<snapdata remixID="9717006"><project name="U2L3-dots" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xuy9z+9lx3UnVnXfV4ngIEBrYaBFsSVSgBf2OCADO5ANi1AD0sJoJnAGUlNSG4Ga2ZBAApANKCAX0VAdZTdu9/eLJAC5MZsL05R6FjQSYYwMZXQDwkAiPSD5D3A43QwZJAHUi8QJ0N93K6h7333v/qiq8zmnTt13X5PfFdmvbtX5VedXnTplzUx/15+6+2NjzEuj5a5e+dk5/++z/pWA5fr3PnnE1Kf/douIc/fM6nP/8ZU3vvhhCeTmXq8EDtSch4gjKlsb3H7Q0KA6eq2UnFA0zv19STxCad/HWRv+Q+SrhG4dDdFvc+mS+32unJf63paaeDwvyqg54CkBS4k5U7TQXm+JAq6No6Zsxeh1/eJHjxvr3h2sVR092jew1Jgl8iJGuyXxSAKL5JsoLQDea8qg1lw5NKBk2cOIjEnqugOlK8Kf+QzwgoiYKxAhwuYIccAjJyOjnPXGCt6s12coo4EIE2cMYmRycOTAwh1Lyc8Gt8ub6PbGOLpN4UXNzYW19Pgl8UhCO034NeeS8A3ZU0Hdlamb/+Lix19fmfVP/Nxrs/rRD28+9MuBTsvMfu6brhxecHkwmwFuPKE2TRtVTBxEc8dqwyLZ/JMsAWMjSNcLfufMibHmuRE8xY4HUNjRcbmywP0+VyEkDfBTd142xj4zgMmZkys3zz3PhXOO8UvjEXdf58I/ULjOfGHOfdTn77Wn7l6ojPn5gOejzEsyyhTq5hD91m71RN8Il9wvc8g4uoZEluyGOO6Qz6FQAuWOo7wb7uafGGCmpyhZL7gZnLltrPnGbAaYgacEx1w+U99nK5SEo3X94t1bE144c/vKzXPnKbj29fsSecShhRT+icJ1xphxSMMwggjMIR0UVPztZMWc6A7WZi8481IKb4lhGkTQjMAEoSE1htLzse8lesEbYC827Z+ysFCIHtLvuUKE4CphIDLvQJiDxs+9Mom6CsrCHHiG6CLdWBNHSUEhxJT+9e/cedlUhxMBc+XvQRofcWZ9NuneRp9Ojh9y8I/poE1WcVzgyjLA0r0R2cuTtaVOztbQCyN0Lr1z9Px1QfZqaIBn8Ji4BFnK+DmMhpT5nM1z7dt3L1SraaqqobPS8QAFjwRPak5KTiRrpubMVShRL1rBuFO0+Ox3HQrMoRNo59lc3YyZGmDQic7ZG/uMvnW4OJwlh6ch59k6866z7rYx9l4oyzyLAc5VniUIzZ0zhzGctbiKnbN5kPMaDqzBKBM0IBw8OThGDRsj7Z1Lg9zvObTJXQtwMsiCwJIwLHluDbnk4BfTQcbZN8dFlONz2CSfM/dGzKk/xKt1OXo+kQ3YkX/kFBVPQZcW0rmMe2k8OBsR8YpD96tzhAuFD12Dwzd0zpJKBsX/QRm3L3nnyMUSaD2ns5TiSQ4c1y/ePc4tHstZfwl87GDIkftENqCP4uBcvivC8ue/qucVW4QyvaukUgWjLS0GL1HIOMaJM1ZKM2QNrpAjc1Lwctek5nvQf4+eb66Ojk19WiQq/jTxSOpoIDqIM3dDc+PeLV08dkj7BaFxNNPmz6rXpzcCRa3dJ40B7nhU/BqShvJ8ENKKpQSQo7Q4Y6XwImtEU2nV0Y2QckfmRODN2Vjj+TlKDoFtaWOi1a1jQMFzRgS/kroCWX+uMVryHIKXO3fM0Vrqtbe5eJSzTjISro4e7fddKG+AC0ap2ht2p1TdmZYB4YPzHOaU+JZjWDhjpbBSawT5VrtXJtW/PeVOzSmFVfJdeIO5Y1N97mSucy/EAUDGRJ3b0L4ND1a76hIxBrfM6ujpuegqkQfuN9p6q78+d27ueC6un9bxW33lTGtLfGX8Jsvcp3lxA+zXLqU8ud5eShgor2XfCiBHmS5tEwRpPXMzkByabDcQ496nJv8QuUfGUDSInA2OP9MzwCmjrxhpU3iX/r2k0ePOnSsnmnJdmu5LmV/NAC+B+FrGnahgYysZTdrkbhKJ4GnCH0yVje71Re4ysukuwZX7DVdWtPmHKFlkDIU3VFSibBgbuQufoV31EUSx8+dWHoucbY/prC0PgwhYkHGMtZKkdEBJPCjZPOTf+3QTR8APGvG5SpUdTWcoKg1lyhHYffBWuialJDh4JxyFgWImDNPEadDmHzIfMgahzdjBbb7Z3Bdfu9VbK7v+ZvNvii86SY4oEFxiY6Syl7VmwcYSnKAkhjvSH15LxnLoWOLbsU7ZyPxWB4z/X5Id7XgkN8CR6uaSXipF7BxlHK0GbJXL4DUbEg7lyu85BH1Auz31tOUoDs+D0oozNX8D6+n9F1Pn1p2caPMPwRsZQ8nxnE4mGcUpHFHE9IM2f3LoOve30YLIFpDk87EPIt0m+yZ0zDRmUsQ+IPZoYoCRjxrlt4CWhuSm5RrO0H04QSN8bcEkDUFm6gxKNRpTNAU44CWYDowqD6VUJcJHxGkoYQyhdQVRVt7+D/ceRucMyMD24ZbcI4rkHlJ2mOc2ojnrZRlgQbo7B1bqW4mcjeckMqExEKZZL5A2AwPMUfTBFIWCl0oROZpGYm6iELMQhYvAN5fC1VoHEbp6bZ4MtbCcPLUHGs8oH0HBncMJ1JKHBtaIMdRQGohMImM48oTShjNnbsSdomUK3rAD6o4P5RYEwlvufkNS0Cm5zoFJ8q2anIXtCAWS+NhpaIBjaeVAqzOflm2g6vUPzvVSKSyTG5RhgGMbrjb2X+U86ZXy4CXnBCF8JaliSskHlVPrTG2byiO81dgEqGJvNn/IWCs6gRr45BqVnD3B/Tab9oGMU2hOa8yvnDF/xz03TkX9FK8o3HZzu7NzPkzC5VGJ8TG6Uu/8FoSFXQxH8ReFVSsFjcIDGmBzBmlVRm0ClAiScZy1t8QJ5Pd9D9WVXX+rgaFQdzAJflGDM51s4I1FvfvenVWEdohAIWMo3LlzTIqEWocweXZFwTCHI9Xwk+E0cmCWjuXCA6XBqYiCeUwUjeQIWiIynuLJPmtbpPzM+Q6lV84a429z1uTKbtIxHt/Q8INDlfn+GdfV0eVQcIXiQqagg6nHFvrgFRFkU2oyTaIsiZRr1tUXMtrMSNEiqeJxwVjyG0ajC0SgNDYBsk5y8zBS2KXkEJ1Xg17oWsg4ivaUbIfWAOoLsvZbtyZCS0Q3BecJNInhPHaA0H5fY5ZUmIbwMOqAFd73HNh2NHVnjLO234RjDH+sCIsqfghWBks26D4Ej1AKYoVAKrBMIUFSxZMz2XQEwsKVUmAU/iivqXWoeXK/p+bX+l2LXlrwNBFg7Kw6Q3aTDT0iRY5cXaJFS8axBvt2hCafNOZaUmFaw+/16avGmvMj3GAdVXLfo/KFjutwJK8hxZT+uFcod2ENAeLMMd7QzbehayRGXnxBeUnU7xQ+EhqXcjainiij8parZCn6IL/vY81kxM6gF4JfqTE5sruVwdiVjlEaWiLnKeeBSxPwWMNPCxsHLgxzjGcXpikdF4xxS+qoQmtK6IsYeO4+oQ0w6PlyF5YQQPpN0tPbKsD84guKBtTvCH6IEEwEvMHx/otLKi6RKlmERlHnAJTlnDUe1G9zZXcrt878qbHma6koJ3ctbR4kDMQiDLDUqaToLNE1EtpHgrzmfLWZL/OapQQm6TcUTcfzkgZ44Fn6xtLWuVB5PnfhsJEo0woOgQ0ZQzGFMirU79T8ub9TG0q6kSVwadCbu+4+1uTAOCf9OXA1OkDJeUF4gIzhwp87/tpTdy9wbkjMxcscvuR8m0vP/vcxfpvI7RutGyWaOHRzcWkKGWBkA3IXHjBAaXNHIx+g2lRr04NGbnvGvhRhyuGfRJA59NZSZpw1JTjlfFOC/lp02yoXhXQ5gicyJofW0m+pvS1VwlJ4Gr0M6LbU/ChOOTBS38b4Hbz66EyR17E090q0jiJQgBs1wJMz0/Xp89RVJCkzc4VIyuC+8bt28c53K2vf6M/1oFQ6UvTR2MhR5ydS9Y0qWXQcsn5tzDucKGZkeNh3ExG6b9fIVKTjtXLpxoGdOxbRE6ExXCXJHU/hgc6Xo8/QNUrJDUWDUr8H+Z0qIFU8G55jr8TWGF5D2ihLV7uztrLPAsRWOQPJEVgAxmYItenngAGBlbsBkTmRMSXwpwSb4kmuYxBan3vPm8IBoS0yRpv+kXO1W8aaW9wGGIhz081ZSn65fOCOp3jEmS9Ke+JdY84aWwNcOHtI0aXk72gBaa7Mae+9EE1ia2wNMIGsMYy3T7lMkQgedw1q/BxMIGHY42YqwQMNmubMkfPt3BGGNv0juO9EMDOCCMGLtiul9gFHgV352bkfa4ynYOLIUlKXJujOWaMPL+LIcpwoihZz/t7gFnme0vNeY99I6Y7QYescOHM+dMVqZ4CpjjXj1QSPFKQApoQo18uhiKXBSGoN6veSgkCt3USbCmd8A8WgkFbN4YsGPTXmQGi/pb8/6jHmMWPde6bXrQydIxkZDSdpslfSfRWJ8m4ba74xgnUvWTJtvnHnowzHHE4DJTM5ewvQ5WpHNik4uXwJ0r1Q4DOAOxLAhg1wxhNMJTytUoIyhnVrgBLV3pRQ5/yuIUw562t821fo0jPXKF/8D4z2oBpyI51DYtikaxF77rJpve+JYcypMg3Lqv3QGPdIEQPMVJLRwh4PnOBai4Q33P0sWkO/s16WwyTBAdE7G4dm4pxyaUzuFaaOSToi/QCENMDxxvb3mj6oreCKqne5TJkUgCn3900SjbnREeFBx3DphM471ziNM1dtWDWieu4cUj5qKZOJAxOQ6d5ZuKhv9hbHvmIhjqkkTkkfFzYfxj1912t/jfLdAX0YqXj2+gJd0l9j7VZvrez6mw281dFrky53gvkH9FTIUE1kLXPOmIxEHSqCp7kyl6OPyGMgY66GirBERjYStbRpCMYD70FCK75wQxG0lBKk1u1+525ydN45xs1Ju31uLIqWUjpIvkPpcO3bdy9MnpPM3FebqOSNSWMN36S+Lfa60RkNqVNC0Zrzu4S+RMREplml+znIr3HHsFxjl2nAQ7TJobE01RyjMSVz6N5BxyGO72jM0ABzhJkdRU4/CD/mEBAq58w/WGv+UOq5cvDKESDOOpKxUkGQrCX5BqGdBg7Uxko6g4FIQoLryGEaKGKEDqHvuSl7Dh3CMLlXcrqjJYqNxO+jcnjBlSUOX9j6jRFJUziidNXAR+ogRB2TDKOewkeCa3I+EE7OHgs6JF0WpnZnTWWfGdswuBEHJTT93yeIMyqoB9+GvvNe++rouFQDCynBOcqAM3arqEGB4fBJeyxFO+p3FB7OZtRaM7i5IjyBHzNPp4bJ824WHWJvffvjJenRkp/TmZfMWIuA7wKPeylz9oWEr5Jz4RBMLLpvz2jdmVaGrD/Sm6STk/pz9yP91KiiI4Dux4jDy86ksg1mr29/A8PobF/DoEceEhGdk4ecHbsB0lFCwWFGEPHRA+8xA5rw/joQRMgPBJwoXOB6hRxlwBkLbMpsWnD4ioxN0Y6juJIRCCP1prVm0AAn4EBkKBc2zvdSuWPzIfa6EeFAcuHj4B7Y+7vX3hJniFGDDdakJHUZdR0JdWyUby4ge7zUGEoGuj3l1uZ37Mpc2sIRCfBSjjAiP2gmIoce3gB78Ns/Je+JIiQF8FZ5Bao3nTG/stXR96kImHuYT83HVkSx95IZxmNJBpgTncRohQg9JRv+d458aa3JNcAQHkJZ6OZm0aFABoWzfsO3hLHg8ok7XiKTsTXQ6vHI9y0oiZaKsWLGH9586JeIXB3yGMpxBQK0Dv3+NbtJNI7IbpR/SnbSAzo0wIrPa1GERISkIZJx705SXISzID3MR2DKVcTXn7rz8uTcDbhTjQiMFH7qO621teahlPnAcSlgeLr5kUKZpOOmABu6zzgGi+NsUetHHeFRFirY9zehj7RkSZqmpPBuZBTprVAdPdrIyDh9usfIlsN/Sndo/w7RtF2UzA5SPIxlcsdP8ebgWMwA5wA1VKB3jwM9qJMElm4qCcyeie70/guT1p0RL+n6d+68PDmMBwxwyOiENq4EB+objvIm59qDYhlvNA26aUUplBKg6In+jvCwkeX6/gvWjNrQCj3+aAo3kPaVdNHSoF3SWc90kKBorXavhIpzcjJysEwEjuK0HBsUBu64iFE0SB0Ce61M/iPrFUlBIwujYxIeT9TDYR/mKyoYa8yvTt3qv4mlixBFiNCG+zwaMmdsjBbMofkl3rbkm25tLQVTkiY5vIryMKRMfBHLptsWYSzIaCLI21AE6GtBmk5f5vzom6tNvwFhQVgOzZKp8UyHsXec5ouw/ihyZatI97AUTXLPt3PonfMt4tSEHtGR6gwNJy+Fb1eERVZc5hAt59sowVNFDFTBR+am2irzTsFwqrwVvKo5igP6PMsxWinBl8wr+WaAS+a564T3Q+EWGaqc/cH5tuHF6f0XQxFXJAXcTZ/EK5pmRlKwOwSyaTeGo5la0PWKQ1PO2KDsZt7FRtef0CZSSLaZT9ScBYUld1wkoxWtus7VGRJ4UYNf5BqSBOCkt9Y25PZtyB43xryHXEMq7bl4eInziHiEnukASLICuTyR0JMSfEkUKfmmiAFWcKQGcGW0FOTwNlpY1E4yVrztv8aOU4jjl6ijyHBYUdyQyEiryBSFKTRuYjwyu3Ml1tjeTQ9WA0cMP1pglkMD7W8pYzfHWW6HE/dI8iAMsDbDtObLSdtRQpN0SGKRhTCVrkWP8TyUsaR+b5yczGKdCUyKhlPilAQVpiJMFC8jyuhWXZt/HuyUFblzj8r+gEZNj3Xz3ABG3zVrdXQ5deaJ7BWoOAestaBoqP27lhw1+yXeUnhI98TZsyY82rSS7OdGNsBrXTnwonuiv8ZsBhjZRDnII55gicKGVFqPddeZYTy1CoC06c02wNRRQeB3SbHOBK7MDIQG3Qb7gdGqNXftlJLgvJUsyf5QGZEc5wQywH4Bxj7LpTX1fY5OZKX929ag08c49nTmTtGF8zvkxAfrH5pVso89+rBK9sQsBliy8ThMyNm4nHWS55kMpY4IDQXXIXipCN+TBTAFujdRdJ3jdyhdqqwcBoqCeGMVocFWhpnpZK7consFpCmpdHOMIkK3bgyyN2LzJSu3Q3tmj5XWHJpIxuLyEbxNU8YAB18TdMehLmjzGGClwhcOg1DGoHPmbBhuZIjCdAjjuAp3YCgyrmwtmTZQtFY4UsvdH9FUp3KbWA6c0/PV0+cDVxjjtRlKRwGIEefgBemPTXo9Wt3sJ9lDhXnpfYjqZXRcDryhNZwzr1vb69rlF+jt7QfCAIcEPkfAgxG1ohMxhzDkCNJSvpU2LZkDfkTJRiOY2PUca+413zDePJbiqiGDOc4VCndOsxMujho6A10zZy3qTHMOvqD8m2Mcii86LgfmiRNItC2dxwAreZZBw5jZEB8lds6GCcLNSFmjMOaO+4uLH3+9suv/rnGW3eqf7bv1nTbNowYRrEDujK6r3Vm08QpHZkvUKKRkYg6FlCOTGrUOHBw15A2dAzXUsPy0A1VTqjm8O6Rvc5xpCk9KHpIGWBMwzkagkOr/nkIwtKYUp5gySD2YzcFj32OvXbzz3craN/pwhC60S+DUpLl2EQ2qCIEzRpbyK7UfJPxZ6jeU8pLKVdQRYwYKuZm3HBnQfKVnqfxH4eLKQX889wlQFKZuHKVf2kYcgZRXWOGED5K5QGmOpzbpwFgzN9gYzv6GqY15uzLm54Mxhc/tNOk2we3i3VuTSsnNFRG0mUFQISnSfPDAOxi1UjRD5Yc8t13oFRcKf+3fucowGaGnXpvKlKuoEQYzU9Gz1gL3euEoeAb9o8lfDdkjzrwH73T79QBHWj2TkHK0dq0oR8wb9CxmVjpqEBadg/Iw0GgZXW/r2SieCXPXLjH+esAAO+f+jbX2DxAnI7oRwKfbODhxeE7NKzLA3fthwDu41Pqlf59TYWryJaosN3oK5Vsp+nIzbyXgyImgCQdkYrgofpTAD5kzyIfUHWesO1vXFjVIBwQudExjgJ1relnfMqujp7tzqJBCHk3KSrmhAEnGoYKouWk155LgrP1NKAXtjH3VGvc0wvcYPTbfqra206Q9ajT24Tnn8hjFLXedkk5pbG9rysAYf8Rp0VgfWUeLN1seJTJHlLxo4KyOT7igMXjv+crPzv2YzGT5+pe1eXLSlKZQdmH8GtK2RDpYgTqk3mIMMMpUzbQ6JawoTHOOoza8L8JamfV/72Fam9V/u7LrbwXaEwb5HjXAzr5prHt3gGemMGsrgqiSH3fh8kh0VzlCXZ1ib0Arpcu5sqJNJ2p9yXqUTEYjtVIpaHDe3P2f+z3Fi9DvqTUbPqxPXw09kuENVxMBLzDrF70ON+64ttmbiVoer+uaGwjcpzElvOi+mRrgEKALTkFzkd8q29qdzX0GbFJy3iro4mkLLs7N5gEVS39uzjfk5la8g8iBS0IrhF5oUd4csEaN1MwKk4srd3wwUm17xD9mrHuve9lJynOukUEzb0FjODNvUrgF+z/vgN463Nzz1hw+cL6d6GHiHJ7i25yORtQANwzrFSSs3eqtTUQ0yz1FDgMkY7WJnKtMBoavQMQkxZcS1gDc0VdJJHyKGpfdAx1qyneAC6AgB0V5a/N2KG0V9Kbd8LhHky5SB0oLBpa8ADROwaW557p1pPuES7+51kFkejMGeoiDa+y4dEHHU5kTjhxOHDtBsILCPR4XTUFLJzyU77Q3AHe+nQA5/06o6dqUBV8uyUzZcj37Q+BhCeWLKKsuHTfZtLG2me1ASLmVoPsmtagbJSo5iNw9g9I8xiOEvlK5ogzCPpX81rmI9UwIF0q2nxG6J5eHCE+0aUfxqv39/nPGWf/63vvd63vUdxJcdgYYeJVEssBSv5FutBg+HEFMFvQUeh9UG99985VDbxTW/gar1+YdTiFGEB5nwq8M7QDapfeUjJq2skLm2zzi8M2Nwn4NbSiSK5MlZKBxVsGrSJRho+iQWqeEso/hRhQYpt+CzsxioHszxzkefCt4AMY7IaUCo34ELC6qKiUsEuYMiE0oNe5GS8HDUSbJSrzIyyU5Xv1WUTAVSy79Od9zZUhb+SLFGckn8+IvrpjGQPnitsCLNE1lZsGUlzqdkGscjIwNZw+OZaSUUuTIbWPUlI1QSXmIBhDCBzooWLn7GqF9Dr2pb3Nuc0hwjd4DRgjRCF9B5YHCEBq3j4IBVJkkDTDz5RIJ03PoWuJbiQxJvkk6UApKdJPuvRF8+i1RDU4phRyaa8+NXOMo0RKR2M+z1B1oZL8QXmrzDFlTossHx2jOWuN7mfeaOmnv0dyMA+IsSQ2wFNdoJyyYaQqKC12LMy5MSPeKMfaZwTwMbz1o6AWpw2TKx6c7/B9QNSxl+tKMtlThoA5P0vB2/HPmfOoKBip7KVxi8ErxR2CSykjU2CQi/d438ReHBPsFUZwILUqNUafxHnUquqcQnIvKtTCbF8t0dX3vo44eVVkt5Fn2YwwliTzeMKjh2EQi0zttyuldRAiTKR9vZP19Uv838h4RZSGhPQdmlN4IrKWjTwkMxNkXWYASdMgEGSEOT0R4CpUVKbveT2S0ZM3BUyLrElpJv0ENFzJ/Dp2Q+TXGIPxAxmjAwp3j2sWPLlfWvRoLxKKOcmIfIbiG9Gm+ARYoHC7BGg8YXKdUgVOIeAjRJbii30jWR7+59tTdC6le14hxRsZweIvSBR0XKZzyXXRu5TwJKFHG6DcoTZMOjzAKRQxyim6o7Gk5Nv15NOjWzac5Vy5NUVnXHofwEtXZ2rAlZT+ewRHXQCE6LEaLoAHmChiqPHIIjTC8IUSsNdnq6LK0aCOalijQ55hDo0Th0KAidcBPZ75APVKecGIaIUU2FjImoCBnPctDZWpOY8ZWHswjFC5fOPJIjc2lt1TPaOKsORdFr/HvXL3MnZ8zHqWDlGccWDhjEzUMIgPc58narX4R65URk/2JAUYJy0FaY2z0cLxtHbbtPkW1EZMIRHTtAm0WubTq4xNKBwb7mo4XGT/EEa90bQ0wcN6BjOHiqj1eIuv9Dce9qpQLP7oHktXaAO+CEahC1EzRu5SB0ZRFzbk48kDRjjOX1liJLtVaWzpP1AAzHVkk6h0EGJF91xhgboQkRT7nu5AAhoxLiUbaksKaCV2rI/h+ZEcnrkJKpFS/MaB9e9f4XvNvoacoYwaY8RKNhrHIkRf0W+K8Z9BWlDwzbhcVedIIvGGa8goLJQZEU/lH6Q0eMSF0Go+R4BxbR3MuDi77WpcD4yGMpYqwODhweBJNQe9bqaAItxt32J0kFu32GmqrtM2UKCDJNwOPSaCQYANMGAlKSBHcUIeJ6rSDysdE6WZEbMwjh/HS5QxwSCaYjVsQ3pU0YPswbBKco3AK9mVoLhXnuqCzJ913Jb7j0oqCQSty5xjgXkA2OGZrryH1W+Ut8OEFpkIsogC5TOMyR0PpSY1esMCMqJxF6DEeQx0PUBsH/T1X4Uaj9xaAXVvJPewVDZoivBs4g8K0NcqvRjkVXoOLc9QAR9oUsnAVGPFcmdZwAjg4ao0tgfeSYJsaYA8dkaLUQgCdZ8lnsBoefdAAChVSSNGklM+cAl5ayXa8yF2HI2+bNozbp8yo9oOozKPj5uDfg7IGStPi0a/+3ma/wDYHT3PpPYdjlgtjrmNnD4ER0jPYXOLmfI/SNRrdExe/c2CbO7rZGkaB5y/BM9sAJ+DM3XASfKhv5oDpENbQTlWO6Z4rV1oOosZ+0sKFks3c3w8FTimeuyIs5Xc1pQBthat3hodUm5befBJ8EKW1b+dibgFHaCKh9cCpUDD0c8CZi+dn3+8ogDq8OTTT2ivXLt75bmXtG31YfCal68bURH5ADUMOPDnfcmmI4BKbE6FVyGYYQdErFy+N8a0BVlBYGsCkPLtUqm9p8HNokbMRcgRbw4vm4Dn32L4B3bxlHXytR0JDyTdz4/9pWy9nH6G00tIzFKzoOmPJuSUAACAASURBVNQ8KbzQNVDaxMblroPimLtOLp7S71sDLDyTkC5KKTAuPNzxUrhLfCcVHOl3IRwe5GgvRScJDSXflJCbBB/Z54FzwVdynbl0gMZeoWClftdynjVwoXiK4hI14KBtyl2HxAPISFBzhH6f3QAjCoxLTO54CaFKfiPZCEGcnbm1aaPIvnM8A357MQzJFD+4ufu0WaqsIftKm8eUI629niSia77pNeqZu0gu6ChRb9Iy5FKiO2blCwMXCa22zkjmOhLZ0pCl2VPQiALjKhPu+DkFsNRaAzru4TrMwCglvMN982YJBngOQ4XsK01ZLM1XCc0mV7RmKmSU0HULq3+MxTpnjPVP+TWOc2naSuCVfqOBC+JkaKyTG4VLaLRtRYkgKVlg/A2qKLjwcMdr4LLPOULFCSN4ityHnvBT0ZsvQc99p6BLKoZ9RuboPpbwVItmJWGU4MXZOyX0mcSpQfFMzV0Cl2C0rPzqFze6ltA3+zUkhEF9wGpj3km9soPM99mY6Ll9nzTzGGAi9bMEJZhSABLlwPnm+nfuvGyq0RvUzpxcuXnueU05Dhot4477kZVkvZhSKclXrbm15kHoJlG+XPgka2yNSMFCW9RhyoEf4UGpMQh+yJgQfGwDzCViCDCN5gVcOKTMmWsdLnxLSUFTSoQjmCFaL5X+KL+uX7zrz+XHvbhvX7l57jw6Bzpu5xi4s8aMjL5ys3kOX1H4uREHNW9JGAfZB6Fxi9ZxrI6eHp8vIri0/L//nDP2a8Y4a435lak+d9KktUuekQJzI/BT/Nzn75TTLaUvywBLiCgFLEVsCRwS5s21jhZsfsM5Z35tVkfHGgUCCFwIjSjh9euE5inxsAaFk7bBv/7UnZcnxrBABDwwCIBCpOjQ8ITKbgApPwk9EZlC4G9wAGBE54qNo+gU/S7+Nq3vYf9ofw9TazQ0M+7dZq2xVq+OHi3ZBpaCDZGlXB7s+3uEBtkRsGQRyTcDZRIo8MmdE2XWXOug8IzHNcrl9P6LkxSnINqRwqCl5CLRwO1J9FiwAT2i+LkGBZkzh/ahb7XkNneeHNznMJxadM+hU4Pn+vQGJefUGpHfOxSvmoJPpyJ8puDP5cUnf/PII6aqmpsWbn36C7s6+qbzBW6mNtZW90xdv/bF73/4Ye46LGcK0MO8CFjgWSPM4SJVwpsLpj8F+JZiMMv7VryORBmcXtrrMWvc+13Ki0uHRRhgKuKTphozojCM/rv3sDWraKV7dwuzM+eNNeNU+zy1CcS9TYquHPmV0qlbAzFOoTV+/3dffuL3f+9vmgYzb/39//iF/+s3/9FzEbjbd7wz5JCiBzV3Lo1S6/8fP3vk8dO6aqN/E7oS0v6bdfWjRY2wgL48AzyzAooJprY3FxMOs+BrDMTm3ckr4IVxHKDN+X2z6YMtQv0PgjWXkIKmFCH1O6WkuL9TSitZ4S1QBsFomjlPuBhsMPPVzXOhxe6F59CNy6PtPmTSqb8OBW9ojT/+w6tvf/nLf//z/jz/y798w/w///jFYAo690iqH2FKo8mUkc6Z/3/7m6/+2NreK2URJjpnrn7p+x/41/8W88cywB5qytPRxCyl8DThmGsdTdpsN2XqHKkdJI44iLRWCh3RmiGeavKZoj+lCGc3wFREvsAMDVUcWBvzZOlbEBSfqN8pOSnxOyrnnaFyzp03xg6yC//4j7998j//y3/hwfujDYy/0qgHGUaY7cya0SQ1/9g4NwBs0s3eGahNdXkuA4w4CsiYTobYBriE8MXmpBSiFixL3JAc3Labt035DStuD8gAc3DuOYODSCo3tZhShHPJ49a5OnQD3CHiCwON+X+Nde81xbnWjFOlOQ7bJJKm9jP1O1cO5xofMlT9tUtFeKEIU3Ot1PxTnKcpZmvXTzq32mQDQino2ltsT6pj6+oTThp6YEzN+p3dOmFHhHImxrKyaAPcU7KXW6/n6EZuKiW0WeZWrKU2rDYeZDoxJOstnwYVnFx8ESMaTFkrR1fRa1EzvRxG8ZP6PUV3hMZcvjX7dZyRicnIcHK2AU6m36nmMMKjNAk9ON9QkdPQUAUM0eaMk5qHA5Mfu08DjKSXvTNQmfqGj4Q9vNadvuXs0bd8EZa169+2dnWpjzMavYcdniHdx44Il1ZFDHCpzc0VHM54NAXEmXMfY7Xx6M9XG/P2OH3YnAmb9XeMMY8bY97LTXmhRqV00dZS6gIoflK/78Ph3BTmvTi5fuWBUWqbSkWxFF2SmY5CjfdT+gCJnKbK3ZnamdvW2FveAPnIDpmHq5dKzNmHITU/aoBjZ7tcg9iHS7I2dz11A4wqUK4QlBp/iM5CKVog81KKbTwHl76UYu3mzzXAFFzRAsAWgJdGeLIjOITWpcagNM5Zv1nDmZcmd1JbI3xirLnXzC/Mamni0JcF5O3xHLrEvkUUN2IIkXkk8PuouoswO2MvmSf2TWx+KAWdqG5G6BHLGCAGeBxNIzwaROOaRPRzaW4MLdhiyvbQnAUtesw1j4S+EcM6eeUpJwWNwBVrIbkxHJ8ZYEKItnxUingnjp1SGpk8ZmkXLu5gIYbCA0IZQnSeuXSAxjpjnP2cqDNAGcTU78EUdH36hE9vN77jJuswxpHiUVkDHOl961OT+3gWLHlWxKwiTUVN0t80BHSpc0icsQG/COUtrZqOGvleC8BYBytj7A1jNx2HOsJnnnnPzT/EAcmFKWrYEl3AqKzExAgzr/4Ez/TDOmC8VHEDTBkKlB9a8yDraZ81I2tKxqQMIuWwcIypBLZBCpq7AUILhhSXc+Z1a83gILxfqKOxbgz55BUjhgEOKxR37BtPpO4Lz6HsJIzP/QbhmcQAN1mUTrEqV3V3OCevV22M6SFfTUN4yz1KQOYcj7n27bsXqpUZ3FWNFeiV3ifRM/361Bfu7DIahSJ2hH4xZc81dKWNhsdlTkPf0Y5LhxDNx3OErjBpVnhTfN89R6iV0gkZNWeiLQU5Gw9R+hMvOWFkWWt384QbrfgzreDVCqkRohi3z99RuqHjJM5TDv5E2rHtGqS0H3LgfBC+7TlTk3dv+/iV3iecpj4aj8Vo8W4fhg6BnYockTk4YzToEJxjcIWphWh8rpsy/LlOwc4AM6LBFOGCiqstusgyUFKFSH2HRgLJqCnlYIQdEvXn6DjCnDuWoyxR+gazKQWNYAMX0YMXNR659HzQv6f2YJP1UNI/LGdu07J17Va/WNl1c64nLQorxcO5DR2KBxeuXEPFXS+ER2yO/hWm8bkudkbci8rq0yceunTnlygdexHw3eOQkZS0jRsr3WSKFtx4ORs0xwh0hExGTbV7JfYgQvOdf6Uk8EJJiTvNKONzxuXwgruuBu+iShkw8Ijx4OK09PGSTFPSKQf2uAadk3UYfV7vMc3M5b2G4eGuiYznRKScsbG1NeggmSP1Tftb/dKmycf2jh16z7iJthvvM2IkNJ+DiylSdOPNqfSjCjvx+lDzTXueNPGir18MOzc+1YkIu+YYDeWK8kwT7py5gAK5aKOXfTwnuHX6Mu+jSnhdgrfo3s1xthC4S9cW5Mho7FsN46UN164dpjlT17X1rw2lriZJDN8YZg06SOZIwf7xG4+8bEz1zBBWZ5yzcM/p1gBH0qRzXblANh6ywbQFbTzfTqG5M5uWeveQlBWqgIrDD0R8KAwIz9C5So7LlZvrF+/6K1DD9p7+yGF1dLlkVX8+3B89LqnWLiGrubgg8sGBmzMWWbv0mDmKqlActI0Yuq4fp0EH7hwpfD9+46svG2NGBtgYThFX3AAbc3VDnOGdR8Wn7jjEbxwF5rUDan5OhJCjRHK+pXDg/D6X4uHQlQO/ZGzCufyNMe5MO6f1jtRroSOB0H1gtzav21W8ql8C58TZA9K2qXU4vB7wy5kvaPVq7sOnvXdz6LWU/aghJ6E5cs9bx3P251uvzReqaljPQxkcidEuRRvJvDGjHWvUIUtBB+42Bs9u+xgc2P3HgUJgRoMchRZicmkFhAhWLg7QGky6InPmjEkWz40nDsgzt6iQghV1TiS8khjSCX7A+SiFA/X7xHhmptob55wpd6n9yIWf4vmcv2sbO+oBCI8bZYD9GG7kOSfNpGvFGnXIirAi0aXmucmSBJur4LjjpUzlfsehKVdJcWFpFGFm5CZZMxkJ0s819j8PNlyYFBWO7462M5DNGkL091defnjzoUnVZGzsyq6bt5jHEbvEkEb5lWgVSckQ9fvE+DINZ5LXChkyLvza8po7n8Z5ax+GUP/p8YPDnIgvF7/x99rRPhe+XMcC7gWdq1hRweYYFC6x+uO5+KDw58DUfYvSQAJT6UicS1cNetFK+f5zxln/WMT7zdjplbhuCtKINkZLaDQa2oT6I0cySX1ehR7CGDSzSddxRK/XcPlFjad+nxjgpTlskU5+V26ee760rGrMX94AG1PX9YkvvGr8wE07RvSurFuf/sKujlonsq5f4zwNOKaPdrSvQX/uHLgBFiqdrVEBNhqi2FDjRBECWWuiLBQ8bE24UspOi04UvCUjGvbao1Rm6Agl+CB8txDjSEXiyCTS4RPDP+bfpsJ+0oN6e02w7Ro2eKB98+jBbxr0YmfcgX29aUTRKMnNHdlt1B2Do6voP3gDHCm6u3Lz3JC2XOGcaby2UULmizyYcNyivP5tY1Z/3v53/AlFCXm0nQ0JDLnfwAa48fwzDBCyMakxEqOZIhAXnzmMGkWDPj6xscbZNyUVsLnCtHW2MuQkBgNFe85Z7cZoXTbOtEVY/mUe4as8HJoFYWwnGBhgHBf3SvDJv7Cui77THI20A+fB1NVE7h7ljufQWzJ2n9fOJPCGvslNi47npOYbGsJwq8A2bT39DTk/jtGFa4D3na4O4cEywDkCgmw0yvhQv+fAR32LwB+agzIc4284OMZgoqIUCtel/Y7QPlLtHG2Bui8ckf7IYRkIGNtQhzlnfm2s+bvGuYh0n0s6pfTjBFe3DoyfKOC4CB3b6F1sbV6l9iQia9rwHPp8yLN9OxzTD9pzaIFE5918nLEcGLhjd3eo63vWmb+dzQB7QKmNSQk