2764: [JLOI2011]基因补全

Time Limit: 10 Sec  Memory Limit: 128 MB
Submit: 570  Solved: 187
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Description

在生物课中我们学过,碱基组成了DNA(脱氧核糖核酸),他们分别可以用大写字母A,C,T,G表示,其中A总与T配对,C总与G配对。两个碱基序列能相互匹配,当且仅当它们等长,并且任意相同位置的碱基都是能相互配对的。例如ACGTC能且仅能与TGCAG配对。一个相对短的碱基序列能通过往该序列中任意位置补足碱基来与一个相对长的碱基序列配对。补全碱基的位置、数量不同,都将视为不同的补全方案。现在有两串碱基序列S和T,分别有n和m个碱基(n>=m),问一共有多少种补全方案。
 

Input

数据包括三行。
第一行有两个整数n,m,表示碱基序列的长度。
第二行包含n个字符,表示碱基序列S。
第三行包含m个字符,表示碱基序列T。
两个碱基序列的字符种类只有A,C,G,T这4个大写字母。
 

Output

 
答案只包含一行,表示补全方案的个数。

Sample Input

10 3
CTAGTAGAAG
TCC

Sample Output

4

HINT

样例解释:

TCC的4种补全方案(括号中字符为补全的碱基)

(GA)TC(AT)C(TTC)

(GA)TC(ATCTT)C

(GA)T(CAT)C(TT)C

(GATCA)TC(TT)C

数据范围:

