Future of Systems Engineering (FuSE) Vision & Roadmaps
Meeting Title: Future of Systems Engineering (FuSE) Vision & Roadmaps
Date: 6 April 2023
Time: 08:00-10:00 EDT
Venue: Online
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aae++XMSqWg8hAcCRgCDVJkiiFJgESnQmiAzl2gzyfBrnemqxquESrbvgeCPkuhifBQkt9Ta1cfggI8Scpb0OE8Xsq68WmNYgX5TW1suGEjKvxPSDYvzMeNWSSKbVgmgosUrWuZwvTpzkBhNuJfPy5q2p5QDxYBw62F6ihdRh9D6hDIzlJdqzwBeaLG1O075GQZDKTwsOIhyHwbTyNl2kKwlVMbV1PT5UMsl2wevXqd67rSu8RUVILI0m9qSvdfxQ0159iKA9tUH+OeaRmTm8LutDxuyBXQaoWkXJV3VgCHFuH2xKLEOVJx0ifB2VyQcqo4N7J/g0ZDc+MJ3BsS3g6shXPij964Kf0u+ailrEdoCBjlo9hBoYz0f6hTYloe1vHNbe8kfz66b3aoV/OqAtDI9qeSzIaNGDNUz9KhNlia6UkRZIjh/f8bhMnRWxW7m34Lp8BNOEQtNw/cUKPv5WqhlU6ron/FixfAs22f7gqLHxzhV3Y06CAmF9WvPVvI41B3pNpUtPl/XRPY0rzNt6tVC//LNNw4GC7okPTXHixH6QNN65uTQ65CEMQLobJEV1fJJOZNMRwXDGeJCGINEEuSPPh6T7qJhLRP9xGT42k3txh9h4TT+q/ALHeCHkOWu0Qt6HkZj4kK5ISy14ooTIsSVScYixI0zrJmNtg8pj4NDognmichoDkNyVUcwCfw5B+5CcCTXo90hGCa1HImzHVeAqfj6MuJ5LHEPdVK54ZkZ/rZZoq4g8hzCA+N3GXODsPPGFZHAKKPHK1IEm6G9LJ0RCIuO3F1zMdF1w50vOVH4woyz+T0eftl9H32iejlS8bJVMKSRAa5iYQaRKabgwySJKlyYDuXiTGjSTHqobXaJuVj0aAduGReZ8V59+tqWl8P9L5Gwh2CMTbmvI23ovvl0AD/oHiXf5LkCx/p0jmNFHwU61qeCZZVf8t54w1BzMCnZ3pj4Fo/8qXnqQwVqjxkCTGEosg3aTxZDE7gEUV/TNx1ejgUFyQEQgNGuUFnZ0j75NBpgSizIaxbyxpHgHCORnEdhXI5hHkJUXSEwRDDRDEyPJnlzsfYVlIzt29Q4KsuZ0lvTP6QWIkWBDdMMQg+YEwW3Hfp0D09yUU8x6xPaaWuhrXr8Yo4oxYj34y0vzh+h7tewh3CPK5Yr1qHEyJqOahPI2Yk3PsqOJxZe/xJNrTOzdm9O3DeHG1V8RnWlaa5pdx/x+wLnDtDOTtcuaB577h9524/33oDJ+NqSnk1YxidGKyXkzUFYnZYLmg9asPPJnRzr44o648KaMGD87oeywe1X7l1owboO2uAwnej+83gHgvAxlfBhL9t7Dneusj0IiHeOz6eF4EEVfjh0HiP1HoX+ut348Tf8mqAxaonvpfgGw7aB+mBs3PlLepFRrwb8yFLc6KMgczAyMjI+9OJM3f21sp2qRhC68JclXMlyBREgmvW0PPvkw8mbqQM94yuUkDL/VpILxN1HB5ry6kH+1Rj8+sKq1/7kudne9LdGvBuJ76VFQxzsS9bgLZvIayDFCLpaY93kq7icTqkKwj4UnU1Aj7QEA0O4A00yCsOMjqBYS9D0R2I7To3+P7L2M95vfaFPMrERBeQk+H1rclq1GPu+l65sMyyzMGnSMj70u1p3ajt0M0qYfxvA6LK/pX0eH+CHV4oUXOxu0g/6ej/cNvRYc2prtbY5nBfz+UGTzjt5n+I08QXg+0/WruZYIQQYQpw1P/D6Oq4STuk9Bd2ejpr62f3+NtqNc9DV/VKxubOHkmszAuktXL9lKqlp8MEn5TaLW4DzVbEHcXCPia5Jh9Ghw42O5IKNp38dIMjEc21M5AHHfHk8a3Ykn9NQ4teZ1kQzsgiGUlOKZgJ3Kke5E+bK1Cow2UNseErpfkRYkr0PBAalE1dTo6iGuEqxWIkMRIzZPa9WRIVpQZmi+H2BwVUMMjUSPNXhD5q6inB0FGN0ELPB/ff5LQzGNJUG8njSVxpW/vNWvW7LAnX6zT1n0opqZByukwOudjo4PDp8ZGRn4V7zFu7bjzwSe7f/rbdcrXT89kVhybGQbp9lcszwx7rQUJ0FCTqeqGa7nzmFrR6JNJTojMqlU7cykxSPt5miQEkXutRRIg3JTiqf+tDOrAwcxBQu2FxmL0kEhykQy1NRDTK5xMon9nm5YepkbK/0hAIEmT55nJ5CaNSCTyHhDWLdmTaG16b7IjlSp4t/9Elxbgnrwg8wva9NSd0C7j1GJ5D0440UySXcbxhJ0Ay0pSZXzaN0nSINNOaK7PQMu7BWF+K4b+9GBQzQNau41KRVG22pj9fxlrRkZ2fXtkxB8dGWlue/L5E9Xvnvlz5RPH/TsZ+rzat+jQjOmpFx4OnAzrt3YIe0P11l+mVRxYJpPICZKutmB5o+ltvEnz1Ou0C9M7QbqPmfi8F9r0mc5xPQ5mDITbk2K+kusYdBCLIFwMm9vXJ7VPMnxcTV1kbLTcyCgkLxDm061K3zyRYAFY19ZThXs9IWycuC+H6TFFeyGq6+UySF6I9uiLQXwnxZKpq5G3Z1AuS5uFNkptfGz5coldJpoJxKQRNGFOEuK/F0HcN7Wb6XOiqn58pMc8NKGlA2+0t+8mb+9gkohkMnt2nn1xSNnn41fqlfWDBoiSWiqJE6TbqXuXn9NXvSzviVTD29iS9jaejTTWUNOltwK9Gaj94vvz3CJSQRgZ3IGD6Uc8Hv8/kMltYoNxaKzZ5EOh5gtJRbvV0+k6JcOPaqQkKNp2o0njL/RblclOGusVc38SPyeamCYnnWKacReXtcog4wIacZ1YeJA0/oq4L8RVy8NAHdwk8pZdnlzC+1GTZadDcqY2iw6gB//dDw35d1HF/G6bZh4R1XsXc7WWvK2DEiE5d8kntYrl/1E9DcPCf7aaK82a7uAuXzLIhKAbmVpdf3CyclkoWdWwL+3CqrfxLGi5qzVvPZcQCxc1mi/om6t7G97WPMuvVKuWzzj/bwf/A4jr5g85lM811KbZgNpeNKn/1d5LgSvUQI7PktAYhoRFYkaY0zHqLngjFJ4ADKJLctjPme/uNG3E5lk0O8ggWyCZ7NuLRIu8XI98vARNu5/uTIy7LbMB88wOhoRMu7FFssJN6qGE1vvbiKJ/Bf83cb8HTi7KWzooMZLzl+1F966Ut0GlixgJF4SYULz15/d4Ghbprka34qlfAY11OTfakdG2QrKqcQHSWa1XNazD5zrV2/AmCPcF1VMfIeHaPrr294GqkNzQpj6ie+pv0Dz1R+UzUefAQdHgUBzE1jaeHZcEFksaT0f0Ae6yJBARs9VmjJoow5C8aN+EJvgJGaQgxNTUiSRBEKLBPQIiXfqnOPkl/xZY3d7+3oRqHor7/wkdwlMIl6ZmKoh2Ao1WkCyEK6/oD0utXhIzzQV/jCa1Y2JaajlJNhLJOHulTgPM6mVHgASfIAnaE180BeDTAGn+F6R5Hwj05bS3MQpy/HNX+f5bbNGYmZPZyfazpZuYWtnwS5okBqkpS2G6NDFYE2pclmxpvPzkvbggQyzA8NRzIcWdWlXj0Y7vroMpQySTeQ80u7u7oFFSox1LVBzmQwOmw/1BMoqAIKikYXamN7uLCRczxcxrKDge6CMbVYyfRbvVA1vHTEB1KIMLI4p2RlwxHgXJx2mbpXbKFVMk07F5pwiSRd6oxZPMmUfadyH34P8folwt3GiGG7vI2ziYBoh9az31P0tVNbTR1mpvbkMipJAgqYXyP2q/GZAiSPhSbhzOncwQ9rvxmhVifwTFc+DXQM7XpisO+Bj/00HU9s5j0HKH8F9E8zS8iu+tIO4BpkcizhaSs70oQ/c0pFVv4wuId2ryo8sKXsruwEFOxBThXD+cy+ZJLbBd7x2OJvXzxrqAJXTzLGN4w4hNdgyb0FPR9lRqgQxSELq7M+/nMmD5UyDSQ63auBYE+WZCM/s5yUY3tVydBCWbaCnShasDWvSf20xT7KhF7RllcnaQ2g7geWYgtIdAbkO2Hy09DLLF0ko3mwLEkt3qxuMyS1o+pHiX3wjNN6V5w/XUdJHWhf3Vws/3cb2yfnF3Zf3BIN40PSD6uNNYZcO1hidUSfMD/zcrGw7AtZzC/5g/rarhJMNTf1Tc2fjGQSkR7VBqYqr+ltjIJAdxCWd+xXiYe7bKKKPA/78eAGvZ4Tmsp8/rZL0MxgNJEZr0N3H/RzrM/i6SpzAHjGM+YH4FyYL8SbiWqcTohvylMz30+bXJZHWucjiYPvCMMqWq8WSQYztdwUiKJFhpSliteBv+g8/L1KqG80xP49Eg28sw5E+TgKmNYtj/M/x/nb1ZjuGtP59bRSL+rWn8FvZZT/1arbLpW1yJBsIdYTjad+m/K7ORN3hcj7OProOSIpI0rrS1wbEkRu0Q5NUW7TEPl8FHkenufj+G5zfYG4xz5ymSXEwzby5m+S81zw4lVRPt0X8Jsn0FBJqinVjmZas8Uph3upXJHbI2IZ5Crbjd6P9i3DA83D9BJu9gO4L70nbymPWqhp9rlfXna5WNxxiehoPM6lA1tVC6g6U8y3fn1o4j85aK/RQQ9pKN1aGN0v7azwUTINgRQdbCHFH/ZJd3eQVINWL743JyDJpvJ22z0HZbeY17OCDubSRokRkHDrYHYkq6BdphO0ktF5FRc4wk9UtyDcF1aIzQQv9B31URR5JuVDX++nqbmfdJvzZaR0be3Z4aXBBXzMuQXjvuPUwbMye7mI/svFE4aUeitSbcTBJtOqaaD7apqW9GQdrJZOFbSjqYOtDzYMRzyAepQcpL4wJa7H4g2NeGqOGCdKEFj1iblVv73grStZYNnwiClUf2WLZgEjCIl+emDTJu2it8c4eT3vpTZfIOHEwvSHLRpHnfeBokh/EYlr/RbeQ+GifWZVQgnNx9zBraM62Emj57PNeuXODeB9x/FmncklBTKj43cXKMJoJcZMvOQHhIIM8JPdWHPL7ZpprncZMaTrqtWuUcFrijQPPU/2iwOjRCgrWJFCQ7DCJ9A1prJzVefN+kehufxXWe9ACSbXxB8TQ8TxuwdDsThE0heevcSL2qcbm8hQMH04f1inYsSE7LpeUK7VE1B7jpjAy+FaDl7oOwL1jkLEm3fzjDHanymZwiQZJsoZ3ejPukbRssTQTZebGFeZJ25w0x1eiOKvq/E0nzaC6vHTvp5mD2w6DJwNvwYGZBWGi2nHBTvcvf0qro7dC4m1q1/Dz8PyztwcKsANLdoFY1nqtVtJQpnvq/m1UNg8IOLEmXBGyZGRr+El9qmS8cOJgWUBONJvX7SZhjtUn+5rAew/XHuYuUjLIVQLpLECYX6f5wItLlzmP0g40r5o2I30+yFfbYHNq2LUwbYoKg1+LzN9FUqgb3cIh2B4ZR2XACNdWUt3EIhPkGz1vrdTXuaZ+rpniXt4