/xzhNDFtmpaVkbQqfoMFmpvpDNJXASgkS15Gg5qN+51b0BnFOdChjrR9J31JzxH4n90HkuGYQuVvnmnPtcdq5NYqPSp0woGocOieX0kb7u0kqf732PanfHawzOnqg+KMNY4n5pNGe5DukUjqGI1XARcFDRefdutxouQRPgk5AiYVy5kxeD2Aapw4OiSHsOQw/aOYR3I+UGsJe5XmygX1UwUfO9ULVtgivJPTLMdiJVG0fXDpt6w2R/4t0KOPQL/aKD0I/7pgUvQe/hbJ97WJX67V5G32JqA8fOT/jnJyDd468sPiY6EvPgXfJY6XRnvQ7T4vOEFpbnw11h+oqp11dv2psdafxEyPv6Xa0zYFnzJ8lGOAQDMEIuMRm0BDYFq5eRevq6BjppywxhJARIJSRZN1cp6H7PpTq7BfXxIpyQnzi4iEx2AMjQKdBg+eZWpELF18N2R7PEcMFiFCNCUT+setOQX73zvDXbvVW6YcKEHmR6CTusYRkDZT3VCSHzoOMkxob6XdjmHZRaf071tpL/WtLVMTbn4uCh0NTTWOO8CA0BjLAYcPjjsfdgkoKa1ApCKNfP5dEoUY278kGtseMde/5t4BTDgCiWKLeO1E1TtEfUdSoQebSL0o7a5IVuVvnQ3ilhtoYybO//hEFkO2g6E/BIv0d4eum+jn4+ph03ZLfUfJSG/NOZbB3hWlHLnCW7jMlQGpaSoMc5Y8YGa03bimDJ8EfTRGjBqsr2pLQNAcWCe7jb6AUNLnBCwur1CClCCQxhHAhDBUFCyuCU0YPwYfkI9DxqHFevvfJI66+/4I19tkBjRN4k2v7iVLfA84W1wDCad2YIPXgReivsWFRR7RxpMz6O8aY1jF01koKsErBTM0Lyct0EvIsOlqk6OcaHUtwnUwKp/7voZ7BdW1OHr70weBu8diQrlbmzGldDc6rJ2/V/vQrF5xb/by/nm3euK1+vos8nbHOPUrduf1kMFerIDgRK4cmyNiUkS3hLKRgQhwhBKddqt7cs65+c5KCBjZDuEc00AkIAbCEAe4MCecsEL8KQndAkuCdNBjSO9U0IPS5qj9DS6T+G4N9ev8FW40MNlOBatcCJB0aZsRdUlnTLJoWM5ItYwmHB1kzui/B4kZ25TENFGmAOfteg6cxJf3R3zx6q7J28KBH7dzth7//b7d3i0PGxje8qKpqkMnoX9tJFD+9Mn4kgDKkGm0VaZbxR3z8+pe/bqrVT/yX1q3/J1Md/RP/36Ge1J5eq1XVZtmYTT5SBlYSbaOYTg0w3bpPzQBzohhu1MGZm1Au2+sR0spSlBk9hdEUfsUeCkeVRfR+ZxygoQEGDH1/qqjT0uyeYQN3pHWjpjPGNsAJhxKlP4fvOWMTKdymW1GpO87onkTGDRyu8BWqIYlCfbtBZyBEawaMbVHmqDI+/WrO9Nk6bywevvThNgIORXS1c7+urP1aC28bkfYNcOz6jzfuY4NP3bedO6JE5H1I03HKjvp/b7BrMur3cFAG9qPXv3rMfYACwa9Vi4G/3WZwZ6cX/d2xM+bznJSkVODH36FFNtFzbOLMliIaskmpOVK/o/Oj41L0Q6pkuYYmNl67MQgXrsaxSaS1ufTkjs+RCeRbCT2geQmDhq6LjutgCtF3U6/wrZhDocETdtbF7GpjnvqzP7lsrRl0KhueV9p3Uylh7C7tMJXcfuNeGqtxKnIO8X4pBph6eakPe78lpnPmjNRIpnCPZRkohwbZX1ED3P94K5S1O2sqO3z7sGvaLugixN2UKEKNsk1U0aKFR7H1UCeAA+9W8TAiTg04qDmIM7RJJJCMMoVn4VrOWyMXCRgoWkidQYkccL/RMD4T/JBzeFBeJXudzQ8QFi5tib25ne4/+9PvnPzWb/2fvXSxj9DMLWvtLZ8O9f9Tm6rJpoWu34QV/TDKG58b777pjatPnzg6qv5v6ux4TAcqCpTSjfMd9z4xlQ3wv3tam6pqdVUkLZ0ywDEnB42uKfzhRhySTZRaXHu+gdOAXGPpPih0r5EifNCwFFYiIphGRitVLVrCEOzDEZLQKeebEsclyer8zXU+Z+xj1rj3Q9X81P6MnvUH9tO1i3e+W1n7Rp9GnGtRCG0peJE5BPpq+8nDX7z9yp/88T/bBCiynsf9Kl3n6jOp899u4Vhlr6TiF/lGqxgpROv0y0tpmgYdiKYYbVSgFkhLY8Veu/XHxwc5srU/Awx42FzEOkXmjDs7SZHHJ4sWc2goRg4OcxowDlyAc7OlITdykcLxoHw3N8+b9Yx7d3L4tDGcW5kPPe6wORePnvVvivPG+0ZaO8HZf6XpGD7WGkjh1e/90ydu+CjXGXeeewarFZGWNJClo+TgOXjv5SXrTt9y9qg5hghlEcYOhOdF7FhgTO+Y8yHFGeXDtAgrcu5T4lxVU1mH4HPOvG6tuUQo6/AbsAUcBMRoaNIEWY87pnSkwYUHGc9R5Mh8mmPmpmfieOZq8Ky+j2xnpBOZGvj2gDMnqSf+JAa19N5J1sb0In+t81QkIu2zR2osUHnWwiu2njb8WvCW5MPAAFNC3wrg/RcnhVkLSONGC4Cqoxvd9SPqTVVOpIcKLTpuyUZiQJc9OSYoHcfjKJmWzqv13aIMcIvU8MlDZ/yDFrf6ldTsivJQT+4mjNm2CmXVE2jQPne/pYy9tiFB8dUyOLH1Ss/v1+UauxRtYs8kWv/6GfOaEsoDP45Dp6EBBs4g51YYKOIUXLsN585sGhUkn6Cj5kPhQsYt3UhMjJpiQRVCn5wxc/JRAufcvE+loNFUcbqi/O7x5MqZMyfOmq9ZY/5oSKNwVyp/fl2Sb3PQnGNI0HQlNY6j+CWyui/HQgJr902qR7VWIdUYPg4fHhwDzLxmQlVDz7FJO8aVVDY5wvsgfDs3bSWRVenUadCBWp/6O6iPG2Pe6xqrRI+ZjPXO6mtdYVe0Oj7UzjH+YIS/2hp9LrLk/ptbJnhRWvj+KmL8kDG5e5rjWOSulfs9daVJ6yrRGE4OH1gpaL9QyY2RS/CYIptsOEYbRqR7lkTp9nGVKITcNXNpfSjfS+U1Rt8U3ZORIdgkYt983e6h0LVD4gx4IxPjFLZ/n3jTTGIkNcTLRKUcE8l+KyXvaLSEjjskA1mKpn5e5EpTKQPs10f5ECvCSj6OXWpjlGJI6l5wb02otd0kmlA4E+UaCe74UnRdyryU0eLKKyvC6/eIjr3j6+yb1Bu0S3Nu2ee8xoQ75IWiXP9vq6PLJR9ASMnmkvYPalipcVR6eil7dS440leaWihKpaApXvR/h68hzUW4EusAVwj8slc3D54HW83F4NLypjlGQmvNErSee05tZdrwYX36auChe7IFa7QQsCXKMDIMtLpcEl+TBjjidIYMam3Mk6mXjDhyrylbc61LKWM0XZkah86B0o+COTVPzrcofMg46koT9RYxskZoDMWL8e+qBpiKRKRIaXzX33ChNoz12jwpesAcKFzTgL8/R1A5Etc6tGFoIjYwrVpi7W5OTaNFOGq0AY4ZpvblncMywERmZ+Oo+HPkwdOcIcMWPRpSlh8NedSYo5NNShl349B0ZWwcFR1z9h8Ks8T4cODIHZuDR87aFC/Gv6sZYO1IJIcIyLdjpYBWgI7n3gfeVDMFBP/cMfvAOwSzqgFOdVCrjh6t75/+HuWkBQ0QeEyxFJpunZtU604Qp5icobiiBjE0H7fbFgoTundSylgzUqSUPgqvH5czV863HBjRsahjg86HjKNoABtgVPBLRCIIotpjchT5XOmsQRR8MXDdo/CTkGQUPuP6W7nLNAQkTonzSo6CR2UEHact/9z5cvaLXwv5nmMQo3UejB4FCEwcOsWU8edW9ZvcXs2pdTWjvRjMuT2VOXQ75LEUL6AUNEfwHxgDrKjI5xAgbWXBhbnk+mznT+leciyKWtn1N02iNSOXdqnxXNw11+bMlct/5HtkDKF//M9wcSVnPYRWMWUca5GIGLnYuj7aWzvzfFXZx4yx71lXn3zx+x9+iMDZH1OqpzIXjkMeT0Xe/d/DzxEKzjUlRntpRN5H9CFVuPumd6n1S82LytqgVsCYtycFRMOJYOWOrL9v3GMwhmQ0F1bke45BTJzfkzzq8Av2kGdE0CH6hZRxKMo0pn7FmGrw2hynSjd87aY+trZid30q0VMZkf9P4xg1A9yklZQikU8LI5IRlyfC6NHvMV32Te8S63OUbmk5GcAC3h3PgWlJuG8jy1SDm8z9TskPYqT79L721N0LqYrrEG+Ca2Q8s4rwP2Qs/VOD0vds/Zpho76DhmPMxzhQ55oxx6N7BtCtT39hV0ffbMYVbAGJ0H5pY8IGGEzHSqO3pRFhX/BIG4TsC9451l2SEbr+nTsvB97A9o0l/q7fG1mLLkvCfWuABdkwLXpInHrKqE+c2D3hlxNlhuhLGeCcphPB6Lo+feKhS3d+GYIlHI3vPNgcZ0BTtpYwV7QKmhJkrndaGlmJMyD5RhOPkg1CNOGcc659ytVYHoIPjxS87rVP3GM8XqJToCmPS8GPKt6hcKaMXo4B9mt/8tOvXNi9rdsa05ghzXUGNCvEKbrt+/fkNaSUgVqK4DZeMhix94kt+UbCrCQNQ3BPFyHPsCRw7esbxOmhnL8SsCdSkc+N1ivKj33gnqLnXPukBE9Dc06crFD/6sxzXyku46i4maeq2sZAQOp29/CAOWuMe8Ybye4vN+rkpKFzDHCuIyKl/b6+C6egv/fJI66+/8LkUXug7d6Vn5378dzISJwByTdcvBDlNSj6WZu3qXumXBhKjkeMaSmnh7s2RYegPISe0duTcqbgL/n70pwCKa6x/dgauKZZiq+7uNE9OiFdR+O7XENEVeJyYeQYYCoaTzkDnHW4OCxx/LQXdDoq23r/iHGZC2GJMZV8w8UHWWPikS9QGQQjCUnWQem8TSJ7lMGOdRfzLwUtTTlz5fCz8S0FkP2oQasuheqcOWNMbfqVyGh6dWmGiOsQDK7auNO3nD36VuPfmPpG6nrUHHijPNCQBWqOqQFOdQPa3KnbKTPsbV0KiNzfRQpZYEC4cFIbXgI3F4ZS4yncgkZbywAz5wlfUXHHxth7a7f6hb/n21xBcfbZXtauReFTGPGWkpl9zyuR2aAcJ1popqI/a9dP7s5R25k556i+Unq1Mr9pPgRS0tr0HhtVpLKZa+y4hr7DEV2HOz86r5TWPANcHT0qfcGEikCkCHTfSdJk22+8p2qd8wqZuvrDgZMysFoKgQOT1lgU9j7fa2Pe4V4T0TDk0WK31Fu1u4XhM9/SMq7Fu0/rPNR+ROhCzZE6/6ydu11Z+43+OrHiKCqN2xnv1knEz4kRHKkxqBFDx43X46bPOetwImzOvBTNYr9jKWh/L251dOzPRlDF21+QElop8BrflYYt5RhE05524+US94A18JfOgdAtcc+5SUdJz9uQtQfyl87qUCSADDAXJmpR5PeYwf/MEYhTT+KoA7K0lREtA+zX7Bsi5+ozVVWNCgLzmncgMtbB0TfysU5eX/r+B039zy4F784bY88jDgcKS2gcx6iWGiuFP1qEFTv3EhlgRspwbuUhwYdL7KiiRKqgC6dAc+hNKbOStKXWJh3AEBMzmm2UxNWDilbvSjNUXJn+tI6n+KyVgh7T96PXHzneGeBWUKmIWiN9ym0aEsZ/h03udahcA8yJajnGOrYfKB6wX0OSePqRSO+WWR093a84lMydqwioDZU9P/KsW1eB2aTCjejai8SQlqZ3adpyeLMz2O6sMbZt+RcwuP6BhZVdsyN0Ka4I3zhXpDY0IZ8+5NCOGovgQM2R+7smDOyrgyMnuYtc+0VYXfERN73q6RIz6q52r9qqejoUYXIMTYr23LaZw/HTDZZ7HSoEKxdXZ1TbCQAAIABJREFUlAfcecewId+zDXDPG4fL9rcKhIgwUCWmutkKF2OhODV0FWYKpGernPVQBVnizBddGx3Xj57XbvWWxOB2a3X4SvoIow5QxIG9bawZnCf6hweCBtiZibOL0ooah+JAzZPzuyYMyFyc7EsOXt238bR23MBxo7dYpJZ6Hcmnoj2M/crm6XhnamduW2NvURXQVLSYoiVqVLn8yJkX4QHLAOcYvmvfvnthcse1pcbuahNggJANwiVyyQ3FMXIobuGq3gnW5NklBzaKpp6G7vT+C7ayz/bH9iPKjbFre8JmnG/nyCGFB+f3RGTqi/nI+6Qo/Tl3lIMp6A4p4XFGMiIE9iyHppKxKB2RuTXnQtZDxiTPlev6pLnmRBpCYzgFX12kikRxfRy447tvpd8h9NvXGFUDjBqHGLLRStSeAb528c53K2vfGCvwH958aNtzdIkbJMVgLt0C0dnEYCVo2QeFNsBK0T/hEDRwcOkQlSMlmDU2Za4sot9zG0g0MrQ+vTGJkAWRMMU3FIcQvbUcqRQM3DVy8NGQqdAcqXNliVEdr0EZCm4UyB3v4aFgKEXbkvMiTgUcAecKZvO9My+l7lkiayBjShI1aWwj9wMlEXZK8UEGGIx2JLCNaXD94t3jwNl1N6w1wEqRktY8GjKSCwtl3PowcvmUlJF+R7vEnVa/PoUjB4cBPoqOVNRBEbSZlOKjIU+pObxRc7Z60RjzTL94IXWmihrCJRi/JcBQgocUD+YzwIEN59OTZHTrvXZrbnUpy9IbhOsxd0zThivp1UdomXOWKRW+Ad6JM35KkaPra82DrqeZ3UhEgXA9BQq3VlYCoTfXOUAMO4rndv8FnkZEYJ+TJ1ycQuMphS5ZA4nUJPNyvtGAIecMGYVVew3cACt4rNRGJc82N547NQ9KzGkk99Hjxrp3B/+ORpJKEd5WoRDzlaIBl3bRSKt3d7xRuBnys+TCrqXwIWpIQqnorqMdILM5fEs6L8DaXFmc7OcZ1siFcSnflzDsXNxyYNAw4BS8wzW20caxdfVJqr1mal7YADdKNPMBbgrBwRrOnA9VeZZ87EHqMRfx6DMMFkJnrTGRCt2TKzfPPd9fo5Wd+88ZZx83xrzfNXah4AgZAOlVIWqtJfwuzcDEYBccZUxqB6h9L4G5lGEfyNyB7KFScqcdrZWCU2PeUPW1MeaWtfaWpG1niHa7NfSuV7EMsAah0DkkxpCrCMbjN81HRHcoSygUSvGhtCw5DsEbGRM1IIWjGK7M7JuWkvVjcpTDlw6OnDnmkO851pDwpPQ3c0SE2jjkOAya949jtAt1AOtoIG0wYhtDB1yZ0CY2NR93Y2uMr9fmyZznAD+tm53C+/p37rxsqk3zi63EmkmUHJKJnG8lMraJrrOvSlFrB3Et7GwE18zIam2qrV811gzaDfavFkro8Nk3cQqgRuqQippanMwLzlWDK4ycph05HbjaAjfznLXVY86Z9+va2KoaNkTyBvZzq/rN07oaHlFuWJVjgH08vchXXyjFPkg3MZVXLML2zsiD8PzcsiK7u76Qbtg0wpnbV26eGyvuiea5/tSdl7edq5jGeyAfgWrfiQxktKLUMBqSrI/GupI5kCIvybypb5L3kYlqbm1Y9jEfJ6o9FAOcMpxco7btQGbced6jF/Zd39oz9dfBsjHWLxpTtd30Nn8cZ2Hw3fWn7rYGuHcfdx/ClbsmV3lxx+fCN+f33GyAJmwhJZljRDX4FL2m0rYAHR85jMlB3qfWot8++cbFAb3mxJ03Nv7aU3cvxF7SOiS65dCDY1Q5xjoHJu634wg+N60byghwcA83OaHPeHMKxmADvKQoimI0dxNyx1PrL+l3DaMlwUfzPma3vgafotkOZ9+cVL1PEZ/NAPulOVkfCY+0vokU3902q6PL/f7uGuslom3VO+YasJacg2OAPRxaRkILp/DDDvVJ+8hEKP1UH1tnohXGKUOL4h7rMlZHOoxp0aKbx58BB1PQGopPG9jQfH0nYfO4OtxIn6vsuA4Jd7wWveY2wFs828r14Hkgl9Z9Wmy/Fb7bnL5T3WsisucUtBb/55inlH4IZ1Du+mfuQpmKgzLA6PltjH+cyG4OGeCuETF2r7TNRfxfl4z16eDdZoyld7kOyRjeDT9ecM5tzp53aWhpSplLk0ER1kD4nfmC9GUeLhDS8ckrFspnQlyFwx0vpUHQKZnx+gV5d1vpaCOHnkk5CdDKGvMr58z/tzarH/UbxWjy6EGYK8ep4sht5HbCtm4lRzbm4oOW8UQju7nw4qyDPOzgX5AKFUB1bw3318sxwMFo3NW/Nq761crWx9J7vRx6+LFbkw8oUj++eDqOEzWyUouJhhrImtyokj1e22HIqG7lCNEAz4IRJJeeYxxSxqL7za3N79iVudT/dp9V0Rw+lByL7A+/PjouBitnP0+66M0k71I65xgL6Zq5Ebd03ZwInkOnHKeGs442Hfrz7QxwuIp4uPbIiOVuuImSZEZu0Q3bTgzd50W9Z64B4IxHYaAEQZsf1HqN0g3JjTP+qTzfPpR8EQhZI7qOokMY5EFBhwLFe9/jKNnsZE7yHONk/yduMmhF2/vYIx7PuRV+jnEqKXNUBE/BPXYqPKxrVz1fVe4xY9x7qTPjPl5z8yNG07QB9u0ErWmeuhorU2pjSpiIGq3eJvodY8yfTyIWs/4JejcRXpPrHDDGozCkaFqCHwgP51q35DqJ+6whEhTPAiF0n2tM+vw80Lp1CBiLVsEnS8FWsMm9sckuaTgJUrpThkU6b+y7pRgYCV4xIx2koV0/6dzq5/11kPPbkvzgZB7SKehU2pZ57xZhBGKIUqny2tmnK+teDRbURXBB1uxg53rh6HgODDE6asyB8Cg0BsVTOr+U/sh64NFLfyqWUUFgWPKYpAGms2YwrUJ8GKeZJXQC+AvDKFm//w0V/XHmp5S8tgHu1vNntMbUpnmDuK5fm+us1NMmhFPt3G30zu+Yvhr8GPNhtTJnxs06Ug7B4PYxR5GWUPhIlJO8f9imPicNH1JXI5A1ORtDMlYDhkgq2GcwftPAVB29pn09RILr0r5JydPWoesDrRCRLY0GyegxkclJ7sVW5h5FZQ7VJ9wUMglj5BiDu86cPEWiN2QMCnPqPWIk2kTXocZpG2BqPer38LUqc4IWkfn5xb2gNYyGJJpiG2DgnJDjeFBMkf6eC8OEHwd2frkvhUfdZ83li1QelvRd7BpYff/09yatW7tjK+b5P2KAJTqHNMABJ0Gyzpz8QqNbJMKjIulY5Nnhy+1WlUMnzRR0DhzdtxoOgdgAeyD2oZySKWhjnox1y9Eg+NLnGPCjuTM77Gc6RxU7QqOxsTWBh9Pnqj5eurJF6DnHGCCVa3JSxggfECM9pkWkuK6tbYk4CZJ15uBBSvGjhnBgcM36HeT8NNaswsPTb9FoquoHDYwFU9MhpwJxNMb8QRwPiqeh15GcW79u7WpwkwJOQVMLLuX3gUfexvHbzbQPp4BDl1KR3sSohdssznbe1XPQ2k25SYEnFOJzWzqC0bsWLZcuMxz5KjWWjCTbhbPki+KD1DBS806MdoH6Fk2+SNPLqVRyB1/IkFMpaO65pyYtJHNJ6Tdeq50n0Ee6Pn3C2aOmIVRl6huhc/LOAciKgCXIxxSzZC4tBSxZW/IN4uVrzZv7spMEjv43MVyDTRVCZ/dTAAbKvRQtc/FGvj80uW32LF1wlW2AKdrNxXN0nX3yURL1ffT6V4/H55PDFpDOOGevhppebB866BVhdcYFTYmP+asRhVIyE/pdCm9orhBNqWxE3wGY3QCjwj3xSkeNKkJpS07Rh4Rxud9IPfiBYUNe9dlEI/t82Yl1R7t2r0yeKyQNcK+F5G5sVgSWzV+gmYpU/nNhy/0eSUHPsf+40SyCd8iQUuscGh+p5/q2dKpPn3jo0p1fhugWM5gSg/bJT79yYZf+blNecxV0SeCNyZFkrv438xtgQXoHSltujM6Vn53zfWMX+ZdrgFlRZUY6kOPZx8ZGDXDgAYRJtB5KQRt3bIz1Rw2vBZ2vPfLf08Cd3n/BVnbwnmnIIOXKwD4Fe2yU1mv38MrfuffNEA60bafUkB4aH1ul716a1t0ON1ssekulbbkp3VhKOxZ9c2Weiqy58KbWl8y1FwO8VdSJhv0xRBPdloZXjjKMDpfJkvHSzd6txTFq0miEA2Nq7LWLd75bWftGn05dkc5YkUfS0psmMO5s6D1gY8xzkxp+xrUXCf9C3xCR4SQiPzTFHd2TjEYzWrQuMY+UH9LvSuCAzBkqGKpd/evKVl/rfx8zwFSkx0mJx4q6qNQtgmfMIDbf9orE/P/6pxCbf46c0yLr+TEc3P342VLQndF1tTs7iQ762BGKMyjsobTlHhQwyqStEc3oWZtsipAxbx8HjmIRNGkIpojZ84Tve59cuXnueS4/cscTZ6NTAwwaLk4WYoxDzrcoPThygs65j3FSPDiO6j7wGq+Ze4WHMsAxHEPRaMwAa6Sg6ReXWkhz16KibIrnndEuloImz4wY/YKjqdfGjWkeVZ+0yqQIcIi/z7HpOQqJbThjTQ/YzR7cK5OoeE/O15YGYOW2l7uc80XKuM4hIw0OjKMkCuZ97sUcelF83CdeobVzrvBIUq2xb0JV0yZx9syhY/xurm/Q1Jm7eLEZspaEFrF5yxlgumqSVTCzL2FfmvIoTQdEIW0zG8adtWZ07rk5q62NeYdzJzuG19Kdr2h9wuroGO0CNYlgww9cnDjr/v0JvccPpDAMI6JsYmMQOWkMNRjx58CS+23pPZUL31K+56ZaU1Ezdy6UBiHjGLqbW9f1ycOXPhRlzKTZgBAO2QZ4cv+0jUp/YPpnvURRjVRRoUyRjjsE5SHFLfVdSiFFDY5znx9XMm+aaTT34XJeRlq6gtSGbxJdBvfPloPD61kzGWAkkudGyiVk+bM5aQrkplNjK2gaKhqL3YixcXe2etEY80x/jro2Jw9f+uCwDXAyzRxSGk2bOvf5kulDzYiVk2bjCMghj2VdL1IsitPkq5T+iesqg2Yj0vm778jjm+ECi74fzdlDS+BxLu8O7XvNdOoY95Jzc+gscQRSTkkuXv25syJg6HL+6KyXsyE5RG68beV0Vw6sXGXCHc+ljdb4fRhgbb5KaBGCoS7Y+nQQVYfbirZohHoZKxXkIXSi5BbhHecaFwLTZ2NwCkiMEz47v0KYM/d4bMxoDg3mNjI8tq4+CXWpQgysNIU+nru8AR5FQSWNmnTu6F1WoUFHlE5feLjjc4Q099vomWygn3PfOFCKOgWXlK+5uA54FD6Xnb6+lRn1B6PskBz6bFLGObMGbVC5ZR9p7IBj1YlIccqRTemaS/mutAGeC0/KaHqD6ax50ZhqkIoOVUOXpMl47jwDHFIMY4qPi0QKGjWJoqaUSLQ4KNH1iAsHd/xcQh1bh6DJpCqdovF4nb5CXLvVL5pmD9acH42bRTl3a85xFz1FJ+1zZg0Z0pDbZBbNmayrZYhh5cqmBt2WNAdluHJgLXW2HIp8nbWvGmPP91trju8Vo4YVHSehjaoB9gCMFUMDFHE1SKJMkM3O2UzbzclsDIKkyxBYyegqM5KSCEepbzj0GPAwVXw087WjOVLQHDqV4hVnXgReyggmr3FlGGBUFyA4cGhyiGOl6dQUriUNe3/d1EMRiAH2xVir1ebN9M0rTiVhV01Bzyls6EZBjDtQ5BJuGJGO+LffoJt/G10JswJz0j9nLZR3jUNHXV/zNQWro8v7qJwPyRYibyjtOHRC50THUYay52xvC86ofuzIPiD24rSRCdBvOyFHRTqTjWn3vT/740HXpdA5I8qXQx2nHUVy+lB3NBunl5HXoLpvSjglHVz9ubNS0FzhQDZ5bE5kM6PwDBQdp4FC2jgMq1GZhTCaihylw1zjiLu8w+cKKQP8AGUGxvTXlHEOb5F1Jfexrz915+VQG9Fxx7JW9u+/SN2OQODcOgrr01eRYwt0To5e+k//9LvmP/it/337SW7XJQ4vS4yVpJI1DXAqIo013lgZdzn2DGDXgtK5+kxVVbtnUHvvG5egY2jO2QxwrqD3PPDszleJ87xbqfuqkq5HczFy6etMjioiRVuDqIrhHC0dfxS+fThiSOSNjJk6FHdvGes7EPX+nLl95ea58Xl+M4DCHYEhGVFHji2odVO8C8H0+797w/yT3311+5lGj2NUfrTHSdOx0u9C8IfbS7pb1tpbxqzf2b2q1H6NOjwxJ8H3hu73jS6ZwZjPAM/YIIASQqkzEPxuAdWoFL5L/D2lTPsKce1Wb63sOruZxxJpIIUpJ5MUWhMzbPznH69/587Lk2cmc851AR0Sda4LHVs86AY4J5LVSuPGekdvZbk+fcLZo0ZHpB5WGEfyoZaY1q6flBp0yX5enAHWVi4xoki9Xul3EuY8yN8gSr8XFak2upiLriVkWeo8JqO4SA1C8019+oPoYyrUIyrKtQ0I7qhcaclACKZDSkFT6eUcA6xFY+rsFskwpF5J6r+K5P/bWvPSIGnjzNUvff+DIs/czmaAr3377oVqZX4+YIrSFSUtRj+o85QwBLm0gpSpsgLPhbn/PUVTCj/q+6jjGL6PfMusjp7OKUyDjggGWil+RWhyjUwxg0E5wBTdNWWgm2sMky/C0nrqLgQvZTRRHJE0MTIGXS9nXBdNO+POV82xxs50IQYYdSTQcTm49L+dxQCHNkX3NuxAqQEpJi3EPy3zXHvq7oXJowj+wYTqcyc5CluDfqQyXaA8NNfQ6vsv5DyKkGMkklXiwqtZIWeArEZnvGy16Qn+zUZmqqPXSssdJVcasiuZQ8NwahpE1NhopZIlNOt/s6HfC86ZZ/v3ff2ZbytbVZsp21wn6n+L4NrOb15wrnp2YCRd/Wipc+B5DDCoSOdOH+UKBPq9NNpB549GS/0IEiho2hecrGhvj1XQnCszkbPIE2PNbwYPleyQhxqLcGBA5Cda3dze5W9TcYDsbKPB8V5nfIvAO3DYwStJ3HlLjNcynIghQeHXnAtdUzIuZhj9i0Yra46DZ7kjoxlMY9enT9jVUesYDoq5WqFt7gjb+riU8fWrLssALzjlKBEc/01OtCNdc6AMnXkpymVntqnLfcIJORDdIGGUl0vLhpeca2hIl7ghUJABbuDwhmd9emNSYSxwTmJOr3H2TWPduwMQm8dUzD3ypkBK5toJYVwPRTYo+dIydlrzeHi1nAIK95zfw+e/3YzulnXuafTcdhDJV+u3x8VWY08TSW3n4DafAWYY1qWmj6SE3mdUD6QRW7Sqo0c33csGxQcailJKt60TIbtPXaRoi5v+Hchy6kGFDQ84qVkth4msRl+f+ifbHjPWvYccWwBNbnQMMJhVy5U/re+1DKe20VxKejlGZ7ICusk4m5OqMqz7vMi8D4wB3nrtoxaVS0t5am22/jwaBlhKJ1AZNgpxA/PQAGdcGSlBS2rOlFGS0nDAy4xHEaR3z1M4azirSZoBjnPw/Phi78pSoRS0xr6i5In6nSNTqOFEzomlRjM1N7IuRY8Sv+8MZfh92zaJW7+CPLLQhw8xwOh94hy8kylojoBxgdDy4Lnrzj2e0wUqBFsunYLV59OFrgZTjoLIbG76Is5OEDdhKltq9HL5WJKuMZwoIxeV7VCTFSB9zcFx3/SUrE8ZTtRIc+jUjU3NTa27T+P8yU+/cmGXKq6bm77t384g+0jV3//lVJ7HzoSR+8QS+se+iRpgiYBxAKM2N2euJY9tldv954yzjxtj3vdPyFE9dBGjcuVn5+B7aX0FWxvz9qQqemOMrvcjlx0Q2ed1c/Enep7ZArD39LrUeM9Fv/E61B4l09fYoyzi44J90pOijYRnWmnq0NqpuVO/UcZZgif6TXjt+087+7lXB+e19ekTD12680t03m4c5RBx55OMjxtg4owlNzouIcASApT8BqowJQxdCTpJI54QrXLlQJP+GvTWhOfQ56Kc8BzZpObm0m5uOYzh/r1/+oS4jeESDbAEJq2IOdoqMlBARaWLtWDiyiU1Pm6AE23kNDaPxhwUct3vu83pzrT/Zn0lZ/n7iBEnZgMXFJHNSifgzG8QnTPHo/zKGRdyLrRpOLeyz6FH7repKPPaxTvfrax9o79G6H5/0HFTLKLS5i9Cs9Caf/yHV5/88pf/ftBsiDIM/bVKRpvSFDTXAGviEFu70eCMblUcmOY21IkIOP6SSY7nO1DgzApXZGOMxyQLkYTngCgcrCseCVjmTLVx1tKSA5SeOeM4eKXWkSj7B9Vg5/A/59vpHuf3qc6RpZFjv30c5qk/+5NRG0N/TmnaRwMCzSFCMJRMi378+pe/bqrVT5p16/WP+mnb2Lrha0D1sXXmJHQ/lmuwU3yIGU702lE3NwoTx1BryE/jSMQmSj0lprl5tBCJ43HXn5WOo81ueNHzTVaRSmFnoASdUTlYkgHKhQXFeaukF5gl0JIFlBbhSumPHp/cMxbsgYSDXXRvh2g4VPTTql1ONKzFo24eshFFwkHwxtnZ6kVjzDO7s9cGv2Pr74X3vkWNHYpfyDHgGkoUJnQcCjsybm8paAQ4jTGc5gka602880CUjyquEvBQc3IMFHLtxxl3lmrbSMGk9bskep3wk5k6XTKvKbpSsoBU+NfGvBMt+lPIgEX3t8CYU/Sgfk83jTBmjnulMRinxgVzELqUrHPOPyF5vo3ZAleCtl2l6rNztHLkZApQg61lgDlpbOs3mVuf/pm15kz/XJRSHNFCnoW1h9NMQVMKidqg26iIqcTRedFxMTwkBgo+cx0CN3t04penZBqhH5dGGmsicGmPQfEc8z9Y4T8FTo3/kfvVJ1dunvMNRGb/Gz4aYAdvITetDVfmNw1QYEraD+UodNwAT0eOHQTqFaI4cZ2pa3vio+PU84BzMgcx2KihTsHNncNef+puc1Cx/dteScFTRJ1CX1K000dpqyR8NyL/R7TTCxEYVUiIUGnOhaw3oEUiJaplLIisgwdHTQFz8FfDjxG57ZPXHNqMx0ppFbnKNp5ejf9LpS9ivJCUNFehx3hORef+u7EBRppVxNZLRfsaDoWWYzKGHzHUqX3FjaKnBrinHJHClWSE2UKqttkmSiIj2uZGs1KFFGMWQtscBRpwQNr7ls58wdhh27aOR1o4kgZ4D+lBj/q+lPWcvE7JDEfmJbIA6IIWPGX+L4W+KWXuXH2mqipWu0Q/H1eh92EYGzr/27ZZBXCVJ2yA3YfOuX9tbXVpiO8wLd0Z4DEMyMMJIRnWmkdLp8YcAC6/kgYYAZZUtoUMcI4ylXwrUUgI/UqPAZVi4yRJ6BKCPzgPsxNSqatjKWWNGih0XGnecubn8pY7vnFwIo9VbJ4j/NbG+N7g9Lzm4LjksVzF3OEi/Q6JnKloLxXFW3d60dnVf+XhtO70tbY5xu7PR/chY+tfMOI6IiE4JPNI5CMWrcfoy3UwoiloFFjSACt7ux1cOQYxdm7UPBXXeuiTO8IShYTSsOQ4kj+jiEQrmsiZZ0vrRB9hbSMYdlSm7yYvUQ4QWkj2C5eHSzuPLbmvGoeDkYFDDGIIXul3IcPtz6AfvvQB62zcG6C1sTcq68+zuw0ZLsIat3EMwuDc7Xau3R9VnKY1D1ceUrRPOUaUYzNwVBohOl3/56ZyZ9Zu9dbKrrcPZzcD69NkqziNaIdLmIS3DaW7J4oipOgDj9ZzFRIXL86GRudOOBv3lhqRUJXr4b7V7jinwcp2TeLxAIkhQ3klGYc6BHPAjcIiwXNp30hw5SjmPr6S72Lnt8i585jW2Fmwm9x3jnz3D8aYP+xXUlMwffT6V4/Hrx0ZY15pr0UNo27Nt3ujnbhMfcNZ+6ox9vy4J/WXvv8B3CLYQ769hjQRKMYrJlqGiWOAJBtgGz3H3mpl4KytEHLwScFSal5t/PvzkQa4Hcx+LD5JJ/Ct3zkMGYe2KDxzyYGWLuDQYB9jUbrvAza/Zix97Jy9yjUSSAFXyBBShWg+jbyyJvngfTuHfXfcssIb7SY+NFXTCKVEtXXYgZi+vNQZYcqRCMnCzgCnFVD3LRRhSoROoiA4m31s3BsYu2bx6bdai+E8MDqJ1p8Seg7mZlTt5q6l8T2Vgjb+jdppIVl/aTbPiLPy7XwSOdWgiZ8j5KByDAG1XzgOsBZOhzoPh+77wvGj1x853p23ttEFle6NwTqIwonH7PtrDK9lmW/0