咨询贴，关于计算器算阶乘的极限位数。
本帖最后由 5tuaner 于 2014-12-4 15:15 编辑9860的阶乘极限是69
69！
70的时候就显示不出来了，但是我感觉其cpu完全具有100！的能力，只是屏幕显示有界限设定。
你们其他机子能算到多少？ nspire最高449！ 同上，N CAS 449！
10的997次方量级
估计是因为450！超出1000次方了，所以系统自动拒绝了 549597890 发表于 2014-12-4 20:05
同上，N CAS 449！
10的997次方量级
估计是因为450！超出1000次方了，所以系统自动拒绝了
casio9860为什么只能到69！呢？出现错误的主要原因是什么，也是次方量级问题还是其他原因？ 晨皓小盆友 发表于 2014-12-4 20:00
nspire最高449！
这么厉害啊！那如果算449！后，屏幕上是怎么显示的？你又实体机子么？可以给个截图么？谢谢了 450！Win XP自带calc算的结果
1.7333687331126326593447131461046e+1000
这个表达的意思是不是 从“1.7333687331126326593447131461046”这里去掉小数点后加1000个0？
5tuaner 发表于 2014-12-4 23:54
casio9860为什么只能到69！呢？出现错误的主要原因是什么，也是次方量级问题还是其他原因？
无CAS的计算器，能表示的数字范围一般都是±1E-99到±9.999... E±99和0. chsi 发表于 2014-12-5 07:57
无CAS的计算器，能表示的数字范围一般都是±1E-99到±9.999... E±99和0.
我百度了一下cas，没有找到合适的词条。
其实我很想知道cas的意思。
比如TI的计算器，有cas和没cas的区别是什么？
麻烦版主有空给我科普一下，谢谢你~ 5tuaner 发表于 2014-12-5 09:28
我百度了一下cas，没有找到合适的词条。
其实我很想知道cas的意思。
比如TI的计算器，有cas和没cas的区 ...
关于CAS。计算机代数系统（Computer Algebra System），简称CAS。计算机代数系统的标志是能够以字符串作为运算单位。计算机代数系统的优越性主要在于它能够进行大规模的代数运算。通常我们用笔和纸进行代数运算只能处理符号较少的算式，当算式的符号上升到百位数后，手工计算便成为可能而不可行的事，主要原因是在做大量符号运算时,我们很容易出错，并且缺乏足够的耐心。当算式的符号个数上升到四位数后，手工计算便成为不可能的事，这时用计算机代数系统进行运算就可以做到准确，快捷，有效。 专业的计算软件，Mathematica之类的可以算很大的数，精确值 晨皓小盆友 发表于 2014-12-5 12:47
关于CAS。计算机代数系统（Computer Algebra System），简称CAS。计算机代数系统的标志是能够以字符串作 ...
学习了，可以演示一下么？ 艾哈迪利 发表于 2014-12-5 13:33
专业的计算软件，Mathematica之类的可以算很大的数，精确值
遇到一个和谐版，但是没有注册码、
你们都有这个软件么？
有安装包可以分享一个么？ 5tuaner 发表于 2014-12-5 13:36
学习了，可以演示一下么？
rt
5tuaner 发表于 2014-12-5 13:53
遇到一个和谐版，但是没有注册码、
你们都有这个软件么？
有安装包可以分享一个么？
Linux下有个BC计算器，无限精度。 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
试试eigenth
http://www.cncalc.org/thread-10075-1-1.html
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H1bdOFdrOv52+nHUlXF6NX/YKlHov+/rrTWnWvy9f39cLM5th8Tqum/ilk2Sy7Y8EbZm7wswVg3aBFHAUeyzrzWM6cVqWya7InTW/wuvvZ23q7TvWIr6Zzkn1lerLQdkLTXtaZZ+YosK9Yq9ZeuK3ujZ7kdblCIx0YouDpVyupv1JYK/bGfvvRdAcO+qrVzf+toDBRKeDnoEUwsxBib+aPalb/vjBz/XmAdB6yaU9lafkv+5fLpT3/xNLIUc1+605rlR9pXPx8Pp/9u5c5NqX0eDzyDIfDYbX9vF6v8kC0Y/OEafaGmRvP5/P48zzm1XBYN2iRGQUYyzrzWPZVq9JSnaQET5re4HX3szcDtT/tq+mcZF958qoYNbo7FI7iQGdzZoiCGV/QirNuP0/yulyhkQ7MUTD71XSlbD2qcUYh6A3WeVdfpfBRzUSlsJ8jFvHMQohdUbEJIYQQQgghPhsd1QghhBBCCCE+Gx3VCCGEEEIIIT4bHdUIIYQQQgghPhsd1QghhBBCCCE+Gx3VCCGEEEIIIT4bHdUIIYQQQgghPhsd1QghhBBCCCE+Gx3VCCGEEEIIIT6bzlENPHu4lXafm3u/36/X6/F47C6ZHzWdB64eylse6Hs4HFZPL2atUkqPx6M8Rfj5fE5btGnmlNLtdivS7jPCwd7v7+8y9uvra9O6PDNrdbvdsp/P53M7M2uVyR9oQ88688ygFWedGcGIN1LAz+ArtijDdTSaOTn8DDpDDWZG3jAtilTKfn6O9Bz/upt6jrkuxyhiUTA3nN5YfcCMUXJnXWsR1ELQz6BVZlS/5rrT9pqeNOsIek6ki0ak4A3PzNP5vN/+K4TYjzcf1ZzP51E/zdzv99xHMnX3PJ1Oq2n93fz1etXTHg6H1+s1Z9Gmmf/8+QM6s73f39+rsfWmy+vyzKzV7XarRauZWatMaeXL7xCzzjwza7X0cEYw4o2In9lXbJFZRzAz+5l15hpkb7BFkUrZz8+RnrNp3Tce1bDOEYuCuTEdBZamLVm3sohrgcdGaoHrl9eN2Mue5PiyzpEuGpGyN3hsJJ/323+FELsyPKoZDTidTqWTvl6vpTkyOR6PpapXY0unuFwuqx6Rx16v1/z34/FYzcBaXa/XZVny8LyzlqnMsfGZH49HV2e2N5/LySdy7vf7ypO8Ls/MWuV17/d7WaXuuaxV+vmi0D0jyzrzzKwVZ50nvnPeiPiZfRWpI56Z/cw6cw2a9WvGaK5SdvXzdM/hdT05OSdlnSMWRXIjxaIAUk9ujCzy1MJobLAWoH553Yi9kRr06BzZU+aknj10NDaSz/vtv0KIXdl8VFOT94m62nmS3Ckul4s5c+4Fh8PBqVXubrm/zH3rnZs5S+v+1R6ZjOytd6BWDV6XZ2at6oXyzOfz2alVSil383IS1O8rnpm1qmmzzhPBOW9E/JzQV2yRaRrM7Mkr0LnQ1qC/fluLIpXyF/zctdfshLBupOeY64LOLI1UirnuW6LQSjk3eC1/z2Gma6G7BK8bsbdmaw3yEpEuGpH6vdGOjeTzfvuvEGJXjDvQ4JcV6ae285mS7iSrN/O2V26E7V6Wra8L1zOzVrxdecbOzfx8PlfXqesbcD32Zr6+vpbftxPwujyzR6v6/FYbqZFW+S6F3M3bgawzz+zXqs06jmDEGxE/s6/YopVpqzf9M7d+Zp0zoxr053NrUaRS9vbzXM/x1MJobETKOkcsiuTGW7K9K+Xc8PgqM+qxc3521kLXFbzuu+zdWoOsc7yLRqQjb/DYSD6vptqkldPPQog96Ow97f2m/JPx9gpscnTzTPtDunIDw/JztsOjFfcgHhuZmfuXx970c1KtO5ZfjmZmrVb3Iq9mBq3y14Jyh3E7kHVme51apV7WcQQj3pj2s+krtgh86J+562fPjjuqQfYGWxSplL39PNFzzHUjPcfTgUc6T1vEfuaZ35XtXenSUOeGc7fq1kLEz6zV6mOrNz07TtDerif3O6rhLhqRsjd4bLzX8cuRVjqqEeIfYlzLzl2je/00X5Yd3fyw6gL1m/maeN4IRzPn8y6jfzrUasU9yGnRxMz5DGXuaHlse22d7e1ut+a6PDNrlX7+b8zhcCi7gkerulMXtt7gMbLXo1Wysi71IhjxxrSfTV85LWr94Jx55GfTG0WrtgY9+TyyKFIpf8HPW3uOf9127LukrPNEF53OjTdGoZU6s65rUQZ6jjm2a69fq7Z+zXXj9qapGmSdg3vKtNT0BoyN9zp+Ob3/CiH2w75Dd9SX81ax6fbffJ7JnHlCynfB7jcz9z7T3uzDZVlG55DgNypmz/XYm38HuQriSKulR70TmFEAe02t6hn4dvY3emPaz6avnBa12npmBj/7vdFKnfXbtYjX/ed+Zosi626d+R9Kp3PjXVHoSoO7hrPnbJ3ZqRXPGZmZpRM1yO/7cwO694TU74127HQ+p7+1/woh3k7nwKP+fSGcK8qnN0aXv7uVnIfkcxj5R6XlZFJ3XZaOfr1X//cSc2xk5vT7vt6VRWxvqrbb7i3mvC7PzFplygmq5feVd9aqpg0x6+yZeaTVaonV7TocwYg34n4e+Qoscg4cfYD9DDpzDSbLG2xRpFJ28nOw58C6kZ4zIX1XF43kBnijhrO9K926a9QWQS1E/MxasSucO86cvatJNtUg6Owcy917Turx82hsvNftt/8KIXZi3bzq20wL3U0of3J1Aqy963epTtrlcx415Wd23XsYyr2qplbw3+V5bGTmVP1CsdWZ7U29E5x17+N1eWbWauXq1X7PWrVRrs/Ibnpq0NLbCUZaFdqsMyMY8UbEz+wrsChZdcQzs59BZ65B0xtsUaRSdvJzsOfAupGew1LWOWhRJDemo2BKITdMi1ppqYWIn1mrhPXr2XGm7WVPch1xz4l00YiU/cxjg71up/1XCLErnTNq158H7i7LcjqdRt8vV/80s7zZNov6Y4/HI3/mcDjUjSA/presez6f2w7FWj2fz+PP03xXp4J4bGTm1+tVHjx37D1FeGRvGty24VyXZ2atyhMJLpdLO62pVcLvLqAzz8xa1Uu3WccRjHgjBfxs+goseu9RTe1n0NmsQfYGWxSplJ38HO85sG6k54CUdQ5aFMwN8Eb9AbhPbySF3GCLuBam/WxqZR4hcF5N28ue5Doyz0hOd9GIlL3BY4P5vNP+K4TYFd3uKYQQQgghhPhsdFQjhBBCCCGE+Gx0VCOEEEIIIYT4bHRUI4QQQgghhPhsdFQjhBBCCCGE+Gx0VCOEEEIIIYT4bHRUI4QQQgghhPhsdFQjhBBCCCGE+Gx0VCOEEEIIIYT4bIZHNfnhu/n5uPWjc0fPHl6RH8q7NI+l98/cHX6/36/X6/F4XJthjS2PZD4cDt1n/Y608lg0kpq+ut1uWavz+fx8PjdJWWfTXrDIHDuKgmdsxM8w9na7ledAb9UZ/BzM9u/v76LV19cXzDwyeWLmlNLj8SjSbubAzJx10zOb9rJFrDNnHUtNi/bIWPaGmXWss2kR1IJpEUjNCHL9Omvwvb7ivsGZw/ayNNIngxU63b338ySP3a8/sycj+ezZf4UQe9Dft+73e67JTN0BPX2klHrbR/wzr4afz+fu+56xp9NpJVr1INDKtAik7Kvb7VZLD4fD6/VySlln017QmcdyFHb1M4z98+fPtM7s59W0m7L9+/t7NbzeGpceb5n59XrVjmozB2Zmb0RmZnvZIp6Zs46lpkU7ZSx7Y/X+KutYZ5ZyLZgWgdSMIHhjUw2+0VfcNzhz2F6WRvpkpEIj3Xs/T/LY/fozzxzJZ8/+K4TYic6+VfrX5XJpv7W03WFFbgfdsyM88+l0Kl3p9Xq1neJ4PJYOuHXs9XrNfz8ej9UMrBVbxFL2VR5yv99TStfrddX7WGp6EuxlnXmsGYWd/OzJycfjMaEz+zmS7fnNfKLufr+3OQkZG5k5W5EDkXf0EhTnzCNvRGZme9kic2bOWJCyRftlLHuDs451ZinXAlvEUo4ge4Ozbj9fmX0DMoftNWt/uk9GKjTSvffzJI/duz/z/juXz+b+K