPJ9dApBH58QIkptN+d55LH8dz19i6bhx2Qht+/fv7sWzpmuhFiBb8Trz99iqc999zcdBhBx5eem+ubHhx/NCVO/wvw6WeFCqntPk8GcKLU9jTdYxMrJB4ZVUFADOAUWEOVGK5uHNdnOtadDBS0IutNXV9Bbdw6r3oY/6XMn7qU9+Da1ofw9q167GXL917tptNVp96aglmtTyGX18yH7+5ZD6uue5hPPzI69iyeZN9gd/bbzbv/d0Vi8xqLKwrxfUuRWWP74MCWKKbX9qelun1U0BIybLk/XLhRQg5cOXDy8LFgcvAJxrvCuGVXpHkAVoZg0vDKwIYuw6lAmt4GX9lG5qm9+DVV97xTOfBgW14/ZVlZjv10q/chIZTr8eM065H+Sk34ms/uAu33PaM2aHXmNwDBNgAXn55GS785T0YN7k1mg3joMLKaCu0VN6hAiovva0oeQ9yuMRLt6HAwMoAYAZkyuoqqkEwj/RGkRXul8G3vCROzpXJElUNvTh6rB1bePSJJWbnbFNXdm8zVvubb6zE934yB584vNWseagtr9DiCo+1ZRb7VVehhld4Lo+ljD7ItdIYaStsuPYveiCUurswCS9pu9nwIoDi7sMIKAIwH06u/fvhkreVIbysteXrPBvm4JYFr5q6Tow5sQ3fOGcOnn5mCXbv3G66C3f2b8UjD7+K7//4LlSxC1AMiLpufOfsObjr7hewefNmk5a7xj/xxGuYeMrNmFDZZboQNUSc378PLKP5L/H9ET0m9Y1tUfyhLK6d5um0ouAlVpSVhSuMhVU6vMKKVUwftA+vDpiVMRS87NiXGv+qaUdlZRtqazvxq1/fg539YkbzzXgH3nh1BX77u/sxfmIrPvqZmTjqhGacMLYFnzqiBYcc1oxTv3ID7rn3eezu32ahhx1mB9QbbnkGk8raUMqVnPnAdEWOH6Q8wAMlXYXJe5DDJZ4wEDA4qSq3WGChNBZZlhWmG0pxDUMUvCsDy8UBZHe+jbNlIxj44ebE8i4cU9KNG299xgyEm40iCS7TFb0DSyJ4HUJ4xWNedgZiGnBiSKkZhyZdFrQYntGtKPCilP8XKpDhUk8KlTPUI3nH8pKcCq9oTKqKUl5EKRPjXkG8SmPTEl7OwvLyivNl15+GmOsKlDI6KelcGoEQjQCbrgPjpnbiN5c9hBUrI6trcCdefXU5fnjRPEwqs6uHiKXG1enHTmrHf19wF15/bTnMEMrgTixduhrfOf8eM5W9imNf5jsvrcOcHhK950kDMJdetyHfr+ula2d+GhdeqA4w7oDCS24SIeceggVZOvj8dPoc8ReCFystrSztaursJA3uz3XXXYuxh1vIc5ts7MTunVvQ2fMUxhwzC+VV7TjlFO7f1Q2mPeWUXtTXd4FbZZx2xm1YvYrdQTsjgA3g0cffwPSvzMaUUvadJyty/DD3u6vQVYL4jW8EbUYZdxt6Y19RpQ6BJcexMrYACRWyU9Ss+ENrIMXAy8LA5n3YiR247PIHsGnDRrvDMaEljjsov7ES54nlFcErCzYM1/Dy0hWEVzrANLx0mXlPJC5PIQyH+BBWHPcOw+RY9EhSRm1Yw0vgUyt6SSnt6IU1bvtxWge6YuAl5QitKQmndJDlS3IAr8iKYjoua8X9A1vbHsfqVeuwa8c2bNuyBfPuXoz6U67HxCntZnUNybu6rstsuvuVb95oNmKlhUbduG7terNRJV+2qMcIsFj3yIu5elmPdZ2Oy9F7FlBpbVNmHIq08KLFl/fLhBcfPv+0trosnApZXi693DCROh/6BXQSny5padmKZCHmLC/dZciyigVWW9+BySUtqG7ow4uLl5puncFBbru+G2+8vgIX/PJefPGI6zB9Ro8CrN1nZ9r0HvNh4kc+3II33+A6ZzvsGBkG8NzipTjn+3PM6hvVNV2giyuyfpsK3kKc2S1QcrNpknGSRkvbgPIe5HCJL1fQIjj8Sl08xBykeI7kU7yUawu8WK4wH1H4/EiY43AnlXTiG9++DS+9tAyDHD/lwLeAi1LD6zBreXlAUjMHCa20OK9rMA1gtengYl5xeeW7uRjkEtc7XKpJwXIKmApJN0lDQBRKHzrG8hIgmfYs6aWXhRDx23ys4L3z/DROR0h+VmoohbpPx6X6I+OA8OI2QBf+Yp4Zl7/+pqfR0/sP/PxX81BT323gppeE4n8sKe3AqV++HnfeuRhbt3ISWz82b9yEzs4nzPZDFVVdZr1XllsgJX75LxLuyhZAPgCZtCvqO/H7UsAl+dh0BStBIcuLcOFN1ZApXFn8h6PPdeCy4JO8w4eWfWwhRoAJpDx41Th41dR2oKy81VhTvT1P4p55L5gP9O6b/6IZsPzat25GabntVnTXsw+qcXo3JlR04MOfacPixW9i0CgkdjfuNuNeP7twHiZPbUelmQEo/9d/g0ufcSj94QRXHrzkAfoy70EOl3gNL1uB5W0skAQGlW+K9ZUKruCbJkJJvuj3G4rrtmR4DK+UhkUYEDKE1+SKbowr78Xd817A7t394NgpP68gwDhInug2LACvVGhJV2AasCRM0mRIDS+5RzqM/pHwEz0kEzIoJUxkOCQhita2eQWYEDw8DiZ2yLmUosBFoRtFHuYRQC7MT45tfqJHnNTXS/XLy3+VPYfrsfJzoFO+fL1xjdN745d+uRYlLa9JJR047Ss34P75L5lJHYTXhvUb0dL6GKrre+38BnMP1D0K/k8IL++eZLy8s63Jy7rfHh24zEfL8ZqH+2F5yZ828BLrJ6WSuMribr6cq6Wkowwrlk6X7nfw4phXGsC8sKoO1NR04hTzQG/AqV++Aad+5UZMmzHbfEWfdg3+T07wmFDagY98sBmvvmS3R5AuR75t/+TCuw28+AYjD1AenLyFccahPKR9lRaAIxRe3rhSaDWlAKtYeAXwyYKS6bYU609kBDFpVHKuUfx1PSip7sa4sm785a8LsWvX9misgJ9bcFbqdgsxvuhAdRsqeGVaWTL9XcGIHyOnWl8qTRr8LKRSrDLJL7LGRgK8NLS0X3SLXZzXdb9J741r975ijq0uz+Ly9VkSNH4esR5QFksMnmAYxZXDv0YYHp+f1nUYGxb2ey/Rr2Ee+pgL9I4vacePfnIXXnp5GQZ2bcXewZ1YuXINfnnJA6iu6wHvhbkfif/h/1+r/3xrlGHu5Z36K1sXutU1AnhF6x7yu9q8X2a3of7T9MvNyZPhefZcfT4fmO2STEubHmaBp7sONazS/CwnLawpU1sxZUorpkxtM9NKs6w+PrD6xi6UV3ZgbOlsLF+6wnYbsmsIA3jmmbdw5n/dZszutC7DuL+7wAMr9DB1HCtADLCoEuU9yOESbystuwUCSyvvWCyxRLpkVwQVuVhdBJFAKZYRtPjdHi1BSSvxFl62q42gmFrTjW+cfTuWLVtjuwrNdzLbsWbNeqxcsRY7OHYA+yGoTNg4WMErhE0hmBlwmfJbiBVKyzjjWMbaXuNSwacANlzqSaFyamB5/hQlb/UJFa+AQpRweKzTSJzTVdQnAhOdV6gLJI0nI0vJnWfzlzRheHgs8JX0TrJMWpe6l/xEHlw9v7IDp37tRvPdq5kuz96DwZ146cWlqPzG7WYyUk1dtxkScS/nLKvcMyclPlUa60tevkOA2XCBF/WetDsJM6vwHCh45QHLj7cPhl2FhJTtMtRmvQ0Pb27WsQDL5EWIBpaXBlcYZ9Y7rOTsQ7factZ1Gpq6MGlKm5m909z6OLZvtf3B5rswDOCBB15GTV0XSrlYZ8rD3F94OWBJF6OdvSSVo1BjHk5xDl77ALAEuELLTboBCR7bKMSKcg3ErfMnYZJWjikN0Op7MbGyC1MarsdDC181Y1qcocVu5M0b16Ol4x9YuOhNY42ZWYeD/fFsw48f1gpOqw/BZWAYQSctrtgwAZfAilPyxZ8pa0fGmJcHLAMVCxa2bafYIz3kdfXptmvjeY4DkAuTl1zT8xQtCi5hvg6xCl1fN/arsulzTZ6qrH5+rgw6PM5TneeHhSDz8+E1Obmjpe1xrFq1zsygZnc3Idbe/ThKG/pQWp0+3pWq7yIdKPqJacRvZPwSryEmfgcw99LOsAhkUddhnl4raHn5UNIAKuSXSRtZaXhT9duCf5P1A6PfwstJDSvtj6fQZ8DNxtt8wmvUNXahtLLdLAN15g/vxtqVq91MMuzEli2b0Nz6KCZMajb7fmU+TNP3Hb5pFHechJc0CivzHuRwiffhJW9dQ7TCYojJ+ZQ2jxBEAq8wXIMq9Ftw2WnxJXW9+GvzY+D3MKaLkBYWdmLOnGfw/R/Pxb3zXwGX2wktr4MKwEsDKsuykr29dFrtN+cpYOnvyXx/n4PaiINXNCYfKXS2ayp0keJ37ZVxznqw0HL6x6Vnvm75JaOHzLFLKzrEB4iCp7G2XB4GWDKPQJVT8smTmddhXrxWgTw5aYPd5X+8YiGWvL0au3dtNeP5u3duw333v4CvnHGLAY9ZZV7dH7lXHpRUvA5nWn1shlEYpq0wSaPDjJ86MjqfAPvfg1cWtPggLdgsvIoHmKk8Ecg0sEJ/aHnp+BjEcfeBrYhciZnu+HEtOOOcOXhx8RI7tT5aQoVv2Q8+9ArOOudWY5mJCS8PNpbRoK19WElgaTi5tw2XznYT2odIK04eJvNnIxspPweK0GoKAeaAJGByUkNLpwvDxRKz0l07mU7iCDnCq7zOyu+fPw+rV601wCK8CK53lq7EpLpbcOrpN2PRI69jIAVehxToNhQIxdZTNJ5luzvtUlGElxxLesrioSXLUil41Y00y8tNKBPlHUrRHQ4ODl4MC9ObY5kQEQEs1h3RDGyXl9UhhfNwZdTn8Rx9XIw/9TrqP6TlYSZplHXiot/Mx8uvLAeBxXrMtQ8ff+INnP69OSjl9PhwkoY61lASfafDbLkCeAmoNMC0X3Scljq+CJ2XaXkRNHIz9MMr1m+7DEOQ2bEvHSdWGPOV64l0oHCWl7awxK8hpf0Cs7DrUsOzYVoXjv7SLDMFesGCV+zMMS7Ma7qH7HI/v7j4Hkyc3GKnnupKpx6weajxg3BQElAVgpcfJ28r/BiajWukWV4CDg2vEFwSlxUueVDqNDrc+YdkddV0o7qJE3c6ccrpt+HhR1+3yz9FM093bN2M3/xpIT712VacevoteOTRN8zsw9Dy+sRhrahp6E0FkMAotLrspAu3u3IIrxh2ORYXrUVrffVhSt0Ih5co7xTrQ5Q99YnzU8m644Q/BpezvqibrCXmdKLoKJGJfHgNLy//XEkv5yelD1nGyzmlFGygAAAgAElEQVTFSg5zTJrage//5G946pm3sCsCF+H1wgtLcd5P7zbd69xs0zjqmkCnSZeqwCodXgXAJRCjbtR+060ous6t4WrSRGnzXtgLwMuBR0zoYsGVnk5P2tB5+w81fIgCMNd96L714nUEVgZktTZOwkTG5eEYnOqybJrehWNPbMbJX74ec+98zryV8M2aq8tTbtq4ERdfOh9TKztQUtYe7T6aVV5b2eKbH/f5RrulGrAloUa4WXi58wWEdhzNXi/vQQ6XeGvhCHBC+Eh4Iemg5OfFc8K4oR9XNfZgQkUnJtfNxl/b/w7AziK0U+K342/zXsD4ih58aXwbvvWd2/DQwtdNl2IIL1peefASiIkUePFY+wVaWnJcK+weJKgYRnhZgPng4jkj4Sf6yFPiAop9UPKp+Zj8HLSoQ0LdJECRcC8fKYeUS7oMeSxx+kU44d93eLE8tLimlLbjrLPnYOHC1+y0+Kg36a23VuLnv73f7FPogUt1CVIHOV3mwBOHS3yxUsOL5+hFyI1uDK5XxMIMmfCKFX6B6fFDS5MOL8lDKoCWDljplpcHpwhMYo0xX4kXKdfilNGGxi6Mn9SCsupO3HjjU9i8aZMZ59qzizPHdoJfn1951UPm24eSsjbvS3VdRue3N18erusGJLy6TV+7WGG2UkQgkwoTvfHIm44BmIkbafBKg0whWKXFpUEpLd+0dMkwWmZ03ICvurEbx0zswE9/+yC2buSCzruBaEHnJW+uxIxv3mJWlT/qxDZ8/du3YuHDOfAy20FkfJAcTH8XS0vAJccaWrG/llutaIBZK4sAc/AKJnGMpDEvBQADAwUJPQakQZHwC0hEMs8wn+hYvlV17T35EpvIP6OMhfLw4wRgPvDyrlNV34mple34xhm34G9/ex5btmyOZ8muWb0Ol1/1MOqm9yWWs0rqHmuJxeNWmaBi+RzgYuiFYTwWUIUyjnN6Me9F6z2Clx3rkq5ISgGJSP+h2Yoh8GKc+GM4BbAioJJx9joaXtxCoK6uE6WlbRg3oRXNLY9g9ep15ktzfnjKWWNcZmX29f9ATUOfeXsx14+XjElWWl126TvmA6yq6Y6dg5H/ZT/DbaUpnG/egxwu8dnWURqkhhqWBFP29WxaQotjXHTcDfmEyW0450d34rnn3rbgMnsh7cCmDZvwmz8uwJFj203DH3NCO752ZjHw6jUrdhM6AiOxtAREPDbx0aob4uc3X/RL+lByXMwBrBh4jYyPlI3llQEGDz5hmvBYQMXwAgDT7TvNnweTOD66XloeyTDdhVc8vMzkjKoOnPa1G3HTzc9gw/oNdgX5QTuzsLXjSUw/7QY7HBFZQ04HCSydjKEUpY2P08BUbJjkFQLMHLveqTyd9h7Ay4KLby4Cr3AMigALH56DlQ+yBKBUV6HEOZDZc81xNT9c7kBdbQfKy9owcWIrfnvpfPvtzl47k4xdP+wX5tfn0069ASVTuWZaZxFWlwOPhhcrBQHmgSuwtGwa9x/lPrDCi59ypPwsTPhhYhpo8mAVnhOmD+Pzj8XqqqzvMQPXFQ2zceOti+2bKte23NtvrPA7734BR57Uaaa/Vzf1wsCrkOV1eNRtWEd4RRMt2B0YjVfF4CKgaIExXa0dIzOWV7SyR5wusNIM8FLhpbsNneUlEBwJ9SiGQQijoR5reIXnSpwa+9ftUfulPBImxwmpdKCkzZZDhxfBxWs2nNyHtvYnsXr1+nhTSu6kfPMtz+K0b9xsZvNR78QWUjDOpfXVAYGVvhb9OdCSHqq8uvquwkvegsS6cvByY14Spx+iBlfSH1hYta57UMNLA0wsr9q6TpRXcJ+vNjPNeckbK8zMQjOLbG+/+fbhiSdfx5ln346TJrQaaLGLUZct389KIee4NxhdIZJ+H1660sv18h7kcIk3U+U5FTYVXho2Gkw2nKBJnmctmmR4Wlo/TMDFmYVNM3rBb7P+cO1j6N9md9yW7kJuidN42g2YXNFllqvKg5dZmFfGvAy87PdexvJS8NKWFOFCyBlwyZiXSivwkXMM1FLhZce9xCITMMp5w6WeFCqnZyVlQScMTzsmTNLCa9xYl+gsaYdayrkSJscFZdEA8+HFaxTKN17DsK4bV1z9CN5ZttZ+wjHYjz0D23DPvS/i9LNuR1m1Dy0LCl9PEViiow44vFLBRaA5i0v8heoA4zLhZW5WNLU9zVIS6BSSIbxsPskuQ+YhFYAyCSwd5uAlgBI4CbwoJc6EVXeYLVL4sTJX2zjjO7dh8XNv2unPsl323n688PxSnP+Lu3Hcic2obeiMpo+6a+sy5vldRZOKUAhoEpdeQXmtkfITePHtK/2bLw0YAZgO034dT7+OK97fNKMPh3yuGT/+5b1YsmSF/cbPrKyyE6tWrcWFv7oXx4xvx9Tqbkyp6kZFYw++eGyr+T4mbczr7B/dgX/7XAtozU2p5god+fAiXDxwGSvNWWwCH5EGZpyYUZsc9/LGvGR6fWS5jYR6lAovZSmlxofKX9KH4dGxbt9sy/q4kN+1+/S2bOIDaKbnp4YX1PXT8hdwlVR24rd/fBBvLlmJPbu53qZdc5M7Ypz9g7lmNRl+Q6UtLgMKboMSWV8aXATYkOElcBILS+chcZnSB1heXc2El7xxWAAlLaVC0EqPk+5Dl5c8tCx4MT4JMgcvgZQBlUwskbEwNWGD3YV0Eye24Ftn3IKFi162CorfO0RT4pe+vQK//+MDOHFcC7jFQm09oZO8vpR5KFIqnD1HYKalbRySLpQ8b6T82BjkI8R8eBFA+wYleXvLA1pNUy/GlrSj6Ss346FFr9mZg2YLnR1mw772nqfwpUkdGFvSaZbPmVjWhSm13Tj0yBaccvotdrahfOc12A9uRvndH96Bj3ymBaU1nLnYjcnVtlvQWldu2afQmorBpEAmYSLlHIGXrKYhlpYv3bR7nk84joRf2D7MscBISw0mDQztT0sT5SFtXK4nxyIZLn4tJX2mVF2Rkkafb/3FwcuAq7bTrMn6s1/dZ9cslP3lBvvx4ovv4IJf3oOahh5U1dnNJqvru1Hd0GUd/Y3dZnZiOORRFLwERBpS4mec+Cm96fEEVdiFeIDgRWjwJqaDyAGo+Hg3k8fCyre2kg/PgUPiLMgIr/bk5Ixgwoa2vLhNyoQJLfj6N2/CXXc+Z1cAZzehmVm4GxvWr8flVy3AlNI2TC1rR30DZwjyOq4M2i/lCaUAPwyXY1vZBVrJii8VOU2OBKXD/2Aqc2x1FWN9FW9B5YEqjOfmkvXTenDY8e3ou+EpbNnCTyR22IV2sRNr1q7HrXcsxtXNj6G5/Qk0dzxpXGvn33HldY+h76anzXJQe8V6H+zH+nXrccvtz+DP1zyK/7+9c/+1q7ju+F9QqT8UlCYKgh+aCJdKaUrjhNA4wW/7+l4MfoPCI8ERaQI2RE2VUrVqIUmVJkIEaBLVvvdc29cBOzbENIADNn4gGlpoRQwGgzEllp0KBds1tsGvVX1nzXdm7Tmz9z7n2sg6l32krTWvPXvO7Jn12Wtm9uzlw/8hy4b/U7579za5cuGDMhl7KlYswHDDit5CclaYmSsjvCABrhRe7UvndS7NDRsaGI6FdpTrH4UwCzDn1g0S9EE8WZxh4QW3ObfYb2N/5bUYXyZDXl6X8rwyWcyHegIyXhtuns9l7hOmDMmSv35U/uu/3wgvIeMrB6+9tk/+8m+elD+6bFg+9ueDcvF4HkNy8XgcgzLuM0PysU8NyaUThgQf2nUbJPhhwwJ4LISq3CmQmJbhDmI5kBXBBbDV/UotL1YYVvZ0DqjqtFTulLxGTlpYWLemLVpfdriQ1piGYbFFSyZOXibzFozImrXPu8l3KKiT7+m7XPjS8o9/8rRgQ8qJk5cL9jhM87PlQ1ms37r7/CcKbFjeHRtkaIimUTIMkufX3cheiXfDFmF4j/DqZA6sDGJ26DCmwVNeCivrx7L4/rkjcsGfDcmd33tKd9HAykK8jHxcPzCJxTu/e/uAvH3ggBw4eFAOHPDHwYMu7ODBA/Ie3gnEOf44efwdOXRI43HOwUOH5Nnn3pAFN66XK/pW6sIMA7AAIQ8YwolDiBZajKO1lcoqqwvXGVOWFyBj+wxeJE7g4+DBNIQS0zA8lUxHmcYnfvZPKwvlStKncTgPYfb86CbAivHMA1bXxGkt+erSn8vTz7wqx