DSkCy84I7qKjuq5fffjSh/+lh1WrojqEd/jsefr2cO3c7ZVxlyXRt4oBbjfu/eecsY9Z495HHu4eI1xSoCmliSrfkhvpLy/e+Qdr7R8M1nDm11dunvujkusude7Y1bGS90zb45j7L5rKDlJb46pdypCVoGlMhjkva6XgovaIBKcH2aCXoJeExuNvBgbJrN/ZPeXXjpREaSG4uIZVWkyWSqVzC54k9B2n/7ltMKk1s1PQUePFLL4qaoCBxheo8qUIKv1d0wA/0IoPydTQfbXTdQ0LzBik9oeGQ6C9/5ZmoErsCQ26S/UFGrGZ+vSJkm/cokVi6LhJVBtwInzK16fSG4eC8SiDBq05eCDrDVpRjgWqmYB60zOuEFlpwJIbNlKIdMusjp4eX4nY16a6rpSCLklHRKBKjBkoz9A95u6Kk1+8Oopeczlk2mgbyNIZqNLwcuTskPnOwVMaZUrTuLs2lfWZuq4s1fkqVkxGRe11vX61qlZPt7TYpdL3YYA7B0Hr7DnaCzrEeMYZlP+cZYD9BznGL+XhJlPMzEidsyE4Y7WUxKFcBUEjEuJ4oCUxyMMlGQWObDR7o/CjDtrzL4nWS4KFy3fOeK4Bbg2feUHSu1krEgQLvIIVz3OkoDn0l4yFDTDrDIqhFCVAT7x3QDk1Cn99esNYXwgw+GM7ChowJxyc7fNmkoYF0QrinpFCjV8xPAF+dWtrXqM6dEWc46AivNR+hs3iAAAgAElEQVScX9ugI/DHxsT47rMl1DXLnHXn/pZjFFOGr6lOXlXJntVcYx+jBXLFyRdr+SrnUNQpuaI1N19S6+EGOHGOujFu/oL348aY98zq6FhiPKSEQRUrOk4KxxK+S0SMqt2ucnDl8IEzloJpSUaBgnWu30s6Y4NCOutczj3tHHqE+F4b82Tslaactfb9LWqQ4oYPeyWpnAHG1ufQWZpi56whHatigKWLJ6LAZJHMJAIGiqz8N/tWwCWVXZ8mkYb4rQEGaaXJUym/SvBMM8orSSNk7lx5mmM/5KyRi99gT4wK6za1LeN3wnfXzRhdrhBelRyTMjCx30LXe2Iwhq4LcaLtFO6xd4q1Cse04CzFP9wAM9KGUmClm5Xz3b4UMAqjxpWua9++e6FamZ8P+NC9cqVggKWKsfvO1e6sreyzIfgSTllWal4qk0v9DpWnFPxzOGPSNTTwk+Jeem1NmUoZGPy3Nur0rSo9bOOuU7H7umi0TeGrNU9oHa1IncJB+jtsgJtopPD1DOlmnQM2KYG77xDcmo1v3Lu7/mSbr8Eio1jE6Jvh//DmQ7/UiCilyin4HfOBhlwezPm91EnZygsRgSHyFMN3C5sz5431j6wP/lRrIqRwSr8jcW4szNFrqfvT1Nq5vOXKYSrCTRkYyviEDF/MaDcwV1WbmWS8ZczFVXs8RQPt9bjzsQwwd3LueErwufPtazyjWnyg7KIFVIyKcoSGOY4UMv+Y7psagVdLK3tNfucoWamTsjW+QLZJwoeJAxZovbp5uWjbDz63liNEC2QNKX4hGYgWkDbG5HSSWUneuQZ4oymHVAo1xwDH4Bwb5kOuNqbop8kryVyqBjhHaU2UQ4cNI/qTEED7G1a1+Ai3qAFuI8XoS019HFQVVyAKQ+ffppuNO2vNKN28AxiOtnJli8PnbAOameZHaCyFMVJVfttYc6tem7djRxdBp6p5qMWdaX+z90KviDX7upc5o9aQHlOk+IvQc7CHEkaWOxdH7kJjqQgOTzNvuOTqR7ktEykYcnEs/X3JFHcu7GoGOFx9O33OjQI4Jzqj5p7j96T3TKTwgylo5gMRUsU8UbARJYS0PoTu7voFQedKCyeU/7lKdq7vJXslKZ+g47DlB1M2G2Ocuk0RkjmFYwoJP2K0lcyFyp3EAPtvUgZGw/hwDPCSK45z+FDqWz0DnGoRCCraUkjOOW/uBp1c6WqCC/PcCIdk5BhVHozKTq4jMYhQQ92q+gg4c9usji6j6c1cmnL5j663w3kYBSJOSjJiK5jmTDkzMN7gy1EhHCMR+C0fgZuw3FzNva+r6cBpzoXI5RJSqCgM6DgEb40xh+AMzGOAGWeYGoTv5pgzbbldU1l5okqRohtXcXDWhSPeDkimQ8aBhaID8jtCKyoKbNYh2rgmjXDBgseogwbKbqJWwaOUdg5jT4HGiFG7V6jHMSCeKtIzRD/JVSAEbirCRefIHReKpMc4az9UkAPz0pyBGC56Bji9seCzvhyi979FlKjWWuN5JKnBGCxaeHCNGGfdydyh1GRGKpEDiwZPkfVyjJAGjKXmQGSXcj6ozMZ2jbYKe9yZbohaKzesDBBKGy0HfY5zWBSn8TjtKHA3X3123MLSd9AaP39ojLtlnXuae+4sxbf7jpM2z10r53s1A+yB2NxhfdGY9HNuEYPFar5BIc01ONR8+/z9Ly5+/PWVWf/Ew7A2qx91V4o4MEnoMVbGzXpN4U17laNTtJG0olec9zZjb8S+jToeo3T55vtZ7gIjtHpQDfBuH0/5PHBwu4jSv6Xt/zyvEw9hhPgMyU2bRYg2zODsgQH8YLSPzB9S9v5O7WplfuOcO2+MHVz1Qt7BRdalxmhHgUDf5k3PZv1uViFcpdezKLrN+XvUAOd4h4gX3SGJRBsSgiBKVDLv3N9o0Sd3nuTZIaHMuGtzx2vzBDj//oHrqrsFhUja8AYMo9iZnZP20cLNXkV1KXg09QPSz7jPo7kMsHYUSOHZ9WxeG3ujsnaQ2dDGmXIuqN9L7kHO3HYjiG4Q0Sh6hxQwmhuhlIdL4VDyd036cByjMU4UHKm5qW+5a5WkdxMBcirAfYq0+xNEgZq4aBgrLq9y4d/JjTsby5zlyG0MPk08w5Fh55nNEw2G8CxngD1O/m8Yv9nNFSftdaW4aVSA58o39b03wB01t9dCKOHMiY7nVLYaG1cTV4oZod8pXkjmDK5TsvMSeL2lg2sunFO0C6bf16eLbiaiQTeNOSQyOfe6Gs5KH8++sneuPrM7C/WjnKmduW2NveVf9ZnrPFQ7Cmzns+/uDO+uheXK1scdXtrrSg2wRA7n/mZogDcVjMkUnHJ0rL0RNAm4BNjmgAFZAxkTjTaYMpOzlib/tw7BwgoMS0Z1+6J9TOfkXkHiOFlU8RgqW3MYIBQW7Sjwo9e/eoz0itZed4yvlMbaRWkxPqDrhA3wzJ1gNCJVVCA54+b2yqOKVfEKRU6UncMn7rfc8Ry+csdu5YB53jt39iRkPPt9wFG890H7yFW2vzbG/PkAbuYVNhRn7XGlDZA2vOh8c6SXUVi4NJYabRSebhxnnWAK2k/E6gTjzC2zOnpay4PkIlxqfKJKE2oLWQou7Xk5jsbcRiUHVy1YI3KQbCayr0gy9RJWDi3n+DZ5HrwDYPYrjXPgfihrcIzL0nDKdR7QqJazTleE5c9/byAGNNl04UC8U1QwoAYTGTinDISW8UBwRY0FOg5Zs/QYTVglc0WMdnFHleNMleaBdP4H+YqXlCZL+o4beWrAHjJ+6L9163MM4xhmjuPBWUd0D7gxDuvTG4FL9AflnSJGbpAJ8HcelZoC5Fzr0RDo8RxI2vGQlLs2rAh9+jRNGpEMp43ivTbe1Holfpem/EvA8tmcfAqgkSI6c9D42fWTzq0Gb57b0L/1Hp/gGNExbByjyllHZIA9cIe+0dWiGmGbzWShG7NqGBVkahzlkBwSz/cNK5E9KeaoRq9QeeYHmqhQMqH5OyVf3VpBHPx1r9XRMZKliziX4rvRmjR40OfiGB+UFsFGJ87dHt81rgP/Nr5/LI3ew3eg3S1r7a3Q+8joOnIDzKxsRYk91ziJgpYY7Rg+SzPACG7ImEEUyHj8QZvvXFi112+c1D1liiZXqNbrM8a6d/s4Im/yatIk2nSj+txJyKhyMw7RfXbgeiqHB9qRKAILJ1JE5vNjNA0wuuZ4XPqutzHdHWju/GIDvFUwGQ3nucBqjpcYYE2cF5eCBqNuVDEuxgAWkE80kmvkZQEGYCLrkWruZn8xo2SUFg9aSh7FW1NnceYqEYki62sY4LHjsFqZM6d1NXAgjVn/tTGrQYV8LAXdwF1VbQakrl+T3sPuolpn3Pmq6WG+M5/STl9ZBhhhyBxjJJthEYoxcb0INXRa9OU4JAi9OfNp4TDHPBK5mZuXYzoQRU2b4e4VTg93j5M7vf+Creyzg/Ui59v7KqwqIYcSGZhDNvtraBhCCcy5hj/2vYfF2epFY8wzvrFJa/ycqWt7Yq251zU4Gad+Q8ZbGq129NCkbZFe0BTjEAVOzdH9nrMZ9q0YURwnCrVAahelIzwOjKilNND8jiOPJRS6Ji6huaBqfv9G8/RlouBZteR8W/LNdo9nyDsqrxwe7FMG0LTyzkjs0h3+taKHL334PAdXydixEeREoCnjJjF8km8onHOdjP78QQNcQmg1DGZQucyk6GNKmqO8KcYivxflDdDwA1U+JeFM0YnLDy6csbvhV26eK6bYuDgF90mPt/XavF2tzKCC1DCe/ZNGsy0e91mvpXH5Q+GOXrdMythMOmcMA0fxT9tGtrPlRn+IjuqP+eSnX7mwq1ZunYEUDIdggD1+aJEVRa+wAS4oYKgCpwDfGvSCsHZrXHvq7oXKjBRWdfSoCRS3mIJXTDw82vRD6Syh99wZBomy5tIzGskV4rsEJ4SnSKFWSJY3hWVtT2xmZ7BRRAs9LXn94t1jrat/CF2QMaV40in22HklN5pD20YiOEvGxAqXnLNXv/T9D34cmlP7bWWO0yLBMfebwzfAhYtcEqmzqxvik2+VakQwXAOouWZfyEoqn1xhjkWnxppo5zKuAW6coBmNggQ+KR0ph2nL+5DhzbgmFIM3tfeu/OxcUIFLcU99F9pLFK0kcIQNVn1sbXXPFw/Vprps7fBt5FTxD/fqjATmlNMQe76wgznWSMM1vRbs43Vt3+8/8iCNPLWiVSl9+t91ODtX37PO/O3Bp6AbhQikTqXES6TbIAOcrHYWnG0hBhAZI6VHaXoPjD2TPlCx0ShSldBqVqMYyvDsqfVrxMFJtuTMkjOPuzMvjV69277aljM3+q1EPpC5Q8aHem+XajQxXrfU1Zn+OqkIM4aPT0EHi6OIRhoIXZc8JkirqPdZ0qgpzl0q0iMizkYJICnomLI2zr45vpvZT/ml8KIcjjkNRCmBlyg+qNgo0DiFoucYRwlsKJ3GfA/KWDdZobR3VCcIjnty9uc+ztsnvC7gAMWMVijC7cPTPXjvx/l/R542LHF1pg9TKi0edADq0yceunTnl+jd3lCEz21BmYrS0X2pMS6Ec5FrSDmbjoNoSUW4NcCBFHf/hRlKeUcNcLtAMH2di9cDYYAFyn4SnSu2Dp0oZvoKGbvzUozvzdoLaP3KlUvu+DkdHVTPlLi/HDNan1vVb07vu+7y/dK7ph5X7vkxSh9q3lj6N/idqf+NNdUf9Neua3Py8KUPtgWOcFtKpRaUKB2QcbMY4NxNhyCyM456BRo5EWcK5qhSbRtEhA2w0PiknIYuup7LOeLwMTRWcp67BAWeI/9L644W5AuRvRrIlzNfyC2gohzcXDmjvs+5PhWbO2W0OoNlrTlrjHum3+whp4K5VDGSdN7Qd87Vr1tbXRoa4OHVKUnkzD0LH0fYHh5nq+esNY85V79vnTmRNPNgpaD7ROAo7bmiL80CjRylSW3gSVS2eXUqeTacaYAlayJ4zDlmQh+litsGB2a3JxTvQYXw8COo93PSABcuNkRxZDub0w+StODoGg2YkTk2fFV7fAY1WtrFQ9rzdbSTzjv+rk3Bu5d2Tocz44ppPQO843zfsZnyJlxxaJ17VGKEew7WPevqN8kUNNc4SQ0wd+M16ygVaEhhRjZvUmG1vYJ9euUxY917ZtMXN+xcuGNj7D1THb0maUjfGGUFw56IitgpV4p+g+hHIZ3MleWeIxPErS+ztbP/rrLu1QhOmAEmjOy+o0GSX2P5YjpNEv5IAwUKl/HvUthijTOkRosL95zj0SYhMZhSZ8bdN2gK2tSnT9jV0Tfb79bvjF9O2nXTMqaf2h8a+JAAtzPmHAf08acNMFNpSwRV9E24OOJE0hChlGHqCB1zLoAK6cvGuLOcFoHpCEUvZb/FbabITINHf/ntu39tV2aQ4vINKGIyk+RPCO8Y8RnFUks3skn5iuzJzTcDJzPoyDF1zcD4ziCHXN6gke6cRrLUWlq4Io07Qs7L4N+q9dsTg1ufPuHs0beoPs6hDmIhmnENcMw5UTfAvahhctE+aogEG09itGPCx52LE63nppo1DE/DE6+gjHtX+0pH5KxW/eF5Lo+gCKZxZc3tKzfPnecaBOjKk2/vuDq6LM1YlFKWpeYN8ag25slQE5vgC0gCPbB1BDO+LUUPqkCp1Lr7mFcLV415uJXZpVPQKeeENsBKnmWuIQoqSP3rTGR3Hq4hyC2sUTPAihmDQeQRVnztECLy4zgyfrq/uPjx11dm/RP/32uz+tEPbz70S1TZRA1mKgJOKHXIADMiXxSPpY8bR4kmVGwYucfM3VuAHEKp/1I01TAmFGy5aV9qfvT3GK7+qhTnJSINmlFzUOl///va2Bu794bbVLRz7t85595cWXPMOf9NwUMa4FREizKnmSOlzJSMPAce6ViuQeTiPX6nFblrjODChRuZcxtZj96a7X0bVYBcZYuM3xl0d6aFYXdmHjWYCSOZk4LuX1VDafkgjkOv8Xjeufr+C9ZgryuNaYXIx9z01UrLxuAuPT+HXujZLFXJrYHTUubo6JdtgCfCzuxQRBlgLSPPERjpWK4hoxRDP2KojXk72HPaA5v5ri1w3swuohoYPGf/2FjztRFd4wY45ZAF5Iui+xa/YN2EO3a1+fz46byUkRzh1jqq1rmBUe8yMG2B2H9onPmqMeZ9szo6bsYXqraWyu4+vkOu8SBjENi5Z7Qaeo2Ci4q2qO9Tv1ORXs7ckm/DVc1468xuTQ2aLWUOj1NWChryNI077ip4Y4yjDJGE4fv4RoIHqhgoI5OLbwgOCT6NwzTOWnArXiMdhmpr/nnQCUncm044eFOSta/++GryG7GzWQ5uueeeuTw9hO+pazxEOp9MI3OPMkI0k+6DfdJ/aQZ4TIulwlcqbZ+aN+YQQCnoPmHRlFJQyBXPbPcp+KhB5cJY2gAHeSIsXkk0yrjXrJMwcEEDnibWVbJ1Z+osejg3rdCxuZp5InSA39blykjJ8RqGTOKAZ+kUxvFVstmOcB+U5Ac1t0aqlVoj5/fS8KWueMXOnUvBRD2kETsz1jXAgT67OQzc17clFVEKJy0vnAO/1OhLvxs4c+096FCDgzGZWmOXav/YKeL41b1uzoMwwBweauwTLdlLyneEf8G1wdeVUDmk8Lv+1J2XJ9f9EgV6GjTXmEMj1aoBR2yOUvDFDGnwkYdeW8pSUTn5kEYPhj6tYAPcKoT7/pmoPzHG/CcRgpPKjWL23IpnDA+1USn4u9/7eKzd6hcru24vhRONNHKjay783PFb/BiRR1IpI9EmWE28pZ0/k/V/1n1ecod63yloKU9Q2QyNQw1ZSL4pmUbgkso9Cjc17vp37rxsKvvMANYDMMAIbcdjSqVgU7BI1uy+ca4+45+esP7oqK5f89FkrL3kBobz/Rae8UYb7Wjund4QnpQBjq0BGeCIh9rHsYUJVJQxRu1D8UwMsEIqiigqyaZTH+aJoffXdPxj6cM/pP0feQVrQqtIJy+OUgjRalMJ/q2NTEXPapF1xIp9FK01a0UK4YJn6xnHLZSxQPDmjuHc517CPt06AqAjSNE0caQSfUuaS+MljC+Vgg3htjO69Vnnqmf7Y/Bq6GlKy39LvRwV63QlwR9xHqinH/MMcCxK6QpaWuObpSj9FNQmiRpuQVV2dC4NA0xHdaxMQbSBCd6NibUeqihiinhjrOCqaqmRROE8tHHSfZCDZ7KKfPyGssIeScHKzYIh8kM5DZysRw6d/beIQs9dI/Z9qRTseL2wQdqNoqLOVETpv6VejkoZe05anGOwe32e4Yc0sAg4blBUFbtE8VAbiyvIiYgMSiEnHIk+KDDdkteHwpXE2ZkJVAEG+VW7VyapvMzMCJeHhz5eS6ZRPm6jyfiZ/EBeJfsU5UkO7hS+lKEe/K7QezyEM0ehozRLR58+c9Ombf24uQywNCXb4UIZ4C99/4MfdwYv1F6ydu62NfYW8mbymH59B2m9Nl+oKvNcfwzlPHROFvJuM2aAY5GWsmKVbL5kowthZNzfiPXavF2tzM8HTKI6PFGRKYNuSfyoSFvQCpHDA60KYEpx5igizW/nhJMyFhReHD7250KMq3RuCuaE80o6rNowIXRIKe6+0euP0zKAqSg6ZeTncgCoRw14KWhPwc5UOX8df/ASkSZOVOTuIUEMMCLrfazI8Zu7fP7lnseNMe/5ZgPdPUpUMSHjuIontlGoayskwpsB1EaMpod7Z4Brt3prZdeiM82kAVY09NsoiJFeDCk958zr1uo8eIDyKDUOkTlkHW0Fj6yZM4aS29jcKJ7cfYriIoabIbcILCgdurlQI8A1wCFDS61FrcFJwaZoFYKt929nnXPP9g1nXdsTX0iFRqV+LmfNi8ZUg+K4kPHWwmlKu/AZNKcVZYqGUAScVHBoEQQ4DtkcA489Mm+wB63gmhTbADKiWwRXShH0FWGOoZcY4CZiGRcrnd5/kVNNKlW4GrRD5kjSxfc0tuaWRhXwGBbKcSB/zzBIucaVgk1Dn0zolYFv1BlhFNJRRo9rqP34mKENFSDNUenbpxPaerKu6xNrK9jojnmB0pWzl1Njg+8Nb3Dw36HOAwpPvgEGBb+oog1sFK312GewAiNPMWtwvabXDrH5TrndYewMHH34gEt37niKVgPnDJRNZM5ks4hmZx49qvXqEel0xZzOnjzUxryDvkKE4I+OoWBH5pE4ABrrIrDFxnAMBRqtxeb0MFgbb/FIRcg5eHbfhiNF86Ex9pFYBbJkXQ5dJfOPv0Fop1lE90AY4BDhczbkzoPvmvr7xL+14xaGJY3HxMPPbP3IEc5r3757gXvu3c3PpTt3PAcPTf6QV8sUHS8K7vDv7pXxnWfN61wo3SnY0Xli41LRtcRw58LTfY8obu5aMeMTqgAep2VRI8+FKWyAQ91vuheEzFVfMCVdJ0bXZr6qam9a9IrMpOv0v0vRTpvP+QYYTC1rK1okzSXZkKzrGCDuGkJBRmDtImSxCgILR4mG+MClO3c8goMfU0jmLhtnzhtrvjGCQ4X2DdxE5K5V/BZ0XIWFi1sHTDHrQDqhjRLWyzygchUbp230Uspeey0u7kixkp+TKrZC1vW4rl31fFW5x4xx71nr/pVzq0FhrMY6CCzaEXm2AW4UBnhWgo6jCKGtWPvrEYZuomRRnBCHIYX3XAZ4U2z3KtLMoyQfKBlAf0f5g85XwrBzDU2Q7u2d/MF1Ca5DpsFPjTlivKAcEw4PD2Xsvg1tik7Da0B24JD6a0Ar4y5rFCt98tOvXBgb3DFcmpXJKQfLWfuqMXbQ6ChnbRUDPLcwRyKAkys3z/kq7aw/rgFGFtNQSpM5mK8PseAE5uYYamTtQxtTwrAPHEHCqZ0Uv63XZ8z4XWZmdKhl4ErRRgu+kKzlOsiHJr+a8GqnZfuwoZF2jhEc0yJdea5bFT2LAdYW7riRpJ9FpASPk4Km5up+11IcE6XrF8h8J5iM/gN3iYnzULVULErfnHFc2eSOz4GN+22u4dOSUy7c6HgNRzZofGc8SkJxPbRxsUg9t2Ap3JCjbuqR+3/Orf+qMvYnuRE3VnneGmGNKL+4AdbcNJ3yc8adtcYOeosOuMH0/MfCPqg69j8S78dSm2Xpio3rKCSzBJm0p2ip+TtXNrnjEVg1DXruXCXwQ2jAGYM6GRxaHMr+5NBpCWOlT/T1YW8NsHtp2t6vb4R3/517FiytPJfSu6gB1kxTAlWofRosKgrjKDaO4pAyPfYdCme0CGh1dFnrKg6CWy6tuIqXO57CAaU3NY//XWsu1MAhMO1rDJcW2nzdF95LW5dqR4kYy50R76V+Xf23xlZ/NsRXp+o6fA/YnPx7R/WN07p6t78mAj/FE7sRPqfVTACMUtkGEixC6vBlz08RKvd3RLFxFUcuTKHvDwZOhbQhV/FyxiPOAWc+iteac1FrLf13Li2ofYfwcuk02Qd8lAFGz23H6W1nqxeNMcOnI42OAY69auTbX3oaIv2dObT2BthD3v5lpg8j1ZnZjwM0Hn744YET49znpc3/l7SxcrMFc+OCGGqOIHLHRuThllkdPd2PwlN0iSneBpZAgxNKUXc4wOMUr+xwjQ6X3oc0XkKLSH3FD1ztztpqdNyVqSf3Rcvc81gu3NIn+qh1UoadE5XG6PHR648cV5V9rjVcrXl0zgbvM3Np2nvj+J515m+HBjjzHikZpQoeB0CUmsQYoEqSEgaN33OLmjRx0TLkWvPE6LuVtUTFNkIXbjUxImuoAUDgQ+VLa67SfEPx4Ywbw2wyK8KB467FZdgoepWsVE6tLXmiT4KLb3m5suYYLcJK0ePjNx55edx/2s//8KUPB7dsuDQNjh9EwAIDPBB+Z74QuIu4o2em54goP4p5W4OuFH1oKCzEmKTwQhU+RRs1Ja6QHhbBuvuoUZASuki+GcPKmUNDpncy6M6EOrZRtEScXHSOuccRWYzLDTzMt8rJQEKgJ+emy3g97QYSEnw07zTnzpWix8dvfPXlcYq7rs3Jw5c+GBhgLk1D47NS0NDd1LZBwD3uJpAwmPMNR0lGozAlQ5Nb1KSBi8dxafNQ/Nyk7W/EulJJ8OF8MzB8DbDWy/lruREYhXf/dy2nSZP/HPhzx3L4ha41mBO4E4/Ou89xHGPBTauWwKs0DCl6oLRCx3X0iRngtk8n00uMbtjO4ArnLMHM0Jwaiktr8+fCkvv9NgKKnLNzG5xo0QWRhXC6sL0PLjGEKC2TacrqqCnY0LyjHXUClTI5iAHWyPYgPOWMKSFrDW+Ne3f7BG0HkNdtvWdYG5pltu7k4JoaSxksNF2KjtOCOzTPHDBovJmMwhl/onFaHgXTNbdoKLXQXEKdm/7T3PwoLDHaoN8n6R57X5h5dBAyTmt3dPGHN7/4L2ABYwxscA89gyg0hAgtiTTlbGeEqjKYyOigjgmDbSpDS8F1/eLdY6q1Z6m1uYShekZ3jxa49ekvnD1q3iWPPasXeeXolrX2VujRA8rwc3Hx47mRpWQN/00qjY2muKlxId748+Sqqj60rn5TdA94K3gF0jNLEWqEqXPDOsd6iOJBaPOXF+/+19aa/6E/tjbmr6rq6Ccl7gprGqJgxmQU6UTem+4+LW6AO0cs2JSG6TD18Y05H3PTlyMjiMOEyOyADkBmoTRNUJhzXk0arzGcK912EY0AUTy6cXMZYC5ckvEULiwDvI2+2tdgBg2pjbDCeVLB2LZWfGmEbHGFJiGu/6bE5o/BMseG11rj+sW7/rH6b2yu5w1RYhgINBuiBXfQ+AYiw3ptnpw82dh9zMBPIneR635Fay3mpm93JRLlv4SOKUcLuX5UkiYcfDS7N1G9l/t3dynjwsGhP7aUYZfCk/MdRSPYAJcozU8okqxXXXIItuRv59jw1y7e+W5l7Rt9Ovh3ZX9486FfcmizNcDhjyCHihPxc8Zy8GicrEg05Osmmgz9YyoAACAASURBVEjYmTPNnDMVG84hB2Ma7YW+zr6Z+8AEh9dcx6YkTThwY/2L2xk7A5pKHadeOdIywFTqmkrtcugzHkutnTP3+FvKmcANcFgJ7dYTeP1BRVK7V6SNNTQJt8+5oue8SlXXKdy0lHvIkPfWxQwwkAbs41IqG6FFEy2Z2hc8c9N3Q68i2bDQHpPQtRRNOllBjUXIYLXK3767K/Vxxnd0Wq3MGaStImU8qN9j8h6MsuvTJx66dIfl5Ev2kxRmyVp9HsY6aA0McCrdE70qY80tpIKaI/DbyMJjIKjOziHWvr+lvOrSG16ihGI0+4uLH3+9MqfH1to/GIwBnTVNWHL4SvEkZ27Jt0uDR4JD/5tY1mVl175gSN0AR+8OL+z4K9dYSCLjULSYar+4jZZdfaaqKmd9FqiuX0s1xIh1suJ0sZLKHJUSls4r/W5rgKlNTf2ejKoikZvkmogU0SV/N3BOws1MoIgxEA3+oPm36ug1tKglh88xGkudBhSWOc4JpTiUkrulwZODZzTFXygFHQkmToyxN+ZMeVM0yzUWmmfDKVi5jkLMAKO9oSm6pX7PpWnO2qFvdwaYSPehyjC0SCqSeZAUSdIJidwXBM7W/bQsA5zDK7+YNk9yDCQFSy6u2hvqs/n4FJhbPzTrOfPS5J6v8NoaH2Psi5ix8FeIuqtFqWhTszpa06jFekTH+i1j1MJGDdfeVnkfW1efdFE7mvbHVhyOmvSC7n6m0n3U70njA5zl5ShpCSE43+TCljISE7qGrnYZd9x1WUIi2RxeceiCjC1tIJeEK0KPz8ZMKVBaRsYrJpzepKObqwe4vA9Glnb9pHOrn/fniqVuqfvBWi/7SKLKT376lQs7PFqlN0cK2tPNG0FnzYvjfs9+ffR8nMtLPz7Ij60BJgp8chQdtcGo34NR9UwdaCSwTTZ8wgGJpsOasxR3VlKQlsMriWDlOl85ay4J1xw8DuXbUkaIynRo0+cvn/ror6xxT4/mjRpgDT0gwWFcXOWNprXDc/FU6rZkNXGHDzcF3X3HgU07Kp0rPd/nebAVZX9AahOEBNBfT1nZ9TebOYhzxuTc4RaIk6flUGdBIuixbzQUfDLFluo+BGQOgs7JDNXSKI016Jc08AvCFaXJXOO0jeW+jJA2vRo8Qq0mE8WBmnIcMiaogZFEm1r0ayPH6jlrzWPO1e9bZwZpW62IegwvZeBR2lHG0DsyfgzHweHQljTASUXXRJz3nzPOPm6Meb+25n+tjBmkQqTvCUeEewPONP2quRkoAmqsRSmuEt2H5o4oog7MDAZyKbhSsqT1O2JYKZmTwKKxF0TrKme7YlmnVM9zLdxLp5WRs2EJD2Lntv5aE/oEoGRd/03K6aCMc2zN2Hd7S0Gzo4z20QWVhhmRC/DTTtUbD1VrMyACoaXIGqW5PvXPWT1mrHvPPxYwPs8dK9YHpUr802YgEbmSjkHlscQeKTEnRQcUX2qe/u8SPLTgCBmT2rlfV9Z+rQ8jN60sNUQo3ZZauZyTEYilwDmpcZR+3bje+8j3oF7QG8PxarD1pG81OPxjVesONkVroEJPy/WHte+8zhBVTWBr7wiK7yVTMEfvJvo1M9fmCsln45dLAdR4oOM4mBIyyr7yhqw9Jx5UgaOGIxkzZGNacK/k5BgihA/7NMAp56I03ghtcsZEO2F5YXP1/Ressc+GF3CvGGOfGfwGNlgYz9dFfsHG8hEDj24GJF2XQ0D0W0qRUL+j68wxbik0leK6g9+1LSQ37/hSCli6nuZ3qJxQDl8KphR/x/uOytLkygqKL5fGqP7gzkuND6dy6+Z9ov4ftyKYMkSSc9I+PPtMQXs4YlFp6cg/xM/UWXgHK3oUEDTAk80befWoAS4zOrv21N0Lk7Nkn9527vOSCuA+wRAllKsgqA3X/R5TJJuuXz8woQcumPd/UVi44/o0qtfmnckjBELHiwuHxvitTBR4yUsDPmoORKa3MteenbIyN5z5/TrSAkMKzy0OgWyXpDc5ut4c4z56/ZHjqqo2x3etIPon6qyt7vn1Y08FpmBLGSItI+UNz9pVzxvr/sha56wxv+oXYsXgyzX+FE9KpozHa1OOCJfWYQOc7PtsP1y76r/gNucPETF1H88odMGhvGeusqEEIfV7aK3kizrNTjx6dN9RWYJHfXTFRw85NJV8e/2pOy9PMje7ifaGR8gRjDmHVPSW41RSe2ZM86QBFlbxj9cIOumRvZGDu0SeJN9wlXRqjb5xi733S0XHHBy4sHPH92Epbbg5eHdjqVQ8l9aYAS4ULSSqn5ty8Nw+sJQyoX5PGtRAZSa1+Sfpu1DvWf+sI9hfWyJA3G/SFerb2fZmuNj4dM8khj/c4kHxkrsu2zkz5knJLYOww4Q3cuHuiZQTK6k2DjrqoCGf06HO5b9G1IYaN65RSOHGnYs7vlsbxS2XD9zvJQbYGHfLOvd0qFocS0ETyoqLRDc+qtx9SziFxujUhuQqmy3c6PuwRAQrXV9Kb8l3ExjTxxEqhTgljd/179x5uTnaSDiVlNxQdOTCHzFU3hGbFDlujyw8EIG796TDRMmkoMAxeo1OcN+2T9stHcHjmUPYT5TscH5HjZumMUPXTEWMSIEZdx0O3XLGSlLQZqNsQuf6ySKs7vzIGftlTtcYFMFYcw+f3s5VgltjmTgHkzYXCaYxnfm1sWZwlYDq4YziyFXoKP2RcQka+ZdqmqpwqhAHWSfl3KCpeIROIXycsf9/e9fva9eNnMl7n5E0AbSd1pa9tsttVkACBIt4YQGbIrCLXWTXTqRtvFXcaQ0EcIo4trIpY0ivkyrLRQQHapzCTSADEuAisRE4+ge0imQope1UC+jdw4Dn3nPv+UFyvhkOee571qsEXZ7hzJCcb2Y4JD+wpvm2K8ainL9kkVLs4REvYHMUdFBgAAae6iQBGKgroFLcvPF8eIV7XHFSAApm4J4A8O693/EYaUTcniYXzLntc4GbMzelKe7eXvhZ49x/L6250o9u29+Nvb6w9uUOfD1fIceDfA84ugeotD+ZWuyahiA2MP0+GmM+R9J+wcfmnfkfY80PRv2QqVlKRhSkOROP25bkEUwRIv1KjShHT+SYJ864U/0E+SeAM1gfEEpBA2fvgT17ck4i44S24Y5nkn9ie4YaG5Tn49JOCm4S+ZC95hjdMfivHffF2hmNPF1YWrYS9Ps6Wq2a7+0K7daakQFw+JrIQ7M8uBL16JVvrpFMGMk3qLHYpjF7nThnblhrLgz6VXBSYvtoxpqv1xMZf2pQohPkG1RvJWlJeeACJtUPHM2OItGQkwPVDAQi2t137rTWUUFk7EJtuKBIRPCk80A5i1I59vU7rcg2JZ8mWHFolZRNO8UdS033b5NipaC7AQkviPgZ4FRaeV8ncVrW6VOAxIUE22Mfaw8vnHZEdYHuwc5ZLc01sinZpbQoYIz1Gftus9c6OcJD9RPkH4hckfnA1Q23/XYdKDvQHFBMAjC1f63MNzImNdtIU6YpHhGammClSStH948+evGqMWZwj0XTmMMzF+752wrZf8EbzhpzaP2jOomjZbIUdMigOHPo71JtF1Dkrc2aIIHsB461zDFYlFHh0GID0vQDMjJgzyjmB5Q+OOQktKT65n6HtJ9ErqvVKa2H3jm6oZwFjYiVM65I26gDszy4krIfyLgg/e9rG07kiMqA0tQETU1aqJyhdo8+ev7q+DlCfxb7zIX7agCcqn7ueCIB2DcMpsJiD1qHq5c9mWogkbMYOQYuCZya+6L9QjJnTk2KWpyJvhyVM0mP27fSseN+x20fWkM1nFEOAHMrjkvODZF+9debSkW/lp40gauLep1z54wx5/pp0tA+JQrUiKyatJD+YhH+Wp/u3Z3szjhnLz1z/t57CN1xm1QKOnWrGQTAUKS4bnQpeIHG5jd/j7NEuNg3sSiXY3g0+enTKsXD1rkAK0NLyadNV5KxSM+LxxedsT+yxt0NPXyhzX8uPU35O15QR3TfCrckukytN45uUZ1JeMz5RguAqb3K2BEhzf1YTVopnWrcDoak6DseONXP3TciAG49+tfixwve/8XDV0pfV5haKKXAj7OASi3ktTF5fNGYxc+Ncc+PeKqWZeDogmqrqavSVfuULJLfNeWfOMvAdZTk0SVmMSEH8FL64tCJ1mUw0//7YDtCOhmCydb7vmJds32TF5l71GMQ3DuokT7nakM5LZQjIInWqT7HusgA4K/Opva1JGkkzkAlPV7BZQKcvtG2fR2s3PLW0q5+2n4rrFw+CZFKSHeaRi8BJmrOCQcYkLmiKT/S3wSkwycdRDeyaTkTEjrBSnJmanrusUiN3/oRAPN3471LDmhGnkO8Y429LbmDWjLfan0TA0MvJ3UMyvPIBVP/DRe0xQDcRsGAd11K2dRCmZO3iYFTcgi0I5WcsdEEIWosET6JPUx/Hl5ln1wCDBT/GvJTfSQjTaX52doEJuDF+JqLTonxzRmb8bcSUOjT4AKEJu+1aQVltatXnVt+0ucl5sBIdd2PrK07umWXB+vAK3DmOQuANRQqNeQ5C0Xap1TeosZkhrujc3QfjIAzAWDAT2hvvN8pM50KRYuZBYba+pTMUy2HtehcF+hZolstXYzHgbOfGBtDKSj06VGpV8n82ddvxrI2ZvGGtebdPr+xfe9cZwX5flYAliyOvuIkCyW3T8lEi1zOwI7I5uA9CJhKUQ53LFlFd/5qUGNOc24nQxwzLYCZAPuM2STJnI5GrpnOVEdXc65L7ISmTjwtxBgjfWrRQfqSttFwNFJ959DnOjA5zgrS1wCAEQMkHZRahpzir5QBTfWrWbm8D8ZkVh0GotnoZRrrtgNvN3YcDjX4aDtqHp7k37XmqBadfdA1YozHUWpsnzIHFErrYucg9FJRzdFPnr7w4DONvnMdkNzvOTIgY74F4DkMyyyGvED0hgxKa0xWR9dDL9xoH89C+IlEYNDZx3AxGP7kXdAZI24xkhTdNc3RD8d3e8cec+fMRS1gqO3wSubFk290NIAY466nmiChI92OyvR87fo3TqFYiieOHmN0EAcmJ8rmjOMOgGcAJi7oaxgsbp+aE5Rj5HP75ehKopMdCPHvGx7zhrymFEnjH3Z3Yq/c8tOlXU1faALPS9ccGz+2Ep23353w6xZz5/2+fs8BVQ2QmUsP1Hu5uXzV0A1nrCh5OrB3rjm1WCxcezVlrxhrVgDuGZTJnbuTCE1pb4nVp7Kxkxrdvi4QA8ztJwZu/mpRaoJxgSvIG3BXMnAEyx/veqG7YYqoGJ8cSUrpDNE5pafJfBY4vNxx5fJUs31IpyX0nCuTJk9I5OX5rQEyY71oRHyeZviij/gzidzx0QTHWN/a+k/xPGsKmqP8yBu87f3THDpoW+5lIuhCzUlfogaYDYoZ93eL+hrvy4JvKQ90F7qSs1clywXgmGMG65zprHH11vInAG10vtdsF9JpE3p+MbNiPVcmdOxz+xl/XwNk+n1q9/e///qDV9CjPhLdoY6MhHYJBygF6KEiLDIalQrGjeQG7V97eHuyf+rMnbduPuvvM1X9S0RbwcscJAsVBeyBDkADzDXUqLzBqIWZmYhE2/3raNciUy/fELrQKnxDdCkaf6beThQAxy/+eHm0kNUuT5EYCGTsJXSRb0qDTJ8H7YjP00b414q6EX12PCEXcGg7JDAAo4LkthMZrF8+uGoWdvB8lDPmP+zi4Dx6sT0KeonoKQzAIDB2epPIzzHAEvqpq0XbvhOAwYnqoVTy5mWt1DxDZNzy5aNl/+f3XxYH19H5gupcaqg5eqPGIHdN1vw+4oT5m7dOBADXBpbcsSsBwBRPU5BrizWudHukayd8sS4KDVxgQdEf/84FVcSBQHmAUtAoMY12EoOVG9EgBnsLkJGUrEYFLWrUQ3rmVB8PwMc6Z4z14PNhDHxIgF0dfWCsfzll8CeKUDip5CQIB87Ook4WOo+ReSOZz2j/43Zc0Jb2U/K7k5yC5hr6knpGac/B8xD0x5WS08rJ3CrqOZyMvv5jgD7LRRxSg5VzlIfTJ5qS3QI2M53I4SVugOnqYwQ8+vT7xr27u9oZd9oa+2ZkMYsAeNAnU3dJQFakFdNLKILm6hk1jCe5XciR2DfnYs3P44vG2bPGmLuGeJPYj9fchl46ZzQjPoQH6lGIMY3YbVVIX/s8LvMAcIahlIIX9zsqJZsTmWgYbEQepA0eaQdaKhXJaBleqbzoIuZG45E5Ap211uBJm4Z2dkGbP0160jUaBhZ32zr36++fv39fk8cYreOQAo9VS8dkygVgjSi/hF5nAWCvZKnRlS4M7nfc9tyFJZV/G3UD+85SQNIqlOLqJLd9hG9fvHdb+gJVLk/b8cpwOrV4yKFTej3k8FbiW+nakT7MriWDBtBo8ULR6aJua5vTwxee9FPQnpecKD+m11bGjL3q2QCYGpzcaCMY2THv280FyRwZqW8Rg4i0CeopDO6hptkpaEpO9Hc/Vu7o8dt2EU2Xk5XVaF+SdlKDLumrxDfHmX9J5B47G99d/JJy6CQPs2uN2UlJgXt9+IcTWnwzzXVO9qBEpBrObDTXcp6G9LIdSwDWmqzHnQ7iICBtxnoIAjd4VhdwnNRTsKX41ZwfcwGYBHwYTtneOGCxsRI7oeOMBXijWsfHXEA4V7+aayWHFlVdjQL5GMRDryg1zt1ZWDuo3Oemyp8AcM5ob77VMnIKrKiRGAM3cl1kEnwLpmA5x1p8EZVpjtSdAErxUiCg6NbS+Rz858jefZvj+ORU65dKWVI6yU1Bl4geKZ41f09XV2N3UqPvCDeNOVwszMU+/7MA8EkEIHRSHFfDhMrXbyeJpjUMIcVr2Mi6a8YMz43PfdtSjv4oHdSIWlH+a9kDpJ8cAB7MfaDmYgxe/vt+GnW5NKeOmsWXfbrd8RpN4JPudeaCt2SOan9DVVd7gPQp7dS+7Vc3nr+yWCw2wLpOfXTfoeOJypUdAX8XACi10LUWODpgx7Wdtp76Y9IY88X41SN/k1arq+Zoe7Pb5t/Q84THVc9c0NCWs5Y9QPtB21F6oOgg4BVLDz+1bD6OATPFl+bvJyF9DVRXXzPGDC506p8xjhXROWcvPXP+3ntjfUudnY5OPgADniE6SRCPFqWl1Y5aeNrAosX3vtGh9MjhN0TLX5LSfw0pdOHIvo5ViXkfLUpTOjoWG69aOub0g0bu1BxM0UHAK9bG92vt8N1qbiqT4h35HZEBoRMCqZxKYW6f8epqf6lWc7iLbteU+7qORdC5F4HEZNgbANY00NwBS7WnFvq+8q2pAy1aaoZQ6PTt41iV4ClSlHaIXCSRO9bUesml331fqx+UXwS8YlFyqMBnDgDWKmDq6wzJDIR0rJWSH0eolK5D4+j3es9cuFfk0Z98AAaLaygv/3LgrmcD3AmMLhBpO2ShawGL55HSk1SO8XdIP0gbLX44dJAxiUZoiaNoc8ibc9wlJwotJSvqUOT2j/bDmVc5bVGgCaUs0W9z+EO/TUWPkigQcUzGvJXUB0Wb+l3bWcgG4B5oRF9RQhbL5YqvHaGTsZUNdDA4NKOGk37wQKV6F5EJaaMhs4RGIgX905Ze4s5rie4lPKLfTACYedwl1A/loJQeW8ohzem/D9wrt/yU2nZAx0GjXR9crTu6ZZcH6/kIPCaQu5eowX+fhgQ4QzxI6Ei+4chP6Zr6vd+XBLD739t2r2h19DNrzSmJ4UIEpwxCC3SvP7g6rlrdhwgYcTB6bbIAMqYn4+zHxrpB9ST1XF9qXJCoa98LlvpGvjHm81ARlvarR51Oc6O3/tgEwWg6eKzzthTAIesRWdecNgOdOfM9Y4fHN0zvLed9c5LG/FDjn2uUOXot1farGy9eyT1i43mT6KI0AGvqLJdXe/n1h97n3v0VKNJAFjxlNDSVpk1Li/coAK8ZVqvejfQzVIszh5SRpAyRtp6jhlm4JzwAQpCG1lgP+u6nxf3TiQJwioBEMCuFrEfNsdNyMhDHkeN0cWVEC9tyjTKXL+32a9C0X47vaZKkoD1vnIhSCtraOkDp5Y71FIABTxRlrmuHGi0qdcXtt1Z7LYMW05N2NAoZxMZdG7+/3I+60TGtMQYa+kfl0egrpROUjxAN1CHK6UMynlppdi06AeeHzFwRa2aQocg1yhIda36z43+3H+Krh89cuF+kECnEOxe0NeXn0JJE+H36VQDYd3hcwRUZDE2jHNJTCYM56CcSdW1ujdqLKKoUaEUj0cXB9bmOMknWCneOSPqg1kLMAUhErt+0NCO6nkT1yPWQjMJNjs6IrNEAgHONMqXn0r8fdweitH7G9HOchSop6JoKQaMATZ44C1nabwmDyc1QDMAKTNlK5eV+V1I/A7krFuVtx2edok5GaZpOIFf3rYOdKiBU1NnIcfwLY82fDvh15s5bN589h8jAeXJ0q1+wSC7HKCO8l2qzOf7ztnPmTWN2wkrTz6X43Fe63ONTbRGWOVr93CycL8IKev37ICwCrFwgRGiisnMBQLNvlMdQux0f7pRx1hprvkHmAVfXOTzO/e1ARx0zG12t3PLW0q7E1deUbKieZwdgwiHjrg9KLy3oZxxdTKSUgwVvsfb+Api/vfn0Zwi//TZcQ82lL2kfitx96nlpzRX0EQNJvyflG0nmQ+UYkqYCQ8BUwgihNDVly4k495GPEka1hJw5NLfzJBT5GPMvxphfDegrFzGiwDrXfN6uV2fOGWvGkSereps7Tsmom8gatHp15t3Je3CJ8eNEzClZKEM9Fzg/ST0PRw0dh66dc+6cMXawBqgLVfYKgHOLkFBj1XrPM6ZQa/adirRr8sE1rvvSHqoYHzKrCjqcMZI6RNJszGC9gqlZ7XFFaybGkWpsX/qtm89GC41SY4Eaay9/CugocNbWX5/eEwDeaQMdB+ru6eMFwBFQ3KiFPIbDiQI4hk170tfqm9KHxAhp6iLpHAD7npq8xGjNDsCK+6chGak5ktJxZP7cMdbcjm1jTNP51m95fKh5fCg6Zr3oViJ37Jtf/eWPo68chfSXAjoUBDmAj64TFHRQese5HToOuc8f7lcEHANgxkUUaBQgWYCSCZWTUpf01/+GAvpWB8Z9yUnD5fKEpOFrjQ0iSzIFXSnqQ+a0OIrNyARR82us3+RRHsXUfcJpGmQntnptTwE4ZwztDITGAjXWnT5SQIfQKgmUx7V4DFnLnDbIOISzGc40ztyxxt72zx5Se+ctAO9LJALs6cSvuxRETIhh4wwaZHA2hqZ03+24AsZVa1+Lq6cUbwjfaH8IMFFtBobad2zdH4Zubavx2EGVKBa8C4DrKHGO8lB2KRmZh7IG6w8ubY7WbSvKzWrlwTfrljnUWPd5fnTjuZfMYvnb9v+a1TtPX3jQFnIh4CrpD10vx6ldiSwA4iT1dYSMV0qnttbxAXRgJcDENQQoL7ntNIFkGzmOHI31Ag4fUUH0UoJHRG81ABiSX5jilcxTRC+SNjljiOioz9PYWdnMv6hjPPg27BB2TYbRqXBcOmLvv/7wlfH1pI0xr06uLAVufKPGhGuEqfZUFPoEgDFHhRo36vfxOLTtF4u189a735sarzQAJ6KknIVNCaf5+xx8UlGTl0+br4mxBFKgFFBwDbDWuNVw/BD9I220ZC5FJ1cGao5snb9MUOSkoHNlatff6OWr0I1yzrn/stb+8WBsGJd5dN9xjHAugFIAXmqe7RPdXB1yZSmlc38Rx3uxe4Zjv43TOJoFFDHF1K7mTfYHGqKQwdk8HC86NwoWBLWRRCRSCV7mgBpg7qSl2qf61eAJMeJIG0qOuX+v5URp6Gqazg+fO9foazwuIZpaAMyZAxrgwQF8Dm/Hpa2GDjmypvrLSYWzU9DNyry6WJpPBswrFlCElEIZGOp3jqK9gXBHj9+2C/tmSMbWgKyOPkDOPK6NzeOLxtmzxpi7TWP+PUd3KABPXk8CImWOjmq0RTIMEwM7Ts9H9vfa7zZp+8aYL3JfUqqhD6oP1GGR6HUbAQM1BRSf6O/aa9qPtzPutDWjda2QgkZl6toh0VSOUefycxzbIzrUlCsGwE8tm4+PmsWghoBza1i/CCt85y+QxkGeEstRBuINowYoxUdo36jX/lLwWcBdA3oPK3OxoynoyOMNY9Gzz6vmGPPUOEiMb/QM+Rpst3M7VHSzyUr8ectT4ja4UvLmrI2gwxopSJTotU8/93uunBprOsjzeh22N75pFGFx5fLtUxFsbXCR8I98U9qJ6HTonDll7eqPFovlC6Zpfues+T9rF98g7zAjcvg2sTFpzOINa4cv1VFnf/t9so8hIWCICoW2q9Fncn9qzeilDb/j88jr/x5lARJnJF8eyc0Cwsm+1ghg/HYAGin7VDU6BuN2JY2xZLzRbyLjcntzdjV6HrWkvNIxCIJv6k5mhQhWAxQ15aVoIfNi32SqnV6ldCj5vZYTEXs6sbvHmhON9uUMOQ8hpyl3rPgADO5/SgYt9k0N40eC1uLghWBk6cwdszx4Y7wPHqRHPPGnpTM0Us7Zu0cMGyJPKKqU0Ea/QcYZfgVJUKyD6CSnjaSmI8cRy+G1xrfovKjBC9pHrlFH+ynZrpYMoX76cnGi0e47jvOAtE1lAtgA7JlEPUbNlB3ap3RSRQ2zT1ctD660kSXD+UBTojkgmJIViZS77yXjpGHYojoSnM1ExwbJdIQAKTo/Ctc/cOdzEoAZ85fbr2Z7yXyM9f/+aw/+amHtR/3fpQ8oaMqYooUY9Vq8xPqh0sulAXh4/7K/gzwMZRIA5vKes52QBOCchRCrAJa8HFJjsqH8chwBTtsaMob6QIFr/K30uz6dJFiMag8QR4XS924+b15+MuassSa4JTCpIg85BWthWFsIOU4PMkeocaF0hPRRsg3FP7dvDUeR26dG+32uckYcBKSNVE9T2qEq0/X/SVLQXABOyUHRigJwXZGDHwAADDBJREFU7kJoJz7ztRHpgGh9t+/GSUtOFASp/kL6+ufXHr20sKt/9N82bvkPKYdLahwljmFoPgcvZvBbDbHq6dXRb4w1F0d6YQNw7tqSjAv1zcTBEtwsx+0j6BAq7FNrze+YPJL5p6GbmjRSES4FKh2fpZyIUP+Na/7TGPt769w9Z9ZFWMhVkCGdajoP4RS5u22M+9g6829xAM5cCImU7m2zPPg1EtHUnHDf1b4iRUm+SvRrr5OVW36KvnfLTfdJgEjyjZcjBvabM+2DEwDRtow7yVPzSep4lJ6jHbC4xp2OHcMrzkOm3RnzFzzZkLFtIJ1/pfWmSZ8CIBSANXnq0yrdv3ccnF1cNMadbRp3N+c95PBrSbuIPQuAU54gudcWWQTfBe9SOjEHKdSWCH15PNUXVLDVJ5J+L9VXEw9Tus7ceevms+N3YrcUuVkHKXhxvtNOjU+iyxDIzFzQRa5XYaqdmn8T3WTsUyPbBrn7v5x5xJV9X9pTAEcBdGk5SvZfgvb2uJRx5xatfdzBbncTlhs/CUZ5etTvfhDe/8XDVyYXT3SjEzA4CE3u4J4UQE8ayAyPvo0O+/ut7cswkzRrX+3RlOvl1x6yAZg9nsIIiTO3OG17+gveMhaSr6U/0ytUMX2T1eGVAHgyHxPnsvuyBMcs89x9cOyE8487z+dsTwGw561UehmVO9V/F8Faa37kXHPXOnNIvUrU9YvIjvI4bhei7QHYx8Prv/FZ1kQhDOoJtsZ9dXQ9UOzi05s/6ac3IxdIsPfYOnHCoOWuaESO0kGQfkcYSLGOJhFI+sJ83zzaFzcFLdEFFxwHRppR2IVG5lJ+5nqFCgLg43hzWjir4N8mzjp3P1kfYISe2kOlKogl60LzmxJRoCZ/KVqxlK917gUEhEsCcFCvAwBmeLkoAHtlBfdhwoVrfu8xu8hlC8AUmGRGjjmTihuZcwGYSz/ttPQkJXTmi7CWZvVP/ouVWf59iap3FBwD4AtHqdTYbvXrzDnkWlLQ0VFzpCj+IWDp3Ri17zUb4fXhrk2ejVRY89T8SwHYcQG3OSJciWMy/iZ0M5Wf6+hxpNT49Ptyq6NP7fJgfad/72Ukat11erXWfGNd8/EwAuYAMOgJAntLPZ7xBYMATMm0GtJ/NNoAdTcAkPgbp9PMhYB+LFJcueWtpV2R1zRSE2/O35EolTOewJwmgRThqbbOKGDh8MPRJ4cud02tDeTuKtIajkQqiioZYUn1KAE+aV+x7ySOSeibpjGHi8V0Cw0FYM9fyPkY9jWNHiXHnXxfyRQ0pWRkwQIg2O+mezA7+b4oarw0DGVIB2j/UWMh3Efa6tvv07ajV+8lGWoudL/XNrwIX1S2hjue5JwGoyxk/SDy7VsbSp+l5si+6PM4AbAE+ErMN4ljEj7i01wzZvE3Qx6dQVPQMdlK3LjVAfD6PmCw2IGr/MgxlzuNsdcX1n0woIcaLkYV6WYP+jfGmD8z1vyJpL+xzJRBp3SU+702fS2DSBneiR4rnTWl9E39Do