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style="color: #fff;">Home</a> > <a href="https://scisynopsisconferences.com/nanomaterials/2024/exhibitors-sponsors/american-elements" style="color: #fff;">Exhibitors & Sponsorships</a></h5> </div> </section>  <div class="container resdata mt-30p"> <h2 class="fnt-bold border-left-blue"><span class="text-pink">Exhibitors & </span><br>Sponsors</h2> </div> <div class="container"> <div class="row"> <div class="col-md-10"> <div class="exglobal text-justify"> <img src="https://scisynopsisconferences.com/uploads/conferences/nanomaterials_91/1705032025.png"> <h5 class="text-blue fnt-semibold">American Elements</h5> <div><p><a href="https://bit.ly/American-Elements-Sponsors-Advanced-Nanomaterials-Nanotechnology-2024">American Elements</a>, global manufacturer of high purity metal & ceramic nanopowders, semiconductor nanocrystals, & nanotechnology materials. </p> <p>For more details : <a href="https://bit.ly/American-Elements-Sponsors-Advanced-Nanomaterials-Nanotechnology-2024" rel="noopener" target="_blank">https://bit.ly/American-Elements-Sponsors-Advanced-Nanomaterials-Nanotechnology-2024</a> </p> <p><img alt="American Elements, global manufacturer of high purity metal & ceramic nanopowders, semiconductor nanocrystals, & nanotechnology materials" 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n9b9+yZFPnk2SAdGOJJ9PQcUoPISjeUDdA+YAb06AgNB1LcmNRcXp90dnbIV7/yFXniiSftV8h8Ae+dz372c/LQgw8asTcX+fSfiTNjDC8FeCsOLyChCRfstvY2GR7KLMibNRucNAMb+/btt3aSSWDjoIwi2mffe++9JtYLIcVIYfgiErKAQPTWVhXoxrU5AxdXfAbCs72jQwYXQCTYTPHYM9s9vX3SP2ClHcoGmI3HDDoiuRNS7DjLNzCb9YMf/jDttJAkewwMDsrXv3Gt/OXPfzLP03GtziYQUYjuPhGJyPdvuEF++9vfmYHLhcDRo0dNFhUMtIO0l6nYsYH6+/tMsFdMApGn47i0w9PwgQceMJNPhBQbFOiE5Bl79+41a8/hHpeJe7RjECzUSLBucTwTMCACN/dsldP42LgcPHBQInZ063Q8IAgpRLz+gETGx+UXP/+53HtfYaZfK3Qg5H71q1/JT3/yEzOLC4E8n6Af8np9cmD/fvnmddeaJVcLAQhzeK9BqDtiOx2c3mLMeNLp99hCnzyF4yk4ODAgd9xxhwzZ6ewIKSYo0AnJIzD72tbePpk/dTZg/dqelhamQUpBZGzUuKRjKUg2wDU80H3QCiCpRgQFOil2sB4dtLa1yv/8zy8XRA7nfOORRx6R66//lvT2HDLCOB8CDGL9O9i5c6f86Ec/mkw7VswMqGjs6tprPAYyuQaW+PSaZWot2n9zmdrUGDd3tW3g5m4mNAgpMrLWgmP2CW4mhbJNzpbN0nYupPNGagrOpuY3Jn/q7hZr9F3JpIN3PjM5kr8AjKJMcIQzBjAOHFRBPWat+Z8tkYmI9Pb12q6JFOdkAaD3EmbR4dL8pz//iWvR5xgMxv7ghz9SsXKPee4I4/kGbazXFzCDlT//2c/k/gcesF8pTmBfdXR0SPehQ+Z5poMkXq/H9B/t7Z0y0N9v7yXH4gwKtre1mXrFpQCk2MiaQAdojDCqlc8boplm2mg+EyN10QEVwHkjlzZG1XG8lkSncMhHRkfHzLozjJ7jWmWM1km4nCLY3EKYtcgER6Bjxru7u1uFenYEOtb99/b0GWPN68tqE0tI3uL0q50qUP76179MrsEluWfXrjvll7/8pRkgQWT9fPLa8futZVpYlw2RXszeFWPa57a07JmMvp7pVTC2mtJ98IAR/JxYeTaWp4FHBgcH5fZbb6fXDik6Mrce7ZbH5ELVra6uTrZu3WpyXubzdtJJJ8nmzVukrqZWvLjBE2k0fDhn+7ydgCeLFy+Wbdu2Tflb+bSdqtfmpM2bpba6Sht7XDMG1chHenp7pLOrK2P3OAd8Fp16Z2enHDx40N5LnoUHAxkRFegHZSKanVRrCBAHN0fgyWANIiGFCAxmj89rxMktf/oz3U7nCORo/tGPfyQd7e36DBGu86/NwaABBkL/8Ic/yIMPPli0gnMcXmvIwDJqu6VnOFDiDLAghVjLnj3WcinydLSMMPmEenXv/ffJ/v2MeE+Ki9m35HZDW1paasRqY2Nj3m4NDQ1SU1NjHktKSsxxZwo6GGzl5eV5f96Ner5Net5NTY1SEg4XbedY6OC6tLe1S6/tHpdJBHcH57N9fX3GYMASB/JsYAhhsKpPjdxsrPVDOfeqQD96lPlrycLDpPTSduyxxx4zbqdsd3ILBnIRJOtPt/xJYjEEhkNE/cxEYS6BkAIYMP79H/5YtF5dR/S82jrajfcaBmcz9WRwPjc2Niq7W1q4TG0anqpXHXLfffcbsU5IsZC1oVZ0FIgcWgigI0M+8GwAA6RQzjuhx0lxnr9gDTTc29HJg0w7d+B8Eq7yJqc6A81MiRMlv7evX/p0my0IWnPwYLdMRCxDYTbXkJBCw/IYgdvpgOzatUuGjwxbL5CcgDbrF//zS2v2UNuabC3fywVen9/0R3/561+M23YxAq+Rzs4uM0jliMdM8XitIGjt7e1cpjYN6F89Xo8Jqnv7HTtlaJjtDSke8rc1J2SBMTo2Kq0q0J2Z3NlIOyMMdTORYPfskREK9BkZOnxYenoOzXoAK4L17IcOybgt0AlZcKhIxGDj/Q88KH29DHCVK9BWwbX3tltvlXg8Jn54L8wWe0AR3+1spiey988GZ/CgtaVFdu7cJRMFMrHhFkzWYOBh0AnqNssye2qZWpfs53KRacFACAYy7rvvXunq6rL3ElL4UKATkicMIy1a6x6ZiIxbLuqz7OAh0mNqBLW1tk6uiSZTgzV+CBQ3W28YM4OOFGsm4BxSrFn7CVkoWDOHWK7TZpbXWCKPZBusT/7jH/6g4g1rbxEtfRYzttpQxeMJmRgfM/1PdCIyuU1EdJ+2j+Y6zqJBMwJdP49gXrfdfrsJ7lVMIChiy56n1p/Ptul3vK/6VfAjfSGjlE+NE1Cvq6vTpFyjmzspFijQCckT4B63b+9eE2XfM0v3OOAYbAgS19XZSUN5ChwjKBqdkEOY+Z5lMB58vq+3T+IQ+ua7Z2umFS9xNTgxIDJfm7lGCv52gn4WKjDen3l+6WyxWFyvR9yUw2zbCafGDx0eNGvREdmaZB94W/391lvNeufZuFMnbGEej01IWXm5rF23Xp7z3OfJhS96kZx99jmycuUqCQSDlljX982mdvh8AVNX73/g/qJzc0cGFkSqHzPZC+B6PTvz2umbRlXwt+zeIyMj9IKbCsdbcGhoWHbt3KWPjOZOigMKdELyALjHIUDcYXtWIRuyzungEVUZ69AZCfbZWGXkeSoX+izLCJ4KiMQPmGJtJpKmjvvViPVrOfm8nrnfVNTAiIYgLdSsFhBLOH7UNJSjf6rznGHD+/HZZDyqQg2DFhMSw8xpZNwatLDbkHSwhInHzCg+uftJrp/NAVi69Le//U1aW9vM80xnzzEwGVNhvmTxEnnTm98s//3tb8tPf/oTufH7N8h3v/MdufHG78tPb/qpfP3rX5eLLrpYysrKrLqB4H8ZdFLI7w0O7t9vZjvhcVQsDA0NmSB4GPDKRtvvCE9nmdqoPpKpQVse07p83/33WTEACCkCPIFQOO0B0ejEhIRCQXnxiy+S177m1VJRUSH19fWyYcMG3R+y35W/wJX1/VddJT/+0Y+0MY1JwMUxo5BguCBa/ctf/nJ52T/9k/l76dKlsmbNGgkGg9Yb85gEoktf/R8S+Z9fW42/i/P2aQeaCAak68J/kH0XvFAm1Piq9Ptly+bN0tjUZL+LzBa4K15zzeflv/7rS+Zvv95fnkwsoGcQ1esXLimRN73pTfLvH/2ouU8Lmb/89a/y9suvkN1PPC6+QHByXeNsQHuGkv7Hf7xYvvLlL8uy5cutFzIAaYQuv+IK496b3eNLmvb2q1/9ijQ3N9uv5Ae33nabvOUtb5UnXVwTiMl4LGqyX1zwDxfI6TtOF7+2J1HdN/d4VJzosZSVy3POPdf0X9m4XpkC18wbbvi+fPj/fVh6Dh1yXZa1dfXyCu2TNm7cYPbF4u5dYX0er5nhhhstZjZHj45KW0eHPPboo3Jg/z4jEDB7irJKByytURUnzz//fLn22mtlzerV9ivzz969++Tyyy+X3/z2N/rMOb+pMeWp/T5mlq/U+/qqD3xAahYtsl+dP/bt2yf/8o53yv/++tfmGGc6h6nAZzAjDrvlggsulCuvvFLOOuvMGbPb9PT0yv/8z//IV77yFXn00UfMQExA62i6IFd7UG2KSy99nXz6058yWXWKgZtvucW0/Vhj789S24/YAvA0Ou30HXL99der3XW8/UpxgJSkH/zgB+XGG280MQky1Q+oz6hXtbW1cvUnPymXvfGNs9YiGBj59rf/Wz7xiY+bVIa4x6a7pphgQZu38fjj5Tpt784+6yz7FUJmAQR6upu2zMlQOJx82ctfkfzFL36RvPnmm5MPPPBAcnx8XO+T/OfgwYPJ173+9clAIKC62zPlOT5z8+umxkqytKws+fo3vCH5q1/9ypz3Y489loxEIvY35zfxQ4eSw//yzmTv0pXJvmWrkn1rNqTcBvV9/avXJ+/Xz/3vb36T/PnvfmfOu1vLkGSPg93dyde+9tKkz+839SwQCmVlw3d5dLvgwguT7e3t9q8VLn/+y1+S6zdsNBOHKmD0HKe+X9PZPD6f+b4zzjwz+eijj9q/lD7RaDT5vRtuSC5evDirx4f2FtfwoosuTnZ2dtq/lj/8/dZbk8e5vCZ4He9Tozz5ne981/4GAtCPXH/9t5INjY1pleW69cclb73tNvtbMiMai5n6Oz4eSfb19SX/8Mc/Ji+55FXJMNoQ/Q1/ML267Bzbps2bk3fs3Gn/Sn7Q1bU3+aIXvdi0jbi3pjp+Z/MHrfNXgZ58//vfn+wfGLC/ZX5RMZhcu3atdW20rIN6rG43FdXWOakt8653vSu5b/9++1vd8be//T15zrnPMd+hIn3K35hp8/q0j9PPquhMPvzww/a3Fjawfb9x7TeS9fUN5twCWm+mOvd0N1xbfN+KFSuTv/7f/00mEgn7F4uDQ2qTXnbZZcmgti+4H6ErMt1QF/1q07/+9W9Idqs9NVtGR0eTX/nKV/Wa1tvXNDjl72LD7+I9KtBNf0hINpi/6QJCyCSHBw9LZ1eXGS233K6zA1wf9T6Xrr17pbv7oL2XHIuVGkqkr3/ApFvLFMyAdh/qnnTbzOZ1LDq0TmJ2iIGPZg/ub3hZzAa/thPwZIBnHGahXnD++fLl//ov+dd/e5eUlpVLTL8fv5MuQ4ODsn//vow+S6YGSwd27dxpvCxAOu0MrgLc2sPhEuNF8OEPf1iWLlliveiSc845Wz71H/8hp51+uqhitLwl0sCZhdyrfVLL7paCj/8AMNvatqfNrBfPJo4XHdIVIuAil6lNj+XmHjXxDdqLNI0fWVhQoBOSB3R2dli5bJVZReN9Bo7x1t/bZ9YrIhgUeTpOGWGtfm9PT8YGI4T5oYMq0G2xRH0+PRAKcAvERmaHU5bZpqGxQd7znnfLpZdealyZjUi3X3MLshlgSVkxrTWebxDn4u677zapMzG4mI5AxzVE//LKS14p73rXu8xgTCaceeYZ8oEPXCWr16wx8RvSqn9Oezs8JI899qgcLYIUoBg02dPWZoS6pHlNZgI5vgG+f/fuFgaKmwFn4Gff/n1yj94fHMwghQ4FOiHzDIxXpEKDwZJtHEPh6NER2f3kk0VhDGUfq4wQ/OjQoe6M07TAIOjudiLB4zuzY6QRMl8gZsUVl18uW7dv12dY8+7O48FpdyYiUenp7qFAzyKIFI7gexhITCd6O4KXJZMJ2bFjh7z73e+WJWnOnD8TxJC47LI3SXlFhYmF4NZLwou6oRvE7ONPPlEUQQSRAaSzoyPta+IGrPVHpP62NrURRo7Ye8kzMW2ObkeGj8jOO++Uw0PZt6cImUso0AmZZ5zRdzyCbI2+A6fTQgTY3YgEm2UXvGLAKW6IiAMHDmacFgqR4Hv7ei0Rk4UAQYTkAwg+908veYlUVVVJMh5zJcSsNswjExMR6entpUDPEhC1Dz70oPT29pnnVsT81EA4JhNxaVq82Li2n7Bli/1K5iAI1yWXvFLOOONM04i6HbwBPq/PLG9p2dNmAhQWMslEUjo6Ok0gMZDN/hugrEBn5145sP+A+ZtMDZbpwM39wQceMIFaCSlkaEUSMs9gVtvkTzXucZ6sd/Aw4mA8tasR0T8wYO8lDo6YgMDGOn1Eg82Egf4B6euzDGcfBTopEhDp+7zznm/cmQHypbtC76uotjuHhw6b2Vsye46MjMjDDz8iI0cwk+q+r8AMN2Z2zz//Bbqdn7U+ZtXKVUakw9MCru5uZ9GdgYXugweMuC3kGAXot9F/T3oC5KD/BgMDfdLa1sq4HTPguLnv37dP7tx1l14burmTwoVWJCHzDNzjujr3GiPF7fpzdNJu10o7ndbBAweks8CNoZwBMaEi4lDPoYxm+1CmcI8fHLDy2Lsx0rI9EENIrlixYoWcdNJJJtVQMgGB4K4NQRt1dHSUsQayRH9fnzz++BNmGY7bvgJlj/apWcX0qy65RBqymGrT5/PKc5/7XDn55FNMe+ZWPDpt31EVtR0d7WZwtFCBdxrylFvLxzyWC38KcF+kK7TH9D5qNV5wlqcdeTaoVxjQwEDWrjt3yeAgJyRI4UKBTsg8go4aorm/3717HIwt5OBPN/f+keFh2bOnZUEFTwkEAlJZUZFyXaBXDU0tWOnr7Zeh4fTX+cEIhotjZHzM3jM9uH4l4RKprqoygyccMCH5TllZuWzevEUq9F4Cbqqsacv0jRBhTuBEkjloJxDJG1HxgTPwmgpkS/BrO3juuefIqaeeYu/NHkuXLpUXvOAFUlVdbdzo02nPsJyoDcu7Cjg2CoKLdnR0yER0wvWSA/Td6MNBqtKybAJ7mVqLMxBApgN9PTwGsRRkj94vhBQqFOiEzCNwj2tpPcY9LgVYX4WOffu2bbJu7VozWp9qdsox5EbHRrWDbzHRfxcCGPzAOsmmpiYJh8Mzehw4qdZ6+/sn0xelA2bdD3Z3HzMTNPVAC44BBteimkWyePFiCagxAddQQvKZcDgkq1atlPKyMvPcjQhzIlCPj43LxARd3GeLFVTtSRkeHrb3pB7MNW2eXquGhkZ50YUXSk1Njf1K9giq+D/rrDNl5cqV5nncRXvmiE64ICMFaCG7IiNdHDaUc6pBEywPwZmvXr1aTj55u5SWlLhKU4cBZLNMrb19chkVmRrnGmD5xF133UmPA1KwUKATMo8Yga6i2RkVn6mDh7GFvLMVaiSfe845cuKJJ5qR+ITtwjgj+r0QkejgMaNV7KA8UF4YTW9sbJTycktYzCTSAcoGSw7Sdck1Ah0p1myBbuzPKcDvQ7fU1i4yKY58fr91XV0IHkLmCwgq3EcVlVXmubv6at0E0VhUBTrXgs4W9BG7n9htt98ebdKnaWSOAbPn6FM2b9ks27Zum7F/mQ0rV6yQrSdtNen4Eiok3dQPtM2YcUdgzqECjbgNN3WsCx8csALdWQMPU4MSweCFz++TTZs2yTnah1dVVZoySNUvee1Acd0HDpg+nP3F9OAaoJ4PHxmRXTt36bWhmzspTCjQCZlHhofhHtdpZpjcuseVqkDfqsbW8ccfL+FQyIzcp8K4eOv7Ojs7J/OtFzMoEQxm+NSIbWhokMoKNYT0/KczbBzDaiIyIQcPHUx7HTpceHuc9evT5sHV304mjNt9Q32jVC+qtoLJ0dYiBUDNokWySDeAe8stcX2v68ByZFqGjxyR9s4Os/7c8U6YCdPeadmjv9hx+mna5tTZr2Sf8vJy2bZtm1RWVprnbgSk09916jlhHXohik7Mzra1uszAgvPT9h+D6scdt94MaKDc3OB87/DIEbPe3QSUJdMCewcTFw8/8qgpL0IKEQp0QuaRrr1dxsVPe+6UQX+QwxbULKqRtevWyto1aybXoacybpwOHkGGsI5xQUSChRj2+6W+rk6qq6vNcoBUAj0SRS7zY13V3YE1lD09PWbmfTobzbLPkpZAb2wwxtl07yUk3ygpLZ30RClEMVXoHDx4UPYfsAZXzYBrCpxrVFtTK6ecfIqU2dcuF2AJ0ebNxxuvoFTgsKITExKLWnEJMHg6o7DNYxAAERHcsT5cexFX5xEMBE3fvW79eqmptQZNEvGZB7ys77Vyx5uI8XTbnhFn8AdZWXbt2sV1+6QgoUAnZJ5A1PA2FcvDh+3I3ylIaieOjnrxksUmEm/z8hVqdLkbgXfASD8EetF3WLZxikEPrLtEGiDLpXIGQ0jLFjPo3cZVPT2XXKSv6+u3XOk8tjviM7GOKCmhYFAWNzaZ9YcUOqRQgLcH1hsXqpgqZOLa9mOd8/Cg01ekvgbOMp1Vq1fLcccdp9ctt+YeIv1jQzs61RIhuHFPaLsaNcsdkiroN8u/vetdcu111xp370KsVwPa7nd0dpr14akH2K22HjFkljc3S31drSxZvNi4YyfswfeZgNcEUoAiqN7IZBwCMhWoSxDpSEd45113metESKFBgU7IPAGxvMete5yCDj4YCsnSpctMNOUlKtSXLFlivZbC5dT5bmvN+8KJBItZ86qqKmMIIdAVhPt0ohhlBM+Cnp7etIMWYd36YTuly7TX0f5dBK5rbGo0MynWsVCkk0IARm/qmVuSfZB5Y29X1zEZOFKLWXhcoa3ZsOE440GUayoqK2XVmtUSDIae1h9BrEOYY8YcXkPnnHuuXPP5z8uPfvQj+fw115h4Km5dvfMJtN1dKs4xSwtSre9P2O0/vKcQ+R7LATCgAe8DeHs5/cN0YB06fnNv117Zv/+AvZdMh3Fz13r4CNzcd7ekKl5C8g4KdELmCTObvUfFMgS62lszCXSncy8pKTGdOh7LK8plefMK48aN9Vap8GiHBQHa1tEhA5MzMcVPaVmpNC1uVGMVywGm76WN+NByRrq0wcHD9t7UIH5Az6EeidjGcyrTORgOmXXxCBZkXBtpOZACwU0780yQKxvBEEnmjI+Pyt69+ybXHqcKEJdIaJui7QqELwR6mR19P5cgHsoK7Y/KTPqwpLaLESPM47GoGUi+5FWvkuu++U35wY03yrvf9S4zg56roHVzAQZLjLv5ZFrOFNdE7x3M6jY3N8ui6mojzFetWmVSGJrXzb/T43hADAz0Gy84eOCR6XHqVk93t+zcuZNu7qTgoEAnZJ7o6++Xjs4O03Gnco9zRBzc41avWmnEPNafr9YOHmtDwXQzww5Oh3XwwAHpWCCRYHGOoWBIGhubJBgITe6bCmeAZPDwYRXpPa7ntU0EdzUCIhE71/M0Ay3O71ZWVlkCHQMmKTwfCMkXEIF6IuYuQrfBfl/AHzCzqiRzxhG88qAdvNKVq7pV9mXlFbJmzVprljbH4DeW2R5dBr3+Gzdtkn/9t3+T73//+/Ktb31LXvPqV8uyZcvsNxQ2o6O2N5rjATfDZTH3TDJhBtZXav8NzwaA1HSTy9RS3FdOt3L06OjTMr+QqUF/jvR0R0ZGZOedd5qBDUIKCQp0QuYBdNhdHR1ySIUdSLk+0O68sZbarPNT0MmvWbPazBCDVIazI0BHjgxLa1vbMe6SxQtc3BCUrVEFsRNQLxWjR0fMdcG6Qjdgpgg5VyfLc5qJlMkgfzU1xu0eOPsIyXeQz/yp5TjmYUac9iikwi0YDJi/SWaMHBmRnt4e057N5Gnl4LQraPeWL1vu6jOzxe/3S11dnTQ2Nsgpp5wqn/nM5+RHP/yhfP7zn5fnPe95kzn0i4XR0aPSoX34OOKVaP/tmWEG3bkXINBXNa+cHDDBbHpTU5P529UyNf0dJ1Cccy+S6fH5/OZeeOKJx+XJJ5+cvA6EFAIU6ITMA+PjYyb9x5EjjnvczJigO9pBL1/ebIwugBnxVStXyqLq1JFzgWOkHdUOfveeFhlZAPnQEVwJ7qAY2EC6oZlwygcp0zAj7nYAA2mPsAZ9AlGJ9TumM9QQwR2eErUq0DFYgAEAxyib3rQjJD8YOnzYbCClx49ijGG9H8pLy0xgRJI5/X390t9vLUtyE8Ed7R4GfRcvXiw1NVZqvLnghBNPkK985Svy4x//WK666n1y4oknWqkkixB4NCBtKdpwN9cEYKlB84pmM2gMkLYQA+64n6YKrPdM0Ocjtz0C0/X3c0Y4FZNu7to/79y1S0bodUAKCAp0QuaB0dFxI9Ct9CxPdSRTYQxd3TDqvnLliqcJTaztW7bMcit008HDYMZaaUSPXwguchg9h2CGIeQESkompi4nS6BbkXIP7D/gOlAcBjp6e/uspQrTekJY1xCB4TBYYAS6GnYczyeFANqgnr5eOWwLdLdDSmjXsCzHrYAhzwZl36tlf+TIkL3HBWhrQiGT8cNxp54L4L5+3nnnyerVq+w9xQny+re1tUufXheQykMBng+gqalRBfqKyfeXlGAd+kpzj6CPSDXD69gJGBxoXyDL1GYLygx99K6du6Svp8/eS0j+Q4FOyDwA97Suzi4rsFiKzt2htLRE1qxZY9zkHJxIsMZ9O4WLHDDBmrRT7+zoVBFqRZ8tTqwyhQGDtbPhcIkR6dhvAihNBwYwVKB3OzPiLujt65NeezYDgfimwrKjYDQHpbGx0cwomsB/joHlrgoQMi/AqwSzhWOj1qCeq+qqdRtuz9XVVZMzhiR9otGYEegYOHSDJdqSRpgvWbxkTtafLzTGIuPS1u4+AwsEOmbJV6xYaTyoHExMmdWrpbTE3TI1x1Y4Mjwsu1taJoMGLiSSaQ5rw+ZBuT7++OPy+BOPpS5jQvIECnRC5oED+/dLZ1en6SxSzS45HUo4XCrNy5ul5BiDC2Idot2J0uu28xlQQdna0Vb0kWAhguFZAKFQW1ujQgEDFPaLUwBDCzPhiOQ+5mKNH8q7p6dHhodnnt1yLguEOdYcYl2umwEVQvIBCJHH1MBFwCWAaNQzYbVDSUFwuPo6y2OEZAZiXMCdGdkiQKrBkcn+Ihgwg4EU6NkH98MeLBMzfYQnpUCXZEL77RJZtXKVPVtugdgMWKaGFHVuQNpQMDaG30e61IW3Dh0D7Bh0d4uT8QCDXLt23bkglvaR4oACnZA5BoKxtb1N+vpsd6sUnbtjcNXV18vy5cufZhzD+Fq1erXrSO6OIQEDo+XJJydnAIoWLQ906AE1hBrqESgO7p6JacvJmQE3s+K9qd3hsP4c69tSz25Zv4eI8kawBKwZ9JmvFiH5waFDPfLQgw/J+NiYtj/u3dWDAb+2W3Vcgz4LMIiKpQWTg6mpxKCNX8scASnpvZB9hoeGpb29Q2La/s+0PA04fY1xZ1/9dIEOcY9AcViqBtwsU8P9By+v9rZ2OXJk2N5b/FjL1URqa2qlqgrL1bAkwM0gN6K5+2T06FG58667TN9OSCFAgU7IHANRjDym6DBASvc47bTxnubly0x6rmPB7PvKFSuMIWZwI9B1M5FgcQzFLtAVrPSGu6eZuTa50JVpism5EkOHB6Wn59C0Qt4BAr27+5AaTNZ69VTXsrS83EQ5xnGYr57564sWlJPJj53Ce4TMP7FY3OQR3t2y2zx3k9PcuW9CoRIjPozHCMkIBJMcHBhUgY4lNy5ma22wrKd6UbXr9xP37N27V/YfsJaIpQqY6NwLlSoqkfccsQGOBRk90IfDuytVJHfgtJnwwNu/f7/5eyGAdgjnvm7dWtm2dZuEQ2Gzzw34HK7DE48/Jo8+8mjKfp2QfIACnZA5BoHhkD/VEccpDSjtTGDgmpypdkq1Y2lcvFiWLVtu/nY1Aq+dVUyNvrb2dunvH7D3FjFaJlgWsGSpCgXt1EGquWtEcDeR2W230umIjEfkwIEDJgXVTMazE5iurq7WuJ3C5R7rEi1DAZ9ZWEa0c96pZp/I/IOAVL/+9a+kr7fXeO+kI/iqahbJ0qVLeZ1nQVTb6sNDQ6bN1sK3907PpCCsKJdqO50jyR6Ix9Cyp0UOD1h9Z6r7IRF3AsQ1STM84Myzp8AyNQTVKzHr0C2Pr5lwfg+DNnv2tBb9MjUH1Gv0mXW1tXL2WWeZmDKYvHAC8M2EaX+03LBUBIONwy6z5xAyn7DXJGSOQaqizs4O07GmGn13Oh+z1nz16sm15seC/LIrV620ZqlgnNkG2nQ469i6nTQxKd5fyODc4roFgkFpUGF8bIC9qXCMHwhzBIpzZsanIxKdkJ6+PstImsFQg9GF74ZxUV5ebv1OEZf7dMBQ8np9JkL+z3/+C/nwRz4qH/noR+WDH/rQnG1XfeAD8r6rrpJvffvbMjhopa4iUxNTA/gXv/i53Pq3vxlj2Od35y7tDBQuaWo0katJ5kCgY90ssj64wZmFraysMkFESXbBwPqeVmRgced9lkjETT+/bOmSKa+HJdBXS2mp07e76xdwHC0tLQsiG4sD+ln05du3bzPeCOhx3UxKAOPmrmW2685dZlkaIfkOBTohcwzc4zDrClIFW3KAqEMnPlXAn1Ij3tdMdvCpundHhA4PD0tLa4vrfN8FiwphCMP6ujqpNpHcsWvqUnLKBsL84IGDVpT9GUAZIkgcBlKcz04JBglU3CDFGtzt8fvWEczwmSLFFwiYgY3f/e538plP/Yd88uqr5TOf/vScbZ/77Gflms99Tn7wgx8ckzassMnVINsvf/lL+epXvyYDg4N63YIz1/Fj0fsBgeFWqhFdUUGROBvQPpvAVnqN3RS/yQ6hYK3zXKZYWyhgeRiyoBivKU8KjxJzLZImQNzKlasmY8UcC2IEwDsOyxHcYH5Pf3dsfExa256KJL8QQD8LjwSk8zv55FNMeWLg0CrnmUE+frSTiH7/yKOPmu8iJJ+hQCdkDoF7HNzSEGTGDY7hjbXnx+ZPPRYnl2q57f6eylh3vgMd++4ndhd9VFOUB7wGalScw8UcYFZjWvS9WFt+6FC3uV4z0dvTOxnsbzpvCOtqIKK1NYuPx8lr5MLgLk48Rqh7fP453xxwHYrB9RpRilN5hqRLZ1eXfOWrX5UPfvCDJlq1V8vNbVlZdTtpvH02bdwoZeXl1gskIyAIHRHm9hpg4BcCHUtpSHZBhg/kII/HY5PeaNPh9MTGA27NaimbQqADCE4TKE6/z82MMO55xCboaO/Q/sdK8bkQwOBTNBY1ngg7dpxup059qpxnwrl3Bo2b+x1mcJ2QfIYCnZA5BIaWlR7FTleUooM3AeK0Y0HnfWz+1GPxeLyyEvlV6+rM81QC3aDfidnhtra2yWMpRiypYAEjqa62zgqyM0MReTw+4yaKKO5HRqZ3H4SxgEByI6ki6drXA8GBsP4cMybW6P2xR7fwgMEEATHXG2af9B/9/ZmXlxQK8XhChtTYhDfA4OBhGRgYnHobHDRrMLGmfN/+/SbA1N59++SJJ5+Ue+69V37/+9/LN795vbzv/e+XSy+9VK666irZ09JiBlKwucVpfxBpedOmjcbDh2QO+ozxcSdLhJsRPSt1JwZGnIBiJDugbneoOEd8EuA2QBy8SDBLPl02A3jIIVCcGbx1MbPrtF3d3Qeko6PdXZ9fDOh5YgADg0/bt59svBJAOm7uGPC6++57zEALIfkMBTohc8jY0VFp7+gwnQRGy1MJdHRIcFM07nEzGLoNDY2yHIHi9PuMy1cKnNHkzr1dsm+f5W5frDjGSyAQlPoGRFAP6c4ZUq05eVNVzPT3Td+JI9VNtwr0yRRr01xL53fMDHp9vSn7p9zr3BjchDwbzN55/QFjaF599dXyute/QV7/htfL618/3fYGFd6vk1decom84hWvkFe+8hXyipe/3Dy+6lWvMu+5/Ior5Jr//E+57dZbTRvlD4UtMTDNvTIVZlBRH9euXSfr161P3caRGYGLe2TCamNclaVeKghzeFa5nXEn7sA90dbWLkePuBxgt9v5JUuarECu07wfgtOsQzd9PNKHzXy/Ob975MgRM+Bv7IkFQtKO57J4cZOcfMrJEgqXuBboTjT3lt0t8uBDD7n+HCHzAVtvQuaQnt4eI9DRcacafXc6d3Tea1avmjJAnAOMseXNyyVsxGdqY9ox3AZUhCLlm4kQXMSgU0ZqsyYV6BDK1k7r4Zk4xs/w0JB0d3cfI6afDiK4Hzx4SMZtgZ7KdC7V61envw/Md7rXPIQ8G62nMDgxw3rnrl3yf//7a93+V37zm/+bevu//5Xf//53Rnzv2rlT7rhjp9x5553y8EMPS6sa+RD68AqB6PcHwxIIhtIfPtI6jYwFiEi9bdtWqa21vHpI5kB8TdgCPTVoVKwZ9LCKPeMxQrIGAsMh3eDRUXhWpR5gx2CVX68Flqc57thTgcH3VSZQXDrL1DzWMrXdejwLKFAcysYEiwsEZMfpp1uehbpvun76WIzdo2U3MNAvd9xON3eS31CgEzJHwHUNa9d6DnWb56k6dwcI8+kCxDmUlmoHv2rVUx28i84KIBc7UsYUewePTh0deoPJQW4FTpou1ZpzXWAUI5I71qNPxcTEuHQfOGAHkpshxVrSuhaI4N5YX2/+dgI5ETJbYHRiptuvgtrNFtD3Tr2VmAjJEHcum6ZnkbDrem19g5xx5plSVVVhnpPMQLuF9icec5dKy2lW0BaF0gnqR1xxdOSodHR0GK+GVGVrieykCWSGvrlE++jpwD23auVKqdE+AqQS6ACeXvDiam1rX0Bpw6wyj0atCYWTTjpJVq9ZY/5OZxYdg15333236d8JyVco0AmZI8a0U8fsOUQxSGU6OSIbbtkrpgkQ54AR+NWrVptZWpCqe3e+C4YGgtYdtYMQFTsmivoMSwWOBYYx1utOF+U+MhGVvr7e1CnW7Dy4dXV1KlisvMRw03NjhBHiBtQ+3NNutunR+jjLOonAVfiJLZuPlxNP2KJ/08SYDbgaaIfQXqSDXmnxB/wmfgnJHgcQt2HvPvN36vXn1iM8GbC+vGSGAXawePFiWbp0qfnb3TI16/e79u6VffusY1o4WIWLMjt5+3Zj/7iZQQeO92Bbe5s89NBDRe89SAoXtt6EzBGjY2Mmb6kTkTeV8YQOBwb1ihXNUjNNgDgHvG/lyhVSZ8/QujG0PT6v6Zwwq4/gUcWII0ec0XWs1UfwKoupy8gSMdbsBFzcnwrQ9HTgAt/T22eE9ozRfPV1fyBgrs1TXhDpGdyE5D1oc5IJqayslhe84HxpamqyXyCZktR2CwOAiTQFOqJ8BxHcb6Z2iaRFNBqXPa1t2ldaWTtmHuwC1jWrKK+Q5mYrANxMIKgf+nonDWcqnMGvw4MD0t7WZg0ULzAQXO+MM85Q+6jWtD+Ot9pMHLu8b+cdd8iRVEFeCZknKNAJmSOODA+bqOlmRjZF5266Z+1wMDK8Qjv3mQLEOZhUbMuXmw7IjbuXz4kEe/CAdNrr4osVx+BBmrV6240Q0a+nRa9PdCIqPT2907q49/T2Sp8zsDHNYIv1u1agv8YmpFhjXmJSnDhtzvGbN8t5550345Ic4o64th+WQHfnvuuAPgDxSFLN8hL3jI+NSkvLnqc84FL04U5/unjJYhXoy1O+v7QEgeLW2MvU3ASKsx7NMrUFtg7dAfUcbu5r160zz5H6zg24L2CHIXtF90G6uZP8hAKdkDniwMGDsnfffvM31kHNhOPebrnHrZxcWz4TEPFI5WIMY+3cU47C2z08IsHubmmZ1pW7mEA5wtXcGK4zDEig48doPAJnDQ8P2XufAmIEqXZG7Rzy0xlfzhUIB4PS1NgooTAFOik+0NYk1Dgur6iQl7zkH2WNvS6UzBItVwwQZjZ4OrMgJOmBAHHt7W22B1yq5SKWmzr6+RXNzVJd7XhtTQ/67zUQ6M4ytZQCXX/f4zWeebsRR2aBLFN7Jkhdetqpp5q1/vHY9NlZjsUJnti6p1Xuu/9+idLNneQhFOiEzAFwJW9rbZVBe8bV7drA0lIEiFvlajYK74VhjI7KFbaBMTo6ZtahO673xQzcPhu0Q7dmsqfvyJ3rgxnyQz095u9jgdEMge5EV8aazymxjQVExEYEeRNlX3FjRBBSKGDtOTj11NPk4osv5uw5KTr6Bwakrb3d9OXu1p8nzYCwCRDnwgMOyxIQa8bJfODGXRsDABgI6OjolL4+y/V+oVFeXiZnnnmmidUD3PSt1uCGRwb1mt6x83bj3UhIvkGBTsgcAPHbsmePPrpzQ3M6maamRpOiJdVoPYBRvGrlKrOWDaQcgcem34u11giYcsSeDS5GnLIIqEDGUoDJSO4pyuiolkmPCvT4M1xMsS69uxsp1mz39xSXJ4yZezsHOiHFBGZ3kVqtafFiueyyy2Td2rX2K4QUB+gmujq7zHIwkKodd8Q10g2uWr1mxhSpx9LYhGVqy0y/7AQXnQnHLjikfVFHe3vK/qwYwbXYsmWzHLd+vSmPdKK5RyYict+998mBA9Z1JSSfoLVIyBwAN7TWNsc97qmOdTowKo6OB2vKTZ5PF+Arm5ubjQAFbjprj5kJSEpXV5fsL+JOyimJcCgsjUagO7nQpy4jZ0bcpFrr7pYJR4jbTEQn7AByqVKsWd9fW1s7eV0IKRZQu+N6LyA926WXXioXvfhFHIQiRQf6AQRTHR5OL51ZVXW1SZ+GFJ9ugBfcihUrtX8KuxPbdr8zMjIse1paTPqwhQiWrZ16yqmm/GA7uSk7p51qb++Q++9/QJzUbYTkC+xJCZkDECUdkVbhHufKvV07GKw/X3FMbnM31DfUywoV9fgNN6lanEiwA3190rZnT9GnHAkE/CqU65+aQTf/PhvkmAUTKsAPHjwg42NPX58Pr4NezKwjP/EMgy3WNfBIvRoQ1YsWWTsJKRJieh+Aiy66SK64/HKprKw0zwkpJhCA7cljArGlGoRyYgYgk8GyZVbqNDeUaV+/Zs1qKStzFyjOyh7iMcvUntjdYvK0L0TgoXD6jh0mjSpwLdC1/AYPD8ptt98mQ0OH7VcIyQ8o0AnJMegsOjs7pfvgQfM81fq1hN25WEFj0Fm7c48DJeESWemsedPvSdVROdoSrvd7VKAXeyRYzHRjJrui0s5HPlP56HvHTS70bhm3hYjD4cFB6e2zU6z5ZmhG9XXkIzb511Ok2SGkkIhGMGiVlPPPP18++pGPmLW2hBQjR49aAeLGx8e0X0htNiPqvs/vN3nNKyoq7L2pMcvUVmNQ3l2gOAChiQHjjo4OOTKS3gx/sYAy2Lz5eNm4aZPp452YGKlAsLgJLbt7771P9u23AvgSki9QoBOSYyIq8jB7Ppwi4vckdqeMaK4rljenzJ96LKWlKurXrDEj8SC1QNdj0W10bNxEcl8IgeJqamulxp7NnikQj0ebx1g0Jr09vWoAPX0GHenXEDQIOF4IzyRp5uetFGvHztoTUrBoW4F7xhLnIhdceKF8+tOflhNPPNE8J/mDG3FH3NHT2yN79+41ZeqbaUBWMeWuGwbJV69e7SpAnAP6Y7i41zc6y9RSr0N3Bvw7u7pk77595u+FSJ3264jmjtzoJi6Gi/rveEJ0dXUakR6dJqUqIfMBBTohOQaz0iZAnD07nUqgOynWGhsaZRnc1VO8/1iwthqp1pxAcW6AOzxGnNvaO6S3z87rXcSgA4fLOc47mZi+E/cYQywpPX19MjAwaO1UEIQG6dec6zkttm0VDARNKpgQI1uTAicaiUhMjVjcQ29+81vkS1/6kmzfvt1+leQLECgIgBV3EWiMzExC+whkYOk5ZGXzmG5A1sHRhaUqzNcad3X3HnCgoR6B4ppNv+8m4JljHwwNDpjjLPZlatOBct6xY4c0NDSZ524Euik73YYOH5add9whg0PPTqlKyHxBgU5IjsGsdFtbm4wjgIsLsQ3jCuKxuXm51NXV2nvd4jF5VxcvXmyeIbpyKpxRZLjgI11Lsc+8INVZY2ODlWrNnOvU5+sYPgMD/WYGxQEeEQcPIXCcNYs43QCKNYOuAj2kAh2B6ejiTgoQDGJBmJtZ82RCtm7bJp/+zGfkc5/7rKxft85+F8kn0IbHYgiWRYE+WxB4Df330aMuPeDsdr+yqtoMlrsNEOeAGfeVK1eYGDTon1L1x87RwA1/9+4WGSnyZWrTgeuycdNGOX7zJmPTpBPNHWlT77vvXuMlQUi+QIFOSI7pOXRo0j0u1fpzdMjYSsJhs5Ycbu7pUlNTY/KpWjlSZ+7cj2XkyBFpbW2xI5MXL1gy0NjYZLwNYEylsH9kfHTUXENnZiKCFGsHD5p1f24Ih0ukvr5Br4ff3kNQ5hB887FBZOK6j46PSoICZkYwyIR6X1ISlhNOOFE+8tGPyne/8x35lyuvlEUMeph7VHQgQr4ziOoW9DXR6IR5JLMDA+x7WltNIDaQSp9j/TlYsmSJLFm6zPydDmaZ2urV7oPDmgPyyNjYuLS2tRZ9HJmZqK2tkdNPO81yc1eB7qb+O/cWbLT77r3XDMATkg9QoBOSQzAbjhzjiPgNUo2+O3LBuMchQFwaEdwdnLVvlmuddlAp+iing0KguJbdu2WkiPOhA6wFb1qsAh0z6DPgXKuJiahJqeYIcoy2dx9EDnQ8R4o1s/tZOMZB9aJqE10/lWG3UMA9gTq3eMlS2bjpeNm8eYts0se52jZs2CjHHbdB1q5ZK4EAvRqmIx6PGSP3pJNOlM9//gvys5/9TD7+sY+pUD/BfgfJNYjSHQwEzGCrG5wmBm7ZaLdwr5HZMTw8LG1t7abdt9zbU/Th8YSZNV+xckVGWQ0QKG7lylUqMq3gcm5EphmMT8RMyjAsv1qolJaUyumnn26i5wM39R99Efr64aFhueOOncbdHaT2lCAkt1CgE5JDMPre0vLUqHbKRt/ujMsqKox7XCaBxTDyfmxwGjezhHCphwBtVUOk2AU6jCdEVYchBKYzgJxc6AgQd+CACnTbswAeBnB5j0WdFGtTX9Okvf6zoa7edS77YgdljbzZ5aVhueLyt8tPf/Jj+cUvfiE3/eymOdsgNH+mj4g8jqUHxQAMUczcWY/WNmv3Zr0tErbXyMaNG2XdurU0WucYiAcsjXFd7vb7UBcwgBh3IVDIzOzbv0/2mwjfSROZfSasvsQKEGcysJS6DxB3LCtWNEtTY6P5243IRP8Nug8eMAFp3Yj6YuW4446TzSecYAYtXLu5q00wof3S/Q88YILtmX32oNjCLUky31CgE5JDzPrz1lazjg2kMrQmA8Q1Ncny5cvN3+kCAQpxX5HG6L3Twe/d2yX7DxR3uhEYvRDoZRVWIL1pjRlcKo/XuLwd6unWDtwSK8ibihRrYKYUaxBIcGs3KdYYIM7glDXS2zQ3N8vmzZuN8NukAnCutuOP32R+F7Ea0l0fmo84gx7xaNR+tDYEc3Pc+p18/OkAMYIlOQ/cf5986P99WHbt2mW/QuYK9Bfw8kgVmOzpeIwwx0Cidd1JpkT1nmpra5XBQStjRyqc9g2Dv1hm5tpN/RnU1taZ/t/rxcy4C4Fu2xVYJ996jL2xEMHSG8yiI70d7Ck3gxVWPnmRfWr/3HPPPeYzbr1WCMkVFOiE5JChoSFp77Dd42wRPBPojCEgV2rn3tBgjaBnwupVqyYFvhsjzTm2/v5+7eDbij4SbF1dnUm3BmbqwGH4IMI9lig4a/MPHTokgylSrFkgxVpQGhob00qVtxBAmaM83a7jJ88GZRiPRY0hevE/vkT+5R3vlCvf8Q654sor5c1vfatcdPFLZMuWE6Smpta8LxoZc2WsHovPH0All5233y7/+Z/XaFvWYb9C5gQtewSZ9KczkIQ2CzPoY6OM4j5LnMBrTvpR9M1uqFGBvW7dOjMQmQlVVZWybv06KStTge/GA84WmFgn37KnZUGvQ0fMl9NOPS0tN3dTfrrBXtu1c6d5dFzfCZkvKNAJySH79u2TvXv3GcM4VYA4YzzrBve4VSqwg8GAZYSrwE5nw2cwe45ZdBh2zqz8TDjd0KgaJHta9hR9B1+poqZOjSh0wDOVj3PNkH4Osygo2/7+PmP8zoS5lgqWKFgR3JkDnWQX1DEMvtXULJJ3vuNf5Itf/IJ86YtfNKnPvvqVL8t3v/vf8vOf/1y+973vyVvf9jaT6i9mUm+lN6vqt+vub3/3W7n++uvlyJEj5jnJPWiXS0pLtR2ZeTnOM8HyGohLJ2AZyYzx8TFpa2+3BLoLsebcW8uWLzNB4gAE4rH9c6oN1xj99tq1aydTtLkRmZhtx4BnW2v7gr5HcZnglbXlhBONFxDK1A0YTMHExP333y/tes0RS8DrdRa6ETL3UKATkiPgHtfR0SFDw1bQkVRALHpUEMa1g/77rbfJe9/3frn8yn+Ry6+4Mr1NP/O+qz4g9z/woBGYXhej+M4I8pgaJBiBd2YMihXMaNerQDcuzi6M3sOHD0tPT68xgHp6eiZnfqfrvh1DGu6pSOkWDlOgk9wALw4Yl36917EF9G8MCNUsWmQM1Re/+EXy5f/6L/mSbsdv3iyJWNR4hbgFNdznD5o0kTd87wb53e9/71ooktmDgKHptB+4Xrg+cHNGH0Qyp6+/Xzo7O81AGARwKjDrCq8TrGP+2Mc/bvrit0/VR8+0XXmlvPNf/1V++tObtD+OmD7czUyuM5jcpb/dtcDThS2qrpYdO043Qfpcu7nb3hH79u+Xu+6+W4ZHjlhl6qLsCckFFOiE5AjMYDy5+6nZaDfucc4oLlxKv/2t6+W6b3xdrv/mdWlt+Mx3v/0teeCBB8zIu+sIwNoRwXCHG2u/7cJdrECgNzTU6yMM39S5ZhEorq+vz0T07e52Irin7rux9ryuvj5jV0dCUoG6m0qIwZPjVZdcIv/xH5+S9euPU8ER03vd/ewqYi14VKDs379Prr32OnniiSfsV0iuKSstM2k3DW6Ehh0X48jIyIJ2dZ4tuK/a29rl4MGD5rmb/ht9Lba2Pa1yw3e/K9d+/Wty/XXXTtlPT7dd941vyDevvVb+8PvfmYFyvwp+NwLdGpoROTw0aALFLeTBGcQAQLq1Y70YUmEmSHQ7on38nbt2mcdgIDi5Pp2QuYYCnZAcgRkMBJgZQ/7UNBp5dBL+YMBEFp3N5ve7G3l3cEbgDxw4oMdd3JFgwybVWqPpyGfCKb+oCRTXYwQ6HhFTwFzTacrXKbvq6mppqG9I6zoQkite/KIL5Yorr5DqRYtUpEfTusedddBYo/njH/+Y4m+OKCktmQxo6S4qu9XWjBw5UvQZOXLJ+Ni4SZF6NAN3cYh5v4q72WxWcED3/YbzVrNuvgXr0IvbCy4Va9askRNP3GoGx916DMElHhMkDz/8sBw61GM+y2BxZL6gQCckR/QP9Elnl+Ue5yZA3LGgY0YnP5stXVHovB8GyR7t4J2gaMVIAAK9sWkyjV0qoWK5th+SERUlCKRndfjTl6+zrr2hvl7q6uvM34TMNzA2L3nlK+XCC1+kxqjPShWYBl6fX8bGRuWmn/3MRDsmuQdp1srKyl235877RkZHzdKcuQSD0o8+9piJu1LojGo934OAa6PWQFQ6/SneO1WfnM6Wic2gHzKB4hZCHJlUVFVXyxln7JCqqirTv7sOFqfsP3BA7rn3XolMRIoi0wcpTCjQCckB6BDaWtuku7vbPEeHm+84ndOoGlkYgYeLZLHi0+tR39AgpWr4zoRVJh6ZUCGDa9lzqEcODx4213emawqBDjGEaPGT7qmE5AGIbvzPb/hnWb16DSqq6yBKAKIe90PL7t3ywx/+yAxWkdyCuAJVlRVmbbM7rHY8Mj4mgyrQ07m+s2VwcFC+9MUvyWWXvVG++93v6fO5HSDIJhiMRcoyDFQjzoPTP+Yz6HOSibhZptbb22vvXZhgYOuUU06WZc3N5rkbbyEzMKLX+cjwEbn99tss+60ArjspTijQCckBCKiEzt1xjyuEzh1g1N5EgtUOvtjdI+tVPNfWLjJ/w6iZDo/XY7wg0Fk/uftJ6R+wRMm0MxzGEEiaWfqGxgamWCN5BwzX5z/v+aZuYj26G+PVwmOCTsIN9Oab/yh33nWXq5kpkjmYwUPAvyBm8pKpA145XU10IioDAwNzuhY5pu1k194uueWWW+Sd73yH2f7y17/O6SBBtug+2C179+5HU14wbs6OnYG+CgFq3d/XxcmqlStl64knmXvHbepYLOUZj4zLfffdJ4888oixhxzhTshcQoFOSA7ALHRre7scLbBo6EZ0aqe+t6tTDuxX46SIqayqMjPcEB2JxPSGDIJjJfU9iOL+6KOPyfDQMPZaL06B800YwW9saJx0oyckX0Ce5YsvvliWLF1q7nc3qRgd4H0CFYgUkr/61a/m3I16oRHQdmRRTY0g7WY6TEQn5NChQ3O6VGlI68LQMNpHMam+brzxRrnsssvkQx/6kBE7hQIGFDraO2TA8RAplAF2+zhHjo5ISwuysYyZ5wsVuLcbN/fqatPOJVwMWECMI73a3r17ZdeuO61AfQE/BTqZcyjQCckBcI9DLk0T7Vsb9oKZQbePE4bJnj17ijoSLIQzBHpAO99JVT0FKBMMXHSrsYscqfAs8Pj8M7q4A4zaNzZRoJP8A3X6pK0nyamnnmqCQ8bj7tOuoT3DWnS0DX/7299MQKWFPlOXS+DlUFtb63otrNPTYOYPGSciCGg5R6CN7LNdqxHoDEG3OrQf/NznPieXXvo6k+pv3778H/iFKIO3VKF5kTn995ge/+7duxf8OnTcO9tPPlmaV6wwz5MuPTmwpAH3DwYh8YjnhMw1rHWE5ABEQkf+VEkkJqOjFwJOB4+R95aWPcZQKVbQedfXN6iAxhrx6V1HrRF1r3EXRQAkeEcgQv50ON8TKinR769nkBmSl0D0nX/+eVJTU2PNoqchsh2X3y5t437z29+a2VKSG9B+1Nc5KSGfal+mBW24Cgq4uHd3H5TIHM2gw4X4wP4DJnq8g8/nl6C2r3h88MEH5ANXXSVvfvOb5KabbjIZMfKVMS0zZDJBQEQtzJSDsfkE8rVPqKhsbWvnfamsaG6Wbdu2mf7eBHd12c7BFnJSFhIyH7D2EZJlLPe49kn3OEf0FgLmWPV/iNA9WENfxKlakGpt8TEz3Km6bVxXRClOZSA7L1dVVhnDupCuP1k4wMPjrDPPko0bNuHGN3EW0sGK6D4mf/rzX1QMtNl7SbaBOMRAX1lZmXnuZiDFp8IimUyYtcgI3DYXoM/o2rvX8hpTjm33MJMeUKEeiUzIH/7wB3n7298m73gH1qf/LS+9tAYHBqVN+3AcWyGJc+BMCOzb12XiASx0KioqZMfpp5tlIrhzUt89T8Ec6GQ+oUAnJMtg1nnPnlYZtd3LCk2gwfBOxGLS3t4mfX199t7iAyPqDY2N+mjPcKcwfHEd3QQLSiYtoVNXW2tmKQnJV5qbm+V5z3+uEX/pBYt7aha9dc8e+fvf/17UaRnnm4aGesvTQXFzjRyX3N6eXtm7b19a1zVTEBgVA9PWuudnL+vCM8ymw/V9QAXwDTfcIJe98Y3ysY9/wvSXc3GMrtDj6OzsMO7NoJA84IBT7ocHB/XebJWJOVzikI+gnz/55JNl5cqV5jkCGRJSCFCgE5JlMKvUgvypEOjaWRaaQHeOt/vgQenoaM8fwynLQGDU19ZJuKTU3pMdEHALRh0iuJeXz5zGjZD5pLS0VJ733OfJcjsVUVoR2dFOqBAcHhqSW26+xQQkI7kBwa4aGhpM25xOPueRkSMmFgrW0eaaIa0HZtZZBeH0s85WekrH7R39y3996Yvyu9/9dk6O0Q1Ys48yQ9kB7cHNY6HgHC0mCqxAccXrBeeWZUuXyvbt2423HCYfitWmIcUFBTohWQZRjbH+3KT1KDBxDp4y7kaMm3sxz4zVpzkz5Qr9mkAgKHVm3SjXn5P8ZuPGjXL6aaeZtc7purnDdRmu1A889KA88OBDaUWDJ+6BsFi8uEnbk5CZ4XULlijNVSwRuLfvN7POKsJdzDp77PeEwyXGDRmCPR/AADv6PccDrsD0uWVzeLx6HuN6HnsWfKA4UFFZKTt27DBu7oACnRQCFOiEZBmIcydFWaHkTz0WR6A7I/DF3MFDnGN9J6ywdMXJVFgdf5Ip1kjBULOoWp733OdaxquLPNvH4syUInL33//2t7wO/FXIlJSUyLLlzeYR7Uuqa4Q2HG7u4+Nj0rL7yZxfF8x+P/HEkzI4OGDvcaFq7XOoqa2VFStXismmkQeg32ttbdPHMRTkZH9YSCAVYiIRl/aODumxo+ovZPx+v2zbulVWr15tnqflKUTIPEGBTkgWgaGCgElOLthCBWnFcC6IZDtcxJFgw+GwmUVHntNsEgqpQG9ChHgKdJLfYBb81NNOk+M2bDSCBMEQ0wGzpVh/fOttt0kHMleQrBNWYb5ihQp0ba+Am0EUXFeA9d1tbe3m71yBQVyk23P6Cjei1hkQRTu5ePFi83c+cOhQjxlkh2dIIQ6wA4/XOu6eQ4ekvbWNglRZsmSJnHLKKWaQC9HcOYtO8h0KdEKyiIl+vucpt7JCHH0HjotiR1eX7bZYnCCATFOjLaTTnD2cCufzQf2+xoYG8/2E5DtLly6Vc885W8pKSyWZZrA4BJUEba2tctfdd8tEHkblLnT82h6vWLlCqhZV23tSXx+n7+nt7ZX77rvPmhHOET09PfLII4+Y9F7oO9x0exCNEMBLlyyTyspKe+/8gsEprD/v1fMBhZr/2in/oyMj9hKH3F37QgHxYHac/pSbOyH5DgU6IVkE69Za1VAdw5o/7SULVaA7x324v9+4+5n19EUIhHljY5OE3eYYToHz+YqKSqZYIwUDhPm5555rZpkAZg/dYtVxjxweOix//fvfZWDAcXMm2WTZkqWydOky87cbLwdcFwhMBDvbdeedcvhwbtKtxVVoP/jQwyaCO3C1lty0k0kToBPRtUuN6/78g3grCPCK+CugcPtv868R5nva9oiVz31hAzf3E088UdauXWueM5o7yXco0AnJIt3dh4ybJ4Sam0A5+Y6VD32PHC3SSLAm1Vp9vQRDWZrptoVNbW2d1Jq17YTkPxAimzZulJNOOsnMaqbt5q7GL9xG77v3XhO3gmQfDPqtWrXKDCpawfhSDyb6/Na1fOCBB+Sxxx6z92aXkSNHZOfOO2Sgv1+fuRuUdoZ/SvRcVjQvN0uN8gEIdCwHGB2FB1zhDrCbY/d5TYq1ttY2E2GfiFlKceopp5rsFYzmTvIdCnRCsgQa+86uTunvtXKHF27n/tSxm5RxSNVSpIHiMKqOIHGhLKVaSySsNEL19bVSXlZm7yUk/0HO/rPPOUeqqqtRkdMyXp1gcQiOuXPnTtNukOxSVl4mGzYcp+LCalfcXB7LRdsj+/W6/PHmm+VIDuKJIM/6nXfeJWPjYzOkV3sG9sFXVFWawF35EqsDwfQ6OjpMqjWPN/3+O1dyL5Pv9ZprnzTR9ffuLd5laulQUVFuorljAB1QoJN8hgKdkCwBoxTu7Y57nCtUCGMtXjQSmZPNBItxOXCANDiYFWtv75C+vuKNBAuBXg1RAmbbYevnka6qsbFRwmEGiCOFA0TSmWedaSJqg3Rm0TGgZ9ypVQDeftvt0ttnDVKS7IEAcRs3bJhcr+1GXOC6IEbA+Nio3HLLLfLkk0/ar2QHxBv485//qt+72zx3G1QtHrfm0JcsXSrNK1aY48wH9u3bJ11dnaYddx8gLikTkXGzRe3HbG9Pfa/7XPEI9AqGDg8aLzjMpi90MIB0wglbZN369abOMXgeyWco0AnJEkjPstukJbMEupvZBESyhXvfSdu2yfkveIHZnn/++VndzPe+8IWybft2E8EUv+nGuHOOv7u7Wzo6LLf9YgRBY+pra83f6br2HotVPkkTIK6pETmLGSCOFBYrm1fIaaeeaupwusHiEDUcBu/Djzwijz/2WNG2F/MFBMWaNWuMoAVu00L6/ZbQfOKJJ+SXv/xlVtNm7t27V379v7+SwYF+0184ojAVyUTceC+tXrXqqcHReQZxVpCW7PDhw/ae1IMGSGWG8161ZrU857nPkxe88B+m7INnu71A+++zzj5bGpoazT3mRlg6R49laq0mHzrXoQMMnp922mlSUlrKaO4kr6FAJyRLwH2wUzv4iegE1K29d3ogBuPRqHHx+68v/Zf89Kc/lZ/85Cfy0yxv+M6b9Lu//vWvy3HrjzO/6aqDt2c1Ro4MGzf3YnVbLS0JS21dnZWWaBadtdPRIwd6Q2ND3qyrJMQtmJ0955xzpM4esEoLu73o6Tkkt99xR1aFILHAMoRNmzYab4d0Zv98/oAJXPqzn/9c7rrrbnvv7IhqP/J///d/cs/d9+izpPkNNzgDmWVlZXLcccdJRUWF9cI8gwH2PXswwG4J2VSz+gk9j5iWQUm4RN721rfLD3/4A+1np+6DZ7f91PTfN9xwg7zoggsEnvf43VSY4/d4zXXf04I4MrwfAaK5n3HGDuM5ByjQSb5CgU5IloB73D6s9dL23o17nJkB0U50RXOzrF+3VqqrqmRRdbXULFqU1Q3fWaWG99o1a2TlihVmxN/N7ItjoGAE3ngGFGmgOL8/aFKiQVibi2e2zLFSrDVKIMAZdFJYYFbz5O0ny3EbNugzj8Rjabq5e30mXsXOO3aagJkku2AAZeuJW20396RrcYH+CEsQdu/eLd+8/no5cOCA/UrmIPDcjTfeaFyovXrdUwlaB+eYcQ7Hb9qUNxHcjUBvabXjrbgIEGefB2IDIMDi4qYmc05T9cGz26rN9zYvXy6bUF4mtknS1QANrjve19beYVLhEaudQr3bsGGjsYUwi05IPkKBTkgWgHtca1ubDAwgkq0btHPXDh4zIcu143W/3i1z0DGtUIEehkGkv+3GuIPLYiQSMblhsb60GCkpCcvixU2TM94uimVKnPKsqKiS+oZ67fzdGayE5BNNKjTOOvNMM8OZTKSbE91n3v/Ek0/II48+ktYsL0kNls2ctPVEaWxabJ6nNYseCJjo77/5v/+T737veyZieaZA7H39G9+Q+++7Dx2L+PW73eIc89Jly2XdunVGJOUDg4OD0tnVJfF4zFUGFue+qK9vkKVLl5q/cw2i+FeUl9vPUuMMMhw61G3c9zHrT0Tq6url1FNPMW0c6mM6bRwhcwUFOiFZAKPvEOiYbQapRt+d/gCBf0we2NLsRBGfCXRGyAHq/JabTskYKvq+LjVcEK23GMEgCUTJ5JrxDDtrpzxraqqNKyohhUh5eZmcY3KiWyLQSunlDqfdQ8qtnXfckZOo4Qsd9BdbtmwWv7bN6cTM8EJI+wN6TYbNcqcf/+SnGQ2goK/7xnXflJ///Ofm9/Gd6YB128FAUDZuOG7SzXi+QdPd3tEpBw9angWp+m8ALzQMLmCAfS7OA4P4q1avlvqGRvM8aaf0nBH7POAVYJapFakXXLqgjTvjjDPM4ApIp40jZK6gQCckC8D9u3XPnskOMLVAt8Qc3NVgcCF4W66BEF27do3tHukO5ywGBgakra3NeAoUGzB80FGHwtY1yEyeW5083EiRV70yT9ZV5iswbFHnUSdJfoG2C660W0480QzQYUbRLfiscXPXdnDnrrtMgEmSXZAGD0GuKqqq0OhM9iVuwPXEWvH9+/bJJz7xcbOuGR5SbkE/941vXCtf+fKX5cjwsFnGk84MuDlW3coqykzO/XT6olwCbwL03zgnYKWnmxkIZHhdrVql/fccDLCDhoYGWbZ8mTk+N8tPMCiDXhwTB3tMAFuuQwdOG7dRN9TfYrRrSOFDgU5IFoCARf5UNPTpuMfV1NYZgT5Xbn7Lm5tlyZIl5m9XUYDtgQZ07Eilk1YKuQIBnXVdXZ1UVVnRhNMxeJ+Gfi4QDEpjYxOF5zRYA1ceiUxE5aGHHpZbbvmT/O3vf5e//OUv87bdfPMt8uc//1n2tLbSULOpramRc88+2xJQWq/TuSdMsEVlT8tuuf+BB1imWSasbQsi7S9dutw8T3cWHNcHs97tbW3y/quukk9c/UmTHjQVra1t8rF//5hc/clPSn9fr4nd4TZqu4NzrI2Ni2Xr1m15E0gTAVD3tLWagSVgd3vT4twPGGRcs3qNlJt14bkH6/UR+d4sU3MZg8Dr85r0bG16/ZDnnVjU1tTK6aefLuXlFaYcM+73CckRFOiEZIGuzi7pPnjQ/O3GaHECxDU3LzcByuYKBIxrbl5hjDQ3bl1GUOlm5XjfM2nAFBs1tTWTbulIAZQuVueenIzgjkBx5NmgPvm1jDATd/23vy2ve/3r5VWverW85jWvnb/tta+R17/+DSbg1ZEiHIDKBAwwwQV0xQorJ3omrtAYtLzjjtvp5p4DkG7tlFO2m2U5aQe50rYKg8iY/e7t6ZFPf/rT8oY3/LN8/gtflLvvucfksMeMMvJmHx4akgcffEi+8tWvyRvf+Eb5/DXXmKBwgWDICL90gTcG0r6dsGWLnsNqe+/8g9SoHW1tMo4lah6v1e/NgCPmIO4wwB4KzU1AUCxPW79unZSVpbFMzWtNGOzbv9+kxSMWpaUlsuP007S/tpYMZNLGEZJLKNAJmSUwZvaoeJ00RFN07gbtWGEEr9LOHWvD5wq44iGtWzrr0DHggAEFBJmB8VaMoDzq6mqN4ZrJSLrzmVAoYCK4Y5aLTI1j/A4dPizdBw9YW/fBedv6envloD4OqxjhWsSnQNuEQEpBFR+JDNzcI5FxFXz3yYED1sAlyR7IHf6c5zxHqhct0mfJjIJ/oV0PhqwZ7Ntvv02uuur98spXvFJe85rXyOWXXyFXXnmlvP71r5dXvvIV8p73vFtuvfXvajF6zGdSCdipMG2kbuVlFcZFf5E59vyg+2C3dHZ2mXJ0E7DVaSfqGxtkxYrmjMojE+BxgP47nSVUzrEdHhw0XkIYeCFWuWzYsEG2bD7eeDAymjvJNyjQCZklmA1EABZnfZe17mt6HGMK7nFwV5uLAHEOCEq3bl2ageJsjwCsJ4UbfyYCNt/BTFR9fZ0EEY1Yzy/Tcwyp8Yp1gnRxTw2WAwS0vOZz8wet61RSWiIBXPs5MrQLAax1fs65zzXLcHBPpDPD5LXd3Nv3tMq9995jcmaT7IG6erqK3E2bjjfPE7MQF7gPg3ofJBNJbd/b5Zabb5bvfvc78q1vfUv+99e/NqnZsEwBs+aBQObtmhPUbPHSpXL66afNSdwVNyTiCWnvfGrw2Y3YRnA89ItLlyyVRYtq7L1zA5apPRXF3723F/KgYx16sXrBZQIGiU477XSpqKw0fT6j3JN8ggKdkFmCwHCdKlwxk+5qJN3uBCCS4W4+l+vwYNitWb1aampsd24XHZJzTkizhg4e7u7FBgT6YjV6ILBnQ2l5hQr0enf1gOQPtMuehcmJfvJ2OW79cea5q5gVNs4g5eDggNx2+x0yNDRknpPs0bxihVx44YVSWVllhFrGA6f4nF4vpErD7DiEuD8QNBv+Nvv0b6tNy/xGgchHnTrllFNMNpF8YWx8TPbs2WPc3C3ctd3ot1euRNrSuV1HD1HZrCLd6/PrdXfZf3u8pt9u2dNalHFkMgU2GNahNzU2mef0oCL5BAU6IbMEM8vInwoDyZNGgLi6+jqTl3yuAsQ5IEjcsmVW3lbX69AVDES0tMCQKb4ReLikY+14KJzZWkKnHGE8IeAcIcXA4sVNsmPH6WrIIid6erEZ4OY+EZ2Q++67t2hTNM4naLNe8ILzZcPGjeZ5tlx00d6jT8KWrYFGM3uu/R4Ghs97/vP1cW5nnWcCHnAQ6M7Mstc78zlbojhpPADWrlkj5WnkJc8GZSoq4QVn1qG7SbWm+Hxe00e1d7TLoZ4eey8BKMsTTjzBLG2gmzvJJyjQCZkFcPtE/vPe3l7z3I1Bg5kovK95WbM0qiica2BQrFyxwrhhux0xxnpFpONpbW8ryqBP8CxALltnTWa6s1GoB7im9XW1UlGRH6mDCJktaCvOOftsbafSD6TkRHPHsph77r6ba19zwLq1a+XCCy8wom1Ws+g5xkrV55FNmzeb9eeYSc8XhoePaB3tlKjWTyeg2sxYZVxahn50pVk2Npcgkvs6BIortWLXuLknnbRxPd2HpK2tPa37uNjBoPqOHTuksqrK3D/5eg+RhQcFOiGzAG5jSF8yaq8/dzXjoB1ACO5xq1fO6fpzB/xmJoHiwN6uLtlXhLNhuG4QIXAXBel30UnjEsoUa6SYwH1xwgknyJYTtogXuZfTDBan/8rw4cNy2223y2F9JNkFbfjFF19shC/IxxlA9C9Y511RUWEGE5Y3W+nh8oWuro5JDw93KVItcQu36OYVzebvuQRLERA5HoECLVz037ZdcnR0RFpadnMd+jHAE+LUU06VxYvt9LMcvCB5AgU6IbMAHV3LnqcCr6QS6E7j7+QznQ+Bblzz1q2TUts1z41Ad9zwDw8MmJy5xRj0Ca7pmAEHyTTW25ryw6BLCAIdAeLmJuUOIXNBTW2tnHPOuVJZXYUGzFV74YBgcVEVjciH3tHZae8l2WTTpk3y8pe/XCpmuxY9RziDOsdv2SL/8IIXzvmM80zAq6N1T6sMHx40z1P138AJEIfo7U5qzrlm2dJlstRepobjSYUzWDY6aq23p0B/OliqcOIJlps7YiUQkg9QoBMyC5Antq293XT06awlD4dLZPny5jkNEOeA41y1apWK0XrzPB2D7igCzbS2mHV7xUZ5WZkR6Vg7m06ZOO9EDnTMws/HNSUkV0BQnXXmGSZ6NEgncrTTJu7bu0/uvPMus0yGZBe0Oy+5+B/l1FNOMc/zSWCgHcWSLiyV+Md/vFjWrltjv5IfjI2NmgFnt/2Z6Rd0wyD3ipUr9XHuB9gBvBHQhwcnl6ml7q+Qtx5u/O3tHcZuIU9RvahaztA2zngloM5yFp3kARTohMyC/fv3y4H9B8zfaQWIa0D+1LkPEOfQqL+/fPkywdo0N9GZzQi8bqMq0PeYQHGWS38xYdah19VLMGilWnON/d4AAs1puSIiPCHFxOo1a+SUk7ebeySdaO5Wu+GV4eEhuf32O6R/YMB+hWSTNWvXyBv++Q3S2NRkgvmlM4iSS5zZ3a3btslFL3qRlITzI7WaA2aSW9vaZWx0zNRTNzPoAIOwK1aumBcPOFBainXoa82gMnDTXTnr6/ft2yv79u41fxMLLEs79eRTZMnSZeZ5OgP0hOQKCnRCMiQajUnrnj0yZLvHucEYt2oErGheLk3zECDOoUQNC6xjK0GKGJedEdahI99ue3u79NlB8YoJ5AI2M+D6qIWSdieNSNcINAc3OUKKieqqKjnnrHNkEaJv632Rzr1hoiPHY/Lgg/fLnj2t9l6STVDGWN/90pe+1ATni+XBEiTUkYRed0Ruf+1rXivHHWel68snenr6pL2jwwxopIreDpx6bwWIQ6DV+RmMxQz+qlWrtR+3Bjxc3Y/24MPhwUHj5j5Bb5ansXLVSjnxxBPF7w/QzZ3kBRTohGQI8qY++eRuGckgQFwzxLEdhXU+wMj/mjVrjFAHbjp4Z7YfaeUQmTkdI70QCIctgR7UR4PL83OCBtUsWmQEOiHFBmbOTzntVFm3fr157mbdq4MTYPLAgQOya9dOE1iTZJ9aFcJvfctbTZ5xEIvNr0jHIAH6xPNfcL68+KIX51XkdoD+q7OrU3oOHTLP3URwT9p5xxc3NRmB7nbGPdugL4YHXm2NldLTTV/ssfO7w2tgd0uLjHAd+tOoqqqSM87YYR7R9xebfUMKDwp0QjJkdGxUhWq7jMPg1I46VWftpDQrKymVtatWm0Bx8wVy6CJFT3l5hXnuqoO3z2/kyBEzAl9shjZc0xsa4OJuzYq47Z4RoRjU1tVanTshRcjyZcvkjB07tP0qkWQ8Bh8T+5WZMe2GCgq0G3fcsVP6+vrsV0i2wQzgv/7rv8qyZcuNt9Z8ubpjAAcDl5uOP14uv/xyWbrEipCdT6D/aoFQHbHShroR23EtT58KeURvn+9c7iaKfHOzOW53geLwj9ecNzxZinGZ2myAmztSAGLpAohzHTqZZyjQCcmQvt4+E5kYAUVcpWexH+FWjtFv414+T6BTh4v7kiWLzXPX69AVrEPHCDw8CIoJnB9mwMsrrTzmrkfQ9X1WijUGiCPFCwJ9nXvOOVKvwgA4s4lu8Pn8pp18+KGH5YknnuDsVI6Am/Y/XnSRvOWtbzHXC7PYc13W+L14LCq1dXVy5ZX/ImeecYb9Sn6BmWTEUxk9ipnk1APshmRCQtpvr5ynDCzHUlFRLmvXrpUwBvptL65UYCkErk9nZ4f09lieA+Qpmpcvl20nbTWD9PmYspAsLCjQCckAdHJYiw13b+Cmc3cMpVoVgcu1I0CAtvlk0aIaaW5eYdYsOrP7qYC7qklN09Yuw8PWzEMxgSjuNdWLrCcujB7rmiYlhPXrDU0MEEeKFrRxW7Zskc3Iia7tQPo50UV6eg/Jzjt3cfYuh2DZ0tve9jZ53etfLwFtj6ITkcm+J9fgd/B7GKi87E1vkte85lV559rugMjtcHGPRMZd9d9OZG+s/14DD7h5XKIGMECwdu0aKS2zBgrcRB53zvPQoR5pbW139ZmFBDzgTt9xOqO5k7yAAp2QDBgfHzfp1dIxNDFLjQ4SrqJwpZ5vMIO/Cmvh7ci6bow4s55U34dIsAcOHLT3Fg+VlZVSX1trrlMijRnCUChg50C3168TUoTAw+TsM8+UCiyNUePVrfAzwsDrM+3lrp27pJdu7jkFWTquev/75ZJLLjEu2Uaku1ySkCn4fvwOZmlf+9rXyr++4x1SVZm/S34O7N8vXV1d5m83HnAOqPvNK1aIyfYxj2AwGKneysvK7T2pcQT62OhR2dOKfOiMB3EsiLWx/eSTjXchoEAn8wkFOiEZgNF3rF8btQW6q3RpaswiQBzyl863exwwI/Dr1k4GinODM+t/eGBAWrWDL7ZopxDYjU2N1ky4C/HhvAXvh1GMmXRCihXMHp555lmydNly89yt5w0w7rX6/scee1wee/SxtD5L0gfLqK6++mp57esuNWUfjUTSGnRMB3wvvh9C97Wve5185CMflaVLl9qv5h+xWFz7rzYZ6O83zx3hOhPOYFRDY6MsW7bU1WdyCX5/5YqVsrjJWt/v5n6yjtlj3PthvxxVoU6eDrwbkRYwGAqmFQyTkGxDgU5IBmAmCDPomEk3s8opOmunczfR01evyQuBDlGJNWwmdZLiykXOTkWDyPUmEuxIca1DN0K7abEZSNGrNnndpsd6PVxabmYX/X6mWCPFDfIvbzc50WHApu/m3tfbI3fs3ClHzNpfkksQaRwi/fLLr5CyMqxJj2RddOD78L3o097+trfLJz/xCVmxotl+NT8ZGxtVgf5UoDQ3YhvniQEIrFNGxPx8oK6uVlatXmmWqbm6rnqeOAcsU4P9MjQ0ZL9AHKoqKkwwzEXVVkpJzqKT+YICnZAM2Ld3r1mDDjByHdMODwF5ZtpAIBgyUULzJZjYsmXLZKkTKC4Wm/K4j90Q/AccVWH++OOPy5E5FujoLKN6HABBXKY6RmzOceLvdDpYzKBj+YHjEYFURc/87mM353cqKyvM+nW3QNbDoLIC0SSn/G5n0wpmBgrgreDWpXgucXtN8nJz6oked7aFSyagLB2vlFRl6QQxQtnnamZ0KhYtqpZzzj7b1HkYsFMd21Sbc7wQRX+/9e9yYP8+83yuce4lHDvuramOdXLLs/qRCRCUV1/9Cbn6k1fL6tVr9DpEZSIybteZ1MJ0ajyS0PLD9+D7MFv/8U98XD6pv4EZyHwHA8uPPf7Y5ABzqnvNtG9aVwIqhFdq/11q5x+fb6x86Kssjy8sMXjGcT9rUzvFCQjb3tYuHe3zmy4Vv4z7yrkfcfzTbZaHQO77QT/c3LdvN4EAAX4bZffM4zl2c9rsqD5S0JNsQYG+gMi0KyZPB40w3MMG7HWUGJH2YmQ6xQbqVcQtW7rMnUv8HFBRXm7WW5kOfopjftamtcg5duRC7+ntNX/PB4hYjAn9KTf8Y73JdPxmc4GZQT8mGrt13sd87zM2jxoMmH1pqK9X4WIHl3OBmbHBd5gvSfEb+rq12R/OM4yxZB/bjNckDzefuQ44Zn0EOTT8XGGOyzqWlGWJfxT8O5d1AzPnp59+uqxbf5ypl5KMT318U23aVoLdTzwhDzzwwPyIXj0OFJh1D85cxnlXPzIEQa+Qfu1b3/qW/NPLXyYVlZUqOiIqsMfSEjzO4Ib53EREKioq5KUvfalcr9/7rne9K602cD7p7++XdicDi/YR9mWecQPwQliNwGx54AEHjEfemjVSXmYFrJvquJ+5eX1W/z08dFhadu/Wazlhns8Ldr0z7YIenB7e9Bted04ix2B5xumnn2YGQHCMqPdPO5ZnbJPtg9andLJbEDITnkAonHZtQiAQzDS99CUvlX/+5zeYRhpGLRqKQgCjpv+mnckN3/ueRKMxCbgI7IRCikUiJmLma179ahN8BY0jRosLYcTYMDoqYx/+iBy96RdWQ+fivH1YtxYMSNeF/yD7LnihTGhnVun3y5bNm6WxyUq3s9DAiOlDDz8sd991l4yNj5sR11Rg1BrGKGYaznv+eVJVZaXymm8ien3vufdeYyzD7c3NuRgjTcsAeWDPe/7zzSz8XLF33z7581/+YnIpYzbDLC+YBlwnGC4QE8dv2mTWYbqhUw23v/zlr9I/OGj/ht35ToE1g+6RtWvXyXPOPVfKy91F9kUuWrj5Pv7YY2bAZ6ZyNyJGy3z16tXy3Oc+1wyq5BMHDhyQW/78Z+nt7U15TfIR1OWglv+JJ50kJ2/fPm/eLRALjz/+hNaLO+TIkSMmYNFMxijuQ9Tx2nm4D7G0529//7udMi0hPr/7gFmmvINBOfXUU+UkLXPUmbkE/T/akLa2NlO+qdqFfKkf2WJgYEB++7vfy003/VTuuON2ky70WXi8ZgAoEbdmLZ9JXV29nHHGDnn5K14hF15wgdTW5ofLt1tMm/WnP5l+BFHmU7ZZ9r2GKN/naju/No9sXXjyob8aVMGNNsPYdilw7sHt27bptl0C8xTwDmvh77jjDnlc2xEM/LjpB1euXCXPf572g6o7cgV+61Htm3dqHw2PH2RDmAnM7kNLNNTX6bE9T5bkcfwFUjhkJNBxc6MhOPvss+UFL3yhlJaEpaa2xqx3wuh6/gZ/8WijFDARZL/85S/L73//ezWw4+JPcfM54LxD4ZCc97zny3Oe8xyTf7KhocFE5fb5rQA4+QjG/hJBvwT6D0vjd74n5X+/Tffpfy7OmwKdEEIIKS4GBwdl565dcvvtt5vI+m3tbTI8NGQGXyKRCYkn4sbOC6pNB1unurpK1qxZK6edeoqcfvoO2bHj9IKZMSeEkEIjI4HuuHsEQyEpKy0xI3Z+FW6Om6y+nLfAvQfrjQYOH5axsYjusVxU3WDOW9+LEfRSFeo4V7/Pb0S/9bp5yEviXo8s0uP7cDAkF2K5TDIhERfnTYFOCCGEFC9Imdl9qFu6uw9KT0+v9Pb2qX00bkR5bW2NmYhoqG+QpqZG4y1JCCEkt2Qk0B3M2qU0orjmFV6f5UKYAXB1kkThBYyp9HjlS0uXyytLysxamXF7/0xQoBNCCCGEEELI3DArgU4KAzjexxNJaQoF5XN1jfKyQNCsd4T/QCoo0AkhhBBCCCFkbiisaD6EEEIIIYQQQkiRQoFOCCGEEEIIIYTkARTohBBCCCGEEEJIHkCBTgghhBBCCCGE5AEU6IQQQgghhBBCSB5Agb5QMCnPk5L06GZ2pIuTM10/n7Q2QgghhBBCCCHZgwJ9oTEbYY2P6gZxnqBAJ4QQQgghhJCsQoFOCCGEEEIIIYTkARTohBBCCCGEEEJIHkCBTgghhBBCCCGE5AEU6IQQQgghhBBCSB5AgU4IIYQQQgghhOQBFOiEEEIIIYQQQkgeQIFOCCGEEEIIIYTkARTohBBCCCGEEEJIHkCBTgghhBBCCCGE5AEU6IQQQgghhBBCSB5AgU4IIYQQQgghhOQBFOiEEEIIIYQQQkgeQIFOCCGEEEIIIYTkARTohBBCCCGEEEJIHkCBTgghhBBCCCGE5AEU6IQQQgghhBBCSB5AgU4IIYQQQgghhOQBFOiEEEIIIYQQQkgeQIFOCCGEEEIIIYTkARTohBBCCCGEEEJIHkCBTgghhBBCCCGE5AEU6IQQQgghhBBCSB5AgU4IIYQQQgghhOQBFOiEEEIIIYQQQkgeMCuBnkwmJR6PS6LANhwzjj1TEonCO2894FmfNyGEEEIIIYSQ3OEJhMIZK7ZoNKpqVcVfAeL1+8Xn89vP0qNQz3uRxyvXLF0ml5SUY5RBxu39M+GLRCQRDEjXhRfIvn94gUx4PVLu88nmzcfLkiVL7XcRQgghhBBCCJktGQl0zMj6/D7ZsGGjbD3pJAkFgxKLxSTf52Y9HhWcKspHx0blrrvulo62VkmIR7xed44EmIEOBvyyZcsW2XLCVvEHghKPQajn95nj6CZUVNdMTMhLd7fI1v374f4gMd2XCiPQAyrQX/xi2a8i3RLoftm85QRZ3LDIfhchhBBCCCGEkNmSkUCPTkQkFArJP730n+TNb36TVFZUyvjYWN67T3tUXIbDYent65Mvf+WrcvPNf1TRnZBAMGi/Y3pwZjEVq6VlpfKaV79at1dKKOiX8fHxfNfnZmQiHgqIf3BIlv3wJqm9427d5VHhndqDwDcRlbi+r/OFz5Ou859rBHqF1ydbNq+TpYtrxaPvSSbyvQAIIYQQQggheYtH9YTHr+K0SgVI2N65MMlQoE+YWfOLLr5Y/vkNr5Py8goVqgUg0D1eM7DQ398v137zm/KXP//ZvUDHjHM0KmV6rv/0jy+SC09bLIkjrZZA9wTsd+UpqqLjeoglozE54a4eaW45YnbGfZDXM+OPJiQW8MgTJ9TI41sWybh+rtKfkFPXiaxuwvXW74lToBNCCCGEEEIyQbVEIiKekiUS3PBO8dadZu9fmMxKoL/4oovk9a+7VAV6uRGq+S/QPUagDwwMyHXXXy9//ctf0hbo5RVV8pKLXiDnHe+VWN99et5ambx5LtCVqC8pZRGPnPy4R1Z2ec19EE/t4S7+mPW+R9Yn5eG1CRlTQV7lj8uONcOytn5UkpidL8wwBIQQQgghhJD5JplQwTEq3orVEjrlK+JbeqH9wsKEAj1DgX7+CWGJ9z9kC/TMgs3NJVE9xLJxkW2PRGVlp16nNAR6TD/76HE+eXS9z55BT8rpa0dkTQO8ByjQCSGEEEIIIRliC3RP+SoJbf2s+JacrztTe/oWK8yDTgghhBBCCCGE5AEU6IQQQgghhBBCSB6QNYGeSCQEaciQbi3fNxxnVtzx9Sv0tCUW9xTGlvAIA64TQgghhBBCSH6SFYEOsevz+SQUDktJaamES0rycispLTFp0nCcON5sEPAnpSQkuuExf7dS3cLBpPhnecWp7wkhhBBCCCEkN2QeJC4UlBe/+CJ57WteLRUVFVJVVSXLly+XYChkZtPzEa/HI4FAQA4e7JaP/vu/yy9+9jOJxmIS0GNOxTODxD3v+BKRww/JksohWbc4Ln7V+7F8DZbmwYXWbcQj4d8FJPiAT4W2XnYXweenChJXHUzIjrUjsrI+ogXjkXh+Xm5CCCGEEEJIvsMgcU8jawK9sbFRNm3alLWZ6VzS29sn73v/++SHP/iBRKOZCfTnQqAPPiQbGgfk1DXj4g94RLV+fgKBHhRJDHlk9OdlErsTUednL9BXqUBPUqATQgghhBBCMoUC/WlkdQ061ncXAvF4LGuz/BCnkZhXJqJe85iv27huE3GvWTNPCCGEEEIIIST/YBR3QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEIIISQPoEAnhBBCCCGEEELyAAp0QgghhBBCCCEkD6BAJ4QQQgghhBBC8gAKdEIIIYQQQgghJA+gQCeEEEIIIYQQQvIACnRCCCGEEEJIAeOxN7ek+35C5g4KdEIIIYQQQkgBYovsZEwkMS4SOyoycViSEwNTbIP62pD1nkREPxO3PkuhTvIMCnRCskKywDeyMJjq2hfSNh9MdRyZbrlmqt/MdJtPpjqeQtnyiamOb6ZtLpnq92fa8oWpjq2Qt0IGojqhGntUktFhkegRfe4VT8ky8dZsF3/DueJvfM7Tt4az9bWTxBNeYp2+fi6pgj0JwZ5M2N9JyPzjCYTCad+h0YkJCYWC8uIXXySvfc2rpaKiQurr62XDhg26P2S/K3/p7u6W9191lfz4Rz+SaDQmARfHnEwmJRaNSnlFlbzkohfIc48vERl8SNbVD8i2VRMS8Hsk6gzE5Rtob4K6DXtk4hclkrjbr0/0sgfw4sz4YyIxffujx/nk0fU+Gdcvqw4mZMfaEVlVH9Fy8UgcbdpCJh7RbRSVpADbdo8kPT5tCMr1b59u+dph63GhfNPBg4vBznaSmNZRM2NQiPVUD9sbFI+/TP+aw4NHeaHcZltmqLqojz5tiH2leGJ2Z5X4uG5jWTzWsG7az80p2pmYehrVv3EgBYRTbl61J/wotxxc43TAbGJ0RB+1TF0eStLjt+4xfcxd+eNg4iqojooHx5jqdybro5Yp6uS8oceQ1OOOjdjHXeho3++1r3fBzdVZ18Jq77StCCwSb+Um8dWeLJ7K9fr3WvGULtdz07bW2AHHoPcDrmFyZK8kjrTqY6vE+++XxPDjIpFefb+WBe5fcw+QOQVtldrSnvJVEtr6WfEtOV93PuP6LSAo0CnQZ4QCfQbQWWvj7y1bLd6qjdrHaSFPuksVAtoRofMaPySJwQe10zqizyHS861BTGq7rTUvbhtFqQ7PadEghmAsL3TUmITh7avcoMbLWt2h17iQ6ikMJiV5dJ8kDj9sGWXeHNdT3Nv64C1bId7q4616ZGZXMsTcV/qdQ7slPrxbj1zrcrYMQNMO6VUtXSGeKj1WX5aOVY/THCvqitmXYxJaJnrs3urN4ilr1h16UrM5j7nGKTc1+uPDT4gHgwzzYuRrmam94gk3im/RiZKEAEtZjlZfkBzr1nvsATXyjuquXBy73lVanzz+cvHosXnCTbrPOt5pMfe/1kG9d2JHWixxPOflah83hGDNiWpP1epzlOkMx53PGNGq29gBiasdKzG0qSjnHLap2UTtgWQ8It7wEvE2PV8CSy8QL+pTOdqN9Eke3S+JoUcleuCPkjh4iySOtpo6ZgS+Gbwo0OtcaOCeokCfhAKdAn1GKNBnQIUCRqADa94swePfr4WljXkhGZSoGPp/su9uGb/nfWpYPm7P/FiCKC+AMeYtEV/NdjXaV+gOHHCKMoZBp59LqDGXOKzGB0bY58VQzgf0PlfjKxkol/Cm94tv7WVannrjF1I9NQZ6UhL7fi/jD/4/kdG9ua+nuLfFJ4HVr5Pglg9pW1k5uzLDOahgi3f8RCIPf1JkYiB754Dr6w9KcN2VEtjwjtm3Q+b+mZBYy7ck8ug14oHrpzFUcwnq6ahIuEHCJ14t3uUX63Go4C20eqptTaztRok88mnxTBy2y22ODcz4hPbLcTVu/0HC2z+rZdqoxwUzbyZTD32BbkfaZfy+90q85+/6VO0inwsjIS30emp99VSsl9DJnxdv3anW7lQCPRGR6JNfk4nHvyweDNDlvD4+Awwe6TF4ardrmX5BPBiQT1mmeYwR6Hr0h/4q4/d+QJIj7drG5VnfPxUYLIwflaSvXPyL/8G0z97602whPXuSCb13Bh6UqLbTsb2/lGTkkDZD+t2YfCnUa11IoL2nQJ8kz+9GQvIctNlqQHjgKqbCx+MLFdAW1GPGLLMaYXaHnV99EBrriDHGAqtfK6Ftn5LQ9k/r9pkUm75H3xtYfpGemwpzfAc7V73GqJ+45gVWT3G8qKfwiJizztr+nWzd2/i81mNv2XK9DBVaHbU+ZqVK4kt084bFW7rUfHdWjhUeA/MyqKXljpkrPZ9Zn8dcb/Nabs8EdULNu8ly1Pt+qmOe3Ox2obxZfIu26ef0PDCwme12c/Lr9Drb/Y/ZpjwmezPlij5Ky3Wubv/pwGCBlo27Ms3jzS53c51xTrgwWb7UWUfFM9aYe8pWS3DLR8wAj2/xc027mi1QJt66U1Qc/oeE8f11Z0jSLB0atd9ByNxBgU7IbMGoLtaqFiro+PK9d4bQVsPCDCZAqM204T1+21A2pzXfVl2eAG8Es7a3AIGgnY91ydm+t4OLdKvSKok6mY1zwXck1eguE0+4LntVHWWdC4HmBtRTlHshYspNjz8fwGxUunVXBYqv/lTxhBr1iVW3coN+r+l3XJIv5WraoTSOO98phL4foB7Hx8RTt8PMrAbXX651VNvSXKG2hm/5PxqR7l/+Muu6w5OIkDmEAp2QrFDIIrAAjt0YaGm4u8bV8MgXQ5kUONm7PzyhGvEEIaT1OxNp1OfpsN1sPRD9oQb9m106mQUer4kB4K3egCfajhboQAkpHlScJ7U/9zY+T8JbPy2+pS/MZpM8Ix69F0JbPyH+VZeaYLpmGU4hDGiQooC9OSGEEDIXBErFE65VXQ0LMwviJ2F9B2aTvPq9hMwWT6hO/LUnSxIxEubLi4IQkIhKMhYRb/0ZEtry7+KtO9l+Ye7wlC6T4PFXSaD55dadAJd3QuYACnRCCCFkDsAaZS9murEMw8x+z5akJLGGNFQvYtIlETJLVJh7VaB7EWHdeC1RoJN5wASEGxNv9UYJb3qvivNt9gtzj6dsqQQ3vkt8jc/TZjtmeegRkmMo0AkhhJC5wKMCvUQFOmIlIAjirMUPvsMvvpJ6QdAqQmaPR3xVG1QYbbIGf+KYRSdkLtF2ETPVoVoJrH2zeJvOtffPH56q4yS04QrxVh4nSPtasHEySMFAgU4IIYTMBSqiPSVNKqadyMOzEej6WczCIyJzELPyIXs/IbMkWCO+2lMsrwwTy2O2A0mEpAFSBXq84l9yoQSWv0TVcT5kRtAmtv4sCax6rXgCVdYAAu8LkkMo0AkhhJC5wOMTT7jRMvBg283avkuq7VpiRD9SahGSFXxh8dWcIt7SZdbzQspHTwobzEwnJ8RbuV7F8GtEwvX2C3mALyj+5S8VX/2ZkvRo411MEf1J3kGBTgghhMwVWC+OdGuIEzcr4WMpfI+/XAV6o/bmPms3IVnAW7lWvNVbLDd3EyyOkDlARW/SVyqBpS8Wb81We2f+4ClbJoEVLxdPeLEJYsfBK5IrKNAJIYSQOcITqjLp1pJItTYb4y4Bga7fEazW78Ms0xzlHiILg2CV+OpOEY+/Uusa1tvO2t2DkJlJxExd81asF/+SC0T8zlKgfMIrvoZzxF93pt4RPkukE5IDKNAJIYSQOcJEcjdum1hXOQuBnowbyWTlVl9k7SMkW3iDJt2ap3yF9ZwzhSTXqEBP+kISaDxLPJXr7J15SLhO/EsvEE+4wRboHLwi2YcCnRBCCJkrfEEV6AjqNkuBbj7rU4HeIB4/15+T7OMpaxafcXPXusqZQpJT0J7FxVO6VHxNzxPxl1u78xGP13iXmHvD69FDRyBFQrILBTohhBAyV3jCZs24xxeyJ14ynX3Rz6nIN2nbGMGd5AJ/pfhqTxVPEEEN6eZOckgiasSur3qzeCs3ajuZ50t2tN31YabfX8HBK5ITKNAJIYSQucIXsAIMwbAzgicT0aOfMSnW4C7faKJuE5J1tK76areJt3y1VU3NWnRCso1WLtQtX4UZEJJQjb0/j/GGxVe3QzylWAKS0FPgvUGyCwU6IYQQMmd4zKy3N1BtPYXQzgT9nDdQpgYiUqwF7Z2EZBdErfbWnChJH93cSY5AfANtzzwli1Wgby+YAUdv+SrxVp/AJSAkJ1CgE0IIIXMJZoicWaJEBuvQIerhARqoFMEMOlJhEZIL/OXirztNPME6fUI3d5IDEnGT1cJXvka8pc32ziwA4Y9c5WZTAZ3M8lrxYKX4ak4Qj7/M+i3eGySLsFcnZKFD457kO1iPWEz11FeuwrrWyjGdSaA4253SE1ok3lCt+ZvkAbiexdaeenziXXSieCvWWs8XdECsImuH8uVc0J5huU7VepEAlv7MAhXjicGHJd56o0Tu+4CM73qbbm82W+TOf5XYY1+S+KG/i0wctj8wC7xB8VVtEk+4yRLomXpDETIFRdaTEELSxgP3WDYFJM+BG2GR4EEk99AsIrmrIZjEPRuss/JUk/wASw1U0Oo/1vMiAUENfTUnSRLnt9BdeT0B+48iwPT98w1EbUKLtVK8lRtEMBudEUlJ9N+jovyDErn9dfr4bom1XCvxjp/odpNuP5VY+/ck8vAnZPz2f1bB/naJ7/2NSGzM/nxmeCpWiKd8pSRx3zNGA8kinkAonPaQT3RiQkKhoLz4xRfJa1/zaqmoqJD6+nrZsGGD7s//aLLd3d3y/quukh//6EcSjcYk4OKYk2oQxaJRKa+okpdc9AJ57vElIoMPybr6Adm2akICfo9E8/XehK2AdnjYIxO/KJHE3TAK9bK76Gf8MW2/9O2PHueTR9f7ZFy/rDqYkB1rR2RVfUTLxSPxDOzLoiA+ZtYeBda+SULHv0/L2H0u4uTRAxI/+AdJRnrVqMOFmA+DTjsUj0eSI+0SPfAHkUjPPB7LVGjFQudZskTCJ10tvuUv0UNzOZCg1ybWqp3xI5/VBmtIK7Ler0VmNLtD73Mtw2SgXMKbrhL/usv0sqMs3JE80qb19E+SjB62xeR8lKH+rkeNr8OPSaz7Zj2fYX2e43oaHzcCOLD6Uglt+aBICHnLs0h8VGK7r5PIY1/Q8zmqp1hqv+AS0/b4JLDqtXp8H8rB8Y1JtEWP79FrxBMbTf/40gb1VH8n3CjhEz8hvuaXaX2D0HVBMiGJoUcldujveqzaXph6Oh+gTkYlriIh3vN3bb4idj2dY+IT2i/HxLf0Aglv+5xJWzV7khLf/1szI5k8uteqD5nMvmKWUeuWp2K9hE75vPjqz7JfSEFsRCae/JpMPPFl6xrnvD4+E8yOqoFXslgCiy/QMl1mnYtx+c8ADHKoEPU1niveKkQsd1mWKgAThx+WWM9t4tE2KvO6jjZVT2F4t0QP/lFkYkC/a576fpQr6kTVFgmf8gXx1p5iv5AG8YjEVIhPPPEVSQ49ouei5Yl+DgMQTytbbWeQa13fb36zbLnab2+TwPo361vd229PY+KwTDzyGZlo/Y544F1ibA2SEaZ9GBVP+SoJbf2s+JacrzsXot1mQYFOgT4jFOgzYIzkzAR6oucOGb/rSqszMR2JS2M0q6BiaD1AB2aCsuRbQ6gViwJ9lkD4ZC7QE/t/J+P3vFuF+h4twwyN8lljXbekCjaPCYY2B9cx1wJdBVSs4yaJPPgxa2DMCA6352VfU19IghveKcHjrrTWomcTvX8KRqDHoxJr/4GW5YdFxnvTLMtsYv8mjns+097lRKDrFRrpkPF73yuJ7j/pqep96Mtg8KFgBTrQ62sfv6mv5nrjMV2cut4k4a2fEd/KS9Ko6ypEW7+rdf3fLVGd8WyzVVexxMake5yX+8XGqa9Nz5fwydrelCEqehpomURVHE88do3I0f1qh2lbODnYMNX1wX7dklFjGyTVbgtteJcEjrs8s/LE77d9V0X6p/WawNaYr/anCKBAfxrzYW0RQrCmFp0IDLl529TIch7ZoZCpwMCRqSdOXZmPzfp9j3FxL5J6qufiLWk6RlhnYOj7SrR49DsWeoo1VAnMmOVJPbXEQfHhCdeJr2arJDHAl+1gWwWB3qPot31OHZttXdPPZzLg+bS6nukxWJ/15IXHHGZ4vFq/GrS7cT94bEjGJb7v/8zMuYwdVHFebZ2b9aL9+EywX38TfVugWjwTwzLR+t8SP/BH3Z3BLJvWB1/ZSvNd1k9O97uEpAcFOiHzgnaKcE8zIh0b/p6nbV5m70lhoPUUwni+6yi2YqunKng8ITXqYB8bd1m3wABManGUi6e0UcumOAVhekC0oJ7kQT0tVrPKXyb+uh3WwJIRVenU2SLCtIdZ2tIW6GgssljX86FNRWA1PRefCnQzeJAGySPtEm27QZKjWHZRrp/H+aQhkFH+/rAkxw5ItPMm85g+HvGEF4sXWQ4wgJNWW07I9BRpT0IIIYTkL1jz6AnWqn2q3XA6qdZMpGAV6OFq8ZSoUWuMdkJyjQqRqg26HY/aJ1haQMjssMU0hDmWEU3OfrsgEZFYz98kPviA1kYV5hhwyARvACFOJD5wnyT679ZDymAWPaxtebjWaoozSZtJyBRQoBNCCCFzjMcXNm7D1ixaGkadMQBVLAVrxBOwc6m7Io2ZJUKmAINKvtrt1lpd4+bOOkVmg9YfFcQmq0VY27J04hpEh0xAxmT0iC3OMx2o1PbX65NkpE+ih/4qMjFo73cP2nIJ1erZpNmWEzIDFOiEEELIXOOFUVqvRqlPjdR0jLq4FdzJpFhzu2YThjANRzJLtL75a04Wb8lSrU+sUyQLqK427RjicaThcp+MHDYZBYwsz2Qt/7FgPX4yJomBhySBLAXp4gnoV2C5Upou9oTMAAU6IYQQkg2QvgcRmt24ScIoxHperyOy3Rp2+j41BBFUSRW+vS8FMRzXuP5BQUVmh6dqvXgXbZYkgpUx7zOZDabJU4kNF3cTQd39LHgyMijJicP4Sz82SymDteP628nx/ZIcekK/Ms0giB6/8S4xcQHsJUiEzBYKdEIIIWTWqFiJHlEjr9fd+lwI9PBi1dowTNMw6PBWNWjN+nOTIikFyagasrYxG6egIrPDE6gWf90p1ozngozmTrIO1oG7acuOJTlh2jarQXQv7KcGUshr3OXjw0+KxI5au90CF/tAhRHq1vEQMnso0AkhhJBZ45FkfEwS44fURovY+2bA4xWvimwPXCOBK3dhGH8J4xJqomm7CaoUV4E+3qPG57A+4Qw6mSVIK1WzXXylzfpE61MmQbUIMdhiFjPgRtxmwmzFuQ3c0xMTEj/aKUl4QaUDlhz5y/UB7XGWjocseCjQCSGEkFmjhll8XBKj3apZXAh0xROq1W2R9cSNQLff4wlUite4uLtYs6lGpxk0iI/oE87ukNnjqVgl3kVbJIn6l2A0dzL3eOBF5HGCymWhXYPITiYlOXZQkhND9k6XeP3aJiPNGwQ6joXtLJk9FOiEEELIrFGBDpffiT4jit3g8VeIhOpM0Dd3M+h4jxp/gWprDbqb2Zr4hBqdPWbwwNX7CUlFoFL8tadp/V2kVRIz6BQkZI4J1lgbyEZqM8RUQD2ODFjtZVpgBr3ECHVrDTohs4cCnRBCCMkCSbj7RlSgR12uYTTpheqh1PWJCyMzkVQT0qPiXA1TrAF2QRJrNcfV4EzE9HfY5ZMsgKjVtdvEW75S/1ZBQjd3MhuMqE1PZCMom6dshbaHaNOyVf88koyNiEwM2M/TwFeqzavtpk+NTrIAe2tCCCEkK6iBF+mXpDHwXFhpCBQXajSP7qL/6uuI4B6s1weXEdzjET0ePSYz08kun2QHT8lS8S46QZKIXI3BH0LSxvHoiWv7lGYdClSIv2artoUV2ixmw4vDOhbEEUlG7ejwAMuVoiNW1PjxPkmOdZv0bsnDT0ii5y6J779Z4p3/I/EDN5v3mUjuJio8IbODvTUhhBCSDbCGcWLIiHRXs4resBXszYhtNwZmQo2/gL3+3EWAOMUcDwYMPPgsDUeSJYKV4q87XQVSjVZL1PUsuBmThQcGJo0ITjMwmy8o/oYzxFd1vH6F1r9Ze3Fo24g17YmoxLr/IrEnvybRRz4nkXs/JON3/5tEdr5Fxm+/VLfXWY873yiRO98qkbuvkMg9/yYTe75tosDjuMx3ETJLKNAJIYSQbOBVwwyp1rCG0U3wLK9fBXqjeB139RnXL+pr+rrHHxKffsZVijX9jJnRx+yP+WoajiRLeHzirTlJvOVr9YlWLuZEJ+mC5siD7BfjIjEVt67icBxDxRrxr3ileIK11uz1bAeJVFzjkOIHfi8TD/67RB79jMTavi2xrp9K7ODvJdFzqyR6d0qi/z5JDD0midEuM/iJWXd4ATj51AnJBhTohBBCSJZIJJBq7aA1K+QCBHvDekpLgM9kYDoCvVzEpFhzkwM9rgZkrxqvQ5bZSNuRZBGP1kOfivQkZg3p5k7Sxha0CKqJNJDp1iFvQPzLXyKBNZeJ+Cu0rdPvMG3oLBs6DBpgKRHqtb/URGg36TBNYDo8Vll5z/U18ZVYg6UZp4kjZGoo0AkhhJCsoIYhoqZHVBTroytCi0y6NfPZmQQ6ZsARkAuz7XBxdxPwLabHMNatjwhahy8gJIv4y8VXd5rWX2QUQN2d5QwmWWBYQhoz6HEsw0lmkLJPxXJw4zsksPHd4gk3ikwcdj04Oi0Q21hChEfTzjpt7XRtKNtWkn0o0AkhhJAs4DHp0mKSHOtTre0y1RrWn6tAx4zNjALHrLH0mJkcrxH0LkhGJDHeo8eiBivdL0m20fqOfOjeqvUqUbRu0c2dpAvaJbSVZlmQy0HNZ6JtYnDjOyW89VPirT3FcjnHjLzdZhJSiFCgE0IIIVlBjUE1ChMTvSqKsS7RBZ6QldMc0X9nmolJWinWIObhzukKNXhN5GFGcCc5whOuF1/NNq1eIa2jGcyAkgUOBjW1zYwcmt3Mty8kvpWXSOjUr0pg/eXaTjaZpT1JrG03A58Q6hTrpHBgj00IIYRkBZ+KaARmG5QkXC3doIalN4xI7hA4EOjTiXQEIfKpDkKKNRfrz0F8XBLjGCyIqWmKGXpCpiNDN11fqfhqd5j16GbGMt1AX2SBo+2S1pnE2EFJqqCeLfDoCJ34MQmf9g3xr7xUPIEakQn9XhOEjjPqpHCgQCeEEEKygeNGDnE+1qt/uxA9voBqnEbx+sr0yXQCXfdhN8S8ScvmMsUaIsrbOdmT5tgImYb4qCTHtc6mG6jL4xVf9QbxVW7UWqZiy032AkIcfD5tMbVxG+uWxNF9umOq9i9N/KXiW/J8CZ7yRSPUfRDq4UZrNh2DAJN1lG0iyV8o0AkhhJBsABGs/ydjI5KM9OgfmLFJhXbDCG40mWrNeng2CbNe3cy2e5E3PTXJiX57Jl+/1E1QObJwmTgiib57RMb77B1pEKwRb+12FVuldp3PgsgiCwivJCIDkhzeo83cLAO8HYPHXya+pS+U8MlflNBp10lg3ZXirVyvvzFhzdab9GiO+zsh+QV7bELmAxgxCGIC43li0H6c4y2LHSEpRtTITk5YMw5wEZyqDs3FlmngoHnBNvQS4yp0sKbSZaC4UJ14kcIHTBloC9fCSbGG9eouUvrAbRTu7WhnFE+xGqHQgqgj81lHTXqnwk4zloxHJDH4gCSO7MYTe69L/CXirz9VvKVL9Ym5IGY3IanBoKZKkdioxI88aWecyDKBUvE1PUdC2z4poTNukOCJV2t9fY62oyHLDovjN1lnSX7h8/n9H7P/dk0iHhe/3yfr1x8nJ5xwgoRCISkrK5O6+nrx+/J/ndvI0aNy8823yCOPPCyJREK0DOxXZgbvDYbCsnHDWlnVEBCPGmB1ZWOyZJGWh89jlg+aCZR83JAtYsIj8ccDktxvj8u4GJ7xapuV0Pf11Xmlp9YrWMkY9iVlec2ELCpDJ26d94IEBhnc+2q2ib/hTL2bSuwXXKCdUVKFuad0sXirjxdv1QbdjpubDb9XsU6vnF+NdzUusWYwL2fXtGLB3TJQIf6m5+mxb9Dj1MrsBr02icEHJd5zu35HRCsyAnC5/GyxgTL0BdUgOUu8tVvtsnCDlhdcpNWA8ZQtn596Wr7aqp8QQB4YUHNUT43Y8ohv0QnibzxbBQjcz12gYi22/7eSHGnXc9ggvoYz3LULKjBjvXdIYrhFq7iWu/cZ/agR7dr6lq+QQPM/iadkibV/JrTeJ3puk9jBm8UTqJLAshfpdWy2X0wB7p+BeyWux+SBO6jrOjML8Dv+cr3Xn6tlt0mL3/21hpcAUjV5K1Zrvdlkyn7KOpX1TX8H9RTlitk4iAvTzMxjW2PEdUK8levEv/h8vfa2Z0YqtD+KHtC6GxvXen+81lt3XhqTeMOSGHpQBf6TJhugMTqehb6gdQtpBf1LX2iVmxv0/oj33y3xvju1Puq9ORf1MZdkWtf12iYOP6T92q1a38btciiGfi1pXVd/WG2pc8yAZU7QcjZBDetOVcFulz3sIAymYqLExPlwUquRuQftQ1Q8wUWm7fJWrNF9xVC/M8MTCIXTllfRiQkV5UG58CUvlVe/4fVSUVEhjQ0NsmndOnEZumZe6R4elve/693y4+/fINFoTAKh1EedVBUai0alvKJKXvFPL5Lzt5SKDN4vGxr6ZOuaCb3HtRKlOeg8Z6B+Y8niYRXoPy2VxC50nHrZXSxj9Gs/Etc+4MENPrlnrUdG9cuqAwnZsXZEVtVHtFz0OxfqwKMaZEltzANr3ySh49+n5bnIfsEFKjpgUFrieI4bIO3UPdERmXj86zKx5+viwXH4ISLyrSHUsomp0atiJHzS1eJb/hI9RJcdp16bWOv3JPLIZ60Z4Lw8v7lA73Mtw2SgXMKbrhL/usvSG0hSYzppZoFxk89DPY0MSOThT0u040f669rApnPss0HviaR4JbD6Uglt+aBIqN5+YWYgzMfuukIS3X8R/4pLJLxN6x/WjKfCnOenJNp+g4qbKc4T1yA5IZ7G50rJyV9Qob7KfmEGosN6j39BJh7T95etlpLTviZeDCS6Qe+faMt1Enn0GvHERvX+0f4up6Ce6u+EGyV84ifE1/wyvf5pDPar4LHS2sGcmct6qr8Fb4bRfTJ+//+T+IE/aHOux+0yRkBOQB5+vW99Sy/Q+vc58ZhZ7dQkj+7Vc/iQCqWIhLZ9RuvYavsVlyTGJbbnv2Vc21wPZiVNnXnGtUB/p3XLU7FeQqd8Xnz1Z9kvpCCm/dWTX5OJJ76s9VH7hJzXx1wyi7qu1zbW/n1tK/7DEpRTlXFBgr4eZbJYQlv/Q/zp9PWzZWLYDORH9/5C4t1/lmTkkP60agLTBqNs0aaQOcG0D6oytH8Lbf2s+JacrzuLoX5nRmYCXYVq2O+Tl597tvzzC14g5SUlUllRKSualkjAH9TOIT+VKmYmAoGAdPf3yVXXfVN+dMvNElV1GQim7kwh0OOxuIRLSuX007bJluawJI90SVPFmDQ3JsXnU/MxjwV6Qtt/v+qwxsf8UtWFkBweiWn7B7N7Jnx6TmqiS0uTV/rXqRgt8Ul1MCGnq0BfoQJdFSoFeiYCfb6JR9Rw/5JM7HYMnnwUsOi0KdBnB4zBWQj0+SZ6RCIPfUKird/Vq6f1oSAE+jskcfBm8S5+oYRP/bJ4y1far85A7OgxAgSC+Bn1Ve/XpJ5/YPk/SeikT+o90Wi/MAORfhl/4P/pfaBlV7lBSk79avEK9HkmGemT8XveI/F9/1ewAl3GDuo5vFfihx+S8PZr1Dh+ge5Mr81M9t4lY/e8W5JDj1h12OT2PwYKdIUCfUrQT/l82uZeJqHN2uYGq+wX5oakCnV4HGEwOHHoL5KIHtbqW6bXpsC9NQoJCvSnkbZAx5tjWohlWmhX1NTKu+vqpUyNZpgzfhSkviGtL5xDsAavzOeV3lhUPnKoW24cGpQoRLvLGUzHhd2njYjP69XnCf1GrxH++Q6uiVcPs0L7gRKvdYUwnpDSPV1fj8f0eleF5MVn1cvaJSVSHkrIyauPyEoK9MIV6Cp8Jh7/igr0r3IGvajRG7iQBbqKTBij0bbv69UrAIF+tF3G736nxPf/QTw121UUf028tdvsV2cgEZVYxw/1XFV8I0jXMw1vu60JrnuTBDdqWxNK3dYkxw6o4HqXxLv+RzzVW6TklC9ToOcIU9b3XaUC/beFK9DHD8n4ve+V2P7fS3DDOyW46d163V0u7XAY75XIAx+RaNdNWnu1/j7TTZ4CXZlFXS9mgQ4X98SYtpenmaBunurj7RfmGC3X2L7fSFTth/jA3Vq6er3MfTBHM/oLGQr0p5FZjTOC1CO+SFTCh49ISDf/wJAk+ge0Qg9IMm+3fkn0qfEzcFg8ExOWsE5DXDtvnYhMyNGjYzI6HpWjoxEZGRmzNt2Xr9tRPb4juh04MiatQxGzdQxHpPNIik3fs29kXA6NTUg8DpOVEELI9HiNSeGJDZmZVVd4/eItWWwFgcOo6dNGTu3n3rB4nHzpbkDQtEi/MTA9c+UuSgoY1FoVirGjasvda5ZdpE2wWnx1p4nHzH5i5P7YekzIDGCQIuk1cTjiPTu1+mDJyjyA9c+rL5XwqV+X4HHvNOvhMbuOtdGEzCWZ9dpoc7UtT/i8Eg8GJR4KSiKsRkNJiXh0w2N+b2Hth/x235F+B+Lz+yQQ9EvA79VH3UL6HFswjzfn+HDsOG5sev1SbT7d0HCG9REz8IBdLiGETIfVUCai6eSV9pjgRRKo1j/x+We0sirQPf4SK8WaS4GO305GEARSn1CgEzf44M6bkPjQ4xIffFTrDkR2GngD4qvdJp6ylfpRrXiJND9PFjDa7nmDJuBjtPtmSYwdtPfPD56qdRLc8mEJbv2c+GpOEokeFSw1ImSuYK9NCCGEZBU1NuNjkhjvVpHi0qgLLlKRXqt6Wj97bKo1iCTd5QlUiAdrz5+5rncq9DOYvU/GhrEKSTH/EJICNQm1fiGqdbx/p3EtTxdkCvBVn6B/+LUec9aRpIHPLJTVunePxA/dqu3YPAd28oXEv+JlEt72efEt/gezdATtOiFzAQU6IYQQkg2ciW/MgiOy+HiP61kXBCQy6YXMbPcxM+iOuztiXLhNP5SY0N/uVoE+ah0LBTpxiydgIrnHB+4zQj1tApWWm3sYcRJMpBuzm5DUaDuF+A2Rfont/aUkR/ba++cXT/1pEtz6KfEt+0dtjrU+U6STOYACnRBCCMkq2rUmYipw+o1YdgXSyiEYnQok/ZC1D5hZJI/JHW2t7XWB/mYCgwP6aIJ1EeIW20PDrAUeeNiuf2mgn/fVnmSnaVMxc6w3CCGp8GIW3SPx/jsltv83Wn/ywwvDW7Vewps/JL4lmEnXOo3guoTkEAp0QgghJJuYWfC4JCd6Vd8ctfalwhcSL1zY/UF71tyZeUxIUr8Ps+smP68bkJbNDA5g/TuOhSKduADVxKv1BW7ukX6J9+0S5NNPF0/JEvEtOknrrdZXBtciaYFZ9LAJchnt/KkkBh+0988/HhXpoePfazxEkvCM4hIOkkMo0AkhhJBsAkGtDwjSZgK1ucEbNEHgvD6kTjpWoCv2a64DxCUikkC6NrN+nd08SRN4c6j4SAzeL8nRA/bONPBXiL9+h9bZOqsO0s2dpIPXZwYjE4cfkYmW74iM9dgvzD/emm1WdPeK1SrQx7Vq00OE5Ab23IQQQkjWUGkOUYy13xND1jp0NwLF4zMz6J5Alb7deb8+QuD4wuItbbRmltxgBgaQYo0CnaSL1jm4uWv9TRxpN2vR054p1DrnW3SCmXE0QQ/jbjIZEHIMvqBWwYTE9/9Kom3fF0H++zzBt/g8Cax6rSR95cZbyVX7TkiasOcmhBBCsoqKkqQKnPiICnSkWnMpcBAEDsHgTJA5zMzA8EuK118qnpAKdC/Wp6cmOdEvEsXMPT7Pbp6kCwaZ/JLUOmS5uQ/Z+9MgXK8ifavl9eG4uevXEuIOrSy+EhXmwzKx55sSa/9x/riUa50OrHiF+Op3SBIDqHR1JzmAPTchhBCSC+LjkowcUgPOZao1zJ6HaqxZR8yim4kZ/TtQKVLSYP2dimTczNono0f0ib7fxUcIeRYq0D3JmMQHH5LESKe9Mw38pVY09xDqrTXQREh6qETxlYmM7ZeJx6+RWNsPtU3NDzHsKVshwRWXiAdLj+IIBIqlHIRkDwp0QgghJNtgFlwNN5OqymUkd6y79IQRyd2vzyBo4KKu3xOqFa9urjg2xRohmeL1aRX0qDjvkkTf3bYrbzp4xVu9UbxVGyxpzllGkglYbuGvkMToXok8+mmJ7r5OZCL9wIVZB8s4Gs8RX8MZJogn6zfJNhTohBBCSNawZwrN2u+YFazNzLC4wIdgcI4re1yNvrgkkyp0IM4DCB7nAhVScQRVwqAAxD27eZIRWndQD2NHJDpwtyQnBu397vEE68RXu93MppuMApOxFQhJA3hzBMpFxg4akR555NOSHOmyX5xHwvUSWHqBNahqZvZZv0n2YM9NCCGEZBsV6B6115KRQUm6DXCEVGvhJvEgGJwRMwntpT0q0OtVa7tMsZZAirVe/bwajGaQgJB0Qd3TDdG0tQ4mDj8qiZFW66V0sN3cvSVL9Ou0LpuI7oSkC+qjtmWBChXCRyXacq2M3/MuiR+8xRr4mS8wi157mom1YAVDdDkQS4gL2HsTQgghWQfda1KSEwOqmfutXanwBlTMNKkhWq4fVaMUgeK8dn50r7sI7iY/LyK4m/Q/PmsnIZkA92Ktx8mj+yTRd6cKkPSXTfgq14u3apMkkV8dg0bQWoRkiMdfrrrYr+L89zJ+9zsl+shnJXGkzX51HtC22d9wtjV4YAYLWMFJdqBAJ2QhgjWuxvgiJI9RQ6wwuym4luumIjs5MaSCuVefuzHcPOIJN4g3WG0/j+ttWiKeksVmdt0VE4f1N+3c68bFneQcEzOgSM0puBfHj0qs725Jjg/YO9MguEh8Ndu1HpdbA04UMGS2eMMmHWVybJ9MPHGNRO68XKJ7vqvPu+03zCHaLvvqzxAf8qLDZcrUcUJmDwU6IfMF7JRJW8V5kuvNAbe+LSIIScVk1XlmfcrV5qD1tFBFJo4bG2Yd00q1VqOiRjeUA1yC/SpsTIo1dwNqyUivtV7YuMgvsC7eVB2nDs3F5oA6euzzIsKHepeU5PDjkhh6wvydFr6wCpjTxFO2TJ/AxR0byqtA72uSB2gdxBIif6U++iXRd4dEHvigCvV/kXj7j1SoH7LfNzd4ypvFU71Zkp6AHhoFOskOnkAonFZrizfHtOMvU8PjyooqeX/lIin1emW0ANYWoTso1ePuTyTko4MDcuPIsEyo/RJgRzEtWlQSjyekqTYsr3lOkxy3rFRKQgk5ZfURWVkf0QrhEX15YRIf09P3S2DtmyR0/Pus/MVuGdkrsf2/Nca0NUs4h3VQOxFPIiKxvjsl1n+3/nJM983xMbhCKxbW7pYskfBJV4tv+Uv0EF0KDr02sdbvSeSRz1o5fP0lunMh3ufaYmsZJgPlEt50lfjXXaYGM8rCHckjeyS+//daTw/r5+a6nurvxY9KvOdWiQ0+or+s52LulTkA6dFU3AZWXyqhLR9UgVxvvzAzyZF2szYycejveqxqrKkoT2rdC234Nwkc93YTjTgVSJEWuf/DEu+8SZ9ExFu3Q0Inf1G8i0603zEDahzGu26S8fv/XUS/B+JIEuPiqdwo4e3/Kd6GM+03pkDvn2jLdRJ59BrxIBo8gnzlFNRT/Z1wo4RP/IT4ml/mekAC7URy4GGJdf9J73X9jjmtp/o7qJMThyV68GZJjLSJB23UfHonIXNAMia+pRdIeNvnxFO61H4hBVpfxh/8iMS6fm4mAk3dcUAb4g1qHb5SQpv+zRo0Sgd89wP63Z0/MX2Pp+pECZ3yBTPz6IrYiEw8+TWZeOLLWh+1T8h5fcwls6jrem1j7d+XyMP/oXVu0C6HhdivTQHa7Li2l4FK8dRsl8Cyi8TX9FzxVKzRIspxGWmdjrbhunxKPPBeWrD2xiyBjoyPiqd8lYS2flZ8S87XnQu3HCnQKdBnhAJ9BmYh0BM9d8j4XVdKYugRuzGfW4POgw4Lo70mWnS+QoE+e2AMZirQk5JQcT5+z7slcaRFG8oy3eey/LOCHjtmSVQYmLpqep85YtYC/W9aVHrcyEmu5+Bf9ToJb/mQSZeWEjXwIo9+zqQTgjj2LnuxhE/+gnjKlttvmAF9f3TPtyTymArr6Ihe65A5l6IW6ImoipYfqAD8sOWpMNeixfyUR+uplrUZ6JzDejoVuRDo8P6IR8Xb9Byti1onylfbL7gkocIS7fHDV0ty7KB4F21Vgf4lCnQK9CyCclCbAdkrUL6I3VF1vIq8fxC/3gveRVt0X+7snWTfLm3736M23WPWvcMlhOlDgf405tLaIoQ4QCD7AtqGh4xhZx7ncDPigR0ImRGto6gjWlcQVXzu6yl+E/UU3dQ8i56M0WOHy+NEv2U4ugGGJVKtqdhL4hKEakx5uEIN+ATcOxEoLtezRvkEBnJ8qKdT1aMcb7gvCr6epgBeAp6EJIafkMTgw1adTgctH1/NyeItW2Gb2xjVL9KyIvME6pPWLgTTxGSJ1yfxwfsk+tjnJHLHZTJx3wckcfAvIhi4zAGe0mXiKWvWo9Bj4Dp0kgUo0AmZF2B5w+gJ2Bv+nuuNtz9JhVNP53Er1G7K2Ise8SRV2CCSe/SotT8VJhf6YhG/GpoqjLzIset25iepAh2DAUZALaT7W891qrozl5stPYsTtAM+SUb6Jda7S5AbPV085SvEu+gESWqdTiai+o0U6CQX2PUKA2cQ6tqOJo62GY+g8TvfKuN3/6vE9v7a1OWsgujyZStMm532ABYhU0ALnRBCCMk20GsYBMMjol9DOLtBhZCnpFE8SLXmCYoHs+nHuhvPgMm3PtZrpVgzM+jFLBrJnOJBNPeIxAcfMG7qaROoEl/d6fqoogn10wQxJCTHaBuKuoc0aIj5E+v6sUzc9S+6vUPiXb+w2uZsoG20r3yl3iZYCoa6zfpNZgcFOiGEEJITtIuFEIkOSXK8T5+7M9o84ToV6Jj9KTVp18ySFDdgXSo24AwOEJINMDOIeW8Ejux/QKsycj6ngdcnvpqt4sX69aR+D2cZyZxgi2V4ufgr9KFKq+4Rie37tcmjjhn1+MFbxHWWjenwhcRb1qztdqU+sX+TkFlAgU4IIYTkAnsWOxEbVYF+yL0RGFBDMlRrXDQh1jGrnpqkcds0edcxKMAlLCSraF1WkZ2MDkqsb5cI6lmaeEqXiG/RiVo1VSzNVhARkhaOUNd2EbPcwSoxwWT3/lzGMaP+6BdMBo3M8YinpMnyEMHv0EOEzBL24IQQQkjO0G4WUeHH1PhD8DYXmMBj4XoV6XUq0pET3QWJuH79IUnGh/UL6N5OcoAKa08iJonBByVxdK+9Mw38FeKrP128YWQzwAw6RQyZL7R99JVq+1otydF9MvHY52TiwU9IcqTDfj0DENBTN9PmIwUSIbOAAp0QQgjJNo72gE5OTEgCszMJdwIdM+bekkbdmuw1jS5AlHj9jWR8XJ9QoJMcYDw5PJI82iGJ/rtVY7vMTODgDZh8/p7KdXp/aP3kLCNJSS7bMq1/iPmhIh1xO6LtN8rEo9eIIBNGBpjMI6FFJrWmNsjWTkIyhAKdEEIIyQkwLLWbVeMvMdHnXtD4VMiULBVv2TL92+X6cxXoydFe6zecGXTqH5JVtE6poElGj0is/96M3NyRQtBbvVU8SIeVSHMdO1lAaOOF+oFBzcSYJGMjJr4G6p7usN6SFexGMlCmtTsh0b3/I9HOH5vfTBsMYAUq8IduFOhkdlCgE0IIITkBMzReNdf0cWLAMjLdgNSLEOdlqy0h44KkCvR4pEf/gOhB1051TnKAN2ClDjz8sCRG2uydaYBo7vU7REoX2zvIgkbrkmmzEJMAWSgmhnU7rH8flWTSjlPgrxZf9TbxL3+Z+BvP1ToYst6f1TZORbVfRbq20dHOX2j9ftzenwbabnsRMd6kXQRsg0nmUKATQgghucK4BaupNq4C3W3uXbgCl60Ub9UGNRpL7J0piI2qYdtvxJM1g05IDjDuux5JjHZJvP/O9Gca/WGt18dp/V4h4nOEDFmQQJjHtd1SMQ6h7gnVi3fRFvE1Pkd8y18pweM/KKFTviLh074p4R3XSej0ayW44Z0meKaJ55HtJRJoq3VLjLRKvPe29Os2YjT4y/URXlM4NrbDJHMo0AkhhJBcARsNxlp0WEV6rzFEU+L1ibe8WbzVm0wgI1cgvVpkwPo9e1CAkOyjFQz1S0VVvP8eq86lC9IG+kL4w3pOFhiYNY+Lp6RR/MtfLoEtH5bQ1s+pGP+ahM74rm7f0b+/qAL9veJfeYn4ljzPilvg17YQQdgQl8No3xzMUKNux8dMvv+0l3Dgs2ZJEttfMnvYOhJCCCE5A4LGK4n4USuNj6v0Uto1B6rFa3KgB+x9M4EUaz2SjKpBmeDMDckxvoB4EglJDD0qieHduiMHQokUL/GYJLUd9FZvk9CJH1Mh/gHxr3uj+JY+X7wqxE0Gi8DUwTExQ+2BGznauFzk0leRjYBxiZFOSYz12jvdou22t1Q3eIbgnuB9QTKHAp0QQgjJGRDLuiUi+j9yobuM5J4OMCjH+1Sgj+hPYUCAAp3kEjUdMeg0elDivXdZa4cJSYdk0grk73MXY2MSuJCHalT6ah3Mhf41SziUyKAkx9ON5u5VfR/S5hcz6GyDyeygQCeEEEJyCQRzImrnQk8zNZUb4hH9buRAH7cNTBqHJMcgEFZ8zERzN54hhKQBIqZLbEg3RGV3j0llFm5U9QIRnIsZdIwaYMxT21J4JLlZkuSAZhfi3AyQcvaczI5ZCXRPMimeeLwwN6wJpA1DCCEk52C2J2GCxCHaetZR0Z8Y787N7DwhUwE3d31IDD0u8cOPpCdkyMLGHkRMRo9KEsEt00EFuq90qX5FSOscRHAOhLAKbLTTOD5JpDEIoJ/zmIEDR1xQpJPMyUygm7qn4hxRF+Mx8caj4o3pY55vHudvPWaT9sbcO1TphBBCcggMNwj0if60Z4xckYyq+B/QRxiT7NPIXKD1TIVWMnJIEn1wc3eZQpAQZ4YZS3KwpYMKdJMBIFCpT2DE51IEp//duTwasrDwJhDow9mwJiTFpv/oDRWTuD4OrFwunRc8XzoveqHsvfA86crzbe+LzpPOi18oHc8/VwYa6yWOkTEV7FOdZ+rtqaah2DfrH0IIIRlh1iRqvzExKIlIn7UviySRM3hcxb+ZxZyVYxwh7kG+/kRU4gP3SXKs295JSAog0GFEo92KHrZ3usTjNQLdE6rTJ/od+J4c4NG67UEGDTOY4BIcSyKGP6znHCwls8AexsqMF118sbzprW+WyooKGRsbN8I1n/H6vBIKhaT74CH58pf+S+7etdN+JRNQdE4Oz/w+79mTlIrKsLzx/KWyeUWplAQTcvLqI7KyHnkoPRJfqJ5t8TE9fb8E1r5JQse/TwS5OV2S6N0l4/e+W5JDj4v4SrQ60ah+NlijNiZSskTCJ10tvuUvcV9OWBvZ+j2JPPJZax2ZySW9EDtLbZu0DJOBcglvukr86y6z6ptLEgdulvH7PiDJkVYrxc1Cqadx7c9U6AZWXyqhLR8UCdXbL8xMcqRdxu95lyQO/U3LCqmknAjsWpejo+IpWyKhkz4lvmUXZ7Usk3336u++WxJDD9rtCQYE8IL+rt4LnsqNEt7+n+JtONPanwr9TLTlOok8eo144IKKa59TUE/1d8KNEj7xE+Jrfhk6bPu1FKhAjHX8RCIPf1xkvM8+1gVsGMcn1BaLiW/pBRLe9jnxlC61X0jBeI+MP/gRiXX9XDwwaVwF79I3ar1OhhtMG+1fodfNqXvZJDYiE09+TSae+LLWR+0Tcl4fc8ks6rpe21j797Wu/4eVVrFg67pTBnUSPkHLYMUr3ZeBkhw7IJH7rpL4/t/oM/2cSdmXLZy2eoWEtn9WfEteqPtcljGuT9uN2m5+yko/uGDtjgwx/ZWWffkqCW1F2Z+vOxdu+XneeNkb9U7xSDQalcOHD8v4+Lg+0wKZoUySiaT4/D454aST5Kyzz5ZQOPz/2zsPAEmKsg3Xprsjg6CSRHKQLBlRokowYcCEIKComMGAYiQpJgQFEUw/GEgGFJSgIAaUHA4k58xxhIOLG+avp2a+pbavZ6a7p2d29vZ9dJi9menu6qovV3V32B6d62Z6enp8vNTvnnt2lrv0r391d995R7XNvdkFgLsz8niI+c886OPemYu+6PgTJAFfavEBt92Gy7iVlp3mFp824rZWgu47Rgl6e/GCpQS9RQiElKDnpvQEvToObsrSbtpGX3B9a+6XaxyaMfLwRW7e9YzTvWPHSQn65KOjCboHP+h1Zcqa+7spGx/hdSW7H8yMEvQqi1SCbn7ps94vHeTlLceYIg+3nhBkomfYx6HBv5cElwlhM5fdxE3d8nuub/kta19kALt598993OH1bnBWrV2T2BblRQn6GHrmzZ/Pkw5Cgv2/W291M5980vv2Xp+zNu8UlsUPDbGcY+Ix0N/vz74nJO3Z8b/vm+qG5z/rnr7t9+65h//reklOR4OwRZuh4Yqb74d7KZ+gb7fObLeGT9ArStCVoLcNJeitEwdCStAzU3qC7sFe9E5xU9b9iJuy/ie9veBZviUQEtRf++TqKNezIDFrowR98tHpBN0fi6cI9PhEZtqWx7veZTeqfVEiStCrLDIJuqcWP01Z52A35RWHeXu4bO2LLIy4kYcu8L7pC64y52Ef0GPzSvJNPBED/VnptW4xbzMd17tnZWi2t5uneLt5vOvxiebEltNxQAn6GHqnTvEBg3/1k7DaEvWMS9W7fUl7I2h5vuTcqJ5zOHVKG+F9EX/xVnufxGGPEEK0AP5i0I3Mn+HjyxLv5O4DypHw+LZ5tQ+E6CBhSXuPG3nu7nAteqmyLRZhfELtE+Fgu3LLTK/rWeYVrmfptUMYnutO603xSWLvgOtbci2f+OcsovrzqYSb3vn2FMovhHiB0ZLT/Pnzc7+Gh8tUis7CzH/aOWV7LXALBofdguHK5HgNVdygf5/A9RghhBhnvLsdGQk3c6uU+Ti0cAd3n/RXfJAbgkIFhqKTeHlD7gafDSvD3IJna58L0QgvMz6orCx4wue1+Z8A0LPYS13v8ltVV3p4G1gOPshlFnfKsq73RZs7179k7fOMjPgEff7TtYKB7LBojdEEndnkvK+JTto5ZX9V1W8yvYQQQhSl19tRHwCyDH2wxEetsaSZO8OHR6yVtMxTiDz0Drgen5QMP32TG3n+/tqHQjSgpy/Yw8rcGa4yb0btwxz0L+EGVtyp+sg1bF+wfy3CHdh9gt631Po++X+ll2u7EXRGRgard6XX4y5FCcibCyGEEO2mdjPS6qPWZoa/y4DZJz1iTYwrLHPv6XUjcx5wwzOvCpddCNGQXm+rmLBeMNNV5jzo/8ibYPe43qU3dv0v2dFVeNzfcKuXVvjGkGAPLBWufe7Neu+GiMrw8+HeAD093ha342kGYlIhby6EEEK0m9oN9kYGn3OVuY/7aI6EunVYUskrpP8EvUJ0HC99zIgOznYjT15TvYGZEM3wNrHi7eHIc/f6BHtu7cMcTFna9a+2t0/U1/eG1Sfo4RnkBWF5emUozJz3r7x7rpupjjJ3Zq1Y6pN9ltkK0QJjvDk3fePO7Ho1edFPVP78a3iyvXxMybkLIYTIiw/auIMzS9JLuZmWN8bzn6g+qUBBoRhPege8DI64oWdvccOz7gyiKUR9KOr4FGR4vht+/j5vFwsk6H4Xvctv4abw2Mqpy/t9zfYfFih8Mnvv7XLPYiu5Kavv63qXWrP2RQ78PkbmPuzN+lP+H7VzE6IFxkgQ11b38oi1SfaCFxLvDC//W+6PNzxCMOT7jH6bLC/fXz3B8CgQbA0fvVS43mmw9uLv8XrVjr+oRVTMUMbn19HXotKnsZzG5zcer4nep1V/Ee66Pu/x8N4yI9wFeYaPDX1gOpnt8qiud8FrBDkt4XrYiQby52OEytyH3PCTV1YLUUI0wstMj9eZkdn3+8T2mdqHOekdcP2rv8MNrPk+V2HWewH398BHZLGF/MbbjgWzwqNIeZZ//6p7+o8LLE8f8nZ99n3eTXH8SWqHRan0VGrPSuM56DNnzgx3Kec56JMF1Ig7uoc70nvn0pger7f9Prh6ys2e/iM3/6ELXX9vxfUPTK19v+jD7Hm/t10vXWqBW2oxlgSF2x5NTmrP8Sz2HPQr3LyrPu4qz9zsXN/iXrTG63ql2ugh+r1ejruq6usdZyvPQb/zZ27+9KOryy3D80g7dW7Wp75T+6b4P8azT31bCj8HveJGHr7Qzbv2MFeZZc9BH2859X3a6/u03XLajuegAzbDK9vAy9/ppm76VeemvaT2RUGGnnODt5/s5t/2g9rzyqNnoAOJqz/mIv8c9Ht+7ebf+CXnuNlUR3U9SU1OiaGwp+NBp5+DHjM86EVugetfZfdwbLfEy2pftIieg15lUXoOOph9WnI1N3Xzb7f03GsuG1pw6wneFvw83OejZ2Ap36+NZNiPA3Z+cJbrmbqCG1jng25gvY+7nmkr1L7PyXyfP914pBu879f+DPx5FVkiP9kJ8qDnoBujCbrIwdBTbmT6V7yh/I0XHd99RRzZBGdwuDesqJzUEGwXTNArzz/ghh66wFWYSWNp4LgZIX9c7lS64Bk39Phlvl0+EQszIeOViMW0kKAzszjzWjf46GWuh+dDh0SpU31c69P5vk+f+JurzL7XfzZefUowWDRB99046w43/PBfqo+OGVc5pf/8a/4MN/SY79N5D/t/c4fdNrWnbQn6/GrytPLubrFXftsnMKvWvijIgplu3k3HhqCdu2hXE/SIyZCgs7T0qZvc4GOXuJ4Ffh8d1fUEwXZ63/j8fd6e/i3Y1eqdoDvYnvFM0JE3b29CwuXlrW/F3ap90ipK0Kssagk6+L6o+POYusFhbmDdg/05LVH7ogBe3xbcd7YbuvtnbuSZW4Jt6MFv8bIJOFa3sMqFa857p7q+ZTf1yfn7Xf/L/DhMWbr6myI8d7e3/Yd6n/8Pfyh/vFCcF7lQgj4GJehF8I5s/vSvuyFvCHwHFnNkExwJjaeFBD30YLeoHgElwdm1n3HDD53vnYsPKLvCubSQoAfGsY9p59zHfZ9+OiS4btwctj//FhL07pFTnHSPq8y+y82/6lNueMa/q/1Jv7aDdiXo3MRoZL7rWWFrN23L413vMq+ofVGMytxH3bzrDvcy5vWWIkZfYtZ2MiTogS6SU5Z5P/4vr/uHhgJX6LsyktSsjGeCDuhOb7+bsu5H3JQNDnWOmcxWUYJeZVFM0EPRctgnyG9xUzc71svrirUvijPy9M1u6JGL3PAT/3JuzgPe5LJ83tte31c9vdNcz7Rl/XFe7vpW3Nn1r7irt4/rhO0K423P8KN/dfOv+1zwAW6Acemgzi8qKEEfgySoIMQC+LDJ+hKtQiDn1a8bXkYIcBclYziOfeyp8KiVCd+n3SKntKPanlH7MxENEecCPmCszHuy+ncrDD7v9/VUtVBsM0STki6SUw+iOWnnPnr6wqql4ZnXVleICdGI3n6vvSNu5NnbwrXoZdC73EZuyoaHuWnb/8xN3e5nbtpWP3DTXvld//qem7r1j9zU7c/wn5/mBtb9cOvJOXh5H3lmuhuZP6NqB6rOSoiWQJKEEJOdCtXlSRpQtgtmS9Wn5RL6dGTixj+WwA3Oco4EnRmDFqgseCpcbxn20xWXpYjAZLanYTbYp1zP3elGnp7uu2ES3jBPZCfYrd7qHdCfviHMqJdFz9TlXO+LNnV9L9vT9a3+dv96q+tbeWfX65PynoEWlrMnGXzWDSPrw3Nr56MEXbSOEnQhhBCiY/T4nGWOq8x9LCx3L07FVebNqCb7YYWBgkLRDbCSoM9V5s90wzOv9MkLd7UWogFcVjf4vBt+8urqfRsmGMPP3+NGZt3meihGhXtOCNE6StCFEEKITuIT85H5PkFvZbZoZIEbIckfer72gRJ00SWQcHn5HHrqBjcy59Hah0LUISxzH3aVp728zLq99uEEYXiuG5nxXy/nD/p/UChVWiXKQZIkhBBCdIRaAMcdhOfODElMYYb9tsygD8/z/yA5V4IuuoTePi+NLHO/21Weus65ymDtCyFSCEltr891H3LDj//d27bZ1c8nAJU5j7mhGVdU2zyuTzoRixpK0IUQQoiO4d1uZcSNDD7pk+sWZ9DnPRGSfc3aiO6CQlR/uNP48JNX+fdZtc+FqEPflHBzwaHH/xEKOxMCb8e5GeLIMzdXb9QZEnQhykFeXQghhOgUPpnmXvSV+U+5yuCztQ/zU2GZ/ALuBM9NuOTKRZfBLHplyA09c6Mbmf1A7UMh6sDN1Sq9bmTWrW74kb+61u7P0SEoQD12ae2JHFx7rtlzUR7y6kIIIUSn6MXtVnxw55Pz+TOrnxVh8HnXs4BHrHEneAWGosuwu3M/f58beeoaV+bducWiiLdh/VNcZXC2G3z4L27k2W6/Fr3iRp682g3PuCIUolyfZs9FuShBF0IIIToGyXRPuPt6hSXqBR9DVZn/pBuZV7vjcXi0lRDdRG2Z++BzPolhmfvTtc+FqIOXlx5vy0aene6GHvxjd1+LPm+GG3zwd25kzgPV5DwUpIQoDyXoQgghREepPmptZN7jBZdyjoRlleERa6AJdNGNhJvFDYdnRE+Y64rF+NI71fUMzXVDD/3RDc+4svZhl1GpuKFH/+aGHv+7l+8R32bNnovyUYIuhBBCdJphbvI2I7znZngwzL5XJtDdjsUkpHZ37pG5D7mhmVc75xMvIRqCzPROcSPP3eEG7/qFq8x+qPZF91B59ha34J4zXGXu4871TfWfKJUS5SOpEkIIIToGS3+96x3xSfZc7sJeYAZ9eL4b5hno4bre6pJ5IbqP2jJ3n5iPPH2tcwueqn0uRAO4o7tPT4Ye/asb8omwG55T+2L84dKiBXf+1I3MvMr19LC0XbPnoj0oQRdCCCE6ine9lYqrLJhZ7FFrPFd6wQyf3C/wASJuXAm66FJ6+8ONDEeevsWNzOLGX5Xq50LUxduzvmmuZ3i2W3D3z93Qfb/1YsPNMMcZHgN3zxlu6MHfuh4eb9nP7LkQ7UEJuhBCCNFJeNRaj09U5j9d6FFrFZ6Bzh3gww3m5MZFF0MBqafHjcx51A0/8V/nhnRZhsgActO/uKvMfdQtuO37bvjhP49vbcfb3KF7f+MW3HGKt9vPhLaFQoIQbUKeXQghhOgkPGotzKA/Vb2Te97Ik0e0zXvKh4d+uzCDLkQXwyz6yDw39PQ1Xt5n1D4Uogk9fa6nfwlXmXWHmz/96HDjOOxmx2Hm/O4z3IL/fdu5OY84N7Ck7K5oO5IwIYRnPEvTiyrq00WDPOOY47c9Pr0ees4n2k/6zfI9aq0yf6ZP7muPrcocKEoeRSPaKB8+QSexGnn2DjfyzC3+g7yPFpTsTlqQHZJ0LzcLbviyG7rrp84NdfCadB6ndusJbv4t33CVOQ85N2UpJeeiI0jKhGgVHEjftNo/Jih9i4VqddcGQn1TJpxT7Al9Spu7oU97vJwO+H6c4NfM0X76tO1dygH8K+g2Sxkz0p9Vj6pLIytD80Kybf/ODMn5oE/umU3KsmmP/1EeG0U/h0cHsfO2d/ZYOO4Ef657j++/nvG2V8hhrjFHdr28twXfF749lfkz3PCTV/r8POeTC2jbovgoq7yyjh/s9a+89mKigx0eWNJVZt/j5t90pJt/49ddZdZdtS/bRcWNzLjKzb/uc27Brd9zzsuuG/DJudIm0SF6Kp7a3yIr855w8276uhu6/2w6MJ8TFIsOw3NdxTuOgTXf76as9/FQ5c07E9YV+ACBu0nPv+lrbviRi31gSWBHEDDejDjnExi32EvdtI2/7HpXfr3/jORsAvQxge68R30g8WU3/Nil1X+HwKrTePtEEugDi6nrf9L1r/Fe3w4fFE44OfUBKQH+7Lt9wHSEG3nqqup5tOsOusO+z3yCNbD6u9yUDT7jA7OlfZ8N1b6sA+2b+7Cbf8MX3cjj/6q2ra9B+xiXYD/2d1PWz2g/0M3hQTf0wG/c/FuPdz0LZlWLAnUDdr+/4fmuZ6n13LTNjnI9y2/hj+H1qpHb5xgjg27w3v9zC2470fUMzvbHyFGkKARyOte5aS920zY6wvWuspdvxwTR9RjazMqIJ/4TdH/k+Xur8UEnk3Wf/FZ8v/WttJubuunXXY+3n24kg1wNPuPmTz/WDT30Bx/X+M/KLubx1IKRBa53+W28LB7tepZeq7ksQpDHBW7BXae5wdt/5Hq8blZlfqJSUNZDPwx73T/bJ4zfDfevaKz7iyK+7wbn+P9WXN/yW7qBNd7j5Xx317PEyrXvy4GVHsMPnucG7z/LVZ67vRoP9U5kmZsgYA+G57ieJddwUzc/zvWt/Fr/4SQrRkUoQS+CEnQBwaH2+ABoVde7xOoTN/Ghgu+N4shzd4UZjjDb1i1VYvrTB4q9S67teqauyAcToI99/4VEarYP0O+szpCOZ5/SXz39QUZ7FntZtS0TTk5JfPxraJYbnnWHf3+2vX0a+gfdXtn325r+MD5Aa5igM+a+LX7Mh5/z7WOGu1n7anclRq57l1rb/zSD/UCu3IirzL7Pq+wD3v/4fYTP6oG++N/45L9vqXWdm/Ki6r9rx04l7M+HwH7/I3PuC0lB42OUBOfu+zno+jR0vfbZRIJ+8uPOo5jQ/bAUtxN9NwbGt+Llannfl+uEsa8m6A1CPdo4Mt+3+W5Xmfd47bM26FYYY2/PvSz2+AQ1JOeNZBFom//NiJf5ypwH/Qcdksd2UkTWwzl7vZz7iO+Le/148QSHCd4PRaks8ObYJ3J9S/pEfSvXv/Iervelr3Y9S63hXd2StR/lgL4f9L7l6Zvc8OP/cMOPXOKT9Jv9F97ms4KqbStLxBiwBUrQR1GCXgQl6CIGR0lVf8LiZZhgLDiiLnX4PAeVx5pMJEjQ2rpsNCfIaHjm9kR1eMipl8/RyzE6QF7dDmOeU4+K2A8KBrn8jg98mLULRYaM45/7GCUx7NtJn0xkOaXYgpyO5zkw1vRlSIAztiNcotFg1UcZhCA8pyxCuOxigl+ikyS3rCNbvg8Uc1bhEZX0YSjir+l6l9nI9S6/petddgMvxss6N2VZ/75Utb+sAMqqPL9NxSfklaFZzvF0gaduciPP+Nez/3Mjcx/2o0Fc7+0424jOoQR9DErQi6AEXYxhUVGhbjaEE7WPu61PFwVZ7WSfFumvIu3Le5xuPUZZSE7LoZvHvFO61e1MJL3sNugL339W5CQe75/mwv1fBpZzPdNe6nqnLlddRcJn/G7oeZ+cz64+ppIVg0Ozfd4+x78W+O18Qt5LMk9RvbZv0TmUoI9BCXoRlKALIYQQQggxzlgy7V8jg/6Nl/+bj3p80lf7Kvws/LT2ByueWD3ITHlY9TT6A/8SHUcJ+hjacJGREEIIIYQQQrQbS6h9MhcuzVnCOa5F53nl/UtV774+hX/79/Bv+642sx4uQ7NEUMm56A6UoAshhBBCCCEWMWxWnHTH/rZkXIjuRQm6EEIIIYQQQgjRBShBF0IIIYQQQgghugAl6EIIIYQQQgghRBegBF0IIYQQQgghhOgClKALIYQQQgghhBBdgBJ0IYQQQgghhBCiC1CCLoQQQgghhBBCdAFK0IUQQgghhBBCiC5ACboQQgghhBBCCNEFKEEXQgghhBBCCCG6ACXoQgghhBBCCCFEF6AEXQghhBBCCCGE6AKUoAshhBBCCCGEEF2AEnQhhBBCCCGEEKILUIIuhBBCCCGEEEJ0AUrQhRBCCCGEEEKILkAJuhBCCCGEEEII0QUoQRdCCCGEEEIIIboAJehCCCGEEEIIIUQXoARdCCGEEEIIIYToApSgCyGEEEIIIYQQXYASdCGEEEIIIYQQogtQgi6EEEIIIYQQQnQBStCFEEIIIYQQQoguQAm6EEIIIYQQQgjRBShBF0IIIYQQQgghugAl6EIIIYQQQgghRBegBF0IIYQQQgghhOgClKALIYQQQgghhBBdgBJ0IYQQQgghhBCiC1CCLoQQQgghhBBCdAFK0IUQQgghhBBCiC5ACboQQgghhBBCCNEFKEEXQgghhBBCCCG6ACXoQgghhBBCCCFEF6AEXQghhBBCCCGE6AKUoAshhBBCCCGEEF2AEnQhhBBCCCGEEKILUIIuhBBCCCGEEEJ0AUrQhRBCCCGEEEKILkAJuhBCCCGEEEII0QUoQRdCCCGEEEIIIboAJehCCCGEEEIIIUQXoARdCCGEEEIIIYToApSgCyGEEEIIIYQQXYASdCGEEEIIIYQQogtQgi6EEEIIIYQQQnQBStCFEEIIIYQQQoguQAm6EEIIIYQQQgjRBShBF0IIIYQQQgghugAl6EIIIYQQQgghRBegBF0IIYQQQgghhOgClKALIYQQQgghhBBdgBJ0IYQQQgghhBCiC1CCLoQQQgghhBBCdAFK0IUQQgghhBBCiC5ACboQQgghhBBCCNEFKEEXQgghhBBCCCG6ACXoQgghhBBCCCFEF6AEXQghhBBCCCGE6AKUoAshhBBCCCGEEF2AEnQhhBBCCCGEEKILUIIuhBBCCCGEEEJ0AUrQhRBCCCGEEEKILkAJuhBCCCGEEEII0QUoQRdCCCGEEEIIIboAJehCCCGEEEIIIUQXoARdCCGEEEIIIYToApSgCyGEEEIIIYQQXYASdCGEEEIIIYQQogtQgi6EEEIIIYQQQnQBStCFEEIIIYQQQoguQAm6EEIIIYQQQgjRBShBF0IIIYQQQgghugAl6EIIIYQQQgghRBegBF0IIYQQQgghhOgClKALIYQQQgghhBBdgBJ0IYQQQgghhBCiC1CCLoQQQgghhBBCdAFK0IUQQgghhBBCiC5ACboQQgghhBBCCNEFKEEXQgghhBBCCCG6ACXoQgghhBBCCCFEF6AEXQghhBBCCCGE6AKUoAshhBBCCCGEEF2AEnQhhBBCCCGEEKILUIIuhBBCCCGEEEJ0AT0VT+1vkZV5T7h5N33dDd1/tu9A/+++adXPhRBCCCGEEEJkpzLi3PAc17PkGm7q5t90fSu/1n/YU/1uEqIEvQjzHnfzrv28G7z3DDrQJ+iL1b4QQgghhBBCCJEdn6APzXM9S63upm19kutbZQ//mRJ0kYcFT7sFd/7UDT3+t2qC3jul9oUQQgghhBBCiOz4fGp4vutZbEU3db2Pu54Vtqp9PjlRgl4E32WV4TnOjSyofSCEEEIIIYQQohCkpD19rqd/ced6B2ofTk6UoAshhBBCCCGEEF2A7uIuhBBCCCGEEEJ0AUrQhRBCCCGEEEKILkAJuhBCCCGEEEII0QUoQRdCCCGEEEIIIboAJehCCCGEEEIIIUQXoARdCCGEEEIIIYToApSgCyGEEEIIIYQQXYASdCGEEEIIIYQQogtQgi6EEEIIIYQQQnQBStCFEEIIIYQQQoguQAm6EEIIIYQQQgjRBShBF0IIIYQQQgghugAl6EIIIYQQQgghRBegBF0IIYQQQgghhOgClKALIYQQQgghhBBdgBJ0IYQQQgghhBCiC1CCLoQQQgghhBBCdAFK0IUQQgghhBBCiC5ACboQQgghhBBCCNEFKEEXQgghhBBCCCG6ACXoQgghhBBCCCFEF6AEXQghhBBCCCGE6AKUoAshhBBCCCGEEF2AEnQhhBBCCCGEEKILUIIuhBBCCCGEEEJ0AUrQhRBCCCGEEEKILkAJuhBCCCGEEEII0QUoQRdCCCGEEEIIIboAJehCCCGEEEIIIUQXoARdCCGEEEIIIYToAnoqntrfQgghhBBCCCGEqDFjxgx3zz33uieeeMINDQ+5Hv/ZlKlT3SqrrOLWXGNNt9RSS1Z/WBJK0IUQQgghhBBCiBqDg4PuuuuudxdccL676qqr3O133OFm+AR9ZGTYf9vj+qdMcauusqp7xSs2cDu8age3+x67u/XXW6+6cYsoQRdCCCGEEEIIITzTp093v/j5/7k/nPcHd889d9c+jWEO/YUUur+/32244UbuPe99j3vPu9/jVl11ldo3xVCCLoQQQgghhBBiUjN/wQJ37rnnuOOP/7679pprwme9Pvnu7esPKbnrCf99AZ9Gk0oPDw25yshwSNR3330Pd9hnPuN22vE1tR/lRwm6EEIIIYQQQohJy9PPPONOOvlk98MTT3SPP/64z5J73cCUKbVvM+Az6sEF88Kf66+/gfvil45w737nO0PSnhcl6EIIIYQQQgghJiVPP/2M+9Z3vu1+cMKJbvbs511f/4Dr7eurfZuPIWbTh4fcqi97mfvyl7/i9t/vfW7q1Km1b7Ohx6wJIYQQQgghhJh0PPvsLHf89493PzjxhJCcc/O3osk59A8M+AS/3z304IPuyKO+7n595plu0CfteVCCLoQQQgghhBBiUrFgwQL381/8wp100klu9vOzXd/AFNfT02J6XKmEa9Z7+wfcww8+5L75jWPdhX+5sPZlNpSgCyGEEEIIIYSYVPz5L39xJ554ontq5kyfVA+43t7yUuO+vj7X4/d3x+13uO9897vuxhtvqn3THCXoQgghhBBCCCEmDTff8j/3/eO/7+69526fSPe7vv76y9pHRkbc4IL5bnD+vLGvwcHoYWsL0z/ATeZ63L//9S930sknuSdnzqx+0QQl6EIIIYQQQgghJgXPPvus+8lPTnP/vuLf4d/9acl5T48bqVRCIj48uMBNnTLFrbTSyu4Vr9jQrbfeeu5FL1re9fY4N0Si7pP36n3XE49h8/T57YaHh9zvfvtb9/vf/S7cRK4Zuou7EEIIIYQQQohFHmbDf/+HP7hPfepT4UZuXHeetrR9cP58/9+KW3nlld2OO+3sdt1lZ7f22uu4Fy2/fHju+aOPPepuueUWd8kll7j//uc/btasWa6nty/cJC7JEDPtI8Nu2+22c6f86Edu0003rX2TjhJ0IYQQQgghhBCLPPfed5/75Cc+4f70pz+Fa8Sry9BfoFIZcUMLFoRHo73hDW90H/zAB9yrdniVW3LJJWu/GMsTM55wf/nzX9ypp53qrvj3FeGzganTwnsMM/HTpk1zn/rUp90Xv/gFt9RSS9W+WRgtcRdCCCGEEEIIsUjDNeN/+fOfwzXhwN3WY0aGh0Jy/pKXvCQ8w/ykk37oXr/76+sm5/CSF7/E7b///u7HPz7Vve99+7mBgYGQjCfnwLmr+7x589x55/3BXXvddbVP01GCLoQQQgghhBBikeaee+5x5/72t+7pZ54Oy9Hjpe0jwyNh6fpKK63kvvb1r7vPfOYw99KXvrT2bXM22nBDd9xx33Qf/OCH3NRp03yib9elV+kLx+oJbfj973/v2/BM9YsUlKALIYQQQgghhFhk4ZnnF//1EnfD9dfzqHLX1//C7DnXpQ8PLXArrPBi98UvftEddOCBYYl7Xkjujzjii+5d73532D9J+uht3nt6XK//bP78+e6iiy52N954Y907wCtBF0IIIYQQQgixyPLww4+488//s3vmmWfC7HmPT5gN7tI+bbHF3Ac/+EH3/ve/302ZMva69DysvPJK7vDPfc69drfXhn8PDQ2Gd7AZ+/vvu9f95cKL3HOzZoV/J1GCLoSYsDz99NPu1ltvDa+nnnqq9qkQQrSXJ554wv3vf/8Ld/DlbyFENmbMmBH05rbbbguJkhCdgEeb/etf/3Q33sDsecX1RdeeD/nkvKe3x73uta91Bx/8wYbXm2dl/fXXD3eJX3fd9cLd24eGh8PnFAV6+vrCteh///tl7v777w+fJ9Fd3IUQEw6u3znvvPPcZZdd5u6+++5gbNdaay230047ube97W1u9dVXr/1SCCHK49prrw2257///a978MEHw2errrqq22abbdyb3vQmt/XWW4fPhBBjoaDFdbf//Oc/Q1LS55OUddZZx73WJ0VvectbwqOshGgXjz/+hPv0pz/tzjrrTDfiM9+B2gz5iE+ch4cG3dprr+1+8IMfuN133z18XgYk4d/69nfct751nJv9/POuf8rUkKATs7L0fbkXLe+OPvpod9CBByy0nF4JegKuT7jhhhuC8509e7brj65PKALdO+wHf5lllnE777xzqKgwOBznmmuucVdffbV73g8a1ZrtttvObbbZZrmXVdx5553ur3/9a5hBZNsNN9zQveY1r0mtAM2dO9f95z//Cdc9cA0EBrIIdl7c5XCPPfZom2Hl3P72t7+Nzo4uu+yyIQmjH9OeWVgPzvtf//qXu/nmm5ueN9ehMO6rrbaae+UrX+nWXHPNMctg6kF/UBXG+VAVZh8oPM5n6aWXrv0qPziyCy+80D355JNBjnbccUf3ile8ou45PPzww+H3jz/+ePj3EkssEYJHziWPbMW6gIzCYost5rbaaqvwynttDvu49NJLg5NmP9tvv32Qd+52mRXkDlk/7rjj3N///vfQ5zHIBP39hS98IfRTFmbOnOn+8pe/uIceeiiMcx65iqEtjDljw7HpdyPW9zlz5jS0K8gfbVhllVXCmBHAFNXTvDz33HPu4osvDkUPawfnteKKKwY9570V0MN///vf7qabbgp9Qn9znOWWWy6MG0WWPPDM0Ysuumi0vcjkxhtvHGQrzf5xfsgPdoXft9qvJn8UhF7/+teH8wDaRT9SSGrlOOyfMUAGdttttzGPZGE2gH684oorwvGQqWZ2iv2hby9/+ctDIomNy8Ozzz4bbMu9994b9sW1dgQzee0/OvfnP/856Bw6jT3YfPPN3bbbbhseQZOVuA9oG/aN8X/1q189Rv/KgEDr17/+tTvhhBPCMdNA9z/xiU+4/fbbL5xTO0BvrrrqqlAoQJ9Mh/Ax+P1GviEL7Asb/Y9//CP0KfLHZ4svvngYH8Ypjx+h36688kp33XXXjbb3ZS97WdCXF7/4xbVfZYOVCtjqRx55pPaJa8k2YQd4fjErsdBh9vOiF72o9u0LxHYGuSfuQe45jzwQU+IDiRPQwy233DL45jSZv+OOO8JvaRvj2Uy30zD7gV1tFIcgU4wPcmW+nhtjcY74oVahHRS1vvOd74T4Mwny9IY3vCFc97vFFlvUPh0LcZvJETLVqu3G7mA/sNm77LKLW2+99cLnxE3YJmSMPjfbvvzyy4fvs0IMaDKDLcImbbLJJgv5fvoGe4JfzGPH+R12nFgs74SEtQ07Dq36J+QL/0R8atC3xI+MNzLVKOYxsDPoBeeDf6LwWRYkupdffrn78Ic/4m6/7dZwN3U7b+62jr3Gdn/pS18qZfY85rbb73AfPeQQr89/8/3V5/pqMe+g17ve3p5Q2D3R+5WF7IkXUhHhBaly9NFHV3ygx3iW9vKCWzn99NMrXmjDcbzjqxxxxBEVL7The2+gKkceeWTFB5Dh+6x4ga6cddZZFe9URo/1jne8o+IDn9ovxjJjxozKhz/84dHftvryBqLiE9/a3svFO43KaaedFvrOjueVqPL973+/4h197VfZ8I69cuCBB45pe7OXD4Yr3oFWvvGNb1QefPDB2p7qw9ieccYZlWWXXXZ0H954VnywU/tFfhjfc889t+KdQ9ifd7CVX/7yl6NylIZ3LhXvXEfb4A1o5dBDD6089dRTtV9kw3TBBw+j++L1nve8p/Loo4/WfpUdZPItb3lL2Ic3jKFfOUYeLrjggooPQMe0J+3lg56KD9prWzXGO8eKd5yp+ynyeuc731nxzr229yqm7975pG6T9vIBcWjXl7/85cpdd91V21N7ue+++yo+WFmoLT4Rq3iHXvtVcR5++OFgn5L7X2GFFSq///3vg7znYfr06ZVNN910zL7e/OY3Vx544IHaL8Zy//33V173uteN+X0ZL/T8tttuqx2lUvGJeWXHHXdM/W2Rlw8Qw9jEzJkzp/Ld7343yEnaNo1e2JHtt98+2Nc8PscnNJXttttudD/Yf5/I1b7NDj7DB2Fj2nTAAQdUHnvssdovspHWB9inpP61ik8OKj4xr/jEbEyb017Y6m9/+9uhbe3AB9eVww8/fDR2sBd2uohNTeKTyMpxxx0XfG28f2KUo446KneM4hOeMLbxvorKzdVXX11Zf/31x+zLJ/kVn/zlth0WO5m/3myzzSo+ca59OxafZFV8gjV6TJ+0Vv72t7/Vvs0O9m/vvfce3c+nPvWpysyZM2vfvoBPfCpnnnnmqN9v9eWTp4pPxmp7Xxhig09/+tMhVrBtiCHOP//82i+KY3ERYx63Ke2FnasXL6W1sYyXT9BDXxtXXXVVZe211x79fvPNN6/cfPPNtW+zg882W4nfr2cT+Ox73/teITtOjLrtttvmtuN33HFH2C5tn0Veu+66a/B5MdiRb37zmwvZkSwvYv4ddtih8vOf/zzspwzon699/euhzzhG/5SplYGp0yo9vX3h31tutXXlmmuuq/26XAaHBiunnnpaiHPiY/cOTAn/Xs37QuL2Ea/3MboGPQUqPXmq+FlgZieugvJOpciOQwWxaBWLCpbth/1yLD5Lg885bp4KeCM4br1jtQoVUyrmXk5rn1TPj+uX+C4PbMc55zlvr9Bh1tMnSOE6knqzJgbjx0xSXGmlIkoFvChUtjlf6wOq+xyjnqxQ0bTVBjFF+gxiGTWYFUw7RjNMNoFxQM/4LCvXX3+9O+aYY8LsTjOotHuH6HyiVvukPrShLH1nXOwcYzgGfZn2XT284w4yxzl/5CMfCbOE7cb0JAnVcHSR91Zg5iNNdjhmEfvHvpiVikHfOE4asQyWSdIO8neZx6F/0nSlqK/CLiFPhx12WJjV4t9ZSJ4Xsw55xw1bxgx6UpYYS+xdXmIbRVvq9VVRaO+f/vQn993vfjfTteacmw+4w1Je7HHZmC1JjjvtfPTRR8MsdSvgJx577LExfhc4HsfNC2Oa9IF8xngnj9EMxjd53uj67bffHuxlXmJ7zX7ryQ1yHx+Xv4vYq9j+oLv0Z6NjlmVD2E9sn5LwXGjGKG7LyMhImGltVYZZieETtbrX2caw6gg9Y7VgEpP7svrEYH/xWNJP2DWjkVw0gm1MZnhvpDtF7TgxKiscseOsKswalyXluVWwuUn54vxj/coDK3dY8XrooYe6448/PrN/asQTPga+4orqbH5PT29oH/aHa8OXWGpJ96Y3v9Ft8Ir1a78ul/6+/rCCZauttwn9xGPcoK+3KldPzngi+OPnE7FMezKrCQ4dWMT4NoL9JZU8Pg7vSQHPCvu1bXlvtp/4uK2Sdl5lYQk6zsOwRKFeAN6ILH2TBsf87W9/6w4//PCmySFLPln+ZpA84GzyBiIGfcCSK+sDlvE1eiYjvycZj4Nfjo3hLpKgx7JlsPSLJD3vOcX7MnnPKjsEvT/60Y+CM8oKzv7ss89uKitp51gU9lNvX3xeRO8IlFiG+dnPfjbX+ReBvkhrI/LEuBfRuxjkEPlMkkcWDOQPuUi2iWMQWKZhY533WM1I22dZNtbanAbftXIcAh+WbJ9xxhmZ7EOyLRw7b1+SnCXtOjCWRZKsuA9oW9njy42sTjzxxEzFPoNE+Yc//GFYytwO7Dxj0FF8RZEiRwzbxz7HKDLWgA9kbGNI+vgs9lNZiMfaQP+5SSiBd17Yn/Vjsj+TxN8X7Yvk8RodM/5tK6T1WRJ0n/HA1xiMEXpaJG4wuNwOv51VD7DpFLbOP//8VNmgP5qdS16SY5nsd/6Ov8+D7aeZvGQZo0aYHT/99NMz++gyZMuoty8+b+U4FI0odv7qV79qSQ6RK2L3226/LfzNY86Aa89h/fU2cHvtuadbvE2XJcGqq67i3vTGN4RLKigKVOPnnnAn+blz5rorr75moQJweSMkRMkQIBDMxwEHn7XqNIrCtZdU85JKFMM1oiussMKoMaadnEMy2MkK585shgWuXLMXX4eahOPx+7h/MAS0gWprGeAMCFqLBNNFIFDgWjycdhxANIPA8GyfoNPWRQEqrMxE3HfffbVPOgezclwv3EqCjhyiO1THywCdoviV1C3kPK0IINKhmPHjH/84XNtZDRraSz0bTmGlldVG7QAbd+6554Z7R+SF/mTb5AqPdoGdpDDQ6vHYHh/S6sypQeKXnBFFBtDRMvw4++J67ayzh2Jh8OmMR6z/jA3yVHSMGBeu5eYeQnlgHEnIxsPPTWTwez/96U/DvSk6Ycc7BfJw6qmnNl3B2ghuznb1VVe5p2uFQisajAwPuWmLL+522WVnt87a64TP2gWrJLg30Qav2CD822bRe/v6wnjd7uNUVgLFY6cEXXQtOAacexwoILw4+04lhzEcm5n03/3ud3VnKVjGRIJu1VCcVDJhzgPb4TjpA5J+ZufTliAbNvuRPB6Bb9qysSIQwDFj0anAk/Mh0aYf80Jyzk3BWp357RZYFcBsZ6flH3kiWGulH22Gr6yxoE1p++NzZD3v7NxkhgQH21bGUsJmMD4k6EkbSoCJve+m4JKbiP3xj38stGyc86SoiK3sFPiKVu082zcqQueBsSTATvqKMuxJDHfTJ6HrJtmZSDBGyQIH+okcFB0jVpzgt5P7zQI3F2OJM/GTyI7Z8bImY7oFbCgrK4qe11PPPOOuvf766iqbnlpyXpvsWWmlVdxuu7229BvDpfGy1VZzO+24c7hpILPo3mD5uL7anmeemhku45wdxXZK0EXXwkxbWrDBjE+9JazthkSXZURUutIgeWYJul3fg3NLS5izgkFie2Cf7LvRNT04VYK0ZHJCgERflhHA4DQJXDsx20V7uQ8AS7vT2k4llFUF8aqFGPqP5eEsz14UIFE466yzQgDTSeh7CiStFGXQBcahqC4kYT9pxS/+jQ7UK6K1g0bLFycC9BmFrLvuuqv2SfvAfjA+9catWworyCt3/a3XJ9wLhDsNc1dzu3t/Eu7gzKMgW70uPCsUWPAXRe082zEGZRVqGEuKLkldZKxpZ1k6ip3HJ5eV8E8mSFQY82TR1/S0yBgx7lx7Xs9PMZtILJN2x3wgtqAY3WqxabLBWLHakER9UQJ7QRyHPc0LNu2ee+4NfcLfzFgDM9h9/X1ui1du5jba8BV1ffh836cUE1ke/x8fh/7p/PPd2eec4848++xQgLrIy+ktt/wvUzy8pE/Md9xpR7fiSiuFf6N74bA+SX9+9hyvLze5Z595YYWhEvQEDCBGvuwKFPvD4BV1nN0K59WugArnkCb0acuxOsn06dPDrEraLCZJNIGbJegYzFYS9Hh5IDcuiZP/NOibtETcAqKi7UjCjEWR69DzwvjzOJC0GR0ei/KVr3wlJKy8uEdA2mM5uP6NxwqWtWSzEeg4ctHOfiFhoEpe1lLxrKBzrQRMyB7XJJYVRJtuJQNIk/W04+AQKTKUPT5U5tslX7SVBK/dusZNnHgkTlk2oh6cC7KU7C90p0wb1SrIOsl1MlnF/u67775hGS4B2jk+WGMJJjcBSl5Hin8kyee8OgF91+qy5FZWfCVhP2n7Y+zp37JsAfrHI1TLjtsWBbAb2Lx6l4dhP+sl4nxepFjDdjwOL232nILWscceG3SHxxZ+/OMfDwX2GOSDpdpMBMQgL0XuNdAIi80XFbDjPLKtLN3KQiP5KgviTW7+myanjZjv+2H69JvcU9Hy9uBLKyNuqaWXdq961asWeoQePuraa69zp5zyY/cxL5/vfOe73Nve+lb3rne90x144IHu4IMPdh/+0Ifcwf61/377u7e//W3uvfu+z/3wpJPcAz42bsQGG2zgNt54E9+OPi/ntWXu/X2+/4ZDEeGRRx4On4ES9AQ4WJ4Nu/3224dnENszn+3Fs8p552Zddh0D1UCe28fzLHlOaPx7nnOJQWI7Zvq6baalUdsbvTgv65/42Ydl0ciB4+xxAK0YVZaY7L333u7rX/+6O/roo93Xvva18DrqqKPCcxD333//cG5py8lxEBdccEHqNVLMbsfL0DFaRQMRjAjbmkOy2flGS9xJ6NOKGvRVK8vVkpAcsny83U6A53Ry7XXSKPOsVG7cRIK+8847h+eYHnnkke4b3/hGeDZoDEECM/BZgzee97vhhhsGfWCGLJb7Ri/ahB7xjP5mdy4lyH/d614X2p8mfzgBHAdtSYL8E/y06wZU9UAOCbaLOmJkpczgn0II+pFsD7JS7ziMC8/JtvGKx4+xZsw32mijMc/QNnnAhjO+8Tbsg9emm27a8LnXjDdyUUSmsLU827peYc4Sd2z5mmuuGY6RZsvNxhMg1LNr6FqRJal5wD4xbkmQjzKXPbcK9p0bC8XyxRgQnHGn6Z122inYGp4B/Pa3vz3cDOtd73rXmCSdsSFxTF5b2C6Q+VaKYK1un8R0MW1/yECZ96MguB2vlXWdgCSWmAs7lNWGmP3AptWLG+g74qk0exlPEGQFOUdvSLCTtnnXXXcNesINT3lmP88X5+7j+D5usBtDUYuEzCZC0CvsG36xXmzOuRIjxbH5GmuskWoTLTbn87zP428neex4WpxBnEOhNY8dx3exvzQf1+hl8oVPreefDM4LW9nsvPCT/DYJhSLOK6+Os2ScGe5q/NcTcjCSYVhl5VWDLsX9iD4wS37QQQe5T3zi4+4np57q/vnPf3iZvtU9cP8D7kmvK8/6Ntjr8ccfC7HwX/58gTvs0EPdB71/uPTSv9f2tjCsttpm663cUkstibIEfen17YLHn3jM27E7Xyhe+y9FhDco4ZnFPC+X5/rx7Mj4xfOwb7311soHPvCB0Wel86xKnvfHszJ5/m5yG/vcC0jtKJWKF7bw3HN7xjfvPMM0/k0WaC/PyV511VXDfrwRq+y33351nwPrDW7lk5/85OizCWk7zzyt1/ZGL7bhuZ7e+db2Xh7eKIfnznqnFNoZv3hu6bHHHhv6MCveAVUOOeSQ0TFbccUVw/PE6+EDi/Acy29961sVb+AXagP9duqpp4bn4ya55JJLKt7Ajv6WZ1lfc801tW+zw755viXPeWU/tOOvf/1r7duFQRZ+97vfVV72speNHttenDfPv/dOr/br5viAPZx//Ix9e3lnX/ngBz8Yni+fFWTy3e9+d9h+ySWXDM8vZpzrgVydcsopC8nAaqutFmQ+DcYNXeQ5z/E2r33ta+s+S5xnnHrHMPpbxuviiy8O+uCD9FTZT3uZvUDWhhLPqU/qO89e5fxpbxpsj6056aSTKt5xjrbNXj6BDM+oZ4zKhHPea6+9FjoeL2T+Bz/4QWXu3Lm1X+cDu+mDq9R9Y7/+9Kc/5XqWMc9E9oFB6v523333hZ4bDvQrMstYJe07v6fPL7300ooPAEf3xTEuvPDC8B1+Id6GfWAHfWJZ8Y69dpTq8+T32GOP0X1gD5BZts8rU+wfvU3KFLpz4oknjj4rmXeep8t2abac4/I5z/3Htvqkf7R99vKBfMUHxbUjLAztiZ+Tv+GGG1Z8Ul/7NhvoVmwf7YXvwj7gU7JCHyCTZiMHBgYqBx54YO7nqSfB9vpEYozt8UF/5S1veUsYw3r4QG2h5+xji8p4PrlBfPLVr351IRvHywe2lfe///1BHouAbuAnzE/GL2wWsUKeGIV28Fx6xja5P56Df9FFF9V+mY3rr7++4pOChfZVZH/Ymt/+9rcVnxiG7bfffvu6z+BGf3hGtx1r3XXXrVx++eW1b7Nj/cE+8KGf//znw/O9k/gAvXLOOeeMxnXI3tvf/vbKDTfcEOxQVhti9gN9iO1TjE/AKx/96EcrPsEaPT970Tdnn312LruMnPO8fHvetL2wFdjWNNDjz33uc2OemY3M7LPPPqP2gD6hrzj3pO3mRb/gyw844IAxsTl+lu/TbKLFvbOjZ21fe+21lU033XS0HfisenLRCPbN88HZBzErNjct3jEbZraG9+OPP75um82OT58+Pdj/NDtOXzey48RCsR1Hnv/whz+k+rhGL8aBF/4pKV+cF31v8eNLXvKSyg9/+MPR9if3xXH5HBn/zne+E9pk7bPXZpttVrnuunzPKr/jzrsqO+1SHQfX2xeeP+6z9Jp8vXOhXIl2H+fj3sUWr8pib99A2KbZi2ebWzs33mTTygU81zxFb/jo4osvqay99jrht30DU/y2Vd0jLj7iiCMqz3gbD5pBT0B1xTu+MItO5Y3Z5fjFElreqYLEVTpm1Kl6+eRooW3s807chCAvtJ2KY722N3qxDcu5vTGs7a08qLxT1eU9CZVeZlrSKr5Z8bIfqru80uBmb1T7eL4kz9OmqhdDFY/lj1SYk1CNja+tYpaAc8kL5x7PBLJPb7zD32lYJTytz/iOinTad1kxeQf20+4ZCyqmVNB5N5C1t771rWH2OQ3GzTv1UImNV6t4Z5npOaxAJRjdRx+YIUuT/bSX2QvGyBv/2t7SQf6oko5WShOwPbbmkEMOcd///vdDpT/GO5GOLJ2N+5BZMO7kXvR6WlZwFNGDejBDwKxvGuhlLDcG/Yp+MlZJ+85Y0+d8Hs8GmDzwHX4h3obPsYPY/7Sqv8HsFfLE9nlliv2zKqeZTJktZ7s0W85x+ZzZjk984hPh+efMrMUwRtyQp12XLSHvzMilyRDfIR9lzd62AnLFLGAsX4zFhz70oTCG9eCyG/oW32Ggq1xiU9ZscRLsstlmxg2bUNQ3mm81P4H+xzYgL4wlY5pm5+pd6pAV9AF7b+2jfzuxqms84ByJS9Fj7FBWG2L2A7tQzz4x1uh9WmyAPGFLiR+ywgoZnnoQ36+EJ89wWcgOO+xQ+2QszOC+5z3vGWOPkAtWnhADATJO3M25c17JczXb7ZPhhWJzvk+ziRb3pq1UGy+atdnsOH3F5QGs5sGmx6BXeew4/on9pvm4Ri/6mxf+qZH/A75nlYS1P7kvjsvnrEYj7v7Wt74V7GkMsoBMZLUZxFkPPHC/e7D2iExsBp/5/4R8bPPNNwt6lQSfv8QS1XwtjnsbgY76RN3/0eum33RjuIzjpuk31759AczV2muv7dbAR/h/jAzXrkN3Pd5XzAuXdZjfyXZkMQYMT2zMSPJwbK0kjOMFwsq5dFvbaQ+BBsENCoJiW4GD7+o5lGaYM2+WIBkcm4SQoGv56DoVtuMGKPfee2/tkxfAicRLpggYaG/eoDfuAyDxw/nUg+NgwPg950kb7PfIKIFx7DSzwrbsb5VVVhlzM6QHvNHLmvQWgXNneWg8zjhUlpM2etQcTuaNb3zjmL6y4C2LnDO2RfopDyZ/WWSCYgTX1+O8DLbnfEgigsMpEdsfsk8f2tJI+o6bvBUJgJEhZNMcDw6QfTdz6vWg39CpWDfiIJTkvWgxgLGP7UIZ8sD5tztxYNzQlazB9O677+4+/OEPjykmcp4EdvUKH61C+xg36wtsFDbF7DLJQLsS2TzQD9g2sxckgizJZTlnM1796le7vfbaa7RwjawSVHLeZWJ6il9Cl6wPsZtplzllgWWgbM++CWbZt+l/ERhLK2KTBKGjtj8rGmexyTF23jaRYsU0k93qUtZFD/qrVTuUBvtENrFRyGw8RhaD5CnK3nPPPcE3sT+DZBKfjB7VY91113VveMMbxkxkcWx0J2vsxLlgY0xGeOcc8hQYxpu8beYyAex4HJ9iv7kELqsuMFbmS9uF+cDYtzYCeaEgGl9Cy3kRE2Y9L2SBe/Y8N6vqU7CRJhvLLrtcKGzULc7UfpeX/oGq7lx37bXhXlXPP7+wzi673DJuow039MdezFVGhkKbery9HfF/33Pf/W7mk7Xr5cN/RS7MEYr2YYEchhmDvckmm4wmvSh6J2daGG+S9D322GNMQkHCwXVWyXbg5EgY7LecC4lN3plHjLT1AXD+jYIljkObOA5twClSrbR2ECgVCdwwqBwXB0qCbIEnwRcBUTvGgTHGyTObY9AGgt/kaoYkBAFU6mmrgWHPk3h0m44jexQmrO+BJJQVBu1Kpuhvih1W6EAOiwTUwDbIpskK+sHqm0by3Ahk3QJHCglUpJFPuw6cYAMbEQeJYizI+J577hmuIzR5pz8JaNqRCIDZNI6DnnLdI7PNJgesyLGEbjzBTmJ7LJijiMA153HRrx4kjuhrfE0t53zfffeVKo/si3Fj9oqkypIf7AK6UQTaadcccx8GioJmc6wv8hD7HGYFN9tsszGFdo6V155YO+hnZtgswMYmkMwtyteht8MvMUZWzCTJY4xsVpGxyWPzGQMSw1iHGR/uEUMs0ghsNzqGXzCw44xp1uSx2/x2J+CcKWxw/bjN9mJf45nYiQjn8qY3vSncbyD2T6zczOqf+D2rJ+NHl5kNRh6JG/LLjP8924TtFt42fNXbF4592aWXjrnpm7Hk4ku6DV+xgVsqKkbZ2BEnMfkFStBFV4ICWqCAQyeQi2eliyabRSEAeve73x0SFoMqHo8ASwYEBDQETRbYoKgoXd5AhO3McbKvuLKdBs7REnqCK24sxQyDJegs+c0zq2iGi4AI44HjZJ92Ay2Mf3IZaFkw/jj6eDaNmT5msbIEyQSWzHbZGND3JB5py54nAqwYeMc73uHWWWed2ifV4OW6665rW0JDwE9QTdBmzgP5IgHIC/3PzadoM3KFLGe5FKAeJPokUOgIOmHL7Uw/OB5tzatzkw2SSO4+bgE5wQvBQbtsK7NCZgsJ3Cm2xePGuCLP411YwffEco7tY7YlLtA2goIygaXJN3JPoFhmMdPsMvaQ9tlMMjpBUpV11tGgEMt2Fvzafs2G5oX94W8suULnKRqXsRIOkBnkJ545ZNWDBbciG+ibzUgSYyHnZg+sEJp1jIgF8NtxTMC447fjG2/WA//G8ZN6066C4aKC2XGbbcY2oAdFfHU3gf3ZbbfdRuURm0IckXUGfe7cecEmzJ3D5FgtnvX7GJgy1a29ztpjVoRmAb80uGCeG5w3t/ryf4+MLFy4tEe5USRJriaBgSkDXtbXdcsuV7VdlUq12Arz5sx2Dz30YNhGCbroSgiQ4ko+s2MYITPcJFrtSkzqwUwTd5q0II0AiEeuxbO8YImNBTaWOOddZoVxtT4g+OL8bYYwDQIzM8gEv8xMYeBsZoV2EDDlbQfGnhfGn7tZm6Nlf+2ascAhY9gsuAOSbgLfLEkdCS0Juhl2ePDBB8M4TFQoUu24446jcsWY4ADaFZDSzwRsyLIlUMgXARvHzgPBOHrCO+1HlnGOlvjnBRk2nWJ/rJZA3mOdyzPzM1nBrmDTCKINbA5JdDuwpAz5wZaRnFNENPkyW8n7eEHbsGkmOwROtDMuEDcD2eY+GGZ/yk40aKO9SHgpHFuCTruLrNiiz63oBSS+6Kn5j7zYWFo/UrRmxspmvPGfrYw19gm9Z2zMjlDQxSdJ77PBGBBHWX9RNGVVgskt8oU9iP1wI+h/Zjhj3SF242UJSCOIMYizrIhD+1h5MlEL650CHaUgGNtxxrVddrxT4COwo8ilgc3At2fh2VnPBFvIXdstafZS7ZZYfLExtqghNbElYR4eXOBtTZ9b3MfAvLBBw4PzfaKODXtBvk3Wkdvp028eM4NvrOrjWXyf//GYZf8UFe67/4Hw/HUl6KLrMKdgVViCHZSJYMGSY5tpiQW73TCDy1Kt+JoYDCABQdwOkgQMpSULKDbnkzdgYhtzTMl9psGslxUtCHhZwsN14xb84jQxbEVmcUiE6Hsq3HHSS3WyHdehcx5cy2b9igNi9oVkMQucMwltbNjpH6qvyWrmRIF+ZwlgPGNEwsw1We0ISOPZOZM7ZAeZz6t3bGeJPU4XubQgrAgE9SbrJCY4OuQ9TvTQn6LB/2SC1Qfx5SCMFYW8dtjWuLCKTDFmJJeWBLZio8qCpABbYYVMZArfYwlwFvgts7t2rwzOq5UbLNYj1ifTUY7BsfL2IW2ME3sSaooSWVcNJKH/GEv2R8BKH+LHY/8Z+/kisE/62QrXVthtx6quRZGkvuEv0cn4vhSMUdaZWOQujgcYF276lWXVG/B7ZtDj3+NvkpMgYmHwgdhySw4ZW5JZ7NlExm4iZ6DjFks0A7l53PcB9Ph4xrYhuc6aoFf8/4aGBt2At4O7ve517oQTTnC/+c2Z7qyzznIn/+hH7g1vfKObMtDvBufPHd1/dQx6gu276+673ZyUwuzS3jesscbqbuoUb7dtFt5vF+ywj1OJXZSgi64Dx04Qh6ACCTqBAi8L5Czgt990AqtSkrAYLLVJXttMQEMyHQd0OLl4uXYzCI4Jks1x4rg4/0azx3FCj+GhnfEMuhnsrH0WGxvaQ1vYX7zMP1kxLwOOm5ztJplj9jxPUkc7mV0xaCMBRCdlpkxImAl2cCwGcsdlBlmXfOWF1RJx8E/fFZmdQ59tPC2h4D2Lk00DObegEflG3+LZPksOJupYdxJsBcFd3HeMVzuKG4yZJeiW+MY2ChtDQD6e40ZAi3xbgQLZj31PFrCZJDpsZ3BDUWx0maA/+BsKl+ZvGDcC07zjR9+j22xnY0MynWXFUhqMobXDdJQEME7QkYWifcI4YZ+47Mr8AueAP16Ur0MvE8bGiij4F8aHAjAJsiV6+BZikWa2Gn3Bv8a+iHGJV901g2NSLET2DHwcctmOguGiBHacRDYuUsdx9EQFGYr9E6oBjJcAAG/NSURBVHqPH7ECaj2Ql8cefczNrsXEgZoML/ei5cOKzEwr+HzyzLL4ZZZZ2h2w//7uYx89xL3pjW9wb9hrL3fwBz7gTvFJ+oc/8pEg40O+z0fj5t4eN+gTeyaF0lZOTVtsahivxRfDblus3RuKAY/PqN5IVQm66DpipwE4dIJ5EvXY+IxHAE7Sh8OxWQWWfqXdtILZB9prMCODk8sKyhmfHxVt9lkPjBb7tz7DwbINQZEZNvqM3zQzbPVge4wQCaIlbJw3M7hlzljQvuRsE0aa4+aZxWIbnL21lT7FWPI+USGAolBh/YB8cG19O2aMcHD0nSXTwJjQh/HYZIHk3BJq9mXJdNGgi8AjTvSsgGdjjZPk+7ztnIxY8mQyhf6R4BS1E/VgTJABWy7L7DLHxa6ZPcWO5SkitgNW2GAjTDZJULEleWeSSXTiJy+YbJaFJVAEmfSjzdbTz/Rh3qIdfc52bE+wj96zTws482IJAtsjW/QH/gN/bm3Hf5Cg5zmGbYt8MjbMoMdJP0uiKfCK5jBGFMToS7OjyDpjZfLObxgjdLMR2Fpmz2P/SgzCpUcWg2SBuIniliVPyOVE99udgPGLL61kvLDjzcat2+G8sG92XuafkMtGzPNy88ijj4Z3wG4Mj2DTe9zKPv6Ii6dZ6PXbY2+Stgo7+elPfdrtuPPOXmb9MXyCDdwozv/Y28AnfXsXvqfLtKmLBf8wrTaLz36Z5YeZM59yzz7zrBJ00X1gkHEaGHyUypwGgZwl6PyG6nynAzkCFhIkqwgTzOGUkhV7EuR4eTXOheQ4q7Hk99YHQB80WiYW9xngGOmzuKhhS+2LOjq257yTMxYs8beZ+zJgn1xXHSdXOJ54+VYWSARJ0K2t1kdFz78boP/jm/gAwSjnVTaMN4EVybQ5R5wisxl59A6HSrHJ+p3gH4eLs+MYeWEbdMmKYvSFzfzE/RIn8aI+2IfYTmCjSO7KnrFCDkgATQ5IqngxbsiEgY1qR8EpK8gX8m2yic2hbzLNtkSgO9geEh3uHXH00UcH21k2tAv/EAec6AevPFA8QU8B20ngSWJdNEFnDE3/sB/oKP3BuyVs2BNkolmwnQbySduYXaOtBr4Yn1Rkn5MN5NxWMDDWxFiMEbIU23x+06w/0Wtiofh6dSY04tnwLGAL8NtmExYFv90J0CniPrPj2Fvs+KKQoHNeZjPMP3F+jQhywyRXLLcjlbAfEvQlIp+TBWwNx0yLWUi099pzT7ecb2fFfx+S7Vqs+uys591TTy+8era/v8+ttOJKbvHa89bBtnnu2WeDXVSCLroOc9ooAk4Cp0FiHDsNlDSL0ygbnEZ8bSHgPKjwxlhAYssD7ZyytteSGn6P0rIvO/c0bP+W1BJwE2SR1FuCCgRteZbaxxAQkSBybXd8/jjlMm9UhiOOZ2k5fwKwRgWKNAg4qMTb7C8yQx/lSS67DZwV8hf3BaszGIM0x9EKOBmCf/TPClJAH+aZnUM2SeotwCIhw+FCkTYnEz32RaKHnLNvgwQBG1E0wZgsYKPQZ7NV6Dm6V3aCjhxg0yyAx0aho7ybPEA3FFYsUAL+Rg/iz7LANhTTPvnJT7qTTjopPHee8y0bxgm/hJ7aGFIwpa/z6Be/t0Iz7bRLD4raFRJ+S/7MHyJn8SwfOsxxiyRf6DU2nXNnltZmfNF7XYeeDey4rWzCt9gYEWtZomdjFBfM07BE2mIcZIfEJY4/soC/Dkt/owSd49t+RTroPn0X23H6ruy4oNNwPsiQ6bf5p2bnRZzw5AzLEcx2V9yUaVPcSiuv5KaWaIv7+nrDzQ1X8jYTuCu7gf7U0x1s9gq1mIXE3pg/f563nTOUoIvuA4GOq7rMtqGgBHFxosBv8iQKZUCQlryjL4EAs5ixAyEAQfnMyZnzyhqI8HtLLnB08RKfNDBGBLW8Y8hwtBjrZPBLMmd9mxcMIm1IXiNmMxa0uQzYDwkY5wIcM57FzQoBMtvFxQSCkYkeuDErEd8HAOOfXHFQBuYAmZWOE9+8s3PIPAm6JWboDnqNoy2SPFuiZ+dL25AN9AS5N0eOHNFOkyORDjaNPkNfgDFh7MsubDAejBvvHBP7yLgRiMc2ipUR6GnZx89DfGz+RobyBroUjQ466CB31FFHhcui2gV6hJ+JfQR9nGelC4lunCjjb22VC/vPC32Gn7FVLthgWykRF5vRZX5XVEcZE/YZF805BxL0ooXoyQR9bwk6Nhk9tDGy2IUxihPvehCLYW9Nd9hfWMKbMxEKM5w+0bHtkD/amVWWJyvYb/ostuOMWWzLJiLmn+ICaZZz4s7qT3vZHsK2RNtOHajdcJmbs5XIin6fq5Cg+2PFNrMyPORld15qm5dddhn3Yq9rnFvsX9j+Ca9LStBF14HDsAQAg0OSidHhnZdBsmnOpZOQYMTLrXEcybvmEoCQHNrsLb/ByWV1MiS9lkjTB/FNgNJgvyS1wDFtloJtaK8ZbZIa+rZI0AXsh/3x2BRLhEh4y3weOrM/du7AORRx9ECgQSJgtFKg6BYIRCmSEMgAckeBKJa/MsChICfIEX1oMkTQTTCfNWFBNkkWSAII+C2RyJvwGCbrnC86SOCPLFqCHs/85NE50V4YB+TGZMpsFGPHGJo8W9KGvIwHyHkcENIOZD6vzeR8OC/zAe0CPaUfKdrZsZD9PNft8jt01IpeJGoUGNh3ET2lz9BR2x96yaof+pY+MR0lMbeiTV5oF2NCQplc1cUN+ZKr2sRY6D9iASui2OUm2Oi4iEIf87tmY4TOxitf8Nck2rafrKB3+Jvk5UplXka3KEK/oVfmp9Fdxiyv3epG0pLbZiDXT/s4mm3pG9vHVN9HL/Ex7NSpVRtUFvR91cZx7Xntwxrx7HjMlClTR+MX38Dap7UE3dtPJeii6yDptqV2BBwIMOCI+dsCJxQQw11EeVuBdjCLbgkjRjAZDOGUSEQsELEZiqyBCM6OZBI4TrwsMA1mC6yowe9wcPQTio+zjYNfFL9ZNbwenAft4VrKeMaCO+eW5UAZ/7jwwvk0K1DUgxUXnL9Bv/LqtMyUCTqB/NlqEpO/smfQAUeBDMfyx/HyzM5RuDHZpO0kEuyLfRcJ/gnqbQzZj+kZMm6zskD7ssz8iGpw126QTysiossU+qywEttKxivPaqOyIUGhfbwDcoTt7lY5Qg9ob5wM0Xd5EnSzIbbKxQpdrRTRGMM44Tf7jQ+3vy1JLGq7sCEkJNxAlPM38B/Mokv365MsjqCPdukUYxQXPLC3jfw7Mki8Ysk+ID/s0/Q6DxyfbQ3uNzQekzETCcaAsTSdxaZjWy1hn2zMeu4592xNZl94BrqPJ30Mgj0y+14W9DO5Acvd/WDUPq0SHvFW+ztmypQBt/wKy7uBoCO1X/T0et0cCvZTCbroKnC4OAMLLFAkM9Rm8EO1yYODwbl32gkTXHBtsyVIHD+ZfNNG2moBExCcWuGhEfRBHLSwDwImO+80KFSYAyMJsj5LS1poa5HgFwdAgo4hYklhfLkBd84tY8aCY9BHcfs4Bxx2o/OvB9tYoEGf7LPPPmG2pRMJSbtgfONr6+kzdCa+OU8ZsF+cPfLOPQDseBb8Zw2qkWXaB+yj1ZtPEQTGCT/FA2QEh4usW/CPfUAvYr0UC8M40FdFxyMr6LXZKOwROg2WoNu4IV/jmaBj35ArszfY9+RTJboJdJT+jPuQz+jDrDaBvsYvmH23ghz/LiIX9Bk6amNoCT9gh+N7aGAbrBhdFGQpeR36LbfcMuEvZ2onFguYjNCHNkasVDT9BMbHbG4ayAm6zbuRnFDJA3Js8QX+4p3vfGfweaI+6DxjSvwI9DvjOdETdM4raYc4t2Zy9dxzs7zNfsH+2fZLLLmEW2bpF576UCb0fThO1LY+79+mTVss3AU+SX//QLCF+MCYQX++Tz45Uwm66C7MaVhQjTNn6RXgfJOB3HjcyZ3AJZ6tQCFJBOLqMeCc4ip0vGy9EZbwW3DD+VvCnQYGLE7Q+D2FDaDP4qSFfRedQec8ORYkr0PHgfO4OQL9VsDAsRogdvQEyxixIo4eB8Wz6w855BD3i1/8wn33u99t6/WgnYBElACaAMhA/loNcpMw3ryQneTsHDPoJp+NYHtk2e4Vwb7QYfbFd0UgEDQ9Yj/ItwUh6Im104p9nbYPEw10jUTGdA75QufKnmFARm0WjuDbbBo2ir8tOTAb1aotKQrnjd02mUJO77777uBruhHaR4CHTTBfCfRhVpvA+JPQA2OPvqOr7Ntsfh5sDNFB9JG22fhiy2N/Fq/+yovZEK6Zp/BqSR3FFPxRp+9RM5HALjJGvONb4wQdGSBJN5+LrWeM6skCuopdjuMKxjm+JDEPtGO77bYLN1g8/fTT3bHHHhtWjYn6oGvIvekEdox+LBI3dROcF7E174BdxqY0Oi/64PnnnnfzUoqqS3tbsdTSL8TlZUH7nvP+zdrpo6fwvpQ/3nIvSteDgYH+oCck6gbnNTIyHPylEnTRVWDgCYQs2STRtICbdwvuAadBUNHpABwDQYARJ0gk38mb0uDw4uXVtJeEoVnAQx9wXjZjwz4aOTqcYzxbwXHt9wS/cXBEEI7iFw1+re2c/zrrrDMaxBPglXEdOu0iqIwdPdeixdej5YFAe//993ff+9733J577jlm1n8iQ/9bEQbiu/GWCY4O2aEYY0UeZICkO8uMIroZ/5ZxRIdNHouADsWJHvJuoCtxUQy9yLJqZTJjOmc2AZ2mX8tM0AlaGAuTg6RtjO08Msdvy14RkhXOm6ApllEKUjfccENhu9lu8En0IbplIPfongXsjUCnrOhFcmaXoWTZNg3GmeQP2F/sg9gvbbUCCLaeY8dF2bywz/iyK7jnnnvCygeRjsUCjDG2PTlGyJLN7NkYxX45Bv0m/on1g2JRPB55IH756Ec/6r797W+7XXbZZdQ2iPrQ98QAFg+bHbdVJRMVOy+TvSz+CZmeO3eeG45sCkkvLLnU0m2JA7G3jz7m7a2Pj0iyKyPYTh4TvUK4EVwanAMxEYn6KH5b2q0EXXQdVtVFGRFegjhzEjgP/m1OBMW1CnCniZNgIEFKzlaQwNNeq/RxTgRMzdprfWC/Yx8EOfXgd+zXEvS4eMCxaav924LfVhNpDBwzFvYIFY7NNX+tXodO0MA+4mANA2bHyYsZwEXNwRP8xAkOukCAZNXbsiAZtyXIsbwjbziQZiAXBMmWbDHbTbsJGth33gQAuUgWo+IEPTlrk3XVymTG7Kj1KeONfJUZ2GH74qIjYxQH79isePaXMWtHwSkrJJBx+7Dtf/nLX0aTzm4CHbIkCz21ccMv0Of1kiqDbTkv8wmWrGEzmxWT60F/md6xH8bX/DbyFf8buaOdJn9FYYk77TawT2Ws6lpUYbyxpWBFFCvCMjbxvy0mqTdG9DH7M/9D3IH+FLUhbIc9sNhPNAc9j+NG+g5/ONH7MHleyEY1qa1/XsjhnLlzonjIx+A+1EAuF/My3ddXbtECG/o/H/8+/NCD4d9c817xx+73iffqq69Rd0k98enii3Hd+gvFBpbCD/vk/qmnn1KCLroLlNGcBs4hfrwWFXeCe/s3SjFeMy0YiDgxoN0k6bTJwMkVuf7b+oB9YYyazTjyewtw6COOGf+eYBNDbRA4tZq0kPDHCTptZcaCmaZWwKDi6OMEnWJAo/OfjCBTjKsZdvoreWlAGRCgI1PIenJ2DpmL5T0NZJMVMSbz7CMuFuXFdMP2hz1AFw1kheDfimL8jt+XXbhYlCBp5p4ClsgQ+JBAm90qA8YhTtCRp3j/HC8uOCHL41lYQYZieUcPLr/8cvfHP/6x62QJPeJFf6bdKM4C23qYjtrY4CvwIfieogk6Y2crymy5tM2Y0z76Nk7+shSu62F2hDbHq7qIC7h5qZa5p0MBLFlEsaSHf8erphgb9LfeGKETFNbNhjAGrSToIj/oO/EX+gyMJTHCRE/QTfZi/8R5NYoJsVv0R9J+YYOmeXsUbuRWIk89/bT78wV/dk94O+aDj9qnlRAfb7rppnWX1IeCweKL+UT+hTHihnK0es7sOUrQRXdBcmYzJzgHHLkFHIATiZNNfpucue4EGAeCjjhBih0U0O64Cm1BarNAhMDGZmrS+iAJx8TRYozM0ca/TxYTuJ6H3xdJkAwMHXfOjYNYZizuvPPOlpJEHH18vRH9i5GTox8L/YH8mfNFBkiaY/krCwv+kWUbB2SYoLrZ8ZB5fsc+aKsV3IoG/hwX3bBkgqQudtT8HReoOD6/t6BFLAz9c//994/aA8YJe1GmzllhBXlhv8hSbKNI4rBblsQxztj28UqGsTncnCruA9rzwx/+0P3tb3+rfdIdMG7oE+OWdjNH3hthBRrTKfSH8WcsivgIxoyxtv1hpxhbw2yJjb/JRqs6SnEuvnkpCTqrumxlgHgBxpUYwIoX9BljboVNZCm2rfh00980+D722+iN/HZnIf7icatJO877RIb4Ib5UhZgY2bTYOw3kcB5L3Ef9h+8T3y9ss9hiPCu+/rb1QDfoy+Rxsa+//tWv3Pnn/8nN9zasr/+Fp1/weOBtt93GLV6zyUnY51R/PgMDL8QwpoPPeX1Sgt5FMPCNhC4NBjPvNt0MRsaWzqKISQNDch47e5LiVpPNIuB44iVYGAKc3QsG4YWZAvsNTixLssD5x0WKOMlPA8eI8wR+l5xBpx30mTlLgt9GzjYrHIck3YJq2sF16LwXJRhWb/CsH6sGtfwbVk10kKm4Oo5sIX+tFEfqgW4hQ3bjKECGqNZbEF6PuNjEOJJAsK+iCTq6Y9V05Dkp6/wdF7Ts982SlMkKenbXXXeN2g+goEe/lgnjYLN1aTYNOY4TAsYXuUHOxgNWeTAba8megX074ogjwkx6URluB2Yvi8g+v4tn0NmHrXIpAmPHWNvYMa7x5QvoLX7dxpq24/NaHWvGKn4eOnaLVV3denO/IpQV59Dn6LzJBkUUxsTAp+NfTEc5LmNUr9iBLjB+phP4a8ZDfrsz0O/YcfTdwI6jy5bwTUSIZ26//fYx/imZA6Ti5ZXruNPUZcDbn97e/H0yPDwSbjz3jI9p5nhbOcPbuKuvudYdedRR7phjjnEzvL/q84l2KGwODwU795odd3Trr7debQ/pVNuTSMV9w7GjStC7BAaIICUOWrLCdgsNcE66QYlxAiiiJXhUYGOnAfQPzsTai1MYj5kWHA8G0BwQx48ryMC4JANRnFyjJXcYWoIbW7ZvybUlYmmwzzj4xSjHSQvbEnBb4EaflZG0EAhxY57kjEUrSwo5fwJF60fkmmCxVfnOS7c7NcaU/je5SJO/smBMkKciy2dJspBPIEFnBp2xtEAubz9zXJN19peWoPOZ6RzJx3gmeka3yhMyc+21144uRwbGiKSqTLAJJgeMTWyPwMYtlq/xLKwkL+GJueaaa8LdpY888shwd/duwBI3bH9cVED2m9lj62v2gT2JlzYXAV1j1ssSfnx4vD90AfmK24nfb/X+JdgVCsbIkYGt4Dr0dhQuOw3nF9u6VjC7aPpFjBFfKgSMEbGWQV+aDidBdhh3k0Pz20rQOwOxF3acVXQGsWfTRLYGOtmNPgr/hL2NV8linygeNWLEy+GQj4VMHg2uDcfH5Ionfb/09vWHGe1Tf3KaO/jgg90BBx7o3vue94bH/33jm8cFe9fvdZP9Dw9XJ77WW39998599hmjQ2nQHovj4vZyLboS9C4BQ3nZZZe573//++7kk08O78cff3zD1w9+8IPw+u1vf1vYuaGUCEhZhr8VqBjFVV0cRDJQTAZyOBqUo9MBOI4nXsJFYoSRjAMB+pa2WkUf4mQ6DfogPp8sVVAKFFbZJuihz2IDlEzaLYBqtc8siI1nLAhYW7kOncSNdsUJHO3vpKNnTOPgsRuhjfR7LH/tTNAZhzhwR06ZmWokQ7QlDtQtoQa+SzrPLJBIWjWdtiQLYMg4QYnJOvqIfox3gI4+dqNMMYZXXHHFaEGQQGH11VcfY7PKIA7usd0kbbFO21iaXS/LRhWF8VpvvfXC3czTuO+++9xRRx3l9t13X3fqqaeGZGc8MV1Cv+KgHF1p1jaCX9MpZJRVLrFO5cXGDt9MP8b6aDD+cZCNjtZL/vKADCVXdXEdOu8THWywxQHY5EYv7Cvv9WwsY4RcmG0mZkiOEaseYlkixkCP0/aJfY11Fd3WyrfOQYENO25yTlzA8uqsPodxamXVTLvAP/33v/8dzQnwD6uttlrT80JGBwcXeB0YGw+hPY1i6TS81rk+3588m/yqK69055x9tjv7zDPdJZdc7O69p1qgHZg6ze+3142gd/53y3nbdvCHPuS22Wqb8H0jQpuqfy6EEvQuAUN5/vnnu89//vOhOv+Zz3zGffazn234+vSnP+0OPfRQ93//93+jlbM4McsCgn+lFzqS/PPOO8/97ne/q/s655xz3LnnnhsUxgx7mWDg41kTnENSEXEiJJsWQNg2sXPoBJbEWYKEM6TdyQSJICReBUAgXM/JgZ2P9S99kCxSxOAY2Z/1GdW6ZHXRkhYLfq0QQgDVCshacsaC/bZyHTr9GLcLx0H78xrVVqA/WcKKPvz+979P1QV7ne2N9Z/+9Kdwzu1IjutB3+NQY/mj38puA3Jq+yT4tVkWPicIjyv2SZDJ+NpW5BjdbQUCeaumEwAi19YHQL+gb3wHtBOZHO/rUCksXHzxxUGm/vCHP6TKkr2QKX4zffr0tto1ZOaSSy4Jy7YNbBo6XWawxhigU1YEQIaQhVinKQzENgqZY9w6bddjKEhtttlmo7MbSeg/fCH++gMf+ECwGXaOnYa2QLKgS8COP2lkF0jU4uIJK2Wwu+yznp9qBGPGPtkWPYwLLwYFIMbb2omNQEbsPIqC/MbXoVuC3sqqrm6AfiFO+9KXvhRiROLDeq/DDjssxIas8Lj55ptTx9AmNogFsJ+MRTJBZ8ziQhrjik6yTRI+iz/HDrO/vPGoyA+ygR3HXxjY73XXXTdzoRWfeuGFF2aOefBPyFarMWQjsFk8OQP9NbAnXHqUtrKpMa3Hj+yhf8rUMS8Sc/MPjAPJ+ctetpr7jNfB/ffbz02ZWn/laxakPV0EA4yRI7lBOLO8+G0rTo2Z95///OfuwAMPDM+Lfv/731/3dcABB4TfMXtfRrU7CQ4gnnFLq+rWm2mxBLVT4LRoizkgxoK2JMeCQCEORCx44T2NtD6wZCMNc7T2exxqcqmaOWDrM9pIolOvDXkgiCWgNydOQNTKdegEE/SlBRXm6G3/neDee+8NgVAzfeCFTnzoQx9yF1xwQSn9mRXrF5MrxpTjt2IL6mFjgQzFxRhsQKPZOdrDagpLWpAVuxa1SDvZhmPGiV7aUjd0Jl5WxjYEluMJMwFHH310kKksdpaE74wzzshVWEAW0JOsQTEB/y9+8YsxywctwSkzQcdGISdmo7FRcdESaDvjFh+XhK3VZc+tgKzusMMOTZcocl4U6RizT33qUyFpT0uKOgE2Hj0zv2k6WM8/Em8gm6ZTjL8V0YraEsbM9M0S9OSMPO1jvK24RjvxY63aUNqf9nQRihQTGc6DROWUU05x3/rWtxZaTRm/WH1pqytZ3p8G8mBjhM4x5skiCmMUxw0Wa6TJEnFonKxhg9guqy0SY6HfsvYdS8B/9rOfhZjOQP7RAytUNYNCOiuCssY82Lrf/OY3ueO8POeFHWXyMb78ioIDl1U2iokNi43KhH3GLwP9HB5c4HVpMbfv+/YNE6fLJOLwIkh7JjkIFskdThVFoNJc74Uy8o4zb0ciQLBAMM2+Me44h+TsBQ49TtxJ5nA07azkpYGRoQ1mbIKCRomlkTwPnBsBU71AhD4gmKUP2DcJUdJxxiQTdI5lfRPD53HiTp/FgXlRzGBaYF32jAVGsJPJOdD3nAf6gF7EOpB8oQv8jnFIjn07oV/QBXMSHJsgqR1tsH3i7JFHk3nOHdlD7tNAxgn+kWnaGa98KYLphuk6SV5a8kRiFSeAjZZmdgqObbKSRabQTdPpPDA2zfQF2b700kvdl7/8ZXfdddfVPq3CskhmKGyMyyBpo5KJuMFYxuNJwMm4jRfo17bbbus23njj2ieNwaaedtppIYBl2Xve4LUM8BUsUbf+xd/Eq1iSMDbxqjX0Bl8BRX08PtyShUZ+nM/Nt1mCbrpdFGQf+bVzAGwGN9CqZ6cWVejberaAlU+mW9jk+PIlgzgi/rzZGMX2FXtfpg2ZTFjMk9WOM5nA9ecxXJqDHlh80IwiMQ82I49PtfNq1ib8NavN8E833nhj7dMqXH611lprNd0HsjdlIJ7YqbaT/xa1aw3x7enp7Qu6cdNNN9YtjOVFGiRygWJguLMqfh4IIsxp1Ku8c1yCiORMCwaj02AErB8wVDiwZBBAX8XVaQtW6yXolkwAfZBW2Y4xp0nyQtBT7/cEvgTGBv1VRvDLOKTNWNCmImA84z4MhjYqhHQjjFOcLHcKgl5zQPR7WoGoTBgHdJJ3QPZIwNNmVACHb3JAH8XBXpF2WjJBgAD1Ej3kHxthfcN241HEawXOIaudtd9gO1iCeOyxx7pvf/vb4T1+HXfcce5rX/ua++AHPxiSSB4XFo8Dx9tmm23CEucyQU7iGXTGLZmwgS19N/AHVrAdL17+8peHGwE1m0WP4UaZX/jCF9x3vvOdUoqgeUBu4ps5mo7Wk33GJF7lgn4nV2DlAXninG1/FPXS+g47EPv3Zn4xD9gZgnjzGejFLbfcEt4nE42SIfTKLk9iDNC7F5KZKtiDeIIgjx3luOyvm/12t2FjRRJcz45/4xvfGLXjzGJjx1nenrTjW221VSjUtQv8eVb/ZHBeXCLLOdQ7r69+9avhvA466KBwT64Y5JCCKTFuFqqyN7Z9+BIehVa2T+Eofd6nDQ4OheehH+PP6cHo0XCN4GZ2Q7X2JPtT2iO6Bhw7DgBQxnqzxyxrjZe2sh0OZzzBQKYlHRgxAhEMGpBIE4jUS2qYebBzwXE2S9DZD8EvcAyOlfZ7Ehn6zAwA29HXRa8VNzCCLHGPZyw4P67JLmIEaU8cpNHe8Uh+85A27u2G/kgGVARO7WwL8pV8zjLPJ20ky6bPbBMnDkVALkx3OH/sA/qVJBlY2nZlBP/diOkGBRECOx4D9rnPfS68x6/DDz/cff3rXw9LEx944IGwTQx9tuuuu455JFYZWGCPPWBM6tl1PotnW7GV2ELexwva8qY3vcntvffeuWwQPonlxj/5yU8KrYQoCrYyTnzpc2S/3mw+Y0PRiz7m/PA3tm0R2A9jbbpGoSxezWIw1hzL9JftKBhnSf6aYct7rXhHsUDPQ38BZIK+tiIK+h4Xxgxkn89tjNiOsU2z94xfHEsQFzDGStDzg65yT6g0O/7FL35x1I6feeaZqXYcG7rbbruVbsdjisQZ6N/ZZ58dzqHeeXHfhLPOOmvMc88N4oes/glb1u/lN2mzafeQT6KLxklsxbb2iuFIJOl8ftHFl7gLfKI+f35ze7ZgcEFqHN5Pgav2txDjCkKN8beZcAJ6DE2agafCHyeE3TDTUg+cWxyIcJ44x7SAie9Itqk0ggWstm0a/DZeThg71Bhzthb8EgjFy4VbgRmLNddcc9QYcm5ch27nIToD8sOrXSBf8R2eCcLrXa5BOwj8WS4HbIOcNJLlZnAcZJZ9W/EqbX+0My5UsV28jFekw/XWW265ZelBNfY5LtTEKyliGMu46GLjliZfnQQ54+Zbe+65Z+2TbODLTjrppHDzpU76JvowLmCToNcrYBM008dAQot+m94UwRJ+S/7wX2nXwSJj+COTA3Q6ThpbgeNxHwVb1UXfs8SdfhAvFENMr5AVni2dBsUV60dgu7RVISQYk+0Sgm7l1a9+dZhpThbwJzLYix133NFtvvnmCyXdafT530+bOiUkuVX8Nn47nmWOP+I9F35bbNTQ/HluaMH80deg/3fVtlfbRDu5m/uzzzztE/TzR21rI+bPm++Gh14oQocYzh9vCa93StBFLhCedgQbGPe4OovTSKu8AwFcnGyaw+G927BAJF6KS7CUFjDh5OLZB7Yh2GpkkNhPcqma9UsMQVccGJeZtCRvSNJKgs65ZjHA3QSy243FobLB4ZOs2Aw650zQmzYzRaDOdzZ7SNWbbVsZW4J39BxM1tOSCexDLOvYhbKKUZ2i0zK1xhprhBsEUdgom/hacsaLpK3euMXfYZvKslGtgn1jGebb3va2XDJ8//33ux//+MfhsWydAt+J3zAokqGLIfBLgL+xxNWKJ6bfab9vBn6F/fFOP9VbLQG0M15Oj5xYsbkVWEXAHazj+AH9n2zXoaM3aedrvj8uotiYJ0nGYcQaVmyLoc/LLuyJ/Jgdx9e2k077J1Zpvu997wuymoXwvHPv/3t6zVZXbRltnoteJB6/1hif8/jYnHhi+1e9yr3V+4C3v+Mdbq+93uDWWHOtcHO4oSj36PW64I2nu+mmm9xN029q2E/YWGKkwSg24fe0eumll1KC3i3gzLhWCwVjNpJr35q97LcIrVXLijjVvCBQZSunBdFxgl7vWjgS0DiQw+E0ulNtp6jX9zi4+Do8EhoC1uTvLbix8yABqVekAMYAZ2mz8fWWqgF9FS99jAOpViEx50Zx9kgP2kUwxHjmBUdvM2gTBfSB5K9snWgEspM8XicKGzj+WJYZY0u+YkwnLUFnu3qymZU4gEee2WearCBDsX2gn9iuGxK9rCBP9QLsssHWfuxjH3M77bRTW2QIG2UrKUgEkIO049iY2riZTyjDRpUBN4v73ve+F5Zi5rlO/z//+U9Hn/KAjacf0QPguCRkyQIVNoT+tQKb+Qgr8BaJJTgWfgW5tUK6jWcSZm1j/4aMpCV/RWB84ptJcY4T/Xno9Cc+HvtL3/F3vRe+mL5N63sbI95JquNVK0nw7fEkAdswRskluchM2sSA6BzttuMx+CZkoYiNyAs2hPN6lU+Os55Xb2+fW9zLLom6ETatjLg5c+fkmswb8efIDPfyvn+/8IUvul/96lfu17/+tfvNb37tfvrTn7g999rLJ9Qsna/aV2sjMce111zrnm9gc0ZGKm4e+VTk5+lTVgAsu8yyStC7BQzhfvvtF64rsecNZnlxrQrPxbTgN6/CcNy9vIBxDQg3nvjKV75S98XdIrmzIu2stySqKAQPGH4LonEulkwmsUDOnAqGYjwCOfo67m8UM82A2JJ8+87ONWkkaD+BlCU1jGmjG/awfZzQ02f1Enr6KnbEOFgSq2TQVgQCQSqcOAiD8SBJz5u0EjAkl2bV69d2wSwSj05DH7hpSZou2Au94Tc4xXqBaLtg/OMEjuO3exYDvUf3DIJqZDZpd5Dl+O7RyF68iiQv7B95tVUZ2C10qt75EsTGSzNZaTIeN5I00A0eUYOsZJEprjHk2mfOs51gL3gkDDfmqWdvWwH5pO/NRiE/sZ2IQe/jwgpjzrZlLHsui9VWWy3YhZ/+9KfuLW95S6bxQUd4bnDa9aLtgP6LL0Wh79MK2Nj+2N+Q2JGgt2Jr2ZcV7KxQUM8uUqyJdRibkeYXi0CCGq/qIkFnVVfaap+JAH1EgsKj00gOTj/99IYvHp944oknui222GKh8aSfiRvQL8aGMa+XoPM5cYgl38gMvj1L3NBJnz3ZwY7z7Puidhw95BHKWWMerhXnkp96Ky/KgnZxedEBBxxQ146k0dfX6xb3bbMiJXCXdcCfzC3gU5DnqVOnuGm+HQN+v9iYnX3c97Wvfi3oGck/N3yryn1POMZtt9/uZjewOUM+8X921ixv814oeKGXtH+5Fy2nBL1bQJB4hMDWW2/tNt10U/fKV76y6WuzzTYLLxxRHuGNIYjdZ5993DHHHBMUk8Cw3ovnJKKY73nPe4IzLxOchhl+W0pb75z4PP4eh97pBJ3Ak7ZaAooDpT3J5BIsOTZjYYFRsr3m/DgflLxRZRvYnv1YAEvgW884sz+Slvh7KnxlBSwEhKzoMKfMTMXt3jjl3X8y0ePf9HUnZ6cJwj/72c8GfcBhpemCvdAbHNb222/f0RkE+oU+sf6i35FB6/92gfzEs2wE/dwlOinLJpu0Ebmn6FHURgEyQPBuyQSyXq8YBch6/H29pZmdAl3+6Ec/GuQpi0wRCO2xxx4tFTWywGPVKAQ0KgS2AnKATbPkkICrUXGXZCD2LSR7ade8jifY5N133z0sXefOwyE4awJ3EeeRdmk3AyobdJQZZAue6fu0mzkyNvFTGJDRRjqVBYpgNl7mpxslf7GPw//FBedWIDGPE3Ts0N1335262mcigF3Hv1IUQvbe+MY3Br2t93rrW9/qXve61wVbnQTfbJfYISvoXL24wcbIvjd9Ttp78z8G/Y2sJ/25aA/EX8hEUTuOnn7iE5/IHPMwWYd8tTtBJxZDnuNie1bwnVOnLizXs2bxuLj8cS8z6dioJJtttmm49GnppZd1FZ9wI/PM3BOz3PfA/W5mbdVfGsT6JOhj/ILfnphpheVXUILeLTCoOKYiCQ1Ba9EEhu0Rkk4EDo0ww097LAmo59htpsWcBtsQfHdy+RrHRFl5BxxUXK2LMSdnCQrnmhaIkGhbEsFv4+AlDba3RJ/jN/s9jjievcJJlxWwUE3kxjxmsDmXIjMWOHmSP0s0kWvOr6h8FwHDWkaQ2E6sX0z+AL2wfmsXyGXyXgZps3PxclVkIt6mCBwHWbfjIMeNnDaBedrs3HjZOcaJNrQTxh7doZ/pc97jF58xfrGMkFDRr7EclQnnjK2zwkpst9NIFlZYMcG4tat9rYC9pejCndpZhUCQXA/6maXuttS/nZiOmr/Bv8e6Y/DveJULPrfVghD+xO6Jgrzhc9KK1kD7SAxMHpCVtGJfEdCD5HXo7JskvZO+pEywXWXEOPFTbxiDRnEDn8eTITaJkBwj+jveB/rKb/GlIh9F7Dh2BfkuaifZrt0xj50X7U+el32WPC/zT0WgWGH2jPOz/c5+/jlvo4oVfeO2GZwTEzQrrrxS+Hc4Vi3uYEwebLByatDr9DM+gcdGj+K37+vrdy/2tlMJuggOa7wNKQYmXhqHYzenkAaON55pweGY0+kE9BmBjfUbiQAOKq4iG5wPwU/SySWrcQQ21gcYlmZJDQ6bWXAMQvIYaZBE068Gzp7jlRGwkCxtuOGG4RhA23jUmiVpeYgLHZxbp2VzPI6ZF9qIQ7V2EgQz9mnyVyY40Xj5LDpAkJ907si3jT2yzIxeI1luBvvHUVsy0cw+oIskgzhPIKBM07lO0U6ZMv1F91gKeMopp4Sk8dRTTx3z+tnPfhaeP8vqKws0KKBxA7MxAUKJ0N8k6OwfvWZM6iUDgHxRfLH2MW7YqPEuIDeCVWzMKtG/b37zm1PlEvm98cYbR+17O6Hv8AVxAYsxsMTZoG/5HPlhTNDRRjrVDOQbnTcdZaVEoxl501E7Ju1h+7J0FDsVP10EWado3MlCfplgQ3i1CnGSFc6REcYgLfEAGyPTWfQwbYzwP7FeTwQf2q0UteP33nvvQoWTrHRivIjXP/jBDzY8r29+85vhXh8GeUFR/0SCvswy1RUFlcoLMS62mLh5aKi8833Zy18WVkAzHvH15HP9uDzy6CN128/nzLAvWMC4mQ5W3IBP0FdYYXkl6KI7IHBBaYBAvtHSOGCmJU42MVA4njIcWBYwZnGCjoOi3WkJEgFInGwTEBEYJQMFHJ/NsJBYNAtmLcEG9t0sCSJRolpuCTDGoayAiH2ut956Y2bobcYiz5hYommzLvQvTqeMIsKiBP2Co7F+Qe4Ye+u3doFcxrNztCM5O2ef2aUXJF0kDK20DRm1RA1Za1a84rt45gcZSptFXJRAv3fZZZdwF18uQ+Kut/HrXe96VwiQuIzK7Ar98eCDD44mVWVDv8c2CjloNG6MV7KYyfZlJW3tgnNiyefJJ5/sDj744NRzJNDkru6dAN+BrTfwrficGGan7DN0NF4WXwTGiP2ZjtGG2B8kQQZjHcWW4cOLJhlJSHTwSTaLhr+cyNehl4El2DZGFFDiOCoJfoUxsj7El7N98gkt2OQ4VmEskYdOxWOLAtZX9DXPMW9mx7fZZpvRPsd+Y8e72b+xqg0byT2skue17777jp4Xj/q0GLUV/8RN4pZZZtmQNFdG6NtqAkzc+6S3M0WS/nosvtjibtVVV3UDfjwqISarHSvo2wuPNExCG5566ulqW6IiWX9/X7DfStDFuGOO2RJWkm+qUY3AqRBQWEKMM2AfnZppIQmhvbwD7SC4SUtC+I5gJQ5+CDppr0G74xlCjBmOsVFSw/YW/GLUuZ7Ugp00mNHgNxY8Yvw4ZlkBEePBdXIG/XPbbbeNJmr1qvQxnC/nYuOK06Kd1s+iCjpD/5q801+Mq/Vbu2AMSaDia92YmY6vE0aeKM5YsICuxslCEUy/Ad1AzrAT9WBmCBtigaUlD2XJejeCTNDnjWwg38WFPH5P0tiuBJ1ZW+QDbNx4r4fZfrOVjFeZNqrd0Lfc5Z1rEi3INEhqKFh24lzoY/TU7AE2GPmPZYNxMZ1CHuLCWxFsrMze0xeNEnTgaTSxLaE9FA7KABvA00VsJQE+hFVd5jOz+KNFDRsjs83ICHFGI7gOOLbf2HrrwxiSRetTs0W8i3wQ82CPG9lxZJkVIrGdbGehtQxoM+1rJBOce3xeyFDR85ri7e9yyy5TtcN+v6buPHf8sUe9Dswvr5gxZWDAveTFdhkrxYBqsWWBH5cZT8xw8338kQbFQnSJ847tUR8JutdLJehi3KF6hGO2ihbKeOGFF7qzzjorPNLgjDPOGH398pe/DJ9zt3uufbUAhG07GYBjPAkkrM2WWNZLqElS4mDFlvRb1ZR2034zRFS2SerrwXZsb5Vstv/HP/7hfvOb34RX3Ge8rC+5cZsZSJKWMoNfAq34OnQSSB5tk6y2NyLZj2bUlaCPBbnDuFu/4IQIyuvJX5kgl3FQl5ydQ564KZUV3PhtoxuDZQFdY+YGOOcbbrgh2ALsQFLW+QxZv/baa0dlG33FxiDzizLYBbMpaRBAUKQzHUWOuETBkqqyoc9taTV9f+WVV9YeUZNuo3jnhmom12ajLKGYCJCYcsOleKkmcA7Morerr2MY5+RKhPheEfQv/Wr+BpvbrCDcDHSNpN8SC47HmJ599tlBV+OxRj/R04suumhM8E3yZ3reKqz2WWeddcYU8mgTRZLJCuMf+3xiiHPOOSeMUTLW4t98ft555425PAK7znZxooXcYFMsHkO+kPNGSaaoT147Tj8j2+ZzuxVkptF5UeShIJT0T7GNyMoU30cvfslLw7slzMxsowMPP8IEQnm5AraGx7BN6a/dKDgk272+/dXLUOvFHU/45H3Gk1V7Fz8SbmDK1JADKEEX444FYSbEBDHcLZJHRvC4qw9/+MOjL/7N5zxSgoTUAjkcTicDOQwiCZI5IBIkltTZNa9JuP4mvh6PcyUQse1pP7OOZohIguKZhSRsx/bWZxiBE044ISyvZJlQ3Ge8DjrooPAsSR73Y8ewokY945EXZiq4c258HToFAZulyTODbrNP7IP22jiLKowdQRPvYPJn/dZOKAQQzFswxvige0lZRq4Yc35riUJRCAhtlp4g5PTTTw9yjS1IyrrZjdNOO21MYBkXtCYr2CdmKGxlAWADykqKYgjEGDOzyYzFj370o4Y26pBDDgkJvI0Tes+4dcqul8Umm2zi9t5779HZW0AvKFwVCTbzwox4o3tFJP0NvqmsVS4WgF9++eXBTzOuybE2P46fx98btIfxLsvek8TYtaGAz2ZVF+c/GbG4w/r3qquuCo+xYozSYi0+5ykl9JnBPrAZ5nvACsSx36av49+I8qCfWVIdr0ZCn9thxzsJCXrsn7AlFB4shszDFJ/kEnvwbvT09XrZJO59zM2fV54dxq/yWLR+i/+xgd7kDA0PBV82XIuNYihWPPboI25WFKOY7VxyqSW1xF10BzjLuKqL86D6ioEnGOfv+GWf4yhMoAk8ykw2m4EDQvGsiozBJAmvNwNBgkLSbQ6MdsbnzL+ZfTCHxox7o6Qm2We0gz6o12d8luwztiGxLytgxEhx59x4tjSescgyO8Nv4kSTNtJu62dRBfmLK7P0GwWdegWiMkEu42XStIHgwGQRebJlzfyG37aSoDP2BB6WXCC/HMtkup6s83uTdaC/CP4nO4xHvDqHJJrkrWwdw5bFRUTGgjFpNm6MbTxujJndm2OigNzzOCxuUmags51axYG+sWTdZqLoUyua2b+xzfQ7EMg2KghnAX8Y6xfjz3im+SQba/6Ok3Hahx83W9Iq+GRWdZmt4piT+Tp0+hc7aH3ebIz4PDlGjA32PR4j/DXFKPPx/J5t4+1EubBCJrbjrDKjADjRYyUS9Pi+CMgrtir2CVngmeUvfelL3NQp1ZiI7Xt6qinvI94WPubtTFkQd1HknOKPaVAT5Hp0xmXBgoULVfjCBx98yM2bW41rKCLaOb5oueV8wv8iJehi/MFpYPBbCVwwSp2cacF5YTgMFDR2UEmoDMZLDmlnnGDzbwtu+E2zWccy+gw4hyLVyXqwPCm+fwD9RPWd8cmSoNOPcaKJwcLR2+ysqEJgheG3AIj+Ihi1fmsnFvwnZ+dMlpEnS9BJEOJryoqQTPSKghyxn4kewLQKcsKY2KwitofArqykyEAusHGtjlu9a167Hewgd3i3YiOgsyQ87YZjxgk6dpTEFx0AxsTGBjnAN5k+F4Uxin1iEZDBMhN0ZhhZ1WUrGfAjd9xxx6jPMx2YLCB/reoSMpMcIyusm/9Rgt5+mAhJ2vF4lcxEhUtSsF12XvgREvS8fgQbiF1bYokXVjHZqr+ZXgfuv+9+L5/lxAK0lXbHx+rprca7POf8uecXXrnHed13/31ujn83KiPDQZeYPV/M22Ml6GLcIYkrI3DG8eCAOgHLNeNjEQgR+NaDpCZO0C3p4B3ia+/YV/zbNDBWnG9eo5XEHHbe6mQ96APunGvBHk7abhSH4WkWEPEbEvQ4mWdmpmhQi7P673//6y6++OLRJdKLAvRrskCEw477rV0gl/GsODIYz86RnNvScuQAWba7zRaBMYyLWUUhOC+jqDXRYUxYHhkXWB544IHSE0f6mXFrNWCkfdjGiRbskxxutNFGo5f8gM1SdgKKvPF9T7DzlpwxJlZEQw7iFTFFwH+Q9LZ6bshMmQk6die5qgtbxSOpaHMWn1QmxDjjWSBkzFstohCzIEfxGJn/iRN0Vr0ULayjJ1wicemll44WlcRY8L+xHUen22HHO40V9S1mwP4XvZHpyj7RX/7F1dn4+FFrc+fMdvfcc4/fZ3l9RYJudqZ6J/cqs557PjUvYZzuu/e+qn+szez7Ro7GV9x4Tgm6GHcw5PG1okVhH5bkthMcOw4qdhwEQo3uWIvSxbPiODDaak6O4MaUOPnbNFBqtm91Zpnjcy5lzVBz7RB3zo2vQ2fGgqCAfsuSoJPkx7NOjGvRJa4EfNxwkOteP/rRj7q///3vLScM3QD9GQdaJANxENpOGCPks97sXBxgU2zht60EwYxhrCtFYft4Kf5khXHj7tl2nR/60I4Z9LLGzfbD+0SCwDl+kgDQ150KoLGj6J5BoZN+BGwHxROgfa0m6IwNyV+rY42/oI1WuC4DZJ2XgS/h5qUE/MyodTJBx1aaHHPsThYIiDnw9a36PwoM7CdOmEimiH/iFVzEM0WSKiBB5waD3KfgsMMOC9fKTzT9Z6zbWYxBX1mx2G473mnsvCy+4HyKFh6W9UnzyiuvFHRtJJotnz17TniiA+9lsYyPdbgOHUjQTa9nk6A/s3CC/uijj7n777/Py8nImBvEhfPniUzTpipBF+MPDrmMawxRZBxHu2daCB4I9GNHh3OKbwiUBEfM9UJxEERbLSmPHSe/4bdsUw+b+W4VnB4JVVnOj6ICM+jxagKcxl133RXGx5YY1QOjRiUyDmoJLItW/ZEF+ooKLHeO/vjHP+6uuOKK4DwnKjj9OCGGZgWisiHwj68TQ4cpMjHGBP7mTFmqFf+uCMhmGUE7bSsjiZjoYF+YebECIPLE0sgybHAMwTky0aquMe4TceUDto7rEmObzzl0Sv44LnpqSRP+xWw9vsPGGzlgSWkrq1zYJ2PUqo4iK9h6ErSyoHDJMncbB+wm16HjVxr52HZh+oB80PfNfGJZ2BiVoUfY49gn04/47ThBZ8Va0VVr9BHyyUqHU0891X3yk59006dPr33bXohB4qIJbSliwyg2xRMfZY+z2XGTa+w4S8GR64kM55O8Qz3+qYhNII5c/eWrV/uoNoPe09fv7dQCd6ePSZ9+urXVJDHo8vJeB/r9/mN5GRycF44T20bO6a677nQzajF8LBvTFuORyau5vt4+JehifLGKuVVacaZbbLGF22GHHdx2221X98X3W2655UJ3RifwKMMBNYK2xhU9nBIJdbMAh7bGiSszw9Ze+sASdBxds6SG35vzY/Z00003bdpnr3rVq9w222wTlg+ZQbCEKi42tAqzRvF16DgMZizoL3MmjeD8eRm0kUA/dnZZoW8JJCwQI0ChPZ2atWgHnBOO2MaMc0FeGhWIygY9jWfncJ7IJH2bvPlUXGwpAgE1+8bpsbKCAtD2228fXmlyzgtZ553nbttqDBxkrGeTFXSfGdNYXkjceJUJ9gm9BfSe5d42LvVeZqMI0Exn0X/a1ulxw85jO1pJOunjWP6R4XbOqsXQ54yzBbr0H4EuBcu4P22mvRWbaGNkfpzxYxyzjDdyYW0E+ryM4rOBf4yfh14Nju8KNgvfnSVJR2fiIJoxLDKObBPLUyf9kPl6s81cerTVVls1HSPiCuKL2F6QPDNGcSKCHMXjiC9gLIskt7Q1XlUZy1a7QR7iWI7xKmIDkDPbjn2SwGWRtawgj8Ry8c0dGV8mjyYy+GvOC701OC98d14W98nuWmuu5RZb/AW5ND1+8MEH3D333F1IPtOg3S/yMf5AuFFclKAPDbqZT/EY6RfyEnTwf7f+zz0fFVPMnrz4JS9xL1+9uuJHCboYV0g2ML7mNHbaaSf3k5/8xJ177rnhGZwsc0q++Jxnd/785z93e+yxx6gx7VQgx3GYFTaHgeFtds04kHTGd93k3AlgSUBIHK3d/CZOUJOgyDhHqyjyvN2TTz559Hmm9fqMPuV5tPvuu++os6UNHJtzKgscNUmU9QfttOvQ+axZUELb4vPHyRWt/HNeGHZbVcGMLmM1kUFO4ucp4xg4r2byVyYm8zZjYnJEUEZ/I6O0K4teNAMdsYCdhOOYY44J8lxP1nmhCzxnmUcIWbELR8y+OhXodTMkZMyaGtggkrciRbB6IAcWZPM8ah4D2chG8cJG8Zg1HvFkl2yg/+yriP4XgeNxKcyhhx7qjj/++CAzRSFhyVKUbAf4xfhmjtgNimck6HFRFlmIC91FMBuNveXyJi4pYhwZz7Rx5oUcIA8/+MEPwp3WDWxIMvlrBfoB+YuL48g6iQw2ilczCOrj2WHOl1de0C/rd/ZJ2+LEv52Yjcb+YZPf+973hnigWazF96ecckq44aHBvhijeLUidjaWI2Qh+ZusIKNxQkbBJ46d2klSJhjnInaR7SyuYozZZ9ljnYxniLXKtuPjAXYrngCgIITtylsU407uFOmXXKJ6ySU2xeJPCsg3Tb+5tHgAnQpxWFTcAe7gPuMJ7tnwgv+aNes5d/PNt1RjeGTCt2nE6wl3mWd5u8m6EnQxruCsrKqL4qBMOFOUk+U7GObki88xSiSB3ADGqrYYQ/ZlRrFdEECQIJkRJACi4hdXj9PgdzgxM9LmMDE+FtwAv2kU1GH4CRrt9xgz+ow+adZna6+9dphNsFkdnCfHtqChDNj3hhtuOHodOu3keh+SAJxUswSdc8dAmZNke4xzEUOKEeb8DIJ+C/wnKhh1Hl1n/ZFV/soEZxRft8oYoXvxpRe0B7lrpV04VPZny3GxC8y4cb680mSdFzrBdWyxrAMzOvHMzGQF3WT8zBah/2Vev4hdYdzMrjAejAXv9WwUL2wUjyaLlySbDFhBsp1wnO985zvh+c8kJRPx2lcDHaW/rUCGv8IWWkHY7AdBZaurXPDfpveMG76ZcWQ808aZF3JA+/AVyKJBf5OcFUmA68E16BzTwJ5wbxRkK068GxEnbcmZ8KygD9bv7I++KnNWtRG0lzHinBlviiLET83iBmwuv+XfZi/M3sf2AptC7GL+nXEs6rdpJ7baoGDfqoxmBXlIzqAXsQGct507/YYeNot98sJkBn7QZAj5IkEvM54bDyimYRusv8w/5T0vtkf3V/T7ghFL0P0LO3jNtde6p0uKB5CZFV+anJDoCTry+ONMML1gL+699z5vf+4MdoSxC2dZGXGLTZvq1vJ201YPKEEX4wrGj1lvggcCea6jzVolIwjEIZgxZV+dmGkhOX/wwQdr/6oGJCQDFlDWg3bGM50orgVMJNw268hvYgeRxJyjGf88fYZz5vexESGJpehQFhagxTMW9BfOGnBWtJe2pMH2ccLJeXJJQRGnQz/ZDBiGGXnplKNvF+gLMmj9Z/LXyQQ9OUboHuPLrJQFVnxH4D3WYeUDu0CwZjpNcaWRbiRJFmQIzLER9WRvssD4EbjY+JFgoWNFguk00NV4NRMBdp6ZNMaMNhrosCWA7QTZYFaXO/xCKzeoBOQsljVsUAgQOwDHIfmyQinQj/gc7CI6i78hEI77ugjovM14IlOx7W8GcsHMqyXA6Hoy+WsV5I8k02wRPveWW24JBcUs42FLlC1BxX+hK3ntCNtwbGCf9FWnEnRbmQDYUJZG54m1KJpb/9kYxT7Z4hsreGBTuPdLXr+NzceP2Aox9sex89j9VuB4sc9CDovIIrJl9pQxRsdMfsqCfVI4MTvO8Yre8byboP/j4j4yxHmZTOQB2aEQhX2p1CbV+vr6w4z1LTff4u69797wWasgNyut7G1pHF/29AY7+9hjXJJYHRN057rrrnWPP1a9FIFZc7Mji/vEnNjZVrgqQRfjCsJqM1oYmziBbQa/IwCJf0+QYA6wHWCoWa6N8TVw/iQrzaCdyVlHgljO364nxyDFsx5p2Hb0HUYhT58RjGCw4uvJCK7KDn6Td84lOLj99ttD25sFJOZ0rJ8IIkgerI+ygmGML0XAQJOgZ+2rboRAidUI8aoAxpL+ssCoE3AsdM/GiL6mCMMYW7GHQgizLxZ4FwEZR6dtDPOOH7qJfhjIH/uz1S+TFexMXNShnxm/sgI7+pkgm/0RlMbBfRb4PWNnWHLR7sIKySz9YmBnsSFFoR/oW4Mko5P2B32J5Z8EHf9lxVLGH99lelwUxsZ8Isl5nhtW0h9xkYA+iwvQZYCNjK9DJ9DnRnHIaBaZwmdhz8x3YT9Y0ZGn6AT0kcUn2MV4n+2GsY+LKIxR1oSRMcKWx2PEmMeyzXexLPEbCsl5V76wXVwstGN3Sm/wbbE+0J6850DMwljjF4F+ps/LLs61246PF/Q/9zGy8yJB57zyFntgySWXcK/YYIOa7lcLpj01uX/s0Ufc1Vdd7eYm9jvo+9GKASND1TGc42VgcLB+3MDYrrrKqm7ZZaoTAsNcc17x9sEf77bb7wjth2efneWuvPK/1cKvT87Zjpl9WG755auFxFoxSgm6GFcQUks2CF4IKLIG9JZsxjeTINm0GdN2gHO96aabRmdVaAMGknY3A2MTFxRw7gQiVAZt1hHD1GxGA4dBn2Fo+F3e4BfHHLcXo4fjzlpNzwIzYMnr0AmI6DecVaPAADlIBo30kxm4rGBguQusGVr2R1W2U46+HdCPN9xww5hZPWQqS4GoTJB7giabnUOWGR90wwLQZHJcBGSdIBoZ5ZjIbZ6ZFMacbSwIJoAh6WK/kxnTMQuAsCX0c1nL/+lnK4Sgb3kDbOwHcs2Yg+3PAt52YQGv2R5kmdn0ovKCvsbBMn1gfd4J8I30o9lbkoYbb7wxjDXQlrhoXAR0H/9lfYR/iVetNINjxyttzL/FyV+rsG8CX5vZx9fhGxjbLMU67AcBvsUmnDOykafQxzHpJ0sybJ9Zk+RWQL/RH0s0sc157jtA/xGXmO3l/EnQY70w3YnlG58QF5OzgL7EiT3yUcYqj6wwHnHhhHOlQMh7VrBTTCiYDNN2Kw6VCeMRzzQzzhTfLJ6cqNBfyUkaziuOe7LCWG640Svc0jXdDwm69yvMXDOu//znv8bkDHz3Yh8zbPCKV7h11l3Xreftxtr+ncuull2aeKd+QQ9b+5rXvDpsw6z9+utv4NZeZ90Qoz/n5Znz4O7t199wY7Ad9ni1Ef837Vl7rbXc6rUbxIESdDGuoBg2M0owkaeqCwTfsaPBqOOIUMJ2QHBPEhIbXq7/zmJ8Mfgoqhkdc5pcC2eGh++azToSGLAd8HuSoDxJCwaLPksGv2UGRByDgMj6hXFhdtXG2o6dBt+RPMSzMBhSrrvOEyjj6O1uvUBfxc5sIkL/kaDbOSEn3Lchnm3sFMiQJeDIMte+XX311aNJHs4qz1LXNBhvZJPgiHHLW4xCL2iHbYOMo8NFKvGLEugYSVEsNwTSNrPaKvRzXHTMW1hhvJAts4MEvLQvj/4XARlj5Q/2C7C1PIHC9C0P6AQJcSxr+Lh2BOr1oB/jBBw7io5agm4JvCUjRWBMYp1irPPYWBtr01H6LU74y4IZubiQSYKJTzK/1yhmQA4pRpo8sg2xS56CEdvEMow+IAuNfGFZ0E7sqI0RtjtPEYVZ5XgGHei/OGHiNyToyQkTiiB5klv2ia+3cTEZNvloN1Y4MZ2g72hTnmIMYxxfAsDlBPGlJmVhdjyOlZBLjt1InrsdcgCKMvEd6pHfvMUeoI/WW299t7qPk8BksdfrMn8TTzF5ZCBne+61V7gJ9dm1GyWe499P/fEp7pVbbOF/UV9fV1hheXf45z8/eoPFs84+y53jX6eddqrbftttg1xc/o/L3SM+VoI+ch2GqTLipnmbudGGG43RSyXoYtygmoTSWfCDYMaGJgsYPQICA6NedrJpmDJT3TUsEc1qfEkwzOhgQGkrxsFmHemDZpVtnF4c/PL7PAEWBgjjZw6Pvio7aSFAo1/sXDmGzVjwN0aTVz0nQj9RQbXghf65+eabc1VQMeY4euQMaBPOrJNLwcsGWSGotH5D/qjsdjLoN+jPOLgnYGP5LHJEIMt3eQL1NNgXOgLIK0FinkSP38aBJfsjeGmHfZhoYDexAwYrTUjQ8wSi9SAxtXGj79HnPHqXTAgsCSw7aUvC8Sh4mdxyPOyO2ds8WFEhljXsoSX/nYDziRN0fC0FByuU4m8Zm1bg/NApWynAPvOMNcE4smhtBPq7rNUcBsUoVnVZ2/Ap2FOKFs1gG7Y324NcUOTII4/YHlbLma9HFlotYGaFMcI+m48nZsib8MaxCyBD7DOGAgh6a9C3XOufp8DFJSUscTeIiZBhiwXaDb6LY1oxhjHO6zPYhnOw1Xv0W7t8NGOJrzU45qJwJ3eKdoy7gd4gG0XOC/uy6cabhCTYB4Ths94gTz3u0UcedhdffHHwWYCc8fuNN9ooPLlgk403Du9Z4nxsGW3edJNNwqMJbVv2ha4/6v3rpZde5vXCx7G9Pm6KYuBlll4q/DaWEyXoYtywAMYcO0oRO4As4DBRZHO67BOn0Y4AHAXm8TtxsIYhx+lnTRpw8pynwflfd911o8EITrDZbCjHj4sazRL6JARC8ZIxnHbeYCMLBLrMWANGiHEhYabQ0ayggJFi+7iIwMqFZEBQD5Ly+FpLoG8JIDrl6MuGMf/HP/4xpopMP3FtZTxr0SlIYmI5os/NefJZnBgUBb2IE3RkPU/wn5R12hgHqpMZEkX0wfoT/WdJqgWVrcCY2bJB5IRxy7MyymQrTojYZ9k2KgltZAY9ttEUFUlqrdCXFWQsXqrLvvMmr62CzsR6iB02HcUOkkyVscqF4gm+t0gRDejv2O+lJX+tgq1MPl0EebcEvZF8WoJuY4c/iu9vkgV+iyyZ7cF3dzJBtyI850l/55XDZDEHO8EYxXpBH7FSwZJbfsOkhhWEmsGYkNCb7UBGsVGtFpHygOxir0yGGTf0OM9Yk0xSjLG+oV9a9YX1wFam2fE87e1G0FfOKy6UFD2vpfy+ttxyy9oy99qNO71s9fT1B5245OJLQrzYToa93f27j99uuP6GcHw7r+GR6oz+y16+uttok41HPwcl6GLcQOHiyjtOI29V1wIQm/FA2dgn+y4bZlIuv/zy0eQf58Fjy+KboTWDoJjztGCApJ+ZZfbJZzgiO5c0CK4IVK3PcJo4+jxYEGV9TWDFPi1wKAucUjxjgbPiWNAsScY4J2eGcXiMQZblcjjIuPBB37L8jv6aqHBzuL/97W9jZiMogHCtU6Pgsl0gPzjQtMCDz/gurz4nIQC0MUQWYt3JAoWgeCYWKHDlWYmxqEKfxNeMYlPQsVYDOyuC2H6wT3HylQWC43jZM/vsRIIOyAvFQZMzkoV///vfozOfWUFPWe1i/UB/M9OVpi/twuQ/zadgl+PiVVEYE0um2Vc8bllBPuIkDF9EIbLMWUDaFq/qIkjG75o/wSfV80sEzXFxhW1J2og1skKCzCVXwHGwZZ1aTWGxFufK2BQZI2SIxNX6yJL+WCc5H3y+nRd6S3GLwkQWKJZcc801o0UT+pv4qpMFaPoFWTS9IGZh3PKs6CCmw5aC2bK8RausMC4URayPsDdlPpFjvOC84jvUU+wpel7I0WabbepWX60aq5vO9/dXJ4ruvPsud8EFf3azSyhO1+NRryt//OOf3JMzva30vsX0qDI85KZ4mXvl5pu7Vbw9jlGCLsYNDLsZeAIJHFZeI4YxjYOMeJ9lQiJ95plnjlnejuHY3CtVnqSP84uTYwjVPA+f8V2jPuC84qIGxzYDlhWCjaTDIMAqY+YsBodBkl3k2ivahqOPZxhIrP71r3+NOu9GENzxDGM7J/qIRDZO+CcSnMfvfve7MLtg0Ecbb7xxGMvxAHmlOBbLssFnJCNp32WF4I7kyApHyHre1SLANvHKHAKteBXMZIUgOk7QCUSZFWzVDpgNNhtFsJt3ppDkGFsYB+bYqKwzca2AvSKRsySDRJuVU8ze5AFfQXJiwSC6EAecnQL7gG9Ngs+sp795oNhF8QTYJ8fKu0+2Y7xt9ojkrx2FdgovFA7zQjCNHMf+g9VZ3HDPis6NoNDACjBb0YXtLmOFUVbQxbiIUiTW4vdxYm+xSFzYR1/ju+UDvvg///lPJruCjl1//fWjkyDoYNZ7/JQFMshYx/1Dwo0uW6zWCPqDyYG4v9s51tgT7LjtH3lkiXvZ8VynQc4ozpi9RN7wT0Unklb1tnfrrbcK+yUpNrgWfa638ef98Y9u+vTptU/LhUe6MbmCHlR8XNPf/0KhDyhiv2r77Rbyk0rQxbiBIcGIIaQoTdIoZoHKWJzUsq94hrks/vznP7vzzjtv1HEASsWymTwJKO2sl4TzWbOkJukUY4eZlbRgg8C37OAXhxHPWOQF4xyvTuCcSdBxlo0gsaMKHy9Zssp+JyvxZcLSdm48Ejtdxm+rrbbq2DLJJDY7Z4lMDDqBbFqVuAjoGsGdBekk2kUCteTsHLYBG4GcTGYIRElW4vHjUhcLLIvCuMUrcuj/vHYdGO945p3CSqttywI2YqONNhojawTnXKeYJRkD+uC///3vmEtsCDSZ6WpXoF4P/BR6mtRFxoTxb7VgQLHLZhc5N5K/vCt6kn4RnUf3iwbj9aDIZ89Ezgs2JC6Gcs6sqMsys0oRAxtuhUH6PL5LdbvBt9uy8aKxFm2OV0wxNhTi4pgIn0BCHV8TzcqTSy+9dIwupIFu4d/jSRD8SDwj3wnQE2QxjluwZxTpskwOYKMYa/st/dXOwpzZ8Ti2KcOOjzfIJysEk/6paJy6jB/PHV796tEiv/l/nonuR93dduv/3Flnnjl6LXqZ3Otl+je//o2b8cTjrqe3b9QWs+wd1ll7bffKV75yIbukBF0Eo2pLtzoJyYZV3jFeRZJNAoHkLDKGKYsSoyRZEggM8/e+972FHMxaa60VArk8wQjnh/FPc8wYpGZ9gFMkcImXquV1tICRipMWnCj9lqVCnBX6ds011yw0YwGMKzPE8dhyx/sLL7xwTFCQBJmimGKyBZxvvNy+EbS7E/rAcbLIDjMK3/72t8O5x1CVx6jn1ZkyQf7M4cUgW2mzdnmwYpQVJThOkXNFfmiP9TWy045VNo1grIskBe2G1Ufx+GE3CYJasQP0rxVW8C1FbRSFp1iGKKyw32bLnhnnVvqabZkFpG8MEixWUHGJTRaYCbzgggvGBHv0Q7x0vlOYz0naNHwQiVSRsTGsIG6X3ZDUYLfzQhtpi9l6ZCeZ/JUBSUx8HXoe2Aabi0wDPphEjFmxZlAwJo6wAg99T7GmU4knybkVEjgmOp9XDpGTOHZBD9lvcozQGwrzpoPICNehc/62miQNZn3RmbjgQX8TZ2WJ08oEXeXYBvJ4ySWXhFUQjeBcKdrwpARLACn0McPdzpiCPo/jOew48WpWO96N/ok2cV5xkRZbU9Q/obfES+tt8Aq/8+qstsEsOnL8u9/93l162WW1T8th/vwF7pxzzvV24orQ7r5ILyojw24xr0/bb7/96P2aYjrrKURXgiHB2CIwGNC8ryLKAhh3q/LhoAnGihgxjGlsnOIld0msrSgrwUAjo0Rw9etf/9p99rOfDQ42hm232267MZXiLHB+tDct0eAzvmvUBzgK6zPaUG9fzcBpsK05PvZLn2WdIcoKgQAzFkXGlYCIFQrxDDGFhLPPPjskrfW46KKL3GXeyFogzzkSMFDFzgo6gazwnibz9V4c0xxzIwiOCHQaBWgkpueff7779Kc/HWYgYuhPZs8J8sYTxoagLYZz47NWVytYkM47+lpkWSawDXpqgSX7Sy7N7AQmT0VkiveidrYRJFMU0MwO0CcEdq0kRpag0176HNtcxEbZtmajsU3YqCxt43w4frIvG71ivSVY4i68sd3C5vzoRz+q61sM5OtXv/qVu/LKK0fHDJ2gQIjN7TT0fTzzaZBMxz6gCDbWpkvoaN57ooAlfyYnjIcVecoEn8llV0VWHbEtBefYZnNN7CmnnLJQ8TSGZbk/+clPxswMI9fsqxPFGuSamXsbI8YnrajaDPQwHiNAF+J7ogByRSIUF0GI9dAJ7smQBuNNUZ1VJ6Yz6B7FlDi26xT4LpLq2N/Q9lNPPTX4jnrwVICf/vSnwW8ZxB15Yo8iIM9JO47c5dEf+p1XN/kn5JRCiZ0XRVrOq2icuorf12677uqWXGrpkBxbm0PRrbfP6/P97uSTfxRWTJXFP/7xT/d///eLkJf09Q+MngtL3WElP267+jalrTRVgj7JYRkOCc/hhx/uPve5z7nPfOYzmV+f+tSn3Be/+MWw9K9IsItxt2VAGESUsUiwgCOIZ1owSuzbErQ0UHSuCTn99NNDEs47r1/+8pdemf7Pfec733EHHXSQ+8QnPrFQcg4c79WvfnXuSjznx7ZpyYudR6M+QMltmRzOA+dVNGlhWwtAMXjtmFXkPJPXpGWFgIAZ9OQMPNcJsaIhbak7N3P64Q9/OMZBcmwChrgS2wiCrm9+85u59eGwww4LOnH00Uc3DNiAfiaA51mbBC6x/PF+/PHHuw9/+MPhRUU+CYnV6173uszn1C4I+qlyx0GbJQQEtK1A8G/FqFYSPbbByVt7sFXtmJ1rBMnGCSec4D7/+c+nyk69l8nUV7/6VXfttdeOSSLLgL4hGbV+xS6SSLRy/SIBe1x4LTpu2ChkyxJLs1GNfA02nxnNL3/5y5n7+tBDDw19jE0h+INwTeCrXjUmkeP4+IpjjjkmzPalQdvQ3x//+MdjbiqHHcxjg8qE/ktL0BmX2G8WATtGwoLcAD48eZwsYOspFsQ2Az+XZUlxHvCtrGJArvLCGKZdJsXMKvKWNruKL/nGN74RCq0kMUBSTtG6SBuKwBjFesOYpyUDzaDvkJk45mGMLB4xGEOKx8li1BVXXOFOPPHEYAuT/OUvfwnFr3jFCcdJFug7RdpYY1vOPfdcd+SRR6bGHqyu+frXv+7++c9/jiZ+2D3inyKrSvJAn2PHTfew33lu+MmsNDFH0Zjna1/7WlglUTacF7bL4lRkGZ0q6p8oru26yy5uzTXWDP8ejvxptRDc4y7/+2Xuhyed7J4quJQ+hjjwe8d/N1xuydL23trqGxgeHgrPQd9qq23cJptslh73e0ESOZk5c2blk5/8ZMULD1pY8Uar4h1yxRvA2i+a4xOtilf0ijc+YR+8e0Ne8Q6p9ots+ICt4o1GxStn2E9fX19lv/32qzzyyCO1X4wl2fZWX16oK1/60pcq3rDWjpANH+xUfHIS+o79bL311hVv4Grf5sM7n4pPpiteicO+fBBU+da3vjWmL33CXjnkkEMq3oCF33hlCL+nH7zShs958W/7Tb2Xd7CVt7/97ZUHH3ywtvd8eGWt7LDDDgvtl8/4rhF//etfK2uuuWb4/ctf/vKKDw5q3+SD8fJGdVT+OOePfexjFe88a7+oVHyAGfrRJ7jhN+9+97srPjCtfZsN5POPf/xjZbXVVhs9T17eYVW++93vVnwwX/tlOsirT1IrPlgfsz1yt88++4T+oM2MhU9ugxzFv+O1+uqrVy688MLQljSQu2233Xah7Yq+XvrSl4bjxST1nZfJn8lcLH/IZ7zP5GvXXXet3H333bW9l4d3fpU999wzHMMHFxXvhMMY1CPtvNC/4447rqEt8wFBsFOMI9tgv/70pz+NGaNbb7214pOk8L0P/Cs/+clPKj6prn2bHWyNT5oqPiAebeMb3vCGig9gar8YC/KwzTbbjP7WJ1aV6667rvZtNnySW9ljjz1G99HqywerwV76ILF2hErFBykVH/CGvuE3PiAOv8nTR6bjjBn7wH+85z3vqes/7rnnnsouu+wy2q4NN9yw4gPv2rdV/v3vf1c22GCD8P3KK69c+e1vf1tX9xrB+Z1wwgkVn1CEfSEr+++//5i28Zsf/OAHo36klZcPyCvXXHNNbc+VyvTp08fIgb3Q2ze+8Y2Vc845J+jg008/HeT573//e8Un+0H/k9ustdZalUsvvbS259bAdn/lK18Jfot9o6/IWz3oe3QrtsGMM/bzoYceqv1qYXxwXzn55JNH+3bZZZddSK+xvQcffHCwV/jFD33oQ8EfF8EH+JUttthitI1rr7125bLLLqt9W+X6668P+sj36HMR2aJ9yJHFC/bC/2JzGnHVVVdVNt544zHb2Qvf8/3vf7/yt7/9rXL55ZcHe7X77ruP2jh7ocvHHnts0L16+GQ+yFcc173vfe+rq5eNQD4PP/zwYM/Z1zvf+c7cfty46667KjvvvPPoudC+P/zhDwuNAe18xzveEWTCfssL33bAAQdU/vWvf1WefPLJYE98Yj5qL+IXtuXKK6+s7TEbxHkf/ehHw3HYBzbxZz/7WW6/wflcdNFFIXZItoux2G233SqnnXZaGGf0Gju83XbbLfRbbPOpp57aMDcwG2Z2Dvvxi1/8IlebiaOIp4ir2AdtbDTOjGNsx1t94f+Jv5Bbg/OK27TiiitWfvWrX43xYc3A1hxzzDGj8QW69P73vz/Y26I888yz3k4f5vWhKiP9U6ZWBvzfvPibz5ZeepnK1448qvLc8/nysRj6nrykL+i/zzdqx+DVN1A9zktfumLlDN9vg4PpfaIZdNES3hCOWQaYFSphzLLwDlTek5XprFClTC5hpUrbaIbMy36YEaHC6A1JqC7z4t9Waa4Hbd17770LV8DTZsr5m+p0oyXP3mmElQG0F5iNKVqZpc9oP++Qpc+KwHlxDVl8PVcevGF2r33ta0PfxFDNZuWHN9bOJxTu3e9+t/vYxz4W7twew2wFs/Asa4z7u534JHt0WW4jTP5M5mL5Qz7rQZ/4BKFwn5YJOpecnWPmk7bFnxWBmRmWRgJyit5