第3章 小青玉的P股可要撑住了(4/7)
dKjDi1b9Ax4LLUVmxCTSRd7D8fNPav/lE56DasZVzIRMvDewWwsP5FGhAMVlB+DlYnU4ztzv4MzFp3Lqbd4rxV9VEqNX54qJPDSwQj6HbsEyhJ+WQgbQNogPdvOaHx6jczyKu8z7RRZsY0J0JztxbCs1idESofJ8MPQqL7ShOJaHFf8Zj9FTroKhHEVyydjenUc0w6eQh/7H0ddqSRxMJqPWI37Cw6HqZQUyuxSr2Da4Px6HGj5drSCVF3sV72z1I55szmsgOf9Yz/ecqam/NlXBG7iE1hoLKNVaesLvnmEmDAPVxHrsURhH8KQZ5q0fpcDQ11xZS3BiX1rbpGs8hvKB24Gz3TEMy72X36fOKiQStgaSh6+dc6AzMF4G1htUO7GxM5Q2X+Xrf9uOyD+7dFGlGl/aOMbF4bRDeKFDrLtthOfIHNjSAtqZLzzLGXlrmvb0/ozs+gFpqngvnnYUvnADUb6GszvqSLo8IqjKZosTNG1kFJh2bxlJ37CVh7zMpVcFcMfaY9Z21W3/spw0MxAlQIzkWcsRBvX8oLKKGC9kQUt6Vls7YKShoziDBnqufEzIlNRzu/KoFUeaaV+AfQySO3T51daP05clSl6ghJWwNSSleWm1OmubjAZ7ZAZg4qF5J1z2cgG94N6I0DBOBSt7zw1WyYEu2kRb3/wKNkG56a5QwiXe+1RjSGcNrXWXHh+mNfkk2Yb0/3/JqtN7bblOD1zOr9tmWXNQpuKZ849n4Ozyw68KS+2OA4b+OE3ci8c7oC2VCE5GijZINaQVYVCUd8uDTUKGkzHru006pQIP802YtBS2X4L3heSTgus73sl02rxLrYJ0HQInMJcAqB/MCs9sHIvZ+qJwnfkqCAPtNeDvQoZ+mnD6lRteDjhnJy4yaKVgJxUXrBtoCVT5XRngofswQlpScHkcBXg+dbNkPvOX2ykNysNWAruhypEPxKCj7slpC6jI/vnB5apLf7rJ1A2M5Q7eWyXjO2gVGlx267A8oNhz6EHV6zHJamp3GZOLwChwvhXRheW3ZQNBU53vkhtIkEN6LI9UFICuluxp/PD6ULAcbc7vk/9LJHW5vDBMyQIH1JkpcLF6ixwORbM1Vcvm5wuGE7ZIyYCtoqeeZAIHvYuEGVWyUdaovNWei5nfiWJSgySYzcfP/YMF0OrxaTWwUh3wGuN8WR2lCO2EnyVwO4lD1JCGkcDTM4/LVn3EIKUnHutaJ+tHago440k+Zm/Z911Gw7S/shgV6DtRCtpVY8vxUm0qCBUCggwBzsKo6GexZLtdFxyZF7+o+W3Xtsv7ouZgaWd12frGAXtAlLGWQOv//dnHdg+m/O6gcI2imes1eG1UojGtwPLZ8QLthd0/RoxhgCgEaJOjOi76rHcaf5luQKa8+T7nB7f/UsoUyrQF6ordUlqL+2tuShK4HGmeK9VUqk6my4VNryEyMZnnPzYYSz71upW2UVCnuzG6/JlwmOboXRdG6SlRiUjATBDPQdyhnPsNJyXIrpqL4uB1v3q0VmbBDpI5hvR5RTdPGPGfL8H5QF3Cmod0a6qqVOIpwxqRSkfv5s/CiOwLgHicyPmvMMvYCs8bSEw+Uw5psIp5QVjLiVpPRpv/wibExcPWZ/W7cP5cNusgm48vE9aEiQjY9To9WkU1YoB3b0I+VgFv98z57DllP3CtwrQjrhz00J9qEzbg0oZw5Uzuc7sn5bNATs/XZV8tsZ8p9SaxhulEFIpxDikU4z7wDEpOEyYxEi96KtmLFGG6qP4JK5B4MOxmGGGJMbkML35FH5JoA8/pxY0nKAGrfa3ZbOzjXzXJjJzxC5VaWaCdlZXyEKbKMcr9tDRg295wMf78tRa9nwt+a7nSmz2kEiAlnW9lslLXvaWK+yEmVWRgJndaKHAN+QKy6lPfzpfSNhTSaiV34tVR5vOZoF512/54eCnqrrRHBR3SEY1gXeq4y4sGiywau7mik4n22wFmuJMfNBUJ/JVqIu0FqjtQ/i6qxeOEBCniLyV6maBF9rS+0A8qH1JBZ2mBVWPtbwLJ341rMdAe9ozwo9EhTT9JTGQ4GqooXB9KzX5fJ4OKoIzaxNtpqxzIM4Bsny2N7ATFH427DUFn88OCe9Q3vq7p+/pvasZwhzJBVZkV60cj9wxqxp+emBg19sHScpspqjW1jnvFxX7yhzGLf8YHFNf156n212u9JA+mIz/8rid1hURvR/37dibVPeQme64H4o2HWWRiUXp9/EaipM8wU+nl0Q/eN2O8vxrFgToI6UrK5YN+XPuqTNBJKphHTvUkOVP6ErjzBBIY9gmZPxFhLWNIPfapfX1U/SGtr3HMMd10LVySw2423OXyrQCdz6MkUlietvW+DSYWgjdC+dv5jmagw4DPo/2nH3lOJLtqWHW7l3AAu0OcJlfP1rkm17OLmbqVvkSYHknATnD4SARDLrcbZhp9bBtpQX1zrS/vg8N5rfXLDYWO0urcVpl9FWiPLiex3dOMdoeAxYuZy0sAu4ww+5To6wwn11GQ11Jdm8/X8DXfC3dvz3OwiTkeUhNzHLvPD77Wb1nb5q2ckdOYq0I/1Ku5LAo4sFwCD70Jh5oTIrn65t22FGEAOd9M7dlberlod4+cHRWRm9Vv9Mk6h0hVIVdMbTVxgue2QRHwnWxJsJNyQQKDBuSDnhq9TSRXDIAdM27bMl8QlbZHuiQGYjmQ/FkWN9Czz88S6Q3eaix+y3msVHD9E/Nx6A8Iey800YWzr62ZI1FbLjwVnRjZ/iEYE5ZKDqpwEBl7W7JQrGZh87qtuHPNSfbpxSf8r4y5p5R5L7ZR/IQM+pmp3Ct6sdAbS+c8r4OzorSkBTAqZtIMv+ePNO4bFg5z9VDcn+TGpceU5DhLlCDENrI5MBA39dCTf2u+GJecNcEb2VYLTbTBAa7vaBzzFvSflOoDMPnYL/aDkmoamMZT0yv+fcFRK5AXD1Ca/4YQuCn/GmBpHAbvsD0zp9fVFRauWKNBsJamNVeoJKKCAISw4ldTB9Q6KbtV7vJmKpZ07KmLJ410trxWbvGIKNM88r/ezv5n+sYMFuB1QSaXWB/CtFKlcc8GOmixMQJ26yPBvT8O/JaEkLxjL0V0/Mg+Da5SWMkxzvW0A/ZUQ+PFwpcolJ2YOFWuATcHdB2z9ppp1SxmLLrRckwsgpm8+Si9clrT3Y24sLhWFsJEi3/mxxYQaM0CKSP5aBZBtV18MCXSkZPpUgzFEQSmKH/pNN1cJWBxDMPojuK10tle7hKv/JYpUGrV/d+HBP1y9U8iH93uVaJFfa4EAGt87Tpd7myKGlTPlJZe8VYvEvgrS/gkKh7xqRKKzYAdT3g13ixLCuUBIR9w4aawWVPrIgFaFCtni7/SPjvTFNZVlG3vChH3GfFwfNp3Sq6adDC62QkqXZYVIz2oA/gLvXfqHHHAp7EE+2l/lhtdoWiBtCuI2hkRbdTw21Ge42exoI8C78OEw8prK8ttgPjJzn/cYKeY7R69ypjMLWE1jxe1C9NCyPkM6nnMxq1Ceg6T1KGUhLZhlEzLlviRYsi0S7+r36cW9XXjIjjk9jVKvLoQJ+BuPHDGMEoLECsFNiQO2ZsvLPQiLA41fQcnhB4X1gjhprg+ITxEi2mAQHsLgZpjtVcmyLq3lLMsELht2w8YPFu8ofLlrVEANljKGq4+ATpPvQflqU+hWsUEYVkddCMkcAgLYhjflE0rotBtT5eMyucznf1xkGBBY6pSXsTsOeqrK3kOkc6a4Tc2N99qlSpJ6ZsPE8SzK5sd7XdOAVF4xvzatoWkBOmvLzH7F4HKX902L6xHbV9WVusE+u+TRdloBkWND8CpNqzQbp6Ni1a121zPK3fXxMw9rttOqYTLiRUygWL1zm0iliXvchWUKV5w8EkV6XFEwCF+QrawAWkZUHhx89rVPd54Hov/fIgdfTHVQEkuE8TxifH1iz1sWAV0tlbyyTVCksjEoqs7igKnPR84uA8lyJH3RLdLrnjO0R3qGDQgntumytY1m45Oa6mIZY7N6E7WxoDLqYnD528bSq9ekxR8cRfHMDmELLnLfl5P6jnj4LMpHyKVXCjbN390gY6dAEvPJXqrutFqZ68RiDXwb9W87EIwi555OMrdLQsIWhz3qxFTiKl57DDj+JKRF3Oo6CEHe/0JzU6/f8N6ojNVkWA3a+A9D7ASIiH5vdvWQbSuad1CmwGZJzQU5oANnMTNhcTPW5owyuWPyR8NZ2tjRD5KYjIdyA4KSgjCoSOphRo1uskIiGy7gEaRwSGyhAMgoVQSxRdMNDbK5T7BxR6x3TZV4m3eRMe/yb5YMx55RBS5VjmQwf9qUxF30C3Y90BZ2OdIerMCqMJA167GH1UalIYG9+9ZK08eLDfZN4iPD0p9OWtEujuFtgGVz983ZrqkmM5EMLGlLZct2UpDQxTtaGjnRP751I+B+2dYfnG1AfERakr+vmkJ+S4HfmMhjCUFZfoiEtYN0vbDR2FLAUwx0BJfDvLfznhaTNlO8a/nCw8TsbMVhtIxOlteC67Uw+Xx1MElFQh5h+pPbijGdSe5c3zBzQXUp/TltmeFuJbP2k2XK/9fwL6G9sHXT4WWJCkd8i9cxwCxUm4lMA6mXtZzeH5Cspbp3FKpiGX474jwS7qswxh+89CQyke+yNdZ/0pe1+IeekmfXf7DC5uKVGSnVzuUw0Blrg61F/IStRx9x+YQfGenoay64lMAo/vyg1PW+9/SBqT7qpxnW8tX6T/4hOJcm0XRQgMNoin+aLw5qlz7RoofROAIyxjn22NAJ4L6boJlfrct7wAiZtDWsaQAm9bpQV9T0e+VmVVhnyhtDxHKrByTtHGkke63uQ86c1bUXpqrSGJdaFDaT53QQUQ7+cJ6swwZDdygiIrbenWS0gWQ24FEQ/Iueor79lViTYHQIdaWzKkPAFx9ExA3e9G7wJO0IL8BOIkgW7C0tc6OkCVfRIv27N4NgVpOUr2HzWnzflhjbHgm6LLDnh6lPsPfdbKpgeEDOlpHqWPEUUgkQBLD8o3tmoMUuw0Bzs8eKLHyVMHocLJyWxsnejqlV3KF5vgisiA6yq6bSJp0p6/JBU6xSoFt3kWm+b7gJ5ZT75iBgm9rXRDIepMcx91QHWbJfeS6zdSXL2zkF/2AdmVvOrKf0DMg2cOlmssPR5KMvRXle+QXXMnnA2YOyiGU2HNYcWgVcLUFvYUKg4Eu+bv5XfwBaw0p5ZVdqGGF2SN+V7eKAgiCskf6Dp9ED7Nrp/BhQQZpe01SjPfj3XhWKhMo0mrt1Zn9qvNvaygPgknQsp8e8t1ATRTWd0QADScfOtRl14pnvC1vBw2YHMrfrm+Nk60XbBplRLEt+mbqOyzBzW/SlXEKsvQ9ltambhMWTHh2HzLKHyxssmSpZoGfqCwH1hiiSIR84jmfqUTCzpnH+upy4b2Sd/skFr6Q9Nxnae0Ucjjkm92XgJAXZycL3s7j09O854HYIe9KdBtRmi1TOct5hb5yYSNnwtB2PcCB3mz29jkzgZsT97Hocj5l6PNYFpdFN7xdyPEwnj5wrpj6+Gqghn38n3rOcz7HmHLLV49sexkX5+jyNl60EagRH62GBklo7c0wxfKhEvxjLcDxGttQ6L1irz55CwlMYSaXkFphnDYt8jmdDiTNFq9/62BGjJaeRy/WkT2JyB7VOf3F1woIuRqZTOmQDMy+ogpKPaVMHwgoMjB06tiiB8nkHj16FB4y0D9/a+DuP7V0UO+VmR98XtHHxOUwZWaYHbcyjo8MomVrdm7pqmMCiTkGqaYUryU5KDgtjVdF6TCuNtursy+3KwvkPuJ3CmpdcUpUgeErW9+9d9YYr6L9l2gl0Sf6pXfxriW16xd+I2U/l84CTIq4BGFdhXWe1843tGwcMAaruv7D+BVLUCj+ACEmuo/v1MaWR2RGI+Wl1St2uqyTYL0PrC+pEUEi8Qtw/AgMLB5VIgPXSemnsHgCPkxx8c6qYkd2LcMRPfJx6uBev3qL5mmmcae3A+MzVo9uWtVyc7IJHo8W6coyHIAUNNRkMlzgCYGJTAkwfEKWkQihovMN9s2x0qZdQSs+I/lBg6q4pKssiqJnzrRoG/OxEb8u/gF0nIKX0rWuRwNUJ6UfuBT3E6kQ6ro9FcJJYM5fVs3cbm/K9Rk76WNDGm1BR2rQvBFuvvHPHDCaHahzk+ivW8QJ21pRDHVJ9+TJ9q6iJFldWANLq9ub/Osg3V3OPCB+WfMRf1lQHg16FU1VQuWVz8M2GBAgUmQFGJxXIkNOJrfxzgjSrdGemQCvid/AeJQLLILDF0sNiIpF5FCqxNVVGieozPIuS5vkdQlLiHPgtwCclRgoUDYZv7ac4tzzKM4omysIIaaTXeg/atghxjsNQwBPiEregtJsfLECqaYDJyCvqIGkAyyL/FCQzmCXcdfv/Flbuah2VXbciKFLlkxfNBu7l6zABcZdZL6TV8DxD/KnhPFaewnnMUnYZ5jiXMC9sqeEmzHcfBNXTo+NPEB+USeBZ1CqiTduW7Im24iLIA48aD9g5GDzWwfX3wl0kV3LcYSa8ZeuZNuX21bpER+0BAhQpQNuqxjAW77F+9rQ44kaFde1lHq9mKiyuYaETExwTzS4p4safc7uY1nX8O43HCwn0s7DpaWB0wba46Hxqv8uvA9xUepVXYqIF0FGyxe+MjJkRtdWmY4MqnE1bENhO78vTQGk6G+bMRzvSK55Essgy/4hJHXSkVqOEbWCPJy/iWAA/bE13uNMMnKLw6ObkC7PpjmXToVZh+dZ+jFchu+lu2BgBOlP2Z3mOIASnz532vWFz6By3SnNw9Biu2ubTSzSH7LA42zMCTgmORviHkj1MfMRq7a0T+aOb83y7gW8ng+J460Z0eFtmjOZojZ+Kgs7zyM/sjFq7HE4jvUzSlwzhcpHjg5d1D6SQMwt1Rnm4zJLfxSprmXhKhjfkBzjI9a21Grv/sCnIFo5zMRUF8ftR+K6ERDk3RawJsDJ2sxSNGUZQInirRznJT3ZSQCLrWuixxDy++bnr9r0I3Q/3j+Kt0wncI9i/hiYERk8fD+PcAy0sv85/s+OfhGxAkxz3OzGfVCB49Zg84MFi1Q8/ASaSyJvjJNONXv3SeETGDJ5/B3LusOu5cbPuh2EE8jMh5HLBmCM90ISfKv90caNdnpFLldwhjKY4IuNWhSEEAgFaKoX8hS54QaR8x5YdipIrvW6igWyBsJ4oBVXTcV7pwG6cr0nbGeOxWL6BIDouSnOThmjT4kO1nWudlPYQ31ivOP0VY4h1MPyAMX4kyzz405MkuZJz9inuLBKKQ6PBs/D83PbV031Ypi5NeVQ5B/rJKqJqX7Vjs6mFKzdHzDHRPjJ2kP0MAnLEudPXnI8HFLOb5+uWXTdzUaptmOxI66cGItrLyN1GwMuAFxGbG/F008lCKt5zyR6Mlo7lvFomKmmC6PN2NBZCwRa3ZHXMAx1t1hCykdrMD9aSY9bUGl8N3wNXwFjYfWfAOew16PflEmusfxpJHKCKQuyAqSxB/oLrKNgUfOnMO8z7kZV2RKcNXCeja4/FM6LWEb6bXRwWBg2lAxoIMBZc8iRH0qbbYZk3WccIZT34AfIY/VJohDwycvaLxlJueZJv+470XwghSZ97xcrAouWq4WgsdJ2qPbDzXm6qiFeP+IWrcA0ma8yicfA8vXCfk3lDYr94Nxd+pas77qiRjhaDQ0pG2pFnHLMWq9qD5tVkcGTTB6Lq+3WskH38pTS4DiL4o/J3nXWxDPpvCFvATax06Bkl51JjoPdxGoYGAafRKL1gXBD49H8d+LG3TE/yw8LsY2fRivHJAac3kRbmK1n6P4NLgCqfjTzIJHe0RsUMsEFGlErsL9kihvwtOz9Qxu9bBDnIUYg/5FDmTWQiVXkZgcRQeDh7e4YRuGYPlxuyTV71qacFxRXWdMSDrLIvNs1HDv2cdPYIHAs9YP4sSP0lpXt2NbdhYbW3D9cN5emcSHOtRt/nSkOMTN0nEM96wKRB1m4yw+aT7AeSMSafPpLCiRrCR2UIBb1Jcnn+IeAL3SGqGVASBN9ZtTZwKL0FOvfoGEAAdv69ZitTmuslOWB9ja+XSBAog+Wwng5jdujhN7VZYZLaSR2NW/50zYHhRljcHALkBHIwNh+EabX4aK6O9CPM8+CWolBzdRKel8WnAPeRFOlwR0mNQq+ogXuROTGxG7qO5CoR8FEjGhzPjMhUMY5xhA9jYrBFadE7+ZZ5SAH7r2cl6b5XzUfSLpnsEYWr/Dx2ktDHWcHVSxjnxK4FORl7VjIt9xrC9xp7IEsKYTxTjGWLVyOpj2nX3tZIQIBH1dW8a8sIQTZLZGgvXXji6KUuOoj/keIfiYiMPw8OfivZsYxGqhbIevRP0ljmf8aBC53SyrKI4T2vjHAoCN2XYOunzFCYxUlHsiIsVvck8tT8x5VNlDNoRa++SYrKwpdoSaPymvSfQCsKF/ZfpdBEIFin6I3wekgqaN2sNefsBOt+f4db00WlEJQ26+kPBi3W+o50lFfxXR+2NPmK201oRZ7zdYWQp4z+8apj/oEao0VvSLemr52KdO3UyuOZnnXsGGklBjEdoiOdyo44FloRTRqtgJkdgXsk0avtmRF766jSsMkqUdAHQerglEAz/FHY0tHtvQ7xk10Q9wu4KSD558YU4vMaWsZYq+OU7Y2eW+p6EEaZtI320y9wchilnSJ4D0abpGfwksnhQBlLPBnd7tx5+5uwJ45fDmOXX1VvT+U8dqeQEEasolYWgV6MIz4DPHLAB2WGUE8vHwBVwMhysZ1famf4l21JzCiBzEy9q6EVaeH0igFk4jBdloEaRQXMe2aGZt6InQMsxlUgeEDYrwYP/aI0ESQh/fEq+siH1cgY9oEA07vNqqY+gReFjtnsA/I9HmJDpljmm1OhPNV/i8IymSunzOM5g30e/nam51cqcLENFmy3HMFeCpk/3updiTYfnY90UJTEuZN0a6jfNiJUmsV6wVfRNsgTp7hMUO+XrOfUElsHYkDjV7lcMvqXLT/9JU73qRJvSEJRJypRZ/H3FAO9BKSog0b17OvpmbK++fCanH1araLYuS6BPjBrpmtkl4VEMFm4pDD+E5OfClaIeSD8QhMrDo586Tr7iy2ARV8P0AmQKgqSNHOHjnz2juwAsG4QWXKtr3ajoFrtMp6l8W01bU6ZdawqPmR3Tm5Uhw5C6dvgo57ltqjdSibj4t3bk5n9xWKHPmeje4qRkq+/CGoqBMATzB+UIXkPzxzf6S/k4NlR9mHwPUijUnZmqV8GRRrK194eJ+pPwsLeQWXm93qP1412l2BSVfBt8UpjT7/SNQZMvPGfFWuk/qsvn2zQJHbpOH9rWzUW3vRtuQURTutTuhQ5v5qhWognfGuSOv1e9Gv/5XgikN+iUn5JJZ+xKTf5yroW0WfYU02bSy4SfZ9rbwWT1LD8kaWRD1aT0Q2+LfX/jGKfY5V5Zx2vg6nfd6HDH/dA4CPtPM/aSQ8uOOSTwlH0Y4gRRGDh1LZKVk4org+tOu2tqd737LzH/GKEc9B6bsScF1NTl8zQ0dt+B5dJ9l74+6cgYIrk+XPf4nSRTy4kZNF4rc6yOaaw7SG4yMptZbLtyiPrF9r0UmDa2sriyy55S2l/b9v5T6xQxdwApmIwIuzoFePYgbAGU/NZO+N2cvFGSvLwymmQRt1GChiCYnFAl5pAFOjTrnzfPb3V8pa25cy3vFceKFFEBazY9Ra5iidBlwI7xzacu2ulx7qpTRhGBBvNhv3EekzCqDCB48Cgs1B3mlxJzCf2wyGYq4KC7G/79qmcU1LYj0N3+aubEclj4P72dcBnc+2vDDx/WHCZ8yLPLswol+gYp+ItbRrr0HrxM+aO9vACI7YqymQLaWkqNs+cMzSB+RJNNyyHIobuMPrXL/YLepj1WsBJOejhxGGy4d60GUMzZkRVYDhD+RYx/OVxse+cAKq2AyoQQIu1wiysdPEnhJSzkMIZYHNvgWkibkLdsxZte8i2mwUdtYFI+hXpOSfuWnd4FMeVeMRJP0RcWfYGErE52dxFnAH5Xf7wa7I1CeTcLtH5PtjJEIFA2f/85PIMU3pEJpvue39WZDRMCkHmZTsQds1M37zRTFQzugjT10NxsMtWJnHjKJWNDQmnhRCzZ8jlWin2b114J0zK5YPq27GdxjrOQlN/ZH827J0zPnuRYDDQTe2OkVCCthrzw514s6kLUdy71tXsyKqHyxE2ATjV3Ut1CYhSS00U8Gln8+OL2OHJYLAZK7jB5k/UbdY122rNGW+ZsBPFQZ89AQ1WOTG0oMwJfMC5eYcZwkz59fmUkwYBKZne9I+VpgzEAHgYRh272zbVN4eQSNMrkGOS38SuonLcBwA2oyRJ6A62zRpfGQXp+08aWg2J0PDsRQCX6Fgb02pvSEaNubkbRP5xK+D2iggwoqEGtgdV2LpqhnvVBtYpkczD8/6Y04t6/sJQQA32mrzqxD8YkDNOIAguMjLR04uOu5PDiKseR9wm1bPT80uTrGbSt8Xdo5bfMs+OfMHyYxxfXHruv7Di8vRLdSJrrFrLxbxfGi0GVJ0MLygutd8+t6wsUGc2uh+ZZ13uHKFRJc8iLzFWicJ1LWjXQ30tSLiUuUQReEsHX93lV7j3wLrywVExkN3QmGAy1rgIR9rG8FX7Ik4hFD8cscfqQ3LYUldCBt9gKcrvJs3pteuVJE3XB4qf39i9ArkdyBgBFYcphGdkMs2XG/LDeWBwvvAsXiD0WtT5saB84UI9H435o0Ry7aoxFyXvY2iBm0lJTu2YQv/bP1OCs4/YEJGE73fvvdr+7I9Ohtp0SbSuHgIB2fA3IWeO4K9F2CZ37aGyVyYj3bZmqATigQje0u/l0mgyMsAMsv1/932R3lo65cp1wsN7tgVfpo/vrvpVeB7sHJxTMUXEbNlWaZfYsD+4sGrhMn3R5d/Sevb5ddz9kEu00lqx8SgHsYPXGaVZEb6AYQgbCik23ruopYpan2CkD+/LZCyy+CKW/EZGo4EWPJLj1uNNPFhIxs69tXJ8bj99nMhoTLugKFhb17We2cl8LUeyU6wmeHR59d02PGtaGLsXHhFAS0lPdMaARiUhYu9U1eoX/eiU6yr7NXdVIOc4X25vhRd5tYvjxjo6nJDPQhn9oZK/ug+34euCRbS5O+7+Jzv3cw+6g7+7CLtFSwPf4z4eGk9D+/Cwfo5y4BqJVfClHbAe2Js4BaFBgPuQgfAnjcB18+c6M08oYJfr0JWyfWovKhAgkCQle0ASLPmSx04nBiYZdpmj0A0Xa7yXljbk2VftPzAnyKdvnKfm3l7gnpHzMm61SmwC7Sgn3Uzz3hr/B1W09vKvGzVm3evxP69K7Fg9P6213epZn0SkROwaXTTWh2O7mXctSve6965Qey2IvCdmVQN/2B/QuSZgrK97gPoriTne7hlr8NLewBJFwhmsjwDeYhreWwps35PgOkFHm5uLqFIa1XZNMu6KDH479P5YtywkBoGvq6HcWd0CqyVs9YZR0aG/yyTxLfV3JOqDb3oX9vMwlsyS+T+vlPY8hwR2P0Y9Gl3chOrFJ+ftHZaYecxSaoCI+ZEFAzM49tX2DBsYumw1agEsnG0zhGvFGX2LUgIXAlZ6IOi7gb6/tZ6tZLXRPzsk7/vKEHXjh8GSxRh9kkt/pbntoYUb60gA1S2JNZ+jK68Ok0N3iTgwQFIsSnSQG3Fs0Q2mNLIG5Cd+JYnzucSt38Bb3OiTDVP+1wzB8TUzAYe7CSGqRM2RkoKf8YG8NSdHmxmXZKMGdquHduBlUkiDJU9CClXhcsRZHnj1rGTzgKUxHBgqucT3olGm0sPbOnf8ju72MnyMxSO2ZkHFAD9sVavA4F573cWy4t7v3JIe9DShkZziUEpxrQmXsStCx7yqxSVgLW+wTNV0DPDknRFNC3rHOUOa0MwkIeTKLL+Dbv5oH8OxHIxQDkz4sIprJRmnlYtr6jaX0q2xEK8tbuRT1iA8+/rymAIYyuFCShrCWk+Bqnv1BT/YIOuShec0aiGNeSsoDeH0/pCk3616pieuSwvJobKVZO3riET/Fwt7RRHOtcRNhsDzFZYbgM7E1h2fS2VJgSNLkosP66/H2mz4CMAbI/GwBetHTxXZZ6oW3RwgcRHbz7xUA9voEuxg0f6rUb5veoBArdZsH8MgNbUPC8K1RP+8ACvM2B2P2WWkCp7StgH8CYwM8D20yxCt2O0aUVQXnnOCeZc0vZCY+cYqdIGcmgs3JtHAXJC3N1mxU6/vF4Uu/B3IeC66szkofTvAqu9vLSXN1HIDyi51kA14dfeDzqzN3qe7KEvK5c6Wl5RmD90hbPhLMD+spOUykvEUNmSSVL37LO80dsNPpfVn7XgiMu3BmcyklY6I18mvhWQbUz0kLbMcOI8xKJ3JNtPYREMkZe23pTv+ki82dAG1fwbqoWtQhcFETvR9U9MxljLyNyD0Vym13wrkLNZzOtd6iVSdj/78OJD2Sw7AvegsIUCmw2LX9hiVcbJzqqSxa/zlbAnFpL9TaD9UqJyoXcIY1gPfe/7vcBjgVh60B4TIB63LcuF2ogs0ZHofofzsmPg0zbzJu4mqCZUtJuiMABOO0/kg+jpwLerUhM3K4bLMsr+RJwVhLxSUORq88pCN3bWth/zqERvfyc7IVkpKCHPLeVMZnBLV0DGSGOWyB6XboyuWBvwrIQ70iS5Itb0g8Jr2hYmUD7ebhe4R2krjEWRPBN+4HEli74N5/rqRWdHP0iC4rxhcFYwAW876XkBJa/zwb4i57WXgl0ZASkQaUW4Z371vj6bPqHzJOzcdgoAqyVM9y24Y/N6ARmlbiJlDazqCilD2sSOCSjM/JbGvDTlwpcKpVZWfwJaTUt0jkAVy12ujkxfNvmhDySJiyWXD97uXrYfpGaJmXKAOHrrKHhi+u8QYHf6LxCPtBK4nzczbWs9Up+mAo6DuZ4AAPNs89aKcZcogWsJMpzAXCFZQ6K5CX2onqkun7MpUwW+zFEGztdt49RITlxoL0s+DHHjt9rYAUjbhY0L2uomw8jIXnM0X2tDUbz6iQvlMblE14zFurWf/G28OeE1jo1U7sRxSYGjOC7B/Ie06ENUJYqL3fKimtZEm5K7jD2jsDk2EloPjnNrbZ51t10XCehtZzB7UfuE/ESQRQc+wSkcQWSxoeOvbw1xx+lmLTnmbCKTTSzMa7yYZhtKNN8s3cshxe/A3KZ2GhxEpRpM8V5UaWGpfrgGz4SqC4Gyzemez8gamngxeXEipQrtQjn7MeXrv89zdga0xZqWZTL7ByKaeBCDFS3if4crTV6riEIdr8/A8KMQPpjvuhWasIdDymzW71GOB3KL3B06Gy5PGJjQ+bdRcjQIvfZZ2k/kjI9cT5APAOBXHP+n27jU2dZ+FntbddyKzBFpwmrAYdRbtcR9+GpZN7ZdrwU59tRNsK3sbmnDS14DpDJO32jLAg28UV4faGBaFpVemr49670mibl3SuJcu66tYDtD2OWy0TjUkwMQRLcAYpRIOf6MHuuKcCK7m0Me/tvusk8UrdT1Rru8vhQERG2s/oxXzmpmpI6trh9/g9D3iOBMY5Y7Ffu6NegS2W27SmN2QS5HDdTfpTyGjuriIh5BqdquIMbEEUrULrOddJ1DJOO8BCyHjKODdFQG3cLzGxPqz5Rh8WzCRW1pJ7fD9H7i/AO3aXI5UzOlW07WlRkAtraeXqU06ERIagHKC50PdC0JHzocUk1vXwaeI0hxdlgt/d54d5phPnz0lA/h5usl0oZ2FehzqsJIexrcs6x8Qd1BYosGlHhnJiayG0VX2P1kxL4jVNmiA7Jy0HLl2C9bxrB9jnV6n2XbpCvxMkusf8PPcwkznfDsQBgrjNyKqcmpM9gtNMJ73vgECHASJcKZT8VA0V1x+NsT7bdFDEB85ANlzmMBO3vK7EleIzRNMs+Eal3iQ/FhuxOftev9DKkpJpSCib9JbY1r10TGo6MEex1CZRvsx6ky7XbjfftK40WE+tJ995wnoxXlij7GCOgFr+CfRCKNpvw98M989I23/IrvrMzTy8SMvihenIDIYORYfyYVsSyhmh5xVUdAxo2qFiBIX0DyYUjsMGvTnY5mXXy8PdYKRsUuRgKfwwpFZP3zoguddk96QJOAKad