30%数据n<=1000,m<=2

50%数据n<=1000,m<=4

100%数据n<=2000,m<=n

Source

题解:一道萌萌哒DP问题,引用某神犇的题解
题解: 
可以考虑算出序列T在序列S里匹配的本质不同方案数,利用dp可以很容易解决这个问题。 
令f[i][j]表示序列S前i位匹配序列T至第j位的方案数,则对于f[i][j],若不用S[i]匹配T[j],则为f[i−1][j],若能匹配,则可由f[i−1][j−1]转化至该状态,最终的答案为f[n][m],dp可滚动。 
然后关键来了——数量是完全可能超过\( {2}^{64} \)的,所以可以,或者说必须进行高精度运算,害得我狂WA不止
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" 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然后我写了个萌萌哒高精度,于是还是狂WA不止(下面那个数组开炸了请无视TT)
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3IzfTORv7wcEZzE63QcnNYF74Aj3TDo1fgPy7kL5eHdeo7LaGINtobFUyq9eMgpPJ8uxkCe6I88NosOi17anrnNDovHCVdYF2nkUIHO4wLCO3/t/NfbH/exR/uXsRbBZab+h5bd4xTm0zh1KyGQSP6WILc3NhYSJbWykIssx9TQX6ch1r4Xf1gfyuP9fksPIrlopNScmQYgYV5wEL4lYTcgSiU/Tri53fDXrXCe08YkoV5YI+Xw+7y3NJLrSNr/4T3iac9yYpReBoYWA6H5BG6UleCFVsiLCfAv3W7RpCbch1j0nEkHv2sK7joNffSuGS0WGBbBmLwY4XhgQoLyYuNNY0jyc1R4FxynmugQI2SmyOVaS1WwkhhkRjmBnh1m5tnTvuI7TNIxwy9K1wcuEc3vxY3DSvNbumG0JxiHRE9zlSdQ3xPfabkAcDPvHjGxqozTU9bG2fW9xO8NcJ97bVBbt5www1Tyi39lZXw69mw55dajE7DVfxrPbBVuB3rithtbuh5Dr55q06g7oGeE8hbT2nxdwRe2gP33arV8dQSeOQImiWwg7Imym3dBivEe/qhvxxyU8R0XH0u3583d0KXiLk0ga7Qo9lrqv3Rv3wQHuqCnvPavJkfeUB4HV45kLfGvPIatLhh/3vw1kZNmf/H3bDspzYxN98Gjwd+8jp8LVok7utogCvxTrVxHYchXXuVb4doXpLJu2nnknzrzjCfiTicxLhnYZwr78Q4J1xWB+Pcc3+Yf+jEnLA8aG7fwJcbj/HRWhc3DGbJzoFvPN3MV88HGNrj56Nbof5wgNmeJJ/1JTnzoBAojRCZOXs5n8YjfHhPPXXHQ8xtD/NFPCNd5Geci9G4MMyXsTh/frSBG87FmNfeyQ0X4Eql5KYY08LFTNumWWvOeDvMt5Yk+PREQhKM2qNbsfY9xGd6m5yLcVd7J9M2nuF/heuYICa/54Vtac4va+AKA3zj6Ra+eiXCR8+7mS7Ig6g7TwYPxrjn/k5uaN8/TB7f/JqfuzY28pejfi7kUjS5FzHj4T4ubGojywDzNrv52mse/pLwc8EgJLpTfLEnxbmOem4aqiN7q0qYIWZs8q1nEX/TR/e2Rra/rlsCSd0mxjLrYUWSmxZdRl7i9vOT1yN8LTptxEG8YDOw1c3stguNbD3cfYZ9tu6RhZaZGrGZJReLk5FuYfpaJr9utLXql+vktJPL17XvXNdcw2SSn8sHvTzUVa8ZHwwVI8Sd9V9Jbna/zJdrtP3m70MpvrFcxFaezxerYlxY5eKToSR3uRdzQ9cp/tfbLPfKpiUJ/nEkxgcinudQmnndC6hbcpI/rWrRL6uueSrGpIL5//SprKdSt3TxjtRNX8sTfaX03ZK67BAEvweXN0KwUzMAOBWFH/XA/j5oGYJ1S+D2XbBBD7Ukf18Pz7+HZt01gtwUazXKfX26AUoF5OapnfCj1/O69/v7oWsNfGzShQt06jLqnkzrx0nArgwNcOXWBjk/kgCxIzcvW0hJnYR6athdPMflwRy3zBHW+Sn23m4lNzXSKtZu3WPtypp7WsQtfWMQumN4rK65Y7KSJqaSqSA/zkgVfleLkeTly5HhGZuguQveknGzRd6TIOs2eeWZ2vEpZrxWwO9oFpW/vidBzN3Pk/eXR26WWkeF/dLkeuudR21c8kvJXpZXVs9i9S2mC4ehAS7ObOD2OijKV5mq1iyps7jvz/CmiKU7+17au8M8ZcSx1T2Jb+u7xHdO6Hlorjjlj3Hu85XBBC90eTnTleKFAv1qdDiXQqcWfq89clMy2WEetZjpShPgLSPNfEWspg3RFGder8cdi/PUo6a4BSL2wYrFvPi6DvX3fkbPvpCMOWVs/gcXPs5314RZt6yRmboi3v2am/3D8T3z03Rqdws/inltb6mE6bDniE+L52l3IKjCbIsb5BkzZvC/f5lehdbLa9IpuLr57XVGQiHdMq/jBAWm2EIZemqhfqurK2LPmsucgycXwgNHkCELZPl74NQmhz46JBQSpW/7Hjz7PHxfJyNKkpt6XY+8Dp578u31LIbQnRPnCl3ebBSWqupHPwfb2+EPgqS2xtwUCvvdcMUgtPVuG1YP3/HAOt0yQRDSQQ+wBXboAepFceG+/mqXFoezqPXwaIAr8U5VcR2H8YxJlZLM9PDlkQHOfBtkkqH1dRr5pltq3rBFi8kpibnuhny8TUluCpJQs0KUj3T/jpN7PUnGtO6k5eQRv24tqREiM3bppKF8McNdK5qGXeTnCuvK81HOP9c2bP1160Evc7t6KiY3b34twF3uAf72XlSPs6lZoNZ5zFaWOrl551HO/TKfbEi64Z/rZWCvm6wcr10CJvPYU3yik8FfO+xjXjzHF7F6PtETM8lxEedPa118TSQ42tPGpaN+ca+jP1rfbtx4ifcerdesrbobRyZ2GpPJn9yVTKr1LCwVNse5+HqWB3bFCHbqiSR0Jfpyj9ldzFDSMXmhiFjmLl7t0sLy2B3EjdksqptZpvyDXjePbazj+ZIxN89wcXaE2d0pPutJ6JcUmj4nLyq2FJJdcq1ua9H3kdqUs0kjP7kU29sX8Qe3HnPTIMStseVL6L/aXlJv2gdh9u4Wvr6xjcsXQ9K6UDxzd07j1ne0PW+afKe54PfanE0Q5Ob06dM581f7FIZO+sbl4/BUF8zbpcd0L0PfLaXLSjf3eOElsBk3Wzd4K6FoJTfFGW1XAy8YoSqK6MuyLcPicgg23A3NhhGB3hERkuiZW20sN4W+dp2Qm+Y5sdtTpZXYHrfl7KmFG9nRbWft7kxuHuywWoGVSW7aJdad/UNW7Iqy4VGneJ21ukrz/Zo0++8ooLR+V0dYDso6nS1z7Uly0JIJZfhxLM6TjzYwEy0GrBN3Mtx1+W0QlumFSYesZKBMBrS5gT0i94m8RCuP3Cy1jgoglC76UdxFXMKdINeSRidZZhdzk/LJTZlMaE8rz8YidMhLu356n25lB2Fiez3Mk9/YTj7+Xhftm/QERiK50NNt+TJF5ULkmvESO97PH271skfGOc2/MBY4j0IsJ+SV2iM30Zjk7nf8w8HvRUKhp9ZE+UOxGAbn4gS7fFxer8fCNILEbkzoCrx18Wkb+r41Ry2xgbQPxltbrB+AIpYFIstUexy3oZjXCLkpYv/ceOONtU9uVpgt/cogvPUOvC8s9A7C71+Hjw0FSlfECqz9LAqSTF7TBQ90w3IvfPceS8IaB4VKtPtCF7w420ERM2gBUwb4mYfhIY/JzcgoM8EZukezm1Tzo39wJTx1HvbH0ZOI5UfgZNFpkJsFxLb80MAPNsL+P2rZPj/oBc9BeGmvZv2ryM3RSMdYv6O5U9+8UCMa5WE3F5Hkm3AhN5Nxs8Rv58J58k+SfQMFxJtMONTVwtDFwoRDM44H+Fa7kchHd0svSGRkxP88Rv/aukL3d2PI54QlaWeFbulZvrF6Fl+9pZC0lO74e9wmYlFrv67dTLjqB/0TuuVlLk2TewEzZ3ZxxetjqN3FXwqMKLUs89P3aGTwHZsbmNme4Or6NqbtEuSxIC7bmLZNJGka4K6Vc7n5rmP8aZOGtfbkmPfzm/jabIGDSyM3zdagYz39k7i+au6To4ZtKE1P9wL6vpdPDiNczUWg/+19UZbdVScTCm1dHiB+Ph8/XByWPAe9w0kZi5Gbw32z6maWTmuJicLcsccpoL94Qb+IcC+H+AHYdooz3maTvOprue8qfzK5SHMuyr8sjJN7J65ZfdfgMznkR084cN6fv/i/JnLTVbA3a67qHlNYEsueJ6z1l3Rww8K1fNrlI/twM0M1ajgujAqEx9R72Rttpc3pQv+BdnCvAo8RZkd/u5i+W0qXFZaf/3E/vFoiRvzFt6H/PXj/OBw+An94D4aNCizkpiAi/oNIPlFNGQSkHIqdbm6jf12PlptmQbHdU6XraDv93UfZs7aVWySZ5OGZ2G/5eKLITWtCIcMYaFdD1UOwXcu2Pjn238pHaPddHSty0743GkfyhzVFXKjLITflJZqfW3bpyXp0gq/SbOmldBNprHbQzysiKVol8EpuqZMPu4/ZJPPSKirXctO22aE4G+728c2+AVbeqZGbV3ZZ4pHqXsQPiDJmfafIOD446OPJ9Vl+YvBUY4RzJdBNZNkaJDfF8DO88nMfO+KHODNzKcvXh1hRF+TfLAFSrUCZb7cQjPjrIUtsTDNBmWXvvy6wITEdbjEcWX4tsG4+7okWoLkW3NIFuSmUrNOXbphImaqorUpjbr6yGlYfge8sgUe/B999GPo3wjMWy83hmEWiNzbK18XX4MUoHIzDx7OhvRueXAXfFApzEWXNcH1+/h1kVtdSlptYYyjp6Ew0oVbRpOiFq/XRl3N8GvYfyMeFMvf/1aehG3jjOT3Oqv6jUPR/0DWSSDaU6u0iducVzYp32QmGE41N9FxUC9fRyMBEviMPuK/5+OC5Zr7+eBM3/jSfPT3vRu2mbkWTjMUpLAq1Q5MgNyl5WM6XFVaNguzQCBEK3MvN5Cbyd3OcP1mH7uZdUczNoTh3392B/XF3Dp/pbvCGW/rMDj2eqD4B0orJIDcRMTL7mRMLc/Pu3UwXsYeXrCK3PsQHD4p4onli8k9r65i3OMpnfSHYfBM3P3iG0wuT/MvCNH+XVpyGG7zDTHdrZOxMG/JhImWjltuarOtZSwaRY49MDiMQznIq6uc/dvXw1hXdPerBNI+5M1oZYUGxsNB1vdQBwpg3e8sjLeP6yq4wtzlmKjVqyLudf97dyI1x+OSIHqZCFrFby8ZajXFFkZvXsIQyvLK6ldWnfew/EBiO1agl9nSK05rm+XfsM99rlpsVkpvAzMEkDbsi3CTI7QtzwO3nbz/18+d7aovlvGfWF1Lv7v/YHvJK9I2S+q44SBfRZe3004JenYMNbvj9THhkiaZPi8v+rd+DBwyPqQJyUxifuPl4jSmRRZnk5oh4oobeJnTkXmW5acyL4556Ls7W9QEOHnmXryxZxZMb/czcdp9DErbK3dJP9ThlbC5i2adb/F90fPcatp0JenWyfr+LweP0XS3mlr51oV3m81JWveZeFLMA1csVc0vf6OKlP/q5stklL09im1xa9vZxITc1LijucUpg6IDuuTgb3B2c6TrGnrUuGUbC7rkmctMcUuJ7Kdbd38F9I5IpVTIvRg+1UIz7lokxN5MeI5wnaJlW3EyNkpsjxyFZ9tOhkVk7TUXNAoU1cKssZ158jbyyci7xZdZbBvsFqpl3i8VnyTSlL7zDDtA/WhDQueL5uaYXxA2ycI/509CMa6pnPF+uhNwUxOJjbthgIqZE3+zc0kuRm+YxvX8YdqyHtzrglU1CiS6S/VFX9CRRVga5qSw3K5CeHPSuhmeExaYDsSlq2347fNCjuZQXPG/D95fA8xc1C83hxzRn33ldC9jv9BjzWkGvKy46FZWpikGwe0G4kntyDB1p5qv3C0LCRF7IBDhR/nHCx4yFQT43u6DbkJvFLTdzupVnKXJz7Cw3v27r+i1AyDB/eRM33X+Uc5uEG7qeUKgEuWmG7+bBFLfvCnDTnrrh+J3SFV0kYXoeZm2s4+I+D1eFNesRL395OMLXJYksMs3bZ6q3To+dZdWYzPkUqGTSrucyLmHN2XVvk3HPX3aYsceLWu/YKfuXXwvQ7Y6WsNg0mtMtN6XFZh1zReiI2X189FwbQ7KIg+WmDE+R1C8zalPYalp+cv30rm7lGWGxaSY2dcy365dDFScUGgW5aZ69W08n+PpmHzNPeLh8IsSHNcRvlprPcsnNsvRdi0hbddnDK2DrQmfLzTc3Q9dpeGVfPnY5RhgnO3JTkFntadzmbNtlkptOlpsyDqfJe0tZbpaIYzw85xpBc2ajXcZqe/IjvVlPaDJGCYWc3JZrc6e171Wp9TqZxiL6Wuy7KnmMEYmZrQmFzCOuhETTY1gKktSjxcnM8yK6fnBl5AWpaC2fUKiB+O2L2OEE+kYRggHpdWsus84mk3rRi1fhbdPus0AAACAASURBVLvQzwNGAuoyJvnK6Sgb3E9Ii81ixKaoaizITe2yYUAa4dFz1WKhWcm8GIMzc1sjMSyAQOJsSjpWBj61VqT2yM3BOOvu93Ffgbmtton3r9fjQb0d4vtLUmywxPqRBOhrAUTGqI9tTY77iT1+H4c9momviJP52Os+3njenWfgc0m2L1zMX3eZPxh6xjGs2eocprOMQ8NECILIlj5t2jTH2D8T0YdSbVRCbsqb393wPwn4plGxHscnbnFLr4Tc1DZXeKxPvz0uZbkpslnqLs4FxKreJ3nbPqTXdQ5W6paCHcNJQ0DF3LRIhk5s7rgAzwti0+mw4hCHStYm4nQuhNtiemIovQk5t3vgpaNwn41AlnvYKCXL5f4+1ZSpcsddupxwp/ZBdyszj7SYsqOLN7WM3zcu2cqMuBGLU6/RhtysJOams+VmC3dsbuSWXKwg/mXlMTd1AtMh+YUkPtc06DHoKic3NRSSfOv2xXxpWKFK69IYn2+EGbPDWiIiSR738/mS3UxbkrcMlSEAjvj5vwNGNnod7+VNzHRr7vGK3HSW3ppfz7Y6FcjkMOub2f9HEf8qbePJogXN//X9ztYNIw4QZehmMhGgJDZjNPUk2bqsnHhthQmFtAQzUb7oS/EnU3KwGRZ3deNSQYvdW5tPzcqPTmzuuODneUFsjvgmCyu+Wey4p1A+RHz81ZdjlnBPeexHa7k5YvZqNORAqfksV98oS9+1EWmzLvuxnjzTnHjR/IrQX/ctgZg3/1cj7I+tW/rxEI++1sph88G3XHJTj5XeZI25uRyemaksN40ZsCNlZIzD9S36Xq2XlN6EaX7yXlRL/FTw2JMf5suqYV34eIjvd2XZfkJPLjdCpkpZbnq4rQL32FrbhUut11rrb7H+lPyu2smMNNCK8qhtxnB7OZKxIt+LjOBOti708JU9GZ562OkAZ+Fy5GA0+eptt7heGwMdB8tNzWtFJKvVk6KVmGSN2AzwcXecvWt1i9Ii75RHbg5IA7tfP2jRr85FWSk9ZBJ03JXjzc2NbJ2doHeVyWRHlgnziEO8UDk/J8KSCxP6lvaUCBswSpxrdX3UHrmpx9x8ZihM7HkP8+qyvLmzja4+Dy8l/Do5YWQ+N8rkuHg4yGpPkkeNAK9CoV/ig+GYm1nSuz2s3t2SzxCaS7HX7eZUlx6XM5fhlY0eVr9jbks76AnX85FZ5hymtYbIzatXrzpmbawFoayE3ORt6FgCy4wb5SHofRqeiQNdupvyiMyOI93MBfn461tgzyZkZjNh+rF3ObzZBXs7nd3SjZib/UY54P0o/FsP7IkhA/V+cBA2rIc/LMwra2KMq9/JZ0sfzhDZDelfWuJ91sKk6H2YyI++yCjfeUTP4FnMCsMhbpMBm4ynuRue7dHmY0SQfht8yz1sjNXUTCSuY9XnialHd6eOz4E1CfrNH3OMpBNvwRpLfEg7chMRw7O8bOnO5KZLy5beHubLXVq2dAYTfKOrnRknfliYwKgIQFpW9Ci5I2ky37YpKA/pT/Blj8iinpMxN4u5pf9N1pckdyTKR9+u5wo5bu/18s8bG01WTBoZfNPrD+TblUmbFjODxwst2YRV7GIv07piXFzbSpYss/f7+PqWBv56Qriuo8jNIvNb++s5R3pnK5197uE45pffjhL0BGQmcZEYSDwy5mavUSaHSAjk2VjPs68bbusjQRh5EC9DN5NWE52w5wwvdJRDbIp2C8lNcZM1d6eLW/s8DMUDfFSnu63PXkoupmXUrjsdpcEd4Oqu/nwIi4nZyCpqpTblJyfd1jqPtLG/L+R42Xjl7RBdniTtsRhd367n8mshut1JltselDVYRkNufikTQ9Xz11iIC3Pq+Iwsd+xs45bXfXpyuIogH9fCpeazbH2jDH33zVK6rE229IuHoXsN/OQIzIvDj3rznjJGAsa+C7A8pic2MunUM3e3EL8/xQYzeVEuuWlkg++FPbp+Vk629HX3w7w+zZtqpo1uWArvcZ3scajcOeaml8tbUmztaGTmUJK9yxdzuOMkMYuepHXJwbIrl2avu403OxJsX9XCLXo9b3Y5EEuyLgdy04i5+Y7PEv5tHEAZxyqnjPyU9V0VhFoLL94aYftzbublRMIZF1tnxxwyhjvIkSTXIszribFBJmPWuJP/GPJriXCKzJcg6n+0q55f7Inw2F2GntHA9hMOROMoSbfiyQ7dPBZ1lxdvU0+k9/slx/Ku8iXksTxyE2RCn+5+ftwTo+tBkVAoRU+3m77vxfPxPGWMzzDzdunJm/QyL94Z5X+MpG7W/hg5Z4z9wpQs+yWRpMnujD1KnMdxaV5T1TVIbgoLrH4Obvazfc8hPpztkPZeL/OCiMt5YQ5NSzw8uSXEMnP8ncEkPVsC7Iu9wYfM5wGPn8AWfz5mkIBuqJ+D/+lHq2c+j3SH2PBTD98suAmr0AS4RshN4Zb+xRdfcO6Tm69JSMbz5YrITUEm9sLWzfD783DHQvCsge+ch86YbplXBrkpyMyD/wn7+uCt83Db3fDoGljXqcdwdMj+aLS3YlkhIfnKz2FHHM7M1ALCr5itKYy/26clrBFPejc8swvOAO1rYNkFWH2LnuF9PAG+hron7KOv3+gfcOjrsAWBkRxIWM5aXc9N74oYVDs2Q/yENrc/fg66LEH6zU2Vfdi4BizNr04YrmPU34msRjv4vsxn1sQgIs6kyKDevoHPY6Z4m6JztuSm+CHLHbv9fHV3D9PPz4ElHj7ZEuSje0RcSu0AUDzmpuaW8U+nYzRsDDDjyFlYspZPupuZ6UmUHcdPZmiPeYtkbNZdw6/8hgsH2vhqCXLzElD/Wpjb/zPCDa+/C8znS4+Pv68P8IHJOnxkBmI9edCF31isYkUMzxTzNgep6zmk1+fnb1v8fKh/B5XlpvMqmBzrWVzu+gnt7pHfvDsWdrFii559c3hoooyPZ3YdkLqQrb5kgcH2AFFCN5MeNhvfsge0fb/F2sAoZiU3he6W4O7vtTN94xnOdA7wjdsXMb3nGF/2epkZfxfuXs6V5yP8Wcahrd2nJuVHJDC5ux3nb3LeTe7y8TDB1SH63huUcrVyWxiPyPzq8IyG3LwkLlx6g9y6O84NJ87C7Hv5oj3A5U1eBkdYrVV3rkvNZyX6Rkl9t5QuK6AYhJ4tsC+GzET/gAd+vAYeu0fzdjm4GbbvKfztg9UQ74DeVflEQPsvZjjzeIjb9lkuO0plS8eUnEgQnPthxzZNh3+kGzrq4KnTzkk6he781Eb40DBgsExvKbyrKw2Vt+5Eylw5HWPHxgD7jpzltruXsuynYdZ1NGtxCUc8Rc6sghx52suL8Xf5+M6HcK+JsMHb4hg/cJjctGZLF+92BVi5yq3lKpikz1SRn7K/qyP4lRDBX7odCElnOdLkMShjwH48W4/RvbatjOQ8Od7vDbB1805+f17jbtZtC/OYSXctEKVRkm7FyM1yY4WLfkhrZ2ExY/tsHZH5XRRzIjftEjqJ7+fWjWHi4rt2p5ZjZl2nZT2auSyBtVizq1qH+QXZXq+nQHeyzs8j7iAbNnmc1+ooca7VZV+b5GatojXJ+vWtWz/j888/r2nLzUkG6Zh1VyTF2bsQ9glL0Rp9pspHv9bgVbjW2oxU2B8Zxy9TkJ29whpU8SmEgFrPU2gyqzAUJT9VAH0cm1TzOY7g2lSt8J5YvKdaa0p+ptqMqvEoBECRm1NYCkTWRkFunvmr/d3eFB567QxNdy36bgzWPapZfAq3oNVr4MdHtIzrtfqoj/74zIzCdXxwHftahWv7LL564b+59LxPWgjNHErT8HQbM+9P8Oe1LXwy9o2qGicZAmo9T7IJq7HuKvmpsQm5xu6o+bxGACt8XeFdIWCqeAECSn6UQCgEph4CitycenM6PKJ7//kqn332Ge9f/soUHmXtD+2Dw/DCLvj96/Cx1S2ohruvPvrjMzkK1/HBdTxqnTGU5o7NQWYeeZnp54G7l/L5qiAfe11kgbk7p3HrlhItbzxG/yTPPDge2E6VOtV6niozWZ1xKPmpDu7j1aqaz/FC1r5ehffE4j3VWlPyM9VmVI1HIaAsN6e0DIhNW5CbfxqaMaXHqQY3Pgioj77CdXwQULUqBKYOAmqfnDpzWY2RKPmpBurj16aaz/HD1q5mhffE4j3VWlPyM9VmVI1HIaDIzSktA8JyU2RL/9+/TJ/S41SDGx8E1Edf4To+CKhaFQJTBwG1T06duazGSJT8VAP18WtTzef4YavIzYnF9npoTa3X62GW1RivNwQc3dKvNyCqMV5BPIqYmCKj+bRp0+Q/M2ZoVpbiv0s94v0vv/xSvi/+W7xzww03MH369OH3xd/F76Id8d9G3aLcjTfeWFY7pfqhflcICASUPCs5mEoIKHmeSrOpxqLkWcnAVEJAyfNUmk01FiXPSgamEgJKnqfSbE6+sShyc4znzEwgmqu2/t0gHc3EpCAbBelofezeNcoIclO4not/C1JT/CMIUjM5Kn4T5Kb4t1HOaKscEnWMIVLVTSIElDxPoslSXS2JgJLnkhCpApMIASXPk2iyVFdLIqDkuSREqsAkQkDJ8ySaLNXVkggoeS4JkSpQIwgocrNGJkJ1QyGgEFAIKAQUAgoBhYBCQCGgEFAIKAQUAgoBhYBCQCGgEKgMAUVuVobXpCptuKpPqk6rzioEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEykRAkZtlAjUZiylyczLOmuqzQkAhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYVAuQjUKLmZJRX24w/38MbZ+TzU5Scc9uOqNw8rQyIUwB8+wLuD81m6KkAw5Cssk00TDQQI7j7E2Tn3stQTJBzy0FznVM8c7l0eIBop1pa1TIrQtEVscED88f0fEfc0lDsfY1puMpCbqRAsSsFHcRiB0gC454LrGARcYwpN8cr0dl+2lJr/EPiCEGibwL5UuamJlKH+OIRC0PMGMB+6/BD2g1z2KZi2yBmM/R+BscyyaQgEYPchrZ61IQh5oGDZm6pKBWBRv4MMVhn/66J5YxM4E4dG84hT0LAIBtfCp+HCCcxEoSkMJ9PQMslQirbBE4fgZ0ch1DrJOq+6OzkRyJKOBggEd3PorNBh/ISCftwFylCO/lgAfzDGoXfh3qUeguEQnkKFyTT8HKmAi0X9AT6Ke0zf73J0sxSRQJBw/BDvDs4poy39A2De6AsmotTvk3PWqtvrHP3xMKFQhJ43zsL8h+jyhwn7Xdo3WX+yqTA+b4gD7w4y/6EuApEwvpYCZb26w6ix1uXnzubAIPXLAPjdzrpKVYaiL61jVyGvhg8Qc/sgEseDpqdb9WVzXwvfLRyF9QwQc0PMA3FRMdAfg2Qz+Cbbd36Uk5VL+mkMu0gX7KmiMvO+6nBWzaYI+/2Ee97grMN6NXcrlwrgWtRP4KP4sP48sttirufSaXMg6vIFCQbaCtW2UY5bvTYGCGTL+K7m+okF/AR2GrxIiEjY7TCHOZL+RsKu9AgeYyDuYW7HAUunt3LsasC0T9iNSdczAjs1XWSph1AkjLtA9ze9l4nhburEdexqRTyA3ToaiLmZO0KQjbaK9D3XTzwcIhQRnJT4FHbhD4fxF5JS+U5norQ1DRAsiQWkQw0s2DBYCNTj+y06lfFzhmhbEwPB0liUNT8V7hdjIKETVkUNkps5UqFWFsVb6I0Jga9jIBHAHawnnAzgkgyFtuA8A2FSUQ+NdVlSoTYWxT2cTPn1s64mBJGWPuKhNhpyGWJeF34ipGNuXRHPEPO4CNdHiInFXZclGWpjcdzNyWSAFtlWOWWs82WMwc2x4T5P2JxOqoZqmdy0kqqCNPMugIY+iFwnBKdIeGWX5GqshWwgDi0hiMTQPnJZCLVB3A3JgIOyn9O4IXOZXApa3eCJg98FuQx4hUYeAaE0j1ipovwieONxRW6O9ZyWXV82AbPa4ein0GqioNNhaAvL/Z74gPlkpZ18xGlnIFB2M7VRMANtTdDyM/hVFi5FdPa+NnqnejE1EchE22iKtHI0EaC1HjIxDy5/PdH+CG06D6X9LUsgHpNKe7Y/iq8tgTsZw2Nz8MilQrQu2sAbBYp4GbpZLk2otY2kJ05MEmU5MjEvLj9E0jHctnfBpcjLUr9PzXkdz1GJw1FLqJ6IroeTTRJqW0zcfZJkoEVeFubSIVrb0viSEbzN9WSTIdoWJ/GdSeB1OqyOZ6cnQd1OOm+2H3zirstBV6na0OzIzWwCn3uAQNJL4zUaIdTkGaBKYOf6o3hbn+CAy0pulHEOzaUItS4i3tKrn2cHSATcBOvDJAOukZf7evkNbzzO/nLITdcxrpqtTLJpIt4FBBv66I+0FVx4VAm+67vZsr6rA8Q9LYQao4W8SEOMTLjVIiM5+qNeWp84gMvGSCsVmIa7/iQDgcpuHbTvSiPReIi2BuPb30AsEy5Q/7XJ1OS+88AgWysgN53XkY2IZGJ4hPIRThGzU3TQMRvmidC/c3HcJ5MENKIo/2STBNoW86s3yiF6M8TcTcS9HxGzV3zMFZMMtLH4V2+UhUXJ+al0v5hkq6v2yE3JeAdoOZohNHzQzZEMNOJvSJD2iwNtDPfcEK0n04j/lU8uif8mDw0nB5BrLR2mZUGSwJl4XjHPRGltiuPTN/JcMkCjv564uL0y5FPWs1getMOtdZRTZsScp8O4FsTsBX+SCch4d7cmFZsiylrSD4sb4Opk41RGOZGffPIJN9988yjfLv+1qCApffnbevmmbrgXvcTwAdxco+C+FsTgZBL9IgKEUVzcW1iPNPKLwpmkxTBQJ0fDGRh0KXKz/Nka65LGgjuJtnnrjxCKtB/ogMaT5Dd7IDANspPwlkEKbT9c8kHrAgheAreychpriVL1mRFIEWpYRCZ6iYjBZJIh2tpEwq8r1bkkgcbFpENnSJhYKUmKpvxcsh5e9YNUODPIoPkgXoZuJiwqblpcx7GrIYsl2FxCrSc1HW/EU4q8LPW7kojKENDkI+47Q9x84EuFaFiUIXpJkOJZEr5ZBJoL5ywVasCdjZEJWQ/LlfVgqpYupvM66irVBMOG3BRr2JX26uexa/OwqskzwITjnZVW897OOJk5lj1VHm9Ln1XlXh1o4WgmlCeJ5L7upyFhOitrB2bSoVbawhkGB12jIzdlv8Re3lCGtd6EA3rdNVjWd1XyImmCl6J5tVN+s6O4zRdSWWHd6aUznmHO4KANuamRckmfWacoB/I04ZYFpIOXiA7rvZplcNRdqHuI2iQR6kvC4CD+ssjN4utoZA/FN6wZb9Zs9GYpZfBGZi5JHE9DDSzKRAt0o4FkCK9nA2nmMDjoL2NdpAhM89Fg5rLsYBxIEvJ62JBGzkdpLErPT2X7RTlzW1tlao/cTIWYtmiAo58WsvjSnDjm4UzcY28+LW4SZ3lpLJvcFBYGN+FpOMaAo89zOWWsE6otVH/jUZubkNqa/FroTcWKjTDiCkMogjQPF27HqwIQ8hW6L/edhJhPc3EW7j6BSKFbSyoM/rBWxwh3oBLkpr9R51zQrAHNLjQCU7sxifa8IXgXWOoBTx08MQlcof/xj3/wla98pTqikoHWJvCZXM6HO6LPUeNRCBuevcXK24xAGgZmINoA7U6hEaoz8uuv1RHstj7BvkuCyYSQC5JeHRfhir4AArpgiAUXqofWOPy/Q/D4fp3dzmpxDcI9cHYOLHVrcQ+GXSb1U1upzUL4xfkDcOgsPNSlxcjo+Hco5mvnNIPhFs0UWViehhogGYKEMS6pzmknRfdR4a8CMRFb4V7whCFsMheXfQoi/Yfn3Atuv74JZsE3C5rNZLC+MNymv0lr2VCe8TfHchD1eYKFsRzERpf2wEAQet6FrRMdK+T6WxLjO2LtkJEK6uSmPOBEcJ9JFlrcSX0sayEixd2xi7ZMiGjDYtpTTi5U+gisupntwDRda3GDxTpouKwNeSk+vOLuIxWDRv33/9oPqSAckH71EAyDp3l8obyeajcbCNRrhgB1x67K7dl45CHb08DJgYB9xBCpNLnBN6ApYVIp8msKW0LE/dkJZ4ViF4SwN++2UVRpmzyTUEznHYjB3E7Tp6WUvivEv5guq39SwgH9M4j2CQuHGQ7hleuHsPCaEZ9JoVIvhUAQfMac2pCbqVAjydaM5iZaoeXmsC48CEvXgjsH/z6Qv1we1qkbLaGItk5dowJ5vg3Af8WiuJKzWFSwp5Z3Dk2FprFo4CifFljgaefRmMdySSEMcNoyhKINLG5PXRu56W/kZNrwmJw86/D66GnhdzUTbaUp7rPwKJaLTjSZCfBfxKIukrMWkbJabkojsDAuC+FXElMHolD2K+Hno2GvWuG9l8DXHMYV8xJfXJ5bevF1NLJ3wvvEtSiJfxSeBgaWwyF5hK7kTrA2HMFHgPs6XSPITblGMek4Eo9+QgUXvdZ+itCHbhJrw0R8ELhvJBYGPzbclzLmp6L9ouTE1l6BGiU3RyrTWqyEkcIiIc0NkAi68fb7SMW9OvmZIep2EWnWza918+a8W7pxM32KEBE9zlSdJb5nOWUKJ/VaFkvticf496hSclNwAsEGSIS1GJ2Gq3h9L0SF27GuiM1ZDskINNfrZGMYjoozfp006mVBAk7GNJ5D1OFZAG3G2d9BWRPlBJ/gF+/plr7lkJsipqM7k++P4DMWi5hLk8AV+ssvv2T69OnjLwg2LWTjMKtjpLeyKCrlJglnEnlrzFwShNH1sUuQ0jmtnA1PI5tKg6sNgv1QHykS97UqI78OGxVE3oJM3k1bTmYYRBxOYtAUh49i2qIXMQzmit90U1wjiJlBuA1ktXK+ZsgEIKYHbk0EoD0Jx5JopvplbBYZ0XYY+uLQ1iD8ecHVCSJETqXkphhT42KI6NaaxkZkFmLjpPjyQyPbDJ1BMk+CmGz2Ch9eNB/eAe3mJhfRNkGxKUVEPAedNDVOzMOkLyBM0I1bGhnLYRG09mmxIER9AfG+R1tI4hF1dqZgfwo8YtOsg3qnKLbXofxOqiGL+Js+2oKNxPp1Kx9JbsbwWA8rkty0HH7lwbifYH+E+sg0y0HcAoStbmYHlka2xv1nSNr6M1vITUlsZiEh4pmY1jLWdSN93fV1MqkmqSY7m417mdVRrxkfZIsR4kUIE7mXvAw/0/ebbAraFsHAfE25EvFkskloXQy+U9o+XlJpq0m4bDtVTOeVw0zmib5S+m5JWMRdVzNkBXnp1QwA0hFYEIFjKXBlwdMCDdH83Zn8/d+h13AqGEFuirUapSWlG6BUQG7Kz3wyr3v3R6H1CRg06cIFOnUFdU8eCbAhWbID5Oob5PxI0qGA3CzvHCrfyx7jqvmmQSeqOgtcytOEXW30B/uJ1EdG7u8juqfH3LRzS9cPRD6ra+5knowp1ffC72oxQisvIzmyAznqG6Q0ypwiI8hNaQGaoGUVpGTcbJH3JEgo5M3bDtjhWMx4rYDf0Swqg80JUp5+3HPLIzdzRdeRtUPXYoiWJe6dRUe96TIhO8BAXQMNdcK5uAhfZepGNuFjViBLV0uGpIiTO+delvvDhAri2GYZGKijQau4PCzKmJ/y94vJuSBqj9yUTHYYt8VMV5oAbxhp5itiNXkjKfp/W4+3L05IHECNR8Q+cC/mV7/V//DDn3E0HpIxp4xFG3vocVoDYULuRup0Rbw9acTK1BZ28TLmidfcdNpzvVyKulUMkjLWhFNwdfOrw0ZCugGSVz/jG2WkruzSb3V1Rew35jIZcDeBS/d6leWb4WrIoYMOCYVE6Tk/hGgU2vR4UiXJTb2uNl1HN1oUBlz/r1G5QjuKSE4zkBP8yoiYm7pxWs4gtPVKDA7nh10Q0i0TBCHtE3xNWLOwNR7hvp7waZxNUYK9DBlWRcYAAUlmeuDkgJYgSEyKT9xECHJNt9QM6zE5BTEnskcZ8TblBCYK4w7IU18cTiXBbLglFl7Cr1tLlrFZCOtK4StoDrIr4h509FRObgpBXjwAl6K6mbk+Lq/ZytLOJFl3w8/0FgrsiARM+jzIsQtTZJ0MloKeg576fGImMS7i2iITi0FYhUqsjUfvW0iPCSE3zcaRiZ3GYOpVFROIgLBUCMQZ+G0W129iRLwtmp6ih+PJ9prdxQwlHZNlj4hl7iLhS8sYUSMP4vmxFNXNLEPOxNw0+evoLRlz8ww0RMCTgnhCv6TQ9DmZce6/LOErxFoNtlhkewLxnkpN5VIEXItIevSYmwYhbo3XZ0eIm3GQe0m9aR8U32ehELUVKmWhaZDW97ySStvkAdox5qa4N3JDo/G5KUPfLQWLdHOPFV4Cm5GydYO3EopWclOc0UINxI1QFUX0ZdmWYXGZBe8saLEsUeG08US9jeWm0NeuE3LTPCcj99TyzqHSkizstlhRaiFJNvjz1mLCHdWV8Gm5J0qtVdkxh4RC+oFobTRK2DgQTZ5leF301PpdHWE5aJ5fK3ktf7MnN7VkNRl+1hcn2NZAHVp81zx34gCvlDehOhcmHbKSgTIZUKCBhMh9Ii/RyiM3i68jS58kARjFW8ol3GYoWiKuJB67mJtixZRJbspkQuFWfpOI4JWWVv1Efa0ECJOK2Xgpl0luljM/5e4Xk3Wh1B65icbYt6f9w8HvRUIhjzfKb4vFMMjE8bl9ZIOa0i0sbGSQ2FBCV+Cti09btOGfHbXEBtI+BqmwyHKeKaOMmUyN453VQb0er3OyCsVE9rtSy015DhuAVBr6+8WtESR+C4OGAqUrYgW5SSwKkkxe0wGuteAToe+aLQlrHBQq0W7QDb9qcFDEdODMY6rTc6VYjbxUhu7iUiaIyM6MycjOVNzJotMgNwuIbfmhgbl+OKbnpJHGd3FI69yPIjcncsU7taUz1i79VkIcdoUlohEyxEzGid8ywk1bj0cgJ3CgkHgTJi8dLSP92OTCMxL5lNosAfDDCAAAIABJREFU6grd342uS2tOs+9gOfjpJ7t6cxwFQJzswsLl2yAWDbd0yw2OOOindHf7XFqL11nXpW1gbpdlA9OD1cZ0MjjQAO6ExvJHBXksiMs2iIgFMQCeudB4THP9H35y4L8JGnT3c6s1aDlDVmVqF4FsmrBnAbHWfHIY4Wq+INTI/lQUT2OdTCjkbwvQczYfk00cllxx73BSxmLk5vDgrbqZBRUtMVGYxv1OAf21Q5Y8FS1fDgcOwH9bbguN360fWsneCKvvuGbNrZ5RIqAndsj480kyr4ncNG6j9e7Y3RKb97ySStsoh1WF15wu9B96HLx+PamQeScuou+WgqXcvHsDaUj3Q79+Z/Bbc+QRC7kpDu4+IvnsyeUSkHafW5swTtej5WZxUqacs2qD7sbbTtp/lESglXpJOHnwRn/LoEFuiszTrjhe4xKpEnLTSn4ZxkC/aijh1l6FRaaaxO67Olbkpj28mpVoMiC4E4ePbTnkprxE81Mf1ZP1lEnoWftUSjdJh1tYEPdzRiRFq0ReJLfUScZ/zD5RVwXkpm2zWcEj+Wg+NjAyO/wosdDascyPdPsvsV9UgkuNla1BclMglCHu9xGIHeLduqWsCobw1wW5L9RaNLaHmYkW8cwWJEOcSZgF12yinSXUsEAnMc0L0WyCX1dGmfyBUJoYt0OfDLZeYzNdo92plNyURlMJ+GEbuFuhVc858oTFcrPgjGOjfA0ktbidsQMwOAeW+yHoh2bh4VZEWTNcn3s/0jzdSlluCo/aghhK+jxMFkLt6tWrTJs2bUKlR85xPxwThjk260gYorUzMtG09FbusDGoM3s05jQrXs8ZhhONTZa5mNBJqEZjYjElfRBp1oKtBk3Z04fdqN3aBIpYnMYmKyeQQiLTbmFKjkSUNQKs2qWBNS9+NEJlvyXo64jAaGWAZTDytkXn5GNmGJuPx9Km+aAv6hCpdaOC4N2tBUpbugqCIX3BmIlJQdBGtXEHbgJBHruS0JTWyeASZjdrdTLWCc8yhq6K1CYCWgKCnElfyZKO+PGFengjp7tHudI0Lc5oZYQFRVOh63qpA4QxcnsrAeQBrM0dpsExU6lRg75Whdv52kYZqWL4dkoWsVvLxs1WTJGb1ySCGeLeVjr6fRxLBPLf5KJxWtP0fuSQ+b7A1UbvWClyUxQrqrRd0wAn9OVK9I2S+m4JWEpu2xnwtkKiDtraNH1aXPb77wOXEVa5YGkJ4xM3AwFTbN4yyU2nz6b8u2mJKnLT6paeLv8cmonj9wWIHXqXuqWrCIb81AXv0xO11cskMAXxN6+F3BSrRrf4H+gtJ9vzhC6z67oxp+9qMbd0v8su87mDW7otug7hC8xli7ml+12cHPCTC7jk5Ukq5NKyt4+S0Cuum2hcUNTrlMDQQXwycbytHfT7jpEIuBy9c8u13LRvpQjmo8RCa8dmforuF3aJHSfPsqpRcnMkgJJl7w+NzNppKmoWKKyBW0dMbiNxj8jQZb1lMAtAOWXy5GYqMI1Fmd7CoLiTRxaq0tNKyE0jZF3YREyJTtu5pZciN82D7U9AwAcpD2RCUFdMWbOG/iqRUEhZblYgVjmIeuEJYbHpQGyK2kSibMNDt6D2NDQsgPhVTFl48+dewVG1JjWy2emx8lgV9F4VvVYEZIanHKSb9dOOblor6pUJcETKex80BQtd0O3IzaKWmzmd2CtFbo6h5aat67cYWAbamqDlKISEJaq++ZQiN81YD6QgFICddXn/Q3EDICwxo4C/TktgJP4RyYtaIzqJrMfXFAmMjJgdTnNY8pR8rZOv3p9wBMo42GoxoZrlpXKDdLV62aGbjxe13rFT9rPJAG2LoyUsNo3m9LUqLTbrtAuOhj5TuAgHctMaxHDCQZ7kDeb6iXpbeUJYbJqJTTkskelV+hhWnlBoOI6Qjk855GZRpW3y4FwuuVmWvmsZtlWXjbu1EKZGBBcrSjJSSr8W2nrYeskI42RHbgoyy5XGa04gUya5adw/FHhViTsKEYfTlNBRkZtWcnOgjLOq2evCPMsaidMfukSkJSHdex13cGvSmOFqipFWlZBfk2eNTuaeFvuuSjf1EYmZrQmFzKOvZH71GJaCJPVqcTLzsqbrB7mRF6RSCx5OKNRAdNoiREoK22erCK+A9Kg1l9lqk0m9KLkpLJib/LiMBNRlTHiuP4q39QlpsVmM2BRVjQW5mba7MBgDctOexDYAMO0Xk9xCr/bIzYE4nrk+WgpMcjXA00E9HlQ6RMOCFGFLrB9JgCYDiIxRA7Ymx/1EWu8j7j1DwtuIiD3SlPQVxsfMJQk0LiYbvUSkrb6sMppYaBtE1OsUEL+M1XMdFqmE3JQ3vGE4lTKF0dO9PXssbumVkJva5mryXitluenJuzjbGSHI2/asbiyicxfCUtCcJ0HF3LQIu05sBgYsodSsa8IhDpUsJuJ0NkJDAvymSyc5t2E4KbxxbdZYuYeN63B5TvCQhTu1D/zClERkFTdnEdcnvm0rxIxYnHr37MjNSmJuOm4WLZpA5WJ5F3jRZMUxN/VNYDhjmQVWQXw+0aDHoBsFuSmrS8I0kU1LZ/YNc5itQENY23wkedwPbbuhzWQZWhCH1OibZeNS5OYEr4UxbM5WpwKZHMbXzLEBEf/KzjpIC5ofbHG2bhhxgChDN5OJACWxGaO5N0nUXY5TmOVWUa7vqJ4VxZRQyOqu7nipMIb4TtWqdGIzMOAnLojNEfnDtBjzgeZC+RDx8d3ZmCXckwmk0VpujtAFJmfIgXL1jbL0XRvZM+uyA3ryzIKcdZapEOGWU778Hw0ng+FY9+Z7g1SIxmQrGSNcjDzJg7wfM8hQp/WgR55ptsbcFJ+/OhVz04DNjpQp56wq4+z5WvT9XK9NxhVME7wUxW3nTVjGBZetxZfRWWm56aHBzoV2qu6LNTyukt9VO3mQhFkUt23GcHtyU8aK7I+M4E78jR7qYhlCInOv7WPhcmQZjRSNujVeZsQzSkKvGLmpea2IZLV6UrQSc6oRmwEG/HFJbJZKpVkeualdWgRdFv0qE6VNesgkCjgDDary4o+WMz+j2i9qWPatXas9clOPuenNhklFPTTWZUmG2lgc93Ay5dfJCS3+j18EXZVlcgwkgrjbk7iNAK9CoW8R1itGzM0sqbAHd7glnyE0lyLU6ibt08vkhDu8h460qa1yykhUtVvsnIq3WZH4V0JuGnlFPIYSlYWoD544AKzS3ZRLGWO5NG4iWA+JEDKzGVktSbDwiBWGTU7KmhFzM22UA/ojcF8E+hJ6MuU4eH3wW1deWRNjdKfz2dKHM0SuVfk5hhU6EQoxYTqrOkmRQ9wmo7iMpxmGqJ7cWiRiLQjSb1NvuYeNigRbFR4FAro7dWwOBCwMtahN3gi8BT+zxIe0IzfFoi43W3qxmxCrQA0kwN0Ob/yw0Hq02GgNIsaJXZen0Sf09LQibsJcKGa5aVijnYyipabMQcyrZT+XpueiMzoZ/NsH8qy+EVMDU2paUVRYxbZ4wReDgLAe1TdWEatTxDYV9SlycxTyXCuv5EiFWlkUdw/HMc+mo/jaAjKTuIxRLiyoRMzNmFEmh0gI5PLXE+13DrNjl9m3pG4mrSY6Yf8Z4p5yiE1NvyoMEZHTLJOFNbLMOKf/PmcpJGLaupAf2gBEBaGv4gRVJo05UgEXixJtHBNJqBxOc7l0iNa2JJ5EDH9LPdlkiLbFSXy2B2W9B6MhN0sqbZWNrpqly9Y39JxuxfRdcf9XVJe1yZYuPmFt4r00NMZgQSzvKWMkYDwwCKsMw2iTTl0XbiHakiJsJi/KJTflHqO116frZ+VkSzdCQou8YHWlWIVqTuwYtW1LypRzDpUx9LxkwyminkbqsklCbYuJe06SMt/2m/t5LeSmEXMz7bOEfxsjIFQ1lSFQ1ndVEGothOojxCJuGnMZYl4X/oYYmXCrDWnnYLkpCbgIjb0xwjIZs8ad+LJ++0Q4ppEIUq0lVE8kFsHdaOgZDcQyDkRjmYSeFaziyQ7dNEXc5cXb1BPpJdqO5V3lS8xMeeSmiOrgp9HTTyAewy9isGVThD1uYq1x+3ie5WJRzvyMZr+oTCKrWroGyU1xVusnFvAT2HmIs3PuZaknSDjk0eIhGo9eJijicg7O4d6lHoLhEB5zoYEk4UCAcM8bnGU+D3X5CYf9hXH8sv3Egn60euazdG2IcNBDs1kXLqdMuUJX1emuvcYrIjcFmRgDfwAOnYX5D4EvAK0ZWBTVz/BlkJvi7B4LQjgOb5yFOfeCW5i6e/Ukxg5h6Iz2/O7C/B1xPwRi8G4ddPnB36ApcOYcBilhPBWCd4HlAfAMQEf9yHwntTdDE9Aj/UZ/t0NTwxYERgi1ErlcRGiuQAB63tDmNhDRjAGdnrIPGxMAxXXfhDz4vmyfidzIxNBnircpeQ+bmJsSyCyE/RDugbNzYKkHwkHym3s5m4Vl01m6FvzN0J4oP46fIGVFvIWCbOTmmdY3nNxvICGCCZcgN8WryTAEIyAyPzAfunwQDJh8C+0yEOvJgwZ+Y7GKFVClIBCE3Yf0+gRufn1DVOTm5F+X4nLXjz/cI7958x/qwh8Oawr18CPK+PCGDkhdyFZfsgBhfxDX9Dcn3Ux62IhLCrvn8f3S82ZkOgIruamT8s3tEBJuEQMa+dl7TCP6D7wL9y6HaMQ+cPPkn9DxHYE4+Mxqx/mbfHU42UE2FcbnDXHg3UEpV4FIGJ+8dHF4RkNullTaxheOsay9En2jpL5bSpcVHR+AcED/DAIPdWn6kbtZvxcLQGCnFrrZ+C3jhahH/2QNfyYz9LeGaIhbLjtKZUsXCdNNVp3pqPapETq8+Jx666Cz3zlJp9CdPf8PzhoGDGM5GTVYlyMpU8Y5NNcfI+APsPPQWebcuxRPMEzI0+xsaVYJuWn1Z5//EF2+AAG/u/BsXoOYXg9dKvu7OoJfCREJux2S6ji7pWuyFpTxXQfn6DG6A21lJOfJ0R8L4A/s5NBZjbsJRcI4OnCMklspRm6WGytcniJkLhXHL+GIzO9yy3XIlm6X0El8P/3+MD1SMdNyzIS8LfbxPB2wkO3FPAW6UznzU/F+MYkWUm2Sm5MIQNVVhcBoEDBC4hV43o6mIvWOQkAhMLEISPOTjDK7nljUVWsKAYWAQkAhoBBQCCgEFAIKAYWAQsARAUVuKuFQCIwnArprUWuf5vouk7ELz1YvBNJaxnX1KAQUArWIgG5SPPDfWvwLYYxk+O21iCxkkzubYC0irvqkEFAIKAQUAgoBhYBCQCGgEFAIKARGg4AiN0eDmnpHIVABApkEBEOQ+C0MWt2CKqinGkWvXr3KtGnTqtG0alMhUH0EBJkpfOgSL2t+e/cuBX8QfHp20tA0nFM76t03++RVf0SqBwoBhYBCQCGgEFAIKAQUAgoBhYBCYMohoMjNKTelakAKgbFDQJGbY4elqkkhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKgbFHQJGbY4+pqlEhoBBQCCgEFAIKAYWAQkAhoBBQCCgEFAIKAYWAQkAhoBCYAASuC3Lzyy+/5PPPP5f/3HDDDcOwir+L5ytf+Yr8u/j/6dOnTwDs9k0oK7mqQT+pGlbyPKmmS3W2BAJKnpWITCUElDxPpdlUY1HyrGRgKiGg5HkqzaYai5JnJQNTCYGxkueaJjcF2Wc8Rtw/89/Eb8XiARpkofj3lStXZFWivPjHqMcgNGfOnCl/F/9vlDHaVqTjVFo61RuLkufqYa9aHnsElDyPPaaqxuohoOS5etirlsceASXPY4+pqrF6CCh5rh72quWxR0DJ89hjqmqsHgK1Js+O5Gb/x9UDSbU8Ngg036bVo+ZybPC83mpR8jM+M65wHR9cVa0KgWogoNZzNVCfOm0q+Zk6cylGouZzYudT4T2xeE+11pT8TLUZVeNRCIAiN6ewFKhNewpP7gQMTcnP+ICscB0fXFWtCoFqIKDWczVQnzptKvmZOnOpyM2Jn8t7//mq9LZTRhwTj/1UaFHtv1NhFtUYFAKFCChycwpLhNq0p/DkTsDQlPyMD8gK1/HBVdWqEKgGAmo9VwP1qdOmkp+pM5eK3Jz4uRTkpnje/b9pE9+4anHSI6D230k/hWoACoERCNQouZklvdtPaHcPb52fzwMeP4EtflpuNfc/w6s7A2zdc4AzF+bzSFeAn2zyFZYZStO7OcALPYf4cPa9POIOsmGTh2/WOdUzhyZ3gGefK9aWQ5mhFD1Pe3kx/i4f3/kQ7jURNnhbuKWKQjcZNu30Tug8Ab/bB7dbsRqEJ++HB/pg5YMTCKTe7mFLk3csBM96WPnoBPalik1NtPy8fxD27oL4CeBOcK+CDavQ1tBxuK/dGYzt78CyOdrvl9+GHVvgwBGtnhWbYF0HaFF1Rz7pzdB52kEGxwH/icZ1HIYwplXOOB7iW+0pPjkR59xd5qpTNP3rImZeWMtfz4f5wLxvn4vyLwvD/ONImsy3x7Q7417Z1/e3MXvNIVhzlHObWvlk3FtUDYwnApNlPV9+O8qOLUEOHDkLdy5lxaYw6zqa8/tirp9Xdod4sUfoXXDHwi5WbAnT9WC9Cb4c7/cG2PqfMX7/HjQt8fDklhDL7ilQqvjgcIjtG8P0vTfIbXcv58fPR+zr2byT35+fI+tZty3MYwXr37IX3L6IG/d8xOmOBpvpTNFU9PfxlIBrq7um5cesQzOfR7pDI3Ro81zby8y14TPZ3i41n1Ln3TJyVFK/XAMrljnrKlXBQte99l+EluEODHBwhQ+2xVmGpqdb9WVzXwvfLRyF9QxwcAUc7IAXOrRy7/fCm3eDx+E7XwrvqmBWaaNDKWKbg+zrO8SZC9p+aN1XLx708IOuA5aat7L/YsA0L8bPOd78eSP7HkzzgnW/rPisKuZ6Lk/1WZoW59yuIE+ubWNepeOtofJTQn4MPMuQI3L9HNzsZ/segxcJEfyl22EOneWoMnk0T7iuQ5T77T8X48mFnTzQd7UiHuDKa34e2+3ipX2eYW7hYq+bH3S/7CB9TmsJBGaldSNTteeirFw4wE9s16az8F85HsDT3s/Kd+LD51lZ+lyCvZv97DP4pVVhNqxyFeWXypqfsjiyGlqsFXSlBsnNHOmdrXT2tfD8HqHs1nHxcIDV2+oJxAO0SB1aW3BPXQgTe97DvLos6Z1tdPZ5eCnh5z4JQIbe5U0cuL+P5ze1cXsuw8HVLrYS4aW9bl3YMxxc6WLfrRG2b3HLet7c2UZXn5uX4gHuk22VUSaXZq+7jVNdSYKdzdwylGTv8sW82XWGvZ2NFUzH2BadDJt2LZObVlJVkGbPLIHbYhC8DgjOiZSfiwfhR7vgF3vQDrhDsHc5HG6HnrUOyn4O9roLy1w5Dl1d0N4DXQ/ClXOwQZCi22CH0MItjyzfDm+1K3JzbHefCmobSnD33e1cjX/Knx42kSRvh2n2hOV+f6VngDOmC476gx4a1rcw9McAH1XQVPWLZpi/vIkZ9/+MG3dl+dt7Ef5ccGlX/R6qHlSGgNgnRTD1WrYcunI8RFdXkvaemCQZr5yLsaHdD9vS7FgmyMIBXlnZwovDuhBcfi1EtzvOo0eSrPy2ti4/6PXg2Zjlx3o9l09HCS5P8Fg8xjKdmJRldtfzC11/s6tHKN4/2tXIsz0hvj8nxwe9XjwbG9h+Isx3C3lSfTJKkZelfq9sTiey9ER+ZysaVy7FXrebNzvibBcHKRsdWh4guwdYF4/QcU+9rcxU1OYUKFxqPp103sunIeh21lWqBo0duTmUILhigJUve5l3jUYI13oGuGfWF9It/X//Mr1qEF1Tw/r5cXidYeyH8IsjMR7TL+3Tm6ex+paTvLo2TzHbt5vj/f1eutYc4IE9HxWSm6M6q+rk5sJjnFrryjc5lCa2egG/nt3H/zzXVlVDnmvBv9R6vZa6J/TdsuRI/87fFS3kRWbHeOWXrRYDkCJyBJQvj4UoVPbt1/iXp+KDrKuA3LxyOsoG9xP0LdzP70zkpu18nIuxTuhCW1Ls6LDja8rTjYbrHkqyffliXjxRhCy164j83i5ix4nH2W4mN3NJti70cHFjIb90uP0kPWtbihjtlNovyuHIJlSCx7Sx2iM3JeMdoDme4anhg26ONzc3snV2gt5VLTAY48n7Q3znSJou4zZPCMCdHm47MsBK8be3w3QsSbLyRHxY6eZclBUL43h0wbnyWoDHNtbzfJ9BmopztKhnMcQ/ZcPDdZRT5vJhHw9taealowaxKizNQv+/vbMNcqO68v7Pb3jMEhhnwZYhweMNPB7qYYtxOYllSJaxTZVnvB/Q5Is1XxhRFcba2mArvCQya+pRyiTubIDIJqlHNqmKxl8sf8koH9YjV4GtbAIjCC6LClseP5BYNgvMGDbWkARkDPZT93a31Gp1q1vjedEM3VUuitHt+3LuubfP/d9z/odv9hV55oRiY6xP6jxaVjYbNu2rNWymRIp1jLVX/w36lsGpHVPSclNVOp36M3g/vBiq3NZLQbwG3+yGH70F37QAgE7th28Nwq/SaBcRMCgA0WB1Pe8cgvtS8MKvqb6d1MDRg2/DB2s9cHPmlG+UWx9YwbVrTzJiMNxvOtTJ378R4a/0cN2tJxkRe7/23Lx7HtePD/HO0138ZeY63njLArDdOMJf3wqzMLCGhY9f4K0tRs+4xqv03phZCTQ/uKkasS8Gqw+67xzq5L5UiBcEQKHbRkZ7SRxg9vrofTvJK+LwWsryzNoNjOyqvrR951AX952IGMpEuH4gx0Nf1VFKcRm9hD6Ok5cHqDwDG9Yw8vgF9pR1Xz1AD3bbXQg7gZdOv8+sjtRrfTq/s41IQc7rUKj6cCj1JEnPiSw9txb57WNL6b9hmFNP6qCHNtfLTEBIIw3P8rJO81nP5rW1VWZSJhbgpgC1g2+EtPPY1UVYXe0ZoO26EvPnz+dPH14zk1KacNtClh2BFg69r5g8Y1fw/D0nVRkLJ5sHVvFq3wVim+rYC+PCKy/Eo0MFbjw/VgNuTuysagNuAmrffTbeoxMWybS+6LRep7UzV9GYKz2SuEief30ryX36mUriKUk2ncjQo0dOOOiRa32sGU9j334JhD6ehfNjPOAK3CzKyJIn+tO8s2yMDxzBTfENa+eJcaPTm6nTbmwj7ZX3X1J4on8nIyzng/ORBtZFiVN7O+k/UOCD8/4qcFOu2WBr1f7gvO5c7BcuMLKrUMcZf7X5wM3XFO7oHmXg7eobfOlOPBjkhYNBa/dpcZN4W4hbXIObqhH26LJhfmu8jaqaEvdl+lqMBp4OkhrA1hmY6tmwaTds2JTghf3wiwFk6JwIO966HR4JVYcvHzgGRx5XQ5xFuM9DP6kOa8nvB2W/WkdNOJADuLnnVhjcpk6oOYRG/M1qTKK9J/bBGeAbAdjSAk9MYyj0RNRvxvXnHDwgQrUMIeflcWhzdEsadt6j/bVeeQsBCHC0/xz8aBn021EjTERwDu/MuFynYExXW6UEMofCjB0MckFWpgKe1/RdYIwot+zz8z+/DvG+/C1P24Y1LNquhai+ptC+r5WP7klz7a6j0H2I8weD/JkiN++PcN3+Aea/vRw2Bvh4l8K7/9jKJVmPCojMT53ks3SYltQr8OV1fLY9wbuhDv6mDerv3kzh2xVlkQjnXdtHabufRX3/wqdDV6q8Sd3IYPn+Dpa+FJXjbNnr44aXFc4fDvHn8svquBd3H+fjNxSuSx8FVvNZIM4HP+zSZANqn2IsOnYalq3ms+4If3syzLs3FPnSY0u57nYjGFxg5f2rWLLF8DfpLatw6USWs7fCovE8N++OsmTgqFpfIMb4k0HOa/jU0sEAy98I8tH5GNemTsOuYQo7/JTcDHqOlxHr+fLly83rOWS61G1kOiQAOhRWAS55CEqwSQJbhlqkzVaUxvcd4rDb7+PQf1mFSur7tHbJbAJSZVvHIvxnObLG2NNa8HLpYJDlu+CjoRTnbtV+f+oQn74WY3H6NNy2mUvfizPa015ey42MfbrKNuf3oMDg/at4MWTy/KoSysTATbmXDAb4sG+Uv9sVZ8FbwMYIfzkQ5tKxGK279zL/7ZVc7otRfCpU3oNaX4tzkyh/QtAqrOOzvijj2wLl36drvpzacZrPejbv+4PwT/1QDuN2snfF17CeLSs6OwYDT8HBFLwL3BWE6FOUKbwuvgkH90FK+/3mjfDQ4xDUIyUswM383jZ+f09BDRNt0HOzbAufh2/0w6aL8IPzlcvlsk39ZRMV0S5rp4KVf/exnJKzf1viNDWz6HfTJYF0uolzl2nPrB6QCkI+w0955jk/v79tPa9XeW5qdTZ8VnUAN3e1VTv2zCIpi646rddZNhxTd6v1SP+eV+Mo6l7/223vlaM46uuRjm846aOF5GyAQstvv8B07o5z14EQLwbchaVLnGg3RA8kueulpfSeqO+5KSJagt1ZHjACuy4nvMo2Eu8IO6gvwwNPJdhKlH/u99eAm/m98+jF4uLvD3GCwQKP7PPRF8w1DG7q+FjZS9XNfuGBmy5nerKKGQxlo/O9ypVQqyyy2dIov/1JgCfeDJM6GNLAzwKDD/g5fLvmfq2Fl1fC0nXj7RSPkNA4pFpM/J5uyqgbf6r7DAerQtBzPH+T+eMyWUJyV89s2LQbBTdfeAh+vgwO/FDl6NRDxb8wAHtE2LFmiN0YgIGn4R9u0MDGAzBwAulFKz3+jsGvDsAdN6h1PLoRvnEM1RPYxlgT5fb8BB4Q72mHfjfgpuB0fPhcpT+v7oU+wbk0jaHQ7jSmutRM68+HR2BdHwy8rc6b8ZF68zK8cLjijXnxJegIwKG34PVdqjH/yW2w5XsWnJt/gGAQ/vVl+EKyDu/rRATn8M5My3UKhnT1Vf5BoX1joRKmXcrylS/HuSR4OElx+9o0F99IcU6EaI2luf3OOJ9owJwwKtqeuf6ZAAAgAElEQVS7d3J51zDv7fCzYKxIcTl86bF2rns7yviBCO/dAK0vRlkWzHJpKMsZ6VWmAiKLl23l43SCd29vpeU1hRXdcT5LF2SI/KJzKdrWxrmcSvPfm3wsOJfilu5eFpyHi42Cm2JMazcw7yeqt+aiP8T5ysYMH5/ISIBRfTQv1qF1XNLa5FyKW7t7mbfrDP9PfGMEMHl3SIYUv73Fx0VG+dJjHVx3McF7zwWYL8CDZKACBo+luP3OXhZ0HyqDx9e+FOHWXW38+XiE86UcqwLrWXTPEOef7KLIKLfsDvCFl4L8ORPhPCABif4cnx3Ica6nlSXjLRRvsIwfvnpdmGU1NPt6Lt/yv9XJ67siHEy9wie3bWbL90ycmzVyL/LCw0t5+HrN41KCmym2mA/Y0mZTDfK7jqlg6H88CYd3xThy7DTXmLk7611g29l42lrVOTdVYLNIKZWmIEPmtbVMZd2oa1UNvX9Tht4359OU+qNFMN04dIGvndD47y/W8taLyKYt/QW+o4elv6bQ311NZWCWurqX/JrL29X95m/jOb60VXArr+SzbSnOb/Pz0XiWWwMbWNB3iv8Xapd75aqNGT45luKdf2yF8Ty39K+hZeNJ/ritQ7usao75dZrPejavtE1fqgB9Tvauoy07DrG74cNdEOtVHQBOJeFbA3BoCDrG4ZGNcNM+2KlRLcnfH4fn3kL17qoBN4X3VZI7hjQHlAbAzVN74VsvV2zvPx2Cvu3wgcEWrrKpXdQtwE0Rll7461z6Hqkebi/2a+dKCURkaO+D1yUvp8gzEeORJ0PyDKM+JT4cK3H9cuHZaXX+nOhZtU5Y+q4Y9KcIarQlzbECG+uF03ptrLZmK12tRxJcO69HUFRsTsmpWqYdcNIjPTLWSR8tZOH62696VP789gypwAjfudMduHlxfJSLN/jkPifHWhfcVPV6z5ePW4TkO82jyTYSxcdHeX+xj5taoC5eVVN1noGuLs48PkLshkTZltJzSIho4mfuDvLO43pYeo7nt66nbli6q/3CCSNzkkFz/958npsS2Y+zyRhyrodHPVXr5iu4mnYmc5x5uZVAKs2jmwxGrOA+eGADv3hZm4S7v8/AQYWvy4+BuvkfWXs/X98e55EtbSzWQNL+lwIckvyebsqoC+RIj/mG2wM33ai+Hbm68d1H9IRCmmdezwmqPEeEMfToWu1WVzPEfmQscw6+sxbuOoakLJDlb4dTT9r00CahkCh9493wo+fgmxoY4QhuanV942UI3l5pb2ADKF+evlBoN3NhLjOjH/0SPNMNvxcgtZlzUxjst8FFHdDWOq57PXwtCI9ongkCkI4FgafgWY2gXhQX4eu/7VN5OOsC7BMRnMM7MyrXKRjPpFQpwcwgl4+NcuYfQSYZerxFBd80T80FT6mcnBKY6/dV+DYluClAQtULUT4y/DtN6eUsBcO6k56TxyKat6QKiCzap4GG8sUCtz6wqhwiv0J4V76d5O2nu8reXzccCbGib6BhcPPal6LcGhjlr28lNZ5N1QO1JWj0stTAzS8f59wPK8mGZBj+uUFGnw9QlOO1SsBkHHuOjzQw+AsvhrklXeKzVCsfaYmZ5LhI88cdfr4gEhwd6OLC8Yi419EetW8Ld13grU2tGrjZVpvYaVImf3ZX8pUbLrFw4cKm5dxUDe1RvhYM8oiWmFEkF4oFo3V4pkAlt8+yRefc1ACvDweM4eS6IY8EN29OzaM3vY5Nd0fZ+aTgMS/x/osxHg5m2TSUVUPV5QFHeKdVe3fWPxDonptneH9ZgmX9OS4NZLRLCtWekxcVT1WDXXKt/qRD20eaU8+a8nsggexePri7j+4ntaRSIvnAY108S5zU83oElcrL9p3th2VUivAy796XZk+vIVGVSewquNlq2Adh2f4Ovririw/fV6R3oXhW7J3HDW+oe948+U571e/NOZvOnmC2nJuvwaN9cMs+jdPdhb3rZMvKMPd09SWwUW6WYfBmQNEMbooz2j4fP9N5FuvYy7It3eNyHHbeBu26E4HWEUFJ9MQNFp6bwl5zAW7O9rB0Kz1+ZzDAfbtaeE7j3FSTgxT4dirNdzb5WMwov90doHJWNddiD242fla1SSgkmlx2Lw/sS7Jz08zllrjafaAp99+rHZT2vlmPrD0H7T1zrUFyaFwftQ65/PZLLufdPg6I3Cfj6reo0YRCjuCmBACTBExYkxvR19hGppcaATcF/UvwWFjNBWO4KC6Dm4L+QXCIPvAgQyLKAVgV+CU/ey5kSo5d6YTr+amLkbmRRPOWaT5wExWx738jwsDhqAQiRUKhR7cn+X09DoNzaWJ9YT58XCPI10lid2WI9Yqs5eaPgbr5H9x+nBeeNBLp5nj+f6/n9acEWFlwUUaAZR64OVEVb9RzU7RzcQxefwP+JDz0jsDvXoYPdANKM8SqvP1MBpJMXtMHd/XD1hB8/XZTwhobg0q0+7M++MUyG0NME4JxTItfhHVBQ5iRXmaaM3RPZH5m8qN/5CF49G04lEZLIlYZgZ1Hpw5uVgHbiMM3/NMuOPRfarbPdwYheAR+9bzq/euBmxPRjsl+Rw2nvnatCjTKw24pIcE3EUJuBOOWit/OxSvgnwT7RquAN5lwqK+D8ferEw4tei3KV7r1RD5aWHpVIiOd/3OYkR0t1eHv+pDPCU/S3gbD0ot86eGlXHd9NWgpw/EPBAzAotp+S7cRcNUO+ic0z8tSnlWBNSxe3MfFUJjxbj9/rnJaUbPMzz+ggsE37/axuDvDlce7mLdPgMcCuOxi3k9EkqZRbn1oBdfeOswfn1RlrT4lbvm3JXxhmZCDXwU3jd6gkz39s7g+cbgW4OZbxYVNOQrV0C7xI1Polfz7Lr91CLm0n3p5t3+YgR3+Mmn9qf1+mQjomaEkW25tQSQU2rM1SvptlSdKgpsHvs+AiWtccneeiKvh7S4PONXC1C4iAlshfRh+coozoXaDvmpreegKfzQkHhM86/9rbZrSG2nV67sJn5n8ztqKQwM3L+4zcaDKv0e4a2iUh76qJ//s5MBAjG8uV/UhFqgPmqvgpr9qb1ZD1YMGWhLTnie89Tf2sGDtDj7uC1O8p53xJnXUc5pPuwv9u7ohsA2COs2ONjn17F0nW1Z4fv7gTvitA0f8+3+AkbfgT6/Bi8fg929B2anABG6KfeMHJCqJalwAkHIoVra5hf3VqOfmXAM3ZfK37jg3H7BLcKKvWtUr7/fbragjpgDcNCcU0p2B9vmqE6A04R5br0tO63WWDafcXSs9mixw01om9fRRe8PNt7+U45nuCNfv0xIZat+iyQY3T+3v4FtHIirneCOTbGMbGatwDW6KTPDdaQJ64jALcFOdxzRf0y82xkcYfKzTdMnoZgCm+XHEyNzU2bxlmhDcFMIq8MK/hXk2fZQzizez9XGFB1pi/PO+zrrcHpID4UBAlmGvj2+9rPDCYaPiGl20izz/v9doIKYxZMl4i9Hiokxb3bD0UwM6j8X0K8Fs2LQbBTdfeBgePgZf2wib7oav3wMju+AJk+dmmbNIiN3C+Hr/JfhFEo6k4YNl0N0P39mGehNSx1jTQ5+fewOZxdDJcxMzh5KmBtMNqE1E+2ZKf+QcvwmHDld4oYz9/+1j0A+88rTGs6r9KAz9f+qrBZJ1o/oZwd15UfXi3XKCcqKx6Z6LmZLrRHRgOt+RB9yXwrzzdDtfvH8VC79XyZ5eCaMO0PLAKsnFKTwK1UOTADdxPCxXygqvRgF2qIAIVeHlRnAT+bseCluWhRbm3RDn5nia227rwRr+Ws4lLQxeD0tf3KPxiWqNSi8mHdxEcGSOsDwV59r9+5kvuIc3bqP0uMI7XxV8ohVg8o87WrhlQ5JLQwrsXsK1Xz3Dm2uz/K+1ef4mvTj1MHibme5XwdjFFuDDdOpGM7fV7Jxv6i1+Ry25vY2XAOfS7Az0cKZvmAM7/KYsuEVOJSP8YN8Ar19cTXd/nEe/mue+QIEDbyW4MenjWzqIaZi0KmO/XmjaLj+/+q8od9RMeCXs/NP+Nham4aNjGk2FLGu1lsW3XFAypLjogZuNLaGxNI/c2cMdNUkcDKDJ3TkeuVN4hRuTf8KHR0Ks62ut4c3XOzAhcBNYPJbFty/BEgFun18OgQh//V6E/769uVBOp+97I/aGo70rLm/r2LJW9mmVIpyDnQH43WL4xkbVnhaX/Xvuhrv0iKkqcFM4nwT4YLuBd9cluFnDJ6rbbcJGHpy456bYf0VCoTN/WdyYjjdhaQFkPNQX50bbzM3GTjfqcVc/LN3+rFqnHc2b//0ZPOde7TQ6rderrX8m3rfTo3ph6XvWnuS3hoSear8biUCtp4+aFBy//REu7vbLy5PUk9ql6pSAmyoWlA7qCbtczlJd26hShztwU036c6TnDD/Ts7TX2GQiU/sKfnCryQlvPM3O23q4Xkt87a731fNzyhEjm73e2EIeTQpu1k6VRNnfVNSMnDYzaVQoLIlbjZPbJpUmvcV869VoGT/53RpJbDljpJdQyN1ic/CaMxlNAli8LwA7DcCUaMcqLN0J3DT2708vwrOPw+s98MKTwoiuk/1RM/QkUOYC3PQ8N91qgnQWY/BheEJ4bNoAm6K2Z26CdwbUkPKq5w/wzY3w3Puqh2b5MczZ115WCfvtHn1eG+h1w0XnojHVsBCsXhCh5MES48fauU4CEgbwQibASfLJiTCL1sb41BiCbgFu1vfcLGlenk7g5uR5bn7RMvRbCKHAyq2rWHLncc49KcLQtYRCDuCmUXzXjuW4aV+UJQdayvydMhRdJGF6DpbuauH9g0GuCG/WYyH+fE+CL0oQWWSat85Ub54eK8+qSZnzOVCJ8BwSCYXOfXRtc47mD4q2L5qS/Fh5CYjwp8CD0mOzFti0Hp4xA++NAkhNBaozbEvveQNnuvBWWFvL3ekmodAi6bHZwgpBHbFsiPee7mJcdsvGc1PSU2S1y4zmnJ7m/B7k5cU+A1fUpDHlxwhuZlUO1jfS0haqfG8rHKxVf9cKTBTcNPbihjczfHF3mMUngnx4QuHdJsI3nebTLbjpyt41qbTZln3xAdiz1t5z89Xd0PcmvHCwwl2OTuNkBW4KMKs7T+B4pHIB4RLctPPclDychoSOE/HcvHLlyqxPKPThS1H6A0kXHpv6pGucgQ2AUhM7qzYKojbnPmvXK6f1OrtGA/X0SIap1yRmNicUstnve5x4qw36GFR5Ml8sV3W/6t170enb7yN903qetRP6LpGMBxlRayzziEUm9bph6dIGiXCXnoDaxSTL0HCXtpErcFMDbSsyqu7EJpkMbDIjg6v3i8a9eF0IqYmKNB+4KW+Mw9whw150Sako+8jjGteTNNZz7DQZVRIAfSkqDesPLF2OR0jdfwcvBtVQG8F1cN/LYV55LlABTAV569oN/GXfBWKbWl2VMRr3ZY+D1xS+2VfkGVN41nTO/WzYtBvx3JQ3v/vhPzLwD7ogNR6ftCksvRFwU1QluYeGtNtjJ89Nkc1SC3GuAla1Psnb9nGtrnPwkOYpaMww63FumlaCBmw+ex6eE8Cm3WHFhodK1iZ4OtfCjSktMZTWhJzbA/Cr41h4BHlh6dO5J9VvS4RTh6G/k8XHOgzZ0cVbasbvhRv3sCitc3FqtVmAm41wbtp7bnZw8+42ri+lqvgvG+fc1ABMm+QXEvjc7tM46BoHN1UpZPnKTRu4rHuhah5rn+6CRcviaiIiCR6P8OnG/czbWPEMlRQAxyL8z2E9G70m762rWBxQw+M9cNNec29f+hmfffYZf/rwmuZZSsaeSJsmwo2pvJowr7wvdnHfga5yNIxqvEf5oD/N84ZQ9MobKuClUvboBx2VWP/nd2oeEOeSPLQ2y9a3kmoyEm1jfnV3G33jSe1y2mTPyTKq4T3YbQqDLjdenS1dTTCT5LOhHH80JAdTwc9KuLp+qaBy9zbn05x2WgkxZ3uWZRjcZrgqlPMb5xuCp+zWDLHbulls8h65+GKYju2tNdQEuvQnA9yUdTUp5YDTfLoFN13ZuxYqbbRlP9CSZxoTLxpfEfbrwY2QClX+qtP+WIalv6aw6aVOXtzhr7zgFtzUuNJXmTk3t8ITiyfuufkP138i99/ZnC1dBaRSrBrIsmdLrceU9LJ6K1FzVt2zNsg1B6o9p9WJsfa4m9hZ1clzM8iNVef15txn7XrltF5n02ic9EjYgD0b8/yr8fssQbYkmywzhlvrUeP6qEtxAt/+KfDcVJMsimS1WlI0h0l2to2qK3AFblq1WXPhLDzll9K/2JQEqpQh9uUQXzBFTehVupkf67D8aoxsNum+ua/NB25qnJtPjMdJPRfklpYir+7tom8oyK8y+m1hgSMP+dkjiM1lGQNpvU5+L0DSjWEoc24Wye8P8vD+Dp55WVGzL5dyPB8IcKpP4+UsFXhhV5CH3zC05apMnucDXbzak+GZbR1cP57l+a0beLXPzlCfHpWZDZt2I+Amf4CejbBFv1Eeh8HH4Ik00KeFKddkdqwNMxfg48+vhwNPIjObCdeP57fCq33wfK99WLrOuTmilwP+lIR/HoADKfjmcnjnCOx8HH6/tmKsiTE+/EYlW3o5Q2Q/5H9o4vucHtVw1cp06o/IKN97TMvgWc8Lw4a3SR+Q5NPcDz8aUOfjQzNJv8XI3R42XAnNRaHplKuL7jRRES2cOr0ctmcYMR6qBXe9TDrxOmw38UNagZsIDk932dLtwU2/mi29O87lfWq2dMYyfKmvm0Un7q1OYFRHimpW9CSlY3kKBnCp/Io8pD/I5QGRRb0kOTfrhaX/VdaXpXQsyXv/2MpFStw0GOLvd7UZvJhUMHjJy3dV2pVJmzawiPurPdmEV+yGEPP6Ury/o5MiRZYdCvPFp3z85YQIXdeypZs48ZpIcWa0K2I9C8+h0/8zb0b7Ua/xdwaDBPe38SOdG/G1OI/2Kdyyb0Re4gpb6Jnu9fxu43AlHMyiQsm5ORjQ+NBLiISOwV2t/OjlBN+UYKbKw/jwG2EOPC0y+ZZ450iER/vydB/LlcFVESr/rX2t/J8DCe67Va/HxzMn7A4b1eCmaGfFXj83DAUZT0d5r0ULW1+2mVJKzajd8mYSXyDKlX0jFQqLJpyhpv0eSE6uOLfs05KYjOcY6A/wiy8n+Q8ZQVXi1N5OvjVU4dy8eC7Nnv4wH/Tl+Jm4ULF4JgJuXpaJoVr5S0rh/PIWLlHk5r1dXP9yWEsO1zwT6zSfru0NF/buq062rEW29PdfhP7t8K/H4JY0fGuwEimjJ2AcOg9bU1piI4NNvXh/B+k7c+y8x2CkuQU3RaZ2AbYOwgHNPnOTLf2RO+GWITWaarGFbXhb66d8+umnszdbuvQi64UDhvBUszrLS4UEtwyk2CmT36pn1R+MRwzJvYwv2YQTlyZyVrUBN3XOzTfCJvq35lmLbnritF7d1NEUZdzoESLMuYNf3JDgmacD3FIqcORhP3uWpWwyhtvoUcP6WJFQw9/+KQA3pQdrMuCOb9OlbWTUgckDN+HiHxT6Nho4N/W1fz5M6qANX6ib+XGDkTWFYk+sE00Ibgr7eIQjuyM8c+Ao7y5bzTcCMXY+GazODKWV+Zng5Ty/nFUbg3znKYUtRv6dsSwDT0U5mHqFd1nJXcEIUS1baFlc4yMc+fcIaj0r+Ua/ws7vBfmHsteBAL/clMkx8FiIX6RP88GX1xHYnmBnSCQymrlnNmzaDYGbAkwchD274Xdvw81rIbgdvvY29KY0zzwX4KYAM4/8Oxwcgtffhhtvg03b4ZFejcPRJvuj3t4DW6oByRf+DZ5Nw5nFKiH8A8tUA+4/D6oJa8ST3w9P7ENmFO3eDlvOw8PXaxneZ05F6rY8bfqj3egftulN2YNATw4kPGfNoeeGdwUH1bO7IX1CndtvPw19JpJ+Y1OuDxuTNE/TJtdJ6u90VqMefH/NJXNiEMEzKTKod+/k05SBb1N0zhLcFD8UuXl/hOv2DzD/7eWwMchHT8V473bBSykep7B01Tvl795M4dsVZdGxs7BxBx/1t7M4mHHN4ycztKdCdTI2a6HhF3/J+cNdXOcAbl4AWl+Kc9O/J1jw8mlgJZeDYf72eJR39GzxZTDYmIFYSx50/pcmr1jB4Znjlt0xWgaOavVF+OtTEd7VvoOe56b9Kpgt6/n9l+I8uztO+sRZbrxtK99+Ok7fPaoHpvToEbdCls8eA1+nuCQO88S+w9JesrSpKPKnwRh7/j3F794a4+aNO3j0qRhbbtc4cmUbJf40GGXP7r387m3VfnvkJ3HuM+hvdVfM4KawyzLcdnc383ed4UzvKF+6aT3zB4a5PBhicfo03LaVi88l+G/JQ9u8T1Prj9GGXraabmHXbuss2zVijzXO9Y23bWbL9+I80uOULb3BhELiwmUwxg370yw4cRaWreaz7igfPhlizGirN8E0O81nI/aGo73rZMsKeYzBwFNwMIXMRH9XEL69He67XY12ObIbnjlQ/ds7D0O6Bwa3VRIBHXq/wJn7FW48qF9kaMJ2ypaOITmRADgPwbM/UW34b/RDTws8+qZ9kk5hOz+6C97VHRhMczzbwU3pQSUuba2e7kNlio+Lb6Z4dleMI8dO84FYi4LveEeXTTKUOlyJ4pKiobOqTbZ0cc7ti/LQtoBt1uYmWI6OXXBar44VNEkBt3pUi68oxH4YaFiPGtNHo5Aa/PZPAbjpmEnd0F33tlHlJTtw0zoU3NCYDQ/6h2+m+Llh7ZsxMdneYLCKDsjV/LjByJpEvxvtRnOCm42OwitvKYG5smnPxekVSXGeXwsHhadokz6e/kzNxHhynRq5TlutksevUJWdfdra9hpqOgl467nppmRWdcjTn1k1XY6d9ebTUUSTWkDQgly6dGn2em5OqjS8yhqVgLdeG5WYV96TQPNLwAM3m3+OJtxDb9OesOgm70UttOjrKXhkk+rxKcKCHt4O3z6mZlxv1sfTn6mZGU+uUyPXya9VhLYv5brz/5cLz4Wlh9Di8Ty+x7pYfGeG/97RwUeT36hX4yyTgLeeZ9mENVl3Pf1psgm5yu5483mVAmzw9dV/f0WCm03LedzgeLzi0ysBb71Or7y91jwJTIcEPHBzOqQ8Q214m/YMCd7U7Dsvws/2we9ehg/MYUHN0UXLXnj6MzWT48l1auQ6FbUuGs9z8+4Yi4/9mvlvA7dt5tNtMT4I+SkCK/bO44anHFreNcyIMQHDVHTUq3PGJOCt5xkT/Zxo2NOfOTGN5UF48zm98ynk/cknn3jg5vSKfc605q3XOTOV3kA8CZQl4IGbc1gZvE17Dk/uNAzN05+pEbIn16mRq1erJ4GZkIC3nmdC6nOnTU9/5s5cipF48zm98+mBm9Mr77nWmrde59qMeuPxJAAeuDmHtcDbtOfw5E7D0Dz9mRohe3KdGrl6tXoSmAkJeOt5JqQ+d9r09GfuzKUHbk7/XIr1I8LS/zi+aPob91qc9RLw9t9ZP4XeADwJ1EjAFty8Gll99tlnfPrpp1y+fJn58+ezcOFC+d958+Y5VnvlypVyOfHBEnWIv4ln0aJF5XpEGIL4TTzi9wULFsjf3bTh2AmvgCcBgwQ8ffbUYS5JwNPnuTSb3lg8ffZ0YC5JwNPnuTSb3lg8ffZ0YC5JwNPnuTSb3ljmqj5PGbgpgEkBOgpQUwcljcClnUoZywihi39GcFO8JwBMAZ6Kv+v/dABVtOc9ngQmUwJCBz19nkyJenXNpAQ8fZ5J6XttT7YEPH2ebIl69c2kBDx9nknpe21PtgQ8fZ5siXr1zaQEPH2eSel7bU+2BOaqPk8JuDnZwvfq8yTgScCTgCcBTwKeBDwJeBLwJOBJwJOAJwFPAroE9ChBTyKeBDwJeBLwJOBJwAM3PR3wJOBJwJOAJwFPAp4EPAl4EvAk4EnAk4AnAU8CngQ+FxJwE1H6uRCEN0hPAnNIAjXgph4C7nFXzqFZ9obiScCTgCcBTwKeBDwJeBLwJOBJwJOAJwFPAp4EPAl4EvAk4ElgDkqgST03i+TiESLxAV45u5J1fRHi8Qj+VuMMFMgoUSLxw5weW8nmbVFiSri6TDFPMholtv8oZ5evZnMwRlwJ0t5iV89yVm+NkkxUtzWaDrKi57Bp+vcwfCWKX/traSRFNBIjdfQ0rN5MMBZHCbZT1dQcVKCrHVJOgfU5eC8NPnNloxBYAf5hiOqCvtoG3byvtftrU9mV6yAcg2iXm0q8Mo1KYCQNigIDrwAroS8C8QjIZZ+Deevtazz0HgQ1BSrmIRqF/UfVenYooASxXYu5KKwfsdHBRgcxp8rnwK9AZwDCQWiz2M2EsJMJyHdBMjCnRl81mLoblVYyFYBUENLBCcpB23iCBmUeSUG2HcId7utU5sHOOsWNi8V9rdNbcjQFK3ph+Arlj+z09mDOtFbKRmiL+8mng1XfWDd2DRjtLGv7yI3t41ymxEg6jqIkGHjlLKxcR18kTjziV/d/q0est14/XIlO7Pc5M8PTOZASI6kokehejp5dzurNQZREnEDbdPZhdrclPyUW+7O0L6MQCdjbKjMycs32qt6KR0kFwpBII752wk4328vGvtbbxs2fVvNndCKfwBmR09U0WsyRiMaIp49yekxdV7G4QtBwWHW3X+udKJGNtBH350nrhrH+UzFHPBxCOXyaMbHPRhPEwx32+yxirlfQa3Eg6gvHiEW78Jb/1Uz+JL7rQo8ojZCKRoju1XERhUQ8YDOH9nrUmD4ax9jgN6SQIrCqF//wlYZwACu7ZzQVYEWNIut9q8Z0qmalNEI6rqAkBCYlzJM+IvE4kWpQqvJKIUnXqlFiBozIzSyXclH860eIvpcun2fle4UMSjRCXF+zTraRuTFbGTrbd2763YxlLMHNmXXTLpFTOlmf7mAwJYymFkYzUQKxVuLZKH55vlYXXHA0Tl5YJ4UAAB+2SURBVC4ZpK2lSE7pYn06yMlcBPUYWCDZtYpExxBppQtfqUAq5CdCgnwqoBn5BVJBP/HWBCmxuFuKZJUuNqQDnMxG6dDO8rnoPAKtJxmN2hwwCymC/gjFaJqUMMaLIyTDXWQCWVLBmdv2Z3Ye3al7M4ObZlBV4DihNeAbgoQHcLqbYJelRtPQoUAihXpQKoLSBekAZKM2xn4JlM7qMqWcisUF0xDxQ6kAIQGMJ0AYzeZHll8Pr9zvgZu10tFONffeC20Ra/BSAJrxX0PboasA9VwqyUwWcwNuTnr/Jni7I8DN3CyfDw/cnBRtKo0kCXU+yGH/Id4zgZuOdg0u7CM3to+LMuKg1KG0ktBsPopZlK4NpAMnyUY7rC+mPHBzUnSkkUrUeWojmVbo8pUopEL4Iz5ShTid3k2+K1HafUqKIxDutLdVXFU+FYWswM1ihnBglGg2RNsEP1N6V5vyDDAVcrSrs5RH6ewiG9TOj+jrChL5FAHt0t55v9YbKDGSDNH54GH8h96rBje1tvLhLIlQO63aPpsNnyETsjurauCmf5grRi+TYp5EaA0x3xAjia464Oh0CrPxtmbDOdnVqFzp0SjpYAdKW7IaF/GlKMQ7Td/ZOnok/E2ccBGbTjf2DVFtkN7DY+xpANysZ/fUdEuzT4jnbPAaTWZlnAiKWYWuDWkCJ7NEdaBIr7iYJdq1gR+/UgcstZJNKYfSuZ6dr9zPISO4WcoSaQsyqlSv2bq2UVX9djJ0Yd+5UrzmLFQDboos5IKc+ZprrpmZHkvEO0rH8QJK2VoqkY22EfFlyEc6YDRFYIVC58k84n/lIxRgSRDfyVEkBpmP07EmS/RMmjK+WEjSuSpNWFOcUjZKW6SVtEDLdcNM1rMBjn9MXLZfIBVYRTZ8gUSXlQ+B2rcNeYUzmVDl9kOOI0fkQgLL16ZBurNh025Kw6aOsZaNwAafvbPINEzrnGwiKUDKsAkfy4FvPSQvYLmG8nFYk4KTWcoXEUkBiIaq6ykkYVUSzmSpvp3UwNF4Acb8HrhpC27+9Kfw3RG4kNDcaPWSeejKQud3Zz+Y5rSqPHDTSUKT+7sHbl6lPIvSwy7Um6awfIyxGnDTya4RJpWTfSQunpxsHzf2UYFk5yrS4TOkjZfBOQXf+gJJOxvKAzevUkcafT1PvGMN+dgFkgHdFlaBj2SgHjjSaDtzu3y9T4mtrTKTIrEAN4VXlD8f0s5jVxdh1ZRngGmUt5Dlkg0tDF9RDEEK6rpSOk+qMnY8h2odLgqvvBC96QLLx8ZqwM1iJszSaDsn87oTkECpFHyBIqmCYnNBYQNuymO36LuvKopxGkU3KU2JbNHz589ntlPxudIjiYvkiV1IUtnCBZ6SJHAmQxnfdtAj1/pYM0ONfUMkEBrOwtgYEVfgppPdY+5QkUy4nVDR6PRmKqPjRkYsSS4bH+sLSS4YgP3RrEIouJM8yxkbizSwLkrklU664gXGxvxV4KZcs92tVftDI+vOTobO9t3svq2sATcvXrwowc0lS5ZMysbRcCU5hXnrRzn+cfVNsHQnTgU5kw5au0+Lm8SlIdpcg5vC+3MJQd8wo/ViniXYGcdvUuzKuNSNPxE4Q7bq5iuHMm89xeErKNMZUt2wwGf2hYYNmxKk46AkkO7hIux4WxSUcHX48tBJSIXVEGcR7hNNVEd25uIQiat11IQDOYCbkTbIR1S5WUWiWo1JtBdS4DSwOQjBFnjQC4Wur3wF6FwFYUOUbvkFbY7ajkNceDuIp155i5YEONpVgKQPuu2oEWZ2ecxw69qp5tAwpNZD2IQyCwFmO6G0phbczCjqAjs9Buv6IB6nzBkigasUHBdhbRE4rFJ5SLddXwYiUTh6FtZtg2ScKh4REaMWiYGg/6jhidDDugchFobTLTCchvAaiJyhYrmpl1+ssQJsbUTuBtw0bgYTGqMxLL1g4mHY4/5Gxa3npuhvxAcjBtBa3A5E2wx/G4V4FOIDIPZb81wKF+tkFGL74exydXOLK9VzZuSJWL4agrFangg5r9q8r94KMT/0ftcLS5/gDiDtpSj8NJXEn13K+pzJc9PRrnFjH7mxfdyUsRmk6TK6ppQZ3NTd8AMaj4383QeHWiC6F86auU4mKNzP62s2h7xCspNVmQjvlSOijALSviHCIEtrXDFi344lIVCEcKh6/+/UQNPSCEQjkDoKY2JfCUBMqXxDZvEc1PuU1NzpONm74pBdz5YVcnLYwoWoxZad0Lb4lZshGoOwfm6xADdzShvZzoIaJtqg52bZFh6DzTsgUIJ/Ga1cLpc/o20T/wTOYvXQuq7uvxt8mrek436tTrQ4i0b5Kamkn+zS9eSqPDe1OluGuWI8lJodg2qE5wBuRtqqwdJZJnyBeQhwc9GiRbOs5266W61Hcq9Oh004inq5mIm8R0q6CTvpke5MVg8Xcfimm/AUy2+IwHTa4/hTIdIb3IWlO9o9pm6Vcgr+9VkiRmDXjVjFcVOTZTkiRmBXgQw74gnCRLmj118DbuaUeazH5AEt2svH8XcVUJI+NnTnGgY3dXzMHJ2DrQzd2HcuBdGkxZoU3CyabrGEs6bgSqhVFinX0iiZWIDQSJhcWveeLJAM+Em0a+7XWohVJSxd9xY4hUKCSCzF0dMttfye8qYjQ8c2yEk+FMHvGUNRQnRIO0zdCFJBk9cBKrhZ/XFpUi2YwW41Cm4KOruYDzJxlaNTDxVvHdSiZjVDbPlWyCagvVVeTLI+DscF+NWi4RoZOJlCzqGoI7gGuk6iegLbGGuinMBVIuI97VLDDbgpOB0DhUp/sgpsEJxLXih0Xc0rpmFpj3SirrlRlnOahTOZijdmKQvC6Xr4AuQEX+cAlGywFPLg74LYCLQm6vC+TtHamA1e1WWiU8HRWAqKOBQDH0MJop0QzEHGFAYteCcF+K8vwJEkdEYhOaK64OonuHXfh7QCPo2DID4KHeJAK4hWi2r92TDkwuos6K66gxp3QTmOL65yXeoLN7cVciloHYUWHyQ6IBOBTKgym/EOGBEnOpf8EhMCN3uhoTGaOTcbPDXqo3MLborbgK5V0K7dEBRSsCoCg3nUWDgBPrRDUcgppN4e5ROwJgHDgo8VjRdCuF2LeQQyUejOwskckh9GB5w6h1SeCTFHUcE1IfRJuyGSnBQxyd8mOSlGMxDoBsG963FuTmgHKhVHKbX65JRJg9oMbjraNW7sIze2j7gAnJh9VEyHWNrTWnPRXRaIEdzU9azDwBkjf/81bP2lpr9uuE4mJO6rfmlWfA/qOR7Y2eY6WbbRIBN7dW8O7hU8zXGVy1nQm0T1ixZt3xFcMgmNS0aEdfSU4ELSFD1w1aKf9AqckrLW+5TIT1y2AvQ52buyfD1b1mkLL0KwA3xJiGufQrnF/wsMXkD17qoBN4X3VZKOnOaA0sBnKq+o49Ntb2kaPAhjBlu4yqZuoO5Jn8gZrVD1cEtHNKcZx/1aHoQpjpZo9amTVnv+rH/RZH9WrROWrh2IwubQ3BmVXWONf/zxx/KFGXPoaqy7DZau1iNpC4we5+OqEHTz/DrpkR4ZWw8Xsemm62+I6lEZa8+QC44QWOEO3HS0e6q6pY470nbcIiTfScxF0qGl9LQaZFkcZbTFh6/FAa+qqTpP3N/FSGyERGuCeeurwU0RlRxtD1KI6WHpOZSu9fUpe2Qb9WToxr5zkkFz/14DbpZKJcTHecYWurwdjhMwhpzrLsA7a918BedPKJFj5DethIbSKF2GtDSC+yCwgR//RpuEe7/P8bSCejmsbv6pdffTGY2jBNpo0UDS7myAYY3fUyXNLfD9oTSxLh8tjJKJBqiU0W5GioNcSAYqvCMydL4XzJwnza0P0947O3J1Y0f26AmFNM+8kMkJq8qBQzPEfmksU4DAKvCfRFIWyPLtcEWxGa5NQiFRevm9kExCl0ZP4whuanV1nVJxAv0R2Mp327xQaFuFE9iZX8VAajg3hcG+FEo6oK1VomNm9/aBojkKCkA6LIx2Hf/SygoHtUxY1QU3uNVkLgynw89ktnV1demem++BPwOrcpXQdIEkd+ZVgMoIpom/t22AhH4y0noguAJiHarLsz5R5dOTDlyaPPXkxOThPeHRqU06JsJbiYCHtZuLohofV+XOq9edMSDheehYA4oN34GV0NwoSY3nZq/hhOhmjJMIbtomFDLdqMg4SHHzk4L4HdAyWCGnlb+lqm8QjLLR3z0p5Gn4wQgci4UmTs26q7ssZpK/KJ+PVXO6Sv6PvR64eXULWL5tBW462zVu7CM3tk+r6oHUqH1UyhH1rycbdMG5+XEAQp3QkqjWIfmhbzUBYhNY+5MwB05VCDqohQsXOhWb2d/lwVQsyUoiTdGhuo4HOjL2U/3mWJy5MrC0Gw6docwZJb8JETgpLrj0747h95kdeUOtf/LJJyxYsED+a+RTUsxBMABtSe3OzYW962TLutrCzZQ9ZkDRDG6KM5riI62HY9axl+X49aCDIoSWQodBFcTPgpLowVYLz03DfeW0JxVtaMYnv3AhFWBVpIVBjXPTeb8298Ee3EwFTTycjo44NgmFRJPL72VHMklcPxBNviimvMYZxzymcIRmPbL2HLT3zLUGyaFxfdQG6fIbIpMBRX1kRO6TooqlNJpQyPJS1yhreWGQJGTCmtxMh5r4J0vQinPT8ZtY3UIh2YU/E1ZzwUj5mMBNcW0huNMDD8ogN/Gs3vpL0smQKTl2db31ZejGvnMjieYtUwNuig+z4KCYMXBTQ5u78xGOZ6ISiBQJhYKhJL+px2FQSBMOhCnG8qprtU4Sq2RIhEQmODMoqU5u/PvHKShGIt0cim89ubj5A1C1KuStWjaqlREuxWsU2g7lSAbbaBEJhSJdRAfO1hI6N68uzEjPGvXcFJ0sjUIuDyMjwpsWMr+BMd2A0gyxKm8/k7EmHYV6wL8DwmHobDclrLG5LRbtxgLwY5+NIVbZv8sZ4Fs0O97sgORl6K6vbtK5owDDWSp8uNordh6dOmZWBWzLD416bhoeVZ3NhIOaPw15gZmplEPl+TJcjczIemiuRg3gZlAcOg2AoECGR8Kqq7MR3JSuGTk4k64mOJWnrLS6cLDIhK2HcYvf9Umompg8+NZA3MxRoN1cdIoTk08FNwOm2w8dTItq7zYaki4mxY2SWIGbxoXvOMZJBDcbSSgU98N3XwHhXSU8XvW8AsJtSGRpH7XJRi1+72mrvSUqExOHICjA5mGquVlKEFkCPnFr1WY9Zx7n5qRtBY5Gfrkl1ctDtWsK7uwjN7aPmzJVo9UI8AuR8iWzpTAksgNszcHhQC0nsNXNI0bdaw6+IAFsCpt78eLFkzbnU1KRy4NpddvGb0h5Y1fjjWv2xl7tbzoZtqATCENAIH6zh/9LhLmKC8yWFus+213or7sfQhEtqZBBiPXsXSdb1mkL15sZzUN+BEZykM7Ab05D2anABG4KMDtMopKoxq13pZVtbvFp/bx7bopQ2c71cXmerJ+Q1rhfmy3XKQA3zQmFdGegH/uqE6BMyeYzdZUKGr5Lly41//7boAis9GiywE3rrtTTx8rh2PGCTF5sRmhNasl6NEexyQY38/EO1qQjnBFJ0RqRrcSWeilEhslG/ZbJDutf+BkaE1nM/WlCeuIwC3BTncc0nbqDnUxY3UmUOLmUDU2jowyvBv9qRFgzV7YG3BSLXBhadh/m6elqgXQkTDR1lNMtm9kWU4i0xLhD6azL7SE5EOIBWQbFx5qsKckPRhftIopvjQWIWe8Wo2wKSHfmXsNmX8wniIQVBl4psXprhLjiJ79qA4Uhu0RE0yPJZm+lUXBTOID1ZNSIpkAndHaqTkEP+jVKOqvMjhbG12hW5e1MHVYpnbZGIBbRqOLqGGt66PPge2rkppPnphWO4xYrafa5m6r+yTkegeGMNcWWwNW6qT3LCkN/RY+Fs5fxfFVSvXiDBqcQN7jVVI21ues1HUwVn4oUC0+7UDuENbTYCG7WdcW+V83q1DIRcNNqYQvpGRerBpQFLUhajRmrGg1Jd7tgZyu4KcPRe2GbySvWEhwyaKwe9mupxDvg46gKbv7aRst3iHD4FhXoENQHQeMBzW6+m3vFNGPv3IObRtunxbV95Mb2cVNGlV2BdKiTnpEww5lomabXUq7lsPMdUNgLAS00Qy9sp79iv0IPB5n5GZs1YZH1Qgojfk6ORqscuFXJTgTcFO8VIS1cGOMq/3INEeTMz1u9HgjARPD4WT2N2BuO9q74AtaxZZ22cMFMIpyeMy3Q1aXa0+KyP3IHlL0lq7ZiEeoYYDSarVBYuwQ37e6rzHd+n2dwUwAZXYE4PtvMzUaNatTjrn5Yen5Q51w0a22ddrQEvKO27zb3OtV7V2+9zo4RVPfSTo/qhaVH/CcZldmYjU8j9HousBPHb0iEUtQvL09yigYcTgm4qWJByZCesMvlLBfShDp7GAkPk4n6K5G6ptfdgZtqUscqSsMacFNkal9BWITOG53wimlCS3toLSe+NnagRM5RhnnX9p1LyTRdMUvPTbHQZxbcrJWTRNlHlKrMVDVbsIGXU3gT1RK3Ghdfm1SaZMDsoeligWo8m9abgdYrmeAoSvsEXJ6bTkumsEONgJt6xGvcFK1kFZZe5SnpYHyNZFQHgVwQCgq01CtvstWdwE3Pc7MB5SlBMgQPCo9NG2BT1BadBwVD9Gy5Bc25L31F9dAsP4Y568yCYIuwe2owlga6P/eKmpRdeuQBZzrBP1Lx6KsBN/VQchuJWJ1yHL0aHTw3pbdmi+oFaAVulj1HY9DVYEi6GIabE+msBDc1UrZ8G7xSqBATizHLhEN+e89Np9/LwLMJdKpSC22zNXvb2t5UzL1VNtUjahTcVO0a38TtIze2j1WZ0gjJUCcPCo9NJ2BT10+RMOjjBOSjKgmzzvWq/y5CAIT7WvnR6C2EN3G9RJJTPSmG+gW4KYCwpvfcFF4mq1IE3SSDsPr4li8vLC4u6nlqC9fFlKImhVLMXvnTOFENNFWPQ9XNp0Q05creNfXJbMumHbZwQfmzYcQUaKHTOOlLxDhdAszy5wkZs227BDd1nNvMoa4He+hBG59XcLOYjdK1IenCY1OfdI0zsAFQKhfVzsWTlFDILmy5gaXiFZ1kCdTTIxmmXpOY2ZxQqPrw5D53iEEfQypPZuVe+37Vu7fk9A3xkZy3HltWpT0iGY8IFqsus8cik3pdu0d+yyL49QTULuZAhoZ3Pig9NusBm6IqV+CmBtra3f3fLykNdc7yRqgkVEC6vgyvBv9yIawmKNJ8CYVG0wRXhOkYHjXYnirKno9dICkYrvMKvjU54mKxGJw9JACajSIyRo1auhyPkOi8g3ToDJlQG4LrYFU2XM2VKchb2zZQTKoel3nhATqSqCkTaQvSkiqgdLaoZXJx2a7eHUmGH+uY1VnkpkM/GwE3pf0bh1M5KNNXajw+A6aw9EbATTFOY9Ssz8lzM1gJcTYnbBV1ydv2oha6ruXsEJ6CIYPvu8e5adIuDdiMjqphUX67KDQbHipZm+DpbNMSbhsuIO2oAfUeuD1sTMd6aK42TOCm5EoLwVY/dEQr4IAR3NTL6Nm79AEJYDTYot4eFCfiudkA56YVuKknz+ncAzsLtW6/ToJ3oySzEdyUbtCj6uk27VcJ0MRYxfrTs1UYs3YZ5WT3u+DZFKCSSOAkNjpzMid9LvRN0ZJzU5y6f+xxbjrppYvfrYx8N3aNa/vIwfZxZR9pwGZ0NEJaAJtuopCrPr4aSD8ar4CZ8ncN/NTr0xGjZAN8uy5kfDVFBOebeJrNoaB2TCY7XBZQD7TJgGpT1z4T9dy0qErcarY2Dyg90Tl38ylRD8gu7F2LThhtWbEcRMIhuy1cLBFBiazn7BPV6bQ/lmHpOYW2bCcF48WAW3BT+4S3mzk3u+DBls8356YKSKVoH8ySFEn1TI+b/br6FWuPu2ImzNJoe/W5NKfgCxRJFZSaxJ1qnU6em0F8Vef1ia6MmXtvrnhuOumRsOk61uSJXUiqycK0jSawIknAMmO4tR41ro/63E7gGzIFnpuCj1Iknz3+sZYUzUH1VGAzymgkLYFNJ/PEFbhp1WaN56bwlF9Kd4spCVQpQ3hJiNbjKgbl+FjI0I1951hvExdoQs9NNcNTqBgnlwzS1lIkq3SxIR3kZC6ihb2onEwRwTkgy5QYzcQIdGcJ6ASvAiTtCEOZc7NILh4kEO8gNaJt4qUcSmeAfFjj5SyJcPggPXlDW4UkXasStA2miMukQ2qZcDFS4TuQnFIpAsczRDtbKRVShCRnxIgESL3HXgKNgJs6dV5Qt2+LkAzDg4eBbRpe4SIsXeY2aYWMSPAr9gUtiapIzCwTKjtwbub1csBIAu5IwFAGRC6rQhpCYfiNv2KsiTEG8qbk0SJDpIjcjJv4Pj+nyiI5SDNaEuZ6e7UNb5MuNsmnGYdkWp2PGpJ+q+OXx7lpo3Xmg6l+k7C8gu6LN83ZuROdkGyHpALtkjRZzX4d1hD+CXluNpAt3RLcFJkLxCnqaG34tZs15+ZEOhXgps5ZKZIx2XC41XTfbbZ0HejRvaFKeehcA506R6ZFql0xl11iAxUZ1VtUTs5CGJJRlStVpr+NQkrcQrSoyUM6QhBOQbRT3WzFpi0yIxe0zU+UaQ+BklXpDrxs6W400nUZSw8GN3aNG/vIje3jWEYNo1qf6WI4p7gDNsXozTeLOrnyoNBNjTNGZEvfNqhl3R6FaEDNUicSoTXJM5sSWohEEh1KK4lUgkBbCZHQ0x/xkSrYHRInAm5qSZ/CJ9X9RTzywx6p7CtNMndW3RC0XvPmzbv6sHRNDPXs3ayTLeuwhbelYE2qEimjJ2A8PGb4TBps6pZ4B8mOHHHjgdotuGn4hA9p9pmbbOkT+QQ2sXrUdk16kYnks2dIB23Y/9zs11U124QTl/IonV1kgxlSkQ5ai1mUrg1kw3aXExL9qqFhk03pnJv5MGcyDfIWNtEECS9rwXu8aNGiJurVBLriRo8QYc4dKK0JUokAbaUCqZCfiC9lkzHcRo8a1sfKeBr+hkwBuCk9WBMBd3ybWnLDTNdwJVTeYXomD9yEUl6hc42Bc1PHoEbD5NIu152VDN3YdxNQw2Z5pQnBTZkailQ0QnTvUc4uX83mYIy4EqzODKWViQlezrHlrN4cJBZXCLYbkJHRLPFolPjAK5xlJev6IsTjkWoep+IIqVgEtZ6VbN6hEI8F5Zlcf0ojKaKRGKmjpxlbvpqtkThKtKuKhLaYixMOKRw+PcbKdX1E4nEifg/YdFL0hsBNcXZOQSSq0TCtg3AUOguwPgkyaa8LcFOcr1MxiKfhlbOwfDUEhKt7CJVDwyb740qtvUigGpBMRyCagtMt0BdR85oIg7EqN0ocQgqIZGdbBRXdKPS0ajyhTkKa679rN/r7bcZZ9iDQvRn0vAM25QUHVTQKAyJHymqIJiAicBWbxw1uNdenwHp8FgdTGYrcrvE3aG/VgGklSMchGofTY7B6M8TiENT8rScKborm5AYQg6OnQSzIiGKYXHNCHtOopEvLgzA0Aa+telyi9x9SvcUmHdwU4fBCbt+Fs/rtjQtNFPNhG5MCyP6KeWwDcatgBHrkLYMI781Ch/iWjkI8CvEBOAus61MXV0D3nS9CQmye+yu/x+PVZLnihiEag/1HgZXqJhmPaJutNp6C4AaJINNBrt4KSif0/Ivnueliup2K2IVnubFrcGEfubF96paRIerd2O//V6wjyK3CJkRyLBFyKYBzoeOpLgiOqCHNZ1fCDgWUYFPdKDoloHGa3+n9vcRIKkokupejZ1W7W0nEsXA207o1EXBTI5IUe4bMFqntOzFBKdJQ6ofpFY3WmkjKKgATO5qBRuwNR3vXyZbV7FnbLbwEKRGEIZaHYXsvhCAZVPns9XDy4SsFRjoVfOkEVT4bTtnSRcJ0g8NtPql+DgSV6uYdKptM74h9ks6JfAJnZOIn2KiMOPzu69Zv33+oHBHoar8u11KHK7GYIx4OoRw+zdjKdfRFE8TDIumu3WOTLV28G44SjQTqZm2eoFim7bXmyDNy9cN1q0e1+IpCIh6wSapjr0eN6aNxfA1+Q6YA3HRP1SPu58Ms7ba1Thi+Eq2mQasTlm6d0MkgG5ts6cWRFDEDBmXGxCSYmgpWRQ9XaZSdDF3Yd1evmTNTQ/OFpc+MHLxWPQlMqwRENKg4g4mbd+/xJOBJYBokIMKou0RK2EQ1sDYNTXtNeBLwJOBJwEoC4nAtwiKbnnPTmz5XEhBzKbw3Z70nmKvReoU8CcxuCcweWpDZLWev954EplMCltnSPUNrOqfAa2tOS0ALLeocAqVLdRiRUZchiGrRc3N6/N7gPAk0hQSKali0LwkRc0bIpuig1wlPAp4EPqcSmCucb5/T6asZtjefniZ4EpgdEhAJ3RYuXOhdRsyO6fJ66UnAlQTmXb58+YooKThixCNCZMSHecmSJa4q8Ap5EvAkUF8CIuIyplRHWFVFdnoC9CTgSWDqJCBCxnuy0KdAIlQdkuoUwi16ZYypm7pe1q9ZD+WvW+r+ai6Mmeqr164nAU8CngQ+xxIQnpsLFiz4HEvAG7ongdkhAUEhoeMfs6PHXi89CXgScJJAFbgpFrkAN8XT/JkbnYbm/S4MrPnz53sbt6cKngQ8CXgS8CTgScCTgCcBTwKeBKZQAuIcJWxv4Q3mPZ4EPAl4EvAk4EnAk8D0SkCCm/qthQduTq/wp7o1Haj2uJymWtJe/Z4EPAl4EvAk4EnAk4AnAU8Cn2cJCLtbnKmuueaaz7MYvLF7EvAk4EnAk4AngRmRwP8H+ntBsQtRAFIAAAAASUVORK5CYII=" 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然后最后发现是高精度加法里面没清零= =,然后
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" alt="" />
没有然后了
 