l6dckbMNsTrzSBNsTz3B2O8hUETvbDMbIB9mjY8UsH7MpyWWreWDMfGAV/qbdjFsR3WPM43FD57F/Zdsogz6I28nlIz6IDecQg976hDessHrXu97l3vve9wb7s++++4ZZeGYrY3yw7HziGWZNxwPOiX6MZ02T9r8ojAVjgr1iX8kl0HnArsUz+vg523eZ4GPxB0VWdbHsGX+SZofwPcwoIhP77LOP+8hHPhLul4LcxjAW22yzTeF4Jy+METLJO7KYtIV5QBfwxaYn7BNbmjxHdB6/nVwxgm9j1dj+++8/6reZiU0uKaad43kJF+fHze54JW0XNvKvf/2rO+SQQ5xPgsOLWeS0exHQfnS/VT1rhtlxs1Vmxzvl49rpn+Ib7CFnrHJqxT8ts8zS7g1veINbfY2qbBFXG4x138AUN2vWs+6E7x/vjv/+Ce6ZWfkfyfrII4+6Y4491v3yl78KN4LrT+jb8PAgB3Nbbr2V2+FVO3h78sLMeowSdNESGFKSoLxg2OOlcSSaRY0Y25Gg2/Ykm+0K5FBglra/5jWvqV63UgAMWdJJ2meN+oDzIYm2ogbOj6CmCBw7LmoQBNFnNh5lQtDFcrEiyRV9zDK3zTbbLFXOMNY4S+7+mnY3XYohXN9D4NgpaHPSqZcJS2V333330bEbTxhTAv04iSEARpaLjLdh8mgBBsFs0UQPCCrjYBFZyXIjyW6hXTLFfimwxMkbgR12pggkryToZnux60WLiOg7tiOWc5IBS/7LJtnHJHB77bVXWBKdBpcbcTMonvDBDbBseXwSlsu//vWv76gNSkI/xsfHz5RxGQr+wvSIfaJnjXxYI2gL2zMOgAy1w49jn7gnSZEEHRvCpQ/1loiTGNFmEmJ0IQkyTeJJgaBTWD9aEaWVBJ3t4iIM++Zck3EDv9thhx2C30/j7rvvDpdGcplXWrKFrecSrqK2owzoJ86hXiGF8SWGpW/jJM+gj3bcccdwr4F2g1yhz7FM07ZksbBdtMs/EUNwXvEY4J+scF8Unjn++tfvHsZoZLh6/y2DviRJf/qpp9xx3/ymO+KLR7i7vLxmhaX+h33mMPeT007zsfo8n5xPHdM3IxzLyws2+e1ve5tbddX6N1FWgi7GBTPsGDmUEMfcitOIrzHFScaJbJlQQT/ggAOC0SgKRoHt48CTv+MiQxo4QYyTzaDjxIomaRgMto9n7JmxjK8BKwuMK466SEAE9AszxkWKEcx27Lbbbg37dSKBnuy3335hVUI3gBwRyMRjQ1DFZ0UwR2azpbaapZVED5JtIskj2St7dm4ign7FyRuJJ9dYpwWdzcCuY3vjwmuR610NxiwurGCjGLdOsckmmwTb04r9YAaNQL2VglWrWNHMipycTxkz6ATK6CngizhG0X3ix2mT+TT8N0mG2YCyoA/WXnvtIPd5scSzqP2lf97ylrcEO94pzNYBfdtKEYXt4sK+xSRpsRaPSN1jjz3GxBhZYYUBhZDx1BniFor7zEwXgZlfCnxFJ1HygmzFMs24Y8eJhycy2ITYP1Fc57xa8d3LLLuMe+c++7i1112P2QDv68b2ETaCxHr288+7H/3oJHfQgQe50884o+GjArk2nnuP8Nszf/Mbt4DcJpGcw7D/vMfv/9U7vNrttsuuDWVcCboYFzDssWOPq7J5QZmoRsWzAey77GQTR0NyvvPOOy+kdHkwJxefL46fPjDHlwbFDCs8WGJUtKgB9Bkvg/5qR/DLuBSdsQDOkRko7pqfBxKDt73tbSEYWxRAzlk6ScIwnoFLkmTyy9/JpY15ISingGfBOcWkovIDFphagmKJZNos12QDPaHAaX1DnzMbXKTAybYE7JagM26t2Chmn+PgzJY9FykeFIEVOCxhZ9azCMgc25OsjCeMQXzZCTYZPW3VjsQrGtg3413UN7J9MkHHBhSRw2bg91i+bLP1ecCfYIPjeCMrJHydLtZQ1IpXOXDuRXWSsYljNZudT7OjxEsUIzbffPPaJ9lAZ/Bz3XAJF4/RJfbIu3yb37/pTW8KxblWYsU8YKsoJsR2nMc9mg+dqFDgKMs/xSCXb3/7293iSyzhRobGzqID4zYwFVvU6/7xj8vdRz5yiNv3fe9zR3z5y+6cc891//73Fe7fV1wR/j78i1907913X/eJT37SXXf9da6nr98NpCTn4dFulRF/PquEfa28SmMZV4LeAjagrVRyythHTNb9dPp4SaiCJSvvrSab8QwbDiltGUzR9uKQuG6Ku2rXW/KUFc4zeb6WtDfqA5ygnRO/b6USDiQ8cWKF4WP/VnE149KqrGBYmXGIq7t598nKhYMPPjhXoMv1owQIrfRR2RTtS/rwHe94R7jWjSC4E2RtK4FYnETFMyzNqHcMnC+zZ7ZaBP1uZRyT+mLB/0QJXhqNhX1XVLYYK/TLEg76nDsAW9/nwYqIrIAg+WnVrtu4WSLFuKUlBEXPPQvchZnrifOumqLN6CyzaO1IyPKcM2NM+03+KaDFOtuIevJlq1ysGEMg3UphDjmJC9e2yq5eIN7KmGOzij5dhG0ZV55dnAdWc+HDYj+YlaLnynYUUexSIXScOKlo0ogcx2PE/ikA1BsjCvPcqyGeCGgEfu7Nb35zSIpb0Rnrr1ZkBJBp7i3BIxfzsPXWW4f74+SZPW+1zeg4s/bIJ3DpALO6pp/jRRnnReHBZI7zofDQ6nktttg09+537uO227Y68cO14mn0DwyEmfA5s593l116qTv26KPdgQce6PZ+697urXvv7eX7QHfcN77h/vXPf7oF8xeEpL6e7A4PsWJ4wO3t49Jddt5ptOhQDyXoBaB6T/BiwR0VZIQljwDyW/Zh1eci+wB+Tztstpi2YYzrzTDwOYpbVmBKuzmPvO1mlsWeC4pxZxanlZtM4GjNMAHBPcbJkk0bs3qOpBEENtzIhEcdZQ1qGoFzZGYoXnpE/zVznCTPd955Z/ib4AXj30qfsW28/JRgi2vDzPDRJv62a8R4L7pciiA7vuELy2jZdz05TYIh45o0AuUsQRXXrPP88Cw3mSHQpD1lQfGJ8YmhL2N9zwN9x3nzuJ52rwZgfK2NnANtbjZGyFFcNMgya8o+OY7JE/0f6yaygSzasRnzVgI2a6ONC8dDlzi/JLQplgdsKzKSh+Q+WoU2pNku+smOwzt2Pa8tJgBi5tKSXvbBI4PS2p88L2Q9TpYZ07vuuiv8zW/LsFHsw+TEbGA8bnEftEK9cSbRptDHDcCyJhrALGs7CmrmyzhviPWoHgS3tN22Ybat2aUHyBGyYH3LcWx74G90NC60s9+i0M/4xVjOkaX4XhGxrea9iD8Hu+wq9rd59JzE87Of/Wx4zwIzgMhP1qSedmGrknFds3FOQv/wSDCKZoBdpo+LQrviiRDgUVLEW2lgs7mh7gEHHDCaYDWC+/t89KMfDT6vCPQTcYrJBTJSxCbGMNOKHmdd6s7KDB5Xxux7VmIbZm3OC8WX2I4jP7fcckvQ2yRJO94q+IFkPzMW8XnRjiL6il0h7jbdxPbxqN0y2r/ueuu6D334Q26Vl70sPBc9udTdQO4Hpi3m+n3y3dvX73VxtpvhdQq9eu6558NnfDfg21oPknPYYsstgz5k0cO+r/EAO5ELBAWnRPBAxQoFZraO4Nkq/c1AQag8MvAoPgnFTjvtFG4ekiegQSEQVISfyuaGG24Yrt2hgpe2BIu2U1HlGNz8BgfD3WWLvJgVpbLIki2Om7XdtJn+w/Eyw7LtttuGuyoWqSwb9Cd9wDkzG0S7WBJNG0nubMxwElnOm7FkLGgXz8nlut881dBm2Ljh7DgW17VxvVYjpaW/qByyDddo0TbOLw4y8oKxQ2aRQSr83JCNscSRY2CRUfqWPkOuGKu4EJIVjsH+eKfggc5wqUCem8chX7QNSCDiYDGGm6jxrFLuIpsFnAYzNQTSjD1tSspD1hc3hOH4XPcey7PpO7LIKoAs8sdvuBkc8veBD3yglOJQM3Dq9IXNMKHb6FKj4Ar5ow8JDNAZEhO2bTSu6CPODX2lP6zPLAjC2VNgox0cH91APvPYxhjaSPt4EcTQTo6JnUzKM8embcwGMg4sb8a+JwPTRlg/kgQxnq3KlPkY9ND0HRuCTaAvSQA4H37D75tV5mPQSeQTfaJvCDAJLtH3pM3jvAjG+Rzbg73gmBZQY9MYN+wY3yG/yHFWv5jEZIt3ztFsFDJB4EYfWJEAX1zEn3G+jLOdS9o4I3ccExtB0pi2OstAprlDNQVdxr1szJZw7hQgSfpIbBqt7EIe2I6Ej36i2Il/TIsRjLhv6XtiFGw2uoNuMy74I8YWmeO7Zu1oBj6CNlJMYEy4BwC+0Qoj+Cv8OPKHTmAz8PemE1nh9/g4YgbGFBnAFhCDZfXzyD/6cvvttwddrwe/O+KII8JMbLPCZQz9EMd1jHOavWoEY8d1s9gI+okxos+KrBww6Dv0HB1n3LEVjBF9kQZ6it5iV0msaFMa+Jqjjz46nGNRLM6jnznfojYxhu2wK9gF7jaP7tUDeeVZ6BT0sh4vqWdm64vYcfQHHUFmzI4jN0mZtpiHMcQGluGfuHwDe2S6SFvwT7wT89lYxD4sC5wX44rvQcY4JvKE/WpWZGxGj//faj7+eN7r2dVXX+MGF8wPzyqv1z4+ZUxoU5+3geHlk3M+a3RG9AHL6FdaaWX3pS8d4WPTXf0xmo9tjxeO4qWlSQpdhoAjMHQ8g4URyhM8sg+254Xw4fAIgtlHHuEFtie44h1BwTjRnrT9xG1vdejZnnMv0m6MEQabNtNeAoU8xiiJ9Sf7ZEysP80hFjlvzgdH1kq76kEbGDPaA9YHjfowHmfOD0dN/7cCx6df0mSHNto40af0Zz25ykLc/lhn8u4PB3Teeee5n/3sZ8FhEsTQdhJYAhCWH+W5ZpRzo12ca9FzM+gzxoZz493gc/qaF4FyluPwG8Y43k+7ieWSPjUdatZe+o7tADluZgs5DnLFcUxf2c7ONR4T2pFln82I5Y99sj/Gib9j4mMDv8trn6wfbR+twL7q+Rj2b3bU5K5IP1mCzn7AxiNpX2gL+mfnlfyd7YfvW2lPjJ0j+47HzWQy/r6o/nJeWcaZ3/E4pTPPPNNddtllIcjFfrINQTBJJdfPvvWtb801254H2mB2G1nN4juA3zJ2jDH9h24328aOwzZJm83++I7+5+9W/QMkda+ZfPEd70WhPzhHyDL+afB4tV/+8pfu0ksvDfLA/mgvRSsK6VwaR+Kf1KVm0Oemk7Qp9s1ZQVYYI7OzZYwR+0Tf2C9/Zx0HkrWzzjor9BUrL+h7tiGZpACL36aw2wrx+SIr7N9ktlXov3/+85/ujDPOcP/+979DIQA5ZN9MNDHGjDVjnpdYz1pps+kH+wEbm6TsxXrWiiwAfc7+kzLA5+zfbHOr52W2i/bWO6+iUFQ+7DOfdeeee45vuLcFXtf8gWrftgb9MOQT/8UWW9wf4zPu8M9/LnMRUwm6EGJCQjD0v//9L8x2YvSp5FIJxnALIUS7IKC+5557QqLB0mMCRWa/SNDj+3qIyQHJFUvJWV3BEmsSYWYTmcVsZUXBogg3+LKZa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Scisynopsis reserve the right to restrict or suspend any user’s access to the websites.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Registration and Payment Methods</h3> <div class="inner-content"> <p><p style="text-align:justify">Registration and the slot for the final program will only be finalized or confirmed once we receive the payment. We have three modes of registration options:</p> <p style="text-align:justify"><strong>Online Registration:</strong> Registration can be completed from the respective conference website through credit or debit card with international transaction facility through secure online payment gateways. Also, through credit card authorization the online registration can be done.</p> <p style="text-align:justify"><strong>Offline Registration:</strong> For offline registration the user will be provided with the bank account details with their billing details to complete registration through wire transfer. Please quote your invoice number as a reference. The confirmation will be provided once we receive the payment.</p> <p style="text-align:justify"><strong>Onsite Registration:</strong> Registration can be completed at the venue of the conference. The acceptable mode of payment is by cash or through credit card authorization.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Request for Invitation Letter</h3> <div class="inner-content"> <p><p>Invitation letter will be provided to only those who are registered for the conference.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Cancellation Policies</h3> <div class="inner-content"> <p><ul> <li style="text-align: justify;">We strictly adhere to our cancellation policies and cancellations should be made in writing.</li> <li style="text-align: justify;">Scisynopsis have the right to change the policies without any prior notice as last minute changes.</li> <li style="text-align: justify;">The Organizer holds the sole right to cancel or postpone the conference or webinar in case natural disasters, calamities, terrorism activity, pandemic, unavoidable and unforeseeable circumstances and the same will be intimated to the attendees from the respective program managers.</li> <li style="text-align: justify;">Organizer will not be responsible for any loss or damage as a result of substitution, alteration, postponement, or cancellation of an event which will be beyond its control including without limitation, force majeure, natural disasters, pandemics, sabotage, accident, trade or industrial disputes, terrorism, or hostilities.</li> <li style="text-align: justify;">If the conference/webinar is cancelled or postponed due to the cause which will be beyond control of organizer the registrations remain valid for the next future conferences or webinar. The registration and accommodations paid will automatically carry forwarded to the future events. Refund Policies will not be applicable in these cases.</li> <li style="text-align: justify;">If registrant is unable to attend the next scheduled date of the conference/webinar they will be eligible to get the full paid amount credit which can be used to attend any Scisynopsis conference organized within period of 12 months.</li> <li style="text-align: justify;">Liability of personal injuries or for loss or damage to property belonging to the delegates, either during, or as a result of the conference/webinar will not be accepted by organizer.</li> </ul> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Refund Policies (Conferences, Webinars & Accommodations)</h3> <div class="inner-content"> <p><ul> <li>Refund policy will be applicable only when the registrant is eligible to get the refund. Considering the advance payments towards Venue, Printing, Shipping, Hotels, and different overheads, we needed to keep Refund Policy is as following slabs, and all bank charges will be for the registrant's account.</li> <li>Cancellation before 120 days of the conference: Eligible for Full Refund (with a deduction of 150 USD/150 EURO/150GBP towards administrative/service fee)</li> <li>Cancellation within 119-90 days of Conference: Eligible for 60% Refund</li> <li>Cancellation within 89-46 days of Conference: Eligible for 40% Refund</li> <li>Cancellation within 45 days of Conference: Non-refundable</li> <li>E-Poster Payments will not be refunded.</li> <li>The registration with limited costs (special discounts) is transferable to a person or event but not refundable anytime in cash/credit.</li> <li>In the case of VISA refusal, the paid amount can be transferred to the other conference or can be refunded as per the time policies mentioned above.</li> <li>Cancellations received no less than 25 days before the scheduled broadcast start time will be eligible for full refund.</li> <li>Cancellation requests received less than 24th day before the scheduled broadcast start time. Will not be eligible for refund.</li> <li>Your webinar registration includes access to the live-webinar broadcast only.</li> <li>All webinars are recorded, and the recordings will be accessible via Pay Per View and the Members' Only Area.</li> <li>All cancellations or alterations of registration or registrants to be made in writing to Conference Mail ID & <strong><a href="mailto:accounting@scisynopsis.com">accounting@scisynopsis.com</a></strong></li> </ul> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Insurance and Transportation</h3> <div class="inner-content"> <p><p style="text-align:justify">Insurance is not included in the Registration. Transportation from Airport to hotel completely depends upon the hotel facility. On request we can arrange the transportation for the attendees and the cost will be responsibility of traveler.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">When will you Receive your Refund?</h3> <div class="inner-content"> <p><p>The process of refund initiation will take 30-45 working days and through the original mode which the registrant is paid during registration. The processed refund may take up to 9-10 business working days to get reflected in the account or statement.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Responsibility</h3> <div class="inner-content"> <p><p>The attendee will be solely responsible for all their belongings at the venue. Whatever be the reason the organizer will not be responsible for any stolen or missing items of attendees.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Unsolicited Commercial E-Mail (Anti-Spam) Policy</h3> <div class="inner-content"> <p><p style="text-align:justify">Internet user privacy is of paramount importance to Scisynopsis Conferences and our customers. We support the protection of client and consumers’ privacy rights as a fundamental element of our business.</p> <p style="text-align:justify"><strong>Message Recipient Policy</strong> - Before clients can receive mail from us, advertising, or promotions, the client must have agreed to receive such messages. Any recipient may request at any time to be removed from our list, and we will comply with that request. In addition, we will thoroughly investigate any allegations made by recipients relating to unsolicited messages.</p> <p style="text-align:justify"><strong>Policy against advertising our website using unsolicited email messages</strong> - We require that all e-mails from Scisynopsis Conferences are sent only to clients who have agreed to receive such messages. We prohibit any advertising of our brand and Web site using unsolicited email messages. Not complying with this policy will cause partnership termination and/or affiliate account termination. Unsubscribe any time - We require that each e-mail message sent out from Scisynopsis Conferences includes an easy way for subscribers to remove themselves via an unsubscribe link or by replying to the email with unsubscribe.</p> <p style="text-align:justify">If you receive a newsletter or email and decide you don’t like it, simply click the unsubscribe link at the bottom of the email.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Authorization Policy</h3> <div class="inner-content"> <p><p style="text-align:justify">By registering for the conference you grant permission to Scisynopsis Conferences to portrait, record, and use your name, likeness, image, and comments and to publish, reproduce, exhibit, distribute, broadcast, edit, and/or digitize the ensuing pictures and materials in publications, advertising materials, or in any other form worldwide without compensation. Taking of pictures and/or videotaping throughout any session is prohibited. If not interested with sharing your picture in website for promotion, you can write down in the email.</p> </p> </div> </div> <div class="row" style="padding: 0 20px;"> <h3 class="font-family-medium theme-text-color lh-10 pad-2">Contact Us:</h3> <div class="inner-content"> <p><p>For any further queries, you can contact us at below details:</p><p><a href="mailto:info@scisynopsis.com">info@scisynopsis.com</a></p><p><a href="mailto:contact@scisynopsis.com">contact@scisynopsis.com</a></p><p>Ph. No: +1-770-450-8674,</p><p>WhatsApp: <a href="https://wa.me/+1-770-762-9823?text=">+1-770-762-9823</a>,</p></p> </div> </div> </div> </section> </div> </div> </div> </div>  <div class="copyright text-center text-white"> <h4>Copyright @ Scisynopsis-2024,All Rights Reserved. </h4> </div> <script type="text/javascript">function add_chatinline(){var hccid=43380229;var nt=document.createElement("script");nt.async=true;nt.src="https://mylivechat.com/chatinline.aspx?hccid="+hccid;var ct=document.getElementsByTagName("script")[0];ct.parentNode.insertBefore(nt,ct);} add_chatinline();</script>  <script type="text/javascript"> /* (function () { var options = { facebook: "", // Facebook page ID call_to_action: "Message us", // Call to action position: "left", // Position may be 'right' or 'left' class : "facebookCls", }; var proto = document.location.protocol, host = "whatshelp.io", url = proto + "//static." + host; var s = document.createElement('script'); s.type = 'text/javascript'; s.async = true; 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$('#show_'+dataId).html(qty); var selRadio = $('.sprice_'+dataId).val(); if(selRadio > 0) { var pName = $(this).parents('tr').find('label').text(); totalFun(dataId,qty,selRadio,pName); } } /*-----555------*/ if($('#selected_qty').val() == '0'){ $('.newadon').prop("checked",false); $('.newadon').attr('disabled',true); $('#selected_cat_id').val(0); $('#selected_subcat_id').val(0); $('#selected_amount').val(0); $('#total_Amount').val(0); $('#totalAmount').val(0); $('.selRadio_'+dataId).prop('checked',false); $('.qty-right-plus').attr('disabled',true); $('.qty-left-minus').attr('disabled',true); $('.addonRadio').prop('checked',false); $('.adstq').val(0); $('.adstm').html('<i class="fa fa-usd" aria-hidden="true"></i>'+0); calculateSum(); $('.mct').text(''); removeCatRow(dataId,$('.sprice_'+dataId).val()); } /*-----555------*/ } }); }); $(document).ready(function(){ var qty=0; $('.quantity-right-plus').click(function(e){ var dataId = $(this).attr('data-id'); e.preventDefault(); if(dataId != '') { var quantityTotal = $('#quantity_'+dataId).val(); if(quantityTotal < 50) { var quantity = parseInt($('#quantity_'+dataId).val()); var qty = quantity + 1; $('#quantity_'+dataId).val(qty); $('#selected_qty').val(qty); // var selRadio = $('.selRadio_'+dataId).val(); ; var selRadio = $(".sprice_"+dataId).val(); if(selRadio > 0) { var pName = $(this).parents('tr').find('label').text(); totalFun(dataId,qty,selRadio,pName); } } else { alert("You Can Not Select More Than 50"); } } }); $('.quantity-left-minus').click(function(e){ var dataId = $(this).attr('data-id'); e.preventDefault(); if(dataId != '') { var quantity = parseInt($('#quantity_'+dataId).val()); if(quantity>0) { if(quantity == 1) { var qty = 1; } else { var qty = quantity - 1; } $('#quantity_'+dataId).val(qty); $('#selected_qty').val(qty); // var selRadio = $('.selRadio_'+dataId).val(); var selRadio = $(".sprice_"+dataId).val(); if(selRadio > 0) { var pName = $(this).parents('tr').find('label').text(); totalFun(dataId,qty,selRadio,pName); } } } }); }); function applyreg(){ $(".selRadio").each(function(){ if($(this).is(":checked")) { $('.quantitytotal').val(0); var dataId = $(this).attr('data-id'); $('.btnbtn').attr('disabled',true); $('.showAmt').html(''); if(dataId != '') { $('#scingroup').val(1) $('.tdactive').removeClass('catActive'); $('.catActive_'+dataId).addClass("catActive"); $('.btn_'+dataId).attr('disabled',false); //var selectedAmt = $(this).val(); var selectedAmt = $(".sprice_"+dataId).val(); if(selectedAmt > 0) { $('#selected_qty').val(1); $("#show_"+dataId).html(1); $('#selected_amount').val(selectedAmt); var catid = $(this).attr('cat-id'); $('#selected_cat_id').val(catid); $('#selected_subcat_id').val(dataId); var qty = 1; var selRadio = $('.sprice_'+dataId).val(); var pName = $(this).parents('tr').find('label').text(); totalFun(dataId,qty,selRadio,pName); /*-----666------*/ $('.selRadio_'+dataId).prop('checked',true); $('.newadon').attr('disabled',false); /*-----666------*/ } } } }); } function totalFun(dataId,qty,selRadio,pName) { var catAmt = parseInt(qty)*parseFloat(selRadio); $('.selRadio_'+dataId).val(catAmt); var showAmt = '<i class="fa fa-usd" aria-hidden="true"></i>'+catAmt; $('#quantity_'+dataId).val(qty); $('.showAmt_'+dataId).html(''); $('.showAmt_'+dataId).html(showAmt); $('#summery').show(); $('#summeryMainCat').html(''); $('#summeryMainCat').html('<td>'+pName+'</td><td>'+qty+'</td><td>'+'<i