B0e0iqJFNpWuhLVi3/Jv/v3r3x/Zq3/qdIQ5crzwTx0hasexsHoQ1/1Tn7zMG0IaLoxyX0XoXD+LEERxsqPtPrk9oxMnhO0BcXpPkqfV4Zj6QplgOPo+mKrSK7tABI87expK4KV7RxTAjZIsmYex2c2ppK7S6Tc7ADwyLMhj8OVjetg3Z7Tk9Z/VbLv42aFbtCs32dCyBIpsKG66lPGhWN+8ggAtCYv2B46xMkZ6ENIywXQoDMX6DrmAzmwMHUYU0m8664YtxFW+xYwuNvQbqK8RhXfMkoOQHi/jSG+UkO++nCJXYe6x/qiKvGwTLIKNa2JasTqnkW7iHC25N02femjJoYsrReknNM0VsjHcpCmZyDHRw8lNKorP88TQzyUk4onvq/Gd6GTbT5CrcwHkCZYxWZyhODPQ3PSJ9dQdLcvQwELBZayGAOHEwNoj3mxxNaOs5Jr2zCo5AQMYTviyTVL8ng4yLSo36RHgPUbkGgQ4j3X24EAy13dAHF6z09c+Oq/vWEnnqFtmOxeCIH2dITgYsdSMaWX63ZaxOvJN23Yp1qrUzWgQMB7pMAojXpsys0Xe/y51ePs29CZ1V9ueZpuCHtbewlQdMcYXobUz3QhDNznMlXB1MEEOK74mrqWmqlubRcQXBJ4+k13d3vl1HGRUzRjgXpblSGNkaoxWaf+stJMh4XE9fSt9FeS8LNSba4JlaWoQPoSve/GUvql8R0cSzMq3anYJNuvLPw/Xkd7Jjo84b31qDdDlWJDWs2QYO9aiICHdnjoPepngNPN6oaOunJwBVuWlXDM8b8UE4PHQcOigbtsJGk1qoMWpNf2WKtJjM3Qis9XgafENBqD0f469d3q1uYE9Z1dQVInvR+4K5d2aaCbOEEHPd06Ez3vxHXzD+93a0eyPhxY8ATU42nFLlzmUO6DiaC6ml4UJoWBhXvcnFa8LagVjeuhJb8OkmX3gzJyvqzHTODgykBiPCcznTfsDWM30yAQssVpGu08nhxGXxCtLW1fTTbH5fLa6Eln9hp9j1PLXW8pbr2PrXQgBPc1Wtdj1YvkxB4oz21W1wx/sXTbxleku6bjnnBQS6olfU/BOFuhJbbr1U2HCEvbxOItwxx7hXHvVc3Gmpl01ZzEQ4cFIW4MbIrSOxBbuidTYKUURJWjPMncvcaD+s7lf2jqnFNXE2NaEMjYnXa2HuQPGlKaNPSPTHN/Dt3EpPRtwB3+oqrxq32Sjdp8miLdOt1MogDB6PQvcvqQLoDGoQTcPJyXtDcIZfiqf/TUHXTBtVT/2i3q3FP+ZcDB8Ujoac+HU1qPfTBzUWI0Dr19p7eSbnQcDewqGJ8uys1+CoJ1dJKjS3SphYtbMgql+qm7oh265/liRMyia1AjRmke5tNujRPQCveEOvWnFVEDrZCZu7h76XrGM0FrZ5DJr3JPPd5UCsP/AFI21A8jT/LZ3myAwd5AeR4gTaUewJNarr3T0SGY0H7MDTbvyb09AaeoJudpi10/xJmAi31dFwzvsOTb2X0ccFjfkC6t9uky/xRe44kS3MSsIMdC9wBTK2svxDa7vVxuUlOITBo561quD9ZVR+2F2A4cFAwOtMjH4uq+r3GOKYFEltMMb+cyWS2uYXdmjWZd8V79K8j3ivUboWbWQ7tlv/hU430GL+Oq6pfRt8mWltb3x3XzCvSWeeuccItpjmaroOtQYLUvA31urf+K8VqqXp1Y5PiWV4zlaS7tGbFrrW1oUr/olCDr66pMRBoOjgQCH3T7286yfoMf8tfG/66z9f0cf6P3/V1C1u8QWd3tNmFhJL6bDSpK51jTAsktHaDpgWjs13TJjzamliHMDHV/EOH2afzWBzGz06PQhMDJ9LatPQtCdU8NNtvN1+AdM/vR0Q7j/I0imMLScvBjg+SrcKdy2aYhhoIHPS+QKBxeZ2/+aSAL/S7gC98fcAfvhdE+gS+v0Hx+8LrcW1gs4QG8ZnCZ8zvC72J72shT+L7PcFA+AaE/03QHzqB6dbUNG7TtdPBdgI00d/oGzZtNcHFRQntRjoTTZo3rd3GVohyv4SHqBnnWlhBkWaKTh5MGUsm8z4qeyyQxnn2hB9JV5C4aua1kc5UYh9/cwVehkuC/vCNfn9oh5C6YMuNgdrwJ1Y5CwRKghp0AIGa5kOgqV4IsrxXkma6LnhQZlHdwZAVGX7fLC2ZYKB5K6kLtGwRjvEWLzoY/7Vk0AZNK93m+0DcFwYCzTzJeLt0OMFgeL+6uoNytq0dRQLo7DAK+YUs8rbR0ZHaHaR7B0/HtcnRlja9V0xUxRT9K+MR2qrMqp0Tmnl0XDXe4DBfEuvWAnIU++kqxu2tysgW55pNFtC8v437DNp7M4jFFWr67IcnsWXkVKC2qulAaiKLFx0iX6DZL/ssPizDIS2K54wiioAHmrbP13yKzxe+3+9rjpI4bYLld5BkiYSkbBEy02fafn9zlAQc9IW/7fHsV9S7N1nQJLLvPh/fok3tWMJ3fQXfkZtkkbcNoaGq5tpc2ikJNJY09PH2NRB73SbNX3QYvclcO5JtIZJ045pxTczIfEQmURCgUX8V2nIffX15T6bLs804ySaDbBdUlB3QjMa+IffLMDtFkEIwtEIW0cEk4XI1vseyxYaeBOn11kmiJTnmqu/SC7RiScD4bQZ8oUf9/sbPzpmGI4ZWrly5S9Af+qlV3lx52xEEnZovPOz3N50ni71txJPGScn+4eGxK8NIZtQkoVU+yAUJMvgo1P7++dCA/96mpQa3ImzGBWGPTVO4nqn6c8WekRYz0i1xNfV2T5+1gxkn66Bt35MswmRRCKj9dySNfTAi+EpP/+ClF136l+cXLmjI8WBmpwQFMTQP4CUt6vTm/1UEa8MhvJD/QV0aovMSQ/+t63m6xNaA/b5QN81gixdsvTtbKVFTs2JX3PfqHZl0rVFKaBCd6jb3oxlFTEn9pldOSmWL0CCtrR3PffLJLV3F4qrqA+ndR1KWWz1ujgeilde6IN2CuOV/Fukab7aZZpVMqiBEVPOAhGK+muy3litL/99XoOlO6Rr5VSDZtmSyGgR/DLTtyxOK8WpCNdvQwaRYX5dcfl3G61m21YOZrSKGpr5wFEPigKwCB3lg6dKl/+fzNX0XL2MHiW57k+1YkfnZGPA1311bGwrKbJcc6KznBQLhf9EuPTYPO4rId6Q/UJPnaSM9Pb1z6fOqD1v7GGSL0B5Vsz+iqofJ4AJ0zcL/r3FoP9Z+y99C+9RSb4J8wzHN/FVq4+a0qfmKNItcPRYVu5OZ92nDI6PpohwDCa23pA0IfdEu6zKZDyWs493PTyTNZxJqqg33TLGsPHSTxN/TP5R5LdKmHX/iabGaHUnT5cvpCz2wcGHIJavEwTawqLplLz+0u6C/uXemkW22kCyEBuoLPTVVnWpNTWMdOp5WSxvMnY/ZLhbphnoDgQPyO2yX54bFksbL4kQHSYwUYXtVzb5YUj0BxCO2wsPnTpEe9TCQpjiOPdt0QC2P2iaIelO7nr7DJlVuht6up/otDdciR056RVVzGf8vFHT9iSnm39NSQ2e6XEkX1fVJH6E9FpFI5j3iaHfV+FxU0S+DBv0mtHUdnxs5UcjFHKwf3HMYRN/DTX2MjRtXXnTpn/evCzb/a0dqYBZpNN2MlzKv/Tb+17FPbf18v6/ptmAgPDKTCdcWtlXmE0PjOxYtWlZy0xy06GWoC3VHJ92Av/ltuv/JYk8MkOKn2rSURq3WJlBxuq5i9IN0TrAPcQS37RxRzOPiWrqHhEuStcMLMwQJT8QxL4lCexaJA4K4kpoiSVyGHeDkHMm8qNlw3OvS1CZL02W6zDfS/SbzKoPkjdbWkXejA9oVncHH40nzRqTZDlLtA9GO0AeYGrXcfnIIZeqJJvWb6BdMv+T4yIgwvbz73WXltTVNz+1IDUzY//zh38ydu2TCDesdkGBAuLWhf1hENpvagEW86Fiv4MSXLE5JgLZz6KK6g0Zy33fHkKCY9wg9tGTJ4fm9IxFVPSU9YhEXtDZBniCWXhDLN2xSvPnmzC6RHv2rIDmVpgMSnBXe0jClltwV081TVq9evcUG0dRo44q5xra92qQb6TF+gvSLWh0U1YzvJFRjwPZgYMcRTRq/434PMsiEIDm3dqR2pxkkrhgXoMxrO82+AeaTtmyxteTgRtqKNyW0dBJhHo0p+snr+vvLSNIymVFYQ6lwbEcj3aC/6bRSv4w7Gurqlu8ObVEQLkksV13OZCHpBn3h7klNBuUBf03oi3VB4TWxQws6rD8tGWdz/K0QV/XzOEQHsQgyVAc2DsY083vyb2HTjPSYX+XR55aHwmbCtey3uKaZa9uM9OdllC3Q2m1UJtT0I1zya5OupVWn/hKPG7vKYAUhoaQ+gzQ77A3QxWRa0rittaNjwnPSuGFORFEWthnGSehInkmo5qAdn2RLopUTgSl0RGuR14u7TPMAHkkvk8gJv7+J7mI7VK9OP0R/TUve2yH+L4IdEsjqLItsZ2+HK1zKakNP7heoL8qzyEbjnMZ3QPPf4d3F+Bn0h8+xrQITIhKJcLeuv+obRgQRYhjdD/L5DY8s5/8g3HdGe/SvQctTxrqEkXCpCcYUc3VEMcd1J2odaX03NN2b7H0S6Eom7LuK/lw+y4onQnuPvhja50skSZEnYTc23ox06jm370soffNihrECYa4F2YqJMCGSbLlsmZo78hePKvpd0KK/oeuZvNezYyi1ckdrYBgaDgVqW5x9ZCcA90bw+8L6bB/hSC19OOAL/UgWrShwMQjeict2dM+FgD+0sc4f/qws9sRYnzSroeH+l6QLUt0US5qXrFunjR7aF9eMo9q0lGqf5msLSZMkDcK9J6GY+8vg4wKa4oVmlgcDiQ7kbrT1FOc2tiYe3xX3/48pCV0SZqZd37z9pDhKXlFq2tTUN1Gex2kqsL0uKNSSxQGcqkl79Msg2j8XMsm3cs7KXdBYf7wjka5oUL5wIlgT3k8W08EY1NQ07omX7tnZMGmWj1gLKEJPLq4t/niiYDC8t98XumNHqZtcwncEZdyEzmWLgxbGRZveWwcSesnaw8C4HVrg6Mmq8R6tsd3oe11sJAPtNJswOZGG77d19/bmtaFzXEt/J5rUh4WGK8lR2F+71aI8GAikd5k+bK2EY7rMX5tmflnTMh+CFrxfQk3/HJ3DW9TUeU+GodDGzKOCEmpKiyWNJxH/R7FkX8Gzt9XVyz6Aiv8918PnejizUWQv/lrdFPpxznb4fOEzUVebrLrKXY+FyealvBSSobXkdPO+DKW/p/3MWzYEAuEfyCIWDJ+vcQHaz8tTkc+ZIiwbRjl9++3XOE8We2LEu9VDQLp9IJ0X13Vpo356CUXZv01Lr6V71FjC7ekdysRUA4TbnfcO+jHN/ATuE5dkbZEjCTipc4OaoiZoYmrqBKSd6kwNiLyK/CbNe+Oa+UeQbpLEak+0UVgmmkU6jN54LKnfRfOJpm3W7gvF4sX1c/3+0L93pF6dw0KfL3Q7NRZZTAdZKPeF90BH+1YpSYXth8Qq21EnXuhXIU9DHsSo418gsYehWT2DtvYafUNtAh6bTjFCcse98NyL2yrS769fjLrp3OFJ1x96k++/LPbEgHb7paiiv4mh9aHyEojY8IDEnhi7j0IbCZekmTRuzVfDtUEzQkzVn86eTON2kRjOX89JLRmsIKxLGvsiT6+RTO282p4H7CTs+/E3NzpvN3vXx9XUNewIOjs78/OrywNi/1Nf+MViG5il0cwMWbL4ULqL/S0Y/KSzT2sO+HzN3wHxDZaCVGytFqTaFfCF7ocGfSE6vM8tXNi8aD//IfOWys3Xl2FEtWjhYa7a2oZ9A76m7+KFvw5a8Vv2TmS50p6sMC9oy0nk4UhR0ALBiWW2o1z3yFdYprHtcmYJOih/6L8LFuz7UVnsicHjeRKa8WP5c06ku3dPzv6TwKiN2iRG0iKRUcPlCjYZPG9Am30H49oLGSzSJSEaL/CeMlhBiKnp2phivmJPpo0VurPxhIk2Ix3F/a6JqCq3uCs50EADaCBdRTb8EbzED3FpJjSNe7e34OW7L1DbfOwcZ0vHrSA2sfGFnrKed3FkR7LFc29nBxeobfxCTc3SSXn1+P0tzXjxQb7hwdJovdZKNRD62fIWBaHO3/ylEuQnibZ4PzqBe8a2z5kgfl/zvYFA03fnLc3zRBIdWmabaQqGvru19d3RpH5uZ7p/2HLp2ky41BCjSfN+rtISEQsA/WCTA5ZrF9Ml6UKjTkeVVI0MMinwcEoQ+cp2PfV3pJey7cW2MH1uVYnOI4ZwV4FsR7X5qUAg0LK8mAbGlxcNK0qNmZuE1NUdsvv2lv0xfM57lc3/GEB0S/HSacXa8EWbCYTXBmrDX5BJFwRuVs79XNFRpkvhLUAtjivrJtsB2Fiy5IR3on7OLDYveCf+44emv2BB80dztdHtLXg/Pibfkckv9IK2eGyyf7CbmiHIcJS8xOkPqvnM+m6tqMmUmKIdC1JX7ZVpJEVLmza+kJd/m8TNmZt3oX8uSPb6uJbq5ZJcmj6y80xiT6gpPaaZU062NqARfl7a4QoSoTH5wo94Cjg40cH0w+9vPhuEMBwoYmTDZx4MtrzJY3dkskWBm+xAO/0tNNW+IkdcyJdQINbU1YYKmuxesqTlQ9DcLyvmnYDQK+D3MskdC28nk/tEFb2Vm7dkk5e1+iz9eluR+yQQnKhDmqM+tSRGkm4sqf9+dXt7XsvnIj3mYcjflW1qWk2NZMQEmZ3XbKHWi04kHpmEj20x4EoUNI6fFN7AxAsyEvQ3/ZnDVpmsgxkMaJWPFtXJUkiMgdA3ZZIlATUvny90f7HD+iDaJNp0v8/XfJRMelKw3MVooiqM/BkP8Tf4fOHTkdyOZd6K9PbuGekxbuFEExcu2MRFTbTD6I2tT2olWY1Ef9mYot9j23Xte+DzOe55IIPlRLSnh4sgLoBGG+OpwrQv22mQvKmdU2zThUW6witjH5nElGLZsmUfCPCInqIaWGgjGvkZjY2N75DJOpihWLz44Ll4VtHizEkk7Ka3Fy4M1cpkS4agr/nj6MjbitQyhYmh1h8eXZ06GSxatMKDd6JgdzFJugNBXxNJf8c6sSSmmqcoA8P92VqjTWT4/kNwZMkKHFf1X9JmLMkWpGuRY/ZihmywQ8D/P0a4l0ikomOQeaRwnwi5XPc+kPJd+Oy1zRbU2Ns0sb/DlJPYggUHzw36Q/8pknQ5VD0Wye1YDWwHBAh3JYbxSqHPmyII2xf+E1dtyWRLBp5lB8L7Z7HaLs9bC/hCv+OZbjLpvMGJZdq8C51klHWbDgSatrn4alYBmm0jSLdNGeRy3i1tosK9S0s1yKAlQTypHxlV9HZ7SfGoh0TSOAnkuMUQIqaYX8F/D0GGuMPXaFgIydrSzM21+P2DTn2gPJrUmxEnamu8JN+EZj6+prt7yk9DDQYPdqNXfqEo0vWHB7gNnkxyRsPna9kHw+Ifo6M5i5MlkxGU87xAbdPBpdTo6/zhQ0Ey5+e630TC/IM8fxqsbQjJpPKCv7bpDMTrL4Z0qUXyvDKZZMkRCIS/hjopqmNgHnngYiH+uj5f4z5FmV+suOnq6pZpPQlmSsGTeOkeRs8Em8xssUkXRFb03rTZeLuz82Mx1Xha37DZdYyCa3+zNVKaBED2N3KDHdp/O8zNGjiJVx3kkt2UCkL9VUTfvBG6MF8kjUf4P80k1NyRrtmZTvtkkClDMBiqReNOF9Org7T7a2oOLGoviukCTSkQHgO+kXa3yQh3nPL5mk5BMiWx03HmGAR6/aI6ul3lvud4YuUf5fBN4hRXAOEvRdxNhT5vithIqMQ7emUjEKgvxzN6uRhtl3HRST5YV9fglcnmDdqCiyNdUbdr9tuv9COB7QZ6E6hDGwfsoX62ZJFuswxeMoAYr6IHg625CvurarRB2903rhhnxhS9lSvXuCdCdn5oShDf9d7bEbe5PcfkG/4/t01PDXG1G8sF7X0T4v54rBZdaqCBHWC5xhRBuv5wfN99m/NzsN7OwMt8p+2MP1lZvOhQak9fk0kVDZ5ogbp7WGiOOe43kViEFDImmx+Q/J/w3EaKJV0MnXPuzFcKiL1A/OH/Cm01x/3zEcsEEnoqEGiclOLCUQyeyWnF2ZTxjPzND9IVTiY7u9GhpBaC6F4Yb0HBlJKumjoxDg3Udh3jvShxxVwH0h2k2cAmZF63dwBr09Kv0eSwris97gkGiU5zfxBtrKffWk0nlhorxpPUgmWQKQGGiUfzJc7deLYtMu4Tfv/y7XqScb6AdvhqIRqURXZhLRBoLtkCFWiLS5CfFwrJj9VRhmKTzQ+I6NFi/U8FGfqK399gIiCf11jEV1jblHX6BEdyMsm8sN9++30QHdkfCn8nRLwREPfFNTU1Re25PSNArS+u6qdlL5sdK1NJup26Xo57jLqO2ffjxjrUeu1r1FSp7aJz6E3oqUvaTLNaJjEuULZdEop5j72/rjhJQjHVhLZ5X4lSg5MM/lq6ixXawCxBA7s6EAjM+IUIdEkC0cUKIR0SAIb1kWDtQQfK5IoGj4YP+JuihWhVJBXkZ82i2paFMrm8gDgvFULy2cL4Pl/4iqmYSLOB53SB1dHZxDs5kWWM1tY2N8kk84JsI3cUR7qhTeg0frRDePNwBRiI7PXs4ftYmUrSJaDV3tjdOyRODd763tYOZCBgmgZW0zd3MnskxDXjJKSTIuFKE8OGeI+2Sv5dcli7i4X+WGSvjqFm869mw8KIxdAskV9xwu2W5di2CJLzhx7z+VYskMkVjaCv+SiknSqk/mlfhpb8NJ+hTC4vgAyeL5Z0rfoLPeOvDm1TmSgU0DZ/jfa1AXXDjfU3TVaseCGFLmgyybywaGHIhfgF70PCeOjYhvPeo3Ymg5pgPKmfNvbInbHC/4QmqqeK2vAiFzr1ATe1UWq1Y0mX96XZAUTZ02b0/uT1np5J7/PACUIu9KCZgulZS5qNpx6eIhMDe3UME+8vpoHhcxPJA8nNeHcxv7/lCPEiFky64Ttqa1fMl8kVDZD4qUi3oNM65BD/AZlU3igF6VJQhxsDvsYTZbIlB80mIN6f+/1N53GJ8GQFz+qXqN+fcotGmWReYHh0Zr3FvROhoWAwPPv3caaWCwJ6g9sgZpPdWCFZcbiPofnJpZqEIunFkqlPtmmpZ9qNvuGxpE87Lq5tQv4ehmba8PDDDxc8rOBknZ2mPKzSSKi9U7IcmCtv0ECKcgJH/E2+BQ0HySRnNPAifgv5ThdSXpIcNJjL7B2zSoCdSA7CnzTH/bYl7DhAKtfJtPIGntfDxdp0KVLbbfUvaBz35JXisHIXrpYsRuTwflLKANoIt3RE2Qp/JwRpz/YtRW+++WZquT8Ye5JvLrFJN6GmTqd2LJMoGNRYkeZv41pKTKDZE2XZIuy3ipGMq6pfRisYsZ5UfRzaspiAs/x1R6JJ4y/y75Ji0aJGDxpKwZtYy8Y57PcvH91AfiYj4Gu5EJrexsJIlzP24TNlUkWjsabx/f7a0LWFzNDLet9AbU4mlzdQ/iuRRlHeC7aQeIP+0GOLfOEpm3eYbgRqW46R9btVefMREdcXfmXJksbdZJKzE62JxDwQ3xPWCi6LdEl+uQiQpGttOJ66qDuT38m6uQDCfgf3bUB6D/C+wqRgEz4+s+9NM0BMNdPxpFES38VsEwYXTIB0EzHDKPoIkrHgqQqjDWVM48lHGG/xohVtS5d+fFb06kFf+AYr75MvL8hxxOcLl2w4ve+C5o9CI7q1MNIVk3q6z9f0DZlc3kDZz6fNsdBnPlYskgk9Ggw2N+0AE0c71/mbT7LqpvB3glsmFruJ+nYFyG+nRI95WLaWaZGfsQEyNEqEWWLtn2vezAUNMplJIRLRPxzr0b8PLbODK9CyCZbfOZFG8od2O2JfQz5G4op+I/MrkykYMdVYibR7BdlbS5wH6LUh/y4Z6C5mNZZiGlj4MW4TJ5Oc0UCeXyzEnikJqj8QaPm0TKpoBALNi/z+0HOF5UeYFrrQCXxKJpc3fL7QcYhryDKVSERacX9t86m1tfUls3lPN6wtJotxF7Ok1h++GB3Q7N38aW1y5AMxNXU1tUmbYMVyWdV8MaZoD9nLcrNFTEApxqPrNc0lk8kbPH0irqX/hHQ2kOhHSV2xjnmnxBXzeZDiXVHF6LcXaHCCD2E6Y6pa9CYga5PJD8SV1JPQdkeo7Qo3MtV4rLNzpKRuWdXVy79rNZRiSDd0I7fCk0nOWCxZcvh7kec1hZNuqL3OFy6Z7ZquTOiwWguxr4oy+MJvgDwn7T3g9x+82O8PdwYDxU+mZQvryGoP4Yfr6kKH1dUtnxUdcTboa46y3Gw979zlzEdQv+esXDmLfXSh5XpBZl02ubXpvSTVDQlVPzveo/109Hj0LGHYNiOdeKuzM28CpP0XRLoCcf87Vrul0CMioad6qUHzJOJIe3JBDMN+++w0mgPiWmowoZtF7VhvA1rzccjPRqYrid6IdJvHyb+LxrkXX7x7fcMnMdwupoHhJfOHzp8NWzoGFkKz9BXmoyvi+ELPc5JFJlc0UG9fRH4K2jvW6jhCL3NzbJlc3qBvNtKAhl38ZFoukaaPDegUrodWPavIl3sloAwvFU66VrygL/Q5meTsw6pMZmcMtT/H1VmcVCK5qUMbucnM6zz9t03r/bI2tLULGbVDHuoITbdRJjUhuLFMRDVPadNT7YJcs9Ij+XK/ha50fwRDfB5G+U4ZbU5CSd0Akt5kE7Qk4OdaFaVop/Fob+9cEPxb1NqZvtgSUkvdvWbNmoJ70Egm8564qvo6zcHDX3pz/aVHHfMdHS8+taYxjScfYQOD+FpORJc1493FamtbDka+OwvVLEEk93BPAJlc0fD7m77FdIMFdHqL6KPrDz8uk5o0/P7mn6ITKZldd2uh1ivqbBi/rwsEmg+ne6K8/YwF3QEDgZBaaL3Y8dChlnSzrWlF58jI+yKKfjlJh0Iy1IfFpjHCVSaWNI+IJg1dmBMkSVIYTgzJTfPYbdlYeYxPLKlfAk1yk9AoZRrQMkfNCe16+olIR/dWyy1B7qGoomt2PBIj8mPE1XRRx5cQzHdMN0+h1k4hoUeTehKa/6R36udZbMjnZ9BJXYi6W80N3ztTg5kjjjwuU1vTSBPBVg1o28IG1pypW9hymLzNjEYwGP42SCBluTrlKs/4Yk12NV9eyDaB48Hna/5Zce5i4dtkUpNGbW3DQqRT0CKRycnoHhE8APMGaIDHFbIBzXTBv6B+MfNdDOniXeqvrm50yyRnHzpSqd1BFm/angMk16hipKH9ih3rOwxj35hivpSkPVWSJYVhSYRRxfxlfGRkXL/KtzuSS0Dmt/NYHxJbdhrUeDuM3uGoavwl1tWV0yUKxPiuhGo+Ik0L4r60w8Y18xYZpCh092b25Ao8TqYJbdci99tGRlq3ufor2gNNOZn6JLTz89q01FMsXz8yPATp6h0wn3219bHFi1ds8NU25WxA2xLZMEegxVTJW85oIJ/nUvMq5IUiOQb94fMyJVsAsnIXpHexdRpr7nuOJ9aLzeF7869kYgXB5wtfliv9qRDmWXZckNDDQX/op+g06pGNGTVCCvoaj0R+RwppIxQRzxd+ZVafoJJQzP1pKhCkBiLUhjZRA30+2qmLYV57KrUbhuC36Ru23OJRkB+IKpY07h7vxN5IUj8yrqae1zdmRPjsuNwysjM10IZ7nZEcGZlwmWVM0b6McBvsjdRp1gBRtq1LJveVQQqG0HY181ikP0LS5AQivve0aeYnZJCtwB3PIqp+SofZ/0+ETfOAS5540QeJq0YH5Jpk/9DR3/3uzz4Fwh0Kihdh6wa0LbFe/tD6BbNldzFf+C8gXruzmJSQdDFkPFkmVTTE+n5f+FZu6ZjrfhOJzH/aHywuP35/cwXSWTv12u6WQs3X0n7Db4N4L8Yz+cxM2I2L7m7oDE5Gvgr2YZbPJoq2cjbk1O0pweBBpwZ94SMbJ9UBgHAwVP+WTTgkQ31YkOutMoQAfv+CZ47ZpGlLG4laMbreTvRsMZwhkcV184dIry174xoK70OtGYT1IofjMsqEECf7KsbL1MKZR6bRkeobRmdwqQxSFCK6/uG4Yj5u23Y5yYfO5Lbs3ceUkZEP0s0MncjvkIcXaeZgnbC+rDpLvdGmpy6OJbUjWH7GKS9bshJaR0ELBSgyHl+cb+EhfxHypekSuj0Fg+FJbd4dKOLsLZR1COX8ikyqaKAM1Uj3v4Xkx5qoCnUjjaKPouLybZRrYLqJl8J7in15fSEDefgbZOX21BC5YRM6wqK1f74XLBc76u0p++1zOCd/b5nUCsrVq1e/M6bofyCRUeQQuz+hGT+WQQSoCXal+vtIdtkESoKiJJL66MsZM4yPxJPmuRhuDwoXLxkWpEnNVpgvQNR3gtQmdT5ZPKn/kOnYeSCZI821HanUpHaAyoVVq8RkIgl1mOXhajtoq93RHvXjPII+pqa+GVfTN3NzdE740VRCEeSsmi+yvDEttVwmJ8E9Q5tOQyMpcmVSaBNeml58mvidmi6pC7aABEN3yMJsExVLlnwIL9SLnIBC/EmJJLkOkELJlmKLI9D9odcKcdviRCDKEq+rbS56JAWIpchIt+AhdbFikRSfS0iF1ntDoDb0zWWT3MSnFADhfxijodu3Vz2UWpYsOoR2/9/I4uWHeDz+f7Gkfret5YqhddJYH+9JbeGREFHNAyJJ/TWLjDaTLuNYE2z6DxmuM935MQy9/9JuuZyNhiPhcpKqTe/dFNfMKzp1fdJG8A5Nc8UU8y3bDMLPdqNvCPee1K7+46G7u/v9yOe1XCwhOhKUDfd7Oa4Zd+H6MI9yp3bLOhJ7+mrpZxKa+b3oOOe3CZ/VQBM3s875wCYjbKTTKy3W8DQQzntp9OLaUGWgNry2EM1SxPGFXinleVeB2paDQeQ9LE+ue04ksgxrl9asmPBA1Hwhjxu/yUp3+xEOn+tiy8Y95K8N/YObpE/nCjex+ZM/vKaQZzLThGWoC4rR2fdl8fJDMpn8ADTdUSIT9lzVfLa1I7WF3x+X+oIsb+SMvE2kFBITCRukdEdCTzdxcosryWzbqy3USkG4vRHFOKOtzSzYPomh+4+gQQtSZLo8egedxFNtan9JVujQAwHl6LS06ZQgV2q2rB96atCWTM+EqGJ8J9418R4Qy5Yd8QE8nDu350tWqLBBgbA21PnCeW95SX9RaMbthQyjSUaI+/DCEs66+/3NX15Ud9BQrvttS0R+fKFnZVIlQS06JeRJHga5fduERRhi28pun6/5FnSu485flBLV1cv2wnM2dwzSFaMhvc4f+qIsXn6gryvIK21rpSRVkO7DtPXKIKOIK8YqdcjaDtEm0yxJgXjfZDo2gVMYloTbbvZG1/eon1+d5X9bCCxtV2+178H7dZp9AyDeH8kgBSOmqrXRpHZhXE+nbFK3yyBGAmrqBWjx3+oEMcsoE4JH6+ChvDUbG5ggTl9IQy/+dVmcbcLnazwa4ZOFkC6HvqirW2tKpFkSvkDTKYsx/Mt1v4nF0vbx/SaZVMnAiTXU0a0zpSPmsyL54ns84A9dUlcTrpFZnRL4/Q1+PGfu37tVXmabiM7TF3rL72+Z3J7iXImGIXQ/SYxE02Fg+K+Yf5R/b4H2ZOrIhGp22meRZQsXViR5BE4WWYn0zH6aAF6I9vRM2u81JzhBl9RPFfmVtl2eBAzSfTLSOXmTBRHtUGrQYfwmoZmvomPZZJtabKFdmpr8+mRyUstBuUoID6egzbO3twibpj8U901iSW6AJ+havqI505xIOOT114Yv5tHgMrmiwC0HQXC/LWyjG6HlbwIxXiKTKykWLKif669tOg/kC/KZ/sm1XFIXOMgqtz/8ErTeov3fxwM3OwfpTuGCkekTa8QSerKubpIdVbzbODiuGgMkMUo0qQ+BeHJurdfe3r4byOdOY+PWXgxjhcRFf1eQ4dPrukp7FA5d2ahVM78kRX52mv2DyPvpMkheWGMYu8YV7WfQnNcinU3CZ5hkLjoLqz6YPo8tovY/2T0m6nwtjYWS0PYWqxcPvzGZAwdBUpcHhQZXAOkuEu5iJVnaTezn2e+DIJCrC5vUE6TbG/A180TiKQE6hfcGAqFjbRt4cAZovkHkgXmhyQFl/1mpvRxWrqTfdDPdxdih5czDbBLZod91wGRXAbYlzSNs0hUkqRgKNN8vy7+3AjTZn4t9dEFGuciWIsgKnwjz94iiFO1ZMBZ0x4omzWNsguQ9LZct47FYd/c2t2Zck8m8K64Z30G8F6EtD9Bua6dlLYwwBiF/hcZ/OcvK69rwxuGIYvxaJpEXQCJfAukOzU7SFQ3qOdckdnHCy3pPoSSHl7APBFSyE4ADgYPK/f6mey1tJPd9xxNhq/OHlECgKS93xmIQXBiqBcFdhHYiVvHNhLYitG9fcz87UU4Gy6wWDR4giY7wPNyjJPsMb2+hy1rQ3/TnSY/O2nrMw23SFUt6NbMrpqbHPfa5TQNJa2Z7rl3HKJIENyUU/bq33y5sy8d80JVO7xFTjUdo0x3VdlN9w9FkatytGekWFk+mjgSZPgSyTXFSjPGZZ2nT5m5jj8Q07Qi6vb3dY3rbtJTYYS05IEwM3dE8lwezV8eL+1O8TBuDs7CBWTbW0GOyONsENTcMG5+WZD0psYgmZNahk5LJFQ283IvpDVHI8F2QrnBfa5mi0xq2BBctBIMHHYiRxb9wf7HZ/fYmX3n/jSTexsYvl0TjZTnxXO4I7gCES+HoDG3sd7J4+WML0rV8Ttuimnm4/HsrRCKZ98QV4/ZcJgaSF4iJ+93+kb6tMsqUgNpuQk99BnkZtjwNLNsuPh+jnVoGE0DYnRNabzChpq5v09IaOxf6CzO/o9qyYsYR9wetHR1beG3w0EuQuk43MmrTbap5s5lH2XiAJB4ITw/AA5ptjcx+6UPXyuJsE/uIlVfNLxeiWYohLf1pg00lOwEYQ/cw8t9VCHmJMvhC6xqneYNsbnkIUvos7v0o8iFGSNuTfOusDmuItnpkr+ilxHSbQ3qrt2eZSiX2swn6w5Pff7staX7CJl1qfvi+tkOZeLFBrMc8BUQ0yDg24VKEm5hiDES71WUy6JRCLFrQzBuoiVLbJXkmBzZsjCb182QQEaZNSa1CvjqYX5oPGI5ETe0W2nIvOoorE6bpzXXmGgkbZTu1w+zfSB/dZN/QcCQpdkGbsBFyWAbN7z+zcRglX4qNPl/4QlmcbcLS1ELrCt1dDPX0RDAYKnqPZBvc9g8aa0GHUUrSfU0mNe3gaQgkX7Sfx0F4/dYLvn0m3HhfEEt30NfEQ1GLgphY9oW07VWWUop8R/qC/tDxsnj5o6PbOGSypMuJMW6AwyPYs0lXehNsjCXNs7dFSqWC8A1WzeTongyDYtLr5WgyHUZZDsa157p7hzbYZgSKZUZJDeO/x2JJ7ZOtrSMTbmxDU0NCS1/FtIWfrp6OQiZcHivO5vKF18/GBibyjJcD2uJXZXG2CZ+v5XOWZjn58kp3sdv8/o9/RCZXNAK+5q8WstGN3UmCaG6USW038Nh3dh4YBTyGPJnWnhas3+ntyK1OKLwGnXBRE+J1daEgJyglYc1qEaMzX6i1tnZyy+QFhN+ravaTtPIxL9iIKvofk/3DI2JoLknXtq3i+2tvpFLTcmDcyMjIu5Hns4S7mmatIsP9h2ku4KQgybbd2OzTy/wlVDMa081z1sTjefuErtO0QEI3Hyfx0ozRrvX+vbMzPa7N2lp5wz1DZynp+sOdk3GYD/rCpyPOQCEvlCDHQPhPMqmSgEPiQt3F8LkRmubvZVLbHZYtNHQEXvJ/o3NKMp8cUUwnebFN4N43FrPt5iJ/C8pgae657jGbRJLuCzU1B9XJ4uUPbiQDQjJJSNQAoR12TzSRZiOupRpBbOst7TjLxABSA9kNca8CGXTKIU+9eII+wcwDiZfmg83+ttYGNvjdj7zdFVeUgs7KR9wV0aQR554L3b0DmfU92ipo9DlPQuaRM3g4BR1Dvr3FGu6H31q0qCVvzxOQwgXQDgs68XjxIm4WHjpfJlU00OG9D+ldUriPbrgfpDu5pZ3Tg52lrfpa5DUK2TRd5Cvtuz1c5SfzMkms2tnnaz4FdVuUjy7Jn+2TE7bbU/ZZchi1/0cKOVVkTnLt2g+AsN4gWZJ0Y4qejGrpo+XfEyKmGn+GdrwxW9u17aX476E1a9ZM21ZyXB7MjkNquqPCvAjtGx0E/vsRz0WTUQoC6ucrCT2d1oe5VWU6ub4rmXMXKgzFjkZPWNAxMbYwrtXAple4igsvx1v77XdI3idzgOT+XQjJcaiMco6ATMTeHaWAXPVVoLuYeF4mdwaTyc1IcKiPuruEdnTm2yrr1JKveL7iROLJTzBai1VCv8U7UVDHbAvit+PzOaT17PaURcEV+Jz80fwC0NTojXAn7bHST7cvmszvRFxoeo1RxRBH72QTHcmP6cR6jG1qzMWioyO1e1wzTgKpRqVpY1TYASSMdB+124RplsT9hxNrMc34cXd6sF9sdamln44qytgVKTujcf6s2F4d8XV8rkWP+gq+r5kugTbx2mRsmvTUIMkVoVnqpSQ5kK7fX8sTgCdv2hGmFV+4p0S7i0056mpXBKH5XgIyepP5L6SjyVesVYrhnkJWrC1duvT/kEZR+5BYzya0xe6HsxKCRFTzLJIUSatdT2+KKfntUYu478Bw+7Zk//BGaH+jZEdtU5oZHoqPxPPfZ3KSSGhasEPvvY4aum23zRap+XZ0Gn0FmRPGA/fYjSeN39FToheVEOvR/6ZlMlkn9XKj5vDv8SIUsY+uaGDXBGsOqqPmVrewxTtdssS3YsGSmpYyWZhtIlB1UDny+nwhL7wkxrcX+Zsmt359AoAY6gO1hbmLiXr3hztrahpzbso/U4EyLyb5ot29yTIU0uFsW+SxQL7QlSvnrMxpVhsPknSfKIZ0eW8eRSSTnN2IqenPkaQ4FBf7GCjmPeCSvLwPIoq5NNpjJLiqK5vwLK1Z721TjZKv4xbbUXKYr6VeoE0527xB2y13HrPNDJxgA/mf/1JnZ0mPVV/X1bVHpFu7qrtvaBO3fIwk9Z+3jlheEB6PR2h+uRpOvmI1sPC3xc1mOHy+ln1Q3tcLI13ho/vsoiJnxrMRCDQdHPQ3FzRhY5FV6LXp3O6wlPD7G5dCU/8LyC1ZyPPYlojRDEYRS3yNC+Qt8wJNEshXUe5iLE9tbel8ubcr4um0H8PzAZt0o4r53NitHSdCPJn6C7RKsVGMTX4kPWlm+K+ijBR9aq8Nnk4cTWoX4R4b6W1h34/ESxc23C+C38/ZeeBGPB3pfj2hTv6gyW3h7c7Oj0WS2lX04uhKDQyu61FGXawECRVhWqCxHml8ViY3o0G3JuS5U062TEqknfDufQuZkBgHIIVjCnMXs8wdgUDo7tlKujZYB35f+AWSXKGjrVxidUpNir9mctsZLqptWVgc6YoypNjByyRnN+QZaM+SNIXGqpjrO/V0k/x7m4gbffvGkkZs7NJgki7IsD+hpL8ngxaFhK6Hke59wmUry35LrVrskWCkV0e61UNi3KJR0Z/lPrggYYuMk/p/Ysm+vWRSJQOJF2W/itp1Z2og2tPf3zDvgzW7+mqbCiIhW9A4B/wLxaGCMx4BX9N3/cL/cvLlFUsp/eGbSnh+107B2qbTCpvUo4ToLnbZqlWl2e1seyKwsHkRnss9YtRUIuJlOpCNgUD++ywTdf7mT1ptpLB8yHgvBmbJAa3bBDeA4eQQSVccb64Y/SCzH8i/80Isaf4cBDs8djKLZAjCe/2tbsMjg04amUyGRwp9v93sFS5qdAGz0xeuYHrvcEwxr4/06ItkFOQn9UmQYIft0sZwUUX7Gcsqg5QMnMwD8V5JMwM6mpdWnXPxCTULG7sLtV+xgUFL6VjsDy2Rt5jRwItwLvJd0Kw0NVKQ3MUyqaLBBQXQnP9QyNBa5n8A+ZmJ7mIFoW5hg9fvl8Sbo8yFiNij2Be6Rt4iL2D08E206YL8uCns0NmB1NbWl+SwghmBWDK5D8hpiKSpDNIOat4g/8oLb3emP4Y4L8jVXqOkyPQgG6BJF7Q3aZdhVCQQt83oHaF91k6XE3fULtv03i78/sHY0yhA1LtEkvo5yI/oCLj4o8Psb6d/sQxSUtAck1DMK7knxVV/u+3NRXUHDRR67Do1ZLwoTy6qaSy4o5pOgKT+THNIrrJMJMGAILqNeIF/JpMqGosXHzwX+bm1UNIFMaQRf1aYdfLFokWNHpDeA4XUSS6RJqHb892BjKMGhL8IcbmBTs40tyXMO57NZRUVLVkT1rMcb7SndgNpPkxtl0etY1j+gn0Ee76IqcbnkEbK2h5xs7ZrHWmud8QMY4UMmhcYPq7q99MljRvO2OnZZpA2LbWay3hl8K0Q6+vbK5JU7+D92RFwUUNcMR/v6e2dK4OUFKlUZre4Ypx/we//vGHp/h/P1NY05mxA2xJhNwuEb+CqNpn0jMUhwl2s6a5CbKhSezGC/saSnQDM4WcAHVYhGpWVn7BeVxvKa+8QkPNidI4nB/3NJxQieMYn+vGJNKZ8RMO8ooxrC+kcx4o03dyVrx1e7KPrC984Np3JiOgwfC2rGufMblv7Fng4k3lHRDVO5HCcpNlu9KVBoJM6858eDyC1K+jzO3ZSjcN7pHdP3BjZ5tJbaqlRRf8a4q4jUWanxbzRVgxy+xtdxmSUcdFhGEsw9H9NEK4gXu4XYVxEDwgZpKTIRCLvWbnyG4/ss4QLDEI5G9C2xGpg4Qu5XaJMdsZiSVXjboFaHnM++ZeZnQvIIFrnCx0mkysaIN1FSPvtQkkXhK0Eg+G9ZXLjYxV9scMXogyb8NlfiAT9zQO4b2egtqlk+whPBH9t+PsoY7oYty2K0Dr9oWegFOS1wT0XRgT9nNQr/L7cp9ln+XJPy54u04Y2M1md0NJidZrYulEx7uAJufLvvBDrMipAcq8KYpREaZNlV+/gQFzRfiqD5kQsluHx7ed1pPpV2oOzTRXSdDEYS+pndaTy965IKKlPdxj9HdSY2SEk9FQvrk3ZBtW1CxvuKbaBgTy+K5Ob0eDpvdAO1xQydLU6l9ArpZyRrg2GQyCWvlz325YI84I/9GY+G7cvnffZ/0On+ndOBDJeIUKNkZ1OoCYUlslOKYLe8N7+2tB/C59ktMQiXWjNdS15meo8++33QXRmXZbnQ+40tyXiGP3A9NTTtGLNmjXvArn9grZTEhTIM9qm65N2Whf73GpmH8nbJkwK04QG2x5TjJznbkU6B9z479qu9OAwzyWz45F4u3qHqKnGY5r5ZeZTRskL0Jx35iq7drMvReKmQOt+Na6mJzzNt0Ds5Pc1vV5MA+NQ3Rds+ZxMb0Yj6Gs8ElpbwtISc5dnPOHLH/SFHpvMQoxtIVAb+nSh7mJCAwyEH8jnmBouCAGB3VdIZ2OLJK/neEqwTHbKgfL92spz4UqBle/Qa4FAy3KZ7ISoqxW7i/UU0kYo7KDQxnrogyyT3LHAxQ4guS5qqtrQho0gvcvkX3nj5pszu8RU4c2wtZkB2mtU0R7mqQwyuEBEVQ8A4T7IQy9JinHVEHHs5ckJPf0o/m+RwScN7rkAwr+8TU+NsGz00kAe/9neXtrd0BYtDLnQwNqKaWCQ9Gzp1f21zSch3wVt7GORY+gfHH7K5IoCJ2w4hC6MCEX+R/By/yGf/EgzxnNFk64v9EwpO51tAe3qWNqtC22fFEm6r6PDyMul0ec76FMIbxTSRigir77Q87W1+W/ANKvAI9K5uoo2UPq3RhVzXUzTJu0v2pmmN4PxIAku20RA/1plEGSu6H/MZG4WSwljqvF53Oet7v4he/mwCMvvPOEhrqVviSSTk1oBkwtcRYa072aa0vyxCXIu7dkySNEI1oT341CqGNLFi9g+W3p1HmBo53tsWbYllrtY/qdTbAuc2UbdX17IKMOq9/AG5Ocs7oglkxwXIBxOTK0uhnRFp+ML3c29K2SyU44adOZoX28V3Vn4wy/W1eW3P4XPF/426rbgzZ/E80Q91Uxj5zTtiHeqvnY99Uo3hvTa8IaRmKL/Qf41KURVcxmG8RFBcJJ4SajdfYPc03agTTVPobkAGmdCEe5fm/1vxTaNijGcUFO/pxeCTLJorGvXyuKK+QJNHcLLQjGMaLdeMhchn6/5q3jxCz52nWSNBvr0ZJdZbi9AQ7y80MMorToq3ZaO1dWNbhDKQ4V0eJJ0+/M9jLJkpOtv/qdMclrgq2tqhDb/RnH55vMO3bd4QX1eXkAYffwSdVvw5k8ir77wrxsncUjqrIOwgSr616hpcrYfpNiG4f4h8u9JAel8FiTaa5/ssJlUhUbbCwI0+J+tDfOThIvPwYRmfnfNJCfy8kGnae6PtF/jRJ21is54LR9PiHzgr206Aw2kYCdwqaXduXBRaFLHvW8XrJqzM8jn1kImZmT9DPn9zafK1IqGz9e4D+peCxZgr7RIN9Sbr7tY0Bf+FO6VLPQ5UyxNN/wvmeS0oHSkG75rac3SvA4BAEFfZ8Ut9J1YkQn6QyVrJzMW9GWFNvpPaoTCbzep/13TtEk7JtONLKYaJ4JkN25FvPgtzAfyN1eaUfuk5htNmkeXctg/FrQhg9jjNKEIjVc1H1qXTu8h/y4Y6NX/jIZS8BHTVgMLX+Aq0QmsU4klSxp3wwt8fyGkKzqXQDgB0h3Xz3qS2Ala6tcKJRNrhBEyMRTOqw0EasNfQNkLHtFQRL0Fwg/UrCz8NIbJojbYEEI5W4vV0KG53piPGYbA/Z4t1NxGseqpecq3iZ0REKdDgJg0EBMIakOsR/seSVT+nTe4w1dMSf2mM9W/MXtibaxwkiuupGIxzcy5MXipQWIH0fewY6F2HUsat6B8Rb0APl/o/mIbGLVlmdyMBg+S9PtDzxbyApN0oSW/5S/Rlo4eDw89DN9eaN1L8owHg5/Ma4PuOn94Je6nF0O6rDcQ0jRPpIVPxL2L2lxf7JcRCOdlchSblxdhQw5CeaFpgjvHySR3bJBgE2rq+O7eoUH67bYZva8klMI2A+eKt7iW/iO9BnIRrxjma8bjEdU8QEaZcrB80aR2TFw1kjxeHR0LD6s8F9cntVeoDa68QQMpyGfVFmoRPHVCJjmjIbWmNwsjXbEXwNPcK1gmVxRoY4UUQYKIB60934132FkEfKF1xXSwouPxNbUFAg15n0VXJHZCnq+0bMm587QtkfXbj3S+I9OcEP4FoSUI31FcZxiKL/I1TxsvbHdw5RZI6XfQdjelNoF49dR1EV2f9HEdRKyrqwKa812cWBtLvNqwsB3/obW1ddpmcm1Eu7VjcO8kOxZ0Mtr6pHrCzQUQ7z48JsYXWi/tspOWIHt1f3gDtIjpegmLAvL5BXQyBflfCqL2hd/I19dzItCvFh3VhcUQoJSrudm2THZCQMNfAuIpaON2WyxCgQRCv5LJTinQwflx3yLd3DhCaYr6F4YPlclOiECg+RC8EwX76FodU+gx3yyZWC4Z3u7p8cbV1J10I+My4Yhi/KRQbZD+uSDxO7mXAifTbNLlBBqIeCM06V91lnjD8W2DGq95dAwaL4/gQT666MYm/8wbnIRBA2krmHQtLSI+W7Z0DAabvoH8FjRpaL28oZjP11T0Psdc0QXi0grJhyUi3gg6kVX57qPLM8rQ4TxdDIFRLHt46LnFtYdM6QIJlgta9W9GiT5HXvIRzjlAMXjc72+cJ5OeENSIEa/gA1qtdyn0z3zvt0NB7kK2OgW2bdN7tUiX+sWbb7b8bCcLknhM0e/kBFY28SJd4T+b0IzfTHb5cSkQ14yj4prZ048ygnhb0QHsL//KCyCRE0C6RjG9OhrYk8GFoVqZ5IxGINB0Cl6moUJeKKuOQgbrTCZXEJYsaSkD+d1bjJbL/CONDYHalmNkstsET4FF/v9RyCRitkgSpH/w2flOTBUCaJyfwf3ihSoEtoB0R/B5tUx2m0AdnY93YkOhpCvq19f8q1ItoJl1iPaYH4+qRkJog2bfurc69bw3Oh+Lt01qz8YdtOUKjwW5IIJmBxJvTNF+W+rVYvmAGi/Iv3tAEG/fK5GurrxtSUF/+Cd4eYtwFxND7ttny56hIIpL5CbkBYh13hbS+KNMbtIQ524FQn+QxDUm/fxFku7wZFYByp2zLiuWdClSW271LyzdOXHZQB03oIxF+RRTRMfmC2tc1SaT3iYQ76Zing/tz8HacF4H5e6wiCRTR0aTRqIPpARyvC/emc5rp6FcWNfTUxVN6jd1mP3D1i5km5f+UgNuU9N/434MMvi0gacYdxh9b1DjRRlfjiWNvDZkwbDrr2xchZKu5bkQvmDJnNnRq6O8vy+cdFlekkDo5bqa8NjTlLeJmpoVu/prm05D/II07WwRpOsP9U/2MEqU//uIW/AesdlCDTToa340WNNYJ5MvAVbt7POFDoOWW5Tt2Rarkww/EQjU573lK+q1oFOZbaFmzTLI5P53EenSj4wqZnyQ2qDZ90BcLZx418SNXaE9X9TTOzgkNtmxiVeeeRZVjH9N0cY0EyKhKPvHFWPNJpQRn0/