KlayThompson 发表于 2021-9-3 11:04:24

各位大佬,小弟想弱弱地问个关于bgp的问题。。

小弟最近做了一个bgp的实验,碰到了一个问题想不通,想问下各位大佬。
实验拓扑如下:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmkAAAF6CAYAAABC2896AAAgAElEQVR4Aey9CbQd1Xnne1ZejJ1+xOKx6LZXd9pNp/F71yROSLqR3SukbaEM970kGAcSLPKeoeNe2K2+a0EAgcwgAQYEQnCv4CIwlpkHgYRASEYMMlzNgAYQCElMkkFoQBISiEFISPf/1n9X7apddXbVqeGcOnXqfHetc6tO1d67du3h+37n+/ZQg/xJCUgJSAlICUgJSAlICUgJlK4EaqXLkWRISkBKQEpASkBKQEpASkBKAAJp0gikBKQEpASkBKQEpASkBEpYAgJpJawUyZKUgJSAlICUgJSAlICUgEBayjawZ88ebNq0ST5SBqVpA2yT8iclICUgJSAlUL0SEEhLWacEtKGhIflIGZSmDbBNyp+UgJSAlICUQPVKQCAtZZ0KpAmglg3SBdJSdmIJLiUgJSAl0CElIJCWsqIE0gTSBNJSdhoJLiUgJSAlICWQqQQE0lIWm0CaQJpAWspOI8GlBKQEpASkBDKVgEBaymITSBNIE0hL2WkkuJSAlICUgJRAphIQSEtZbAJpAmkCaSk7jQSXEpASkBKQEshUAgJpKYtNIK16kDZv5TzMWD+j9J/Za2ZbZ5SyTcqflICUgJSAlED1SkAgLWWdCqRVD9IIaAO7B0r/mb55ukBayv4qwaUEpASkBDq5BATSUtaeQJpAWruAriyQJgs6y2LWlIPy6c4ykMWzU0JDzuACaSkLUCBNIK3bIU36QPX6QNnGWUp+ytvG2P/lr7gSEEhLWdaioMorPLIK9jp359xRqNVq6Jk6sd4FumYMemo1dZ9haqPHYKJ2lQbu9WDMmrALtQ+jjLij5pr34+454cpiSZM+UL0+kLXvSLzuawsCaSmhIWdwgbSUBSgKqnpCKQxpfX09GDN3DHpMAFMgRpCywRchaiLGjPbvTZzaEwQ4db8GH8zMtBg36p4PcgJp1Wt7AjlSp53WBgTSUkJDzuACaSkLUCCtekI1CGl9GKXgLAhdysWpLGU+iMW6PVXYUejTVjZa50zoM611cfd0/N0DEEirXtvrNAUt+ZU2KJCWEhpyBhdIS1mAAmnVE1IBSJs7ynNz0hoWdnkqC5lyWRoAZoCUBjcVrq/Pc5ea39X56DHoo7Wtrw9x93R6PAqkVa/tCfRInXZaGxBISwkNOYMLpKUsQIG06glVH9JCbkdaw0zrlwljriUsYB3T99W9IMRpEOvrqykwI3Tpa/pouyeQVr321mlKWfIrbdBsAwJpKaEhZ3CBtJQFKJBWPYHlQVpg4L+eHBDn3gxBHSHNAmgKtFyoMy1zhDL1Pe6eBj+xpFnXiDOVh5xXr29KnZavTgXSUkJDzuACaSkLUCCtfEIjryDXkKYtWqb1itdMsDLvDex2ZmTqyQAqfi1oQfPDmxMFBjAQGN8Wd08mDuStX4lfvT4rddq+OhVISwkNOYMLpKUsQIG09gmHVglmB9IsVrGwZcy1eKmlN9ylNDSgaWAz79Ut4xGw1IUsdHH3XGuajEmrXttrVZuWdKWttKoNCKSlhIacwQXSUhagQFr1hJ+2pPlWL996VaZrAmnVa3utUqSSrrSVVrUBgbSU0JAzuEBaygIUSKue8BNIS9cJpA9Urw+0SqFLutVrKwJp6eRl3tACaSlLMKmCmrdyHqj85dOaMvj14l83bSC5QFq6TpC0D4iCrp6CljqVOhVISycv84YWSEtZgkkVVKco/jK589Lk5allTwmkDTkKo2ihmbQPiEIXhS5toHptoGh5k1JFVy64QFrKKk2qoATSWjuuSyDNF/5FC82kfcCmoDvFwjx7zeym/QiwlYNc89uvlEVnlUXR8ialiq5ccIG0lFWaVEEJpBmQpmYuRi1NYYQz1gRrZFUTSPMFe9FCM2kfsCnfTukXUZM0bO8k1/y2KGVR/bIoWt6kVNGVCy6QlrJKkyqooDJylneoW5LBgxJnvS29fIO/rEMSgMkT10nfWd/L3OA7yXOTxw2vNaZW1neXsOA7171vguUomglpna5YihaaSfuArVyD/SJ5O2sE7c2+L5BWfdiwtU+51rjei5Y3KVV05YILpKWs0qQKyldGDkSNmuuAWv3CqOH1uUILm3ogZ1NoeeK66XHtr9GjMGq0BZZin+2urt8wboP3Uc8fg4nes/hO/hpiCiAtWzMJpPnCtGihmbQP2BSe3y9s7bk81wTS/PZlq0e51r3lU7S8SamiKxdcIC1llSZVUPXKKALSwpDiLphaD3MWBZYnroIiDVBh2LM8y4MofS9hXObR2Gg8bPFQEBZz31mZv95VKpDmK4mihWbSPmBT5HX9Iq69ByyqNQT3SXXabDbrNNuu3vbL/uNEIM1vX7Z6lGvdWz5Fy5uUKrpywQXSUlZpUgVVp4x22yHNhBRtNeqb2hMLNhp08sRlGt7ekW7e6tyOdWCmAS1pXL6zbxXT+Q6uzl8PYH44fxNy8xrPBdJ8JVG00EzaB2yKPNwv+vp6MGaubSN7/SPAb3N+G3AgK5t1OvyDxP4cgTS/fdnqUa51b/kULW9SqujKBRdIS1mlSRVUWBkNNIA0NU7LtSiZ8OUrpnplpcNlias2AvcsWGHFVf+sQD4C1rGYuGFLnw36lCUlAtRi7gmk+UqiaKGZtA/YFHmwX/RhlHJlW2BeWdFsgG+2Taft1Vmdw+1OtSNjM3vTfW7eM9qnQJrfvmz1KNe6t3yKljcpVXTlggukpazSpAoqqIyoWGIUSs1VIK6S8C1cpkKynFsUTLK4Tl70RIXA0VRghtLyIS15XOalsXWO6VmUsXq3CHgTS1pgeYiihWbSPmBT5IF+MXeUt3k9f3CEYUv9CFFuyah2YO9T+scL26w6Hz0G2jodd89v4wPoZEjrlGVO2BY68dPMhbRtfaTs14qWNylVdOWCC6SlrNKkCiqgjBTs2BWK4/ozIMVmQbDAmKNQQq6aVHFN6HPyZgWqyGfr+BFxmZeGwOdOPqgFlbCjnIPXTAXKc7Gk+b/kixaaSfuATdn4/SLUbuLai9sGg2PS2P7sfUqDmM3CHHfPbGOdDGl+Ges+KkezbvOed7vsKVrepFTRlQsukJaySpMqKF9QOookYK0KLzuh4EoPZDaATVuy4kApT1ydftyYtLhnG/AZBrxoi54znsgrjzqQC913B3iHrSzdLihNACpaaCbtA2Ye9bnXLwLtNqbtx7ZRO6QpV36UddrSnm1tVSBNwC4K5rpd9hQtb1Kq6MoFF0hLWaVJFZSnjDwl00VCTyngeEtYlABMer3bBaWGHh6LFppJ+4CZR32u+4W2aJn1zWthGPfvO/Ae/DEQAWm74yzMcff8PiqQ5peFXwcdeK0FsqjbZU/R8ialiq5ccIG0lFWaVEFpZdTRAq7EgNntglJDT2dCmgNXQeAKub61i9O6VEZO63TAimexXO/u7DFpQdnjl5UdgIOW67o6iZUBOeImqINI2Zkibhj8lQvc2qZcAE2QdrfLHoG0lNCQM7hAWsoCFEgrx6/pbheUnQ1p5WhDkRBQGUhzICrbUiWN6igM2iELZSzcMa4Px8qqWjfsIer5aeI2yBN/CASemyztbpc9AmkpoSFncIG0lAUokBYlPIu93u2CUiCtte2tWu5OB6jqLGlhSLGM14sE2TxxwwCnrFcZh0fExWUevWWG6tuLzeUeeN+ItLtd9gikpYSGnMEF0lIWoEBavbALCLawAG7R924XlAJprW2H3QBpJqRoa5ZeqqRRn84TN5y2mVb4XqPv0XGDVjE/HdNFGw+GUWl3u+wRSEsJDTmDC6SlLECBtNYqR1+Yxj+n2wWlQFp8+0jajqLCdROk2ZYqiSoXfV0DTJa4Og11VNa7eFgKhDd/9MXFDVv6zHj6vFH80NJAOh/dLnsE0lJCQ87gAmkpCzAppJlKVM79Nb2kLJpfFkULzTx9IDiovbWgpZVqlmM3QFrsUiUaZKKOCnAyLsKt04yDJB0m6tggLuGx8SSICGtbg7QF0jal1JoSPE8JCKSlLL08CkoApfmAImXamUtwZAGnIuN0BaTFLlXiArQFxpx6CA3KV+O3/MkAKkxkXHcniAhLlVfPEfGVFS8uLvMSmBAQ8WPAAmMN05aFtAtf8ieliq5ccIG0lFUqkCagVTYw7CRLWtnKror58a2VzoQBb+Fod+mJgIVJwVXMYsIRoKRAKnNcc1yYfnbQKhcNeY3j0opWN0lCWeRCcetALnRfFtIObD+n+0rR8ialiq5ccIG0lFUqkCaQpoVVWY5FC03pA+XuAz6kRViQolyIVbiuwDHjGLeE7y/uTnF3psSGXMEF0lIWnyiociuosoBTkfkQSJM2aba3roa0hKDluVQzhBdIE0hLiQ25ggukpSw+gTRHIT6zZAkWrFiBJ9euxa82bsTczZvx6M6dmP3RR5i5bx9mHTiAmZ9/jpkHD+Ih96POeY339u1TYRmHcZkG02Kazy5dajWzm4pIzn0wEUjzy0LaxRAE0lprQRRIE0hLiQ25ggukpSy+boa0Z5YvxxPr1+OxLVvw8N69mLl/Px4C8KDxeeAgcO9+4L4DwP0HgRnDwfs67Awjjr7GtJgmQW/u1q2Yv349+ExRvPEQIpAWXz7d1n4E0gTSWtnmi5Y3KVV05YILpKWs0m6DtGeXLFEWrjnbtyuA0kDFIyFsJoBHADwKYB6AZwDMd78T0BiG0EZ4mwXn87B7ZFwT8vQ5r+v0HjtwAI/t2IEnXn0VzEsrhU+npl200Oy2PtBp7UIgTSCtlW22aHmTUkVXLrhAWsoq7RYF9ezChcqSNfuDDwKWMhOkCF0Esbs/daxlrwP4AMC7AHi+BsAiF+JoWbv3Myc84zxwyPnwfLYLazxnmgS0Oe5nrgt+TzKdDz/E/A0bMLRokcDakG89KlpodksfaKWia2XaAmkCaa1sX0XLm5QqunLBBdJSVmk3KKinV67EI7t2BeBMW9A0pBGo+CF8Eaw2AvgEwMfu8UMAbwLYCmAngHcAvGBYzpgOP7TC8aOta3zODALcQQf8HgPwnBuG8Mb7j7z/Pp5etUpAzQW1ooVmN/SBVio5Sdv/gSFl0XllUbS8SamiKxdcIC1llVZdQT2xbl2dW1MDmj4SruiSJKQRnDa7YEYoYxh+/wjAEBxX5wLXqvYEgOl7HDgzXZ0EMrpFNZjxnr6vYPCQY4WjxY0fdf/AATU+ToR8Zy1mK/XVeUpZ6kzqzGwDAmkpoSFncIG0lAVYZUgjoD00PGy1oBG+tPVLHwlVBDC6Nl8FcNsuYNp2Z1zaHtf1+SsAd33quEQ5No1uTFrOmB4BjOfrAKx13Zr8zuvmpAP9PAVsLhgSDplXTmQwBUg3nhctNKvcB7qx/cg7C4SlaQNFy5uUKrpywQXSUlZpVRXUgpUr1ZIZ2lpmHjUk6aMGLH7nOSHslh3A7XsdtyVBS7s/txtQRhCjS5RQRgi75zNnssEqABtcC9w2F/qWA3jcjUtXqH42j4Q1PXbtoc8/x4Iud30WLTSr2gfSKKpuDivL73Q31BUtb1Kq6MoFF0hLWaVVVVCP7dxZZ0EzwUifE5B4Trcj4YmuRwLTCgBcPYeTBnYB2A2AwEXXJ8MSyAhdtLDRFbrUjUuLGD90hfIaoY4gx89eNw1a42i103ngM3U+OGZtzq5dXW1NK1poVrUPdDN4NXp3WX6nu8HMbB9Fy5uUKrpywQXSUlZpVRXUrH37PBekhiHzSDCi9YvXaAl7z525SfjiZ4nr8qQF7CkXzOjepAv0F7udeIzPcIQvQhhhjpMKCG7vu5MLXgawxQA1ghvHsdFixzzoPGlQI+A9/NlnAmkp23Ge4FXtA6YikvMhteQNF5iW5XcE0Mz+IJCWR3qmjyuQlrLMqqqgHt6/X4GQhiDzSCDSg/oJaAQsjkPTgMZxZrSEcZ00Wsv4na5PfghmjK/TYDraakZg4zndo7z+yw8dqxotcHwG7099x5l8QGudmSd9zuuz9u8XSEvZjvMEr2ofMBVRN5938vI781bOUzsucBkS+bSmDOZvnY/lny4vzWf1vtV5xFnp4wqkpayiqiqo+9wlLzT8mEdasQhDGtDornwRAMeScYkNWsG45AZdnLxHwOKYNMKXtoARwvghrNH9SQsYZ39yHTVa3AhoBDpOQOBaa7SgDW51lvgIj0kz88Z8Me/drFSL/mVb1T7QzW1Iv3unL78ja8S1do24PHuetiru7R/cnlKLd1ZwgbSU9VVVBXXTbmDW8LDVWsXxXxxzptdAI4QRxrj2GWGKMzy56CzhiUc9rux510JGOKNVjGPW6Mqke5NAx3Acs0YLHMMQ6vhhOnRxcg22OEBjON6fuksgLWUzzhW8qn1Ag0q3Hquw/I5AmkBaLuFWwsgCaSkrpaoKanAPcOenw+AgfdNSpc9p+SKA0fqlx6TRivaKe40D+On+vPNjJwzHndG6RgDj9ZeMcWYct8YZoQzLMWs/3+WE4bMIhLSoaQucfr7tyLxO3zuM/vcE0lI241zBq9oHuhXO+N5VWX5HIK3kkLZmDHpqo9C3u3n5FEtaLnFevchVVVDTPgRu2nEId302DG7BRDeinkFJFyWhidYuAhe3geI5x5PRwva2a1EjeBGmGJfWNQIax6XxOtOg5Y1WOLpJeZ2QxjFshD5a3egG1XDG8DYw432m/zSAOz4Gpm4fxsAOgbQie1pV+0C3QlqVlt8JQJoCghpqNX56MGZNGAz6MErdc8KMmmvej7vHcI3um2mFz9sUt2F5TMSY0U5Z9EydiFa4JydO7YE17bmj3HqqoTZ6DCZaII5xWZfBehqAQFqR0r8DnlVVBUVL2k3vHcQNWw7htg8AWrtoNeMem4QlwhGPhCdCEr/T4kVgI7hp9yTvMYyGObpDmRYtcZz1SVcnQY1j0TjBQE8SoEWOMKchTT9LP5tQOAPAQgCLAdy8A5jy9jD6tx4Sd+cmOpKL+6tqH+hWSKvS8js+pBE4fDBTCj6g/B0g8RU+wUmHj7tH4Gp0Pwxl5vd2xtXvN4D68nDAcdRcJ39WkLKAUzqQM8vYLxMHvhpY1whxo0dh1GiBtOIkfYc+qaoK6sZdwE3bDqJ/yyFcs3EY1210wIqLzNJaptc64zgxApOGNg1lHBvGcw1XtMLR0sZZoASxHe5enly6g5DGyQZcfoPn3IidkwQIfEyHafMZhEB++Gxa2rjtFNOd9Bpw9VvAde8M44btEHenQFpXTxzJC5dVWn7HhzQfAhRIhN1sSukbFhvXkqPgJO4eQaXRfR3GYvVJFDcqfpLnRsXldfMTLg/vXgykuWXkg20ozST3+/qC+VDA68NjII9enjTchQHXeb5Y0joUplqV7apCGi1pU98bxvXvHMS1m4Zx5YZhXLZ2GFetcyxY3BydMzp/7Q7Wv+9zx1pGi5kGNwIUAUsDHIGNMzd5pPuT8fWm63oSAq/duNmxxBHMmB7BjJY3WswIibSy3X8IuPxlYMJLw7hiPTDpLWDyOxBIG5K9O/NCSrfHr9LyO1GQpqw1BiCY37VVqY/utL4+x8rkhg3fI0TExfUgIwJYEsUlnFji54nr5csFHzOt4L1WQRrTtcCYC4tjXFemck0b9cS89fXVXBepQFqruKZS6VYV0mhJm7oTuP7dYQVpV73mQNolq4Zx4QvAxS8AUzY6Lkq6L7lUBi1sdIlyXBmhijBG0CKY8UPg4ofjz7igLT88Z5j5gBr7xnFptMDRFUrXKK1qBDmmzTSvfQ246DnggueAi1YBl66BgjRa0jSkyZg0cXd2O2jlef8qLb9jhTQFPEF3moYUAgDBjDCgr+mj7Z4ZLup+EHqC1qZGabcqbiBdS3n492MgzbNsBd/Jjxtznc8MuJvdsO44Od+9GgIxxvOgLXTPzY9Y0iqFWPlfpqqQpixpO4EpW4FrfgMQ0i5fO4xLVx9SkHbBsmGMWwKcv3gY45cN44qXgWk7HFckrWRcTpATADiLcyUAWt74IdARvpYBeM69RgCjBY17eb7mTiSghY7Lbwxuh0qbzzh/EZ8HjFsyLJA2FL3qOdtkkX9V7QN5QKeT41Zp+Z06SIsCEnVdW2gcYPAsNnH3DCuXDxamtScGVNoZVwNWVHno++54O/PdEkGYF9/+/ixbq5vU4nb16sHNizPxQ08AcY8G8AmkFSn9O+BZVVVQ2pKmIe3K14HLXrFA2qJhnLcYuHDZMH76gmPdmrhmGFeuG8aUTcBN24FffgLcO+yML+OyHbS08cPZnrSa3c+ZmfuAwfeA698GrnatdhevhkrzwuXDOJ9AuGg4EaTJEhwCaZ0MSe3Oe5WW3zEhTVmtakELmg8cepyTadHR7ri4ewzf6L7dXek8O0FcA+aCYJMnrmspjCwPDVcxljQXXoN50vFi3pkgZkCVXweMG7aOhd4xAH/hsM6zBdI6AJyKzGI3QdrEtcAlq6EsaeOWDmMcrVoupNHSNf55B9LUOLFXD+GqN4BrfwNcv9VxnVL43/oRcNunwC/2OZ9bPwZu/gAgFE7Zoq12h9T4Nw1p41NCmrg7BdLaDTqd/PwqLb/jQxqVfcj6UgtazgZcV5t1iY64ewSHRvfjgKZR3EhIS/DcyLiNysMBoLDVKgBkce8U+dwEVsZAeURY3Jh+HdAJpBXJPh3zrKpCWtjdSUsaIY3gxDFp45Y5rsfzFvqWNBPSfpYD0q5+LQrSgPPo8lwaPyZNdhwQSOtkSGp33tn3q7L8jg9pjgIPWm3kWuHloQAsyprZnPoQS1rH4FMxGa0qpNncnVZIWwTl7rxgGXCha0m7lDMuc0DaVYS0V4YVEI5/AbhwOZS7k4CWBNLE3SmQ1m7Q6eTns+9XZfkdgbTmgE/hMKcsZdnyLpBWDPt0zFME0hxIo2XNg7Q1HL/mTA7gumdJP5xIwN0NuKSGBkJC2gUCaanW/WKbLPKvqn2gk0ErT96VFb0iy+8IpGUDnU6CsnBeBdKKlP4d8KyqKqi0lrQwpF262tlFICmgmeHeAmeTOq7VLJAmY9IE0vJASrfH1X2/CsvvCKQJpHUARqTKomywnqq4gKpCGqfhc500c3antm4FxqS57s4wpF2y0lkzjfDFPTrPnQNc+CTw0wXAxc8Al7ifixYAF8wHbt/hrImmYY0L1160EhBIi15qIwomxJKWvsyiyrIbr4fHo3by8jsCaQJpKVV66YMLpKWsIoE0u7vThLTNAC5fBUx+E7j+N0D/O8DAu87nht8A177h3D//CX/T9V3gsh4CaVkgQSBNIC1Lu9FxtCXN/IHWqcvvCKQJpKVU6aUPLpCWsoqqCmnhX9ORszsTWNLeBXDNGwDTtC3BMbgbuGErcNmLwLPGGLarXoVa1iPtmDSZ3SnuTg0cckwPrDZIoxW9E5ffEUgTSEup0ksfXCAtZRVVFdKiBHXdEhxNgDS9TtrVrwG0utHlSUvaec9kgzSZ3SmQJnCWHs50mSX+gdYBy+8IpAmkpVTppQ8ukJayigTSGrs7k1jSuHcnJwzoMWncjeD8hekg7brNssE6Fa24O7MDigaVbj6m/YFW5uV3BNIE0lKq9NIHF0hLWUUCaY0hTYNX0iP39TzncWD8chmTlgUWBNIE0rK0Gx0nLaSFJw2VafkdgTSBtJQqvfTBBdJSVlFVIe2m94ebNrszKZw9PAxMfQM4dz4wfln22Z1TdyByXbGxPcGtYUb0DvphB3sxwrJ1TCCMu7H5YO8I6C1TgvcH0TtiBHoHh5AvTHbQEEjLXnYaVLr5mBfSyrT8jkCaQFpKlV764AJpKauoqpD2i22fNA3SwktwcNmNK5YBcwz35hMALnseuHg5MGE1MOHl7OukTXv3Ux+8XKii0lWA1jPWuEegqsGDLELaiF4MGnGsylrBXA/GqnA+lKmwOo28YRrlIea+QJpAmrXdxrQZM3yVlt8RSBNIS6nSSx9cIC1lFVUV0uauehk37RhuyjpptiU4rt8IXPUScOPr/mSBLQBu+yDfjgMD24cxZ9VaA8Rcha3hKayoeF2DW1SYUBxayDywG3IsZt73sT3qXu4woWeaSrTRuUCaQFqjNhJ3v5mQZuv7RS6/I5AmkJZSpZc+uEBayiqqKqRRiN+//p2mQJpt4sDPPwIGdwLXrAdu3OjM5qRb9H0AA1uAia9ks6Tdu/7dekAj8IztQU3DWBQAKetX0B1Kl2bP2KDSDwOYmTatdQyfN0ycEm10TyAtWF+NykvuB8sr8ezOJszsbvXyOwJpAmkpVXrpgwukpayiKkPaswsX4Z517+Ka3wCtWCfttk+BwV3A1WuBRw3XJ6Hu+nfSQ9rdr27BMwsXJYI0QpQeU1bTLs6MljQf0saip+a4QaMhLUmYoNJMCxECafnKL215Vy183jFp5kLWth9ov9gH8HPrx0Crl98RSBNIS6nSSx9cIC1lFVUZ0rTyeXDV65i84YC36XnabaFiBfVHwAAXsn0huJAt10mbuiXZEhxXvfIZZqx6ww5n2moWBWDmdfNcx7McwwDmfTesdd41N773PUkYyzN1XSQ5CqQJpCVpJ1FhioQ0WtJaufyOQJpAWkqVXvrgAmkpq6gbII3C/PGlK3DLqu2YuPogmgppHwMU1JM3AuOHgNcMixpB7YZ3AE7xP38JcB7dK4uA85cCFzwHXLD0Y5x89T34j8d9CxMmTIiHNOvEAXcGZkpL2hBhzrWYDQ3RMubP5vTGpuUIE6U8k14XSBNIS9pWbOGaCWlJZ3brcM1efkcgTSAtpUovfXCBtJRV1C2QRmH+7NAQ5ixehVuWvYtLl36GcYtdcFrsgNSFzwMXrQIuXQOkdXkMbAd+tha4eKG/f6cW3Ld/BJzvPuv8RcAlS/dj2tJ3MeuZ53HS977nuS1POukkPPXUU7GwRouW5+bkchsa0Gi9UmBVPyYtEMawjOl0HDALzfJ0JxSkD5MfMATS8pehDV665VqVlt8RSBNIS6nSSx9cIC1lFXUTpJlKav7C5bhv4ToMLNqOy3Ly82QAACAASURBVBZ/gvHLDsGENK6VdOEQcO6vgIsWAZM3Re/dqcelTH4bmLASOGce8JP7gbPuBcbOAv7l6WFMGPoE/Qu3496F6zF/4XMBEKMV7bDDDlPwdeyxx2LGjBmB+2a+u+FcIE0gLU87r9LyOwJpAmkpVXrpgwukpayiboU0Uwk8ObQUjy5cjbsWv45pz23FlFUf4uo1+3H5y8O4/GXg6teB/m2NIW3KFm7EPowrV+zHlUMfYcpT7+HWJzbioQVr8MSzy2LB6+6778bXvvY1BWqHH344Jk+eHBvezH/VzgXSBNLytOkqLb8jkCaQllKllz64QFrKKhJICyrEBUOLMX/x85i97GXcv+IN3LPmbdy1YRvufGsn7nxnN+7a9gHu3rkXN735Di58ZgmuWLoK97y9E/e+sQ33vfI2Zqx6HY8ue0mlsWDh4lSgNW/ePJx44omeO/P0009PFT+PYitTXIG0YJssU910Sl6qsvyOQJpAWkqVXvrgAmkpq0ggLZtCvPLKKxVMnXDCCU0HqXPPPddzfx533HGYPXt2059RZmUrkJatTZa5TovOW1WW35m3ch4IavJpXRnM3zofyz9dXprP6n2rU2rxzgoukJayvgTSsinEgYEBBWmEqFYooGnTpuGrX/2qesaRRx4Jfm/Fc8qYpkBatjZZxrpsd57KvvzOpFcPNF5+J+eSNu2ug7I/v2h5k1JFVy64QFrKKhVIy6YQp0+frgDqmGOOaRk80f05cuRI9RzOsjzrrLNa9qwyCdKihab0gfR9QO0jy9nF7sdbuiVmlnEgTOQsY50Xf7axOaM5mEaSMOVcfmfCqoO4ecV2/GrJiq7o02WSL+G8FC1vUqroygUXSEtZpaKgtFJId+QMTCooWrvCnb7Z3wlnWhnSvUp4a/YzypRe0UJT+kC6tq8ALbBFGWGp5u8Hm3BR5eB6fT5wqbao0wis15chjAuD5vI75z29G+ctPOSsW9im5XfmLF6tlgQqU7/r1rwULW9SqujKBRdIS1mloqDSKSgtyDhOjODEmZj6WiuPdK/S7anBkJa8Vj6vnWkXLTSlD6ToAxqewi44XtfgFhUmFMfbxcKwqnmWsrE9Cvpyhwk988wzz8TvfuXf4xt/eTrGPbCq7cvvtLOfybOddl+0vEmpoisXXCAtZZWKgkqhoEICX1u3PGH34DiMNFxA+v5p/bZn9OO02mnoD6XppWW5TjDkOmpMl+uqcYJBXPhOvVe00JQ+YGufEdeMbcEi25eyfvmuUN0PesYG0wwDmL+H7BBorWP4vGHMPBLQdF7Gjx+v+k4Zlt8x8yjnwTZSRHkULW9SqujKBRdIS1mloqCyCwW9AK23S4CCtBB42a4NDaH/NCqxUFgLmNmEFJfm0MqGS3Z4z08Y35Zmma4VLTSlD6ToAyFII0TptujtbJHRkuZDGrcq68FYd9cLz7rG9u09P0kY/71sgBZu80mW37lmzQZctPh53PT6b3DP1t1NW34nnBf57tddq8uiaHmTUkVXLrhAWsoqFQWVXRjo2ZfeDgFWIHsQ40aOxLgHjef0n4baaaeltqSZwopLgNDVSgXJRXC5GO4jz9+K+168TH2eXPJox1rZihaa0geMttkI9KMAzLxunsekF7aSed89EKu3pKUK4z47CaCZfSvuvLe3V/U5bYmLCyv3UrSrmHbS6nIsWt6kVNGVCy6QlrJKRUFlFyR6hwACkhIkNkiru6bdnPqY/fmEQ84uJaj9U/8f4tq3vuN9rntzNOY815nj1ooWmtIH0rXB+okDDkyltaQFJw7QMjYCvYMhMCPwuVa1oaF0YdgnmwloTE8gLV1baTVgNSP9ouVNShVdueACaSmrVBRUdqHDNdIISBzUr4SFArL6sTjmmLQHx43EyHEPYmgoP6TxmXR1/veL/x8PzsKg9szCBR1nUStaaEofSN8HAm5OjsMc0YtBbQ1RYFXfDwJh3LBmOo5bMzSD03V5apdq8jDNBzT2N4G09G2lGSDVyjSKljcpVXTlggukpaxSUVDZhY4d0vxxZhx35gCZ+wxC3MhxeFApqOZAGoXX7S+fbYU0Attjy+8USGvQJ6QPZO8DrVSeedJutgVN50UgrXptRSCtgYBs8m2BtJQFKgoqu9CpE9h1rk2OR6tBW9JoRdMWAf8YGq+mrREpjne9dGEkpM1bdq9AWoM+IX0gex/Q8FKmY6sAje/IdQrZdzkmtEzvLHnJ3oYF0hoIyCbfFkhLWaDtUFBlW63cEXB0szgzypIKvMaQNoQhThKwzuJsniWNIGa6OfX5+IXfUmNykr5PWcIVLTTb0QfKUtZVy0crAY1lVWc9T/FjqmplXZX3KVrepFTRlQsukJaySotWUPWDjglHbVytXAlZDkjmGJp0kKYVAo9KYNVZ0vjrzrGm1U7rD/3ybh6k8dkzVl0DThbQgDZp3Yn4D3/0f6hf/VQsnbRJe9FCs+g+UBXlVrb30P2Rlq5Wzb4USMtusSpbe9H5KVrepFTRlQsukJaySgtVUFFT83m9TauVDw1pC5q/7pLuvI2OWil4kNbmX9VPL56nxqDpcWidukl70UKz0D7Q5jbSqE136n1z67RWARrLRiBNIC2lipXgoRIQSAsVSKOvhSooY/2jSGUQMTOsVauV+/lID2lUBvzVTrenn065hFh4k/a+vr7S5lWXoUBaudqQrpeyHnU/bKUFTb+7QFr12mbR8qaRTq76fYG0lDXcTkgzp9970/OjrG0hC4S3qKW+7gGgD1tJwmjh66zBlM7dqZVDmSFNv5+2+lGRlX2T9qKFZqF9QLdXOTblx4Lug2zXtKbp9t6qo0CaQFpKFSvBQyUgkBYqkEZfC1VQUQBmXjfPYxRZGMC87x6shRbFNLeYMcL4wtyHO/9avECaPHmysqSNHDmy5cohaZ7iwnXKJu0CafHtLq6Ou+meCWhFDTkQSKte2yxa3jTSyVW/L5CWsoYLhbQhZ+Pkmh5/5kIYASutJa1pq5V7IJge0gg9/AVPwd0pyrETNmkvWmgW3Qc6pa2UOZ8tBbSYRak9SOsbpfo++7999nb1YKbM7SFP3oqWNylVdOWCC6SlrNJ2KCgFZUq4uauSt3m1cqeDp4c0bgdFIc3tofIIiXbEPfXUUz0lQ3dtmTZpL1potqMPtKPOO/WZ3DWDs5f1vrQXXXGe13ZbYkGzzdJ2r33d3WWEG8B7+/FymR1vkWqBs05rZ0XLm5QqunLBBdJSVqkoqOxClXtnEtK40XqnCSbm17ZJexneo2ihKX0gex9odXshoN244RRvaRkuMXPZi3+G3//WEa1bA9AGaWopnZH42h84W8HVRpkTcJq7nE6ry1TSD7b3ouVNShVdueACaSmrVBRUsMOmEWCcOUlIO+ywwzoS0viu5ibthx9+OCZMmND2dylaaEofyN4H0vSXLGHvefHiAKDpdQCvWnNi69qpDdJCljRvv14Ol4ixpFVl4e4sddcpcYqWNylVdOWCC6SlrFJRUPkUlDMmpdY6heGNmcuXzziBSVfnSSed5LmQ6Aptp/uzaKEpfaB1bSuu3SW5d8u6M6yQRljjuoBJ0kgdRgFZ/Qbx3N7NG5M2MOA+m1Y0f+s381lVWrjbfK+qnRctb1Kq6MoFF0hLWaWioPIpKFqfCGq0qnW68OJgbFoF+T7HHnts23YpKFpoSh/I1wda2e5vW/vjSEj79aInWtPnQpa0/tNqGDnuQfUsDm1g/6AFesiFOb03b6Acomap87qeOBUVJvTDzJu57l4PfB/bgxG9gwhcM2eyM44bJs/C3YF3C+Wv0+8VLW9SqujKBRdIS1mloqDyKaiA0K6A8OJkCE6EoCIigHKZkaKFcNFCU/pAvj7QyvZx6S1nWSGNFraWPTcEaXprN8KY198n/C1qtZH+5IFw37cu8xMqZ0KaOYHKPS/jwt0tK+twubXhe9HyJqWKrlxwgbSUVSoKKiQ4UwqJY445RgHN9OnTW6c0UuYpr0ClVfDEE09U70VYa8kMuph3KlpoSh/I1wfytreo+HqZjb88++gAqN28/p/w5JJHW9ff6iDNHXdWOw1Hupa0P679cTSgsW2HIC0wo13PZs9oSfPT9mekhy1ptjB+Ofvx/GvlbANF5K9oeZNSRVcuuEBayirds2cP2Ejlk74M1mxahp/cdgJ+fP8f4+bnz8LaTSsqVY6XXnopvvjFLypY+/a3v401a9YU8n5sk0X+CaSVT0FrQNM/EuYvnaX2pZ237N7WwZn+4WCDNDW7s4ba/36k9+OFefM/p6Ffx+cxCsDM6+a5GTd0HgYw77sBgt41N6733QjjA49Aml8WQ0qmFSlvuv1ZAmnd3gIKev/3PnsDA5v+JvAL//qNf4ldB94uKAfFPGb58uWei4euHn6v2p9AWrkgLQxopkJt97nn7uSYtBBMhb/XTxxwdkHpxIW7w+9Wpe/s//JXXAkIpBVX1l39pAe2nh0ANL00wEPbxlWuXGjZ4oK32mrQ399fqXcUSCsPpHEMpJ68UrSbPQl4pIE0pkeLlu436qhdnQQ8WtIC1jjL4t6GZUynw4kCziSAEegd9OvOfFZUGOcdxZJm1rVAWrHiXCCt2PLu2qeFrWga0ni9qn8TJ070FM7JJ5+Mot2SrSpXgTRf0ZvKq+hzE9C4DEzRz0/yvLSQliRNCdPe9ieQ1irJak9XIM1eLnK1ySVw69unWS1pd7z7oyY/qVzJPfvsszjiiCMUrPX09ODFF18sVwYz5EYgrb1KkpBiAhqttmUFF4G09reVZrcNgbQMQjNHFIG0HIUnUZOXwPI991khbd1Hv06eiBty8+ebsfzT5R3zmbdpHv5w5B8qUDvsS4fhghsv6Ji8h8v5zf1vqoHDzRb8kl5yZd4pgMY6FUhLXq+d0gcE0lKrrFwRBNJyFZ9ETlMCC9//OSa/caKCtWte+y5WfDAzTXQvLMFhYPdAx32+8z+/47k/R54+Etdtu67j3uGpT54SSGswAL6VyraTAE0grXqAxjoVSPNUUSEnAmmFFLM8RJfAHXfcgX/9n/4VfvCDH+hLqY+dCmkEyx/d8yP8zojfUbD277757/DT53/aUaDWbkibt3IeZqyf0ZWfn972U3zhi19Qbec73/9O4WUwZ/WcVG5VLv/xg0l/hO//7Ov45VNXporbStCVtPPBo0BaapWVK0LXQVqnucrC7qZO/k5XGcdocdbVd7/73cwNt5MhjaBGMCOgsRwIbD+c/sPWgNqaMeipjUJfE62O7YY0AlonWlHz5vnHM3/sARqtsHnTyxL/7rfuTgxa96++sm54w+0vn504voBUPpBqZfkJpGVWXZkidh2kdbqCzyJcyxKHCr75kDYRY0Y7U/F7pk60KK8+jDKm7Y+am8ZNmidufL7o6vyz//5nCtQIa//+e99J4f5Mlq+JU3tQVyYK3PSioj0Ys6a+PBiPebKVlUBafXm1un+VAdD4jkkhjQvp6tnb4eOc56qz00grQajMaQukZWKtzJEE0ppoZWi1sO709LWCJwAcffTRmRutD9oOrIya6wBRHZDsdq77sMHwdjCpL9s8cRvly1X0c0ehduw38Fu/5UDT0f/laFyx4QoLaJpgkDRftndlXP/9FYyNHoOJZh9gnkaPwqjRAmn1bcKsh2LOMwNaC6yoSSFt5oqBSEijha3MACJ5a2zBE0jLrLoyRRRIMxWUnPuA0AIh33xI04rSAZc6SFPAYUAIv9dq9dYlW73nieulF5EvdV9D1ET0jqzhX/3eVzz3Z99jfX49eGm575o0XwzXF5MO062rYz9PtE76cKvLeQC6DtulzILuTqd8o+vUgWXe58f2PtEglidug3wlsGYyX3ZAS5avVlhRk0LaI8/fGglpM1ZdI5DWxoknzei3AmmZWCtzpC6HtAbCdHcygWgX9HniOkrR7nby86yVTy1sDQkr9sD3ZPlqhZCnguefznfWVutb0jQ8OGUShjRVfi6oqPPRY9BHV14jeNk9gDxx/fZgzxfv9/VpWHTC/PmMSfjTv/9Tr2x6L+y1glqyfDFN32Lm50eXl9G+jLII58kGNeWBNKcdd54VNVg3ul0GrJmRgOa0Fb9eWAa2erZdT/Bc9QMg2oqaFNKeWbgAA699rw7Uprzx13h68TyBNIG0rKK/K+N1MaSVVci7ijRSYIYFdVDxRilk53o4rk2YMz3b9fxCvl2QRvjQYGZCTlxZ6XBZ4vrpOuUdhseBgJUrWCffv+r73gDxY044BpM2TQrAWqJ8qbZjWBADkG60L3NSQUye/PcpmyWN7xJTxuaPF75faayoRp+ts2ZGWdAGoNpNkncK1KXxLLMd1D1X9/lgezTrPimk0Vrz+NIZuHHDKR6o3fD636gN35thyZE0GrskW1lGYkkrlhW7GNK08CqjkI8TmNFC1BSo1vOw8o5SXC0S8hrS9AKX27Zty9Tak1rSlFILKWbfWqTrP+JoKZvEcT1laGtbzjVtTQwcXQV8zlPn4Mv/5ssKKnjkd68+E+SL+fStLZb3U2mYsz4b50k/vzyWNP1etjLOZwnVIMx3VucpLLC6nCLh0WsbTv7NZzGu3cVZHzY6XywPm3VNl1d9Wnyu37ad8rS1nzSQpiHh337jcPz+t44Q61mHW890ffIokJZJbWWOJJAW8UvcFJ7RAjEo+LSAzhO3scCsV6g2garzYh6T5at1Ql5DGicNEE6ydvbEkBa2CCrrQUiBWaDHKTMNym4dp4qr24VTV3WWtICitivFSTP+3HN9cm0sWtgS5Yv5NK0tgWe50GFa0EL3nWfY88R7nQZphI9SWVHN8g7BMmFcr4NmW2ZD99/Yd2KaMfWv6jf03DjLrtMenPacBdL0jxBTyct5ey1hecs/q9zOTCldHlEgrQGkxQpEU+Aa54mEqRHeFIRJBaYXRwncEHhEpJ0oXy0U8hrSvv3tbysAWb58eabu50OaAxNaEehjAFoVXMUsOaHKT48P03BlglmWuAny5dVRBBC5+Tqq19+l4Jt/803H/RnzTr5FJPQu6nkET/0+/rEeIiPy1EGQVk4rqlEnqn59a+a4heO8RY5tgObDVbCthuub3wPt32tn7rNDz9UWP913AscQ7AmkdTZc5YUzHV8gLZPayhxJIC0C0toj5O3KXQnOkMD0IC1sLQoLZfO7BUiKFPIa0riQLd+Ja6Zl+fMhzVB65ntW7JyzPfUuBV/5+ldAhe7Xv1EGCt58xW8Nk7NsOsWSVjeuUpVN6MeMpT84ZdZaK6r6sWRYM01A+8bob+C6hx0wr4fnBvniO0bKifxWVIE0gTSCmkBaFq2VPY5AWhSkheGncCFP5Rtt0dAKWAn8sGDOqnxaLOQ1pHFLKELaAw88kKnldhuksa65fhrXUWO50SV2+uDpdlDLCWG6XUUdywNp9h80ASuS6rPaYhgCNJZTZD/Ry5NkidsoX3ZrJutVARr3c82Yr/APrmAd2p9bD4LRMkcgTSBNIC2TysoVqYshrZEwzSOoc8b1FK1NYIbyHQa0HMqn1UJeQ9qZZ56pYIP7eGb560ZIo8LlLgXt3qS9PJBmWBC9/tJZ1+osaAS0rO+igLS1VtS0kPbUU0+pfn7YYYfJxAGZOJBF1EscLlnVbaXQrQq+ofAvQMhrSDvnnHOU8O7v78/U/Lq9Dtu5SbtAWnNAsKmAlhXsUsZLC2kzZsxQ/ZyzufV4Jjl2vjVO3J2Z1FbmSAJpKQVVQ9iR9CKtARrSJk6cqIQ3j1n+uh3S2AbDm7QT3IpomwJp+SGtEwGNbUsgrfMBqxmQLJCWRWtljyOQJlBViHKnkNeQRgsax+DQopblTyDNAQW6PzkTkGXJD12hvNZKWBNIywdpnQpoAmkCaBrwBNKyaK3scQTSBNJaqtRNYNCQxrFohAqOTZO//CXA8vzSl76kypTLm2RdJDhpTiiktcAu+hjcuzMfMJlts4jzTgY0gTSBNN3XBdKSSsrmhBNIE0grHNI4q5OQdvLJJzenFUsqePHFF9HT06PK9Ygjjsi8vEmSohRISw+HnQ5oAmkCaQJpSaRj88MIpAmkFQ5pXB+NkMb10uSveSWwZ88eBb4sW36yjvlrlKN2QppWFJ10nD59Og4//HBVJyNHjgRnPXZS/rPmVSYOVBPsxJLWSEI2937XQVpzi09Sy1IC3GmAEEHXnPw1vwQ45k+7P3t7e0F4a+afQFpy5dutgEawE0hL3k6ygnA74gmkNVOaNk5LIK1xGVlDUPGxsconfRksXrxYQdrv/d7vSfk1qQ2FQYwgrDey5zHrFly2xi+Qlkz5djOgCaQlayPtgKy8zxRIs0nF1l0TSMtYtqKosguh2bNnK0g78sgju8Ltk1coJolvE5wEN70FFy1rWdelC3cRafuN2/7dd9/dlS5Os62KJa1xOzHLq1PObbImLCPke/NKQCAtY1mKosongPS4qU4RTGXPZ5zg1OvSscy5JVfY6pa2C0jbj2/7hBNtxeymMWjhPiKQFt9OwuXVKd/jZE1aWSLhG5eAQFrjMrKGEEWVTwBpSOuWQdStFsCNBOf8+fPBWZ8sd84C5WzQrH/S9qPbvgloxxxzTNdMErC1b4G06HZiK69OudZI1mSVKxLPXgICafZyaXhVFFV2AfTQyikY/8x/xbVvfQc3rToT85bdK27PnHv7JRGcXD+NkzUIanR/Zt07tVVtf2yP3tDcOY7oHfTbxWAvRrizVjXg8xgI45bhYO8I9Y719wfRO2IEegeHkC+Mve2HAW3evHl+/nPWb6cocDOf06ZNU/Vw7LHHdnU5mGVShfMksqahApUAiUtAIC1xUQUDtkpRVaETx73DfS9epuCMgKY/U974azy55FER5DkUeVLBuW/fPrXTgwadn/zkJ+C1NH+taPsK0HrGGm2AQGVAGCFtRC8GG5WRgrkejFXhfChTbVKnkTeMJQ8CaPXgOjAwoCDtuOOOM+q1PlycvJB75SuvpLImjUyRsNElIJAWXTaxd1qhqKoukJ5ZuADXvTnagzMNaTzeseY8EeQW5Z+0TaQVnFxQWLs/qUTXr18f297Nm01v+xqewu/P6xrcosKE4tBCZlrXAt/H9qh7gWtDjlXNi5MkTOiZAmh2kBBIs5dL0j5d1nBpZY0pO+Q8fQkIpKUvMxWj6YoqJPjL2kHz5IvWMhPMzPNb1p0hkJajDWQRnAQzAhqtagS2Rx55JFFvaHrbH9uDmoaxqDJQ1q+gO5T57hkbVIRhABsy0qa1juHzhjH7gABasPzNshFIiy4bs5w67TyLrEkkWCSQtQQE0qzF0vhi0xVVlHKq0HVa0ujaNOFMn9/+8tkCaTnqOqvgpKuTe6hq92eSTe+b3vYNkKLCIkTp/NS0izOjJc2HtLHoqTlu0GhISxLGV7wCaH5Z2EBDIC2+fGxl1gnXssqaxlpVQthKQCDNVioJrjVdUSVQ0J0+sJoCaMaqa+ogjS7Q+UtnCaQlaANRQjyv4Lzlllu8XQoabdLe9LYfBWDmdfM8ppzCAOZ9N0DQu+am431PEsaNI4DWGEAE0hqXUVR/LvP1vLImgXqVIEYJCKQZhZHmtOmKKkbxsMN2+sBqU+gQ1K54bjSuWvfnuOTx/1sArUHdm2UXdd4MwZl0k/ZWtP369u1a1FJa0oYIc67FbGiIljF/Nqc37ixHGJa/AFoy+BBIS1ZOUX26rNebIWvS6NpuDyuQlrEFtEJRRXbKKCsCr+uxPFFhQgDgWQ3c64HvSQZNJwkTeqbtvbSLjUfbfbmWTsA3S3ByoduTTz7ZczfaNmlvVdtnW/TcnFxuQwMa25MCq/oxaYEwRpvW6ThgFprlGXKpJg8jgJamXwqkpevDacq2nWGbJWsyqt6uiyaQlrHKW6WorJ3PcMNY78cosXYPrI7K77nnnqsU8kknnSSQlgBqo8pRX2+24OQWUhp0wpu0F9r2m1A2uoyyHGeuGMBNG05TLvqBl/8R3/7ef1LlwoVqu30dtEblKZAmkJZRvUo0owQE0ozCSHNaqKIKQVrA4qCtDRktaa0cWB0nxMePH6+UHQEgLpzcSybomw1p7AvmJu1HH320t0l7oW2/jZD28AuDdeMnOdHlr//HHwmgJagXgbRkfbfTZFwrZE0a3dttYQXSMtZ4oYoqCsDM6+Z5jAANuDfNNaIMEMwVJubZpjCaPHmygjTubWhel/Nsgr1VgtO2SXuhbT9he2pFu9EWND0DWR+nrvsHabMJ6kUgLVtfbkVbbmaarZI1GVVx5aMJpGWs4qIVVScNrE4iEESAN1eAt1pwmpu0/93f/V1XWJKilovh9SRtvNvDyA+x5vbxsrSnVsuajCq5stEE0jJWbdGQxg4acHOWdGB1UkEyffp0b2xP0jgSLlroFyE4zU3a/+Mx/wE3Lf8f3g4SN6//Jzy2/M5KwQstZtp6Zh5pYZO2GN0WddnIkIbGZaTLqpOORciajGq5ktEE0jJWazsgrZM6cqO8chkDDkz/6le/KgovgeuoUXkWJTj5nD/5kz/B6VO/UQcwtDBVZb07Tgrg2DMTzvQ5x6o1qg+5PwSBNIG0jOpVohklIJBmFEaaU4G0fAKISpCQdvjhh4vC6yBIYx9Z89oLVnghxNzz4sWZ6/OZJUuwYMUKPLl2LX61cSPmbt6MR3fuxOyPPsLMffsw68ABzPz8c8w8eBAPuR91zmu8t2+fCss4jMs0mBbTfHbp0sT5Ytvk7E22zxP/+f9C/9pT1PvSWjjnuemJ0+l2UBNIyycjy9p+ivpBmEYfVzmsQFrG2hVIyy+A9BIPZRVGnZSvIgXnyo0LIiEt7fZezyxfjifWr8djW7bg4b17MXP/fjwE4EHj