4TYj06x5Qq/XC79AVaJ5movpzr8M9fkPrL6zuRUAMamny5zOBz8WoFFLGVVa2nerc/ns1Pq92Rrr2kRj/WY1h0b8TOPzTtQvS9276/o6uyPwlad629jPFU3Y6dnzt7Ie233eMmZsa03IjOzvaav4hnblbJF+2VsTesNtpF1NmPES0z3Oo6gf09ps65mD1+ZfSP1Moft9df+1j4ZrFBTn5FW+3mSx7K9piHTvS6Sz2yvEGJXhhtbueV0dfF0qWjvN83XuHO1t32EZ67JXSOfR1lrbDWy0dj6unAtZa3YIpayr/Jy9bmierhHyp4c2cs689iVae37MDbiZx77fD5Xd0d0byjv6sx+jmR7zdfX1zK+7bvN2MjMXROcM3u8MTcz28sWxTN2JGWL9stY9gZn3aagjNzVfT/S62raCLI3OOtq3usrT98wO2HXXo90rk9GKtR8H7Taz5M8dr/+7M+6rfnM9gohdmXY8mrqn7u194yWVpKLv9yf2rYJnrmmPjPUVQ9MGo0tl6GXnzNDplZskWkv+Co19/WuhrPU48muvabO7KuVAu37e/jZtDdyVMN+jmR7IZ9gHmmVmowNzrz6fP3SnNmTdXMzg71s0VsylnOSX9a8K2PZG9w3/EEBd7XvB3tdAXJy5A3Ouv185ekbZifk6gbpRJ80fcUvzfdNrUYvI57ksfv1Z2fWTeQz2yuE2JVhy8tX+XNrGF1Nzn2hSOveVGjPIpsz58vBo4u2o+7jGft6vfJZGadWbJFpL/iqvHk4HA6HQ+mwTqnfkyt7/Tp3fbVSoGvpaOy0n0178zm5vK9kX3XvYBnpzFGoP7ZJ54x5SNNmbHDmbqr4Zzazbnrmkb1s0bsyFnKSX+6RsR5vZNq+4Q9K+xLef0uv45wEb3hq8O2+cvYNyKvpQxqYOeKr6eg7tRq9jHjSHLtffzZnns5nsFcIsSvDezn+/xPYAWtp20RW9eycObeSuR/28NjuDKAVW2Ta69c8//5ypHYr3S9GTp15xe5npv1s2ssv/TpzFLbqnH6ycVmW0dea1MvY4MxwB/ym6LfeeMvMowodWbRJ57SlFtiitGfGmt6Y1nn6lxVskScKkJP+fgU1+HZfrT68KXOSVd2e2u/OHPHVu35X035mP0/6x769P/PMb8lnUyqEeC+dYstnF/K5k/wzu3J6rP7nHsm6ktMWM8zcfmz0zAruEe3Yrs6H5teZplbm0u3m5PFVOZ2z9K5Tj6RbY+S0yD+2dcWufuax9R3SMDOEr+vnYLaXTZFvquZsn5i5/iVr/Z+LPDNnOOsiM6eBvU5ftTNz1jlzcmTRfhkL3jCzzqOzGSNuZeYH5nKSvcGdMO3gK+gbZuawvSB9S58MVmgbvmClRDzp6d579GeYOQXyedP+K4R4O8ML/TXlx3D1raKF9gtZfbdrfXYEZq7Jq6xOkLR30C69Uy/t2O6V6PouWI9WI4tAavpqpdiqe7IUdDbtBZ3NsRCFXf3MY8u2tFVn9nMw29ux3b2tm+2RmfnJEjyzmXXTM7O9Hl9NZKwnJ8Gi/TIWvGFmnakzSD1ddKLXJUdOgjc46/bzFfQNM3PYXpAG+2SkQoPdeydPcvferz+zJ9uZnfns3H+FEDvRPxv3eDxyLzgcDqOH5uYe0d2BYF+EmevhvJuOJu+OzQ8ALjqfz+dWZ1OruZ2efVWeG3C5XNpzkywFnT32jnQ2x0IU9vYzjH29XuVRa8fm6dScOeznSLa3iy69k4XdbA/O/Hw+jz9Pxe4mz2hmM+umZ2Z7Pb6ayFhPTrJFO2Use8PMOtYZpH/zqGYVQfCGmXU7+Qr6hpk5bC9Ig30yUqHB7r2TJ7l779efeWaObwrvv0KIndDtnkIIIYQQQojPRkc1QgghhBBCiM9GRzVCCCGEEEKIz0ZHNUIIIYQQQojPRkc1QgghhBBCiM9GRzVCCM8zA6sAACAASURBVCGEEEKIz0ZHNUIIIYQQQojPRkc1QgghhBBCiM9GRzVCCCGEEEKIz6ZzVON5qm55xvDz+WxnyI/XzQPbh2qPpLyuqdXtditarZ5PXMgfWJrHlk9btNIHHn19OBy6Wt3v9+v1ejweWxGP/f7+Ljp/fX2tpKY35mJUGHmS141oxTHimc34QhRMP+cYnc/n1cxmbvC6EP1gpcC65lj2RiRGmW5ebbK39bO5LkQBpLzufjFKmHUFqFAeC+vuV0dmnxxZZEaftYKZeWw8vrBuJL4Re7lSIIJBb/h73dbq5ow18xl8lWJ5JYTYic1HNa/XKzegzOFweL1e9fD7/V5/YFXzII10xj9//qxE7Xfx8nV51WUiFq0WXfXc0+kEWp3P564tnrHf398rab3NmN6YjhF7kteNaMUx4pl5LEeB/Xy73WrRaubVwFVuRKK/9HBKeV0ey96IxCgzyqtN9q78zOuyNzb56o1HNbwuZx17ksfyuvvVEWc7W7QauKnKeOZIpbCU143EN2IvVwpHMOKNTb1uU3Vzxpr7/k5+FkLsSqfeTqdT6R2v12v5/f3yer0uy3K9XtNP3ea/y+dzp7hcLm2PYCmvy9LcOx6PR0rp8Xi0rSQ35e65k4hF3LNOp1OZqtXqdDodj8fSlzeNzYbkU1P3+32TNyIxSuhJXjeiFceIZ+axHAX2c5be7/eySrsftw70rGtmznSlmOvCWPZGJEYJ88pT+2kAr2t6A6RmfHeKEWddQk/yWF53vzribGeLIlXGM0cqhaW8biS+EXu5UswIRrIdoh+pbs5YlrKvIn4WQuyKUW+5f9XVngs1f+8cHfNcLpfubCzldT1a1d1ttYvkb8zlhFMtiljk71lZq8PhMDFJO7beJ9oZ2BvBGJmeHK0b0Ypj5Fl3NLZgfndpP1O/zDOfz2ee0LluDWRO2l4p/nXbsZ6sm4tRwrxirfjz5rqeSbpSf+2/N0acdQk9aY6Fdfero5putjstAkYf82TdRKWY0kiMIjpPd29/BKezPfWiH6luT0eCfN7Jz0KIXTHqLX/XzOeN/jfgd5WuXuZiLrcFr04ysZTXZenz+VxdTa5vk83Xi/M3ZnNf3GTRUtG9Xzz9vsLetQganzk2pfT19bX8vjTP3ojEiD3J60a04hjxzDzWfL/Q+jkvWp9VbRfi3OB1PdHfWimedT0zt96IxIjzirViP/O6Tm90pc74dnV2SrvrctaxJ3msx17+DLxfaDMnM8p2T/c2o9DVypl1pkVb4xuJUUTnSPeuGUVwzhuZUfQ5vpHOzy/387MQYleMeqvPZ/xvgKM11NQ/4GMpr8tS6G65BZe7ZtsuE7GovSe43VbLZejl56zSCmh85th86mvT8cN0jExPRo5qPFqNXv6Fo5qun1d3wK9m8OQGr2tGP22vFKe9PLbrjekYmXnFWrGf9zuqcca3q7NT2l0Xss70JGcsr8vxNd/PdDMn081206LpKvNnHVuUNsY3EqOIzsHuXYAITnhj9f4q+ilW3Zyx8HJXPwshdoXqLV+WXd0M4GkN+fpyLu/2DviRlNdlaT47kr8H512hXLWvu17Bf47ZqXNZd2RRPkfVPb/FjQ/GjjYY8IZpEUhNT/K6ca1GLz0zm96GKMBGni8u5X/dAzNAbkxHP01Vin/d0diRN6ZjZOaV06LU8zPnxkjbTdLuuk6d52I0yjqPJz0Z231/1zrKtNnuz420scr8M3P0t8Y3EqOIzsHunfFEcJM3VlLodWl7dXPGwstd/SyE2BXaqnMLW/3Uge9GzWdW/n/23zXPUl6XpdCh2haz6jIRi1bMSXnU6DPZD8uytBsMt+/pGJme5HUjWnGMeObI7wES+rkm/94Ufo/03ujXum2qFOe6o7HgjekYmXnltMhcCKxmb/w3Y5SarPN7sh1rrvt36ijN5gav3r7vn5mjsDW+kRhFdDbHroa0M3giGMn20bog5ZfTv6vZ1c9CiF2hLTOfOFld0K9/1V3/F5Fams+d5J/K1SdmWMrrsrS+FxlmTr02NG1R/c9bUnOFoSvtatWqZI4tG0z39mX2xlti1FWb141rNYqRZ+bRWDAnWX7OlFOMS3XvBOcGr+vPnIlKgXXNseyNSIycirVamX52rsvecMaoG9+dYtTNOudwc2x34E515M/2dvJIlfk/MFEpTilMHomvqXP3A1wpnk6YtnuDox+sbs/ObuZzerefhRC7Yt8uvDoxY/4P+OU3q/8fD1Jel6VlAyi0v9ip79Ctz51MW1TfClwoLbt7JZp/k1MUM8e20rabj8bGYzTyJK8b1ApiZM4MYyEKpp9XYar3e86NYPRXq2yqFLaXx7I3IjFqdeue3Wy1Mv3M67I3QGquy55kKWsFWWd6ksfyujvVkTPbuxZFqsz0VaRSPNK5GMV1nuve7bTdI8+t3uDoB6vb3NlBup+fhRC7Qkc1q3/mWHg+n8efJ/K2p5Eej0eu58Ph0H4hZimvC9LX61UeenUcPEEcusy0RdefhyLnOVf/lu1yuRTp+Xz2f4cwx7YDl+qEkOmNYIzg+BDWDWoFMTJnhrFbv43Vfi7PK7hcLm3aQG7wumb060m2Vorzu1p3LHsjxWKUHN8Dulqxn3nd6aMac13WmaW8LmddO0M9P481c2OPOnJmO3wXn6syc+ZIpXikczGK6zzXvSGCEW+Y0Y9Ud7J2dpaCr3RUI8R/Fl0bFUIIIYQQQnw2OqoRQgghhBBCfDY6qhFCCCGEEEJ8NjqqEUIIIYQQQnw2OqoRQgghhBBCfDY6qhFCCCGEEEJ8NjqqEUIIIYQQQnw2OqoRQgghhBBCfDY6qhFCCCGEEEJ8Nv2jmvJA38Ph0D6v9/v7uzyR9+vrqx2eHxicn6rbfUh8V2o+vZi1iugMY02tbrdbHns+n5/P51Zv3O/36/V6PB5X7/O6plYws6nVtEX8rOXgurfbrUSQY9SuC2MT5oYn+jtptVM+p5Qej0cZ2/oZpKZFkbHTXSXo5+koRLxh2mt6I6WUP7BKyEjGZrhCYexOmWNqBd4wdWY/m1pxjwWtpqXsSTP6kRhxf+aek9BXMLNpkbluGvs58o0ikldCiP3o9NPT6bRqIvUu8v39vZKuivZ+v+dekFl1MZBy/2KtIjrzWNbqdrvV7x8Oh9fr5bT3fD535/Ssy1KembWKWLTSp90Xp9f98+fPanL/91oey7mx9PgLWu2Xz6/Xqw7Bys8sZYsiYyNdhWdmP0eiEPEG22t6I6VUvuIvW45q2F72M4/dL3NYK/ZGpPZZK7PHglYRKXty6eG0iGfm/syVwr7imdkiXpc9GflGEckrIcSu9I9qrtdr/vvxeKzaQT4DkU9O3O/35fceU/rm5XJZ7Uym9HQ6lU76er1WM7NWEZ3NmUGrPPP9fk8pXa/XZbDTj+w9Ho+lP271BkthZtYqYlF3ubesm2d+PB6pFyNel8eauQF+3k+r/fI5+zZ/IO/35cOmlC2KjI10lYifI1GIeIPtZWn6+drUPQMdyViPn0dj98sc1oq9wTqzn1kr7rGsVUTKnuToxyt01J/NPRR8Zc48/a0gWZUy/Y0ikldCiF0xfleTK/ZwOJR36i6TmlaYu9LlcunOxtKa3AvqnstaRXT2z9xqVU+Ve+75fC5Sp728nXTXdUq7M7NWEYvYkMi6eZ+od5H2u9poXR7rz43Wz/tpVfPefM7r5m+Ho6P0kdRj0dzYSFeJ+DkShYg32F4zvvlbfjklPNJha8aynz2e3CNzzC4K3ojUPmtlmsYxmpayJ2tG0Z+LUS1t+3MN7KHdJfwzT3wrcFbK1m8U79pThBBvh75nLD/k8ygtX19fy+9L1bmJlNtkV5eDWVqTd7J2XdZqTmf/2FarbEh9nqnuX057za438oYphS2TYzRn0VLR3k8cWff5fK7unahvv+Z1eWzNKDcyrZ/31mqPfF45duLlyKLIWLYoknXs50gUIt5ge1ma7+fJ3/Jh2rQ9Y9nPnmznl3O+Yq3YG5Had0aw+z5rFZGyJ2va6EdixP05Y/ar7ijPzCOLeF1Ppcx9o3jXniKEeDvG+bNMPiexIp84gW9ymfqHdCxtVx/dpzTSak5n59iuVqt7glet02nvqOHCuk5pd2bWKmJRey8y/0bFvy7vIryucweC3Bj5eW+t9sjnlWM3vfTEd24sW7Q0+LMuflQz8mTEG2wvSPOXpPLbg9G0teb+jGU/R45qIr4CrUxvRGrfGcH2fdYqIjU9WdNGPxIj7s/1ipluv+qO8sw8sgjWdVbK3DeKd+0pQoi3Q1+mX69XPjvSnmkYlWsu8nyNOLeV9hr3SFqvu4wvB4NWczr7Z+5qlU8iHg6H0p232gt9HNb1SLszm1rFLUo/e9Wm6MO6+axb/jaTpaO7FNp1PWM9udH6eW+t0g753A2o8yVbFBnLFkWyjv0cj0LEG1sPadLPie0V/n7F9rKfPWPZ3jlfgVamNyK177SofZ+1ikhNTxa60Y/EKGF/rteFShmNcs7cWgTrbqqUrd8o3rKnCCH2wL7ds+0yuVyXZRndrTEay9LV/PxzFOjIW3V2zmxqlX9/WX/AaS/bwuuytDuzU6sUsKgrjazr34/ND8/lRtfPu2oFY506d8dGflcTmTliUSTrIi9NnUFqeoMjOJIuPbrfxiYylv3ML/fLHNDK9IYZX4jC9O9qWKuI1LN6bdcq+sEKLbT92TkW5jRn3vqt4F2e7EojeSWE2JXOV97613jlMm55p5Rr98bZfFYjn8PIP9Grx7J09bHVP6sFrSI6m2NBq0I5nbP8vk7ttJf7KaxrSrsze7SasKjryfZXv3Pr1vdeb10XxiYrn1fKw73mb9Rq13yuf3td/08kU+qM79zY6a4SjP50FCLeMO115mTC1rE1Y5NVoZ6xb88cUyv2RqT2WStYdNMHNklNT66UX0U/EqNMtz/791AwdtT5wSL/uu3SwW8Ub9lThBB7sG4x3eu2/NuYup7zGaCa1f8FBmkhn1Iy77soWkV0NseCVu3wVRdje9v7mJfeyaTuuizlmVmraYvqW5ALq+c/TK9bNrxCiZG5LoxNVj6zn3fSatd8nn5ejSe+02PBohTLOo7+dBQi3jDtZWmmrvHuGeitGct+9ozdI3NMrdgbkdpnrTzdm2M0ITU9WehGPxIj6M9mz2FfcecHi5x7d9eTwW8Ub9lThBB7sD6qyY9wLlV9Pp9XXaat2OX32ZfH45H7yOFwaLcflmZW/xjR1CqiszkWtErV07gul0v3DBPY6zyq6a7LUnNm0Cpi0fXnYcx5udaT0+u+Xq/yMLVj8yxnXpfHmvlcXNr6eSet9s7n5/N5/HnudetqkJrxnR5rRmE66zhGkShEvMH2mt5IjqOaiYxN6Gdz7E6Zw1qxN4K1D1r9k6MajyfL8G5WTMcI+rNZKewrc8cZWeTcu7ueDH6jeMueIoTYAxWbEEIIIYQQ4rPRUY0QQgghhBDis9FRjRBCCCGEEOKz0VGNEEIIIYQQ4rPRUY0QQgghhBDis9FRjRBCCCGEEOKz0VGNEEIIIYQQ4rPRUY0QQgghhBDis9FRjRBCCCGEEOKz6R/V3G63/GDd8/n8fD5X0u/v7/J84q+vr5W0PKL4cDi0z5++3W5lbCtNP4/1zY/jXT1G+vF4lLGtViA1n/XLFkW0Sind7/fr9Xo8HlsRz8xRgLGjpzg7tWKLWCsey7kBUTAt4rxinXnsft4wteLoQwQ5n9leiJHnmdnTOck6+3NjpZW5brBfcXWnlPLw1lEcX38UtnoyUgtgkanVrrUw0iqzU4wSdm+WTkfflEZ22EjfSGM/c26YmcM6R7o3exIsMsea3wqEEDvR2QNut1vdZQ6Hw+v1KtLv7+9VG6rb3+l0WknrHvTnzx+QppTu93vuFJm6m7xer1q00oqlSw+nRRGtzudzd0XPzBwFHrsyZ7VPsFZsEWvFYzk3OApsEecV68xj9/MGj2UpR5A9yfZyjJYe9dLTOck6b8qNlVa8bqRfmdWdUipfxVYf4PhuisImT0ZqgS1irfarBdZqvxglzHaWRqK/3w4b6Rvs59XArUc1oHOke7Mn2SIey+sKIXal0+jzOYb7/Z5Sul6vq4rN0nxy4n6/r7rM6XS6Xq/578fjseoI+eXj8ehKSy+4XC5tF8ia5MnzPlQWMqWn06n0ytfrtdKZLYpodTqdjsdj6byrsTwzR4HHdpdzasUWsVamNyA3OApsEecV68xj9/OGp8pGUo6gx5MjezlGXEeRnGSdzZ4DWpm1MN2vOArp52ti9zqAGV9Tq5FFHk/O1QJbxFrtVwus1X4x4myP9HazBnfaYYN9A/zMucFST1eZ696mn8EiHsvrCiF2pdNN6hLN3xLO53OR1t8hErakXO2Hw6G8k/tm3YPqvpl7weVy6c6Wx+a+NjoyGUlrcr8eHfO0FkW0Gs3pmZmj4B8LdD/GFrFW/ii0ucFRYIs4rzw6j8bu5w0ey1J2C3uS7a1pY1TT1lEkJ1lnf89ptXLWQtrer8wl8rexcgp8NATi29Uq4slILfgtatm1FkArU73pGHG2R3p7Ddfge3fYt/SNrp85N1jq2X/nuncN+NlsIKMoeNYVQrydYaOvzySNqvrr62vpXTKur8/meTLP53N1Zba+5TSLyg3HqxNysD2bL2uyRbVWbFFEK36fZ+YoeLTKdO+QBq3YItbK441RbtS0UWCLPHk10pnH7ucNT3zNGhy9D55kezOeGLV19Jac7Orsl7Zaedad61erJVZv5jtY8rex9gOe+I60ingyUgtsEWu1+vzqZaQWWKvRip6xkQ4c6e0ZrsE9dtiaub7RdWPy5cZIyjpHunfG7HWQVFyhnhmEEG+nU2yru35HNZlPi3a7W7mgv/ycR8l4elBN/SM87hT+PlKfR/FYFNGK3+eZOQo8tr3rt/vVB7QavfRoxfOPcqPQjQJbxHnFOkf2xYg3eKyzBkfvgyc9307MGKVeHbUKT+QkdBVT2tXKs+5cv1oZXr+TvxSW++nbD3jiO9Iq4snpWjAtYq1Wn1+9nK4FU6vRip6xkQ7M0kj0WRrZYQvTfaPrxmTlhidzRjrHj2rMXtcdxWM96wohdqJfbPnUyOFwKP139QHz68Xr9cpnoerzPfncWO5Keeb2ToN890jecuD++E0va62WwYXmkUURrfh9njlhFMyx9SQjKWgFnzG1Mr3RzY2MmVddizivWGdPTu7kDa4yswa7cxZGnjR9lYEYpUEdxXMyeEgD1c3rpql+VWijUH/TKqw86YkvRwEsAl/N1YLHItBqp1rwa/X2GHG2m7UQj/7bd9hMsG+MbKkN7647krLOwe6dYT+zRd2xznWFEHtgFFv+rdvqrtbc+JZlMf9lIZf36mU+ZzOSvuV3NVnz9iZdsCii1WiUZ+aaNgr+sSDtvu+/J7jVatP9xO3qO+UV68xj/443ulXmkY4sBU9u2nF5/pVKwZzk6HtyY1TdHou6Uqev2veXHqNjAI7+Vp2Tu4421cImi9qpdqoFv1ZvjxFne6S3m5qDlF+aWsX7Bms7YRHrzC+D+9G0RfpdjRD/EPskxPL76mppfN2bfevf6ZZL/OWd+n7i/APNWpqXy+ddRtLc/ev/MeKRrj7W/uPmkUVBrQrdzsgzZ0ZRgLHdKMz9D4ORRaxVd6yZG1vzqraI84p19uTk271hjvVI0yCCnM9grxmjlWmrOorkJOvMUtCK1w32q4L5vWf0gW58WaugJ2Fdv72tRaZWf6EWWq2cIv7ARAc2pTDzRPTftcNO9w1240QNtpkz0nm6e/t7ndOiiW8FQog96PTx1aX5VY9bGko9d6/p13fBlibeleazGjX+/wHv/A/x+SSK+YzOukNFtGrvGF6q04E8M0cBxtY3+xb4PuaVVmCRqdVorJkbrbREwbSI84p1NnNyD2+YY1nKEQRPsr1mjArdOorkJOvMUtCK1w32K45C+5n2V/uF9p8ujNYNejJSC2CRqdV+tcB+3ilGybEvgHQ6+rvusO3Mzr7Bfubc8GQO6DzdvU1PgkXmWOe3ESHEHnSOasr/aL9cLu1Zsbael58zGfkBwKWez+dzuxOUR54dB08Czt3kcDh0H9V8/Hleb6sYSzOrf15pWhTUytxTYWaOAo+9/jz2OC+36TsxW2RqNRpr5gZHgS3ivGKdzZzcwxvmWJZuPaqpPQn2mjGqFejeqzOdk6wzS1krWDfYryLfmCG+plYRTwZrASxirdJutcBa7RSjDO8Lc72do7/rDsuZE6kFzg0zc0Dn6e5tehIs8vRJz7cRIcQe6EdsQgghhBBCiM9GRzVCCCGEEEKIz0ZHNUIIIYQQQojPRkc1QgghhBBCiM9GRzVCCCGEEEKIz0ZHNUIIIYQQQojPRkc1QgghhBBCiM9GRzVCCCGEEEKIz0ZHNUIIIYQQQojPZnhUkx+gm5+eu3qg7+12yw/WPZ/Pz+dzNfB2u5Wn6nafTn2/36/X6/F4bEWPx6OMbWdmrTJ5+PL70eOjZx4Xvr+/y7pfX1+bxrJF7Cv/uq1R7KvywObD4dBGIRIjGBvxlTnWv27rK/BzZi6vWCtzZs6N5PZVVzFYN5jtMDNnHUfBzFj2VRrHyJRCtvPYiCfNnGStOGN57Fx1F+LeWA0P5vN0HbFFZgSnd6u4N3aKIM8MUlNnqG72c9AbbG+w53ANmnuKEGIP+t8A7vd7rudM3S9ut1vdXw6Hw+v1KtI/f/6sGlBdz+fzGXrT6/WqF13NzFplShNZtuxP39/fqw/UWzKPZYvYV5vWXc3PvjqdTquBdRQiMeKxEV/x2E3rruZnP6dAXrFWPDPnxiZftZ+BdSPZzjNz1vG6PJZ9xTFiKfuZx0Y8yWNNrSAKPDZS3W/0xmo4S9neSB2xRSt9VhGM7FYRb+wXwUjmsM5c3SvRpqOaSHyDPYd3DXNPEULsRKcRlH59uVzabw/5tMf9fk8pXa/Xbod6PB4ppcfj0Xa34/FYOu9q5jzb9XpNP50o/+3RKv1sq3DWbeSCPCSfqrnf70tvBxqNZYvYV7zu6XQq/f31eq2k7KvT6VRetlGIxIjHRnzFY02dwVfs53hejbSK1BH7iu31rDuX7TwzZ52Z7ebYka8Sxoil7GceG/Gk6Q3QyowCZ850dUe8wRkbz+e5OmKLOIKR3Srijf0iGMkcU2dzP0oDIt4w7Z3uORxfc08RQuxHpxHkGr5cLv0BVfHnLnM+n4s094K6q3bPUnR7UB6bu8Doe/xIq5RS7iPllKG5XKHum+2HeSx/jH3F69bkbwn1rsm+qslROBwOq7GRGI3GvstXLU6dU89X7OdIXrFWkToaaeuxl9eNZLvpq0Kbdf5sb8eavoIYmVLWB8ZGPOn0Rvd9ZxRYgYnqTgFv1LQZy9Jd62h61wjuVoWt3mD1IhHkmZ1S0yKubmarN5LPXlOrNq84vv7oCyHezrARlJtKV6dF85v1OYy6WTyfz9V1+e4Nqd0Ww18LWKt8JTr3kdH+lBndxZ75+vpafl8Ed47tWsS+4nVr8tg8T3e57sz1FfZ6bCRGPDbiKx7r1