47+n64sPHnErZh+9tlX5Yc/2iZ3/fMm+c4PNsl3247N8p0fbJZ/unuL/O0/PC7zr3nAPVx2ZHERSqmktWWtrACs1NJKLTNCTUFWp9NK4RWeGsLb5TqJOXqQFVcbxhsUbwzBYGFV7s4DLJ3/wgKN6X0t97E1LBvFeztuSfxp7KJxVNaseU7mzP+pTJy03M1zYVGHAyAWgvgDjcQd3hLjriD8D5wTRJ3BzfDRSDbMtEHX3cheiXdDhgEsCq860FjonC03PnU+MGeVXPCJlmx84tdud233TpfoV7fdRrtYbSgnKo7jYfiZ8NKNnBHO807K7j37ZdGXH3Kb/AJAbmGGt56CFZVZTZiCq3N4tc+VEYa90k6qyqm6ibDyEhAgcAqSVpeXNTCJ/U/Tsw/H8AibtI+WpS2UK7k+z8lLwotSdQuuC330ucmDcs2Na+Wxx3fIO4cPBXChLWIR2pEjh+XtA4dqDjyQHZYXXnhTbl7yqBvSx/BhR1ZXms6PqOhwYGpJWb/P330XMbmWWbhR1QYQd8bw4tvu9VArwiun5Akv3EgLLW7nZMPU3Q4wO1zY1zfkPoly733bZP9+7E93XE5jIv70UTlx/B3ZuuUl92G2SZOWy6z+IZl9Na6LT2dHcKlbl8vHlYewMBVUCiy1OF2j8h0n3xg7A1uuU9TdyF6J14UatIqKT1pnC0yd5KMvJK+SS/9iWL5/z1bZu/ct1zbwAVJMdmOz3cKBMB4mzq1UNZYXFAfOwwMSJHbufvGl38iiL62XK6avcO9sESQpnDDEVxbXDbgmG8uO12C+vdJOqsrpvtdFSwsrAx24CCkLMRvWLbwipNCX9Rpe0l9iMbm0Jk2Vn3oCaehWSWBZGeGFHTTGXTYo1y19RF5++Tdy4r0j7vtcmMM/dfywOzAtgr0MT1Qc7x3DJr3H5JVX9spXl0Z4tVlfKahocSHc75Zh57BzD6QIK8xzmfnvAEvk544z+BhleLpJLK90GLEbePHmUPHTXy8xP1Y2B+WHKrlQA3IADXXIvYh8x99vlH37sEv8u+Et83ffPSLPP/+6XL94nVw+4V/d8nks6ICVNm3mkDtmeDmtb0jiwXk6hZeCK84L0iJDeP1/6i5NVWfupTg2TABGG3NRdgKes5NmlcycPSITpw/LrDmr5f4fPyNPbHpFNm3eJRufeNntFo8d43MH0j22cac8tW2Xe08QS5GdxXXqiBw+dFD+/Vevyy8ee0me3LxLntz8qrRWPS9XX7vGrVTUd7nyex5WwSsML5p9De2woQ4Z4qXluLEvwQU5tuDVDhGFi4VV7JfUUZqm5NwENuy/ZeBBvI1j+jTcpgluD970HOuPbsIr6gvk03/VCvn4+EG54fZHZffu38rp0yfk9OnjIqdPhINhCC89TuGck7Jnz//K125/XKbPipv0BqAQVKkkaNywIB9Iq6U+vHpAuVdm9AFWwUdwaVidXiu3vHBzHLgo0TDqjzILbDQKXQHKm5aDl7e87GKNAQUdyoq95/bv/W1c+uy3+Tnw1u/kgQefkzmL1sutt2+QJX/1iHz9tg3y9aUb5GuQt22QW7x04bdvkFu+8W/y5ZsfdnUQG1a0vuz/y1mV9pzRuOtuZK/EE145cKVPa0xzdmCVdiqdK8M3tz43ZVj6566Wa25YL9fe9JBc86X14bjWuGE94bjupodkYMGDcvOSR2TzU7sED0NumPH0UXnzzf1yxz/+Uj7b/6Bc/5WH5dqbHpb5162T6f7bXnhJORwlQ4UAjQVPHbjiYg2F19i3vAAODhdC0m11lVpg0EdtesumTyBEwKCP0p2TLt5DCPG2T+fSM43GaXntOd24kYcbNpw0JDcsXifrfvasbN++Q7Zt+bVs35o/tm3bIXoU43HOM0+/KGvX/kquX7xe57wAJff/rUyG9wgyl7abOWtdbUyIAVrYPi/6Yz+t02nl8HLDX5kbn2sMPqwILm08qtRpsaiy7+ZGtYPAWmHebRaV9A+0ZNq0QVn0xbWye9de/bwJJ+L98A5Wh506jon2dzo7AD05Ji+88IZMnIZhxdhYaUVaeNn/h/iyOJuuzl13I3slXp/m7GbF+pRFUFG+P8Bix+Aij1UyrX+V2zUD3zv6/JSWTJjSCpJuhDNuwtSWTJ45LJ/41DLpn/9T2fCLF+XYMd1WDNbXntf2yVeWPiS/d8FPZErfCkH6L2C4sJ9zXXbHjfixSlpdhBYA5qAFkJVYWzbcWl4fDHh5uFAfhYftDnVWDZxUeRuAoR9XnGP7b1U6G2fP6cZt85g4oyV/Mn5ILvzj5XLRxYNy0cWQ6r5w3KBcNG6oo+OST7fcKES0tvB/S4CVhofVw9q/0ofQbF/2VpeLc272zSjrdFoNvOyTTGeNIgLMwisqeypySB68cfATBlT6lEij53KeSxdW6HCihmF+akbfoFw9d6V87/tbdEUht37CcmY7N+Hnvtxwj9u/TufC2vzuZVVM4p+QHTvelEkzMB/m5+RceXXYkv8hJ1EnHFLMxVeF6X8eO+956UuSfqiQncAPIWojjzDLNvqw2AONPL4D1lGHcedGcPFzKgDFjNkjbvgQu2f0zVmtx1UjDmywznggfvaC1TJh6rAsunGdPPbLnR5eR92w9J7d++W2bz0i48YPytULHnDnzcSnUdz2T7o9FKDE4T3CipJWF9J0YnERYMyT+QKGOJAv3ktDvjjGwi9YWrR8CLBSSV1jdFgFiCwcOnYnUwU8j30bfp1HKkKQ8d1I5h3kwLBM7/eHdZs5JV0o5Vf3JuF8YCzCqgZehSFD7bP1/TWCqZO0dW31fYIXG0uEVu7mEFSMs/CCm34qcKRXCFgYEB4t91HJGTMHZc68Ebnn3qd1KMetGMOqsfTAirBujlOyc+feAry0fLYsxf/rGpcHXDfwytVL3Y3slXjXiQAtNn4n47yXG0ZgnH8iqwNT6HwGbOk5YSsor8QJLiup4DEvNdUdca4IEGA8YPSZL7Rk7hfXCPY8PHYEXyI4IrDoX391n9zyzZ/LhX+6XPACNFcWKryi1eXA5OGCfFN40U84RRk/c0LAUQJcOXjZsvdKO6kqpxsGdA+zBkal4GIa6BO6zTDjGUAs6C2fB/3lEvNXqiMCeDo+N38e8uH7Xu3Sv+h8pXnhGTtp4MiEFeHVgdXFfur