class="fa fa-usd" aria-hidden="true"></i>'+selRadio+'</td><td>'+showAmt+' <a href="javascript:;" onClick="removeCatRow('+dataId+', '+catAmt+')" >Remove</a></td>'); $('#totalAmount').val(catAmt); calculateSum() } function removeCatRow(catid,amt) { $('#mainCat_'+catid).html(""); var totalamt = $('#total_Amount').val(); var newamt = parseFloat(totalamt)-parseFloat(amt); $('.catActive_'+catid).removeClass("catActive"); $('.quantity_'+catid).val(0); $('#quantity_'+catid).val(0); $('#summeryMainCat').html(''); $('#quantity_'+catid).val(0); $('.showAmt_'+catid).html('<i class="fa fa-usd" aria-hidden="true"></i>0'); $('.selRadio_'+catid).prop('checked',false); calculateSum() } $(function(){ $('.addonRadio').unbind().on('click',function(){ var dataId = $(this).attr('data-id'); var datacatId = $(this).attr('data-cat-id'); if($(this).is(':checked')) { if(dataId != '' && datacatId != '') { $('#addonsubcatid_'+datacatId+"_"+dataId).val(dataId); // $('.adonbtnbtn_'+datacatId).attr('disabled',true); //$('.adonquantity_'+datacatId).val(0); $('#adonquantity_'+datacatId+'_'+dataId).val(1); $('#addonquantity_'+datacatId).val(1); $('#adonshow_'+dataId).html(1); //$('.adonshowAmt_'+datacatId).html('<i class="fa fa-usd" aria-hidden="true"></i>0'); $('.adoncatActive_'+datacatId+'_'+dataId).addClass('adoncatActive'); $('.adonbtn_'+datacatId+'_'+dataId).attr('disabled',false); var selectedAmt = $(this).val(); if(selectedAmt > 0) { // $('.adonshowAmt_'+datacatId+'_'+dataId).html(''); $('.adonshowAmt_'+datacatId+'_'+dataId).html('<i class="fa fa-usd" aria-hidden="true"></i>'+selectedAmt); $('#summery').show(); var qty = 1; var catAmt = parseInt(qty)*parseFloat(selectedAmt); var showAmt = '<i class="fa fa-usd" aria-hidden="true"></i>'+catAmt; var pName = $(this).parents('tr').find('label').text(); $('#mainCat_'+dataId).html('<td>'+pName+'</td><td>'+qty+'</td><td>'+'<i class="fa fa-usd" aria-hidden="true"></i>'+selectedAmt+'</td><td>'+showAmt+' <a href="javascript:;" onClick="removeRow('+datacatId+','+dataId+', '+selectedAmt+')" >Remove</a></td>'); $('#cattotalAmount_'+datacatId).val(catAmt); calculateSum() } } } else{ var selectedAmt = $(this).val(); //alert('Here .adonshowAmt_'+datacatId+'_'+dataId) $('.adonquantity_'+datacatId+'_'+dataId).val(0); $('#adonquantity_'+datacatId+'_'+dataId).val(0); // $('#addonquantity_'+datacatId).val(0); $('.adonshowAmt_'+datacatId+'_'+dataId).html('<i class="fa fa-usd" aria-hidden="true"></i>0'); calculateSum() removeRow(datacatId,dataId,selectedAmt) } }); }); function removeRow(catid,id,amt) { //alert(id+" === "+amt) $('#mainCat_'+id).html(""); var totalamt = $('#total_Amount').val(); var newamt = parseFloat(totalamt)-parseFloat(amt); $('.adoncatActive_'+catid+'_'+id).removeClass('adoncatActive'); $('#adonquantity_'+catid+'_'+id).val(0); $('#addonquantity_'+catid).val(0); $('.adonshowAmt_'+catid+'_'+id).html('<i class="fa fa-usd" aria-hidden="true"></i>0'); var prr = $('.addonprice_'+id).val(); $('.addonRadio_'+id).prop("checked",false); $('.addonRadio_'+id).val(prr); calculateSum() } $(document).ready(function(){ var adonqty=0; $('.qty-right-plus').click(function(e){ var dataId = $(this).attr('data-id'); var datacatId = $(this).attr('data-cat-id'); e.preventDefault(); if(dataId != '' && datacatId != '') { var quantityTotal = $('#adonquantity_'+datacatId+'_'+dataId).val(); if(quantityTotal < 50) { var adonquantity = parseInt($('#adonquantity_'+datacatId+'_'+dataId).val()); if(adonquantity == 0) { var adonqty = 1; } else { var adonqty = adonquantity + 1; } $('#adonquantity_'+datacatId+'_'+dataId).val(adonqty); //var addonselRadio = $('.addonRadio_'+dataId).val(); var addonselRadio = $('.addonprice_'+dataId).val(); if(addonselRadio > 0) { /*-----777------*/ $('.addonRadio_'+dataId).prop("checked",true); /*-----777------*/ $('#addonquantity_'+datacatId).val(adonqty); var catAmt = parseInt(adonqty)*parseFloat(addonselRadio); var cc1 = $('.addonRadio_'+dataId).val(catAmt); //alert("cc1 "+cc1); var showAmt = '<i class="fa fa-usd" aria-hidden="true"></i>'+catAmt; //$('.adonshowAmt_'+datacatId).html(''); $('.adonshowAmt_'+datacatId+'_'+dataId).html(showAmt); var pName = $(this).parents('tr').find('label').text(); // $('#mainCat_'+dataId).html('<td>'+pName+'</td><td>'+adonqty+'</td><td>'+''+addonselRadio+'</td><td>'+catAmt+'</td>'); $('#mainCat_'+dataId).html('<td>'+pName+'</td><td>'+adonqty+'</td><td>'+'<i class="fa fa-usd" aria-hidden="true"></i>'+addonselRadio+'</td><td>'+showAmt+' <a href="javascript:;" onClick="removeRow('+datacatId+','+dataId+', '+catAmt+')" >Remove</a></td>'); $('#cattotalAmount_'+datacatId).val(catAmt); calculateSum() } } else { alert("You Can Not Select More Than 50"); } } }); $('.qty-left-minus').click(function(e){ var dataId = $(this).attr('data-id'); var datacatId = $(this).attr('data-cat-id'); e.preventDefault(); if(dataId != '' && datacatId != '') { var quantityTotal = $('#adonquantity_'+datacatId+'_'+dataId).val(); if(quantityTotal > 0) { var adonquantity = parseInt($('#adonquantity_'+datacatId+'_'+dataId).val()); //var adonqty = adonquantity - 1; if(adonquantity == 1) { var adonqty = 1; } else { var adonqty = adonquantity - 1; } $('#adonquantity_'+datacatId+'_'+dataId).val(adonqty); //var addonselRadio = $('.addonRadio_'+dataId).val(); var addonselRadio = $(".addonprice_"+dataId).val(); if(addonselRadio > 0) { $('#addonquantity_'+datacatId).val(adonqty); var catAmt = parseInt(adonqty)*parseFloat(addonselRadio); var cc = $('.addonRadio_'+dataId).val(catAmt); //alert("cc "+cc); var showAmt = '<i class="fa fa-usd" aria-hidden="true"></i>'+catAmt; // $('.adonshowAmt_'+datacatId).html(''); $('.adonshowAmt_'+datacatId+'_'+dataId).html(showAmt); var pName = $(this).parents('tr').find('label').text(); //$('#mainCat_'+dataId).html('<td>'+pName+'</td><td>'+adonqty+'</td><td>'+'<i class="fa fa-usd" aria-hidden="true"></i>'+addonselRadio+'</td><td>'+catAmt+'</td>'); $('#mainCat_'+dataId).html('<td>'+pName+'</td><td>'+adonqty+'</td><td>'+'<i class="fa fa-usd" aria-hidden="true"></i>'+addonselRadio+'</td><td>'+showAmt+' <a href="javascript:;" onClick="removeRow('+datacatId+','+dataId+', '+catAmt+')" >Remove</a></td>'); var totalAmt = $('#totalAmount').val(); var totalAmount = parseFloat(totalAmt)+parseFloat(catAmt); $('#cattotalAmount_'+datacatId).val(catAmt); calculateSum() } } } }); }); function calculateSum() { var sum = 0; $(".newadon").each(function() { if($(this).is(":checked") == true) { if(!isNaN(this.value) && this.value.length!=0) { sum += parseFloat(this.value); } } }); var mamt=0; $(".selRadio").each(function(){ if($(this).is(":checked") == true) { mamt += parseFloat(this.value); } }); //alert("mamt : "+mamt); //alert("sum : "+sum); var total_Amount = sum+mamt; var tant = $("#total_Amount").val(0); var totAmt = parseFloat(total_Amount); $("#total_Amount").val(parseFloat(totAmt).toFixed(2)); //alert(totAmt) //$(".total_price").html(''); $(".total_price").html('<i class="fa fa-usd" aria-hidden="true"></i>'+totAmt); } $(function(){ $("#isShip").unbind().on("click",function(){ if($(this).is(":checked")) { var designation = $("#designation").val(); $("#shipdesignation").val(designation); $("#shipdesignation").attr('readonly',true); var firstname = $("#firstname").val(); $("#shipfirstname").val(firstname); $("#shipfirstname").attr('readonly',true); var lastname = $("#lastname").val(); $("#shiplastname").val(lastname); $("#shiplastname").attr('readonly',true); var usr_email = $("#usr_email").val(); $("#shipusr_email").val(usr_email); $("#shipusr_email").attr('readonly',true); var country = $("#country").val(); $("#shipcountry").val(country); $("#shipcountry").attr('readonly',true); var category = $("#category").val(); $("#shipcategory").val(category); $("#shipcategory").attr('readonly',true); var company = $("#company").val(); $("#shipcompany").val(company); $("#shipcompany").attr('readonly',true); var phone = $("#user_phone").val(); $("#shipphone").val(phone); $("#shipphone").attr('readonly',true); var whatsapp_number = $("#whatsapp_number").val(); $("#shipwhatsapp_number").val(whatsapp_number); $("#shipwhatsapp_number").attr('readonly',true); var address = $("#address").val(); $("#shipaddress").val(address); $("#shipaddress").attr('readonly',true); var cd = $('.country_codevalpop').html(); $(".mydiscls").show(); $('.mydiscls').html(cd); } }); }); function validateReg() { var termschk = $("#termschk"); if($(termschk).is(":checked")) { var scingroup = $('#scingroup').val(); var total_Amount = $('#total_Amount').val(); if(scingroup > 0 && total_Amount > 0) { $("form#registForm").submit(); } else { alert("Please Select Atleast One Registration"); return false; } } else { $(".errAgrre").show(); return false; } } $(".payment-meathod").click(function(){ if ($(this).is(':checked')) { var clickVal=$(this).val(); $("#payment_meathod").val(""); $("#payment_meathod").val(clickVal); $('.actpay').removeClass('activepayment'); $('#payment_'+clickVal).addClass('activepayment'); } }); function checkCouponCode() { var scingroup = $('#scingroup').val(); var total_Amount = $('#total_Amount').val(); var currencyId = $('#currsel').val(); if(scingroup > 0 && total_Amount > 0) { var coupon_code = $("#coupon_code").val(); var conferenceId = $('#conferenceId').val(); if(currencyId != '') { if(coupon_code != '') { $.ajax({ type: "POST", url: baseurl+'conferences/checkConferenceCouponCode/'+conferenceId, data:"&coupon_code="+coupon_code+"&total_Amount="+total_Amount+"&conferenceId="+conferenceId+"&currencyId="+currencyId, cache: false, success: function(msg) { if(msg > 0) { if(currencyId == 1) { var cr = '<i class="fa fa-gbp" aria-hidden="true"></i>'; } else if(currencyId == 3) { var cr = '<i class="fa fa-euro" aria-hidden="true"></i>'; } else{ var cr = '<i class="fa fa-usd" aria-hidden="true"></i>'; } $('#appliedcoupon_code').val(1); $('#appliedcpn').css("display","inline-block"); $(".total_price").html(''); $(".total_price").html(cr+msg); $(".totalcost").html(''); $(".totalcost").html(cr+msg); $("#coupon_amt").val(msg); } else { alert("Invalid Coupon Code. Please Use Different Coupon Code."); $("#coupon_code").val(''); $('#appliedcpn').css("display","none"); } } }); } else { alert("Please Enter Coupon Code"); } } else { alert("Please Select Currency"); } } else { alert("Please Select Atleast One Registration"); return false; } } function checkDisCouponCode() { var scingroup = $('#scingroup').val(); var total_Amount = $('#total_Amount').val(); var currencyId = $('.discurrsel').val(); if(scingroup > 0 && total_Amount > 0) { var coupon_code = $("#coupon_code").val(); var conferenceId = $('#conferenceId').val(); if(currencyId != '') { if(coupon_code != '') { $.ajax({ type: "POST", url: baseurl+'conferences/checkConferenceCouponCode/'+conferenceId, data:"&coupon_code="+coupon_code+"&total_Amount="+total_Amount+"&conferenceId="+conferenceId+"&currencyId="+currencyId, cache: false, success: function(msg) { if(msg > 0) { // alert(currencyId); if(currencyId == '1'){ var sumn='<i class="fa fa-gbp" aria-hidden="true"></i>'; } else if(currencyId == '3'){ var sumn='<i class="fa fa-euro" aria-hidden="true"></i>'; } else{ var sumn='<i class="fa fa-usd" aria-hidden="true"></i>'; } $('#appliedcoupon_code').val(1); $('#appliedcpn').css("display","inline-block"); $(".total_price").html(''); $(".total_price").html(sumn+msg); $(".totalcost").html(''); $(".totalcost").html(sumn+msg); $("#coupon_amt").val(msg); } else { alert("Invalid Coupon Code. Please Use Different Coupon Code."); $("#coupon_code").val(''); $('#appliedcpn').css("display","none"); } } }); } else { alert("Please Enter Coupon Code"); } } else { alert("Please Select Currency"); } } else { alert("Please Select Atleast One Registration"); return false; } } $(".prgrmli").click(function(){ var prgrmId = $(this).attr("id"); if(prgrmId != '') { $(".days-list").removeClass('active'); $(this).addClass('active'); $(".prspk").hide(); $("#prspk_"+prgrmId).show(); } }); function checkCaptchCodef() { var captchaf=$("#inpcaptcha").val(); var checkcaptchaf=$("#checkcaptchaf").text(); if(captchaf === checkcaptchaf) { $("#inpcaptcha").addClass("brdcaptcha"); return true; } else { // alert(captchaf); // alert(checkcaptchaf); $("#inpcaptcha").val(""); $("#inpcaptcha").attr("placeholder","* Captcha code did not match."); $("#inpcaptcha").css("border","1px solid #ff0000"); $("#inpcaptcha").removeClass("brdcaptcha"); return false; } } function checkCaptchCode() { var captcha=$("#captcha").val(); var checkcaptcha=$("#checkcaptcha").val(); if(captcha === checkcaptcha) { $("#captcha").addClass("brdcaptcha"); return true; } else { $("#captcha").val(""); $("#captcha").attr("placeholder","* Captcha code did not match."); $("#captcha").css("border","1px solid #ff0000"); $("#captcha").removeClass("brdcaptcha"); return false; } } $("#newCpatcha").click(function(){ $.ajax({ type: "POST", url: 'https://scisynopsisconferences.com/conferences/newcaptcha', success: function(response) { if(response !='') { $('#checkcaptcha').val(""); $('#checkcaptcha').val(response); $('#captchdisp').html(""); $('#captchdisp').html(response); } } //end success }); }); $('#currsel').on('change', function () { var currencyIds = $(this).val(); var conferenceId = $('#conferenceId').val(); if(currencyIds != '' && conferenceId != ''){ //$("#adonhtml").html(""); $(".mct").remove(); $("#summeryMainCat").html(""); $(".samt").html("0"); $(".total_price").html("0"); $.ajax({ type: "POST", url: baseurl+'conferences/getregistration/'+conferenceId+"/"+currencyIds, data:"&conferenceId="+conferenceId+"&currencyIds="+currencyIds, cache: false, success: function(msg) { $("#scurrency").val(currencyIds); if(currencyIds == 1) { var cr = '<i class="fa fa-gbp" aria-hidden="true"></i>'; } else if(currencyIds == 3) { var cr = '<i class="fa fa-euro" aria-hidden="true"></i>'; } else{ var cr = '<i class="fa fa-usd" aria-hidden="true"></i>'; } $(".scur").html(cr); $("#changecurncy").html(''); $("#changecurncy").html(msg); } }); } }); $('#discurrsel').on('change', function () { var currencyIds = $(this).val(); var conferenceId = $('#conferenceId').val(); if(currencyIds != '' && conferenceId != ''){ //$("#adonhtml").html(""); $(".mct").remove(); $("#summeryMainCat").html(""); $(".samt").html("0"); $(".total_price").html("0"); $.ajax({ type: "POST", url: baseurl+'conferences/getdiscountregistration/'+conferenceId+"/"+currencyIds, data:"&conferenceId="+conferenceId+"&currencyIds="+currencyIds, cache: false, success: function(msg) { $("#scurrency").val(currencyIds); if(currencyIds == 1) { var cr = '<i class="fa fa-gbp" aria-hidden="true"></i>'; } else if(currencyIds == 3) { var cr = '<i class="fa fa-euro" aria-hidden="true"></i>'; } else{ var cr = '<i class="fa fa-usd" aria-hidden="true"></i>'; } $(".scur").html(cr); $("#changecurncy").html(''); $("#changecurncy").html(msg); } }); } }); $(".getcode").change(function(){ var id=$(this).val(); if (id != "") { var post_url = 'https://scisynopsisconferences.com/conferences/getPhonecode/' + id; $.ajax({ type: "POST", url: post_url, success: function(phone) //we're calling the response json array 'cities' { if(phone !='') { $('.country_codevalpop').css('display','block'); $('#phone').removeAttr('disabled'); $('.country_codevalpop').html(''); $('.country_codevalpop').html(phone); $('.user_phone').addClass('user_phones'); } } //end success }); } else { $('.country_codevalpop').html(''); $('.country_codevalpop').css('display','none'); $('#phone').prop('disabled','true'); $('.user_phone').removeClass('user_phones'); } }); $(".getshipcode").change(function(){ var id=$(this).val(); if (id != "") { var post_url = 'https://scisynopsisconferences.com/conferences/getPhonecode/' + id; $.ajax({ type: "POST", url: post_url, success: function(phone) //we're calling the response json array 'cities' { if(phone !='') { $('.mydiscls').css('display','block'); $('#shipuser_phone').removeAttr('disabled'); $('.mydiscls').html(''); $('.mydiscls').html(phone); $('.user_shipphone').addClass('user_phones'); } } //end success }); } else { $('.mydiscls').html(''); $('.mydiscls').css('display','none'); $('#shipuser_phone').prop('disabled','true'); $('.user_shipphone').removeClass('user_phones'); } }); function checkEmail() { var sign_email = $("#email").val(); var conferenceId = $("#conferenceId").val(); if(sign_email != "" && conferenceId != ""){ var urlpath = baseurl+"conferences/checkExistEmail"; $.ajax({ type: "POST", url: urlpath, data: '&sign_email='+sign_email+'&conferenceId='+conferenceId, success:function(msg) { if(msg == 'success') { $('.emailMsg').html(''); } else if(msg == 'exist') { $('.emailMsg').html(''); $('.emailMsg').html('<span style="color:red;font-size:14px;">Email id already Exists, please use another Email id</span>'); $('#email').val(''); } else { $('.emailMsg').html(''); $('#email').val(''); } } }); } else { $('#js_email').val(''); } } function checkMobile() { var sign_mobile = $("#phonenumber").val(); var conferenceId = $("#conferenceId").val(); if(sign_mobile && conferenceId){ var urlpath = baseurl+"conferences/checkExistMobile"; $.ajax({ type: "POST", url: urlpath, data: '&sign_mobile='+sign_mobile+'&conferenceId='+conferenceId, success:function(msg) { if(msg == 'success') { $('.mobileMsg').html(''); } else if(msg == 'exist') { $('.mobileMsg').html(''); $('.mobileMsg').html('<span style="color:red;font-size:14px;">Mobile Number already Exist. Please use another Mobile Number</span>'); $('#js_mobile').val(''); } else { $('.mobileMsg').html(''); $('#js_mobile').val(''); } } }); } else { $('#js_mobile').val(''); } } $(document).ready(function() { $('#captcha').on("paste", function(e) { // alert('paste. not allowed!'); e.preventDefault(); }); // Above all three can be combined into one, above is // executed separately for understanding purposes. /* $('textarea').on("cut copy paste", function(e) { $("#d2").text('right-click is disabled!'); e.preventDefault(); }); */ // Disables right-click. $('body').mousedown(function(e) { if (e.button == 2) { e.preventDefault(); alert('right-click is disabled!'); } }); }); $(document).on("contextmenu",function(e) { //alert('Right Click Not Allowed') e.preventDefault(); }); $(window).on('keydown',function(event) { if(event.keyCode==123) { //alert('Disabled!'); return false; } else if(event.ctrlKey && event.shiftKey && event.keyCode==73) { //alert('Disabled!') return false; //Prevent from ctrl+shift+i } else if(event.ctrlKey && event.keyCode==73) { //alert('Disabled!') return false; //Prevent from ctrl+shift+i } }); $(document).bind('keydown', function(e) { if(e.ctrlKey && (e.which == 83)) { e.preventDefault(); //alert('Ctrl+S'); return false; } }); </script> <script> $(function(){ function rescaleCaptcha(){ var width = $('.g-recaptcha').parent().width(); var scale; if (width < 302) { scale = width / 302; } else{ scale = 1.0; } $('.g-recaptcha').css('transform', 'scale(' + scale + ')'); $('.g-recaptcha').css('-webkit-transform', 'scale(' + scale + ')'); $('.g-recaptcha').css('transform-origin', '0 0'); $('.g-recaptcha').css('-webkit-transform-origin', '0 0'); } // rescaleCaptcha(); // $( window ).resize(function() { rescaleCaptcha(); }); }); </script> </body> </html>