Dn1fFXT+jmSV6xVpI7YV2wvr8ve4Ch4Zh5lHa/LY9lXHCOWrgxfvekc27XIWQvgjdGizviywl0p53PEGzVcoVvzOVJHkV1j9fnVS38NbvUGW/SWCE5kjkfnUXX7K2WrNzz2zvUcT056oi+EeDvDDaCm/iHd6n7TVbXvd1QDWuVNtNz52k7e3kE7+nluq7NzbNci9hWvW1OfF/T4qh6VyWfvMvsd1UR8xWP9RzWtrwpdP7cB8ueV/xhvNXNy58bofbCX12VvcBQ8M4+yjtflseArjpEZwZVp9Tv+sZG+wbXfXdQZX1B4JIV8DnqjBiq0K2V7p+souGusPt99acZowhtgUXpTBCcyx6PzqLqdlQIzd7Vy2jvRc5IVX3/0hRBvZ7gB5Ou8uTWsrmLnkxD534asqj2fHck1nKX++wG6jcOjVd3HC6MzhVmr9v4lczOGsSOLEvrKuW6+/F1fHG+XG63+er3yeabaG5EYOcemKV/BWOe6XV9lRn6O5BVrFakjp68gN2Bd8MZKvaV3hyHPnAZZ51x3NHbkK46RvzO0fnaOjfQNc2w3+s4ocOZ0pZDP7/IGVOhIulMdBXeN1YTdl55K2eoNsCi9I4KjmZ1S06JRZ8jArrHVG357t/acZMXXGX0hxB4Mr8n+/yfGXSz/SrK+f5R7Pb/PdyqDVm3zgr7ZXT1vxsuywFeTCYtqWl85182fWQ30/66m1S0SI+fYiZnfonPXVwn9HMkr1ipSR55RI3vNdaez3W/Re9etWfmKY2RGEFb0jI1Y5Bnb9YMzCluj075Zv3yXN0YVCtKd6sifG90Zpncr016ndI8IsrYeKescmX+rN4LxrWnziuO7qU8KId5Lp9jyeYt8vif/zK49QVJObyy/r9vWd6OOxqZBnde/sav/w4xfq+7k9b86Sb1zJ2Uz7t4KzGPZoszIV7BuTR67uigPvurqXPsqEiMYG/GVOdapc9dX7OfpvDK1itQRLGray+tGsh1mNrNu67oTvkqBL2TmN4/2AxFPOmsf+qSZsROucFZZd3ikm7H0L9RR+wFnLQR3qwlvsEWRCHpEprTVmavbv2tMeAM+EOw5HF//niKEeDv925aW39Q/d1td2F3tYaUFFOo7Sts7aJfq9Ak/AYC1aucv09Y3zhb41wKlB5lj2SL2Faxbk3VYnf4EX3WvvNdRiMQIxkZ8ZY5lndlX7cy1n6fzytQqUkccBbaX1wVvmFGAmc2sg3XNsewrjhFLPX4ejQWLIj3H1Irjy2OnqzvijZpuxrJ07zqa2zXiu9WcN/aLYCRzQGeubtPPEW+AvcGew/F1Rl8IsQf90xuPxyP3gsPhsCrI8r/hL5dLe1bs9XqVh14dm2cbmz3o+Xwef56L3E4OWrXzr759liZ1Op3MXdLI7AAAIABJREFUo4ulOqnDY9ki9hWvWy/RvW4+8lV+pHHR+Xw+tx15OkY8NuIrHsvrsq9MP0/nlanVdB05v0OMcgPWZW9wFGBmM+tgXXMs+6r12L86qvF7kseaWkF8I99NPVU25416ONwFNJHP8Tqa2zVSeLea88Z+EXzLUU2rs1ndpp+nvQH2xnsOx9cTfSHEHuh2TyGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZ6OjGiGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZ6OjGiGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZ9M/qrndbuWpyd3nE9/v9+v1ejweW9Hj8Shjn8+nX2o+tzj9PBI4f6B9ZO9IK8/MKaWs2NI8Epu9UR6NfDgcWuntdsvS8/m81d7v7++y7tfX1yadWco6pz09OfJG0CIzYzlzYGaOghn9SOawRdM6cxR4XR47Xfseb7DO0xaZVTbXc0wp28tS1jnYN8DeSG7wzBFvTFsU7MCmn6d3yWmLkhUF0DnS2z1j52ph6eG3N/0VX3XDZO44Qog96HTMP3/+rMq1rsnz+QyV/Hq9cpvIHA6H1+vllJqd8X6/18Pr/shamTOnlEoDWg1nb5xOJ5DebrdatMne7+/v1QfajXOkM0tZ5/08yd6IWMQxSpg5PDNHgT0ZyRzTommdOQq8Lo+N1H6kjiIWmVU23XNYyvaylHUO9g2wN5IbPHPEGxGLVtNu6sAsjeySEYs4Cqwze4O14rGRWlh6OO39a75q7TJ3HCHETnS+O+Y6fDweKaXH47Gq2NPpdDweyw63Gnu9XpdluV6v6acD5r890u6EhbITXC6Xdg9grXjm9NPC4CwUeKOY0ErzhPf7vdje9uuRSnlsPnF1v9/bzgg6s5R13s+T7I2IRRwjzhyPzqMosCcjmcNjIzp7cnK0Lo+N1H6kjuIWjXwV6TmmlGvQ9AbHd65vsL2R3DA9Oe2NuEVpQMTPkV0yYpGnUkY6szdYKx4brIVyjPR6vbpRmMu6iK9YK3PHEULsR6cT5Xqud6/umYZuh8pjcyWPetBIyp0x953L5WLY05vE7Ne5B5XTM61FpjeK9HA4dNfN9p7PZ6dWdd/sfhh0NqWgM6sX8SR7I2IRx8jMHJjZjEKh9WQkc8yx0zpzFHhdz9i52mdv+Otoq0Xsq0jPcUq79rKUdY70DbY3khtOT3btNaXTFnFogn6G981aeItFbRT8naGLs7cDwVrIRxejM6Fbsy7iK9bKn+1CiLfTv2d3dX28e7tqt865UXpeZto7WbNK5UbY0Y2qoNVo5nx9PPegdrjHG/U19Hzup9a5Phvkt7fm6+tr+X1Zn3VmKeu8Uq/75pwn2RsRizhGnDkeX2XaKGRGnoxkDo+N6MxR8HiS83nuJXuD141Y5PHVXM/xSLkGzQrt6sxST4WO7I3khseTc96IWLRUbO3ATmk3+lwLEYs4Cqwze4O1cnpyuhYy2aKtnWEPX3m0MvuGEGIP/kNHNe39tXwna/dno12tYObcsMo9te1wjzfKRfnl51xmZnXn7iZ7C/lUUL0u62xaxDrv50nwRtAijlG7aMkcp6+6UTA9GckcGBvUmXOSdeaxkZfsDV43YhH7qp3W33M8Uq5Bs0IhJ7tSM3PY3nhusCcnvBG0aLoD+6WtSu2b9cugRRwF1jnS252eHOmTHNmefl/j8ti7n69YK15XCLErnTLOZ2VyHebKX90p9L+RvS7QbSvOlzV53fYOh3ydNzdZ/31xMHO9Txfas5umN16vVz5nszqjk0/YHA6H0kOd9ma6LZV1Ni0ydc683ZPgjaBFHCPIHKevzI2t68lI5sDYuM6Qk6bOMDbykr3B6wYtAl9B5rQfa9/3SLkGQTrxVdvMHLY3nhumJ7d6I2jRSvmuNHJIk7bvknGLzB3H1Ln1hn9Pacea3iiY0V96N6dFsi7uq65W/qwTQrwd+1bgUSfqvv+ue+vb+fPZoDmt4DNts+7uIs75QZp/FQr32rZjc0tdloX/JfRKZ9Mip85v92TNyhtBi1aqrl5C5nh0HkWBvWG+nB77Rp3bnPTr3I7dr/Z53aBF4Ku39ByWzs3A8Z3rG8myN5IbTk9ulQYtMted87NpC9TCGy3qVspcNzO18ljN2pqfyZrDBhrJumlfdbXalHVCiPfSKbb6ftP808D2BEka1Gr9O7n6P72Y0vofoaTeGY78+XymcJNW5sw8HLzRnbnVqpyCWqpr66ZWpaWObjIGnUHq1Lk7bdCTma43IhYlK2OdmdOdGaJgejKSOc4a3KpzYRQFz7qjse+tff+6EYvYV9M9h6Vsr+kN1jnSN9jeeG50Zw56Y9qiYAd2+rmbG1wp0xYVRlHY2s2cvd0/dmsttIZ3b2ybyDpzrDO+Xa38O44Q4u10NuNS5AW+F3mpTttMP7Oivq22UDeLfE6rhp9pULQyZ25nqM9CgTe61+VrX60+UPdHU6tW2nbGkc4gNXXez5PgjYhFHKNkZQ7P3NpbomB6MpI5bNG0zmYUeF0eO137kToKWsS+mu45LGV7TW+wzixtdaszh+0N5sZo5qA3pi0KdmCWRnbJSIw4CqBzpLebY6droSavsrpsMp11EV+ZWnl2HCHETvTPppeHbR2bZ0hzv04pPZ/P488TedtTqiC9/jxgOE/Yfut9PB559cPhsGoTrJU5c8JdZOSN/PDgMvP5fF7NXP5D/+VyaV3BWrXmLM05v4ljAFPn/TzJ3pi2KFkZmzBzeGaIgunJSOaYFs3pnKwo8LpmBOdqP1hHEYvYVynQc0DK9preYJ1NixJWGdgbzI3RzEFvRCyKdGCWBnfJaYs4CqxzpLfz2OlaWE3S7gjTWRf0FWvF6wohdkW3ewohhBBCCCE+Gx3VCCGEEEIIIT4bHdUIIYQQQgghPhsd1QghhBBCCCE+Gx3VCCGEEEIIIT4bHdUIIYQQQgghPhsd1QghhBBCCCE+Gx3VCCGEEEIIIT4bHdUIIYQQQgghPpv+Uc3j8ShPPn4+n5ukt9stPyr4fD6vpJ7n9d7v9+v1ejweW61g5kx+UHGetvtA36z2atHuM49ryoOTD4dD+5R3lt5ut+KrrtTpq5VWu+r8/f1ddP76+koNECPIjaBF7MlMN74ei0ZjTa3SbNYlq46SVQsjbyw9/Fqx1IwCewMsYul0XvHYFKhBHhu0F6Se+HIUQMrx5Tqa7nWFifr1eCMShZ2qO5LPkXXZ3v2qDHYcjqAZX9Ne8BXn87RF5rpCiP3o1Nvr9crlmjkcDq/Xyym93W5191lJuUOdz+dR5zJnTind7/dasbZrl81p2fLN9XQ6rT5Q720s/fPnD0g3+WrTMUBE5+/v75W0bvccI86NiEXsycwovmwRj2WtUiDr2FfsZ/bG0sOpFUvNKIA32KL98uqN/Wo1M4+N2MvSpUf9Ac5JkHJ8uY4ivS4zV7/sjYifTU+CzpE9dGVL96hmj66yX5XxjrP0cEp5XfYV51XEIl5XCLErnXq7Xq/Lslyv1/RTmflvjzSfnLjf7+WTq+/TpRu+Xq/l9z5xOp2Ox2PZHVda8cylB10ul7avpZ8WBufjRw46nU7FwMfjsfowS/PLx+PRlbJFrNV+Omet8smn+/2+KUacGxGL2JMJ48sW8VjWKpJ17Cv2M3uDq4y18nhjtC57gy3aL68i/YpnNnvdtL2mFOLLUWApx5fryDN25KsUqN/InsLS/ao7ks+Rdf9VlZn7EUcQpLwu+4rzKmIRryuE2JXhrSm5j7d9hKV1DWfp+XzuLpz7yKoHtZM4Z8496HK5jOzM+1M5PWMu1yX3r8Ph4JRmX9U7vd9XrNV+Ote7CCzUfd+fG1stYk8mjK9p0XRuRLKOfcUKmN4odKsMtPLoPFrX9AZY5LF3Lq8i/cqvKvS6SNqbZd7Gl6PAUo4v11Gk16VY/YI3PKNG0v2qO5LPkXV5if2qrIb3I4hgV2quO51XQYu4xwoh9sP+wrrpZS7m+pzcqKSzNH+SFfDMnKXl1u3VicB85T3vT+3kS0X3/tr0+4pzq/NI+nw+V1ex69tz2SLWaj+da76+vpbBLRDdGHlSZc4i9iTHly2K5EY860Yv+X32Rk1bZawVSz35PPKGaSlI43k1ehmpQWevm7DXKU29+HIUWOrPq7aOIr0uUr/sjcKEn/er7kg+79dVIlp51vXsOBDBrpTXjeRVxCL/ukKIt/Pmo5rV/dNQ0vW5EFbAM3MrKj/gyw2r3BfbTt7eI9seJJRLycvP+UiPlHd6toi12k/nQj4xNvpm07qxffONFoEnzfiCRcHcaMPnzzr2Fb/v//a5qjLWytSZ1wVvmBaxlH3lidHoZaQGnb1uwl6nNPW6KEeBpc686naG6V4XqV/TGyvDu6NGUvBVsLr5JWTdrl1lWivnuuaOkzCCXSmsG8yraYv86woh9uDNRzXp53/d5H8MMirpfEl3dBl6NApmzi/ztencVsr14nqvLYzO9uWZu9eaX69XPlfUHduV5nM2eS/MM6/uu/D4irV6u84Z8wtEV1vPTjBnEXjSGd+uRcHciGSd01fd9828yrRVxlqZOvO64A3TIpY6fZXGMYKxkRr0jJ2w1yntdlGOAks9eTXqDNO9LlK/pjdWhndFIyn4Kljd0/m8a1eZ1so/1tyPIIKQ7d2XwbyatmjTniKEeDudQo3cE1yTf2PXvS85t5LRLcvQT0cz5zNJ3RnaFsNdhlffJPXvE+Crt2tlSnN0lmUZfYEYzenPja1awUtPfEcWBXMjknWRO+CdedVWGWtl6szrgjdMi1gayau39CtTcxg7Ya9T2u2iHAWWmnkFncGZk6nxlZl1vO7qM3N7Sle6X3VP53NwXbb371TZaPVkRbArhXWDebVfjIQQu9JpLvWvJOv/BOKRZsoJjGVwrTlLR08OGXU9mDm/mc8U5p/oOU/a1f/MJDXn5LrSMjNL0++7yUdadS2a0OpdOpdGP7q5OdONEeRGxKLk8+RIMadF7VhTq+msS7466g5Mbm9wlY0mBymv6/TG1kVTIK94bGGiBnls0F6ntBtfjgJLOb5cR9O9zjTZWb/Te8pIul91R/I5sq7H3rdXmbnjrCYZRRCy3bS3azLn1Vss6q4rhNiV/kXV1R3S/v+1v7r8OtqH8omQ1QmS9s7dZXxhdzVzPptS0/5YuZ6/TFvfGlsorbN7NbncXc3SVP0utisFi1irXXVupYff/yGt/UD9nzdHuRGxyPQkxNe0aDo3UiDr2Femnz3eSIMqY61YyuuyN9iinfLK9PN0DfLYoL0s5fhyFFjK8W1Vao+XRmM9+0KkfkfeCGYd+Ip1nt5DzayLrPtPqszccTiCLGV72VetVnVexS3iHiuE2In+WYTn83n8eapue1INpOV/4V8ul9HZuNT8U8XyZtssysfMmR+PR57hcDh0//8SfFcrfep0Oq3+idnlcinS8/nsl6aUXq9XeRTXsXneNlsEWu2qcxuCBX8zunIm5Ma0RaYnW91491oGd5tsyo3MdNaxr8zvH6Y30qDKTK1Aaq4L3gh+j5/OKx4bqUEe+xeOakbx5ZwEKce3VWmp6ijS61qrt9bvyBtBP+9U3Sw183l63X9SZeaOU6sH3/5HUvZzCuRV0CId1QjxT9C1USGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZ6OjGiGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZ6OjGiGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZzM8qskP0M1Pxl09VvnxeJRn7j6fz1/TjZ9bnPn+/i5jv76+3jU2c7/fr9fr8XhsReXRyIfDofssdhh7u93Kuu1Y1oqlPDP4uZA/sHoosulJXvd2u2Vfnc/ndl3TIhhrSkGrhDkJ8TWfIc1acRT8666iYGrFfp5e17QooZ9Baq6bsMpYK8gNT3yn63c/P09XN2tlSnnmSP3yzNN+9qwLeTXdgc34RixKs90sBSrFI2U//6van941IntZZpTP4A2PVAixE/2jmvv9nntBpu5Er9erFh0Oh9fr9f/TYXf7/v5efaBuJZGx5/O5Fq3MOZ1Oq7F1l+Gxf/78gbGsFUt5ZvZzpjTNZctRDa97u91q0WpdtojHspS1SpiTHN+lh1MrjsKmdTcd1bCfI+uaeQV+Zimvy1XGWnFusCcj9bufnyPVzVqxlGeO1C/PHPEzr8t5FenAK9Gm/ciMwnQ3i1RKpPOzzuyrSO1Hdo3IXpYZ5TN7w5QKIfajc1RTuszlcmn3rev1uizL9XpNPzWf//7fdL36L+TTHvmEyv1+73bGubGn0+l4PJYetxp7Op2Kko/HY/UZHpvffDwe3bGslcfe0czs5/TTlOFazciTHovu93vRod4nPPby2JGUteKcNONbdtnX67VJZ44Cr8tR8GgF2T69LlvEfmapaS9UmaerjHKDPRmp3/38HKluM9tByjNH6tcz85yfeV3Oq0gH5vhGLIp0s0ileGph5Od/VfuRXSOylyXM50ifFELsSqcT5fq/XC7dAbnIc62OvkOMFqu/f7Qfjox1TpJ+et/hcHCOzfbWfXO1e4FWLOWZ2c8ppdw3ywknvxN43XpsXvd8Pjst4rEsZa04J2sgvuln9xodh4+0gijAumYqglbObJ9Yly1iP7PUaS9U2Ugrzo2a1pOR+q15r58j1c1amVJn39havzzzu/zcXRfmjHRg9nzEokg3i1RKpPP/q9pnrfbbyxLmc6RPCiF2pdOJcjGXG1JXJ+RWFd59mYF7VVNKX19fy+9L1ZGxI31q6iv7+fyNZ+zz+VxdHx/dUA5adaU8M/s5X9PPfbNVmz3J62ZRfX5r5M/WIh7LUo9Wo5zMmPEt69ZS1opf8rr+fG61qhnl1dy6bBH72dMZTHu7PmSt/DXYejJev3v4mV9ydbNWLOWZI/Xr0Tmz1c/OjsSLdtf1dOBRfOMWzXUzzhy2KNL5/1Xtx3eNub3MUylzfVIIsSvD7aGm/hEe96D2nuDRz/rbHhQZO9KnplxKXn7O7njGOr8VsVZd6fRRTW7B5S7hVm32JK+7uhd55M+uRTyWpf5vGJn2h6FmfNPv84Ierfglr+vM565WBciruXU9Bo78zFKnvV0fslb+I5PWk/H63c/P3ZdmdbNWIDVnnq5fp85zfnZ2JFh0tC7nRnw/GlnUmuPvZiszVy8jRzWeTjjSeb/aj+wa03uZmc/sDZYKIXZluD3kuzhyecN1+VGnSD89pb1XhA8AgmNBn5TS6/XK52z813nyOZvclbJW7f0PE4c05szg57qPF0bXiFpPmhblk0yHw6HsCn57eSxIPd4Y5WSB45tvQmhv1wGtnNnO66ZxPoNWyZHtE+t6DOTaN6PA9nZ9yFp5ajANPBmv37Sbn7sv/dVtZvtK6pl5rn6dOk/72exICTv/XAdeKdDN5zmLnHUEY0cv2aJI53fqDL5qtfVYxFrttJeZ+cze8PtKCPF2hvc2/P8nfvcC/y8N2rHpp4ksywKHNJGxsLeZn5nruawVSHlm8HPbcJfx9y1zIfBY/u3m6v5gZwS7Y0HKWnFOrhhJs+Zwu3OrVTDbI1pFKgWkbBH7+S1R6L6/6dd6mzxpjv0nft6vukG6aeZN9euZ+S1+Bq04K7rrOvNqJJ22KFJHkUrx29v6+V/VPmsVsSiNI2jm8xv7pBDivXSKLZ8fyuc/8k/lDoNfOtb/vST9/uctqXeWojSR7o3g02N/2dN0kO7M3VPj3e5T35vbeoO1YinPDH5mtU1P8rqZcppw+X3/gycKo7Es9Xijm5P++OZJurdGjLTamu2sVXe37mq1tVL863JeeWrfHwX/+VrWypOxaeDJ6fr9C35+V3VP1EI7c2GufnnmaT/71+2aM92B376XvaubRSol0vn/Ve2zVnvvZSO1p/ukEGJv+rva8hvn/8uvbwUuwBNp6mqPjE29+3qXn5Mr3avJfE/wUp2YKQ2xO5a1YinP7HmiRa15Udj0JK+7cteq47NFPJalpjdW0pKTZnwL2TOr03KsFUSB1zWjwFq1Y4ufg+uaz1FZjV3V/khqrstVxlpxbrAnp+t3bz/PVTdr5ayF7szt8E31yzO3Wjn9bK7LeQXrJsyNyH5kWhTpZpFKiXT+f1X7kV0jspe1mtf5PN0nhRB7078w+ng8cj0fDofuQ3OPP0/kXZ02u/48FDl3AbOPLNUpkMhY6Jv5Eb9l5vP5vGlffL1e5VFcx43PNWcpz8x+bjWvey57ktctTxW4XC7tomwRj2Wp6Y1RTprxrd3V3m/DWqVxFMx1OQqsFfg5vi7nFdc+SHldrjLWyswN8OR0/e7t57nqZq2ctTDqG5H65ZkjfuZ1tx7VLO4OPL0feaIQ6WbTlRLp/KCz6atI7Ud2jche1mq+6i3TfVIIsSu63VMIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnQUU1+3G/7wN2U0v1+v16vx+OxFT0ej/Kc4Ofz+Wux8dOFC/nhyvkDowcYHw6H9vniLAWdTa1ut1uxaPRc8wlfeZ5tDH42paDV9/d3sejr62uTvSA1PckxgswxLUoBb4BWHCMzguznSBQSVgpLzXWzN87ncxsF1orjy+tO16+pFVhkRpBzMhIj9jOvu18d8dhdtYL4TueV2ZH8udHdreZ6jpl1aZw5PNYz80irFKjQTVpNeJJ73U47e2Tf99SgEGIPhkc1pYmsKvZ8PkPHfL1eufFlDofD6/X6/8WsLnO/3+vhdZ86nU6r4XV3YynrzFr9+fMHZo74aunhHMtS1ur7+3u1aL2Bsb0sZU9yjDhzIn7msazV0sMpZT9HopCwUljK695ut1q0igJrxZ7kdSP1y1qxRUuPIuWcjMSIteJ196sjHrufVhzfSF6tRKuOtCk3VmMjPWfpUX8AMofHmjODVpEK3aTVVk+CN/bb2SP7vqcGhRA70W/HucF1z0OcTqfj8VhqfjXwer0uy3K9XtNPzee//7fYoG1lSi+4XC5tFzidTmWqx+OxmsqUgs6sVZY+Ho/uzCngq9PpVPrs6/VamqM4HgtS1iq/mU8+3e/3pbdrjuz1SPt+tGLEmcMWRbxhZg7HCKTs50gUuFJY6tHqfr+nn4i0311GWrEned14/Y60Yos4gp5uNhcj1orX3a+OeOx+Wpm9bjqvuCN5sn00NthzIOvMfXC6I7FWwQqFdSOeNL2x087O0hSoIyHErvRrPveRcvKmP7InykWeu8/W7pZ7weVyMZXOXeZwOGyVTvS+bFHd3Vb7xLSvavIu0u19ntbcvg9a1TtQOwPby1LTzEIbI84ctijiDdaqBmLUlbKfI1HgSmEpr1u/zFE4n89OrWpaT/K6PJZH+XOytaimjSDnZCRGHj9DLRTeW0cee3fSqnWLc2Z/PvNybRSc3SzYc9qs8++DWzsSa/WWCu2uG/Gk0xvdsbxuZKdLgToSQuxKp+bzVd3cR6AvePpI92WmvXM3t4lyo3N7wTf9vg6ez7H5pazzSKvn87m6mlzfJhvxVU3u3X6dWerUKqX09fW1/L40z/aylD2ZGcWIMyfiZ89YM3MSxsiUtn5mKfuZK8VTR6N185D67HXtLtYq4/HkyBtz9evx1ciimjaCnJPxGI204pfsq0gdbVLjjVqZ78PMNW1eLRWjHYejMBrLOvs7cJt1/vrd2pEi+0Jmrk9GPOn0RncsrxvZ6SJ1JITYlXWx5XZW7gSFgoQ+MnrZ3psL90AvP1fDa8oF3+XnPIpfOtKZtYLuFvRVq3n37lse20r9WuWTapu6OUvZk7WlbYxWetYvI352jjUzJ2GMWNr1M0v9R4+ZulJYyuuufmmwcpfnqMb0JHhjrn5ZK7aoXb39ZcXoZSRGrBW/ZF/BWLMWNqnxLq1AAc/MhW5ecUfiKHi6WVdnf79K46yr4Z+qOztScF+o54QodLWa9mRye6M7dnpnZ2mwjoQQu9