7cCdA6iZNVRtA3FmGlzYQ3qBuJEFlFTfcBBfy4mpDC7Bo6Sm8pvcNydVzR+TuH24XET+c4z7djqE/Hv6z7S68zI20iKM8Lrt2/k8YNkRZqv4fyk24qeVVnd7mZeuA4XU3slfiA7wCwCK4CCG1zuI4egg3cGInqIpjGsgIL91BHsDQ+GiJEU4FmPiVexzWQxyssPGfH5L5N/zMzXmdPIGHoFPu2Lf/LVn6rUfkQ+OWycC81YX5rTDX5ee9LMCYP6HlAOqHC/U7XbprfITYiEy5ysDKL9Rw8KLVZuDI/9Yr7aSqnAUIWSBVur3FgzQVc17sbylccv40Lf3tkosuIryQhnm2py/XFTynXhr4AC4c5aAkeOgPkuXiOSUWGPNkPm7oMFpW6cOj7YuduqvaAOIq4IWnlORppbJxxPTd3AyCCA2SIGIYbzDzI7wUHO3zXe5dLOxjOHuF3LB4vXzj21tl6V3b5da7tsmSu7bocedWubWDY8mdT7l0S+7cKjiWfnubLP7mRvf0huuwTFWS/4fwApSq0ufimEfdjeyVeIJJJ2kJLlpiOhcW0nhYWUClncLGddopFGTRkqJiTzfGBUgImJAGFtiVq2TiDHxxebXc8XePSmtom6we2S6rVm2Xe+7dJAuue0AunzIsMzhUaKw2t9owLNqIFhehRQnQEVRFeBnLyw8NcnjQldcMF8JfKPdYGTZM9RBAkIYV/PogqQq/Gl71UKByjzLXb2OYBVcRXkyDa9JNmQtDXH35CJ1EEjaEFKFDf5D2GsgD/iQv62c+mdXDnfbHsnR1Oq0GXi2ZXmgExuxOw/k007WCzkAozBEhLt7YIrwQngKP1llLJkxcJh++6F/k/D+8X877yP1y3gUq4T//w/d1d3zoPjnv/Pvko5f8SPpnF8tky5e61YKKw5qEWJquyj/W4IWOoHDCxx89tNAZCp0AfgUbGrZ1pw2dcZBpXJk/By+n+K/yiyo8tDgcF4DiYeCg4HesuPSKYfnoJ1vyB5e05Pc/2ZKPXDYsU2fhv424xSAOHhZi3D3en8+8KQmicnhFqCGtPZiHlR8IeFEXZSFmlfH749b+ayGl18EcV/5QnWZBVKUDGGfTl7sNaFJgWehUumuAxXMLfTb2U9snu+mXaX89Y3hVPtG4xmKfamLjYIVXSavcqaRzYWqJla1UVPgxDa4HyOGDkwsXrJRFi/RYuHCVLFy0Uo+FK2Rh3bFgZTHNgpUybx4aRhFeFqhqEUbYxqFDBS1h68poXnK2fvx/HW70Ddw/DNTdyF6J16c4/bp0BBbhhQ7gO5+Bke0MbOA2jG7G1Umr0AmoVNLqCdJaMeYl4Il9K+XyqSvk0zimrZDPztAXkafOjiDU4ULv9/CiRWdB40Dk4v0CD2N9hXKYMAsuuG1ecNv/SXevtJOqcgadREsE8LJuwszJvH4K6Xlex9LAwSlx9NMySJWFGx3hr5vTkyhjWXh5+dPyjcbfLbz8QpAAs/jwaeFl3dpHOWSff/CsagOIK7W8OrO4fMOAwk1ufq7SGUblnANVLoznQVogEBwEF/05qXlESy3CsuV2kcdO8jhseM5ty5K7DsJYTqZFmbWMBC1AnC+Lhrc32rob2SvxEV6ElAWXhZd2AIKIgLIScamf6csk576ozKHkneInFLzVlYOFPYdubO6LObBZV62WmXNG3OdSGBekGyZUmBCSKWjod1Aj+PzwYq4sCCO8eG4q3fW9hcey9Eo7qSpngBch5fRCxahQRj+l+qpzfx4G3QHM6wijM6krrESZrJ/u8rLmy1Y57Ecrqk4STGk6G+76o+nXTMs05oE09k/OPbcDrKoNIK4UXgqJqgbBOa52cNlKdzDqs0vgFRbaAOuUuCp4Vf7+hnvLBDeS8LBuwoM3Oo3T+CI4CK5UEjApeHJ52zC6I2iT65nhTl6D0v5X5gM5Vn4RXrS+CCBCzErGdS5jp2jvDIjjkCEhEiwgwqtCAgAEBGEQw+JwnpvXwleRPXxoefGazKNMIp3LvwZehFr4D6Z8yFvzgORXmkfGRDMq6iavf5z15S2wADVjkRlQlCv/VJelMEB8Gqb+juDlv5nFfm3LYcPoLpP2vHY3ysP/kS9r238AXEr+VwgPAMqk5fk2DUDFPEN4rk+WW191jfXM4BUqiZVVlKx8NDa1qBRWBJeGFxU7lXiUam0xr5y0EMvFI4xpnEysnhRa9LMMhJeCL/80lF5Xr8P/Xfcfi/FpXvCPlV/oDHir3r1ZDzB5YKGx0+1kDlpIkwvXsE7g5aAByyWsylPw2F3ZCQYrI6g8GMwcmFtab8BXXJgRr8VFIQRXGXgcfEx+thypuyyPAC9A0ANsLLSjqJyL+kbDkwfuGh0V87JKH/lmlHRFGD/mWIQYdAWHDqk3iv54/fhfcv3fhuXOKYbZ/9Ld/2j73+iHFf/bxbHPFvqvLr5K+3OxfxJcVkbA1bXVCnjRskoaA59qvAVUrLR4AxDOCreQ0qcmBRLhYCVAQT/Pr5MEU106xjN/SsIqlYyHdOUy/4l5lUmWKTcMavPNu2Pdaf6tuvvYM/GFjsBhhqoOUgAV4VYOL4Ct2EHa/QoO/y6XB0QEV1zNp5CIfmdB4f0vBwO1whwg+F6Yhc2AAiucQ0uoADxdzejg488NQLV5Vbn9+2iEoZVaNsy1eStwYIxYXlVACvrJryoc8FMNVedk48qUNnWcj/dtN0KKcDKS71YF/YE47eM5/cm4Mpk7R8NYZgtf62b8KCX+q11kRajZ/gs3/XQ7qf2wvX9acMEd+2udUuseXlhV6BpInH8qq0xWfhFeCsW80vaQcJYRFXhxgQTztJKgsGFV7vTaKbTob0sXGh/LVi1RLgvjNL8yvwO8ORd5jJVfAV7mTX8bjuEGHmplEVpWlgPMdoCcO1hQVVDIxBFEKovWF/NMQRQAkgzpBYAm17HnpxZWzj8FkMzkTQjq9b3ldeUHDV4eNF3PeUG5d6f0Aa9ZwcryLwLTH+BlgJaBF3UWrk13mbRpbN85q25Ah7AqgKgCfmm68PDJvhvhFPsmAVaMq9N5FfACnAgqIx286sHFyoXlgXzKFHUarspeh9ugxOHXo/yGKiTK43MNgNclqHKSaazM5VUa5jcJtufXu+NQo9aF1l3djeyV+LRzEVJWIg38Lm1bZ2AnoMxDLHaMYofAnJcDRwKNHBjSsGDBeMvLgsm6mb8DkQEL0kTLqGj5pdcalb+Qv+6JGMrlra9eaSdV5VSweDClVpPXN5Vp0nNcW7P5VShntktItE3vb7O8wvwWgQX9RHe0vKA7bFlLdUkCNJ6j6WM5WJ6zJm3/K/nvhWuF9Gm/ZH/W8Ng/Ca6i1YX4ul8NvAykOEzYzVNMmOvqHF5qpVGBdwavTm94MZ2WKQcthhE0nQC0mDdB2vn/5rVSSYDV3cheiS80dNsZEnc5vNJOQX+uc8RdOthZoMy7tW4AkgK4yuAVwtXSiaCK0BrNtStBxiFLD64Aq2SYkuXvlXZSVU4q7oK0esm6M3AonBfi0X4IErp9m0raJtqwA5FX1EUoWUDRTX1AqeHxehpOf16X8FyWUaWmLS9np/2tLR0hZDXsVb4AAAGoSURBVP87wqyfbpu28EFKPmBaWXyYtNuzqTvGV7UBxFXAS4f3OITFiu1KeuClCrnab8EVb1h6Q9WiK49P07f5jVVEWFlpyzhaeNk86tyEVFm6uhvZK/Fp46fFlYZn/WEIgsDKSd/B2KHMGDoAhgUTBAgUeiUYfDwVf5ApGFK/zZdwYRitI/rPRNq8mS/LwvfF3EINrjz8AAwbBgAVlbzqrXZoaDtL05Yoaa+sC7AaSIYLCbYg63VUqlPbdFVidSGe52ja6vKGvoT+Q+DUyRyoysJCX4uQcg+fbeHaX/kgGWXe+qrTaaXwqjuxiW9qoKmBpgaaGmhq4FzVQAOvc1XzzXWbGmhqoKmBpgZGXQMNvEZddc2JTQ00NdDUQFMD56oGGnidq5pvrtvUQFMDTQ00NTDqGmjgNeqqa05saqCpgaYGmho4VzXQwOtc1Xxz3aYGmhpoaqCpgVHXQAOvUVddc2JTA00NNDXQ1MC5qoEGXueq5pvrNjXQ1EBTA00NjLoGGniNuuqaE5saaGqgqYGmBs5VDTTwOlc131y3qYGmBpoaaGpg1DXw/6ZYDOm0sZvsAAAAAElFTkSuQmCC[/img][/center][justify][size=150][color=#1c4587]Para entendermos essas quantidades, precisamos conhecer o conceito de [/color][color=#980000][b]fração[/b][/color][color=#1c4587].[/color][/size][/justify]
[size=200][size=150][color=#1c4587]________________________________________________________________________________[/color][/size][color=#980000][br]Fração[/color][/size]
[size=150][color=#1c4587]Uma fração é a representação de uma ou mais partes de uma quantidade que foi dividida em partes iguais.[br][br]Calma, vamos explicar melhor ...[br][br]Pense em uma quantidade. Essa quantidade pode ser representada por um retângulo, ou seja, a quantidade total pensada é representado pelo retângulo todo:[/color][/size]
[size=150][color=#1c4587]Imagine agora que queremos apenas uma parte dessa quantidade: [/color][color=#980000]Vamos dividir o retângulo em 3 partes iguais e usar 1 pedaço[/color][color=#1c4587]:[/color][/size]
[size=150][color=#1c4587]Essa parte destacada é uma [/color][b][color=#980000]fração[/color][/b][color=#1c4587] do retângulo, ou seja, uma fração da quantidade representada.[/color][/size]
[size=200][size=150][color=#1c4587]_______________________________________________________________________________________[/color][/size][color=#980000][br]Escrevendo uma fração[/color][/size]
[size=150][color=#1c4587]Uma fração é escrita da seguinte maneira:[/color][/size]
[size=150][color=#1c4587]- O [/color][b][color=#980000]Denominador[/color][/b][color=#1c4587] representa o número que dividiu a quantidade total em partes iguais.[br][br]- O [/color][b][color=#980000]Numerador[/color][/b][color=#1c4587] representa o número de partes iguais que queremos representar na fração.[/color][/size]
[size=150][color=#1c4587]Voltando à receita de bolo de chocolate, queremos [/color][math]\frac{3}{4}[/math][color=#1c4587] de uma xícara de amido de milho.[br]Podemos chegar a essa quantidade [/color][color=#980000]dividindo a xícara em 4 partes iguais[/color][color=#1c4587] (denominador) e [/color][color=#980000]usar 3 dessas partes[/color][color=#1c4587] (numerador).[br][br]Veja algumas representações da fração [/color][math]\frac{3}{4}[/math][color=#1c4587] :[/color][/size][br]