/sdpqhKTT31O8PhQvV5Du8hJqJomxx1CUWOqfc5850t3O/MyCSESEzAUTA0BWDK+z9JQzbnV5vf2PsVwbo/mQBFs+SpmKueGHQhN+QGFWTsujbAAVrhPJUaGZs76Jq4WJe/aLaWa8oVU8W3ahGTfCVORP448WL2DdURmktDevC3IAiBOG+iL/+cRGNzybnygQHUHzbGxfMhx9miKy0/xPHND24xlCh9gPMz1kYxUVPmSS/VeNG2E1RlZUyP3bsZ14BuXhMzHipBuAS25HJst401whG0T71lE8PzOxOE4HwDAMamWnFq/PnEx7kfvE1I9QZhPKPusAeJAC66KNqhlsOJJmvyPJObB1u9MLef32ANXXituGN0M5gXLAIKhSTrEXWFhK6n7M+m8Wi9rYHbTdazPND1teTdEFxxrC8D4YVURjkj2hgUIZ3iEmRIavBwp98I0Z+i1xUTInQvHK+VXLLYiNcDpLui1gFy9Qp2J9h1aqY+O1uadq4BO9tTA3jMNGLHpPS/ux/1AUNkVIR36VkFqWZbDJbI2XVg7lxSO3yHt/Hy8rAQJLjfdj3jE24FuIK248JMihc1hBHV+EHwxJJV6TRRrCV/DklxYiuaxFwl8+CNxHu2VWWyEjDQKUR0L8ljhUlwqEnedRkVWOVRyL/5QX8Ik1GgbIv+uR7cg5yUHWGp/hqEPVmdegbz6XL9ML6pZmmIkOgSa+LGjd1FjcPqNFLtYw+Dv0CH7zFBr91HQyOgwbuxVYzRsh00wKk5xyutfqkv3FpTiM1rAb0kUyh4JfTf+ifZ7HrFkVlK5oCmkLOizQYwOenyZq5SbrHBZzmiJw75m5xS2L1ihPJyLkV07OgdpY2bcQZp+Bz4yhj9PZc931LkCYZhr580GFl8IxvXTP62XxppPdoTO8fSYBIf11/ZTKkTE+Aa1AVIMW9QIETSgWl+oWFHOCosX39+7jhL9u2p+sll8XoshciSx1RdG3m/qV4S0ynWL9WR0nU7lnqqNUM9L838vw+dA7V2Eedl9ducDWloD7jWKVf6tKFbPh1conWoc0KCeGrYxAM7p5uQ+JTM0P7XGpIn8VJAtByFngEWmjI9CkyIGVWXViC67eZsr6wTRd7CW8bODSxjIThsFKv4svKbZnzJLrsqnwbjDyayufc32PU7/7aS9ytAywFrlxoA2uckx7KLaz6i6UbeRpN1TBJUyJAiWxDOSWCJqPJ1zgxDgsOReI06vaipQYi3POQSsnURmbd76pC2dfQ8B/RHVHIiVbdNzWkl4FAUy54NehCDj+4Ps6rdxycTs4llu5lNRr0rcgFTPn1ngNmskQPbHR86ztlqA/Ld3g3cNV0Vv/m+aWNj9f5JjzixVclMqGUBYs23Fz9cPHZndS5ly5TutbyhPJmnFedXbxNrdUrRGZDg+XI2dzpnGv7v6nIDH8/L802ov2Vgci0rIg1g43BdyoX1U7bo9bx7Wfh019jYXGFkEuYoNC3MRag1gBiVYbtjOum4Tc8dI1+WqdEKXH/0kSJh7yNI91WTWdB5LB+QNxcacEWIYOxoEZQ/XwwrBAV9cq60frZNEGqDP3nfQsJ4zX/ePGy6BEk7NqJ+O362cCX7AB7I8beMXinuumQqmz8qTaH6QySk3yW/RDYqnVmIdAntNx0mBbfn34Re3d9A2pW1y2+XqAcNYNpTN8lnmBYs2WtgbKTvQOnjO2aTmkHOaYKjly01SgSFmowzAKS42675lgpvh/Ur8ryBfmxtMQ5Va5It3qlNc5WdRTnVoPfkE66U4nuvyf/aOpAfSTTVGqJ+yvtmfhsMbwb7Py6++2XqAOgcWQ2ri+sC0FODOqu8y8ZhfezHeMjviUaB6Jc2aXv7oqjbB9RqV0FUc70RUu7lOkKngPPhsVEzC7/klP+PqDzRsb34xKLkad1pKaz5lPYeJnZjNXUnUR7k/W5QQ5x3nH8i4RsKm+9014whVG27tP8eIGlKhGdlc5C8LAijHKFVSQX2phcQ2gVAZTrn4N217sFY1wfhXBeg==