2019年沪教版三年级下册数学教案:《分数》

2019-09-09 18:33:00来源:网络

  新学期开学在即,老师们都要开始准备教案了。对于一些教学经验还不够丰富的老师来说需要多看一些好的教案,这样会成长的更快。新东方在线小学网整理了《2019年沪教版三年级下册数学教案:<分数>》,供老师们参考。

  沪教版三年级下册《分数》数学教案

  教学目标:

  1、复习几分之一和几分之几。

  2、掌握有关分数的概念。

  教学重点和难点:

  重点:强化“平分”的概念,掌握有关分数的知识。

  难点:知道部分占总数的几分之几,求总数。

  教学准备:练习纸和课件

  教学过程:

  课前准备:口算(课堂练习纸第一题)

  一、复习分数的意义

  1、说出分数各部分的名称,及表示的意思。

  ……………( ),表示 。

  ……………( ),表示 。

  2、对于相同的整体,平均分的份数越多,每一份就越( ),平均分的份数越少,每一份就越( )。

  3、把1米长的线段平均分成5段,每一段的长度是1米的( ),也就是 )米。

  二、基础练习:

  1、用分数表示涂色部分:

  

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l4KcTMCGybRIdEQoifGx6LSzgImW5tesWb2aWzevAlZ8tnvQ0/sZpTFVaoVLIiV397ZlUhNiuXHlAgAG/TJxsZFER4ZhNCrOeu34+XhzV2qYY+Mi6O1pwzVlG50rD2HMJFjTKtUkHutW8/KxIrEzs7+ylM0b1kmnQJibnSDAz5eag/sYH+4nyHu7nMhd+mfFo/6f+frXJ2LZtZqsBoryMuj41Iw7I9Z1uLjDbAa3jteVpqJECX5biIWMYGlljpL8HM4cP4xqcYbdBTmcrT2MAhW+fNxARnwYvV2CDWqz6clOiaUoJw2jhEU621vISYzg1bN7KMzWy2fOkBwVxpI8TDRLixSmpXCoskymnEB3dytJEQFkR3hx+7ZwNnIdnP+oY3ftlVwduAmwce1ULcHrf+H6hZO4nLTuEOa1hQ/vXCbyl8/WkZ+VgmZlHoDpqQECvLdzsFJh9Vp59/IRJdlpdLaLF9dm11NZVkRsZCizEm7+8O4lMd5rKd+Vg04yxgf7ushOiOf9W+XnmXhw9xIHy3IZGx0EHBgNy+wpzOVAeSkWiRAM9n7mUHmx01BCs7JAQWYKRTkpGPTzgJ3Bvo8c2LVTJkJZ+fs9m+saGX/7d5hYmB0nNyGcx/dvosC9F86cIMDbi+6uDvlzJynNy+ZEzUGU3fjn9mZigv1ofvsMhdV85exJUqLCmZroR8i0NFTvLiQjxJujlWWAg/nZYcp3JnKpvhrFdKW18Qmx4YG0NL9CWIMqv7t70pRB7hnFZxLscHcJniywinGAYjaBBa1WRWFmkizEZvF3duUwFUiS3fmuKN/Twem6I2QmxaCRsrWJ8WGiAnypP1KNwtp++byB8JAAvspivLI8TXZqPOlJ8ZLdCcPDvXh7buZw1V4UePnRw/usWfUT7xqVBs3CiUMH8N7wMzPTQ87r/PT+HQK8ttHT3Q7YOFJdSXxYKPOz4v3R6VbIyUilICsDi/R27/rcTFZaEnOz4plULy+Qm5lBSUEOmSkJ9Pd3MdDXQVJ0OOkJEeRnJvM/F2FZiJ3e6f/o/XNJxcCMemWOAJ9tfOloARw4WdUOLTi0OMNM/h69w4hShM+eOkF4WDBvX70kPiKMgxW7USIEm9+9xnPDL2QlhqPTzeFCQpRnBebnpvHbsY1dRTvlROugs/MjwX6+nDh+FIWRf/PaOcIC/VHLe9XX95kd272oPV5Lx8dm8tOSsVoU6Y2bSY7z9zU5mxi7dRnNYj8WyzzuWc5gpq21mXV//QvhAX58+dIm790Svj5e+Hh7szg/ARjo6frE1s3rKcrPIiosmKH+dgyaYey2eQRjW1G9uNBLMPK+6TWb1vxCf69A7XS6eZKT4ggPDkSrEYPCp49NeHps4/zpU0SF+MkdvjKcfZtBrXxeu01NfEQIv/+P/8WTR0Iqp9UuEh8XTURYqJSowtfOdjy3eXKy7jihgf5Ospay7lBWHiK6VhDwVlam8Nq0ns2//sz9O9dQok6r9pez/tfV8pmHpeUZoiPDiAj0IyLAWw45yi5bLRrEf/LrX5Qvia4fdJiteg7sLeZLezOuXYQL53ctxiWEIacJV2qKNEJAIXWZUB7opeUZynZmErVjk5R8gEYzS9XuQi6eOi4/uJFPLa8o25lO18dmwI5KNUFeWjyH9pVhlczArx3viQ7w4u4NAZeBmevn60mKimBxXuyV52dHyUqMYv/uUjmZCd/j0vRwnjy6hYuMpuxG/vFh8e3/FtDrmWOHOXGwkpSocC6dqZOLfTtvn94jLmQHn6TJhNWioby4iJTEOBYWBCFhfKyH+PAQHt27hrK7bLh3jdiQIEmAEJP6sZpKSnIzmZudoun1c/aX5FJZms/Z+iOYLQI2/PThHVEhATx/9hBFqnXi6AGiQgMYk1Dw8tI0qbHhVJWVOCMaTx6rIcTbkxmZz2nQqyjNz6KyZCegxeZQU1Gyi+HhfsQawN3Y4h9J2JRnQhBTlham2LszgZgAT54+UaA7ByfrjhMdEiQ1qQ4MehV5WamcO12LUqjevnxElL+33OvbAT3n646SHR/JxFifyNU9foCSpAgO7i7CYRcH4t2r5wjetobH966hQN73blzCa9MaPrc3y+/lHp+mkVO9MhGbXUYeTvhaJuc49Z7KpGJBp1ORkxzLQJ8wInEVaaUQu08FBufnu3qxnrV//W/yM9MxSCOYhblxIvx8OXRA2YHDq+cNhPh60SsDTLS6eeIjwijKzcIqYerhgU42r/6Zs/UumPrp4zts/HUVba0i69liVpOWEMPwSA+uAx4eNdwlIiRANnYOag8eICU6nPk54f+rXpkjLS6SytJCp7f7yfoaIkP9WVaJgt38/g2//PE/KC/IVA4TxgZ62b5xDftKCvmHRD+7yUnK+j8vxCb0+iWCA3zpaJdmQ07Pc5O8T27fQ7lnThKXg5PHa1j9/R8YkcEF8zMTeG3eyO6SApRC29nWRIj3NnT6Rb7lxyiDiIi/TEmMY09ZMUqB7/7awU/f/4VjR2pQpuyTdUdJS0uSQSYwOjLA+rW/EhcWSNnOTOk1rbi6/c+F2GpZYnmuF5ttGVdKkyjEzU2viA4J5u7Na+zw3CLXXKBWq/D39iYlIQarTbr19X1h24bVBGz3YGpiELtD7fTCdud5uAqxiU8f3/Prj3/CY92vcgWDiJpMSSYxNgqDQRju9Pd24bvdA3/PdcxODeKKt5S1w1nc1IABm1VDQnQkR6v3s27VL1yR+clWq5bEhDiCAgPQaMQ53j/Yg+eWTaz+/juGhr6iNF+uxtr92pmYmRkiyM+X+7du8dNff+CqM5vZzqHqA/z01z/ztVMOAxoV8VHheG1Yy9LSJM6aJc/5f/brX5cvyfBqk0nH3uJcvrS9x2V5phxayp5Mwm12AzaLGrtVuZHKhKwcYAqWr0WrW+TIvjKunqrlypk6ijPT5ANqY3llgqyUOM6drkOBid88ucO+vDRG+9sBC+rlGbISo6nZX4bS/b97+wqPX1fz+N5NFOLYmdpjlBXkyugvmJsbJdzfh0P79zgnwvojVTy4cx0XfPKPJmKr23+6JFrKy7+vYg8PGx4wONBDbIg3929fQjHIePzgJr4eG/jSIchndqueir2l5KYnOFNQRge+khDqy/PHd1A6/ocNt4gJDaCj/R3gwGLRUXtQFOPrl89w/tQJ9NoFqveWUFtThdkminFf7xdKiwr4LCdqq1XPtfO17CvOc3p0qxYnyUmKZW9RHnabGYtVR13NASIDfBgZEu5OK8vCTavmwF502hXO1h9lYOArYqqxOK+Je0rOtzCixXl4TE6MsKe4kOdPGvD32srdWy5buesXz5EcHc6IdOVRqSYpyEzmVG0NitnCs0cN7Ni0gbfO/F0jF+qPEx3oT35qEidra1iYmyInLZ6y/CysVh3Xr54lLzke/60buHnpHApacu/GJSIDvehoaxL33OlgpEVZyfy9l7azgKLGifB8s56wotWoiAoNor+/C2eUqKKd/6ZJNTrfAzF97uPqmZOUFewkPTEWk0kYDYyP9BHg6SFTtkSxf/HkHkE+Xs5EnSXVBEmxURTkZDrd3Lo72wnx9ePi6XqU6e/61Qts2bCO9rZmHJiIjY1kbKyPb9UPDs6dqScqPJiVRWGSc7xmH3ERQSxJzoVON09ydKjwDbcI28Oa/XtJT4rh1fMnZKWn0PjiKUlxkeyvKHG+m/fv36AwJ/M31xWHxY2EZXO9X/+oEDuRNmEWpNMsERUaypfPrfKeKfCkwVmgXPfI4FqjYOHwkf2EBPhQmJVCalwMOq30Mh/uxWvbZk7VCSLWyHA3AV7bpIe8Caf3uFOzqgYsLKlmiQ4JZv+e3VjMgmHd1fmR9b/+wqkTRwAbBv0ScbFRpCQnykABB719bXhuXE1OYgJ2qztS4s72FkQ15X0ymxZZWejDZlvCRUoSZ1ZT40uSY+MAuHHtIps2rmN4QBCTtOp5gvy8SU9JkDwRaHzzjEBvT2ZnhnFO+u7Ni9vUqmQnZ6YkcbL2KBt//ZWvHYLEazIuEBUWQmpSrLMY93V34LlxDcODXTghXofLCUyxogQ9ZuMikSGBjA/38/L5Y3758Qe6u9oAKxr1LIF+PoQFB2KUNaK/t53N61bztfMTrkKsc/uj/N4mpieG2bZxIzaTnrevX/Dd7/6LG9cV62MHJUUFrP7xB3n+wFB/N56bN6BaFOiBazA1889+/YsWl8qyW4fRpCYtLpJ3r57Li6kInF2hzkpurR01Os0gJn2/NN4W4dYuXZfQohmNSxwszaO6VMkTNnKh/ghleTnyhbCysjRGdWk2DTevoYjy3724S2FGDDPTIwBMTAyTGBFC7aEDKF7Ozx7dZfv6X3n15DGig9FyqvYgByp2YTKJTnRycpCk6HAunKwHbDTcvsiLR7cQGkW3xBe74jMspBUOxVzgG+hVQDjlRfm8efYYgN6uFkJ9tnHFaQHn4OG9m8SHB9HbLRoJh0NLzf4yCnKSMOhnAQufmptIiQyl+c0zFIOCN68aSI4KprvrI2DDZFigtqqCKO91UidtY0U1xc6UJKr37cFkVgMOxod7yc9Mo7VZOnc5dJytqyE/M5mZaUHgWpqfJCEihJqKMmxWUUwOlJeQGBLC7PQYYEe1MMquzBR2ZSSREhkobeZcOzyx6xT70m8NLKTkRE4OnZ0t5MoknqeP7uG3dSufPzahHCAXzpwgNTqcyVExnajVs6QmxHCspgoxUVhoevOUcH8fWpvEXlKlmsZ/0xrCvdYyK5+J5eUp4sOCqD24j1N1h6g/fphPzc8J2LKee7cvoxTji2dPEB28g6+fW8T9cGpMld2Ycm/Fs+eQbkOucAh3xr/4d9TqOTLT4hkZ7kYc1uL7idQdDXa7soN2oUpgp/ZQNQ03r2Mx6yjMTiUzKRazRCrGx/qJ8PHmTN1hFIb9nVtX8Nq6heGhHsDOyvIUESH+lOTnOoNCPre3smntKh7cvYpCCnpw5zo+npv5+LGJpLgopib75OcRRhIKupWfm05ibJgkKFm4ePIQmfGRqORkvKyaJDrEj4N7FTkSnDq6j1/++L/paJNsatUkfts2UVFWDDj40PKa4rwcnBI357UTSJrLic392v79ROzOPTGg0ywT4udH26cm17vr0OGwiz84s3+N4Ly3cOn8aYL8vNFoFrGZ9aQnJBAfHeFMvJoY7mPrujXUHT3E4EAvCVFhmEyC6OP0IXd6ZCs2jVaWFqcIC/SlpDBb/lwHQwNdbF63iptXzwOg06kI9NtBUlyUk3H8uOEeaXExOGyCEKYggQ4ny17arsrrYDWrUC/0Y7MprGmlqbPQ+OqxNM4R9+XC+dOs/vFnJseVkJwxvDw2U5CTAThYmJ8mxM9XumEJ567fFmKXde7tW5fJSU8FoKq8hA2rfmZ4qAuwotfMkhAdQX5OKjabGrNFQ2iAj5xapQzICaUrOmKRvmQyLBDku4Meuaa6duUca375hVE5FGhWZvDZ7kFibAQW8zI4tIQG+vO1sx33QqycRe468pnJYbZv9UC7IhqExw/v8uc//J6HDYpbnJnqqr2sWfU3JidGmBwfwXPLVpaWZDSksx7+/1GI5QFkNAl916eWRhRXG1c2piutw0W710ozb8U83N2CTY9aO8+BylLykqJJCgvkg9Sy2m1aDu2vZGdqCgbdIqBHNTdG7f693Lt9FWXyvnvrKrvSk1iSHtNjw32E+Ozg9PFqnHuxhjv4bt3EC+kE5LBruFB/nPysTGbnxB5jfGyIlJhILp+tY++uAhpui0KM04Be5+aApMA/f+99q0zGZo7v28PJ6t0SXoL21vekRAbz9P41lH33i8e3SYgIpv2jYLJaLGqOHqyktHAnXWLKfQAAIABJREFUWo3YxTa9fkFmXARPG66hsP6uXThBsPd2vnYJ5qXVpOHgngKKM2JZWRaTyvzcOBnJCRw/tF9E+mHhc9sHCtJTnZCk3jBDeclO4kKCUc0JKHFmaoDYEH8e3Bb6ZKtFy95deWQmxDA7JTTDy0tjlO5MJSc6WK4QdFgsK06yluIA5IKDFKahSRKSdHR0NJGSEIvFIlyJnj++T1RwEE2Nz1GasUtnjpMeH8PIcD8AU5ODxISHceXiWZTD4Pb1M2TGR9La9ILy4gL2FBdSXVlGVlIMizOCTT0z1UtWQiThO9Zy49pZAN69ekpEwA7ev3yAYuZw/Vw9gTu2MdDbgZhAlGdb+eNqOB2onAeHe4yb3eFqSNXqaaLDA+jv70Ac1O6Hjtr13+VUoFh1HtxXzpMHws5Pp5khKzGKyrJizHJ9MtLXRaCnB6frj6A4W505fZLYqAgWFsYAG9OTAwT67GBv6S5MRtGMfWptZPPatdKeUphN3Lp+Dr+tmwnatpHJiT5gBezC1tCOKAQG/RxZqbFkZyTJ4mRkX1kB0UH+LMrQj5mpIUIC/Hnx5BETY4Pszs8kJz6cvMxUDFrxLA8PdhHq58OJozU0N71kf1mxPNiVdKVvc4hx6MT75yZtciEPyrOlsNT1GAwrRIeF8uVzC8qQABrsaLGjk+ePUkg0gI3HD2/hu2U9OQnRTitGnXaOkAB/YqIjsVgFbPv5UzMbfl1NfmYGSdFhaHXzuGfTKge9y4tZ7FBV85PER4ZRU7UXZT/c1d7M1rVrefRQHPyqxTHio8MEeQ0Hzc2NpCXGYLNIJycnCdCFoDibOgzYbUsY1EMi9EEmM9kR96n3axu//Pn3cqIHsHL86EE8t25mckKwhCfHBtm4ZjUHD1QyOTlGoM8OqX2XE74SgyiJVDivpZ67d6+QkZIg3nH7EsUF2ezYtpVJmTimXZkgOTaCfZVlmIxaggJ96e5ul/dtGeHdvIzDIdKkkJnBVpOKuIhQztYfk7+3iT1lJWxav5bRwW7AinpliqiwYLIyUtDrV4iOCKG/rwNXhrNLHujeoCzMjbBlzc+crjuC4qj38P5Nvvvdf9Lk9FLQU1KUx6a163jS0ICv1w60GhWgw27XyHvxb4emlRuvxWoxsDM1jY8fXuP0DpaMRIc7ROc+PchDxzURSNq9Xc/ZE4coLdqJTqfi/avnpEeG8uKJELnb7AYO76/gcMVuCW/YUS/NUVG2i0e3BQvP4bBz7MAeUmPDmZL7zNmZUXISo7hyts75CVrevyEhLJjncvHvcOg5Xl1BeX4Oy0sCDp4Y66c0N4PMKG/evniIgFzdYaFvg7FdbD+NC/KSbmPXTh8lYuvPHNyzG71kRfd0fSQrPoxbNy6hQIS3rl8iMsCXJiWX2GHm+KEqslISsUrJ0IfGV6RGB3Lv7hWURKiL504THRLEkGRDtjY+pSgphPLCbOZmBFlmZWmS6vJijle7UqjaPr0nMiRQTsZWrJZlDu/bw+6CbHmowtREP5nJcXyQk6bVquPEkf3sTI5ENS9e3onhbspykpidGQUMWCwKocNNbuGcIt1sC+VqYWpikIL0aO5cO40yoT1quEVGTAgf3j5BgZv3V+wmxM+bqQm5t5sbITUxhnMnlZ2xncZXD/FZ/wsp0RFiEkdD7cF9JIQFyfxSGzNTgxSnRlNVkicZrWY6Wl4TG+DH47tX5LOs49bVswTs8OBzRxMCTlaKsYzgcyYFKW5ASiFVMnSVQ1iHWjNNsL83PT1tOAuGcypTUnRE8+pa65ipO3qQ5PBgScRzoFEvkpEUT1ZqkhNuHuj9QpifN6drj4HkQFw6f5LQoEBhOwpMTw/hv8OT7IxkrFbB7G1tfUewrxc3b1xA4UDcuXKeMO+tTE4OAmqwL4FduBApU79Rv0hORgrx0WGyGJspzs8iJiQI1fwkYGd6aoT8tFRSoyNoanyJ3WqkrDiPjIRYVpZFwzszNUJCZARJEf5U785DaYJQTBKcTkvLoBymChnSuYvXyknU/YA1oNetEBseRu/XNvnPV2QRlu5Kzj8Ctbp36yLJcRF0d7ZzqvYosaEhzEwOAA7m50YJCQgkMT4BnU6wi3t6Ogj38yIxMhSdXuX8fe12tXOfarevCCY1SzgcYo88MvQVz80bKdmVJ5tiBy+fPSLAz5ehIbFSWF6aIdBrO3uKC3nz6gnZaclYTQvAsvye7sQmrev5c+iwWZbQqoaw2VQovt02h2B1t7a8ZdOqH/n5+z9z9vQJFCev6oP78NjiIdcRMDTYzXbPrYSFBOO73YOp6REUYwzlOVCed7tjBZtduEw9e9bA5nVraG1+CRixWuYpLsjDz2s705PdgJ6ZqX5CA/3ISkvBy2OznJiXcdjnZQFWrC1VOOwLwBJW8yJxkaH85Q+/5/TpEwjU0MSuogI2r98oM6ZNqBYm8PP2ISkxkW1bNtLb80k+T26mUs7VhKg/SwvjBHhu4Kc/fceJE0ozC1fOn2PVjz/w+rVwW7Tb9OzKy+XHP/033h6bMBgUeZj0KXe4ewz8n339ixOxAklosVjUVJYUSnmLiW+kAc6uXyFhmXBnUbvYfBYsZi21h6rITYig/lgVCnP27fMHJEWG8Or5A8CGzarlyMFKqipKMegElDw7PcaunDTuXRXUdrNZTVV5AUWZSSzMimIyPTHEztQEjlRVYjYLCOpjy1vS4sJlMow4hO5eOU3Jzgxmpb52cnyIiuwE3iu5uHZ3vaK7bEnxxFagKXedo579uwu5duYYaYnx7Csrlq4sMNTbTlJkGJfOnkIxhbh98zJJwT50flImYy1Hqyuo3rfHSYL51PKOAB9Pnj6+77xWV86fJCE8hMHer7R9eMfR/XupO1JNTmocE+PiBVtZmuFAWRGnjh9GvST2Xi0tjaQnJdDU+Mx5jWv2l1KYnSr11g6+dLwnKSac14oFqE1PfU0FFbuyWZyfwmhcpDQ/hfGxARRbz99KfLRyolEIGQoxxsrY2CClOQnkpkRy7tRxWRyttL57zs6ESJrfPpVPn4nD+3cTGeDH5JjYGc/PjpIWH8XNqxcw6Fc4sKeIwvR4UmMieC9hfJtNQ0VJIQkRIczNjADw+uFNPH76jv17SuR9c9DS9BrvLVu5d+cqShNx9Vw9wd7baJMSvW+nYmWqVYg+f9+YKdORAa1ujsTYSPr6xETsMqNXNNbLuBAkZcqzc/HMSfw2rSciJIgxSRzSaRZJjAonPTFOoggwPtxHiI83dXIlAXC6ro7IsGCnJnt2ZhR/L092ZqTKoAho/9TExnWruSUlfna7lrTEKPr7hKwEu0466Rlx7a9N2KxC7pQYG8HKygIOLJTkZlGQmYTBsMDU9BgJUUGE+HjQ9eUj4MBu11Kcn0NaYqyTlLSsmiMjIZQDpTkoayyHXY3NpMJuXsJqnMduncdmWsRmVGE1qrCYVNgsKiymOUz6GcyGeUyGOSyGeSzGeWwWFcuLE4QHBfCp9S1Gwyxm/SR26yIOmwq7bRGHbRGzYQbQ8f79K/763//F+TPCYc5hXebQvt2E+HkxNtwN2DFoFwkLCiA8LAStTjhrdXx8S4D3dplN6zYRyxQhq21REpzk9CgD5KenRvDz2kZOZppTMnn/3g28PLcxMiLu8dzsJMmxUfhsXMXO1ARsFjHRO9PvHHpXo6IURzRYzQtoFockWUtpNkRkX9O75yTFxtD09g0//OkPnDh6GEWTfvTIIbZt3cboqFBHjI0OsmHtWtb/8hPzs2N8a2ep7HI18vMJtKTlwxs2r1nF6h/+yrNHDYAO7EuUlxSzY5sH01LJMDc3TESQP79+/x0T4/3i/6c0ubJ5gEXZvCxjMc2TmpTI3Vu32L7Vg0MHq+V5YKSwcCerfvmF8VHRZC8tThAW5M8f//P/lgVarge+Ubcoqw8D87PjhAb58ur5c3766QeKi/NQYOa7t27w1z//iaZ3ise9hYMVxXiuW8vy0hzOQuwwgsPGP/v1LxZiQawCNWbLCkcOVMilvBlXoLzi+7oiJ0SF0OKGz8sivLKySPWeXdTsLWWwt4vspFjqayqwWFSAnU8fGokM8qXxpSjGdoeZsydq2VOYi3pFhjmoJjm4p5h7cteCw8DV00eJC/JhZMQFZWYmRnLx5FEUJmhbWzNBXh48uHUFUQhN3L1xmYLsTOZnBax79ugRXj28g5i4TfyGEeyU6Jhcn+2bJB4Tp48d4PWTh+h0ag6U7qSyIIvlJSFVGOrvISEqnEun67BYBHze0viU7IRw3j57CAhCVVlhHsV52RKmhs/tLcSEBvLyiSLLsvHw9jXiQ8M4VlNB7ZEDOBxWLp6upTArkfFRsQcyGpbYt7uQYwd2O1m4vV87SI2L5N1LUdhN5hXO1FaTn57E5Lh4MT+1NBIdGsBjJfXEbuLqxZPsyk6hs72Jsp2pTI7LQuxsVBTmq0Hm7+pxsuadwR8O+vv7yEyOp7urnaKcdI5WVWCR8Y5fO1pIjAjhzVPB9HZgoLbmIIlRoczOiENrWTVNSVEekf7elBbmoVYv8/rFE5KjQuhofY1gk65wvOYAceEhqBanuHH1AmWFuRRkZ1Ccn+PUnrd9bCImNIAnD26i7L7u3bxEWKAf7R+bxTPonHwVkpWC/ri0xw4ncUgUaINeRXpsJF+/CPKQi9GqXBflXXFndlo5c7KOqxfPc/bMSXw8NtP5uRUArXaBnJRkEmOiWFoWq5jhga8E+nhRd0SJQoRzZ08T6OfHQI9ASxZmJ4gIDGRXbi4mqfttb/uAj+dWLl04jcNhJC4qhK7PrfI5/rbhRIasC/jRQOXuXYQG+bEwL0ILztRWsyszgZSkeN68esGX9vdkJETKFQiYzRpKCnYSExbKgkwi+vj+DRW7sqV0UI9aNcLS7ADaxVH080OYlsawrExiUU9iVI+jU02wMjfEwlQXK/NDGFYmUM8PMTvahWqqF4N6grmZAYIDfHh0/yoLE19Znu7FpB3FYhhHvzyEzTAFFhWvnzcQFODLzSuXCAnw48rlsxhWxlmY7OVIVQWb16+l7cM7cGhZWZggMjiE6MgwFufGGB78SliQH1qtkC+5Q+kuQqo7UdEg9+0W5mbH8fP2JjM1GZtsii6cP02Arw/jshhr1IsUZyezpyAbq1XjXIuJCczodt64rCYt5jl0SwPYbAu4LB3F+9b+qZk4mb70qfU93ls3c7L2OMoQcPzYMby2b5N7W+jv78LH00MiUO5MZmnv6LZOAT0fPrxmV0EO925e4+e/fs/jBzdRilVxQQHbNm+RKIOdidFuvDdtYGDgC057V4eyz9XIaXsJUGO1LBETFcnwYC+DfZ2sX7OWO7eEyRIYyM/NYd2vqxgZ7ATszM6O4bFpjQw5UdZILvTEfWiamR5j65bNGAwavna18Yff/Se7SwpRJuNrVy7wtz//kadPhSHT5FgP27dscKJ/Tl+Bf/+OWONcotvsevaVFdL4UkxT3+5HjW67L/HBBaSiECVM6HQrlO5MIcJ3I8MyA3h2aoi0qGCqK8qkiN3Ox+Y3JAX78k76QIORU3VHKcvNwaAVBVulmqIoJ4vHDfcQU5Ca2uoK8hJjZYEA7co8hemJHN5TjNkoyBDdXz6SHB7OfbcYwisXz5ASG4F6eYGztcdouHEZ4WVqkH7T3+oOHX8Hd7gmGkE4uX3xJA9uCYcqzcoUVbuL2LsrH71WHP5T4wOUpCdxuf64XPw7+PjhNWlhYbS9l5OxWUtFaRGFO7MxGKThRmcbcaFBXDynQLp2nj+6T4TvZk5U75HXys6lM8eJjwxmYmIEcGC1aThzoorjh/eglTrj/u4ODpTl8fKZzN7EyOnjRwgL8mVCusyMDH4hPy3e5VaGiYabl4gL9qI4NUJ2vMqB/a1+2KE0KopXsJPRaWNwsJeCnGQcGFiYHSM/NYHDleXOYvyx+TU5CREy4UeQs86fPkZieACjo18xmtWcOlpJcpAvJ2trUOwlv7Y3kp8aIzXkojm8fv4UWckxVBTncubEUdQrC8SEBLIzMxWzeQWwMzbSQ1J0qHQnEy/Yk4ZbxIT40/7pnXjWnRO9u4TEpUt1Wd+JQ9CgXyIjNoLODlHglElZkLVcaTrfJHph4+iRKq5eEg3mhTN1BO3YTkeHID3ZLHp25WaTHBfNigw+GRsdIGCHJ4f270UhcN26cZUQPz96O9vlM7hIclwMidGR0qoPJsYG8fXcSnVlOUlRofT1fuYbuYebQkA0pIohj45DVXuIDfZnWTXLUP9XIr02kRLuIx247HR3tRAe5C93/mC3GdlfXoavlwfTk6N8bv9EYXaKdOfSsLzQj3ZlAodDg8U8j2FhBIt+BptdxP+ZNQssTvaiXx4VRcChRr88jGqmD6NuDhw69Jp54qPD+fjhNQ6bFod1BZNhksWZLozaCcDGh8YX/PDH33OyVuweB3q78PXy4njNfozaGcDImdP1/PrTT7x7/QiwYjYZyM3JIDwsiFfPGkiMCpVwtVJIDM7r9BsJH8qaThDxNOpF4mMjyE5PYmVZvIcPG+7gs91DPifQ29XBzrRkTKYl8TOcUKiwz3UVefHMWc2LaFWD2GyL8too75mZnq9teG/ZxILkgHz90s6GX1az201adeXSJdau+ZXBgR602mWiI0IlouZmT+ueZiSncjDw5MldUhITAAeNb56wad0a7t2SfBaHmur9FWzduJ7ebsFmDgtSnM/EVP3b0AdhHWqxrBARFuyMhf3S2cwvP/3I1Sty8MLMvn0VbF6/nr6vXwAHIQG+tLx/7fw9xbpASXdyGUotLkyzbfMm+nsEEWx48CtbN66jvLRI7H+Buzev8f2fvuPqtQtMTo3gtX2LLMR67Ha95HP8m3XEgt0muiyrTU/dob20tTSiED5cuxol7UJCcCgJGKIIr6hV7NmVS0VBBnVHD7K7MIepCUGln5wYJisxitqDFZgljNva9IbMhCju3riEIrq+cvYU5fl5LM5PAw4W5ifITY/n2aPbCD2rkRPHqkmMiGJY7k/n58fJTUugaq8yEdro6+4gPS6GJ/dvyk9p5c6VcxTnZVKanUzDLVGIXVOPi3Tkkp+4iBquiU90XfevneVAUQoL00Jnq1HPcrBsF8f2FWGQEN3MZD9ZsWGcr61CMQ340PSSuLAgnj+RDD6Hkep9e8nPzGBpUUxBXV8+ERrgx6VzZ1B0xq8e3yXGZyMP719HsR49XXeU9Nhwhvo7AYeAkwt3UpyX7cw4HhvtJjzYj8cPb6M4TFVWlBMfFe70HJ4c7SMpLpL7dxTGrYl7N86TmxDCxGgfLjMTF3vaFQupEE0UhETo76amhyjOT2FuTuz1F2ZGSYuN4GBlOTa7DrDR8/k9MYHePH1wC7Ej0nD57An25KezpzCD08f2sTg/yZ7ifC6fq3e6kTW9fkZMqD+fml+g7H4v1B/BZ83PAh0B1CvT5GemUFWWh0EvmPlDgx1kJ0Zz8/JZ53V91HCLAK9tdHxQnOS+lei5pD4utrQoqEJHnBgeyOe2ZlxJZSbsdi02+7JsUgzfXjfg+JGDHK7a53z/Hj+4j5/nVj5LBrLdqmNfWRGpCXEsSLLhxMQgUcF+1FRVYJF8gFfPnxLq60ubDB8w6lfITIwjLSEOvVzzDPZ9JsBrGx5rfmF4sNvtMxnciowb+93tXT91pJrs+GjKclP50PiS07WHKN+Vh8EgvvfnthaiQ/zkCgTAxv69ZYT5+XDl/FkykmIkD2IF7eIQ+uVp7DY1CxPdrEz1SKcoNXbLPCsTPSzPDOGwa7HbNCzNj7Ew2Y3FOCcmHvSsLE4SFujL5/YWwIbZoGJquB3NQh9g4u3bF/hv38rB8hLiIkNQLYji3NHymiC/7Vy9eApF5njt0ik2rP6FD80CorQYVBTlZLFtzc9kJ0Sh0y7h8rKWroLyPjrs7siZgggpE5kZjWaeUH9/YiPDsdlEE/7i+QM8Nm3ic3sbgwM9JMREYDCIYv+NBt+5JpNSQQzYrUuYNOPY7StuQ5BoFLu7PvHj7/+LsABfZmS4wdBgP+t/XU1xQa5QgAB3bt1hh5cXb169IDYqnAkn0uUmP3STsSoNZ0vzGwpyMrHZFgEzrc2vWP3Tj1y7eA6Fz3Ls8EHWrVlFe1srgYEBfGprwt3S2FXc1U4Sr9WqJjkukqAdHszNi9/7fdMb/vKn7zhZpxC47Jw/W8cPf/6OxrevSEuIo7X5NaDDZlsRxFoJ54MLqdJoFvDZug5fz42MK9yT2Qm2bdrA7oIckNfk5bPHfPff/0VlcQFRwf4sLk7i4rso9qP/3Ne/PBErB5DFouNCfQ2dn0WQ9LcTgjIluvZldhm4rtUuUJgWT3FGPGbjCja7jusXT7A7N4XlZfFCzM0OsSsrhd15OzFK/+hPH98T5L2Vpw8UOzIbF04e52B5AZplEXLe39NBbHAgzx+LYgJG6o8eICMhkskpMdlptDNkpcZRV70Xg050omPDvRSkJ3DnmkJcsXL3+gVSgrfx6vl9nNm0v9EvKs4tit+wm3hcEtue3rvMkdIMTleXMjkmzCm06ikun6jmaGUhyxJanBztpiQrkYbr51CgkS/tjSRGBNLc9BKwY7cZOXawkj0lBU57t/GRAVJjorlwph6w0Nb6iswoP+KCvWUKlSTwnK4lwHMTw1JsbzEvc7CyjIKdGWi1whWrt/8zAd6ePGpQTEzMVJaXkJEQw7Ik2YyP97IzLYU3zxoAOwbDMscOlDI11u+6Rs7ipNiduq8mFE22AbAzPTNGbPAOMpNiWVwUP2NxforM5ATqj1ajmCx0tb2jMDWGF48ETGS3asmPjyB06xr6vrYDDoy6eXblZVK1rxyLlGv1dn4gKSqUF0/uomgezxyvIT7Ei6mpUcCBybDE/tJiygvypcWnldGBL4T57uDS+TqUF6359QuSwkNpa24U98PZeLmTEt0QE9m06bTzZCdHMtD/GVcTp5COFJ2y1jnxKIX44rlTbPzpe148VoLQLTy4c41QHx/priY05NWVZcSEBznTY0aGewjY4SkNKMS08+ThPTw2b6Bd8Wg3asnLTCczNdGZ2T0y3Ifftq0M9HS6vdNu8YHfBDIo5hhWRod6KUlPpDgjgQUpZao/cpAjlbtQSZ1xb3crvl5baXyjFGMzV8+fJMhjLRUFadjtRkCNfnkE/dIE2sURVmb6sZmmcTjUGAxzLM/0oF8aE4crWpbnh+lpf492eQrQYLMvoF7qRzU/THR4CO2fmrFb1SyM9aFbGgW0dLY34bF5A8+fiin32NEDBPhsp7erBbtpjsmxPlIT46ip3otBJ77vvdvX2LJhLR/evwG7Gs3KHLuLc4kPDcCgEc/Lt4EIoqlyhks4OTLuDF5x7bSaZRJjoijIy5KoDDx6eJfQkCDO1B8nKzVBmuu4o0xKYVTWYmLYsZjn0S4PYLe5PN0V/kLbxyaigwLJSUvBa9tmZqZFuMrQYC9eW7dQXFDgtJB90HCP9WtW4bllPdOTI26fz81O1NlQCqi6u/Mjv/7tT+wuzZWJVA4+tzUTsGMb166cdz5Pp07WsmntGlb/8Fe+fGl1XS9cyKK7bt9q1ZKaGMOan/6Cv7cXczPi+Wr98Jbv//hHzp2pR9Fxnzt7io3r1rJ17Sq+fmkG1NjsMmJRymtdnhV6VIszeHtuJTU+Fm8PD0alXnhmaohQby/yctLlHt9OU+MTtq//mQ2rfmB6eug3Z9o/+/Wvk7Uka9pgVLG3MJvOjhYEFO1mTP6bQiz2CDbrEvVH9lGSnUJceChv375AFB0Nh/eXkxgTyuiYsAGcHu8jOSqEYwcqsUp3qJamp4T7bObVs0fi90HHlTPHOF5VjtUiCnZvZzs7U+Jo+/AGsGG3LVN/pJKsxHjmZ0YBM8vL05Tnp1G9Zxcmk5ieujo+EB/qy7PHt1Go7Jdqq3n78hEKHPTbQqzAQwpU8/eQpZazx6v52PiUZ/cuUbYzTZpiGNDr5igrSGd3XjoryyI5aGpqgML0GM7XHpamIjZaml8Q5OXBiITvbTYNp44dFMQvk0AMZiYHyM1I5tG9m3R3NnOmtoYPTa8J2bHdzTrSzPNHNzh9eC+TI2IyWFFPc6C8iMN7dzm9qUcGOokNC5a5zjbMpmXK8jKoLMpDr1kEbMxOD5MRE0nD7evYbHpOHalkftoV+qDsTt1Ja67DXNm1i7+bmR3hcGUZxTvTSU2KRb0imKnzMxPkpyRwvHo/SpLR59Y3RPh50XD3OieqyqmuKOVc3TEyYiOZnhL7J71+kaz0FPaVl8p7YOND00sCPT1ofCH27i+ePSBk+6+kxkazJH269QYVu/Oy2Fecj90unqWRoW6yEqJ48eimuNdYaXz9lOAdXnIqNcsO3j2w4dvVBRjQ6eapKM5ibnYI56HzDWNageNkuIQsxFcvnWNXVhqB2zfx5PFtRFMFD+5ex3/rOiek5rBrqaooITYiWBobiObSb+tmag5UOP+9xw/u4rttKwPS9MNo1JAYH01cTJSURNnIz0qnr1fs24SphiIV+jsNr2xO+nq+kBwTydeOFh7evUZqdCiLs5OAgeunD3PsgOJf7uBzRyvhwb60Sf9ysHL9XB1HK3ZJkt4KBs0IK7O96JfHsdtUwCIW/QzLs/1ol8dQfIiN+mlmxjvRa6YBHVbrEktzfeiWB9HrF4mKDOd943NM2lFMGtHgv3n1BM/NG9i4ehWvnz0E7BhNKhKjwgjz9WZ+Wti9jo18JcRnG+dOHkNpwm9fP8/Pf/4zbW1i8Bgf7iEyOACtVoUrCMHdXevbdYXLe9/dfUuZjMW6oLQoH2Ud0vj2BRtW/UBWYjQ2ix6w4sCMwxl2oXBxJKyLFptlAbNuFIdd7fYsivO688sHMlOSMBjUpCbHERkahFEvGrCZmTG8t20lLzsLm1WctW9ePcbLY5NUoCiNpfKZrChMagEh6/nc9p6osECCfX2xeiR9AAAgAElEQVQozM1FyZDvaGtk1U8/8PD+bZRksusXz/C3P/6O3u42XKiiu9e0EqJixGrVEhURyovnjykuzCUsKACjNB1p/fCO3/3Hf3DOLcr16pUL/PL9d/T3tOPa3RsFkusGq4Me1cIU/v7eqOZn2FNcgOfmDcxNiczwyYk+tm7aQE5OqmS423j9/DFbNqyTqhI3ed2/vxBr5YVfwWBYICsxlrYPjbgYo4rAWcIWCHxe+HrOUlNexIHdRSyvzPPy6UOSI4Np/9gEWDAZF6goyiU7OYol1ShgZHzsK+lxEdQdqsJmF843r583sDMpkqbXjxBMXyO1h/dRe3g/dpuYsvq6PpESFUFryxvAjsOu5fC+3WQlxqNaELurhYVRMhLCqKvZL7I5sdPX84lQH09ePLoLwLXTx2Q+sBE7fz8NyCW9E379di+oXIP6o1W0vH8OmLl6tp6cpBhmJnsAE8vL8xwszaV6bxFqjYB/p8f7yYqNoK6mUk4Jdu5ev0BadBj93R2AHbNBTf3RQxyoKJOTsY2BnjYSokLISIjg/BkB2TxvuE1CiB+fWoRECUzcvHSK3OQY5maEn7BJN0dNSR77ivOdmc1fOlpIjgzjnXSr0mnmOLi7hIpdhRh0S4CNnq/txAYH0HDrCpW7spkcHcRZiO1G8bs73acUKzwF3lQgLjNdnR/JTElCq1FRWVZAWkIc83KPNTHSR9AOT87UH0E5+BvfPiDKZx27sxOlJZ+ZS2eOk5eVLFNT7KhXZsnLTOWQU7MJjS8fkxIVRFd7K08eP+Dy2XrO1h2hIC1JGlLY0Kpn2F+az+m6armLtzHc10Z2YgTPHt5x3vdrV87htWUDfX1fEE2C8lLKidgJL4uirNctkJUUy1BfF65DWdm3KbI+BW1SkAQHZ+rruHv7Nu9ev2L9z3+Tul8AC1fPnyAm2J/+PtmgWTXk56STkRjr3P0O93ex/pcfOXZIUSM4uHX9AhGBvkxKKE6jUREXHsquvJ3o9Wp2ZqXT87UdhQH/TdKPXe73JdFusK+T2LBQHt+/jsJTOHFoP4UZSRgNKowmFSdqyjleXY5yWDU2PiMq3J/OLwJeb3r3lvSEGOGghRqDehiNahC7VbBx9doJFie/isKMBjt6TNo51LODGHSTgBq7fZmVxSHUi0Pg0GAwaQgNCebdi4dYLXOAmfaPb9m0bhXPHt+n+d0L/LZt4sXje9gtSyzODLA7P5uUmAjUS2PYDJNMj3QT7OvDhfOnxLWwL1F7tIZN69YyOtjJxEgPQT5eaHUq1z13FlfjN9ftG9Kbe0FW+BLY0OtWiAkLo3J3CQqK8eDuTdITYyWhy4rL5lM5h1yZuMIOchmLbgLscoXoULTVRtra3pOaHAfYMZmWSIiNIi4y3Gll29fzmS1rVlNTWY5wMZwhKjSQmekxXIiP8jwojbTLa/rli8cU5uczNzPFlo3rOVpdJS1lzbx4co+/ffcnnj0VhFCLeQU/7x309Cg64r/3Y3ANNDarhujICNraPmCzGUlLjCMrI0WejfDqxVP+8J+/49oVkc7nsBuIDAmk87OYiIV3hYtU5m5GMj83ipfnZpaXJ7Hb1ezMSMZz8yYWF4YBMxNjPaz5+SfKJJt6YnQAL4+tLCyMo2iUxRD2b9YRuyDmZQyGOUrzsqQLkrIPVqA6aVvJEsrCfX9ZPr7rV/Hg1nWUzqj13ROigwNpaXkL2LBb1Owvzae4IIsVzSQC9vpKVIA3V8+fRpG8NL54Rrj/dlqaXgLCd/RARTH1R2tQptnWlrdEBwbw/r3wZDYbl6jeW0JuajzqFWHTNzczQnluOtfOHkMwGq18+vCOhPAgGl894/Kp47x7/QAwCVcWu8ua8DfTvzOJQ4E+dDgwcPbYQR7fFokrZrOayyePcOLgbpYXpwEzGtUkVbvz2benEIuEQcaGukiPCuF83RGQmbgP71wjNjiQ/m5x8FpMWqr37eXsiTr5wFvp7vpEhK+HDLAQhJ/GV48I8/ai5d0bwILdscKZ+kMUpicyPSEmgBX1FMW5aZyqrnDFHH5qIikmjE8t0ofYuMzu/Bz27cp2Ts/dX1pIiw4iyms9w0N9gNUtLtJVcF2F+Ft2MZjp6+vkQGkRQsqmIT8zjdSEGFRLYlIdG+4mNjSQ03VHWFGr2FdeSnl2CuW56XyU99Zm13Hx7DFKctNYWhDw7MLiOJEh/tQfPSQOLxy8ffWQxKhg9hRk0vjyIQ6HhVOHqyjJynDmGRv1i2QmRlNeuFPuLW30dLawffNm7t1WPL+NXDl/inW//ETrByVO8FtugHMqwoBGO0tYoB89X5UYRK3csUkjCiex0d2o38LBfXu5LdOXXj9twGPNahruKrt/MxfPniAy2IfJEcGv0GkXSUtMIDM5EZ1WIAtdX1rZ8MtPnDyu6CSt3Lh2gbBgf6eRg3p5gYjgIPKyMshJjWNo4CvKpOJqLBR+hBFwMD42QGJMCPfv3JCfSSkIRo7XVFJfXYHdqkWjniY7MYrKsiLs0sv43dtnBPl78bWznU8fWynMSpU7Si265TH0uknBAjYtMDPWyfJcHziWcTiW0S6Po5rtwyRhY7ttgZXZbpbmurE7VICelZVpvLd7OP3YP354w5of/0RGcow8e+w8fnCLX//2V5nqY0OvmyUjIZroQD/mJoQcZniwCy/PLVy/es75vJ6tr8Vv+zbu3L5MUmy4WyF2rWQcTlKiye28cFdYSJKnc3csGsqV5Xlio8I5VLVfvIPtreRkpkq0QiFlKfwbRd8tIWhM2KwqDCtDYJOF2K6YWBj59PE961f9xNBAp/NZiQwJIDMt2WnpOzLUy8Y1q6k7fpi52Qmiw4KYnxVGLU6Hs29QQQViN/H40V2yszIAGB7uxN/bk6MHK8XvgZEHd66ybf1aXr18CJgJCQqhq0smJDnJWXq35sEdmo7j2WMRTTs9PYTH5vVU7C52Pou3bl7hL3/8PQ13bwIOQoP8JeqidUmuUOFAhcvx0cjc3Cib1q3mw/uXAFjMGtKS48lKTZRBK3Z6u9v48a/fUb1/D33dn9m8cS2zcyM4HfAcRhz/fvmS8sGWMRhm2FOUTfcXhfmmdhYhwRoVrDeTaYn9e0vIzUjl86dm0pNiuXCuDqVzfPPyIeGBAXxqfQ9Y0Whm+H/ae8/3KNI03fP8Kftp91y7O+fM7NnZM9u+a6q7uixVeBAICXnvvUMOJ0AYIeFdAWWAwlvhBBJCyHvkvZSp9N5G/PZDRGSm6Jqqqa6ekmavvOuKq1BmZMaTb5jnfR9z32V5aZTnpsthQw9DQ51kJUTy1alaFJH2J/dukZMWS1uLVE1nsSxQVpDD9W8vopBkNDfWk5eWRGvrSyTeUwOHKssozU1Dr5X6ZOfnR8lKiOFM7WFfwUJrSwNF6fHsyY2nufEBkiNWVi3KA3SpkPtSkg9/vu/Gl3VUZMXT3tYIiHjdBu5e+5KK4jy0qmlAxGhQUXtgJ99dPo7DJVWCz04Pk5sYy7mTNShh0dvXLpMZF01vp6S043Ja2VtWyq6yYpwuaRXU8PAOIZ/+hZvfXUa6mL08uPkdadHb6fYpZdm4+uVJqsuLmJ+WiqSMhllOHaqkdn8FTpf0wOzqaKYwO1Wmk/Ni0E6xMz+Ds0d347RLYa3e9jfEh25kbGwIibhfWRko5AtycRYK1aXywJImK5MTgxQkR/K2TyKht1n1FOdmUZyXhc0qUc9NT42Qm5pEdMh68jJT0GkWeP7oLlEhm3jxvB6lx/dk7T6ykqOZl+sBjLp5inOyuHj6uM+exuf3iNi4mutXLslXtYW6g/uICY+QFaTcLKonyYiP5FDVHhCk4rnu9lZCN2/i4T2lstzN1+dPEhaykdGhQckGjHKo0P+ABDtGk4qo7aGMjQ3i77E3y87YnycO5NoFBydrq6k9VIXSjvS8/gEbvviIZ49uybZ7OHfsENtWf874sBRudjqs5KQkUZibjkOmbu1obWLdJx9x+vhRFJGLuzevER0RxqxcFa/RzJCbmsi6D99jfLSfpeQrcgEmUs/15OQwG9ev5f5dWdJPtCEKfopJr2Dn0omjHNldht2uRbs4Q3jIBg7uKUMQpJVxc2MDIWvXsau0mMr8DHniaMaqH8dhnsVpn0cz9xb13ABejxbQY7dMYl4cwWWfAXQIggGNagD1bK8cxrYieAyoZgaIjghlYnKU4bcDrP9iFRdO1bF14xr2762QxsBr4KtLZ/nkLx/KVcp2ZsZ6idmyhazkOBw2NWCnpekpH//pfb6+dBEpgjTHoYP7+Of//n+wffN6rHY9/giZMlZm8LUPBW4KL7HUmaA4U2lfI0qYOjJ8G8framl7/Yrighy8XhuKxKjkSEwBzxx/P7HXo8GqH0HwaqWFhaCcMzODg5385n/8I5tXf8r4qJQLtZgWiIoIJTY6CptVDbjp6Wnhj7/7DaWFBcSEbUG1MIXiiJXiLynHbZSJbSSJxuZXz9m6aZPM6OdieuotW9ato6a6GiUq9eLxAzZ+vopn9Q+JCg+TOaOtCKJOvuaVVbwSmrbj8ZpJjY9l8xdfMDoqtVZNjPbz6YcfcqR6n+/eePH8Mb//1a+5fuUKSTGRtLc1oRC/SPeZUXbEysrYgWZxhj/94Tf86+/+X9pkfW6Px0JGcjwh6zdgkkVOhoZ6+Nff/pbQDetYt+oT9Lo5fFFgwSaH6n8a/g7tS5IjdjjUHN5bztBAC0qzuTSYJgS5Ms3l0rN35w42r/qAsSGpcnlsrJeU+DiuXbkkz3w8tLW8JD4qQq5MtOFx6DhQuYP02GhMJmnlODnWQ35yAqfrDqGsjFubn0scw6+fozi09OQ4rl25jFJM0NXWSGJMFM0yO5TTruVAZQUJkWEY9FIIdH56jB156dQdqsYrSOHtwd4WduUn0d4q2SQoWsw+RxPYNxiYEw+csVqpq97L5dPH2VlezJNHUmjG6zFx9fJ5SotyZF5gsNvV7K8sonZviawlCzOTb8lOiubF8/u+c3DvxlUSwsN8PaUOu46qXeWcPn4Yj9vMy2eP2JGeQlp8dMAKzs3zR3eJDdtCU4OfrerGN19SkpXGwswQIGA2z5OVnEBORposvA3HaquI3LqOiQnJTqN+gdo9JRysKMJqNWAwakmOimByQqquFBXWI1+VtH+8/AQo/j7bqfFh0mJDyUqJZWSoUz6GhoqiPE7U7MXlMiPipbwgm7Xv/5YLpxSKPoH7t68TGbJRpgb14vXqOXyggtjIMDn0KqJRTVCRl829G1/LY+Hl9rXLxG8L4W1/O2BB8Bg4sGsn6YkJsrKKF612hsz4BEn+Tp7QDPS0s3H1Wh4+uIPSJnWwaidrP/5QVrByILEDKX3GUk7KZFKRHB/NzJREYKBcM8pD29dHLBd4SakSF1cvnebz9//IWV91KLQ3vyBy81oePborv+Ll7NEatnzxuezowWTUELF1E7mZabicUtFaX287az/7hHt3riPljAXOnT1BRPhWZmcmfPdB1LatcojfBIIFQfRHfsDL1OQQ8bHRfHnhHP78vzIpVfpbHbicZg7sKicxejtOpxWddp6E7SFU76rw/ZbXjc/Y/PlH7CzMkdJKogXD4ijGhWH0c/3YjdN4BSMCJpy2OXTqIRzWebzo8XoXsRmn0WtG8XglrnqvS4dRPYxBM0VqcgKP7t1me+gm+XkgdWRsXb+auup9eFxSxODWjat8/tGf6XnzEnDjdpgpzssmNzOZRZU0LqrZKUJDtnL1ylfgkiY3507WEhW2BcUR+CGiTNSk/wsoaSF/v6kQsL87YJNy+WaLjqKsDErSUyjMTsUryyD6SS/M/rGWW7hEjHjcaiy6UTxuFYgaBEGLRLhhpq+vjfTEGGr27WLLxo0sypXiZrOaqIhw0lMS5NWrh87ON/z5979jzUcfoF4Yx1+UGlBs5iMSkVSSOtpf8S//+N9IjIuW0zoCfb1tfPjee5w8dhRlcn735jXe+/Wv+fRPf5R7lh3+7xWk2olABkaPx0RyYjyVZWVs2bxRLvCCqYm3bFj9GbVHqn3jeeP6FX71z/+DT97/I4O9PYALH8+4HLVVJr9SH/E4G7/4nNMnj7H6i1X09kg1F0aDitjtYcRFhuF0SqH7nvYW/vSrf2H9Jx9jlAk9AvWefyp+liMWWERhanG49OwqL6btzQuU8IIg6hGQGFFsNjU1+yvZt7OEI1WVHNlTidUwBziZmBgkNytNdhTSzfyqsZ6kmBgGBiRlDZtdw67SYioKc9HrpgEnbwfbiNwawlcXFPUYF/dvXyUhIpT21leAiEo1Sm5mKt998yXSbNPNyxePCd28kbY3zYAXq03Pwb072bmjGNWCtDLWaqdIS4rn2NEaREHinz1/4qhcQRwowRagbSrPciV+YKUNRRHrlh5IJ+qO8Lq5gbeD3cRGhtHU8BBwI3jNXLl8muKsFOampYpjk0HN2aP7qd6zW84Zi4wMDZASF039g1soN+qdG1dJigqXHZcLp1ND7eEqTtQe4dbNa5w5XsPwYD/JcbF8deEcSoSg4Vk98eFhvHwu9WSLopNDVTtJiwplXmbgWlycJTM5nsqSPMxmLYLg5FRdNTtyM5gcl5ybw6pjX0Uxe8qKGRnqJyclkbnZSZY+lJc6YmWWqygVKY7n7WAvuyt2UP/wHnnZqfI5Ao/LwOWztVw8XcuBql0cPriPwb5u4iMjOFGn8IcLPLl/h+itITS9rEdRwDlyaB9bN61lURa4N+nmKMnP5NzZY4BI/b2bxISGsD1kM28H2pBm/FZOH6thV2khVrMKiax/mpzMVKr37ZaF0T20tjUTHRnJ43ppcmTUqynKSiM7NdZHoymJxCshMDtms4rE2Cg5FBzY6iRN2ryCzh/aFWVFHdycPXWMy2fPkpmaSs3hg777sP1NI2s/+ZTHj5QJmotTdTWs+eRjBmTecZ1ORWpcDEX52TL7Ewz2dREXFcG3X19CEbn45utLbN8WJrefOUlOjGdyfBhRMCB4zXJYX6pcH37bQ0JkOM+fSPUZvofcEtpXZbJuw+W0UJKXQ0JMJFarEZ1mgbWrPqOyzN+7euO7rynJy0MKvdrRq8dQjXdjXhwCUaJPdFrVmBcncDsXJYcjGDBrJ7DoxhAFaYXjsqtZnOvFaZvGbtcSF7GN9//nP/Hb//5fyUiI5uyJWs6ePEFydDT/7X/9X0hLjuNozUGOVO/nD//zn/n4j7/l5JFqjtUcoSQ/n3/8r/8bCRHbOH5kP1+eOk56Qjy/+qd/oHrPLk4cr6WsOJ+P/vg7yksK2VFYQOmOYvbs3kluThZFhfnk5+VRXFJA1a4KdleUk5+XS1FBPjuKCykuzqOyooxDhw5QUVZEcUEue3aWs2dnOVW7d1G9bz+ZKUm8/y//SE5qHF6XCeTQqp9aVW7H8TliEy6XGuPikOSI0SKikYkx7LxufklWZirgoa7uMJs2bUC1MI3UUrnA9tCt5GVn+1rO3rx+yeb1q1HNjeHXW1YmE4GykxIvesPzh+Rkp3O0pob8vFy5v1qgv6+D9au/4MJ5RTEPHty5xicf/FnuZAlo9/NN+Oy+73e5DYRs2cyCeo4b333LtlAlbw0jo32sX7Oa43V1KBOi+ke3WffFZ0xPKJragZ0Mgd/tZlE9RcjaL3B7rDx+/JBNGzYy0K/IHmoI3bSBtKR4TLIC18vn9Xz85z/7mLWWzRFLM3fpgeFw6SnJz+VFw2P8jliKx9vsGvZX7iArMQq73YjVpuHimToO7d6FRjsJWFlUjVOcn8uXZ0+DHPJtfvGU+OhwujsaARdW6wJ7SgspK8zAZJwB3IyO9RK/fRsXzx5H9EpFDLeuf01cVJjc/+hGrRonLyONa1+dk/MwLro6minKzaG3uw1w4HGbObh/D+XFefKDV2B2dpyinCyOH6nC7bZz4fRJ7t6SmLV81GgBBRdKRaL08DEEPJhkykMs1B2tprnpMSDS39tGbloSDfIKV/CauX3ta3LSkpmZkap+TVYdNQf2cGhfpa/opr+nk9yURB7evYWiRPPo/i0KMpPo7pI0V51OHRfOniQvPYGb30lh15G33aQlxnP3xrd4PUbAzfMnjyjJSeNN81PAi8dt4djh/eSlxDIx2g8IGPVzZKYksL98B163FREH1y6fI2F7GG/fSiFQk3GOA5VlFGelUpAWy/TMKMrF6ScuCAzjW32O2N/L52RsuJ+KsgIEwUHjy2ekJsQzNCjlwacmR8iK2kh8yCrmZ6Xc79vBbiK3buDr83UoYdaHd2+x/vNPaFaEQgQzh/fvJjFmuzyusKiaJTkxketXv+Xmd99y4fwp7t+9Tcz27XJhhxMwce5ELXsrdqDVTABOLGYV6ckJ1B2pxu2WeJo72l6RnhRPY0M9kiKYisKsdFLjIpiYkPqpJWo96cFlMKhIToiRW0EcsrxfYBRFUevxX0Pg5ljNIR7ev4nZrCMnPY0jhw+iOLCGJ/V89qf3uH/rmnx3ujh29CDRoSFMTUqTKrNBRVpSHLlZGbgckkzcxMQgmzeso7bmiO++vnf3FqkpCYwMDVBRUsT8zBhKu4eAVDMwPTVObGQED+4qrGOKwEUgbW1AeF00AU5cLgvlJQVEhm7FYjEwNzfL1pDNlJUWAfDs2UOyMtPk+9SKWT+FUTuGgLQSdtlV2HVTeO1S6NnrNWLVT2HVjyN6NYAFt0uLeqYfo2YUEQNej4lvLp6hrCCLg3sq2JGXTWl+LmmJieRnZbKjIJeU+FiyU5IoL8xn/85yavbtYf+ucjIS4ynMyuLQ3l1U7yqlrCiPgux0KksLuXjuBAf27WZnZTmF+Zkc3r+X3eXllJeUUFxUwKGDB6iq2knNkWoOVVdz4lgdNQcPcObkCc6dPcXFL89y8kQtV65c4PSpWk6eqOXCuROcrKvh3KnjHDt6mJMnjnC87ihnTp3i6uUvaXpRj9drBHTgU7bzc5r7FbIsWCyzzI634XWrQV4QKUVK7W0tJCcnoRTVVe3dzbYtIUxPDOJx61iYnyQ0ZCupSfEY9IssLs4THxvNyHAfVqsKu12D02HA7bHgdltw2DTYLGrcTgNej5XH9Xc5sHc3IHLgwH6iIsOYm5VoLVteN7Jx7RpO1R7CbFrAbtOzeeN6hoZ6cDoMWK1abDYdFrMGq1mDyaDGajVgsepYXJxla8hG3rQ04vW6qa05wraQjcxOj+Lx2OnqaON3v/4Vu3eVMTk5yvj4CJvXr6fxxTMW5seZmnqLRjuLVjuPTjeHRjONZnEavW6ewYEePvzTe0xNjeB2Obh44RyrPvqQttZXOJw2pqbHWfXhB8RHhDE/N0VPTzuffvwXWZPAGrC6/qVzxIKilKHHaleRn5kmh5OVvJYFu01DTfUeClKTKMlJp10u9xe8Rs6crGNvRRELs5Iih2phhNzMTK5evoAkR2bk2f3bxIdvpaXpMWDBalmg7tABdhVlMSdLdk2OD1CWm8s3F8/iFcyAh4f3bpGZGCX3QAroNOPU7K/kyjfnUEKSQ4NdFOXn0NnWBDjxes1cOnua3IxUJselghedZo7M5DgO799PzcG9sg6w0qKkOGB/W5avwAaFhi6w8s/MmRM1HNxdikEv9VOODPdQmJvJ0/r7SCtcO5e+PEl+ZjITsnyd12vi+NFqstKSZGF1kf7OVnJTkrh142uU1eDTR3fIT0lmqLcdqVDKysnaI5QW5MiamR4mJ4dIiouW8ylSfqqn8zUJ27dw96ZU7SoIZuqO7CN6ywbe9rYDIlbLIlVlRdy6chGlOOjKV+cJ3bBeZsQBm0XLmaMHyUsMkxv/AysgA8Uw/P+WWgH8vNzjo2/JS0v3TTraW16Sl5HJ08ePqD28n3PHDnHu6AF2lxej0UrOeGRkgLzMNL66cMIn7/j6RT3p0dt5Wn9XHlcnl788RWZyrO/carXzHD28j+TYCB7IqkZPHt0hOSGani45pyRYqD1STWZaEur5McCDRj1FeVE+h6v3yscTGB7oJiUuhtevHgMCGvUklSX5ZKclYtTNIeX0pIIto2mBhJjtcrhcjgoIgWNk9jk+hdQAnJw8epArX50DpHBZTmYGFRXleGR96YYnj9iybi23b1313aPfXr5IbPg2+nqlOgKDfoGCnCyKstPRmxaQNFu7CN0UQt1RJWcMj+sfEhMVSVz4NuZn5NC0KLGNzc5OERUZzoP7smqZLw8eSGITQPyhFCHJxVui4GB32Q7Ct27GZNSi16tJiIuivLyEm9eukJWRiIgJwWvAqp/EYZ7CIxrQL06wONOPy7aAKFgR3HqMs8PYtBPg1YFowGmbRzM9iMMyD1hAMGOzzuFxqqS/ZSIXr0OD4NGi9JJLkQkpbKus8kSvFqthEiX1BTa8TjWCVyL/kXLLOuy6aZyWBRSn5g81K/8WWQoRhZ9AKb70/+2R31c2J/4HuxdwIwgGnLYZLMYJnLY5XLZ53PZ5PI4F7MZp7MZpnOZ5tLODzI+1gqCRzp1Si4CdkeFBPvjz+0RHbSc1JZn83Hz+8R/+dz776COiIiJJSUpi65YQ/un//Ac+/egjtoWG8sc//I7NmzcQFrqNiO3hxEVHkhgbRUp8DKnxseSkJlOUm0NMVDSR27ezfvUqoiPCSU1KZPWnn5CaGENWeioJ8TFEbtvM+7/+f9i2ZSMxkdtZ9fFfCN28kQ3rN7Bx/UZCt2wjLiKS6K2hbN6wkQ0bNrBx3Vq2h27hg399j/WrVxMVGUlcVCTv/ebXbA8NISY6mqTERLasW8Of/vA7Vq/6jA1r1vDpnz9g1SefsG7tOtatWcO6z78gdNNmwkJCWPPZp2xYs5p1q1ax/ou1vPer37Bx9Res+uQTVn36KX/6w6957/e/Y8O6DSQlJhITvo3f/o//i4///D7/+rvfsPbTTzEa1PgEW0QniO+e7x/HzwtNi1o54a3DbJllR0E2XR2NKGETu03Fvopi9pWXYGbeefsAACAASURBVDaquHnjW8K3bKat9TUg4vXqOFl3hKhtYczNjAIuDNopdpcWcvvaZZBDWi1Nj4gL20JX2wvAiShYOHNkH4XpCT46v0X1FGnx0Xx5sgblxj97so6kyFDGx7oAF2bjLBU78rl88TxKReNAbxtZqck0v5Io99wuAwerdpOZnMDCgtQLO78wQWFGKnGhn9Pe/BxfwdEStZN3BQCUQq6A97Hy1flTFKRFUVaUh1YrNaNPjA+RnBDLg3s38cnQfXOe/KQYpsakXLrJrGXfrh3sLSvE7pRWM6ODXRSmJ/P80S2U8NDj+7dIjo6ku1Ma45cvnhITsp69laVYrFLf79T4WxJjIjlz7CiiRwq7t7Y0sHHVxzx9cks+NxZO1VaTFrOdqXGpKMJkmCMzKZ4Hd2S2MmycOnaYyM0b6O+RiqsWFqbIz0hmdnKIwDa2peow/s0ftpXGa3iol+iQNZypOyDl4IHH9fdZ9f7vOLCzGEG04RWMHNy/i+L8LGxm6fzPTY+SGh/Jydoj8vkXePH0Nts2rOXFs0coD7G7N66QmZQgU/WJuJw69lWWcPZEjXy+3DQ8v0daUjxDA10oRDDH6o6SEBvF/MwI4MFqWaAwJ5Py0hK5lc7DQHcbOZlZ8nXjxm7TUVmUR35GCvMLkmIS2DCZZslIjWVhYRQlguJPa5jlvLLBP14YADtXL58lLmwz87ISkNttpqggj7LiYrmAB7o621n18V+4fEFR1PFw/tQJEiLDGJd5g+12HaVFBaQlJGLUKzKXY4Rv3ULtYSXM76Xx5VPWf/oJkxP9SA7KiVazQOiWLZw4fhSpIE2pxpUrZgN1uN/tsccqR7vsCF4neTnZJERuw2xcwG43Ex0VzqoP3qM0P1e6NrxaDIvDOC2TGNRDLM70YjXP4BFNeAUjZvUwhrlBRK9OcjJuHVbNOFb9DAhmBEGHwzKF1TyBx6MCDLhdKhan+zBpRhCFBUALgg6PcwGva1GebJiwm2cwaYZxu+cBI6JHg804LvcgS+F2r0uFQzeKfq4PzfwQ/iIrpWI8UBzBIkU+FA7lQIUtX0W9IgAScM8gF0AJBhC1iOgRRLlQTTeK0zKFyzKJxzaF2zqN3TyFwzKN3TiLUT2KXt2P6NVKC5sAPmirVUNvbysNzx/y/OkDWlte0NHaTGPDE+rv3+b5s0c0v2rgzeuXPH32gIaX9bS2NdHw/D5NjU9ped1I06sGGhsf8+zZfRpfPqSz4yXt7Y28evWMtvYmujubaW1+Tlfna1SqSQYH22lva6CjvYmurhZ6e9vp6mymve0VgwMdNL9q4FXTM1rfNNLe1kRHezNtrU20vWmkubmB169f0t3dRm9POwN9HfT1tdPT28HboT76+zrp7mplcKCb0eFexscGGRjoYXR0gOmpYcZGBhjo62BwoIvOzjf09rXS3dXCm5aXdHe30N35moH+TobfdtPd9YqWlue8aWlkaKCbro4WutpbeDvYw9iY9D2dHS28etXA+OhbPG5/5EeKkv7CjlgU1YiiGtBgts6TkRInhzil1fD5M8fYvvELLp09KV+YRq58e4HYiFBamiWVJrfXxL7du0mOj2F6ZggplDxGUXamXJQiXcQP710nOmwbb5rqAStOu5aq8hLyM1LkB5+Xkbcd5CbHc/2yFN72ig6+unCK1NhwxkYk3tH5uTEKstO58u0FFA3N/p5WCvMyaWyUVjOC20LtwX1kp6ehVk0CblQLU5TnptL0UukjDqBfC+BDXcKPqmjViiaUvtlrl8/x5MENLp0/RVmhX2pxZKSHzNREnj26i6JLfOXiWTITY3wtBm63kfPHj3D++CHsTi3gYai/nQPlhdy9pWgxu3ny8A75WelMTQ7T0FDP+ZN1nDh+hIodpei1Ukh/YryPvLR4Lp89jsutAZzcvX2N+MhQWfNWenBeOneStJgI3vZ1Al5eNDxk09pVPHyg7OPkwvGjRGzYwPBQD3rDPLkZSTKzllSl6Q+3fv+ERQyYqU+OD1KYmUBpdgo1B/axMD/Nwf1VlOVns7eilP4+SVTE4dBRXpBNVnIcBqPU2jQ3M0xiZDinjh+Rw7kCDU8fsGXtKp49vouSUnhw+zopcRFMj0th9af1twlZ/TE3rl5CiS7cv/sdoZs20fK6UT4fNk6drCUpPg7V/ATgwqRfIDk2gd07K/G4pGrZ7777mpjoSDSaWcDN/NwYyTFRJMVGMD+nEMjMEhcVxuTkABAYSZEiTL7cny+0K6URzpw4QuL2jURu2SSHvMHlNFNamMeeylJ5xQ0vnj7io/ff48rXXyp3Kl9/eY7o0K0M9LYDAlbLIuVFBeRnpWOVxUPU81OEbw3h0rmzgB1BcJIYF8vUeA/gxKCfJyUhjmO1h1EmYv4VsNKqo0SJAvrs5f5YfxGjVNDjFRwU5WYTFxGG2ajFZjeTEL6ZspwsBMEGogGbYRLDwiD6hUGpoEqUnKJVP45FP44gSM8aj0uDwzCF1ymvcgUTFt0Ymtk+BI8keuB0qJib7EE93YfHJUkJep1qvLYFBLcGAQOCqMdpncWiHcXjXJDyqp5FTLoxrKZpycFjxuNUYTdNIrjV2E1zWPUTIDtNQSbUUFJWgmjw1Yz40xAWBNGIy70odWeIEm2uX/BAGSulot4Eoh5RNCBglGtzlAprvZw/l7V7Fd1r/RTz4x2IHm3ANWbAK2jkBVQgI5aU2/U4VDhMkygV3Q7TAoJbh6/A0jkPSz4bSFgUmIJSKsPNAZvymsP3jFM6QJQ2U6Wzwr8p+WdXwH4e/KQpjoB9Pd+zv79/f+n+ThQd6L/+3Lt2BbAD+qIXbt97SzSnRSO/uPqSdEKkVgKrXUNcZDhNLx4BLi5eOMe+veW8fv2CNZ99LBfGSLPEa1cvsm3TGpm8w4Zb0HHsaDV5GWlygYuDualBslITuX7la6ST56a7/Q2FWYl0tT4FnDjtixRmppKZmCCLJjgZG+4mI3Y7F8+eQOFIPnPiENFbNsnO2InBMC1VLdffkwfUzthoJ3FR4T5VHbfbzLmTxygryGVhQVJtOld7lOdP7gNWSXVHvvH+erUX6IglMnxB3u/Wt5fo7mwGnFTtKqcgK03WZBWYnRkhOyOFO7e/QwmFPbzzDRUFqYzLaiIm0yI1+8u5cPIwDocWcDM5NkhyTDgnTxxBaS15/eoJ5SX5lOSl8eX5EwiCgwtnT1NaVCg7Yxfq+VHKi/M4fawGr1cKsXa0NBAftoWGJ3d8Nlw8e5wtqz+np1PqIX76+B4RIetpeHIXqZfQzsXTx4gKWU/T03p2l+YxPa205gTmPQM1TL/PEVsZHuyiOD8XlWqGnSV5lOclcaymGlFwMfS2h+yMJAbkMKvVbGBHQS4JUeHodFJr2+TkIDGRYRw7Wi1r7broamsmfNMGbt/4GqVg47tvLhITsY2Z6QkePbxLzcEqdpXv4Py5UygPlaaGehKjImh/0yR/zsLZ07Vs2bSBmSmpstxu0ZKTkcrenaV4vdLD99TJOqK2h8vUdyIjI31EhW4iPkJqWbLZTGwL2cT09Cj+KlElrCs5YqkVJNAROzh1qpZrVy5z/eq3hIVsoqdDvlZdRlKTEsnLypLFEkTevH7BF599yuULF6RbVXRy6dwp1q/+jN7edt/nyooKSE2Ml5W8XMzPjBMXGU1tzWFcbivJ8bGo5sbQaqbJy07l4gVlfN7V4bb7xs2fivE7aL+TNge878TpsLCjuICo8FAsZj0tzS/JTE2Sfodow7g4imaqH4dDhSBXtDtN0zhNkxJdIWbcDg3mxXEc5hnJEQp6nJY5TIvjuJ1awIjg1aFZeItJO44oSG0rTocK7cJbBKdacvCiHrtlFrNuDNGtRqoU12EzjGHWj8shaRNuxwIW7RhuhwoBA2bjJLq5PkRBh8Iu5VOlwokgmhEE5VmgUFPaAyJCtqVj53MYgY7YIjtjmaMBk+9vBJu0iUYENIjyM9mon2BurAvBrULS9zXJtTtaBFHjWzwoIWsRExbDBCbNMKKoxe1ZxKAewWlVScfyqHEZx/A45/Dpcfv4EpbqbxMweQCNFOUR5YiIYJLb2wILXJVCJ5lzwTcJ9Ss9BY6tVOQZ+J454DuUyIJijxx1Eoy+Qral9QxLNeT9165dWkj4GO8UpjvZsfsUtRQ5V7kw8Rd3xKIWxEVAi82mpqIkj7cDHVw6f5Jtm9bK/VVeWl49Zs0XH/PVl+dQZkk3r19i28YNNL96DJgR3HqOVO8jOzkRnXocsDI+2klcZCR3r19Dmb20vX5Gbloi/f1tgB2HfYHS/GyKstIxGeUiq6khivLSefzojjSYgpGrl85SkJHAwvww4MFu1XBgb4W8MpYeoF2dr8lMSZT5d90g6jh/+igZKSkYjAaOHT7E1SuXAZvcR6ysdP0SeH4uXq18ESoXlwlRNPLl6RM8e3wPkDiNSwqyyM1MwmqWWpTmZ8dJjA2jvfUZygPv28vnKM5WnDEYjQuc2F/JlS/PoTDxjLztIi81kfoHt+XPmXn6+A7bN6zi24vHUWZ9x2qOsLN0BzZZ1FyrmaYwN5fLF07jlakcmxofErbhc1mfWXqIXjpdR2zoJllpBPq7XpGTEk/DI4V728v961dJDd9MeUYMc3Mj8tgrs3yLfDMGRBBEZVPCs0Z6O5vIz8vD7rJxuKqczOgNXD5TJ1MeQk9nC4U5WbxpkaT0bDYtWcmJFKbHy3l3kYmJAVJjozh/rEY+t156ul4RvnkdjQ2SOhjYOHn8CNs2baSmei/fXb2M3WGgIC+Dm9e+Qpn9NjY8JC4yjPY3r1HaNg5V7yU6Ypt8fTsxG+bIzkjmYNUumazfw9HDB0hOiMNkVAMeFuYmiAsPITk2nPHRUeIitrMwN8FSh+afxAm+qmmltcvBiWNHuHZVKry7eO4YGz77kLeDUlW012MiMT6GnOxMlGrUjtZXrPrLB9TfuSnfsG6+uXSO7Zs3sbAwK3/ORnpqColxEVjkML9aPUHY1s0cr60hPTmJ9pbXpCUm8Oj+TZT6gKV9su9WuSqvKSFX5zv/DlwZSddlzaH9xERE8tWF8xTn5aAUP7oss7htagRsCKIZu2Uep2Vayntixu3UYZgfxWldkMZMMOK1zmEzTuP2SHz2gluLUTOCYXEMRCna4HZqMBsmsVmnEUUdoqDD61zEbZpGdC8CRtxuqf3JqhuTBe8tOC1qLNoJnFa1fC1rpbD59KDPuUjOTZF4Va79gOjBEuETWQhHUCZkJnnfwNSXWXZs/kI4QTTI1fVyD7FgRxRNCOgQ5Qppm2WSxekeBI8aQViUnbFBZpcyBnzWgigaETDidqgwaUZxexdxudQYFobwONXSxNC7iEU3gss+J01cfHKCBl9NA4GKRoIJUdDKEZ4ApyhYEIXAtJXfGQbWFvgmbhj8x5KVk8SAGp0llJhyUaxff9nk+62CYJB+p/zcVqQkl9at2JZuPnsUFjFFxCOQ41u5dx3SJGp5HLEKUOF0LlJWkMmBynwO7C7jTF01eyt2yA9HCx1tr4gK3cDXF0/j8RgAN/fv3iQ2PISWl4+wORYxGBY4uHcPdftKmRztxW7TMtzfQ0p0JFe//hKvzNrS+Kye2O1baX/zHDBhNCxQnJlBeX4WKtUY4KS76w3J0WG0vXqI2yPl2M6dOExhZgLTE2/xeo3MTI1SlJvG65cPcTh0eL1OXjY8J2Z7CK1vXmK3a9EbNFTsKGHnjmwqCtOpr7+L39kGzHIDHkI+R7wkzydtB3ZVkBkTykDfa3SGeUaGhogO20xJXhoTY0Oo1fO0vnpBatw27t25isEwzfz8GF+dqyM/MZyWpqdoNdP097WTELaJ04d2MTE+xMLCFM0Nj8lJ3M6dG1dQqydRqaf58vgRduUm8eLZQ4ZHBhkZ7iMlPpqq8mKGBnsYHhqg4ckjEkPX8s2FWqbGBhkfH+b4oQNs/Oh9nj28wfBwDyMDvSSGb2VvxQ7aW1/T1dnGob3lxISs4vKFU3S3N9Hb1UFJRhyliVuYmx5BEnZX9FHlCIKo3Bh6/w3so5wzMzjQwY68DE4cquJAVRWTkxMcKCui7vA+PF7JGXe2t5OZGM/oSLd8IQpUVRaTnpSAUdZ2NmjmKc3O4u53X4NgBkRamhsI27xBZmCTimDOHK9h66d/ov6OxFhlMS1SUpDLravfoORKnz+7y468THq73wBuvKKbwweryc1IZV41BrjRaObITEvk+nffIuWCPVTtqmBHYS5WmxYQmZ+dICFiMymRm4nYuJr5eWnC6X8gvxO6R8nrSfnZQ1U7OVZzUM4HOzhRe4SIzRsY6GkDrBhMKiLCtnGwajdGk0RG8uzxI8I2ruVJ/X1sNh12u469leWU5mfT39uK22NmanaK6Iit7CnLY2y0F5NRRX93J1988iFbV39AeMhaThw7ht1hQG+YxmRUYTaqMRoXMBhmMJvnsdk1mMwqTGYVZusiRrMKo2kRg1GNyazBYFKhNy2gUk9jNC2g0Uxi1M+h185gMs5j0KnJTE5k/Qe/Z19pEdJk1yj1Drt1CF4zLtscHtcigiA5E7dTjVE9isOikquqjThNs7iM03hcGokCUzBi0U+gV4/gcUvOwm6eZ3ayD7tVFnQXLbjtKhymGQSP5IRFrwHz4jjG+WFE9yIiJjwODSb1KA7LHIhmqZjMOIV6ohejehSv14AomBFEZXLu5xBYsvIKaHNUSFIkDm+lZ/bdFZriUCyysIgU1hZELYIvKqccyyCHnTWo53sY6W3A63PE2oB7LoBERk4DiKIewaNFOzeAzTyOxz6D0zwPokQN6XWpsGqHcNnnEGXyDl8OXDTKK+DAyYgeUdRI93rAb5BWmdalY6KEd30KUUoURXlP4rT259nt8vsKj7fynJFXpr5Uj9KBINek+JgOlYJCf9TBH8UI5MIPILIRXYiyxOQSaVeF2tMn9BHYF/7vw890xBoQ1YAKj1tLQVYqWz55j8K0FPaWFrPp438lOTaCHQU5lBUVkBaxifjNn3O4soKqyjJ25OcTu+kLUqO3kZqUSGluNiU5aaRuX0NWQix5GVlkpaSSFRvBxk//wo6ifI5U7aEiP5uwNR+TFBrC8X372FtZQnFGKgmbP2f/jiyOHdrDhboDVGbGkJ8cTvXOQk4c2kteWgrhaz+mJDOZssIc9u0qo6osj/yUKA5XVVBVuYPqvTvZU5xJXnIsFSX5HNq3l4KsdKrL0jm8K5fW1hf4HbE/TOJvclduHEPATWVGEC0IWLn+9QXKM6MpzkgiLz2ZiuJCilITKM1IpCA9lez0ZA7sKmVfcSalOSnsLM6jJDebvWX57MlLojwvg9L8HCqKcjm8q5jK7FROHTlAWUEW+yp3UF1RQFlOJjX791B3uIrLp2s4uDOfQ7tK2FNRRllRJgf3lLCrJJe9FcUUZqdy4sh+qooyKctKYG9ZPgU5aZTm57EjI5ms+EhKcrMoyUqjqjibxLAQ4iPDSEuMpzAzhaNVhZTmpFGSnUJ5fib7dxRSd6ASrXbWN1FZEkLyjZvB/1DAz6QzMjpA0va1pG//lOOH93Pt2yvsrSwmdMOH7NtdxpGDBzhWV0tVWQ7FadEcO1RFXU01e8pL+ODX/zcp0WEc2FnCsUNVHK4sICv8C04frOTEkb2cOX6UrPhQYjd9xuG9FeypLOVI9T4SQtaTGRvByZpDnK09TFVZAXlxYXx5bB+njlZzqraaPQUpZCdFsrtiB/uq9lBZtoNP3v89W9aspjA3h6rdlRRkp7Hpi4+pLC3mYNVuThzeR8jnH1CYnUVhbjZlO4pJiAxl66e/Zevnf5KL9ZRag4B2n8CcuuxgwMHlcyf58L3fkp2WRHFeNhWFOWz6+A+EbVhNflYquRlp7MhK5ZPf/4qwLeuJi4ogKyWOmC2fsWXNJyRGR5Cdnkx8VChbV33Ahs8/JjMliaT4eFLjokmN3MTWzSHERESQmZpC6OaNpMWEEr11DYXZqUSEbiQtPoatmzYQExFOemI8+WnJZCXFkxwTTdz2MKLCthAbsY2UhBjCQzcRFx1OeOhmNq5bQ3joFrZtWk9U2FbCQjYRsmEd20O3ELpxA+GbQ4jdtpWoTZ9z7PA+wIEg9we7bQs4TNPYdCNSPzN2nE4NmvkBHNYZRGwg6HCap7DpJ/C6pfyv4NXiNE9jNkzgdUt0lx6vAd3sMIbFUbzoQNTjssxilT8nYkBwaTHOD2NaHMPrMSCix2KalMLR9jl5VWnAqptCvzCCbm4I7VwfgqD5a6crKqFbfxGWb0Xmy687EUUl12hEWRkucdY+UguFt1+haVRamGyylrVOdrhazMZRZsda8XrUcnROccKKI1bCyAYQNfLrelyORWw26ZkuCjrZkerwelQIzjk8brX8uyQHLfi+w78ill7TgKgLWMkHho79kaB3i9QIdMTyClcKBQcIyCjRFdGFKLplh6ysigMdceCiKZAD/h1HjEme3PjvQ3/IPCByobRb+pTHlAiPVDEt5ft/cYpLDaK4KP1f0DP0tpOGJ49ofP6YJw+v093exMvnD3n+5D7Pnzyk400TI31tdL5+TuOzh7x89pjO1lf0dDbS1f6C9pYGWl+/oLW5gf7uN3S1N9Hw9C7NTfW0tzbQ2vyE/q5XND6/S3fbC7rbG3nb08Kbxkf0db1iuP8NQ72vGOx9TU/7S4YHWhnqb2Wgp5mOlgZev3xMb1czb/ve0NP5iq6OV4wN9zA+2sP4SBcjbzsYGuxkfuYt0xPdzM0MMj05wOhQPxrVFHrdNC6ndskM6q832dH4HLEyE5TyJg77InrtFIuqCVTzY2gXJ1DPj6JdnGB+boiFuWE06kksRhWLqnHmZ0cwaGcx6mexWdXYrCp0mkn0mknsNg12qxaHRY3VNI3VNIXNsoDLocdsmMVqmcfl1OFwaPB4dLgcWmzmeQSvHpdLj8OhxW5bxG5bxGZdxGxewGqdx2ZTYbGocDp18mtqTMZ5HA4dJuM8TocWt8eA16PH7dbiculwuqR/ezx6adbJO7N5lBtXJ1fbB6yIfY7YiNmo4ttLZ/j20kmufnWOq5fPc/v6Nzx7dIfb169w9tRxvv36Ik/r73L/+rdcuXyKi2eOcuncGe7d/IabVy9x7ngdVy+fo+nZHe5dv8SzBzd4ePsaD+9c5eXTmzQ9v8P9m1e5dvk8t65cpunZA5qe3qXp2V3q73zH64Z6Ol8/5/WLhzQ1PKCt+THdrc94+ewmDU9u0PjsAY/u3aCtpYGnj27z6P5N7ty4wtNHd2hqeEjD03s8f3KfjrZGWl8/p7Ghnrs3r9L04jFP62/T8PgOjS8e4vUqk5OAwqyAvBpoEdD5KP8s5jnaW1/S3PiM50/u0tr8jL6u13S2NdL88jEvnj2ko6WR3s5XvGl+QvPLelqantHf3UZfdzvtb17R1vKS1tcNDPS00N3xiu7OFvr72hkd7mVyfJjRkQFGhvsYHOxicnKA2dkhZmfe0t/3mt7ORkbfdtDe+pKOjkYG+t4w1N9OX3cLna0tdLY109HaRHtrI90dr+nrbudtfzftLU20Nb+kr7OVno5Gerub6Ot5TUfbS7o7X9HZ8YquztcMDnQxPTWCVjsjr6i0OK1T2HSj2A0TiF4NoqjF69Zg1c9gM8/hlR2CRTeKcb4fj1OqhPa4FrDoxrHrp+ScsBGHU4VxcRy3bV4aW1GD2TCCZrYHp20Gr6jHaZtFvzCASTuK4DUhYMVmnWVuvAObRVHZMWO3zGFaGMbjXMRhmceoGZKcYGC+cklOc2n4c6mCkbKikyfwoqJc5y8yUpjnfDlUjHIYWnH0NolbW9BI4yRoMenHWJhsR/QuLgkZ++9LmeZR1IKolRwRJvk4spMUDP6KbUEN6AMm2EpY2ih/h0bKwfrIewzyKvmd8LPPkSqr20BnZ5WdWWCUUd7/XbU7OTwsikrB2bu55sAQv5GlLYGB58QS4IhNAWOtTBSU1Xfg7/AzcvlD2fL9yy9Ocelcsv19ofTRgb8XT+Svl/3vvidRDfpfC/yewM8I+Hv3vPh7ABVKusBKvqWviT4BbmmTZrMu+XXpwhAFu6ROIyzlZPVX6ymbUqkXmEMLPH5gdWEgk43b95rXo1Qk+snRl+4f+G+l2tD9zncpx1JuAOf3fI/rnX0CNXeV1/25wqW5HqWC2uJ7UPl6sZGLfXw3UCC+7/zxzmvKDPT7ejYDoYiyB56DwIpIpV/03S0wx6k8GALP2bsVnYHf7WLpeXCgXFNK0c2Sgj8M8kNNWmEIciWmot/tr/JUjv/u+fa3wfgrRJVrO/DcWQM+G1h1Glgp6n/YKBEf6XuV77EFHDOQXUn5v5u/vo4Dx+Td69k/RqJcKOUwT+IwTiJ4pJZIl20Gq24cr1OHKNrwek2Y9JPoFt7iti/iFXS4nfOYNENo5vrxuBdB0GM3TaKe6sJqnEQQNHgEFRbjGDpVH3bzJKDH41ExP9WNfnFYErQXzThss5jU/TitMwiCEa9Xj9U4jXFxFK9DjSjosJkm0akG8Xq1AY5R1tAN4Ob258YD7xHFcVhQiDn8504ZR3+Idmm4VaqO9jsgI4oYhigaMekmWJzqBq9acpDvFEZJoWmjfK0ZAq5BfwQL36pZ3k8I7BdXKv6V4izdUkcsWECw+vLBS6rsl4SfZccr+oltlvahy2FpMXBfvyOWvisgCiHY/N/n46oOLCYLLBgMPDfSREXw7eNfvS9NPfonDlL6TXn+K7/zF6+aDuKvIL7z739rLvCjX/LTe9F+Ev6tr3/X3nd/w/eZ9n1//9X3v/Piu/v4/g7c599jSOAWSKAg/V/579/3+b9hE4Wf+BkBUd743i1wAhj4W7zyZ9/9naLvd37/OCx9T1yyz781fsL37KPYEEhaEUhC8X3vC9/z9094XfQiuB2IXmlyKuLB63bgdTt8xxJFNx6XDdHrkn+fF6/HjtdlRfDKkwHRXAsilQAAA+1JREFUhdtuwm03IsqTBq/gwOkwIXqVB70br9eO026SHvB4EAU3LocZ0ePPUXq9DlwOi2yT9N0uhxmX04wkfxfAKy0K8vXh/Tc3UfQgigETIPHd8x+4r7K/S174vLuf/B6SY3DYDdjMGnkS7EAK4b57bEWIRQnxunzfL73nRgyYrIuCx/87RZd/oo0DKfcb8PcSZSnH0k1WiJI25djy8X2vBdql6C8r73mWbjJhjvTdAb9F+UzgokCpgpb5q/2TI6UP3u/Yl9LP+kPp/gJTi+/aUKrhg444iCCCCCKIIP6TIeiIgwgiiCCCCGIZEXTEQQQRRBBBBLGMCDriIIIIIoggglhGBB1xEEEEEUQQQSwjgo44iCCCCCKIIJYRQUccRBBBBBFEEMuIoCMOIogggggiiGVE0BEHEUQQQQQRxDIi6IiDCCKIIIIIYhkRdMRBBBFEEEEEsYwIOuIggggiiCCCWEYEHXEQQQQRRBBBLCN+UUf8X/7LL+/3l+OYfwuWy87g+KzM4/69ERy/n4fg+P0wguPz8/CL/YrlHLCVfrKW277lPv6PYbntW+7j/1wst/3Lffyfi+W2f7mP/2NYbvuW+/h/D/wiv2AlDNRKsOH7sFLsWil2vIuVYtdKseOnYqXYvVLs+KlYKXavFDvexUqxa6XY8bci6IiXGSvFrpVix7tYKXatFDt+KlaK3SvFjp+KlWL3SrHjXawUu1aKHX8r/sOtX0kDtJJsgaA9P4agPT8PK83elWbPj2Gl2Ru054ex0uz5KQg64mVE0J4fRtCen4eVZu9Ks+fHsNLsDdrzw1hp9vwUBB3xMiJozw8jaM/Pw0qzd6XZ82NYafYG7flhrDR7fgqCjngZEbTnhxG05+dhpdm70uz5Maw0e4P2/DBWmj0/BUFHvIwI2vPDCNrz87DS7F1p9vwYVpq9QXt+GCvNnp+CoCNeRgTt+WEE7fl5WGn2rjR7fgwrzd6gPT+MlWbPT0GwfWmZsVLsWil2vIuVYtdKseOnYqXYvVLs+KlYKXavFDvexUqxa6XY8bci6IiXGSvFrpVix7tYKXatFDt+KlaK3SvFjp+KlWL3SrHjXawUu1aKHX8rfjHrl3OgVvpJWm77lvv4P4bltm+5j/9zsdz2L/fxfy6W2/7lPv6PYbntW+7j/z3wi/6C5Riw/ywnabnsDI7Pyjzu3xvB8ft5CI7fDyM4Pj8P///4FUEEEUQQQQTxnxRBRxxEEEEEEUQQy4igIw4iiCCCCCKIZUTQEQcRRBBBBBHEMiLoiIMIIogggghiGRF0xP8BEEVxuU0IIoggggjiPwmCjvg/CEFnHEQQQQQRxL8H/x+ufW4lBsmvXgAAAABJRU5ErkJggg==" width="500" height="111"/>

  2、\涂色部分占总数的( )。

  3、小丁丁手中有2个红气球,4个黄气球,3个蓝气球。其中红气球占总数的( )。红气球占黄气球个数的( )。

  4、根据下图所给分数,圈一圈:

  

\

  说方法:

  1、数总数

  2、再看分母

  3、最后看分子

  5、填空:

  1) 1分米是1米的( )。 1厘米是1米的( )。 1克是1000克的( )。

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