88BB4N79wH0HgPsPAjOGg/d12BlGHH2NaTFNgt7crVsxf/168JlRdWsCGq28tPhGhZXr8TJAIC2+fDq1/RQpazKq50pFE0jLWJ0CafkFEK1oBDUqxk4VWGXJVTQuGAAAIABJREFUd5GC8/VNr3pj0bQLUB8nzT2jYV0+u2SJsnDN2b5dAZQGKh4JYTMBcKv3RwHMA/AMgPnudwIawxDaCG+z4Hwedo+Ma0KePud1nd5jBw7gsR078MSrr4J50XUogJa/T+uy5FEgrbnlaZZtO8+LlDUZ1XOlogmkZaxOgbRoAZTUbXXX3r24c+9ePKhdWE12W7VTkBX97CIFJ59Ft6YGM30cv/Bb+N1/fRhOPfVUD3zMcnh24UJlyZr9wQcBS5kJUoQugtjdnzrWstcBfADgXQA8XwNgkQtxtKzd+5kTnnEeOOR8eD7bhTWeM00C2hz3M9cFvyeZzocfYv6GDZj3+OOei1MsaNF926zPRucmpM1bOQ8z1s+QTxvKYM7qOdb+2Kj+ou4XKWsyqudKRRNIy1idAmlBQV42t1WUgKnq9SIFp2773IP1lnVnqM8da87DuMv6cNhhhynr6LHHHovZs2d7yuHplSvxyK5dATjTFjQNaQQqfghfBKuNAD4B8LF7/BDAmwC2AtgJ4B0ALxiWM6bDD61w/GjrGp8zgwB30AG/xwA854YhvPH+lYsW4ZiRI9VEFnFxBvt21j5jQhoBbWD3gHzaUAZ3v3W31w+z1qUZr0hZk1E9VyqaQFrG6tSKymy83XZeVrdVt9UD37dIwRnX9rm0Ci1RdGMfeeSR4Hp4T6xbV+fW1ICmj4QruiQJaQSnzS6YEcoYht8/AjAEx9W5wLWqPQFg+h4HzkxXJ4GMblENZryn7ysYPORY4Whx44f3bn//fcyIGa/Wje0qzzsLpJUDSgXSMir5kkTzIG3z55ux/NPl8klYBvO3zu940/3MtTMz/cIqs9tqaNGiTO+URxkVEVctZsy18dyPsym4a/EY7MWRxj0d5qgzlobEzFKccZSfRvA+7x0FRll6xlHec2xhTpm1KbBmXyAvQ0NqjOEJJ5yg0vizMWPwwOefWy1ohC9t/dJHQhUBjK7NVwHctguYtt0Zl7bHdX3+CsBdnzouUY5NoxuTljOmRwDj+ToAa123Jr/zujnpQD9PAZsLhoTDh4aH1USGIuq06s8QSMsAaWvGoKc2Cn1NtLgJpIXEYId99SCNgCbm6Aydqomdqejyn7Z9WmqgKbvb6pH338fTq1alfq8yK8z63SYG0TuiBg+OCGlHnoIwkoVlkYKv4/udy0vPwFE1B8rUBX4/6gwsVdePhxPKBzczzKxZp2BErQdj1dIhzMsI9A7Wu8jGX3MNfvn++1ZA05Ckjxqw+J3nhLBbdgC373XclgQt7f7cbkAZQYwuUUIZIeyez5zJBqsAbHAtcNtc6FsO4HHDFaqfzSNhTY9de+jzz7GgYm2oHe07GtImYsxo58dCz9SJFr3Th1HGj45Rc9PI5RxxFSDpHzE9GLMm+Ny+Pn3PObYiXxOn9qCuTBrki3qD8fjjzJYngTRH5HXqf4G0DoasvFCXFtI6xW3FNbO4rEM7FFPTnxm1Jyuv94x13jEhpAWFVAjA+o8HrWYEOdN6Fvjuhpl1ypE+IJr7v4bWe3ts5846QDPBSJ8TkHhOtyPHkdH1SGBaAWCTO2lgF4DdAAhcdH0yLIGM0EULG12hhFTGpUWMH7pCeY1QR5DjZ6+bBq1xtNrpPDCezgfHrM3Ztasa7SdUJ01vnzHp2yHNgahRcx1QqwOS3c51HzYYvh6Y7LIvb1z/OQp6Ro/BxCj9MHcUanH3A/GS5sv2rozbIF8qL6MwarRAWlDGVeObQFqgMwV/OdkFQZvCtMAMngbSCGh0BdHKYftoZaeP4raqtyxlUpDGxveR8SPcndpoZhVV2nLm3uw/vgaGD0AZ7/Ufj5qbkA4ThrShiDzO2rdPtRUNP7pt6CPBiNYvfqcl7D135ibhi58lrsuTFrCnXDCje5Mu0F/sduIxPsMRvghhhDlOKiC4ve9OLngZwBYD1AhuHMfGdsw8mPlhXgl4D3/2mUBaDIBFtkUjzplnnqmsO6effroaGhKUpw641EFaGH74vVarty7Z5HaeuOH0GshbBXF9fRYroEU/JM0XwzVKsy5fGuzCIOjnQyxpVgnYMRftkNbQvOr8GtJjX/xfPWwYcfeS3PcbV7BTtyuu0/j1u6pj3S8oP0yd0Al3/ozfrWZwpuUKMXu+nLKMMoUnhbQFK1eqld6TwBnDaKXMc3Fb5YS1EAAF9m8d0YtBKsW0lrSAS1ORGI6vOS7OaEjr98IkhbSH9+9XIKQhyDwSjvSgfgIaAYvj0DSgcZwZLWFcJ43WMn6n65Mfghnj6zSYjraaEdh4Tvcor//yQwe6aIHjM3h/6jvO5ANa68w86XNen7V/v0CaAVxJoCwcRkMaj/WzO+2QZsKPOh89Bn105TWCF+3yc8OljRvWNWY+/Humbks+bsxMKzpfLA/fYuY/M6gPzbQYhi5YR+c45RnUxU5cgbSO4TFrRi2QFmwsulH5Zt9wY9AkzwYRdy/J/WCDDDbURmkXFTf8HKfjRpvvw+GzfDfL2I+v6qbRIFP1K85uCk8KaeK2yglaeZRdnLszC6TVAVrQWhaGNO+7YVELQxrB0RsfZ7zrfe6SFxp+zCMBnjCkAY3uyhcBcCwZl9igFYxLbtDFyXsELI5JI3wxrgloPKf7kxYwzv7kOmq0uBHQCHScgMC11mhBG9zqLPFBt6qZH/Oc+WLew9Ah39P1gzyQpsZ/mcCVAtKyxA3oGvXDtwGEJQnj/iDXYBWbLyWnY9yr3g9yI1+M45VLWD/6ekIgzco+HXPRAml+5aqGGzavhhuTaqwuzcfd043MtEKZcd0GrS1Ddb8IGqUdFz9P3DrwDJWPfq4bzmpJc9+z7p103CT3vc6on89O2eiXl4Y7ewdOCmnitkqnnJqtzOsnDgw5syvTQpoN0Agv5ji0QBhaz/wZn3qs2qbAxIGx6KnZJw7ctBuYNTxshSFaWznmTK+BRggjjHHtM8IUZ3hy0VnCE496XNnzroWMVjJaxThmja5MujcJdAzHMWu0wDEMoY4fpkMXJ9dgiwM0huP9qbsE0vK24yyQpuW/KUd9a5GWfRFHV45mihuQxQYI6et1xyTy181ngnzxHSP1A5+t0jDz5cj0gIdHT7YwdezuAQikdQyPWTPaENL0rwD9S8P8rs4Nc3TcPcZvdF89IwJYEsX1GnOwweeJq62DZmewdyan05gCQpeZFjz2eLoDBvPsxVXwZ4ExF57HuLN6VP5CIOcLt3yQJm6r9kIalWXAzUlhrAFNuzu1gDaPnK1pdHuOKTPbcU0BWGgCgQttOpwDZsEwXCfNzI/NiqbyvAe489NhcJC+aanS57R8EcBo/dJj0mhFe8W9xgH8dH/e+bEThuPOaF0jgPH6S8Y4M45bo2udYTlm7ee7nDB8FoGQFjVtgdPPtx2Z1+l7h9H/nkBaWyBNDZcx5J2Sc8Z3Q8bXy1r9o9SFo1Rx9QxJE4QiYNDLQyisBcYcOd4gX8xnCKx8+Z80X3YZz3QE0gwh2IGn8ZBWR+8+aNlMtxqGbPfYWBrdNxtm+LxdccP5cIArJDTYaeMsaep+TIePu886sHVgJYD0eAT/+R4IMp4HbfYOnNSSJm6r9kNaI4VZlsVszXxO+xC4acch3PXZMLgFE92IerwiXZSEJlq7CFzcBornHE9GC9vbrkWN4EWYYlxa1whoHJfG60yDljda4egm5XVCGsewEfpodaMbVMMZw9vAjPeZ/tMA7vgYmLp9GAM7BNLMusxybrekObJI/wjQR09uURa6ss25Z5G1kTCUJy5BKvwjxpSvofs2mZwxX/6PaZuOCD3XzWM9oNplPPWXQFoHkpmR5WhIUw0u9EuBHcjSEL1GFnevUdw4UGln3Lp8hX4VefedTlLfeWwdL/k1lm1AgOnnKUEWrB+vHlxg1AIwcDSES1JIE7eVQJohM9TuBkmU9uAe4Kb3DuKGLYdw2wcArV20mnGPTcIS4YhHwhMhid9p8SKwEdy0e5L3GEbDHK2DTIuWOM76pKuToMaxaJxgoCcJ0CJHmNOQpp+ln00onAFgIYDFAG7eAUx5exj9Ww+Ju9MYW5ikrm1h7JCWXPbV/UDWsq9KR4scb/Z7C6SZ0qvzzq2QpqxWkQPSQ5CiGpn+tRN3j52z0X0fAuvBJEFcdl4XFIPx88QNChVVNgbo+B0qBtKseTLSjbrPsrU+i3HDv5xC7xgQZOGwzrOTQhqVrbityg1qZbSk3bgLuGnbQfRvOYRrNg7juo0OWHGRWVrL9FpnHCdGYNLQpqGMY8N4ruGKVjha2jgLlCC2w93Lk0t3ENI42YDLb/CcG7FzkgCBj+kwbT6DEMgPn01LG7edYrqTXgOufgu47p1h3LAd4u4USEu2vEZAzhoyvUTXBdI6D8zMHFsgjco+zuzbwKSsoE3H1/BmNN5G96OAhY2+UVyGiYqfOa4DOJ41qg6aQvfdsgtAYlSedEeOuO9bxozy03HqyiPC4qbC54M0cVuVG9BoxSgjpBHup743jOvfOYhrNw3jyg3DuGztMK5a51iwuDk6Z3T+2h2sf9/njrWMFjMNbgQoApYGOAIbZ27ySPcn4+tN1/UkBF67cbNjiSOYMT2CGS1vtJgREmllu/8QcPnLwISXhnHFemDSW8DkdyCQ1gRAY5sUS1qE3DZleAHnAmkm8nTeuQXSytGwfAtVl+ZHQWXQndnsMkljSRO3VblBrYyQRkva1J3A9e8OK0i76jUH0i5ZNYwLXwAufgGYstFxUdJ9yaUyaGGjS5TjyghVhDGCFsGMHwIXPxx/xgVt+eE5w8wH1Ng3jkujBY6uULpGaVUjyDFtpnnta8BFzwEXPAdctAq4dA0UpNGSpiFNxqTlb+8CaeXQXQJpnQdmZo4F0gr4JdNsuGpWekkhTdxW+RWWbcxOM6+VEdKUJW0nMGUrcM1vAELa5WuHcenqQwrSLlg2jHFLgPMXD2P8smFc8TIwbYfjiqSVbLU7AYCzOFcCoOWNHwId4WsZgOfcawQwWtC4l+dr7kQCWui4/Mbgdqi0+YzzF/F5wLglwwJpTbKYRbVjgTSBNBM25DxbCQikCaQ1XLRT3FYCaaZ4IRBGKWbzurakaUi78nXgslcskLZoGOctBi5cNoyfvuBYtyauGcaV64YxZRNw03bgl58A9w4748u4bActbfxwtietZvdzZuY+YPA94Pq3gatdq93Fq6HSvHD5MM4nEC4aTgRpsgRH/jZ/6qmnqiVf+vr6LDsOlANgmvWDt8zpiCXNlF6ddy6QJpDWUOFqZStuq/yKy4SYZp6X0ZKm240JaRPXApeshrKkjVs6jHG0armQRkvX+OcdSFPjxF49hKveAK79DXD9Vsd1yh8Mt34E3PYp8It9zufWj4GbPwD4vClbtNXukBr/piFtfEpIE3dn/rbe29urII0brTezrUta+esmTxkWKWs6D6man2OBNIG0hgJU3FbtFYpJBGqRgjOpJS3cbmhJI6QRnDgmbdwyx/V43kLfkmZC2s9yQNrVr0VBGnAeXZ5L48ekyY4D+du8QFr+MkzS94sOU6SsaT7ydF6KAmkCaQ0hzWYREbdVuQRwkYIzKaTZ2o0V0hZBuTsvWAZc6FrSLuWMyxyQdhUh7ZVhBYTjXwAuXA7l7iSgJYE0cXfmb98CafnLsGgAS/K8ImVN5yFV83MskCaQlgnSxG1VLgFcpOBsFaTRsuZB2hqOX3MmB3Dds6QfTiTg7gZcUkMDISHtAoG0hv08iYJOE0YgrVwyIk3dxYUtUtY0H3k6L0WBtE6BtBYsyZF0dqe4rcovbIsUnEVB2qWrnV0EkgKaGe4tcDap41rNAmkyJi1/mxdIy1+GcbDUrntFyprOQ6rm59gOaQ0Xfg0ueBtYuFXtKqAXs7UtsBoXt9GMn3bEtSxWG17QtmF5NXqvxve504F1yyl3IVy12G44Xy6AOjtI1NdFUkgTt1X5hW2RgjMppHE7Ma6TFp44UDcmzXV3hi1pl6x01kwjfHGPznPnABc+Cfx0AXDxM8Al7ueiBcAF84HbdzhromlY48K1F60EBNLa034F0tpT7q2GtyJlTfORp/NStEAaocTfKaB+G6Tw6vUEJx0+7h5BpNH9OFgpS9xwHpkv/f7uJvIRsJR9mrZZxv7zHfhqsOAtIW70KIwaXRykhZWtuK1aL6yLFJztgLTNAC5fBUx+E7j+N0D/O8DAu87nht8A177h3D//CX/T9V3gsh4Caa1W2lHpC6S1vt9HlX0rrxcpazoPqZqfYwuk+RCgoCLsZlNKfwwmajeha8lRVp64ewzf6L4OU6sHikRxo+IneW5U3DqwDJUP45mfcHlFpmvEc8swaJEM3e/rCz5H5cuHw0AevPxouAsDrpN2qyxpYUgTt1XrhXWRgjMppCV2kyewpL0L4Jo3AKZpW4JjcDdww1bgsheBZ40xbFe9CrWsR9oxaTK7M3+bFUjLX4athK2saRcpa5qPPJ2XYkNIU9YaAxDM79rK1je1B7W+PsTdI0Q0uq9AIwJYEsWNAKI8cbX1z9u70waQHhQF39EDp4h3SnY/aKnz4rgwOIZlr/daNeqJ4fy9P/NBmrityi9sixScSSEtrZs8DPemu7MRpOl10q5+DaDVjS5PWtLOeyYbpMnszvxtXiAtfxlmBalWxitS1nQeUjU/x/GQpuAi6E7TwEMAIJgRBvQ1fbTdM8NF3fcAxIAefa1R2jqc7Zgnbl16qkwiLFiW8qqLb3m32DBM0+Y+dcfB+ePUQiDGeB60he65eUhqSWsmpInbqjWCu0jBWUZIoyWNe3dywoAek8bdCM5fmA7SrtssG6w3S8ELpLWmrzerfrKmU6SsaT7ydF6K0ZAWBRzqei0wiN2z2MTdIxg0uh8HMO2KW5cn7UI03JHeuwWBNha+6tINpefeZ9la3aAWt6pXD66L1rOwaUsbjwbwJYU0cVuVX9gWKTjbAWkavJIeua/nOY8D45fLmLSsyjhvPIG08suNLHVcpKzpPKRqfo6tkKYsT7Uo4AhBioIFbVmKu0cIaXTfB7l6MEkQ14OlMNjkiRuEJ1U2BugQxOLLK+6d3LRdAK17Z5Zt6Fk++IWtY6F3DEBgOKzz3KSQJm6r8gvbIgVnUki76f3hps3uTApnDw8DU98Azp0PjF+WfXbn1B0ofF2xLAqzzHGOO+44NRRjYGBAyrLFm9kX2Q6KlDXNR57OS9ECaVT2/hIa2hrju9UGMOC62px7GtBc4Ii7R3BodD8KWJLEjYS0BM+NjOsAji4H0xLlAFOC8op7p8jnmmPKgqDogVqgLMNgasbpHEgTt1U2ICxScCaFtF9s+6RpkBZegoPLblyxDJhjuDefAHDZ88DFy4EJq4EJL2dfJ23au58KWOQEC4G0bH25SODK8qwiZU3nIVXzc2yBNFO5y7kHRISpIj8KwKKsmc3JSzssaUktIjqcuK2SCfoiBWdSSJu76mXctGO4Keuk2cYyXr8RuOol4MbX/ckCWwDc9kG+HQcGtg9jzqq1AmkCadIGLG2gSFnTfOTpvBQF0ooEr5I9KymkidsqGShl+VXarDhFCs6kkMZ3u3/9O02BNNvszp9/BAzuBK5ZD9y40ZnNSbh/H8DAFmDiK9ksafeuf1eUs0U5p22rYkkrv9xIW6cMX6Ss6Tykan6OBdJKBk5FWuuSQpq4rcovbIsUnGkg7dmFi3DPundxzW+AK1/399O88AWAS26cv9jZ8Py8xc53c+/OJEtw3PYpMLgLuHot8Kjh+iTUXf9Oeki7+9UteGbhIoE0gTRpAxFtoEhZ03zk6bwUBdIE0hoKI3FbCaSZoi0NpOlf6g+ueh2TNxzwNj1vFqT9Yp+zuO0AF7J9IbiQLddJm7ol2RIcl7ywB79c9FLDvsD3GdsTHLM7onfQjzfYixGWMb2BMK7yG+wd4a1xGLw/iN4RI9A7OIQkYZwyZpwejI1QrLoeijyKJa38ciNLexBIM6Vh688F0gTSfAUTI+DFbVVugVuk4MwCaVQGjy9dgVtWbcfE1QfRVEj7GOCEk8kbgfFDwGuGRY2gdsM7rtVuiWu1WwScvxS44DngkhUH8I9THsRX/s9v4sgjj8TkyZNj+4MCtJ6xRhjCUQ0eZBHSRvRiMKYvKcWoYE5DlQ9l3j2mkSSMes5Y9Cgw1OmVo60KpJWjHrKAWFycImVN6xGo/E/wIG3z55ux/NPl8klYBvO3zseM9TM6+jNz7UxD2cQLFHFbxZdPnFAr4l6RgjMrpLEcnh0awqSf34PeC2/G/5zzLs5fNIzzmrAtFHccGNgO/GwtcPFCf/9OPQHl9o981+r5i4BLlu7HtKXvYs7i1Zg7bx5OOOEEz6p1+umn46mnnqrvG1EAxusa3KLChKCNFjIP7IYci5n3fWyPupckzNCQtqAR1ATSiuhr3f6MImVN+RGq9Tn0IK31j2r9E4oEzSpAWlrI/PXiX6PsbqtJrx7AjFVv1CvYkJLsdEEbdrkdecosv4MtPQNHWVxuR52x1A+jzpbijKN8113wPu8dBUZZesZRHsAwjA9pIQuQBwzRQDthwgQcdthhKr2//3//GfctXIeBRdtx2eJPMH7ZIZhj0rjn64VDwLm/Ai5aBEzeFL13p94WavLbwISVwDnzgJ/cD5x1LzB2FvAvTw9jwtAn6F+4HfcuXI/5C5+rayPnnnuul7djjz0Wd999dzDM2B7UNIxFtSdl/fLLVC/d0zM2WCZhABsy0mbdMnySMH47FkjzyyJY1nK9ueUhkBYSoy3+WilIoyWwyIH33fasp5Y51oUyuq0mrDqIm1dsx6+WrAgq1ihl2sHXbS63U46swYMsQtpRZyCMZGFZouDr+H7nsgI7B8rUBZ2Gun48nFAOuJ0ya5NTxgGrUWOXGyFIQ8tZZ50VqKcnh5bi0YWrcdfi1zHtua2YsupDXL1mPy5/eRiXvwxc/TrQv60xpE3Zwo3Yh3Hliv24cugjTHnqPdz6xEY8tGANnnh2WeCZNuU9ffp0fO1rX1P5PPzwwzF+/Hg/jgFSjEuI0u9T0y7OQJlEK8doAPNhK0kY/x38eP616OcXEUbcne0t/1bVsUBaWJK29rtAWhePSUsLmRrS2PnptpqzeBVuWfYuLl36GcblnKWnBoB/DORxWzFPrRJMpUk3AgI2zToFR5nAlQDSgqLFt5yp6/3HK+gjyHnwB8eqRqudKg/XLZfE5UYXogaaAPhY6mzB0GLMX/w8Zi97GfeveAP3rHkbd23Yhjvf2ok739mNu7Z9gLt37sU9u/binh0f4J6tu3HP2ztx7xvbcN8rb2PGqtfx6LKXVBoLFi5O3Sbo6tRbGjHPPFfuz4iyHzKvm+eWd9PtKAxg3ncDBL1rbjredyOMTm9oSCDNL4sukAMxbavV5SCQFpScrf4mkFZVSGvBYrgmpJmCYP7C5aVyW5l5q9y5VUGH1i5S1q96l5tmOKtQ0ZYz92b/8TUwfBjS0H88an90qQIf7Zbzy9gOChp46OZsNDDfT6v9ipauWVrTCGq0rtHKVm/FdC1qKS1pCuy8MWQsN382pzc2jcDXKIynrO1l387yPOaYY1TZsdzamQ95dnP7kkCaVYK27GKFIc3fzimwpZUHZcHtnOr2zfTC2Vb3zxrXz5O2KtRvM2V7Hq+li8v9RM335ubr3jNrli2kAltMhbb6cssiCtJMIVgWt5WZp0qdhyCN1hWvXrX1LARcDaVHwKXJ0P04vua4OKMhzQYFwWu0Po0cOVLlj7Azbdq0jlPWM2bMAMensYwJmX19fUE3J8f+aUAjMCmwCvY1VT9mGMMypuvOAbPwGL+gSzUqjNO+g2Vfhjb/1a9+VZUby7AM+ZE8NAfWBNIaStSmBqgopDkQNWquAzYmrDguPue6D2YMbweTepdgM+NGAZntevi5tjD6WoP34V6igY3bmbb//rZN5FkOSSDNFIRJ3Fa/3Po+Llr8PC5d8kLT3VZmXipzHuFOU+7OLJBWB2hktONRc81uYUjjd+XuDMGiU74+KMybN8+DGyrrTremmO5agiffrzJtyrPGNUeJ63IRSGtueepybfdRIK2pDNYwsYpCmoYVB2zqIC0MKe4G6HXhbNa0PHFda5gPhzqfSY4pII157OuLnEShICzm/kCEqzQtpCURJvyVTWsCBXqS8BLGXUw1NMtw1ilHopYW0myA5o4788ahBcLQwnYUOHHAGx8VUPAOpP1wxgxoVxfdhFWxpNBVy7XU2F55HBgYkDYbqP8glAikBcujKrJLIK0hVzU1QFdCmgkp2mrUN7UnFmy0RS1PXJvLMjmwOZCm3SM82uMGrWI63wO7TRdt/Mbt5jv68dNb0pIIJYG0bII84Oaky+3IU/zZnAqsLC43DXGuCOG4M7M91Wqc3RmaQOBCmw7nLMExy1sRP1jHY/H7td/H77puLoJa1SxOs2fP9ly4LJMzzzxTQC0C1ATSsvXtYJ8qXxoCaU1lsIaJdTWkqXFarkUpCkxMSOG5DpclbjitAWXB892Mdfdtljx9LSpu2NKnw5tHFTcC1GLuiSWtfAJTC/QiBSefpZ9rHunS1APt6RK0LggbodDNdPKez1s5r+WLTI85dwy+8MUvKMj9+h9/HbcuvrXlz0y7rmE7ws9ZPcdrGwJp5ZUXefpYkbKmIcF0QYCuhDQHjmp1A+sTuztrGeOaoKTOG4wdqwtvukXtcQmPdgubGTfC2hYDaARIgbTyCt0iBacN0ugK1IvUektWFABkNmVDOEn1gye2n5n9Jnh+zlPn4Ctf/4oCtd8Z8Tv40T0/Us+9YccE3PDeJejfcXkh+SjiXZM+4+63/AWABdLKKy9s/SbptSJlTRcwWMNX7E5IU64/w4KlxmAZ3ym0FbAEYcwRVCE4ShU3KOSVVS4wgN+9H/lsP741LvNiSy+shCwwptKrRVjX3PgCaeUVukUKzjCkcd0zDWinnnqqZ0lJKvSbHa5bVSFcAAAgAElEQVQoSKM8mLRpEv707//UAbUv/zYuWvbfcO1b3/E+123+Afp3X981sCaQVl4Z0ax+VqSsaUgwXRCgopBWP36rbgyXgis9JicEaLGQNgBnYH2WuKF8RQGVFdIax6UVzW4NNMej1UIzOwl+ofvulkLhtFoBaRQcerxTpBB5cBxGWrY5Oq3fF4gPjnOWetBp1UaOw4NtsuREvkcL81Ok4DQhjUtS6DIP7yKQuxwS1Lv3DBX2NPQPDSm3Y1LLT7PCnT54Or438esenJmgNmXLP5cT0pQMjP9hlrZ8BNJ8meS1zRb2+3Y8o0hZ0wUM1vAVKwppvsUprZDp2PAtELjhsmgvpDkK2BNKhlLmtf7TajChzQtXMQEZ9V5FCk4NaXpZClrRGu0iEJXv2OuhOlZhbdf6T3NB0QZp/o+b8I8Op30Hf6A0HipgypZg3ElvjLJC2nWb/tYCafH5UmNejR8mefIVFZfW87oyafTjVY/LjZi4JJAmkNaQOiRAqhIQSAu7AuW7RaE4iqlUkDb0IMaNHIlxD1IomufVF5I2sGk1pH3w+Tas+GAmXvxwDla8NuRtm0RAa9kuAjYgC9U14bxWG4lx/bS2hiHNgaii1kuctC7o6vStab2hPtUoXyYIukMvoqzudfLKgT8fzPgsi6cgPORDpcO4fljrkApa+UePwqjR9rGvAmnVlz+tljWpCKYLAguk1Qm5kICU+56CKRWkBRR4P04bOdJwiYasbl1gTWul4CSc+cDxHUza8B3851O+qmZytnSR2kAdu8rPdo31a1yvH5PmgEud1UgBxxhM1H3cOswgQh5Y4p4+9RuBctJl9g/X/gE4ySBsmdZL8tTlS+fHPSpYilvX0AxvyRfd0XXPYLhGadZZ5zXwhUHQLyMT0vSaclVZJ8/246gbr7VS1nQBc6V+RYE0U8DJuUWR+AK4vZCmxwD6R8+9qRS0tqoNQY1PkzFpqYWBLcKuA29bwePq9f8Nd874eWsnCah69etbj33z6t2E7wyQZsKPthrlWS/x7FuPxfgX/zJQXuOe+a/4nS//tnLH/u2EsNszAh6VHHKsbc47Jx83luydghazenh0+ryZFsP4Y16TQZqur24EmSq/s0CaTVK27ppAmoBZLJiZAry9kOZbx+jiGjnuwRhA6MdpdIEpV2j13Q9UCK0SnMv33BeADm0d4vHhFwZj6qAJ5W6AF98xtt6NsEktaRpC1PivJq2X+Nvn/C9cv+1cXL/1J7h++/mqb/Ve2OtNrjjmhGNwxYYr3D4XB2n+jyNnpnkyUEv0TmFrm00GMow52ztgeRNIqzKENXq3Vsma1mFOZ6cskGYTUHLNCm5lgTRnDFrcRAGBtGaJpbCrs52QFlvvGSDNtsyOby0yIMkmDxTEBN2IcXHp7vzyv/mygjUefzzzx0jq7nTC+WPFzB9OdecJ8sV8+mPWLO8ZBjR3OzttGQscQ2PlTHenDtdI6cv9JvygMa3KLT4XSGuWdE2WTqUgLdkrNycUG6oIl+YIF73GVuQK9YYC9spczehzrWs8N9yb4u5sThtnKr9e8Rjo2jThjOfXvTkav170RGv7QKN6N5WRETapJc1ZesaAHzUGy/hOOLNAjwNGenyWCzkJ4nJNtW/+zTc9q9pfnHMC/nFUEPTqoMvLQ8iSljVfzGcIrMxnKkucaUGzAWrMHsQCac2RiZ6cM9t4Sc4F0ponX5OkJJCWpJQsYQTSmieMGq5MbihgX3hxRmcNtdP6FSg4s/z0+CXfNeqHb15+y5hmKwTn/Pnz8aUvfQmcJHDNa9/1QG3KW3/RelcnFVKCevfqwgjrQ5rjltMWHX0MWJEUXOl2EwI0D5AiQCpj3H+4/m/wv/2WfqZ/9PNljkezrWsYB4/x6zjGWfuSrpeoLYB+fn1rHCHt6cXzcPvLZ+OqdX+u2sz0V/6XuubVVUlgQ/KTTSa2QtZYVKxccktAIC1jUxBIy9bBbYKxIaSJUG9osWq24Lzjjjs8iw/XQOMEAr0Ex/pNLzXMj62ei7rmQ5oPD6a1qAzn4xaOC2wpxcVwW54vBZUhi5zVUpa93O566w7ctOE0D+i1BZbXiqp/eU7zZLOtLJstazKq4K6JJpCWsaoF0ponCATS8pdlMwXnpEmTPEDr7++v6yFlb/udAGkEsuu2XYeRp/s7ZfCc11oOa00GMzO/t731szpA06D2yPO3CqhV4AdnM2VNnXCRC3UlIJBWVyTJLpRdUdl+AZX1Wpkgbd7KeWpbISr6Mn9mr5kdUHjNEpznnHOOAjS6OR944AFrZyh72+8USNNw88PpPwQ3aKc7lhu208qm73Xacdpb50dC2oxV1wTabFnlkeQr/kdjs2SNVbjIxboSEEirK5JkF8qsqMb2+ONcKPhH9BpLJQz2YoSx3YwepxMI4/7aG+wd4VlUgvcH0TtiBHoHh5AkjCP0GKcHYy2/JMsEaZ2i4Kdvnh5QeHkF5759+/CDH/xA1fcRRxwBjkeL+itz22db65Q6NAFswksTcPR/OVqV/xe++AV8/6rvdySo/eKtayMhbc5zwTYrMBQPQ2Utn7yyJkquyHV7CQik2cul4dWyKioFaD1jDQVOODJAjZA2oheDFlgKCAUFcxqqfChTYXQaScKo54xFjwJDnV5QOAmkpR8D1ExI27Nnj7fNEwHtxRdfjG3/ZW37uv12IqRpYPuLc/7C+2H0jdHfAGeE6nudcOTEgVvWnVEHarym60eOQfnXaeUhkBYrHpt+UyAtY5GWUlFpeAoDGK9rcIsKE4pDC5lpPQt8H9uj7gWuDTlWNS+OG2ZoSFvQCGoCac1StM2CNALacccdp8Dg6KOPTrQobinbvtF+OxnS2D64hpq5plrfY30dA2qEtGcWLsA9L16Ms+f9Z/XhOa91GoxIfu0wKZCWERoyRhNIy1hwpVRUY3tQ0zBmKK2AsFHWr6A7lC7PnrHBDhkGsCEjbVrrGD5JGP/Z0ZB2zDHHKEho6T6QUeURul6n4CPXowovdRBcKoFLHWhXMo/1yxUEl1kI3o+751jdmgFpbMMEM+aPoLZt27ZEvaGUbT9Uj367C7brTrk+e/ZsjBzpTyo488wzOwpymH+2K+7f2SllLvlM1lcE0hKJyaYFEkjLWJSlVFQGSFHgEKI8UNAuzoyWNB/SfNiKhjQ/jC/4bNccoaAtOQMDA20X6GFI6+vrwZi5tgVAQ4uZxs2YI+gFFhANb6tjphV3z3eL5oU0ujS1m/m73/0uaFFL+lfKtl8xSNP95qyzzoJe7PnYY48F4UffK/ORm6pT9rCNpclnp42nTfNuVQkrkJZUUjYnnEBaxnIspaKKAjDzunkeo9jCAOZ9N0DQu+am4303wviCqRMhrQ+jFFwRnEILnao1p0LXIkBN76fouTrD0GZa6+LuGenngbRnn30WHHtGJXryySeDkwbS/JWy7ce0Zb8NJrMUlC38tGnT8LWvfU3V1+GHH44rr7wyFfi0432yQFonjqdtR9m2+5kCaWmkZf6wAmkZy7Csiqpe0LkWtZSWtCHCnDeGjIDlz+b0xp0lCeMpzw6EtLmj0DN1ohoPRNDS5xq2nC106Na0LRBquiyD901oU+ejx6Bvag9qfX2Iu6efy2NWSHvkkUfULgIENLrQsvyVte23W3m18vnz5s3DiSee6FnGTzrpJERuo+b1ufZBaWpIi/rxyOt6CEdUmND7ej8W3euB700eT9vKOi9r2gJpWaRm9jgCaRnLrsyKikLJc3NyVqUGNAotBVbB8VIqrBnGEG46HQfMQrM8Qy7VqDCOsOk0SAu5HWk5C7gsfdej3t8x6NIM3/dBTYOYGrfW5wwK19f00XYvL6SZuwhMnDgxY8uHmlxQVgVS9Xxx9wft/qR17e677y6lVS01pFmt7yHIjJBd7RxPW/X2Zns/gbTMojNTRIG0TMUmisrWebNeK+WYtMC+jBpq49ybIagzXJPOXodGXNO96Ybz9lSMu2ekmdaSRijTwH3LLbdkbPVOtDL/QMnaBjspHsFMT7YhsBHcypb/vJAW+KGpf0BmtKS1cjxt2cq9iPwIpOUSn6kjC6SlLjJRVM0UBE8ueRT/36Rv44e3/gGmzBuLXy96oq0KR08c0BYt03rFa2GXp3/fcW8GZ2m61jQFXr4lzdnI2oC2wPg2cxKBnkFqhHVBLQ2k/eQnP1GAFreLQJpuIJAWsvCE3G3N7B9RadHVeeqpp3rgTVcoXaJR4Yu+nhrSogDMvG6ex5R5wL1pLg1kWOuShPHLLNoL4Idpf5soKi8CaWmkZf6wAmkZy1AUVX6hNG/ZvZjyxl8HFr4ceO17eHpx+5SNA2kRVjETtlyLl7ZO8egDmjkeLbg0hwd1AUtdCMLi7qWAtPAuApww0Iw/afv5236zFOrkyZPByQRsf5xJyUkGzUo7TzqpIW1oCJ04njZPGXVqXIG0ZkjR5GkIpCUvq0BIUVT5FdXN6/8pAGh6I+Y71pzXNkWjLWkeTBkuxjJda2RJ45IaXFpDK+9GuwgEGneDL9L287f9ZipoLsvB5Tn0DwYu28H0aaV+bPmd6tPM5yVJKwukMd2Am7MDxtMmKYuqhRFIayAgm3xbIC1jgYqiyqeo6NbUUBY+3rThNIG0BnAYB2lclFaP80u6i0CabiBtP1/bb5XS5mxdDWocQmD2qxs3nKKgrVXPDqebFdLC6cj38rU1gbQ00jJ/WIG0jGUoiiqf8OA2Mde9OTqgSLRSufXVHwmkZYQ0tktzF4E0i9Qm7QrS9vO1/VaCB92d3/r+0dZ+Rct1nmc/s2QJFqxYgSfXrsWvNm7E3M2b8ejOnZj90UeYuW8fZh04gJmff46ZBw/iwc8/x5179+KuvXvxEK/x3r59KizjMC7TYFpM89mlS3PlLc97Sdx07VkgLamkbE44gbSM5SiKKl3HtgnC218+26pMHnn+1rYJ7E52d9KlqRep7e3tTbWLQJpuIG0/f9u39YdmXbv55TOt/Yo/gtKO93xm+XI8sX49HtuyBQ/v3YuZ+/fjIQAPGp8HDgL37gfuOwDcfxCYMRy8r8POMOLoa0yLaRL05m7divnr14PPbFZZSDrNb6sCaWmkZf6wAmkZy1AUVf7OT5fnbWt/7CuU10dhxqpr2iqgOxXS7rzzTg/QfvCDH6TeRSBNN5C2n7/ttxIeaInWVunwkePUGj372SVLlIVrzvbtCqA0UPFICJsJ4BEAjwKYB+AZAPPd7wQ0hiG0Ed5mwfk87B4Z14Q8fc7rOr3HDhzAYzt24IlXXwXz0ii/cr/Y9iiQlkZa5g8rkJaxDEVRNU8wnPxPf43f/9YR+OmE89sukDsR0iZMmIAvfvGLajwSl9to9Z+0/ea1/VYAxkMrp1gh7V8ePz52TbVnFy5UlqzZH3wQsJSZIEXoIojd/aljLXsdwAcA3gXA8zUAFrkQR8vavZ854RnngUPOh+ezXVjjOdMkoM1xP3Nd8HuS6Xz4IeZv2IChRYvaLhtaUVedmKZAWqslbDB9gbRgeST+JoqqeYqKrjkOeC7jopxlF6LnnnuuN1g8zy4CiRs+ZCHnsrcJjvcMW9OuWvtd/NtvOEt1sL+Ft5R6euVKPLJrVwDOtAVNQxqBih/CF8FqI4BPAHzsHj8E8CaArQB2AngHwAuG5Yzp8EMrHD/ausbnzCDAHXTA7zEAz7lhCG+8/8j77+PpVasE1GLWhyuqXQqkpZGW+cMKpGUsQ4E0gbSihGLUc8zZfNddd13Glpw+mrT95rX9qLptxnWO7bzvxcvUEAKORaPFVa+pxi2lpk+frqDniXXr6tyaGtD0kXBFlyQhjeC02QUzQhnD8PtHAIbguDoXuFa1JwBM3+PAmenqJJDRLarBjPf0fQWDhxwrHC1u/Kj7Bw6o8XHNKBtJI3sbFkhLLzPzxBBIy1h6oqiyd/KwgNSwwWP4nny3l7O2PnJboCuvvFLtp5mxKaeOJm3fXied0Fa5NIZeU41t5/I77sBDw8NWCxrhS1u/9JFQRQCja/NVALftAqZtd8al7XFdn78CcNenjkuUY9PoxqTljOkRwHi+DsBa163J77xuTjrQz1PA5oIh4ZB55USGTijrquZRIC21yMwVQSAtY/FxaQM2VvnkL4Ozzz5buex4lPKML88NGzbgr/7qr1R5ffnLX8YDDzygyqwVS21EdQ3WUVUVULe81+mnn46jjzsOv3z/fSugaUjSRw1Y/M5zQtgtO4Db9zpuS4KWdn9uN6CMIEaXKKGMEHbPZ85kg1UANrgWuG0u9C0H8Lgbl65Q/WweCWt67BqX9Fggrs+29UH2f/krrgQE0oora3lSRAnozb+LGlMVkY3SXzZ3EeBaaM3cRSDNywukda4lzYTQu15/vQ7QTDDS5wQkntPtSHii65HAtILjE91JA7sA7AZA4KLrk2EJZIQuWtjoCl3qxqVFjB+6QnmNUEeQ42evmwatcbTa6TzwmTofHLM2Z9eutkGKWYbdeC6QlkZa5g8rkJa/DCWFnCUgkNa4ACkY9S4CPT09ynrWOFZrQgikVQPSZu3b57kgNQyZR4IRrV+8RkvYe+7MTcIXP0tclyctYE+5YEb3Jl2gv9jtxGN8hiN8EcIIc5xUQHB7351c8DKALQaoEdw4jo0WO+ZB50mDGgHv4c8+E0hr0yQCgbTWyNWoVAXSokpGrhdWAgJp8UW9fv36lu8iEJ+D4F2BNB/S1Kbg3GPS/YzoHfThYbAXI4x71jCuojX3rAykMTSI3hEj0DsY3NcyfRg/z9r68/D+/QqENASZRwKRHtRPQCNgcRyaBjSOM6MljOuk0VrG73R98kMwY3ydBtPRVjMCG8/pHuX1X37oWNVogeMzeH/qO87kA1rrzDzpc16ftX+/X85tghVdjt12FEgLysNWf+tqSNv8+WYs/3S5fNpQBm/u57ww508gTZdE/TG8i8C+ffvqAxV8RSDNAR4FaD1jDVggUNXgARQhbUQvBhtBhIK5HoxV4XwoU8pfp5E3jCUP97lLXmj4MY+0YhGGNKDRXfkiAI4l4xIbtIJxyQ26OHmPgMUxaYQvbQEjhPFDWKP7kxYwzv7kOmq0uBHQCHScgMC11mhBG9zqLPERHpNm5o35Yt67DY7K8r4CacUK3K6GNALaQIM9EuX+QEvK6KlP6CBx/gTSdEkEj/Pnz8eXvvQlZaXhzNcyABpzKJA2hCENT2H44XUNblFhQnFoRfPAbsixmHnfx/aoe7nDhJ5JhX/TbmDW8LDVWsXxXxxzptdAI4QRxrj2GWGKMzy56CzhiUc9rux510JGOKNVjGPW6Mqke5NAx3Acs0YLHMMQ6vhhOnRxcg22OEBjON6fuksgrV3QJpAWlNOt/iaQJpDWEghrBLcmpE2aNEmBCBezlT+nBO644w4P0M4555xSFYtA2hCGxvagpmHMAkBKgSrrl+8K1e7OnrFB12MYwMy0aa1j+LxhbAp9cA9w56fD4CB901Klz2n5IoDR+qXHpNGK9op7jQP46f6882MnDMed0bpGAOP1l4xxZhy3xhmhDMsxaz/f5YThswiEtKhpC5x+vu3IvE7fO4z+9wTSbHVaxDWBtGLFsUCaQFpjSFszBj21UehrYlmZkEYgoQKjtUj+gP7+fm+MEwG2bH8CafWQRojSEFbTLs6MljQf0saip+a4QaMhLUmYIBRqRT7tQ+CmHYdw12fD4BZMdCPqGZR0URKaaO0icHEbKJ5zPBktbG+7FjWCF2GKcWldI6BxXBqvMw1a3miFo5uU1wlpHMNG6KPVjW5QDWcMbwMz3mf6TwO442Ng6vZhDOwQSNP1WPRRIK1YiSyQ5oHHRIwZ7fzq7Zk60QIufRhlDAIeNTeNGzBrXD9PngIYPQYTvTy7eZg7ylcQtvvh8N73ZPmaOLUHdWWiwE1bCXowZk19eTAe820rK4E0e0enNVHXNeG1jH8CaQ3cnTkhzQMyw1rnXXOtdv9/e+ceI8WVpfla7XbvjtQaS9ZqpzUjrUZqr8Tsqv/aXXZG6p4x7RktUkutlvYPZO+stqWWemetksZjU4B52w3YxuAqTBm77W6vbTADfmOwwTZtsqqgeFa1wbxp8zKPMmDAYBtDQ36rLyJu5s3IiHzUzYyKzPhKSmVmRJyIm+eee86vzn0VvtdyTUymj5m0pZ/dxBOnb+HZywCzXcyacY9NwhLhiO+EJ0ISvzPjRWAjuJnuSZ7jNQbm2B3KezETx0EN7OokqHEsGicYmEkCzMgR5gykmWeZZxMKVwHoAzAA4KlzwKITeXSfuaXuzpg6TQLYBGnJemVBmgcsPqxMWOtDURmQXPSPF2GD10eDSXk3XyNl40BoNFmuWssV9VspW/z9HoyF4ZDgeNcETLir/SCtWRNOfvy/fuwB2rf/zbfRvaY7tRNa1p9ZD25EPxavNcNrUjNgvHziQDADs05I88a3BRmzXI6ZseJszsLYNK/r1EwuqO+auMD95AVg6dmb6D59C48ezePxoz5YcZFZZsvMWmccJ0ZgMtBmoIxjw/jZwBWzcMy0cRYoQexcsJcnl+4gpHGyAZff4GduxM5JAgQ+3of35jMIgXzx2cy0cXoR7/vIIWDBJ8DjJ/N4YgTq7hSkJUtKY/g0QVohq0QA8sGlDNI84LAyWEHmquy6kntZWS4bYOqRLYPDMKSVwlI5IIavt77X+pt4XWdnRGbRuldZd6gBuzAIFmVaOZPW6Aknj599HH9x1194gPZHt/0R7nv/vsr6jrKzjBx76ZOXUgNphB9mtEzm03s3gMYgGjMmrdAdagVa+z4+mIVmeYaeVfs10V2dXtkvAUs+y2PxyZt47Fge8w7mMXdvHvP3+xksbo7OGZ2/DQbrv/wHP1vGjJkBNwIUAcsAHIGNMzf5zu5PyptN180kBB578lM/E0cw4/0IZsy8MWNGSGSWbeUt4KE9wOyP8nj4APDIJ8DCkxCkWXYTB+DNPK5MWrLEJkgrCW7RkOZligJQMVmjTnblVYOXiz1wkTXQaAeBYjavBz0BHN0ddCt619VQJsJcbeWqDQLte/HenZ0dQfeoIK0aOD9y7BH8+X/5cy/Q3/7vb8eD2x8UoJW0ySLYU5dpg7RmBsNm35uZtCXngcWn8h6kzT/kQ9rMoTym7gBm7AAWHfW7KNl9yaUymGFjlyjHlRGqCGMELYIZXwQuvjj+jAva8sXPvGY94I1947g0ZuDYFcquUWbVCHK8N+/52CFg+jZgyjZg+hAwazc8SGMmzUBaLWPS1u1aNybZ3rHIMCf5TGbS+Y/qN/lvkqWVjD5NkFYSECpDGuHDgFkYTOKCsbluNLJl9/SycMVuRh/SDBAxmMVDUfheNZUrnG0r0VUQPL0yWd2tJZm3+PIok9aD2R/Nxp/8hz/xAO3Pvv9n3vdwPbX097IMaylwjea3CdLiM2P1Qh3HpBHSFp0BHj0OENIe2pvHrOFbHqRNGcyjazMweSCPaYN5PLwHWHbO74pklmw4mADAWZy7ADDzxheBjvA1CGBbcIwAxgwa9/I8FEwkYIaOy2/0jsC7N58xuZ/PA7o2550hjeAyGhuTTG3t9ItbnMurv2ZrQJBWAh7RkNbjgYgNQ3a2qIpBu8iWlI3PMd2IwTMjgmAxi+VeLt6rJHMXLk8Y0AJItDN/hc92l+/FHrQPpPk2w98Z3f3NOjMTLIr67OrrAjNnlGMmjRm18uAQLVt+XVRdVytXD4xde3UUqp/Kz6itXPxHoEwnns0afVj/cFi25f0DETPhRJDWOEgzmTQDafMOA3M/joC0/jweGACmDubx4A4/uzVndx7z9uex6BiwdAT4zVfAirw/vozLdjDTxhdnezJrtpIzM68BvZ8Bi08AC4Ks3YxhePecujWPyQTC/nxNkFbLEhyCtCi/0LhjgrRm45l/f0GaFRxMJqossETCUSjARMCYH+iiwKpW2dIG5QWvkmAazlSFnsXfNtpyMZiWPCuiLB1WBq1Ej+bacPnM8VJIe/PNNz1Y+elPf5qM1Ts+pTgmzYeVeiec/N3y+8CxZ4QjjkXjmLRyKArrLqJuI3VOHVcrV9DdXbX+ivVVLF+t5YoqL2WLtl9uz4G9VphwIkhrLqTN2QvMHIaXSevakkcXs1oBpDHTNW27D2neOLF9tzD/CPDYcWDxGT8rx+zcM1eBZ78Gnrvmv575EnjqMkAoXHTaZO1ueePfDKRNqxPSaunuFKRZ7TfiH/pim7aui/Up5dcI0hwDSY3igjTPKP3A42UUIrIenjFXywDEwpAZO1YhexArGypXFDSVlKuYqSk0wNh7Vy5X5YycDwFhfZXDbTigFxu6nUnbtGmTByx33nlnjWY7tpcVIc38Hv93lv1+6t6us6Au/sW3/pX3e8ffMz4CzoJ7xsiWPaOiU40pl5fxLMJSwVYq3qvOcrH81cZHlgUOA3bxdiNIaxykhbs7mUkjpBGcOCata9Dvenygr5hJsyHtlw6QtuBQHKQBD7DLc0vlMWm17DhQCmm+TdFnRbehUp9WsQehrJ2MXtYbBhMXc8qeY/yN/16PbDirXVW2JK5E+wpBWjJxSJBWpSHUFcDa5V5lwbPUOTRCJ1mANC9TZE84+Y//zYMzBoq/ve9v4wGt5okd1eolBtKC+m3FCSeCtMZBWlR3ZySk9cPr7pwyCEwNMmmzOOPSAdLmE9I+zntAOG0HMHUrvO5OAlotkFZfd6cPUfVmvKPWfiz3feF/KMw/GtXaZsT58D9m9cSTirJVylQmy99UBLPIjPfFHgjSBGlN10B5RiSi4dTTUHRtRfCwHVyWIM37r/Wv/qoAaB0//GFVPRnA82Rt0KuWnSqxwUqQZmcUwoEmvh3UVK4ypx9xP15jd7fye+G3xZdHkDZ2kMbMWgHSdnP8mj85