I/NbKie44ZehB/JpN3lPZekXzlOjeO7nXb1+uVzwZ1tWKp2V9arfJZmdxJs7TcpRD0Va3zMr6gz2NbqVOr0dYF9prSmtaTtb1tjCBzIn72jzXzCmIE0olDmmT5mSvFU0egVT4tejgcync+p1a1N0aeZG/w2DSoBVMrsKhet40g5KS5rhkF0Ipf1jq/t442qfEurWpG78PMGTOv0qAjeXJjNHak86aeM8o6zz7YjgVpcF+oZ57uk2mjJ5PbG5w53XWnd7pgHQkhdsU+NTLqX91a3XRH6WqGfGaF5w9KPf2FW1L9MuirQt5IPLfge6QerfKKy7K0W5ff/AndQAqZE/GzfyzrzDEaScHPLGU/c6WYdcRaFfLvXGujgtF3rgszd9/3a9VatNJtJdr0K8GtUQCtIl00Ukfv+l3NJq1glGfm9I68SpgbPLZ93/TzSvPVos7M2dqRPFrFPcla8dju+05vTGTO9EvTk/pdjRD/kM1bCIvq3/bV/wkk/f4nKql33iV/Pp8dyT/CK6d8umOdUtbZ1Kq+93qllcchpqgYvuluY6e0+4GydXVvjGZ7QcqeNGMEmeM3eas3/JnDMepK2c+RKEClmFJeN1NOxy6/7zPZGn3nupH6NX3FFhW6EeScjMSItdraRd9VRzz2L2jl7M+RvGq/X3aj4Bzb1dn/Acg6zpzRWKe0q9VbKrRdN+hJpzecmePf2SP7vr8GhRBvZ9iO63tS6/MQ7b2q9QfgP7XXt+QW6vaXz2rUlJ8Gdq/5lvtrWco6m1qVDa87c8RXhazD6vQYj/XMPNKqHdh+/xjZC1L2pBkjz//4j/i5O9bUimPE0nbm2s8s5ShApZhSXnflkNX3G9DK9CSsG6lf01cAFPK+AAAgAElEQVRsEUeQczISI9YK1t21jqafVxPUCuIbySuzt0MUzLGRDrxapc261bTdn8hPdCTWCjwZ6ZNBT7I39tvZI/u+nlcjxD/kzUc1KaXn83n8earu6rTo9efhxHlI+w3j8Xjk+Q+HQ9288qOFy9jz+VyPZampM2v1er3Kw7aOg2cMB49qTqcT/7eZdux7j2qW6lQT28tS8KQZo4SZE/dzd6xHqzIc7lvrStnPkSikcaWYUl63PPnhcrm0IQCtTE/CusH6ZV+xRfUS3fhCTkZiZGo1WnfXOjLH7qQVxDeSV8nq7RwFHvuWo5pR1nF181hTOrEvBPtk0JPgjf129si+nxw1KITYCf2ITQghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2fSPam63W34o7/l8fj6f7Qfu9/v1ej0ej+vp8FnLeebyzN32eb3lYcCHw6GV8tjH41GkK509Wu1kL4zN5Mc25+H1g5N7D3r+FSzwlakV+KqQP7BaNGjvtJ/ZXnMsSE0/c9ZF7DWznX2VBjEyZ+ax39/fxd6vr69WK/YGzMxjzXXBGzx2WmrmBs/MUZiuQc/YUVfJcKXAuu/y5NZ9gdf1d/6t1c1+jmTOfrWQAvF91w7bTh7JdvZGCuyhMDYzt3d7dBZC7ETnqOZ2u9Vd4HA4vF6vIj2fz9AjVh1ktXv9+fNn9YG6F5xOJ5Dy2NfrlRt9V2fWaj97eWxK6X6/12rX3XPp4fQVa8W+ypRmvWw5qmF7I35me3nspgiuPsNZF7GXLeKxmVGMeGYe+/39vRpbb8nsDZ6Zx/K67A0eG5EuPZxjOQqRGjTHQlcxOxKs+0ZPbtoXeOZNnX9lVGRPiWTOfrUQie8bd9jV5JFsZ2+kwB7KYyN7t6mzEGI/OuWazzHc7/eU0vV6XZpjj+PxWDrgerpBC6ilj8cjpfR4PFYfPp1O1+s1/91KeWzWMw/P/bFMZWq1n708tvT6y+XSdvnT6VT2/tfrteqbHl+NtGJfpZ+mDNdq5uyN+JntNceyFPxsZmzEXrCIxyaMEc/MY/Ob+TTt/X7f5A2emcfyuuwNz9g5KeeGORaiEKlBHmt2FchYXjfiSe4bkdxgb0Sqm2eOZM5+tRCJb8QbbG8k29kbkT00Uik8lnUWQuxKp/HVZZx7wfl85o/xm4Vc7XXfHFV7lh4OB+fYLM39ZbSLjLTaz17+WO71l8vFHJ4742onKLS+8kRh5KuUUu7X5YSTaUiL6autfq5p7XWONWdu/ezM2Ii9XYvMsRAjnpnH1t8DWrtMb8DMPJbXZW/w2Ii0ps0N/9hRN5urQR7r7Cojbadzwx/BlkhumJ4sbK1unjmSOfvVgqnPdIXG/TyX7eyNyB4aqRQe688NIcTbGTa++mxQtya77y8V7R2lz+dzdSW6vcW2vnMj6+AZy5soa7WfvTw2r1tukm5v5ilkrWpvZEa+Yq3YV/nKe+7Xrdpxe+f8zPZ6xprS1POzJ2NHM3vsHVnEYzlGPLNnbObr62v5fbMQe4Nndnqyu64zc7pj3yUd1SCP5QodvfTU4Oils6t0fRjJDZYuFXP7As/MdmW2Vrd/5q2Z8xdqYSK+7/JGa28k2z3emNtDI5XiX5dzQwjxdjodZHXn7qa+2d5NXm9gnm5eLkMvP+eNPGO5b7JW+9nLY9tF+efXoyvdra9YK/BVbsHlvudW7Yi9ET+zvZ6xpjT1/Bw5qvHYO7IIxpoxgpmdY9PPqc2VveANc2anJ7vrOjOnO/Yt0jSuQR47iu/KhE3xhbHJ3VXaaYO5wdL4vjCamb1Rs7W6nTNPZM5fqIWJ+L7rqKa1F8YGs651hX8PdY7tquQca+aGEOLt9DtIPgmR/3WPv2+2kyy9X+Dl+s/S7tXz1+uVz6zUZzh4rL/ntlrtZy+PzW/ma+K5uXfH5kv23Ruu0sBXrBX4qt7VCv6Z2d70Dj+zvTzWnLn1szNjI/aOLBqN9ceondk5drQZgzfMmT2ehC8Bpid3PaSBGvSMbeMbqUEYm9xdpfVhMDec3kiz+8JoZvZGYaK6PTPPZc7etdDVNlihET9Hsp294cx20GqiUpxjdUgjxD/BuN0z/7ave//oqK/BZ5ydcWKs/65fXve99vL7+fylOTY3R779d5MnwVftBtPdY8x1TV/9TT87pV0/OzM2Yq85w2psJEaesdkPy7K0mzF4w5zZ9CSsC97wjI1I68+04XPqnN5ag+bvPdjPo/eDuRHxRiQ3nJ1/orrNmaczZ9daGM1pxjfoDbA3uOOANyJ76HSleMb6a0EI8V7sk+KL+26f+t/+pN45jPqe4PzTwHL6pDu2PrkCY9PvX+/V/3HFo9V+9sLYomc+N9ZatPrY6p/Ggq9MrcBXrHbQ3sy7/Nz1FaxrSls/JyvrPDN37XVaZPqqXdrvq67aZTPu/oDE6Y3uzDyW182MvMFjI9JCNzdgrBmF6Ro0xzq7CtdC9wPTnozsC+a6Tk9OVDfPHMmc/WqhMBHfiDfY3ki2e6I/sYf6x3Y9yWOduSGE2INO41tdFF5VZnuH9PJzcqW+ibxQt5LSiAvlbtTulej6XlUYm/A/4pta7WcvjE0/Z61quj86zKvUp3zYV6ZWnqcH1JoXhYP2TvvZzA1el6Xg52Rl3bS9pkXsK4iROTOMTb1Tp+03m7mZeSyvy97gsRFpoZsbMNaMwnQNmmO5q3hqYS43QBrZF8x1PZ4cRXB6TzG1iqzLM0930e5n/BUa8XMk29kb03uoOTayd7POQohd6RzVlP/Rfrlc2vNAXO3Xn8dp5zdXPff1epWHbR1/P704P6a3jD2fz/6xZYbjz9N8V2qzVvvZa+4xj8cjf+ZwOIz+j8rq30R6fMVasa9azVc737S903427X3LUU3r52Rl3bS9pkXsK4iROTOMTYMbQpze4Jl5LK/L3uCxEWltVJsbMNYThekaNMdCV3nvUY3fk9P7gjmzx5Npqrp5ZlOr6XV55shu1X7GX6HsDbbXM3Yu69LsHmqOjezdztwQQuyBik0IIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dnoqEYIIYQQQgjx2eioRgghhBBCCPHZ6KhGCCGEEEII8dn0j2put1t+FPT5fH4+nytpeVD04XBon0D8eDzKU4Tbsd/f30X69fX1SxV8IrK5LusM65rS2+1WpO26rBXPnFK63+/X6/V4PLYi9iRrlckfaB9szL4CrfipyZukbXxZK1M67Q2OEUcBpBF7zbFpNnOCVcbrRrI9pfR8PsvTzbuPCe9GkLMuaJGZV5GxI4uSo/a5fmHmSG9neyP9mX01XYOFkTciUn+VtcMjOw5oFayFyO7M8Z3+VpCBzhCslOmO5O/ekFpCiLfTKbbb7VZX4+FweL1eRXo6nVblWlf76/XKpd4d+/39vRpbtzDum7wu68zrsvTPnz+wLmvFM5/P51q0igJ7krXKlHa8mpx9xVotPeakq/iyViyNeINjxFFgacReHhvJHJ6Z85nXjWR7Sul+v9dqt98zRhFcerzFIs6ryFi2iCPImcMzR3o72xvpz+yrSA2yNyLSTVW2Gh7ZcVgrXjeyW61Em7pZ5FtBws4QqZRIR9rUvUfzCyH2oFNs+czH/X5PKV2v16X5Hn+9XvPfj8djVbH58/kDufOWD5eZ8ymi+/2+6hRc/Lwu68zrerR6PB7ddT1ajWY+nU7H47HsYSt72ZOsVfrZKrrn88z4glan06nsZ6/Xq7UIpBxfTwRH0rg3RjHiKHhiNGevWQvBzIGZIZ953Ui2l28nl8ul/VaaMIJmTk5bZNb+9Fi2yNNFR5nDM0d6u9kZpvsz+ypSg+yNiJTX5ZyM7DisVaQWIrszxzfyrYA7Q6RSIh3JnBmiIITYlU6fqos81+T5fO4Ozp3xcDiUd3K15y7A33pT0yi5b/K6rDOvy9JsUb3HjDpUqxXPzO+zJ02tckcup8FGy0F8zXDkHWj1HQKkPCFrxdKINzzR5yiMpO+yF5jInEiV8SSRbM/fDC6Xy0gZiGAN5+RWi5y1PzcWLPJHsFu/8dpP233FYyP1G6lB9kZEaq5baHMyuOPsVAuR3dkT37lvBdwZgpUCpvG6/jriKAgh3k6nT+WmWZ+HaGu+vpadP/m/6dyt8Ovra/l9IXupGN1fO1rXo/NoXZY+n8/VNe729tyRVs51u9qyJ1mrfG09d+R2cqeveBsrY0f2tlKOL2vF0og3akY5GXk5Zy+PHa0Y1ypj5rOZG1uzPXuj3Kq+uvjgj+AoJ+cs8tT+3Fi2iCPImROv/Uj05/oz+4q9wS/ZGxEpr1vDfXLrjvMXaqGr1VIx181GL3ld7gw8c2Sn43X93zc4+kKIt9MpxdU9o92KLZe/l5+zSv+bzte/8gmMVb9u7/ptv3KN1vXoPFqXpZ5vNiOtnOt2tWVPglZ5Yyh3+raTO301en9ldfd+oa6U48tasTTijUI3RhwFfhmx11MLI3MiWmXMfAY3pkC215SfMvsjmMY5OWfRTkc1pkUcQcict9R+JPpz/Xmnoxr2RkRqqtH6pNsnt+44f6cWJnZnjq/TV9CBa+p/csAzR3Y6Xtc5c7J2SSHE2+mXYj5Fkf9NyqhiX69XPg+x9bI1f+kpCiyDa/rddT06TxzSpJ9zY7mj5Zm715pHWnnsha46egla1TtiYauvRlrV9i6DG1RMaRrEl7UCadAbaRwjjoIn26ft5bGwYlCrDOQzzxnJ9nyfRv7qVrRyRjA5cnKrRc7a3zrWtMiM4Chz3lX709GHsXP1a3oDXrI3IlJTjdobyyAnJ3acv1AL07szxNfjK+7A3c7gmXl6p+N1nTOb+6