 /**************************************************************
Problem:
User: HansBug
Language: Pascal
Result: Accepted
Time: ms
Memory: kb
****************************************************************/ type
arr=array[..] of longint;
var
i,j,k,l,m,n:longint;ch:char;
c:array[..] of arr;
a,b:array[..] of longint;
function max(x,y:longint):longint;
begin
if x>y then max:=x else max:=y;
end;
function add(a,b:arr):arr;
var c:arr;i,j,k:longint;
begin
fillchar(c,sizeof(c),);
c[]:=max(a[],b[])+;k:=;
for i:= to c[] do
begin
k:=k+a[i]+b[i];
c[i]:=k mod ;
k:=k div ;
end;
while k> do
begin
inc(c[]);
c[c[]]:=k mod ;
k:=k div ;
end;
while (c[]>) and (c[c[]]=) do dec(c[]);
exit(c);
end;
procedure outp(a:arr);
var i:longint;
begin
for i:=a[] downto do write(a[i]);
writeln;
end;
function trans(ch:char):longint;
begin
case upcase(ch) of
'A':exit();
'C':exit();
'T':exit();
'G':exit();
end;
end;
begin
readln(n,m);
for i:= to n do
begin
read(ch);
a[i]:=-trans(ch);
end;
readln;
for i:= to m do
begin
read(ch);
b[i]:=trans(ch);
end;
readln;fillchar(c[],sizeof(c[]),);c[][]:=;c[][]:=;
for i:= to n do
for j:=m downto do
if a[i]=b[j] then c[j]:=add(c[j],c[j-]);
outp(c[m]);
readln;
end.

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