[size=200][color=#1c4587][size=100]________________________________________________________________________________________________________[/size][br]Use o aplicativo abaixo e explore algumas frações e suas representações. Altere os valores do denominador e do numerador usando os controles.[/color][br][/size][br][color=#980000](Para usar o modo tela cheia, clique no ícone no canto inferior direito.)[/color]
[size=200][size=150][color=#1c4587]_______________________________________________________________________________________[/color][/size][color=#980000][br]Lendo uma fração[/color][/size]
[size=150][color=#1c4587]A leitura de uma fração segue algumas regrinhas:[br][br]- O [/color][color=#980000]numerador[/color][color=#1c4587] é lido como um número cardinal: Um, dois, três, quatro, ...[br][br]- O [/color][color=#980000]denominador, quando entre 2 e 10[/color][color=#1c4587], é lido como ordinal: Terço, quarto, quinto, sexto, sétimo, oitavo e nono.[br][br]Veja alguns exemplos:[br][br][/color][math]\frac{2}{3}[/math][color=#1c4587] dois terços[br][br][/color][math]\frac{5}{7}[/math][color=#1c4587] cinco sétimos[br][br][/color][math]\frac{4}{9}[/math][color=#1c4587] quatro nonos[br][br]- [/color][color=#980000]Quando o denominador é maior que 10[/color][color=#1c4587], lemos o número cardinal seguido da palavra [/color][b][color=#980000]avos[/color][/b][color=#1c4587].[br][br]Exemplos:[br][br][/color][math]\frac{5}{12}[/math][color=#1c4587] cinco doze avos[br][br][/color][math]\frac{12}{17}[/math][color=#1c4587] doze dezessete avos[br][br] - [/color][color=#980000]o denominador 2[/color][color=#1c4587] é lido como "meio(s)".[br][br][/color][math]\frac{1}{2}[/math][color=#1c4587] um meio (ou simplesmente "meio")[br][br][/color][math]\frac{5}{2}[/math][color=#1c4587] cinco meios[br][br]- [/color][color=#980000]Os denominadores múltiplos de 10[/color][color=#1c4587] são lidos:[br][br][/color][math]\frac{1}{10}[/math][color=#1c4587] um décimo[br][br][/color][math]\frac{1}{100}[/math][color=#1c4587] um centésimo[br][br][/color][math]\frac{1}{1000}[/math][color=#1c4587] um milésimo[br][br]etc.[/color][/size]
[size=200][size=150][color=#1c4587]_______________________________________________________________________________________[/color][/size][color=#980000][br]Calculando a fração de uma quantidade[/color][/size]
[size=150][color=#1c4587]Usando o que aprendemos até agora, podemos calcular a fração de uma determinada quantidade. O raciocínio segue a mesma lógica...[br][br]Para exemplificar, vamos resolver um probleminha:[/color][/size]
[size=150][b]_______________________[br][br]Uma determinada turma do 6[sup]o[/sup] ano possui 35 alunos. Nessa turma, [/b][math]\frac{3}{5}[/math][b] dos alunos preferem o console [i]Xbox series s[/i] ao console [i]Playstation4[/i].[br]Qual a quantidade de alunos que preferem o console [i]Xbox series s[/i] nessa turma?[br][br][/b][img]data:image/png;base64,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[/img][/size][b] [br][br]_______________________[/b]