2/v5LUmtul1hE15vv0+0m4jStHn8cpBb0Dll1U1zTN4ZkL973NVPujomwtAPaR7mKx+ty5xSfrauN1idPcAByTf3AMScsQ90cNvQCBczyAc8lHtDpyc72kZIblFtBwgYrLI4e+5jlJDpBxeOTKPwFMIiXP4dvTrsl7ruxzfJ8EYGH2Zw45JH3urkg0p5qmsaELIebYX01Hdu7d8VWO0pRqqB8kykbajGmXeqGIloGXgk7JtgXgkkZlnBrKrXZOpJYne29c40otOq0jJKXTZQh9jh4pvbTAxDCunLZI31SblD6QuT85Y+o7zNxbLOHwUnqo8XtKnzXGnaNXTltKdxIQoWhq/J6KPsNVw3jREsIfGt1KHJMSLxTFZOr3Zd3RLWcP2toY6satlPw7AGYYT0TpqTYaixCNQjX6GkT0RPpbc0Hn6pn6PrGX2ToyXFkQIOt4io3L5mYqtWplSgdbflJH7jKL2kI8cHTVOjeV0vWovpLru+X18UXj7FljzN3uMZNWjgK6HKxPBn1tXtaGth9NOuOcvfTM+XviZz9zxwNxCr668eKVceESp2iJ4pECYCo9TdEf/47IzKWZ0z4JwK0h9A9Tr7358Vu3ZDWnhLHUeVHU0CS97J6xaoz5YmHMJwM+w+edIaN/kva3ogCcuA+ZqiJFIu+YIY7dzUz1KZmDnG+0nbhWfobDqw0UHNlpoD0arBtwXT5njfmhc+b3K7N8Z7m0X5lmSEfKI0uvjDFA+Hn00fNXxwVAJfZTEV66NhT4+XalAWuOPXFJNM3RK6dtMgXdnQNuVubVya1VYFEUh5mU8TGJu3ZDwBwy9iEDsLnwI3iUhmvc5k6vcXWdNKCBaKHbi7/8+oOrkzOUytclam9NaOpmEFUpG2o2ADOKDkvpYEw3tg5ijnxwbXuiypd+1ADgWJDw6KMXrxpjBhW4/ljMmQv3VAuaOGOMALCnVxqwYvRR/jgy72PbmPz9Y0jQESAN4aLpxzXxSRSeAuaJYUgYyyCIC4xrLMrjLH4NPWrQiMpS4VpJzthpyCqlwXXSQv1M9pAZbx7HtwqGt7qh2SOpHhCnZNNmuobDazvGijjzxhkrTtuO0dQ3pcAkJ0VbOrrNnUuldJbLV63vBwAceoi8BCNs7zkCzIyH0y/FQNyEnpgTRnqSBV1Cvxo0L//ywVWzsMPzdEK9oPzss/7Q1HoQfCP7km1boJBropdA1Fg7fR85XnjonPuD0EtKkcgYAmCuY8EZK05bz2zKyS4BdghNCqBLR7fo+g61Q+TLoe+/pfSTSz/1PdX3DoCJdDN3EVBCoeljfz81Z3+aBe6Nu2bsBmTG70IJ0++cBa2tU0rnnN/nAkOO/jjyzNlWIzMSKTrcibU+hzx+ierwrZvPtulP7bmWqKDv83TYFWBF2xMp6LnmYWy+RBwP/wiJPwP+4V//7MfGX4fov6eqY5E5SUWINQAM4TOnTUkHYU79IH2vX0MiLuGouQg4wBwrzgnSwC9r7+aSOA2GTMaaOk3xkzLMJxEM+7rQBiWW0WZc+9oCaOoqUt/AA7AxL/deOluzAxTUSfUwmB/hV7QGa2jbfnSTW8tnJBOQLHqcoTJ8MA7K+9eh+UMBMPU7YouOQxsqkozJMKd+kL6j7wEPDJVgn1R7UHPBIGjAws+V1QHgfdAp48iG9njOTa+mA6TV13YNNO70eHsgmIJeK/nSRtfBEw5qvBWaz9F6kUTBZum51XMk/EMcqq8tjXmnoijEyJfWR2n6lA5S/c+pH6TvYwPAGoM8qbrtCmEqeLJj/mN7aMaarzeRy4elj99opEY1xoVDQxqtQfpnRqUCvpN3nOfSi52NTwKwEnBqAflknGL75xWPTcbGRXv9xKK8VIo2B5w4823OtgiQxfibUz9I3xgAV4qUtIwrZ7LE0mLFwY9KKXohhPvQqPzaBgTtV9qOa+ST6XUCeOaYi1K9dN9F6x8SFdeac2DzFOVvPT/+fK/WU5TwllJBByo0Ntz5mBpfxFjHvi+5h5o7JzW+zwFg3/+c+qH6bgEYMTZoChihVXoyawx6DRroHppUp1HPfbN35hp3OlSxWtr5kOqWAxaUcYydF/egQX0r5b/Gd7F1Gv1/Jee6ts5q90espezMBgoy0r3QGnOvVB85zkkpnrToWs2JnEOLY1y1hN8nOrX2uhJ74d9QxXhz64szR5C2sYcoOFX3c+sEdaBTfKLOdZKGUiqbo08Nvjn9lWyLAPA+AVFtR+DRjedeMotlm10xzeqdpy88+KzkeNSiva6CzryCchuhOeOLEs6NmIeqiTX4qKW0Ev2wjk9lpNpK6Fk7Qo9GG4xoDZEzeqTE319sJ496Q/O4xNxIAh9DJyV5g/Q9Q9VySZk1aSPgioC0Jk8xWgivmnzU7k+Td4pWNgCTxyNAsMiJnikhj8vvNfa6EEPJ0VftcUOjHoSvrS7GRXgzFOVxdN5vqz2eYj6oJx/3xFGQylfjO2q/cF8AuDYftfurMdZdH3Zj0H7X/Ydz7lu7fOosug8YvybPP2nFpJV4kaamUvapr9zxGcuiTk8hg1JK3xRYj3Ux4GN9RO2b9v+Ic/Kl+Efo7gsAe15T+t4nPhG97mMbD9DOLra22hjzrXXN2e+fv3+/Jr+1AbF2fzV1+f90XM0JOtYgfQAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-212.99999999999977" y="-77" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="143,86,227,1" pen="middle" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="8.474576271186441" y="22.033898305084747"><block s="clear"><comment w="90" collapsed="false">Question 6 (a).</comment></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l></block><block s="reportLessThan"><block s="xPosition"></block><l>100</l></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="270.7288135593212"><block s="clear"><comment w="90" collapsed="false">Question 6 (c).</comment></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><block s="reportSum"><l>100</l><block s="xPosition"></block></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="485.5254237288122"><block s="clear"><comment w="90" collapsed="false">Question 6 (b).</comment></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l></block><block s="reportLessThan"><block s="xPosition"></block><l>100</l></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="700.322033898303"><block s="clear"></block><block s="up"><comment w="90" collapsed="false">All the following are for question 1 to 4 .</comment></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><block s="yPosition"></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="911.1186440677958"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>-100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="1121.9152542372856"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="1332.7118644067777"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block><l>100</l></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="1551.6497175141221"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="reportSum"><block s="yPosition"></block><block s="xPosition"></block></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="1766.446327683613"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><block s="reportDifference"><l>-100</l><block s="xPosition"></block></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="1981.242937853106"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>-100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="2192.0395480225975"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l><option>center</option></l></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="2406.9774011299432"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l>-100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="2617.7740112994347"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l>-100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="2828.570621468927"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><block s="reportDifference"><l>100</l><block s="xPosition"></block></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="3043.3672316384186"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportProduct"><block s="xPosition"></block><block s="yPosition"></block></block><l>0</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="3258.1638418079087"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportSum"><block s="xPosition"></block><block s="yPosition"></block></block><l>-100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="3472.960451977401"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="reportProduct"><block s="xPosition"></block><block s="yPosition"></block></block><l>0</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="3687.75706214689"><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block></script><script x="8.474576271186441" y="3719.3163841807877"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><block s="reportQuotient"><block s="reportPower"><block s="xPosition"></block><l>2</l></block><l>100</l></block></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="3938.1129943502788"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l>apple</l></block><l>135</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="4153.0508474576245"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="8.474576271186441" y="4363.847457627113"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>100</l></block><script><block s="setColor"><color>143,86,227,1</color></block></script><script><block s="setColor"><color>230,168,34,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><comment x="386.4406779661017" y="33.61581920903954" w="90" collapsed="false">If you press &quot;S &quot; on your keybord, you will see a apple. And if you preesed &quot;H&quot; ih will hide the apple.</comment></scripts></sprite><sprite name="apple" idx="2" x="-2.4999999999997726" y="-1.5" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="16.524000000000015,0,206.55,1" pen="tip" id="542"><costumes><list id="543"><item><costume name="apple" center-x="31" center-y="31.5" image="data:image/svg+xml;base64,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" id="544"/></item></list></costumes><sounds><list struct="atomic" id="545"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10.00000000000001" y="53.14285714285716"><block s="receiveKey"><l><option>s</option></l></block><block s="show"></block></script><script x="9.285714285714285" y="145.28571428571428"><block s="receiveKey"><l><option>h</option></l></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-dots" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>