ms7dwIBB+oJhh7mL6P84SdzHC52u+tBjS5Sbm+NwU8DVdsWRJ/ptT40WuxstPf+iCTqsYKyINX2jdZPcv9vubW6AhR4p55tkiifFZaJKfnkx95ALrCGX6sTXHUDzhBkXH0jyMdM+Wt9gm5GGUBS/ECOKeeM7cD+PXgdrmz89YCaz4vM/X1Ij2M7VzUZGkfmQcxDsEUoJW+sDbqlow8XIzGpDtT3r6hxSef2bbeDm5lhzYyO+PxXu0Bhl82kCbbofR+6jY5lJN3RfVxyde2pzQUF4qpoFbWzrmP3Tb3sAL8UtLW81dnnxEEtYACOKibdmyuUoPRPdlhH+Y8UpBuBSh6frCD/r9H/+IvFVeEHZdX+j2UpgYbBHapC/Uhw78ChDcEZy1z5eA2WkgToPYhMgXfsSqo9J0CIvYrkGg9ICQt9sm6mpXBDESiRVvRz5ImBlmquyz5DC6eT6wIM9l0UWBixhAiK/T1NBu9D4UU9NFTQBFk9pRXenBt8TBk0av0HoF8XJfXT39eqRbP266XcrWd2gulPEWsfOZlnqQpxHLv7aA33/IPDSQtcX06niBB/GSHSmTnPEA6X4PL9XGYslvc/zQkyCNnwZ9LZ+jVwNd5zA0PpyuaQFfy49QP3czXDEdW25h3YevX7Zs2Qdk0fIG8snJxILt+LmEafFlRkdAf9hHIdfQronP73BCbHPdiPr5PK/jpf85nseNqMM4CbJYossW5gcyCMLNW8sl6nzhgxC/s5R5mYnCESqewaU1NTXTs7IwpmnLY6rxFE0NbXrvI293Fq7xEhjGh2OK+QBtvILoaG4A8fJ3m542QYC/bO3oyHsD81KgzTQ/Gkvq5+DeG6DdP/ZGoisg/xqF339QAxt8waQrXlpoBXVNU3KG21QAL/lXkGezVITDl1NqjUMgnCQ+VYiC7xt43arb0pGbJVZ6IK1VK1dO/qUJcpOdEmwMnktYr5aWt0KQME051IKz6oYyxOv8n2FLpdlmiyBNkD/qaFLL5P3+ppOQV7SPHZt0lyw6hHMCZ8liTw94Cm80qd/QS1NDqu/JqGoW5XtJ+ymG87/D0H6Qdl1quyA8sQcut4aMqebN021uyKzK7Mwd0eKq0dHTP7ymXUtt4UsbCDR9Hi9EstAGJnbG94dXB4OlnEiZWtQGGg9nRyHzXjKRmtUWkitcKcRO21/TcjyKVJDLFskl6G8u+HjxyUh2ndiSK1ypRLRnsYF4Q16LIbJB7Rvto+iJzpksnJdApzSIOjpRFnv6IA62VPVzaBZo01NdUc3geUYFI5LJvCeR1I4Byb7A04mFPy+0Xn6SiKH1rk0o5nfb29un9RyxmJZanhwYegQa77pEUg/Jy9T6foKHUPAwk9qMj/bBRS0l28ZyquFb0rgAje3ZqdDypkus5xXaFKxtLNj9kbZUpPFPS9PccQjGKgt9iJvOkUWdFHyB8PU7MuFSLCUrpHLXOVns6QUU3Z0iSeNL0EzXx/VUOqYZP+nOZIpa5EAtOqaYVyLNTT3yCHZqvsrAxkyn2dcPzfPaeNLIazPlUmF9R4crqphXgHhfbFMNcazOwurll8pGusVDyVdIXCDuP9fUrJz2RSGFYsmSE94Jbeb6mUG61PomP8qwSaGurmGLk0wmi8X+lqUYgq8rdmJxpgjrxdJyQ7dwwlAWc1JAe364UHPbbBGWz+8PvckJTFns7YO4YewXV1N3xBRjIwjyhkgyVdS66Yie+TDJHNrtUzx63d4ikjZfnqXW1TvwalxJ/bRVGfmgjDLlWA0NO67ox7VrqfvTIyNHL1lyyP1+X+4Hk48I1ytf+Ew63ctbzAqgsZ2Mche1a1WxQnJAHlJ+sYXg5PLB8Ij7VnV18SMMsceuv7lrthPNKOHWNt03GZ/cbOy7YF96drzCZcO57rGjiHjWvvAjgUBzlSz69kO0p3duQjdPjil6D8j31aimFb1zVlvSrMaQ/ucg3B6etcZFFPTntbwd+oajqnnv+h51WvfdbFPNZW+29Zx/yKFfUmsWNOR8MPmI0HRrm06Syc4a0M3LV7v9Xi6p3Q6C/H8b8DX/eLIz5RbpNj9YV7e8JJOztXiGeAHN2TtjbxNu6L5itP/AguYqdIIF7UA3m8Qa5TX/c0lV47Svnh0X63u0hrhm3gutUAP5/qbYpb0jIyPvjnarByZU86qEYvZzCTGJl5/UgjtT/V0Jzfz7dE60nbHqgqVL9z1sfaGmBUs7a07T0VomOWuwas6qnaHRXIT8j0xWyyxWRu8XCP2FK9SCvpZvF0K6+Lx62bIjJu0ulgs87wzE+z2kmZYdwiySUZPC/SRNWaSCUOdv/qTfH+6cfXUwORELmnzhy1bOmWEj1Eh3754g3a8lFOOVmGo+E1H0T8u/CkbMMD4SS2qfiGupu2lq4ASbOPSStt50P0k4GlXMv0dV9UAZZcowd66/3lfTFCm0V2fDhFYQmcza/5kEHrGNIVZRR8AUIhbBNj1hryRDHn5QkKbrD53vKuH5WzU1K9/lX9j0SaQftTw7prczKkTYBkUH5Gv+XSkOgMSzOBFtuuDNn2aLCDc+f/iXstgzD51q2hdPGhfQ3IDPv65PmtXyr4IR6e7eky5qdCNDun3WhjkDwuQgjgNKDyRiIN+Erod50rGMVlLQXSxQxAnAll0o9GxNSdfdTyt2QsP7PsoyTT6ZvAe0Mn/4jro6e98GatyTJV2SIdLxhb/BMljplA50/wsEmu/jvWYq+ZBopbYfCfqbT8h3E/dtAe/D+dAAC95dbDaIVbbmAdl+Zi64Kfo6RdkvoaauBhk+yyOA4iMjeR1wNxGo+bap5gFI98+0+Sb09CbuVqZvEMuUaf/tiav6fTHV+KZhjOyayWRKto1e0B86G42sYH9Eyy4U+mdNzWGT2nBlJoE7foEEL0N5RqaSYGTaG0Gw12fXl2XmKIx0p/IomEDggI9x4QW0vm5B8NaLmpWH7SPMRxD5QL768fu6QKCRi5pK1vEEAuEbZmpHUyqxnmUovag2lPeWoNsVijLywVhPqh7a6d9iin43tdVWRSna+4CnB3Oj9IRingzyfR7E3k8XM2q+yf4NdDcbiCvG+oRqXhLTtPrOzpH3FUvAfl/zZUH7Bc7xcLYlgnR9oWumfMOMKQY3OMFQ/e8o08ZSv3CCJJAmycvvbz7V5Wrc4vSSQkg3aD2zTX5/w5RuqERzw6JF3PQ89HdIL+69iWWZbgK269D63dyPvDyM53VEdfXklz9vCyCjh2aGK+HUiWVOC61FHW5fd7HJQtMyH2pXUwfGNfNPPEMtyu9xY9c5BRyAmQ1usE7tt10xDmpTjYug4b4JjTdteztw4g3E2x9XU0+BnE9tU9VlDM+JOplEvtgJvfoDixcdIhp0IbJk8aH2MsKSD3GnG9B4d8WQ+lw0RoUEyPIVTiwWSUhygkbW/JDfH67P5VZH0oWmfRpf9Oy6nUj40oB42tDZFeQWNVksWXL4e6FV749nfTHvS1c7lnNznkpNwJZmbaeN+w3juagBX9O/gsGmj3s8+02Ji2XFkpYPoYwvc2ny5rLteCL2x/CHV8tRwuwDT4qI9uiLQYR0CTt3vWLu/3Zn+mOlMAMgjXfwXLe40XtwXDUuBtE+D1Fwr2GaHrrSg9xcZwT3XZtI6pe0qenPxY0BDz0taA6RyeTEvHnz/g8N/K664AoFmlayEAkGDkr6fE0z2y40CZAUa2qaD8GLR5I0UD8jNgFbJGBreFuK/R/DbdZYm3UQxbN+f8vxFRXj77ZF0uXuWoib/3PwNydB1A9O9ypA7kjn831iD38Nd0xruglkGIXoJEWr7NYeCtuqr2wZW3d2/VGzDvqbu1Hep3y+0M9qa1sW8kw5mZUpATsxlOUxtOuC34nZIOKd94evW1qzomjz6HbFmkzmXR39mgva6TfjunnqOi0d6O7t3bN18hpoTpDEIe9s03sXQbP+VkzRb4gp5ltcugzS7QX5DlMb5iY7XHGWUFOX4P9jI4qyFJpw5bqurj2oEUcikfds7hDe7XnnnLmL3/tO16I9P1q377w9IfyEuPfef//a2qYDg7UH5ZRATcty/4KWpaXyE51JsNynWj4N4v0zGuk6vIg9IAFod6FNFqGOldAmkoQM1+qrbbre5wsfmac7107BYHhv/8KD63PVcy5h3dfVtXjzPRdtKsAOChrwbiwnOqnzA9zI3B9ej/rotIgY9eUbr75GZQRhaZtNIQ0F5BsHEb/s9zX9NRAIfdO36JDAIYccwvdnWkZS4kSPhc2LFi08qCFXve8oUudraWQntj3bT0lBQqN9NqakD1qfNL4B0luIa1PSaJDuLrFOtTai6MfFNeP8WNK4LaGlX4upRiu+t4GMk1FFV6AlvxFXjLsSmnnV+qR6WkLVj4e2/PHu/uED1f7hZdrQUKB/ZGR+38jI3pB5/BwZEZN2s95sUCy4lLS2NrQiGGw+GSTyBxDE1SCXP9sSCIT/AtK9BAT9PYbz+5dPam/bHQg77bvvvh8NLGza3+drPgokfIq/NnQJ6ye7vkbrjXMBPu6923QaCPf42lpuhSl8bP/n25yDIkDSak2ldi/kWPRiwC0d6RHRZqQ/B633q/Ee42cJ1bgqruiXg4T/KFzRNPNxaM3PQjt+Nq6m/gbS/hY09K/G1NQJ0JKPb1eMFZ0jI7N6gsyBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHDhw4MCBAwcOHPzP4X9uY+mKj3zkQx63e0XFfPeXq8rLA/LyRNippqbmXTwGiZ/8bV12MBPhcrn29JaXt1TMn78Pn5m8PONQMXdumae8/PDK+fNr8bNkJ4E72E6ocrkWeMvKP17pdh8B+eRW4nIdWVFW1jx37tz3yih5AQ36w+Xl5XtMNt5Mgdvtrka5n/K4y/srylxmhct9qfwrF3aqKisrR30dX1nmvqyizH1Phct1JX+XlZVVyDBTggV77fVR1nNgjz1m1WbzHo+n0ltWNn67g4BoPiOJZkpQWVb+bW95xRCe2Q3Iz0w9cmonvINnVVd4NqBN/UZeczCbAYI4D4TSV1nmGga5DEEG5acQkA6vP4ugeWttjXPmvAMN+W406HSF2/1lXJptGt9O0HDPrHS5Mx6XO45G/ytoRB+X/43FLuVlZYejHteirjIUvBwbGJeCul3HTgvhpqIOdkb6z1e6y9OVZWXH87d1ecZjZ7SLVainPuR/g2xrW7Q7CuoP18pOk3FKDjyz06orvKanzH0BlIQpPfCyUDBfyOdvFyCfGHGdLi87mM1gLw9yJEGsr5zvupW/IX+3BQ/8n+Uu1/kyeF6oqKgowwv1WlVFZcY9371CXp5VAIm9iDrZBEI9Sl7KCa/LVYdwq2Udmqivh0DSP0fdXQ/RScLo0J6rdrncMkrJQO0MpJXgvaHtHiQvz3jQ9FI+v+wu1Bc7pfUg2BtRV2Panetm1NtfOPyX0UoOmhdA6gdiVOPCz5mqGOxUWVk5v2L+/OXz58+f1pOfHUwFGhvfAYJ4kOQIzeNMHq8t/8kF2ivfXzNv3q5jtQKaEEC0H7OvoxE3kMRBOBu87nkNe1hD353w/4cx3P5I9n14Gqlnzz13B4F8ED+Fpsbw9m+k+6HKefM81dXVo6fq8j58UTzz53OIWpH9Xz5gmkjDzfjyhdvi/DrP3p55yL8C2QBSPUymn7NuQM7HkFg5TEXn9AN5WcAzz3USCGSApIj7HEGyYfkp+HvsS76z/Z+0B4ty0mxh55O/RUiA9YZnFwI5JUlenrIyPJrNdslVSM+z997zGJdp4L+tjtpm+KzrO/Olrtxrr/n2/Qk+B9YV5MPy0hZgXQrTCp4R4+LSNs8CZPrI+2rkfSMK9kN5eSKItpdVbzsvKCubSzLC93FPs2WnxLzJ9ifySsFXtrNd+FxFO1u5UuSZ92Acfgd2Rpn3RPiy7HrPBkd0/N+uY9lmc6Jq7tzd2FZFm503b29c2mJUwjphHYv3weN5N9Oj2Qh/iXdAmo9Y9p2Y79HngfBMj88av8Yd6TAtxOFzFGVh/Ky6cDBdQKV/jI2/ilqa232MvJwTu++++/s9LteJCH8t7W3ysmjIuH4y5Ha8BEvwcAPQ9u4hYUF6QQbQaFxH1iB+RXn57xH3KjzwBTK6Zdtzld+EMGfJhrQLwpyA3z+HtvxpkNYfqQ2Vl1nDe6RfJf4rc7+I1yEObehN/H+Jt8ybl+0U91ha4Sq/AvFeRRrxivmu58td5adUV39UEDf+r6N2j7yPkBRYLo/Lfel4WgY04W8vqPRmEGdtefm8feVlAZDEXFx/gaRLMwt+0+77B5TrSr6sMphA+V57VVWWl/8FmtdvSWDIB7WwXyB/r6F8cZYXHcA5fGYMj7FEGHVzN/K5UZLu7XihP8H/aOflM0H+H8V/61HWVtz3WqQX5v82kI+voC4vR922oMP4Ju7zROV891MI91O+2AyPa1exbEjnKtferiYZVQDlqZF1+QafBeOjPr41EfkQfM4IqyLNDcjXsfLyuCAJ0f6KurhCtonvIO5juO+zyNupYzsUEhDycTTC/QPlexNhzkWn1ciyehGeBLdgwYK5Hrd7FTrNq1FXi0Q8l+skr9t9KydPEfd43ONB3GM14p0lSW20o/R6QXRu9+lI+ymEibEOUJY/ojNYLIMIkJjRZg/3CA3e9Ua5FfYR73z3N7I7SeSvAWX7PfL9GaR5Ju7/Svl81zneed69Ef5ypP1LoSCgg8D3HyLMH5CvI91l4vtTrHu0se/JjmkUjIN0j0N6d4k8ulw/QZgwnyfK/m3WrQzqYDpQXV7ux8NYS9Ll8EVezglqFp4y13/wsEAwZafKy+LFw7XVwpZZVtaMF/goPFzD+u0axn8qh+ggrUo0jF783kCtTEafg0YQqq70YGjuWs0GgxdiV3y/A2l0Q96uKq/ksH0TCYDaAtK8Vw7lLZOIvBe+3/HRj1rEOR7wQu1f6S5/sbpC3G8D8vM20hv0ull+1/f5MqJBH4NG2jOaf7dbQ9qrbW1pLNxlZcdzpIB6jCDNI+XlUSDdE3GfS9HAF+Ml2xtpp5l3fB4mg0BZoQ287NusB9zzkWq3uxrp/ZFlx+8U0m218sk8uVeBtN4jSMjlMkU+hU3e3YmX+yiOOhiXdSTqCfWI/9vFaMblXsNOUd52FxDmzchLP8K/DhlA3UT4yTRBEufhXjSP6ExbdBzoQJbIiVE8K3Qorv+IuoO2jbzE5XMYBnFPSKTonGsRh/WQRieyj7w8Lngv5OE+yCbE6WBdoCzrmXfWCTqrbyOY0HhJwMjLHcyvKIfLHUP4HoR92VtOU4/7BoZDnR6A7xH8l2K7nYPRF37fJZ4B6gmCei+PIl6fKBdIDo1WjADYqTAd1qkH5Uda4h7V+A1SfUyQowTy8mm0oXb+h7TQ/tEBWm13GGlQ0RGaOwkcz6qvYr77edapyL/L9aPy+eX1Hlc52r/7xYUVFShC+R6Ih44RbRPPBTKAvK7D7yHWBTtPpsd7LyhbMBdE/JBVF2J+goTfBXnVep5lf2A4B9MIT3n5Z2WDNOXQcFxwWFQxv4waj4pG9Hl5eY4XjQIPEY0TDxMNWTQKEKAkiHvQcL4kXlCX61A2EPwXI2nI6HPQSL4kSMvlvp+/K+ZV+JD+U1ajcA2hQT2BHv8sPwgZ6XFyC9pRuVY533WxfHFOEOHERIyYsMoJmkVAbLdJ8lmHRnga8rqv0HTc7o249hqHfxyqIZ0/4z4bUa6X0UEcjbKPay9F+Zbi3lGrDK5noDV/iVqq/HsL0KyCNN9E2iMo4wnyMjW/PRH3cbzcw3jpvlc5H6TkcrfhZUuD/M7E/4tQf38TnSPzTg1z7729iPMA0mI93ctn+ZGKj3zI0pjcQ4i7EZ3kvxDmSJDgJ3HtbdYpfv+c96TmjjT/I4jD5TZQt39AXSxDWv8iyYiwZa7n+Kxxv5W8D353LQRhMr6nrPyzIj9l7gS1SnaK+P7UAo+XZHEjR0AMlwvI6yf4vPDsdJTNzSEyOzxb2D74KYNbnWWZ6yWRJ3d5O8rwKzy7/TgCQb7Ysd+/F7R7hqW2KvLqLkdn774Mz7YR97mIcQVBlrkvFOHKyj6L7yMgpafQCXiYX8R7XNZxL+Na9eH+BX6zLbxpe+Kg3j4lO5g00rge+WmiWyHqqhPX+1AfXxPhMCpB3Cdk+34ZeTsRzyeI+Lcj3Aj/s8uKNC5nmiRH3PN1vBeXIz7fhWMWoCNA3JuR5E5sb7jn65vrovznVjt2X4P6QD7d/xjNZ5n7NCvNcg3P5wLvPKFN/8mqi/IRtK1VDOdgGoEHcCIaP7XPDjzMk9EQj9os5Ufh5VhJwhRhRQMop51zHR5yvUgAqJjn+iKusVE9hutVvMaGWM3G63aPasRowF/niwb5r/1C8RMN46eiAbnc1/FaxfyK5bgWEdfK3FcjTdq1hL0N15+ixoDPn/GaDcRdjQZMl5rvy0tbgcM2khjC9qB8n5GXaa6o5/3YCMsqK8XQEC/A+cgnNYmrRaAJwJcG4X7ocVUYQmMvo0ZRfhNfajvvNlbOwdCQk0Qu10bc49e4JIarCHcQXw682K94PHvPw38hhBtAvjrx/QCGwct3MMr4PH6/AhIK8hryKAgS187gb2BnfL9KpnWvvCaAzuBXfHlt7UZOAD5HQgDB/BKZE3ZN5O03uM74Xba7Fk0NuAZty9VDn1ZeQ3o/YHnx4j5ZVVW1m3XN9dWqioq3kIdb0Ml5eC0XUN5voSwkyz7eD+3kXMQ53xYQz2/R0QlTCSHKXuZKoFxD0PC/JS+TOI9GPtFhuJ5esGDBR61n4XoF6Y6gTBfJYGij83y41otwaH/u7/Ia2vtxchR1JwlbKBWoX2FqY8dk1wfbozVCUzkUZztE3P+wvWCk8DeGsYGyXLGw0puBknA2fyPcVxHPhHTZ9UYgfdriTUiKZjeaGTAiuoPPDWm8XFGxOaxnvvt0SbpX8jf+PxTx2vB+DIDovyECAbh+Iu7Th/8eJelaGr97Ha7hvSgfdTVjR4L7UDvuxT2/Ii87mC7gBfwFHtImEhwfLLUUW2q8VUIzQMMWpoCKsooD5dDrGTTuUU0OjeFENl408n+iUe4uGr7LdZ8gR1fFF2Uwvji/xL02gExusCfSqF2gQfxJkMR8169EuHmuI9ko8PJE2UB4jUB8amsdXpd7EN8/R02PPsbUHBD2EaQ9hJd3PPeinfDfmSwX0rhud7w48rqYYKgoK3+a5IO09uc15P9ONFZqQaevWrXtiQa+NCQcxLkPcTfKeqI9+GaUYYkMRuyM8l+IcBuR3xt5gUNWvDCXSBPHn3gNedoP/0dlx3MN6sm7cs6cXXB9X5IRbbZiOOxyi2Gibe/2ePbcHdc4/N4gni3i0VSBeDQj/VGQLu4lwnLRh8sNTcmtZNcz/v8rn4fQEqW9D/VSjXDUzNqpFfKaC8+J90YHo3pd5efwJWd4PP8QCWYCv+GdcI/fMI8ss2h32YJnxPrLJk1BrvQkcbnWcCQkL1OTO1OU1eW6lmTI54fftHH3o+6XymDCFx11SwJSofWLURqe009oi0e9iE4IaRwKaUMZUyRpXiOQDu2hHKGtxs+d3Xu6XbgHlQdquT9cAEWDdSzaIdqWtO+fybhI7xKh5Qrbu+sA5oPCDhnxTabLfKPOaON+i+mijKcwLsH/0LYvt0wTFpGz08F9UD+u59hRiIAAysc6paZ7Dd9BPP9mQeLoKPn8ZTDEr1wCsqZZohOKyOHysoPpAhrFlYLwytyv4KFfisZygS14KS9gw5RBd0Jj/RwbEP57eGnWBADCnCMar1u8JMK9BQ11tRdhsxo+XjT3dWgsGxCe7mfS5lQ2F9cehPTjxaddDo3H/WWLtFz/JonzGuGexwkDYSPmS7YG6TyH75wBfwn553U2TDu/W4BkhDg35dKSQUz74NraMaT7MtND/r8kAuUJEjjK8S2kx4nEjHjhXK5nMFool0GENoi8oPNxPcffor4sW2on7t/Aayj3B5HGmbg+Qs0Lz+IhxPk0/7NBMwjSaOXzc+9tab7evQXpcAJzBPHfRp1DM2YduV9EWJWkhvxczrCeeeXoJPhSlj/CiTteIxD/v4Ls3e7v4KfQxEnQ1gvsjnB2nddAsntXzi+7ix0uhrUjyP8NvD//2wZ2QR1YnRonf7LaHEW0O3TAyGdIhufI6Tui7blcN0KLE1o1QULCvTmiOm/pUtHxfRPpbsL1N+whNlE+T3Q6OsK+5UWHJq6B1EW7Rfvlb6T9FQg12sfxHEZtsjTvoE5oCrkeP2l7bUQYkhmuCa16NYXtEGKy00CaZzEu4ljmrDI3yVw8C0us54bvI5wrYIeF7zRxdYEsD2RcopomoDLX7dJUZ2noyA/TRFk4GTtqwsG9/o6RKNvsjyTpniruMcbHHvc+APfqg7zM0Y687GCasBMe1N2yUfxUXhsPu+Bh/cB62OU3yWsYgXEyxn2p1XjLBeFJ+xsnC1JoAGJWGEA41zO4tslTXk57l/Uyc0iHoRJemk78fyiv4T5nMD1qWujpR+16SPN3aEScSEmCENai0XGy4zX8fhXyLOTB8Xru8vK96PFAmynIofzr8rKAsC9aGl+KLyfvid8J/M6A2AQJ5gK1EDZakjZd3uRlATHp6HJdinRSon6zFohQC0RZabpIkhjw/YskOb5c/N+G0H7mu36EcsbYCaF+NZDKyfaLJl/+dpRJJwHyGlcWIh12QBAXO1JRR/zE7+cQli+8cGtD5/BD5g2/r5tXUyNm/4WHCcjBys+op8NOtFGKF9jlelpeE6jYu8KL/P8J9+tlh4Ywr9N+LP8eDzSBvMRngXrJa+FDOUZJkiBpkhl1ScN977BssK4T8XNnEg6ucTR1t905ECQySyt3r+azYd0KQuQIbX45J57Y7s5mGZHWX+36IDj6YJ2ivs9j20Dbo1fDCKQfcV6W9Yt26EI7dD2LNJ5HmzoK99gT9xBzE7iO9gRStsOCoJHek7jXLSRIjoase7vX4fkK7xRCmEXKcA+xItL1KV7D78vZeaJMfGezyNT9qJxI+xJHkvj/XOYTcUffVwLpHCaf+38dv99phtXwXI9aROo6Tl7OiUAg8D5qsmwYaEibbWUVe3wML84/2fCpwYlr81xfwMNWkfar2RoU4newEYCUR4mMQzKk2Y+G8Ba0RM6qvwPhrGHwGCM/yP5meh2gYV5K4uJeCCQ9IeVlLWhETWzAMvgWqKyc58H/dJ/aRFu1vCzAsqNh0t73Us3cuWXUchCuG5LJ1lDHgnZV5PEhlPs59/z5R8jLo6D2gjSfEaSLPJOkeV1MKlJLcrlo51uO+I/hd9ptzWQLOzfDIL4YTdCdC3kRL5TXVWHgpRReJqizLyJd1LN7bcUee4gXlVq2JI6EqBfkkZ/Qphezfird8w62tTjk/UISGT7PxU8x8uACDvx+XaRRsbeX11auXLkLnvEq1geJitdo2qBWz5ebdY77fQUkskaMUOa7nsge9o6FrBd6h5B0t7lakeSJOrpC5nWUpFmfSOdp0fbKyizzCkgX17jC7d+2CQt4B/J3oiCaMtd9NIEIn2K2hzLhRSJMYGx3DIPO/pe2WQXYCWn9F2WHVu46kc8E8c6xiNT9GtvsaB2DONlRoX5X4Pl9hESPOG9B++zFf8djQFNrPxP8XoY8t6Du6Dq5M74fJeocIxLrthZce1UegPsryNu6qooKasA74fvfxYjFWoEoEGQHjXYg2sj8+Zxv2Rka8S+Qx00oDzV0AYuM3afJkeTNdhtzME1weTycEV/DhoaGcrC8nBPsffEA70QDGMZDG50cQ6PbD40ryoaOhiMmpzj7zt8Idw/Jg9fQiDlJkcT1oWwiw32/LCcunmUD4IuMPInhFBqVMDfYQNybBOlC+5OXBNAYl+NluxnxONGQ01F+C9J1lW9hMsCL92epjVxHLRJ5asA1HfdLsGOSwbYCNU2UqY9xQQo/lpe3ANK5S3RqIDa7QxAvLoalyK9K7QnaF1421zO2BktvEMS5D/X3M9tFieSMtNYuQPlR1pN5Dfc8BdcGILdVS1c55oMvL8ryJn/bINFC+7oJ97wU36txiaOcawSR4XlZoXDvckHw7bh3p/2cmG+86Dcgj9Sef84X1z3ffSzKfS9Ic9RUQ7MQ7q0inImOYlxbIe5P2yfDDeN+oxOy4wFthz6394h2kuWKRm8bpPMy69crzSvI3xlIF23R/c9Vq1aJjqTiI5w3cN3LcPgUdnQSE+JiyO+Ko82JPKDM/yQZecotzwMbSO8thCWxH866wPO6RLQXt/spGUSApIvrN6NOLqAGiee0FOm/xWdkmzRsIJ9nIf4teOafJsEjzum8B+61xWgHWvgnkCbr/VGak6THyaPi/vPdox090vEi/npet58b2xaubSrPmuzje4w2+6ggXbR7ednBdAGN7SA8zChelH5oQtmTPVsBjc2Nh4VhkVunHy6vicZS5r4AD5r2vLXVcjIGhHK+6LVdrt/bGgPu04QGlUIj6MNPQYxy1Zdw0cH//xXh5s+vRXwOp9KIL4ZTNnCPP1iNzXWrTVAE4t5nvVDuJ/Azp6O3NC88JvNKW6UACGAFytDOPOB+nMndGXk4FvlKIw9PZ99nLFAnC0Bywh2ILwt+b0HQnHhEnt6ytPPN9lhRb/NB8OiA8OK18aVE3kZJG5r4Ssv26l6PF1eYZzjxh3B3yQkVYS8sn295GeDlugA/bc+DL1gakyvBDozXCJKjnER8jd4RNTXChninmL2XGjZRUQGt3+XibPtqe+hZs7vlNYJrnJziaIY22R9b6bk4qSo6E05w4b4kqA3eeVs+u2yAvD7LtBC213bzmghom7Uo87NoFyOcZJWXUb9cuOGKI60ue2EMrp2G3yMV88teRD1/kB0c8n4utM1+XKevK+uK9UQPAJLZM6inKj4T/H+fRbrlo14TXBWGcF34byPywVEb94z4Htsh6vJ5K5QAtelLFnqqhDcHJzqFNl3mepZ1jHY26mKJex6AuMLshHt/Vt77Ktxno50/G2gfn1vItlBWJkYYssN6lXlHWUfdI5HO4bhG188YiZXXKstdZ+M3tftHhYaLtoxnfRGuYZTl3oBnKGzZDqYRePFP5AuPBtCRPVubC3ix9kSjuhcPiw31OjSGz+P33/A7bTVA1385g8uw+H6lIEe3ey2EvfFOaFjzcD0JQmDDP1XORj/G2WuSBF5m0RuLBsllrXQZyzJDEAgjXGK89Cml0zheDly7kg0IMsIdqxAs51CVq82Q5p8tjwrXGhAVtHH3z1D2dSL/eFHQoMWwGy8NNQTaXP+ePRkzFsK+B82PLw/Cp5DWLXg5jhGzy/M5aVj+hiib230PXn5hcyXQu70T8X7FPIsOBx1WZeVmH2m6C+E/Ov5vQgcj6hrhz8HL0yXqdb77cwwHjcueBH0d92jktZp5lXjRxUz7MMp5FQhkJZ7zJQjbZZFx2W8ZTnRuLtdzyDNXhG3WmESdiNn/W0f9XsVCAOFQ34uwYkSEDqVZ5IXuWnQxozfJfNcVuAdNRbRfbrFyLRt4ZifhGdOvmqOhX4h7lrlXZQs6lF8hHdFReeZDOShzK8jrW3hGoxN1uOex4v7zy16Sq8Xoe7wPryH/bBMPcH8HEhS+syPqRdpiMopxQYZ0gfu3x7PrB8vL5/kR5jXUEzcO2uwxY7nucdST9uy6q1hlx/8RljZddMzuX0DrPwJlZztMgtxxr3JhMxdkylGIpVU+VOGq+DS0TpTd/aL13FzP0QzBcEgfIxthchpdRi7MOmXu04SpDc+S19jp4D5cLPMK8ywCAnjO9E3uRb09LjxbeM3yT2ZbGGQbRPpiYZPV3lEXeP9FZAfTBzzQcyXhPMwZdHl5PLwDL8vJllYqGpyGBsq4T+JleBuf99BPkgHx/UzOirOH5/8kbFwWtjFrFpaNS/gukpjvFg3Q5bqYcfF5pNS+XkBjHF21RuD37h7O5Fp54CqqTqYnyARaNclMBs0J3OsIxOsRWq2VB+FdgDRjaJTclEcQNkjtKpm3C0msvDYexN4GLtfNTMciIbfOvLEMguDdYgXYFkuDAdrlPoc8DIs6nF8u3MRsWOYH+v3SGwP/027rstyrQMJ3VM+vFhoowvySZZf3fYp7/+IyvUQulXXEuIodhgslbHJCfVHT4+RMAvkfda3C72ul1v8b5kNc23tvr8iny9VLrZDXpPZrjTysfNJ/WzwL5PVXcq+KnEA6wkXQFraVsSI6Mrf7GoanvVO407k48rDszATuv8ojwrv+zZWK8jKulwlbJskO9cJFDSQ0msB6WO8yzGk13mqmKXxfcY+P89khzU7bE4QAwX4daW0o55JxOerhJ9L6qzCBsezokFgO1htI72/ZeaHWjHsm5LtATbRf1pmC9+IQhrEW/QhFYwCd4WgHyJV/5dLNj8+a1zzzyk+S8R9APkaXkaOdXSjq0u2+we4cALonXsRnJ+qCowto8xDOrUC2Xj3pYIqBSm+CNnkqHtTB9gs2EcSQiUtkuSOUi7uRlR2zd0UFkgCBWEtahdnA6/Xujf9PwQsBTdh1hj3sdu9FX8/ynyDsvypc5Rgai4kvTkB8GyLMG3ypPe6K06EVfGqPQGArP89KaHLooX/EFwkvwiskPLwwR9v3mAjWULMs7HW5fof4dPV5FPn5Oa5xgmLUFxcvx0OCEKzJxQkneQjkmcsyuVfE5aibp5H2y/j9D8SnNp5z43PUGTsAukxpyLvt4TEKazGC60gSFD6fRbr/xYt1avaLBi2pgvWLdK7F51n0POB1PifaV5GH2xCPebkb6Xyfa/hFRADpeHH9O7j+BdTL6Ew9nu8ReKA/lHkSZRd2RIwMKt1lx1Mr4zVi3ryaXVH3X0MavP/jSI+LPr5ia1rjgQSHuvk+5GQ89x8i3haC+j+1qrz8FNSR0N6RVx86xdNRl5/IXopdNV/Y8k9GetyF7J18vvSBRd6XIj9NSOsEpL+YIybUUS/q+i1OwDIuri+rqqg4vUq6ZzEern0L+f9idltCHS/mEmNcp9Y92qkjTx9D+ONxnzvYDvH/HcjLN9kWZBALjY3vEG3OXX4R7k8PErQ51++44AL/ivql+yXq/Tt4Zt/AvUf930V7RefIumI5eA2fS1gXfGcRdnTSGPlpZl1Qu8XPd7Ce6F+Psu/P+kFdHM9JPNc81yFo233Iw0usVyu2g2kD3b3wQaLcJrFkgy/VmBeL6WyRBmecuexWkvnof9K29DF53UZ2XH7PORlmg/sUsHHSHGCvhJoMamp2525V5bQpZzdcAeQPDVTM3qORjmuXzAWU60OVe0EXpf0bZZxA834XNXYQAbWfCSczRJoYhXASZaVcIZUNkmCueiY4MmAdsa7wc+wCD4bltS3iyDYx9j4Mt1VYGxwiM3/bItss2PeeSLLvtfMcPHP5PRtblIGEhA7vVQgXMYwC17lRObVa4bkgL9tt30auchNb3GMsSLJ83luR7RjYbY71ZHuxjAHvPfYeO3FzG3zy/jbG5tvGFvnkBCXaF0egD/O3DRD76da8gPuObY3iHDiYUoC0dqXGC8Llngub8MnZ+1Kf+LALSLQMpEB/Yw5LoxO5VjmYHGg6QZ2mBMHOF7t10WTwBzxPLv2m29YW3jA7MtDZihWEsp2dL+viavzu9bjcKrRi4d7pwMF2g7ecjVKsQhOnZ2D4dX6pNQFODuEeMTR8Tm5ocsjqoHQQx9rg+XGToAHUL10UabvfBBK+jluTynA7PMSIkhOcnPsQtlxRFzyJgzbuy7PNRA4cbBdwi8uK+eVXoGHeXsW9H6agUYIQzsZw7wXc4+bKMfvSOigNuHctRg/cwewmdHLP4/NflfPnf/5/kWRqaua8y4uOHRruP1gX0HZvq5w378jilIk5c/4fIBUIE901owoAAAAASUVORK5CYII=)
Registration: https://incose-org.zoom.us/webinar/register/WN_aU4ZPSX5TdeoJwJYvkBINA
For more information, please visit
www.incose.org/fuse
Meeting Description:
The Future of Systems Engineering (FuSE) SE Vision & Roadmaps stream is maintaining the online version of the SE Vision 2035 and populating it with valuable add-on information and white papers. Maintaining and synchronizing the SE Vision’s implementation roadmap as well as those of all four FuSE Stream’s has our focus.
To prepare for this session, please read chapter 4 (Realizing the Vision) of the SE Vision 2035. (
www.incose.org/sevision)
After a short introduction of the Vision & Roadmaps stream an overview of the results from the IW2023 activities is presented. This is followed by interactive involvement of all participants, collecting their additions to the Systems Engineering Challenges and the Roadmap as defined in the SE Vision 2035. The information gathered will be evaluated afterwards for implementation in the near future FuSE activities.