[size=150][color=#980000]Para encontrar a solução desse problema, precisamos saber quanto é [/color][math]\frac{3}{5}[/math][color=#980000] de 35.[br][br]Sabemos que o denominador representa o número pelo qual o valor total foi [/color][b]dividido[/b][color=#980000].[br]Sabemos também que o numerador é a [/color][b]quantidade de partes dessa divisão que queremos[/b][color=#980000].[br][br]Então,[br][br][/color][i][b][color=#0000ff]Calculamos a fração de uma quantidade dividindo essa quantidade pelo denominador e multiplicando o numerador pelo resultado da divisão.[/color][/b][/i][color=#980000][br][br][br]Mãos à obra![/color][/size]
[size=150][color=#1c4587]Concluímos que [/color][math]\frac{3}{5}[/math][color=#1c4587] de 35 é igual a 21.[br][br]Nessa turma de 6[sup]o[/sup] ano, 21 alunos preferem o console [i]Xbox series s[/i] ao console [i]Playstation 4. [br][br][/i][b][center]Podemos representar essa fração da seguinte maneira:[/center][/b][/color][/size]
[size=200][size=150][color=#1c4587]_______________________________________________________________________________________[/color][/size][color=#980000][br]Vamos praticar um pouco![br][/color][/size][color=#980000][i](Para usar o modo tela cheia, clique no ícone no canto inferior direito.)[/i][/color]
[size=200][size=150][color=#1c4587]_______________________________________________________________________________________[/color][/size][color=#980000][br]Frações equivalentes[/color][/size]
[size=150][color=#1c4587]Podemos representar uma mesma quantidade com frações diferentes.[br]veja o exemplo:[/color][/size]
[size=150][color=#1c4587]Nesse exemplo, dizer que 2/6 é igual a 1/3 significa dizer que "2 partes de 6" é a mesma quantidade que "1 parte de 3".[br][br]A fração mais simples (menor denominador) é chamada de [/color][color=#980000][b]fração irredutível[/b][/color][color=#1c4587].[br][br]Como podemos então encontrar a forma mais simples de uma fração?[br][br][/color][b][color=#980000]1[sup]o[/sup] Passo:[/color][/b][color=#1c4587] Precisamos encontrar um número que consiga dividir tanto o numerador quanto o denominador ao mesmo tempo (com resultados inteiros).[br][br][/color][color=#980000][b]2[sup]o[/sup] Passo:[/b][/color][color=#1c4587] Dividir o numerador e o denominador pelo número encontrado no passo anterior, gerando uma nova fração.[br][br][/color][color=#980000][b]3[sup]o[/sup] Passo:[/b][/color][color=#1c4587] Repetir os dois primeiros passos até não haver mais nenhum número que divida o numerador e o denominador ao mesmo tempo.[br][br][/color][/size][size=150][color=#1c4587][br]Vamos simplificar a fração 12/18 como exemplo:[/color][/size]
[size=150][color=#1c4587]As frações 12/18, 6/9 e 2/3 são [/color][b][color=#980000]equivalentes[/color][/b][color=#1c4587].[br][br]2/3 é uma fração [/color][b][color=#980000]irredutível[/color][/b][color=#1c4587].[/color][/size]
[size=200][color=#1c4587][size=100]________________________________________________________________________________________________________[/size][br]Use o aplicativo abaixo e explore algumas frações equivalentes.[/color][br][/size][br][color=#980000](Para usar o modo tela cheia, clique no ícone no canto inferior direito.)[/color]