AQ4u3Qyfj08ws8uN99Vc/m3ca5eS3LAk2zO7Nf2tWZ1wWpc/caST32dufc9OuI+mW77Y12voTxZUuzXaPEYKk5P2ddKw16A2IUvKf/LfbC2InM8Wu1dd0UyPZ8Jrj7GX8+R7Ku+z7kVWSsaZE/gqvM8fuqHeu0C953fmZT/aZADbI3IlJTq8IoJ+d2HH9852rhLbtzG9/ItwLoDJ6ZQSu2hdd1zuyJghDivdin3JbqOnX9T1RSdUG8vFP/xq7+/ySZ0ry6N/u2M5cOZa4LOvO6prS+gzb/QLOsa2rFMxe6HZM9CVp5Jk9jX5kDa/VGv/dopRxfp1YjacQbHCOOAkgj9jrHds2JaOWsstG68WzP56fn8jm5s85vkTOvImO7wznrMmb9jhQbjY34Ktif2VfTNej0xpzUuW63T07vOH6dJ2phencujOI7/a0gWZ3hLZUy3ZHMmXmXFELsQacnri5ztz/6XFHfb7r1v/iXTlHf7Fso7cBcF3TmdU1paVvtuqZWPHN7p/JSnXhjT4JW3fnb318WVr5irQo5XvzMu1rK8TW1YmnEG61WdYymn5URsdccO505wSrjdVvRpmxfidpndIwiuPJbnXVBizivImPZIs46rgWeOdLbwd5gf2ZfTdeg6Y2I1LNuGvTJ1lfOHcepc3fdyG4V7N7T3wqS1RkilRLpSJ4a7EZBCLE3naOa8h/cL5fL6gxEftRuKenz+dzW8/P5PP4863c1vG0iS3WO5Prz2OPcXOqZzXVBZ3Ndlr5er/LIs+PvJz2bWvHM5vEDeBK06s5fT8u+ch7VrP4dp0cK8TW1YmnEGxyjhFFgacReHhvJnEiVbT2qWbZk++PxyJ85HA7tIU1yfJNrsy5oEedVZKxpEUSQM4dnjvR2sDfYn01fTdcgeyMoNddNg07YunHx7ThOnbvrBnerSDdjX/G6yeoM05US6UieGkzWLimE2APj9mghhBBCCCGE+I+joxohhBBCCCHEZ6OjGiGEEEIIIcRno6MaIYQQQgghxGejoxohhBBCCCHEZ6OjGiGEEEIIIcRno6MaIf6vvXvHbtzoFjB6JljzwCA8hB5BTQC5c8dOO3WIsLKaAW6AX1h6lCA2wFoXxbV3pOPPoppkw+bhAwIAYGy2GgAAYGy2GgAAYGztrWb/RcIppa+/23hZlv23+ZZSPtV//vln+95fv36dqPslN3+n8u/fv+d5nqbp89X4/jcEP3KNDn7u9Us+uL5Xvvf4Xji+5PX7W3Jd1//++2+/5H///ffrn+rgPvrx78aDt/PX3zB9/HOP6/E16ncv/HhLHlzyZvv2TzfFj9f3+E91XNezR9kj9+DpW/L036uLl6yqqvrcCvTT2Gr++uuvTw9N/v77773WWreHJpuUUq11r//888/7b/yj+vfffx/83F+/fn33aGn96fHW8TU6/rlXLvn4+l753uN74fiSj2/J//7779P3vn84fnxbHf+p/uh2/vRnO/7e43p8jfrdC8c/9/iSNznnrzfFxXvhuF45yqLlKbfklb9XVy5ZVVX1uRXoqr3VzPO8fb0sy3Zk7nWe54jY/oXtUdf+L69vTy3//v17/zffP8I4rtsPWpal+XP/+uuvaZr2RzCfr0brHz54jY5/7pVLPr6+V773+F44vuTjW3L7udsT3r9//46I98/ZH99Wx3+qH+/f/VFyrfWPfu5xPb5G/e6F4597fMnr21LUfK3myr3w49+cK0fZwT145Za88vfqyiWrqqo+twJd/fC5mu1RQkpp/yfbo5PtuYfvHn1uX2/1169fD9btkt8/Ovn6Hpj1m4dWx4+3HrlG3/3cK5d8fH2vfO/xvXB8ycdX7f1j06//zvFtdfynevD+Xd92gPf/J3jk535Xj6/R8W115V44/rk//t3Ynu3bX/B5n67fCz/+zbl4lH29B6/cklf+Xl2/ZFVV1af/Nxbo4eiZ13izPcP6v2/4/sHZ+vZQ7P0zso/XUsqn122bb0htPrSKd6bWZxgOrtHxz71yycfX98r3Ho/Hl3z8Xe/9+++/8fGNRo/cVt+ND96/+/V9/D56/JK/XqNNv3vhu597fMnbO8Fyzs2LvXIvPPhnbv7zeOe7Y2Hz9R68ckte+Xv1xB9kNBqNF0egq28Ptv2tL/H2POj/vuHwiP307vk/qle2mq+fjvj6kOu7a3T8c69c8vH1vfK9x+PxJR9/1257uv2P9ofjP9Xju8f757oe+d4HL7l5jY5vq+v3wnc/9+CStxVofzf214v9/9pqHjkWNl/vwSu35PFoqzEajaOMQFdHB1utdXtW9cE30my2Mx2llPbHMQ/W7fnp7XMIW22+X+vH/0Zs39t8zbd5jR78uScu+cdb4/T3Pvjfze8u+fi71u8XgOPb6vhP9eDtvL1k/+ktc8ff+8glH6w0+8/tcS8c/NzvLvn9Y/Td439jn/J/3ItH2dd78OD6Xvwz97s1jEaj8bkj0NXPB9unY/Lx94xun5Pb3kXzSH3wvwWP/Dfi+N+58t+g0/X41vjT7/2jd+7+6S25PRCPiK8PxI9vq8c/c/XjT/90Q138v8jBNTq+gu+duBce/LmfLjlaHn9mod/nah78d5r34MH1vfhn7ndrqKqq+lwNDOTzg5L3p4Ra370ZZv8n2/PZ2yOS9+f6eG9/2jta7336rr5/5/32IekHP+Pe/DPv/x358Rod/NyLl3xwfa9873p4Lzx4yevhawvxzUdxju+j478bD96/2zd+emvT8fce14Nr1O9e+PGWPL7k977eTVfuhUeO3+YPPT4W3mveg8fX98qfud+toaqq+twKdPX5QW3z3S/vf7FdPTwX+6dv//R47rjuD3eaP/fre/rj7Qns9x+K2O0Pqn68Rgc/9+IlH1zfK997fC/8eMkHt+TaeqHg62PE7y75+O/G8ffuttv804sbx997XA+uUb974cdb8viSv95T71+ruXIvHNfTR9mP9+CVW/LK36srl6yqqvrcCnT1easppeSc92Py169fXx9vlVKmt9+b++kJ5v03XeScvz73fFxrrfuvHZy+/I7w48fi89uvh9/+4afTZx1fo+Ofe+WSD67vle/dL6F5L/x4yX+61cS75+yPb6uDP9Uj37v/8b5+Cuj4e4/rwTXqdy/8eEv+eMnr91vNlXvhuJ4+yj5dyNd78MoteVz73RqqqqpPr0A/PsQGAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMrb3VLMuy/2bcUoqqqqqqqqp6sQL9NLaaWmtKKd6klGqtqqqqqqqq6ukKdNXYauZ5joh5ntd1zTnvX6uqqqqqqqrnKtBVY6vZXjndnl2otUbENE2qqqqqqqrq6Qp01dhqIiIijEaj0Wg0Go3PGoGuGgfbTQ5+o9FoNBqNxpcZga4aB9tNDn6j0Wg0Go3GlxmBrhoH2z3fjaqqqqqqqjpuBbpqbDXbGTxyzuvHs3moqqqqqqqq5yrQVWOrqbc8y7uqqqqqquq4Feiq/XbPUsr2Kuo0TcuyqKqqqqqqqhcr0I8PsQEAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGNrbzXLsuy/GbeUoqqqqqqqql6sQD+NrabWmlKKNymlWquqqqqqqqp6ugJdNbaaeZ4jYp7ndV1zzvvXqqqqqqqq6rkKdNXYarZXTrdnF2qtETFNk6qqqqqqqnq6Al01tpqIiAij0Wg0Go1G47NGoKvGwXaTg99oNBqNRqPxZUagq8bBdpOD32g0Go1Go/FlRqCrxsF2z3ejqqqqqqqqjluBrhpbzXYGj5zz+vFsHqqqqqqqquq5CnTV2GrqLc/yrqqqqqqqOm4Fumq/3bOUsr2KOk3TsiyqqqqqqqrqxQr040NsAADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2NpbzbIs+2/GLaWoqqqqqqqqFyvQT2OrqbWmlOJNSqnWqqqqqqqqqp6uQFeNrWae54iY53ld15zz/rWqqqqqqqp6rgJdNbaa7ZXT7dmFWmtETNOkqqqqqqqqnq5AV42tJiIiwmg0Go1Go9H4rBHoqnGw3eTgNxqNRqPRaHyZEeiqcbDd5OA3Go1Go9FofJkR6KpxsN3z3aiqqqqqqqrjVqCrxlazncEj57x+PJuHqqqqqqqqeq4CXTW2mnrLs7yrqqqqqqqOW4Gu2m/3LKVsr6JO07Qsi6qqqqqqqnqxAv34EBsAADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADC29lazLMv+m3FLKaqqqqqqqurFCvTT2GpqrSmleJNSqrWqqqqqqqqqpyvQVWOrmec5IuZ5Xtc157x/raqqqqqqqp6rQFeNrWZ75XR7dqHWGhHTNKmqqqqqqqqnK9BVY6uJiIgwGo1Go9FoND5rBLpqHGw3OfiNRqPRaDQaX2YEumocbDc5+I1Go9FoNBpfZgS6ahxs93w3qqqqqqqq6rgV6Kqx1Wxn8Mg5rx/P5qGqqqqqqqqeq0BXja2m3vIs76qqqqqqquNWoKv22z1LKdurqNM0LcuiqqqqqqqqXqxAPz7EBgAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjK291SzLsv9m3FKKqqqqqqqqerEC/TS2mlprSinepJRqraqqqqqqqurpCnTV2GrmeY6IeZ7Xdc0571+rqqqqqqqq5yrQVWOr2V453Z5dqLVGxDRNqqqqqqqq6ukKdNXYaiIiIoxGo9FoNBqNzxqBrhoH200OfqPRaDQajcaXGYGuGgfbTQ5+o9FoNBqNxpcZga4aB9s9342qqqqqqqo6bgW6amw12xk8cs7rx7N5qKqqqqqqqucq0FVjq6m3PMu7qqqqqqrquBXoqv12z1LK9irqNE3LsqiqqqqqqqoXK9CPD7EBAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABja281y7Lsvxm3lKKqqqqqqqperEA/ja2m1ppSijcppVqrqqqqqqqqeroCXTW2mnmeI2Ke53Vdc87716qqqqqqquq5CnTV2Gq2V063ZxdqrRExTZOqqqqqqqp6ugJdNbaaiIgIo9FoNBqNRuOzRqCrxsF2k4PfaDQajUaj8WVGoKvGwXaTg99oNBqNRqPxZUagq8bBds93o6qqqqqqqo5bga4aW812Bo+c8/rxbB6qqqqqqqrquQp01dhq6i3P8q6qqqqqqjpuBbpqv92zlLK9ijpN07Isqqqqqqqq6sUK9ONDbAAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNjaW82yLPtvxi2lqKqqqqqqqhcr0E9jq6m1ppTiTUqp1qqqqqqqqqqerkBXja1mnueImOd5Xdec8/61qqqqqqqqeq4CXTW2mu2V0+3ZhVprREzTpKqqqqqqqp6uQFeNrSYiIsJoNBqNRqPR+KwR6KpxsN3k4DcajUaj0Wh8mRHoqnGw3eTgNxqNRqPRaHyZEeiqcbDd892oqqqqqqqq41agq8ZWs53BI+e8fjybh6qqqqqqqnquAl01tpp6y7O8q6qqqqqqjluBrtpv9yylbK+iTtO0LIuqqqqqqqp6sQL9+BAbAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwtvZWsyzL/ptxSymqqqqqqqrqxQr009hqaq0ppXiTUqq1qqqqqqqqqqcr0FVjq5nnOSLmeV7XNee8f62qqqqqqqqeq0BXja1me+V0e3ah1hoR0zSpqqqqqqqqpxu90fQAAA7cSURBVCvQVWOriYiIMBqNRqPRaDQ+awS6ahxsNzn4jUaj0Wg0Gl9mBLpqHGw3OfiNRqPRaDQaX2YEumocbPd8N6qqqqqqquq4FeiqsdVsZ/DIOa8fz+ahqqqqqqqqnqtAV42tpt7yLO+qqqqqqqrjVqCr9ts9Synbq6jTNC3Loqqqqqqqql6sQD8+xAYAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIytvdUsy7L/ZtxSiqqqqqqqqnqxAv00tppaa0op3qSUaq2qqqqqqqrq6Qp01dhq5nmOiHme13XNOe9fq6qqqqqqqucq0FVjq9leOd2eXai1RsQ0TaqqqqqqqurpCnTV2GoiIiKMRqPRaDQajc8aga4aB9tNDn6j0Wg0Go3GlxmBrhoH200OfqPRaDQajcaXGYGuGgfbPd+NqqqqqqqqOm4FumpsNdsZPHLO68ezeaiqqqqqqqrnKtBVY6uptzzLu6qqqqqq6rgV6Kr9ds9SyvYq6jRNy7KoqqqqqqqqFyvQjw+xAQAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY2tvNcuy7L8Zt5SiqqqqqqqqXqxAP42tptaaUoo3KaVaq6qqqqqqqnq6Al01tpp5niNinud1XXPO+9eqqqqqqqrquQp01dhqtldOt2cXaq0RMU2TqqqqqqqqeroCXTW2moiICKPRaDQajUbjs0agq8bBdpOD32g0Go1Go/FlRqCrxsF2k4PfaDQajUaj8WVGoKvGwXbPd6OqqqqqqqqOW4GuGlvNdgaPnPP68Wweqqqqqqqq6rkKdNXYauotz/Kuqqqqqqo6bgW6ar/ds5SyvYo6TdOyLKqqqqqqqurFCvTjQ2wAAMDYbDUAAMDYbDUAAMDYbDUAAMDYbDUAAMDYbDUAAMDYbDUAAMDYbDUAAMDYbDUAAMDY2lvNsiz7b8YtpaiqqqqqqqoXK9BPY6uptaaU4k1Kqdaqqqqqqqqqnq5AV42tZp7niJjneV3XnPP+taqqqqqqqnquAl01tprtldPt2YVaa0RM06SqqqqqqqqerkBXja0mIiLCaDQajUaj0fisEeiqcbDd5OA3Go1Go9FofJkR6KpxsN3k4DcajUaj0Wh8mRHoqnGw3fPdqKqqqqqqquNWoKvGVrOdwSPnvH48m4eqqqqqqqp6rgJdNbaaesuzvKuqqqqqqo5bga7ab/cspWyvok7TtCyLqqqqqqqqerEC/fgQGwAAMDZbDQAAMDZbDQAAMDZbDQAAMDZbDQAAMDZbDQAAMDZbDQAAMDZbDQAAMDZbDQAAMLb2VrMsy/6bcUspqqqqqqqq6sUK9NPYamqtKaV4k1KqtaqqqqqqqqqnK9BVY6uZ5zki5nle1zXnvH+tqqqqqqqqnqtAV42tZnvldHt2odYaEdM0qaqqqqqqqqcr0FVjq4mIiDAajUaj0Wg0PmsEumocbDc5+I1Go9FoNBpfZgS6ahxsNzn4jUaj0Wg0Gl9mBLpqHGz3fDeqqqqqqqrquBXoqrHVbGfwyDmvH8/moaqqqqqqqp6rQFeNrabe8izvqqqqqqqq41agq/bbPUsp26uo0zQty6KqqqqqqqperEA/PsQGAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMzVYDAACMrb3VLMuy/2bcUoqqqqqqqqp6sQL9NLaaWmtKKd6klGqtqqqqqqqq6ukKdNXYauZ5joh5ntd1zTnvX6uqqqqqqqrnKtBVY6vZXjndnl2otUbENE2qqqqqqqrq6Qp01dhqIiIijEaj0Wg0Go3PGoGuGgfbTQ5+o9FoNBqNxpcZga4aB9tNDn6j0Wg0Go3GlxmBrhoH2z3fjaqqqqqqqjpuBbpqbDXbGTxyzuvHs3moqqqqqqqq5yrQVWOrqbc8y7uqqqqqquq4Feiq/XbPUsr2Kuo0TcuyqKqqqqqqqhcr0I8PsQEAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGOz1QAAAGNrbzXLsuy/GbeUoqqqqqqqql6sQD+NrabWmlKKNymlWquqqqqqqqp6ugJdNbaaeZ4jYp7ndV1zzvvXqqqqqqqq6rkKdNXYarZXTrdnF2qtETFNk6qqqqqqqnq6Al01tpqIiAij0Wg0Go1G47NGoKvGwXaTg99oNBqNRqPxZUagq8bBdpOD32g0Go1Go/FlRqCrxsF2z3ejqqqqqqqqjluBrhpbzXYGj5zz+vFsHqqqqqqqquq5CnTV2GrqLc/yrqqqqqqqOm4Fumq/3bOUsr2KOk3TsiyqqqqqqqrqxQr040NsAADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2Gw1AADA2NpbzbIs+2/GLaWoqqqqqqqqFyvQT2OrqbWmlOJNSqnWqqqqqqqqqp6uQFeNrWae54iY53ld15zz/rWqqqqqqqp6rgJdNbaa7ZXT7dmFWmtETNOkqqqqqqqqnq5AV42tJiIiwmg0Go1Go9H4rBHoqnGw3eTgNxqNRqPRaHyZEeiqcbDd5OA3Go1Go9FofJkR6KpxsN3z3aiqqqqqqqrjVqCrxlazncEj57x+PJuHqqqqqqqqeq4CXTW2mnrLs7yrqqqqqqqOW4Gu2m/3LKVsr6JO07Qsi6qqqqqqqnqxAv34EBsAADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADA2Ww0AADC29lazLMv+m3FLKaqqqqqqqurFCvTT2GpqrSmleJNSqrWqqqqqqqqqpyvQVWOrmec5IuZ5Xtc157x/raqqqqqqqp6rQFeNrWZ75XR7dqHWGhHTNKmqqqqqqqqnK9BVY6uJiIgwGo1Go9FoND5rBLpqHGw3OfiNRqPRaDQaX2YEumocbDc5+I1Go9FoNBpfZgS6ahxs93w3qqqqqqqq6rgV6Kqx1Wxn8Mg5rx/P5qGqqqqqqqqeq0BXja2m3vIs76qqqqqqquNWoKv22z1LKdurqNM0LcuiqqqqqqqqXqxAPz7EBgAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjM1WAwAAjK291SzLsv9m3FKKqqqqqqqqerEC/TS2mlprSinepJRqraqqqqqqqurpCnTV2GrmeY6IeZ7Xdc0571+rqqqqqqqq5yrQVWOr2V453Z5dqLVGxDRNqqqqqqqq6ukKdNXYaiIiIoxGo9FoNBqNzxqBrhoH200OfqPRaDQajcaXGYGuGgfbTQ5+o9FoNBqNxpcZga4aB9s9342qqqqqqqo6bgW6amw12xk8cs7rx7N5qKqqqqqqqucq0FVjq6m3PMu7qqqqqqrquBXoqv12z1LK9irqNE3LsqiqqqqqqqoXK9CPD7EBAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABjs9UAAABja281y7Lsvxm3lKKqqqqqqqperEA/ja2m1ppSijcppVqrqqqqqqqqeroCXTW2mnmeI2Ke53Vdc87716qqqqqqquq5CnTV2Gq2V063ZxdqrRExTZOqqqqqqqp6ugJdNbaaiIgIo9FoNBqNRuOzRqCrxsF2k4PfaDQajUaj8WVGoKvGwXaTg99oNBqNRqPxZUagq8bBds93o6qqqqqqqo5bga4aW812Bo+c8/rxbB6qqqqqqqrquQp01dhq6i3P8q6qqqqqqjpuBbpqv92zlLK9ijpN07Isqqqqqqqq6sUK9ONDbAAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNhsNQAAwNjaW82yLPtvxi2lqKqqqqqqqhcr0E9jq6m1ppTiTUqp1qqqqqqqqqqerkBXja1mnueImOd5Xdec8/61qqqqqqqqeq4CXTW2mu2V0+3ZhVprREzTpKqqqqqqqp6uQFeNrSYiIsJoNBqNRqPR+KwR6KpxsN3k4DcajUaj0Wh8mRHoqnGw3eTgNxqNRqPRaHyZEeiqcbDd892oqqqqqqqq41agq8ZWs53BI+e8fjybh6qqqqqqqnquAl01tpp6y7O8q6qqqqqqjluBrtpv9yylbK+iTtO0LIuqqqqqqqp6sQL9+BAbAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwNlsNAAAwtvZWsyzL/ptxSymqqqqqqqrqxQr009hqaq0ppXiTUqq1qqqqqqqqqqcr0FVjq5nnOSLmeV7XNee8f62qqqqqqqqeq0BXja1me+V0e3ah1hoR0zSpqqqqqqqqpyvQVWOriYiIMBqNRqPRaDQ+awS6ahxsNzn4jUaj0Wg0Gl9mBLpqHGw3OfiNRqPRaDQaX2YEumocbPd8N6qqqqqqquq4FeiqsdVsZ/DIOa8fz+ahqqqqqqqqnqtAV42tpt7yLO+qqqqqqqrjVqCr9ts9Synbq6jTNC3Loqqqqqqqql6sQD8+xAYAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIzNVgMAAIytvdUsy7L/ZtxSiqqqqqqqqnqxAv00tppaa0op3qSUaq2qqqqqqqrq6Qp01dhq5nmOiHme13XNOe9fq6qqqqqqqucq0FVjq9leOd2eXai1RsQ0TaqqqqqqqurpCnTV2GoiIiKMRqPRaDQajc8aga4aB9tNDn6j0Wg0Go3GlxmBrhoH200OfqPRaDQajcaXGYGuGgfbPd+NqqqqqqqqOm4FumpsNdsZPHLO68ezeaiqqqqqqqrnKtBVY6uptzzLu6qqqqqq6rgV6Kr9ds9SyvYq6jRNy7KoqqqqqqqqFyvQjw+xAQAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY7PVAAAAY/s/nv6pt4zpcjQAAAAASUVORK5CYII=
假如前两条通过审核后不要管了，估计直接粘图不合规范
试试eigenmathEigenmath开源计算机代数系统 简介+下载地址+源码地址+英文使用手册http://www.cncalc.org/static/image/filetype/common.gif
图乱了，没粘好，示意一下
晨皓小盆友 发表于 2014-12-5 20:33
Linux下有个BC计算器，无限精度。
你用的什么型号的机子？多少钱，我最近在找着买机子呢！看到最便宜的cx cas是1070.但是看到cx-c cas尽然是1480.感觉不科学啊！ 5tuaner 发表于 2014-12-5 22:39
你用的什么型号的机子？多少钱，我最近在找着买机子呢！看到最便宜的cx cas是1070.但是看到cx-c cas尽然 ...
全新的买回来就贬值，不介意的话可以买小熊家的洋垃圾，便宜一半。另外，cx也可以装字典，不一定要cx-c，详见论坛教程。 晨皓小盆友 发表于 2014-12-6 06:58
全新的买回来就贬值，不介意的话可以买小熊家的洋垃圾，便宜一半。另外，cx也可以装字典，不一定要cx-c， ...
好的！我再了解一下。
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