gOue1friRALubsAlNQwQEtKmNBXSjP3FtIewvXq2abcPIx/x7iJb0lZLZ9zbvrKWz6ZdRhcAk1AAACAASURBVF5b0rbKf0NFWZYx5p92QVrTEcV7gDJpoYYSaeS6pipU1Ku3LECaGQ94+51/6QHat/71t3DXXXU4/1DXDIEtuqum3PH69RETlCKcbs33jghgYVl+r9hd5N3DHs/olzPcfe59t7uLtQRHQ9eIqzeTFoa0WcP+LgK1App93SfgbFK/a3U0kDa6MWnR7cGGFO/zXXcjmSWW2G7trlK7TcS1aft4LbL8zcWsWNFP1yLrP8vWT1FembRkEA0QpAnAGg5gdkOO+5wFSHv87P/Fdzv8xU4JaP9n2Z3eXowl3SgR0OPrLNRF4YFVyNnGyhpHHh2UzASZIkiFnsU2EXvv0LXhcvF7CKxsG/Acvp1Bi2x/frmL5TO/R+uk1bvMRqXrl14sXYIjdkxa0N0ZhrSZu/w10whf3KPz/jXA1PeABzcCMz4EZgav6RuBKeuB58/5a6IZWOPCtdN3AWmBNP5zYbK5cWBi2zI/m+tGIxu+l9/m6gW1oG2U/eNjHa/QHr0yxMkW/EB0mZRJSwbTBGmRQaIYFMoakq5vCNS1B6T5MBHOABEu7F0E/mVhYHAIsgpOMCZD5gFQAyacBM8vgZ6Se0dkvmIhzXR/RJcrnFUrbT/2f+9GPuq3C9IqwVWjzjUS0j4F8NAQsPD3wOLjQPdJoOeU/3riOPDYEf/85A3FTdcvgMt6jD2kRf1DUtmOrfgQ0U5qli2LJbT7CB9Rdp31/MK5aFmWpaTdF6637xEtWw0aBWmCtKZrQGPS7Iaa7Of2gLRonXHNMy5OS3jL1C4CHvhF/9ddCmvReqvlGo1Ja9yYtJpnd9aQSTsF4NEjQNwSHL0XgSfOAHN/B2yyxrDN3wdvWY96x6TVP7uTNufDf/mQgSrZYYJNBIz59uoiG2oHcRmt2Gdb8lGyVbLahfYWIVtLxluQ1nRE8R6Q6Uyaq4ovXboE7mOml5sONm7c6AHN9773vZbQJbdFKTi40H+m4V0EHj74cOy1cffQcSv4hPQrSGscpLmOSbO7O6tBmlknbcEhgFk3dnkyk/bAh6ODtPpmd/pwFpXxLrS1ksxyRDarEiiNWjaUWY7rlox8dnXZ+IxeNdnQ+SATH4ZbQZorQdQmL0irTU+RVxHOGtX1kOX7rFq1yoO07373uy2hz9L1l4pAwV0E/vjf/bH3W+74wR0xuwgUry8EiBCI6Hi8jgRprQlpzKRx705OGDBj0rgbweS++iDt8U9r32A9rp1mon0lkNUWpEViQcMPCtIcVCpIa0zAaAdI63y7s7CLwPd//P2YXQTi4SMTgaMBMCpIa0yb4z+FjcykGfCq9Z37et73LjBta5Jj0tT+GulnBGkO8FCHqCCtDmWFLxWkNSZgtDqk/Xz5z8HZm+xOqbiLQAMgpZFOthXvJUhrTJsjpC39PF+ywbrL7M5a4ez1PLDkCHD/emDa4Ohndy45h6pZ90xn0hLwNYK0MBE057sgzUGvgrTGBIxWhrR7eu/x4IyANnHqRI0/a3JwEKQ1ps0R0p47+1XDIC28BAeX3Xh4EFhjdW9uADB3OzBjKzB7GJi9Z/TrpC079bUgrcltrdo/cYI0B3ioQ1SQVoeywpcK0twDxgcD69C78+d47JO/wYIDf43n9/wjeKwVxuj97Gc/KwDa/fffP6Zlpi0m9Se7d7f7NNj32qE9WHouj0Vn/E3PXTJpUUtwLD4KzP8IePJwcbLAaQDPXnbbcaBnJI81Q3urtjdl0prbvStIS8bjCtIc9Kxg5RasPuzbiCcP/g8P0Ahp5vXUgf9Z1QGPdZD7yU9+4gHat7/9bcyePXvMyytIc7PFsbansXr+ygMnGwJpUbM7f3UV6D0PPHoAePKoP5uT3aKfA+g5Dcz5eHSZtBUHTtXU3gRpgjSH8J4aUUGaQ1UI0twC4+s7egtgZgDNvL+5/ZmaHHHSwe3999/Hj370Iw/QvvOd72DhwoWpKKcgzc0Wk7ajtDxvU18/lu8/hUePAy6ZtChIe+4a8OzXQO8FYMFe4C2r65PXLz5ZP6S9tO80PuzrT0WbS0sdJl2OJH2NQ3huG1FBmkNVCtLcAuPK4XmxkMZzSTufas9bt24dxo8fXwC0X//616kpY5KOU3bvZvfV7Gwszq8eOoyFB28UNj2fugPgNlCTB4AHXBezvQr0cCHbHaUL2XKdtCWna1uC45F9N7Bq6Ehq2ttY1FFanpmkr3EIz20jKkhzqEoFK7dgxWyZyZyF39/e+kKqHDIB7Y477vAAjeu5cbJDWpwmy5Gk45Tdu9l9muzGLsu7W3bi6aERzBm+iYZC2pcA10lbeBSYlgMOWRk1gtoTJwMg3BwAYT8weQswZRswe+gmnto5gnc270xVe7P1lrXPSfoah/DcNqKCNIeqTFOwundccS9EzjS8bWJv0an1TsRthf0ji9eVXJPzA0/vRH9D8LJ75Hox8bbbMLE3B7drSgPc0/v/dxmo8ViaHB+BjGBGnRDU3njjjVSVj7pK0nGmye7TZCftUJZNuRzWDAzh6cFTmLXlG3Q1IpP2JcAdB3pGgF/uBWb0FffvNEt3PH+1mLWb3A/M3HIdy7acwpqBYbBM7aDbdvkNSfoah/DcNqKCNIeqTEuw8gBt3L2WIyNQWaBGSLttInqrOTsP5sbhXu+6IpR5zsXcw/WaUBk4eWD572bgH9f9Z0x+/796n3ksLQ6NXZq33367B2js6mRGLS1ls8uRpONMi93bv1+fGw8y6/u24uW+/ejpH8Hcga8wbfAWpm4Hpg8Bs3YDs4aBqTng/neA6f3AwmPxe3eabaEWngBm7wLuWwf8w0rgFyuAe18D/umDPGbnvkJ33whW9B3A+r5tqWxnsrNk/yF0CM9tIypIc6jKVAQrA08h+MnxuAG3uGtCMsyQ2dm1ku/3jvPOlRzL+Vm1gkwt14SeaZwes1R8me9peOekAE4OYLk4WYCTBtJQrqgyCNIaDylRes7qsfdyW/BW3zBeHDiMZdvOYNHQF1iw+zoe2pPHQ3uABYeB7rPVIW3RaW7Ense8ndcxL3cVi97/DM9sOIpXNu7Ghk2DqW1fWa33qN+dpK9xCM9tIypIc6jKVEDavePQYWAsBoA8YIvo7hx3b2lgCwNYzro3s3W83vWaqEbPY2mDNC6rweU1WC4utxFX7rQcT9JxpsLu42xdx5tuqxtzA1g/sB1vDO7Byp1HsHz3Cbx48Cxe+OQ8Xjh5ES+evYyXzl/B8gtXsPzcZSw/cxHLT5zHiiNn8fLHJ7Bq6DDeGvzIu8fGvoGmlzctbbRdypGkr3EIz20jKkhzqMpUBCsLpOgECFEGeDpMF+coM2lFSLsX4zr8btB4SKvlmlIotJ2WKbN9bKw+c2FaUx4uWDtW5ajnuUk6zlTYvWCsJeyyHhvWtfH+MU26SdLXOITnthEVpDlUZSqCVRyA2cftzxWCWxjACt8tECwcC+5T+F7LNRWebbJWY92laO8iMG3atJYJhEk6zlTYfQVbSlNAU1laAzxUT7XXU5K+xiE8t42oIM2hKtMSrMonDgQZtTozaX63qJk4wMxYcTZnYdwZgS/IquVy9V1TyRGa2ZNjubTFxIkTvQwagXHevPSt01ZJf0k6zrTYfSV96FztQVe6kq7qsYEkfY1DeG4bUUGaQ1WmKVgxo2W66Lx3A2jMOHhgVVx6o3CdfY2VGTPnfTALzfIMdanWfk1lR5g0pK3f8hq4YO4ruxZh3aZX8YMf/MDTHycK9PT0tEwGzTjXJB1nmuze/H69V25f0o/00ygbSNLXOITnthEVpDlUpYJV4xxfkpD28u/mlqzN9sjBv8F/+rt/6y21kaZdBOpxqkk6Ttl94+y+njrWtdJ7GmwgSV/jEJ7bRlSQ5lCVClaNc5pJQdq6wRUlgGZ2Onh49w/x8uvPt1wGzTjtJB2n7L5xdm/qT+/SaavYQJK+xiE8t42oIM2hKhWsGudYk4K0SvuFrtlWuhdn2nZx8J04u5/NuMGi/pN0nLL7ot5bJbCqnKqzRtlAkr7GITy3jaggzaEqFawa5/jSAGncS9Q4svLJGGO8i4M3ZpATNTi2UJBm6knvjWuD0qV0WYsNCNIcoGEUooK0USjNiAjSKju1DzdvxsadO/He3r145+hRrP30U7x1/jzeuHoVr167htdu3MCrf/gDXr15Ey9evYoXrlzB6hs38AqP8dy1a961lKEs78F78Z6btmwpAFUtjsVcs/BXMyO7Oxcd+e/4bf8G/55xS5bwuFk4OO6a0NIQhSVKrIkZhZmytezQEFyT8/ZOJZwV16Mzv4nvSTpO2X1lu7frRZ+lq3azgSR9jYm1WX4XpDnUvoJVuQP+cOtWbDhwAG+fPo3Xr1zBq9ev4xUAq63XP98EVlwHXr4BrLwJrMqXnjfXrrJkzDHei/ck6K09cwbrDxwAn1mLI+S6Z1xe4y/v+dMSUCOglXR1Wmu+xd43ZsZss3ZxKJZDkFbURbn96Zx0Ihtorg0I0hygYRSigrRRKM2ICNJ8Z7Bp82Yvw7VmZMQDKANUfCeEvQrgTQBvAVgH4EMA64PvBDReQ2gjvL0G//V68E5ZG/LMZx4393v7xg28fe4cNuzbB5Ylykl3dnYWlij5xS9+AS7B8erOHrCL84OB0KbpIUgrWd7ELFsyykzaaHdxKP4mQVpRF80NRnqO9CsbKLcBQZohgGTeBWkOes46pG3q6/MyWW9cvlySKbNBitBFEHvpaz9bdhjAZQCnAPDzbgD9AcQxs7biG/96yvzzLf/Fz28EsMbPvCcBbU3wWhuA33u8zxdfYP3Bg8j19xdg7Z577ikAWk27CMQBmH3c/hzq4rQde2x3pwWCtVxTvKcgraiL8gCicwnqZHUXxkfsCTypu1iG1V3jC22vo2MSuiu0FdVdUW9p1oUgzQEaRiEqSBuF0oxIliHtg1278OaFCyVwZjJoBtIIVHwRvghWRwF8BeDL4P0LAL8HcAbAeQAnAeywMme8D1/MwvFlsmt8zioC3E0f/N4GsC24hvDG829+/jk+GBqCvYvAwoULC+BWzQmWTxwY410cCsFNkFat7nQ+oWDvQVoIvOxj3ZNgg5kHbJO6a26DqseE6rHgW2p7niDNEEAy74I0Bz1nFdI27N9f1q1pAM28E67YJUlIIzh9GoAZoYzX8PtVADn4XZ0bg6zaBgC/vuTDmd3VSSBjt6gBM54z5z0YvOVn4Zhx44vnXrh0CT/8+78HdxFYtmxZ3cGhpJuTGQPT1UmnxkxaRBah5JrA+dn3qX2HhvKdHvygJUhT8K4tmDZdTzaQFQL9anSNH4+u1RFljLw+4rrCvXSu6XU4Cl0L0hygYRSigrRRKM2IZBHSCGiv5PORGTTCl8l+mXdCFQGMXZv7ADx7AVg24o9LuxR0fb4D4MWv/S5Rjk1jNyYzZ7wfAYyf9wPYG3Rr8juP25MOzPM8YAvAkHC48sYNvDgKR5RG51ipTEk6zizafSXdZ/ZcFHRFHQvanzJp7QGdSfoaE2uz/C5Ic6j9rAWrjbt2eUtmmGyZ/W4gybwbwOJ3fiaEPX0OeP6K321J0DLdnyMWlBHE2CVKKCOELf/Gn2wwBOBgkIE7G0DfVgDvBrLsCjXP5jthzYxd45IeG4eG6s6ktVLwTdJxZs3uW8kOEi2rB2TlewLbY9K88njdnrwu1DWagX+eEq2PhPSZpK9xCM9tIypIc6jKrAWrt8+fL8ug2WBkPhOQ+JndjoQndj0SmHYCOBZMGrgA4CIAAhe7PnktgYzQxQwbu0K3BLLMiPHFrlAeI9QR5Pi6EtyD2Thm7UwZ+ExTDo5ZW3PhgiDNwdZt0azZfTsG2ob8plDWrHtSB8Z3rY5tZzzfoTFpsfppSJ0kAGqCNNsbNv+zIM1Bx1kLVq9du1bogjQwZL8TjJj94jFmwj4LZm4SvvjaHHR5MgP2fgBm7N5kF+hzF305yvM6whchjDDHSQUEt8+DyQV7AJy2QI3gxnFszNixDKZMBtQIeK9/803LO8dKTjxJx5k1u6+k90yfC0FaLsfxaB0oy6QZcGBGTZDW8n4oSV/jEJ7bRlSQ5lCVWQtWr1+/7oGQgSD7nUBkBvUT0AhYHIdmAI3jzJgJ4zppzJbxO7s++SKYUd7cg/cxWTMCGz+ze5THf/OFn1VjBo7P4PklJ/3JB8zW2WUyn3n8tevXW945VgKCJB1n1uy+kt4zfa4M0nLIWTM6vTFo47uw2oM0H+AqZdoyrUsDsi3wnqSvcQjPbSMqSHOoyqwFq5eDJS8M/NjvzGIRhgygsbvydwA4loxLbDALxiU32MXJcwQsjkkjfJkMGCGML8Iauz+ZAePsT66jxowbAY1AxwkIXGuNGbTeM/4SH+ExaXbZWC6WvZ2DQJKOM2t238524/TboiAtyKaZjJnXxWlmQSuL1hY+KElf4xCe20ZUkOZQlVkLVksvAq/l85HZKo7/4pgzswYaIYwwxrXPCFOc4clFZwlPfDfjyrYHGTLCGbNiHLPGrkx2bxLoeB3HrDEDx2sIdXzxPuzi5BpslQCN1/H8kguCNAdTLxHNmt07gUwLZEb0+9pj1mVS9ShIK3GHTf8iSHNQcdaCVe8l4IWv8+AgfTtTZT4z80UAY/bLjEljFu3j4BgH8LP784Uv/Ws47ozZNQIYj39kjTPjuDXOCOW1HLP2qwv+NXwWgZAZNZOBM8+PemdZf30lj+7PBGkOpl4imjW7Tyr46TmCpVawAUFaiTts+hdBmoOKsxasln0BLD13Cy9+kwe3YGI3oplByS5KQhOzXQQubgPFzxxPxgzbiSCjRvAiTFGW2TUCGsel8Tjvwcwbs3DsJuVxQhrHsBH6mHVjN6iBM14fBWY8z/t/AOD/fQksGcmj55wgzcHUS0SzZvetEDhVRgFeUjYgSCtxh03/IkhzUHHWghUzaUs/u4knTt/Cs5cBZruYNeMem4QlwhHfCU+EJH5nxovARnAz3ZM8x2sMzLE7lPdiJo6zPtnVSVDjWDROMDCTBJiRI8wZSDPPMs8mFK4C0AdgAMBT54BFJ/LoPnNL3Z0Odh4WzZrdJxX89ByBVivYgCAt7BGb+12Q5qDfrAWrJy8AS8/eRPfpW3j0aB6PH/XBiovMMltm1jrjODECk4E2A2UcG8bPBq6YhWOmjbNACWLngr08uXQHIY2TDbj8Bj9zI3ZOEiDw8T68N59BCOSLz2amjdtO8b6PHAIWfAI8fjKPJ0ag7k4HOw+LZs3uWyFwqowCvKRsQJAW9ojN/S5Ic9Bv1oIVM2lLPstj8cmbeOxYHvMO5jF3bx7z9/sZLG6Ozhmdvw0G67/8Bz9bxoyZATcCFAHLAByBjTM3+c7uT8qbTdfNJAQee/JTPxNHMOP9CGbMvDFjRkhklm3lLeChPcDsj/J4+ADwyCfAwpMQpDnYeJRo1uw+qeCn5wi0WsEGBGlRXrF5xwRpDrrNWrBiJm3JeWDxqbwHafMP+ZA2cyiPqTuAGTuARUf9Lkp2X3KpDGbY2CXKcWWEKsIYQYtgxheBiy+OP+OCtnzxM69ZD3hj3zgujRk4doWya5RZNYIc7817PnYImL4NmLINmD4EzNoND9KYSTOQpjFpDoYeEs2a3bdC4FQZBXhJ2YAgLeQQm/xVkOag4KwFKy+Tdh5YdAZ49DhASHtobx6zhm95kDZlMI+uzcDkgTymDebx8B5g2Tm/K5JZsuFgAgBnce4CwMwbXwQ6wtcggG3BMQIYM2jcy/NQMJGAGTouv9E7Au/efMbkfj4P6NqcF6Q52HI9olmz+6SCn54j0GoFGxCk1eMt3a8VpDnoMGvBymTSDKTNOwzM/TgC0vrzeGAAmDqYx4M7/OzWnN15zNufx6JjwNIR4DdfASvy/vgyLtvBTBtfnO3JrNlKzsy8BvR+Biw6nseCIGs3YxjePaduzWMygbA/XxOkaQkOB0MPiWbN7lshcKqMArykbECQFnKITf4qSHNQcNaCVRSkzdkLzByGl0nr2pJHF7NaAaQx0zVtuw9p3jixfbcw/wjw2HFg8Rm/65TZuWeuAs9+DTx3zX898yXw1GWAz1t02mTtbnnj3wykTasT0tTd6WDoIdGs2X1SwU/PEWi1gg0I0kIOsclfBWkOCs5asAp3dzKTRkgjOHFMWteg3/X4QF8xk2ZD2i8dIG3BoThIAx5gl+eWymPStOOAg6GHRLNm960QOFVGAV5SNiBICznEJn8VpDkoOGvBKi6TVgZp/fC6O6cMAlODTNoszrh0gLT5hLSP8x4QTtsBTN0Kr7uTgFYLpKm708HQQ6JZs/ukgp+eI9BqBRsQpIUcYpO/CtIcFJy1YFUvpDGzVoC03Ry/5k8O4Lpntb44kYC7G3BJDZO1I6RNEaSVbNacpOPMmt23QuBUGQV4SdlAkr7GITy3jaggzaEqsxasXCFt1rC/i0CtgGZf9wk4m9TvWh0NpGlMmoOhh0SzZvdJBT89R6DVCjYgSAs5xCZ/FaQ5KDhrwWrpRX+wvz2702S3SsakBd2d4UzazF3+mmmEL+7Ref8aYOp7wIMbgRkfAjOD1/SNwJT1wPPn/DXRDKxx4drpuwBBWnkwS9JxZs3uWyFwqozlbUI6aY5OkvQ1DuG5bUQFaQ5VmbVg1UhI+xTAQ0PAwt8Di48D3SeBnlP+64njwGNH/POTNxQ3Xb8ALushSIsKPkk6zqzZfZS+daw5ACC9pl+vSfoah/DcNqKCNIeqzFqwqnl2Zw2ZtFMAHj0CxC3B0XsReOIMMPd3wCZrDNv8ffCW9ah3TJpmdzoYekg0a3YvcEg/OKiOkqsjQVrIITb5qyDNQcFZC1auY9Ls7s5qkGbWSVtwCGDWjV2ezKQ98OHoIE2zOx0MPSSaNbsXACQHANJ1+nUtSAs5xCZ/FaQ5KDhrwSpJSGMmjXt3csKAGZPG3Qgm99UHaY9/qg3WHUw8UjRrdi9wSD84qI6SqyNBWqRbbNpBQZqDarMWrBoJaQa8an3nvp73vQtM26oxaVEBKUnHmTW7j9K3jiUHBdJ1unSdpK9xCM9tIypIc6jKrAWrpZ/nscTaYD12x4EaxqTVCmev54ElR4D71wPTBkc/u3PJOZSsK9Zujj9Jx5k1u283W9HvSRf0tFp9JOlrHMJz24gK0hyqMmvB6rmzXzUM0sJLcHDZjYcHgTVW9+YGAHO3AzO2ArOHgdl7Rr9O2rJTXwvSHGzdFs2a3bdaEFV5BWHNtAFBmu0Nm/9ZkOag46wFq7VDe7D0XB6NWCctagmOxUeB+R8BTx4uThY4DeDZy247DvSM5LFmaK8gzcHWbdGs2X0zA57uLaBqNRsQpNnesPmfBWkOOs5isFp54GRDIC1qduevrgK954FHDwBPHvVnc7Jb9HMAPaeBOR+PLpO24sCptgY0OvkkHWcW7b7VAqnKK/hrlg0k6WscwnPbiArSHKoyi8FqU18/lu8/hUePAy5j0qIg7blrwLNfA70XgAV7gbesrk9ev/hk/ZD20r7T+LCvX5DmYOdh0SzafbMCnu4rmGo1GxCkhT1ic78L0hz0m+VgtXroMBYevFHY9LzebaHiII2g9sxVoIcL2e4oXciW66QtOV3bEhyP7LuBVUNH2h7OjINP0nFm2e6NvvUuuMqqDSTpaxzCc9uICtIcqjLrwerdLTvx9NAI5gzfREMh7UuA66QtPApMywGHrIwaQe2JkwD3BZ28GXiAM0n7gclbgCnbgNlDN/HUzhG8s3lnZgCNwSJJx5l1u89qcNbvFpgm7WscwnPbiArSHKpSwSqHTbkc1gwM4enBU5i15Rt0DQTgNOCD1NTtwPQhYNZuoN4dB3pGgF/uBWb0FffvNEt3PH8VmBw8a3I/MHPLdSzbcgprBoa9MmUtoAjSFECzZvP6vWNj80n6Gofw3DaigjSHqhSklTqJ9X1b8XLffvT0j2DuwFeYNngLNqTNGgam5oD73wGm9wMLj8Xv3Wm2hVp4Api9C7hvHfAPK4FfrADufQ34pw/ymJ37Ct19I1jRdwDr+7ZlKnMWDlBJOk7Zfandh+tC36WfdraBJH2NQ3huG1FBmkNVKljFO+P3clvwVt8wXhw4jGXbzmDR0BdYsPs6HtqTx0N7gAWHge6z1SFt0WluxJ7HvJ3XMS93FYve/wzPbDiKVzbuxoZNg5kGMzsQJOk4Zffxdm/XiT5LT+1oA0n6Gofw3DaigjSHqlSwqs0Jb8wNYP3AdrwxuAcrdx7B8t0n8OLBs3jhk/N44eRFvHj2Ml46fwXLL1zB8nOXsfzMRSw/cR4rjpzFyx+fwKqhw3hr8CPvHhv7BgRmuXK9J+k4Zffl+m/HYKzfpHqOsoEkfY1DeG4bUUGaQ1UqWMmJRTmxsTiWpOOU3cvux8LG9cx02F2SvsYhPLeNqCDNoSoVrNLhNOS8NbtTNqC2KBtIxgYEaQ7QMApRQdoolGZEBGnJOAU53+p6TtJxyu6r14dsVjpqVxtI0teYWJvld0GaQ+0rWMkRp8URJ+k4Zfey+7TYvcqRvC0m6WscwnPbiArSHKpSwSp5ByGnHK3zJB2n7D66DmSb0ksWbCBJX+MQnttGVJDmUJUKVnLKaXHKSTpO2b3sPi12r3Ikb4tJ+hqH8Nw2ooI0h6pUsEreQcgpR+s8Sccpu4+uA9mm9JIFG0jS1ziE57YRFaQ5VKWClZxyWpxyko5Tdi+7T4vdqxzJ22KSvsYhPLeNqCDNoSoVrJJ3EHLK0TpP0nHK7qPrQLYpvWTBBpL0NQ7huW1EBWkOValgJaecFqecpOOU3cvu02L3Kkfytpikr3EIz20jKkhzqEoFq+QdhJxytM6TdJyy++g6kG1KL1mwgSR9jUN4bhtRQZpDVSpY1emUV3dhfEcHOkKvSd32fboxqXB+PLpW2+f0OS4IJOk4L126BD5PL+lANpA9G2D7119yGhCkOeiaDiouaOp4BFB5kDYJ3fYG4aFjd3IliQAABylJREFU3ZM6ML5rta/X7knoGN+F1fb1+hxpc7RF/UkD0oA0IA20lwYEaQ71KUiLALFKEBUCMh9kV6NrfJAxizxf5zMqPb+NzwnSHBqyRKUBaUAaSKkGBGkOFSNIqxOgoiDMPhZkzrommS5RdXfWmpEVpDk0ZIlKA9KANJBSDQjSHCpGkDYaSDMAVnwvjEkjpHV0oOS7ujsjuzfD8CZIc2jIEpUGpAFpIKUaEKQ5VIwgbTSQVhyTVjL+jF2RHqQVz+dynESgbFoYyKK+C9IcGrJEpQFpQBpIqQYEaQ4VI0hzg7RcjuPRrMyZ3fXpjR8TpEUBWdQxQZpDQ5aoNCANSAMp1YAgzaFiBGmukBbOnvnQZmZ3ru4ar9mdNU52EKQ5NGSJSgPSgDSQUg0I0hwqRpDWAEgLsmkdk7qDsVf2Oml212edz6oRbqKyUq14TJDm0JAlKg1IA9JASjUgSHOoGEGawCktQCdIc2jIEpUGpAFpIKUaEKQ5VIwgLRuQtm7XOqw6sCrVr/Vn1mPfN/scrFmi0oA0IA1IA2nTgCDNoUYEadmANAJaz8We1L9eu/qagzVLVBqQBqQBaSBtGhCkOdSIIE2QliZ4E6Q5NGaJSgPSgDSQQg0I0hwqRZAmSBOkOTQgiUoD0oA0IA1U1IAgraJ6Kp/c+enOVI9TSvs4qmrl++3Ab2tabb/Zg/fLujvXTvB2Rhi3ZE55F+juuzGuo7ibQsddd2NOqKt0zpJxnvyEteEu1E5MsGRLz1c6599HmbTK7VVnpQFpQBpoNQ0I0hxqjIO105RJabeyvD/4fiohrbNzHO5eezfGlQEYQWoc7t4dhi/rOwHvrgmYcFcHSiFsDu4uOWbfq9K54r0FaQ6NWaLSgDQgDaRQA4I0h0oRpBUBoRmAmE5I68QED84ITiEg87JooWMlWTQDXmHo6kGPB29W1s3O1lU6Z91fkObQmCUqDUgD0kAKNSBIc6gUQZoFaR6gTECnBQ2u4JZKSFs7Aaabk92W5rP5raYrs6OjXBednR3B9eWQ5sl1dnqZWe/zXXejk92inZ2odM48l++CNIfGLFFpQBqQBlKoAUGaQ6WUQpofeDs6TCC2AMYDl+pjiuyAW/rZRTbI0pixTmVddOFyhr4HGR3+rqjxVaacBAkbWAgknkzw3NKuvR70lIzdis4+pQ/SQnDF3xCnT6M3c57fAwjruRi6z8WeAoh5erNhzYK0qHNG/3wXpDk0ZolKA9KANJBCDQjSHCqlCGk+RE1Y6wdfG1b8IBoOyqbbKwREkVkoF9kg+EdkdezgHvfZy+DUJFvl94S76zxIKYKZyRyFB9inDtJKwNJAaPF3lOvR1J3/bkNr4bMNcSHAL2TeAuCz7apwzrIZQZpDY5aoNCANSAMp1IAgzaFSipBmYMsPxnYw9QJ3GFIigm55gA/u6SIbgqHYZ1iBvngNf0slADG/OcjUFbJE1vHgvnZ3XfH+1nUxXaVpg7So38FjZfVd0KeBd+u3eucMvNnHQ6Dr6cTov9K54j0EaQ6NWaLSgDQgDaRQA4I0h0qpFdLs4O59tsYbRUJLIcgXu8F4Xb2yfpfiBNwdLPngZW8qwFRJWQJwqi4bB3M+oPgZo/LxWfazbP3Yx9MFaVFgZbqSg98XwHchS9YRnsFpgCrmXiWZOgNogUylc4G9CNIcGrNEpQFpQBpIoQYEaQ6VUi+kVRtTZAOK+WwAZjSyZtxXMdMTAwcWFJrn1iwbzvRF3cuDlxhQq3AuXZBmACu974I0h8YsUWlAGpAGUqgBQZpDpdQKad7yCnHjjaKgxj4WZGeKoNWDqPFIBbiyZYNsmD3jstGyvF/ZpAC7DN7nmGxbBUDj7xGk1QeEgjSHxixRaUAakAZSqAFBmkOl1AxpF2sYUxQBYz54uciGM2ehexmYinx2DbKEQDPw3dwr6j0CxrwMYZVJCYI0QZpD85SoNCANSAMtrwFBmkMVFiHNBxp7LBI/l2SYqo0pigSlIEg3TDZUJgNUcc8ueW65bHxWzh6PFrV0R+h8sEyHnS1UJq0+QKO+lElzaMwSlQakAWkghRoQpDlUShHS6g+ofpasheU8gIsZZ2bgz/FdmbT67EOQ5tCYJSoNSAPSQAo1IEhzqJRMQ5ojgNUCqYI0QZpD85SoNCANSAMtrwFBmkMVCtLqg4hawMy+Ji2QlsvlUrHRe6VyHDt2zMGSJSoNSAPSgDSQRg0I0hxqRZAmSKsETkmeE6Q5NGSJSgPSgDSQUg0I0hwqRpAmSEsSxCo9S5Dm0JAlKg1IA9JASjUgSHOoGEGaIK0SOCV5TpDm0JAlKg1IA9JASjUgSHOoGAbGJAOxnpX+sWFjVUeCNIeGLFFpQBqQBlKqAUGaQ8UI0gRNYwVl4ecK0hwaskSlAWlAGkipBgRpDhVz6dIlMDjqJR2MtQ3QFvUnDUgD0oA00F4a+P8XvdHzmgc7YgAAAABJRU5ErkJggg==
在上图中,AS100内的IGP起ospf互联,都是全部宣告自己路由。R1与R2、R3、R4,还有R2与R3通过loopback口建立bgp邻居(下一跳什么的该弄的弄了),R1与R6,R4与R5、R5与R6之间通过直连路由建立bgp邻居,然后都只宣告loopback地址,现在问题来了:为啥R4、R5和R6没有R2、R3的loopback地址?而且我发现比如R5上有EBGP学来的R1的loopback地址,可是都是ping不通,这到底是为什么???
R1配置:
#
sysname R1
#
board add 0/2 4GET
#
snmp-agent local-engineid 800007DB03000000000000
snmp-agent
#
clock timezone China-Standard-Time minus 08:00:00
#
portal local-server load flash:/portalpage.zip
#
drop illegal-mac alarm
#
ipv6
#
wlan ac-global carrier id other ac id 0
#
set cpu-usage threshold 80 restore 75
#
aaa
authentication-scheme default
authorization-scheme default
accounting-scheme default
domain default
domain default_admin
local-user admin password cipher %$%$K8m.Nt84DZ}e#<0`8bmE3Uw}%$%$
local-user admin service-type http
#
ospfv3 1
router-id 10.0.1.1
#
firewall zone Local
priority 15
#
interface GigabitEthernet0/0/0
ipv6 enable
ip address 10.0.12.1 255.255.255.0
ipv6 address 2000::1201/120
ospfv3 1 area 0.0.0.0
#
interface GigabitEthernet0/0/1
ipv6 enable
ip address 10.0.13.1 255.255.255.0
ipv6 address 2000::1301/120
ospfv3 1 area 0.0.0.0
#
interface GigabitEthernet0/0/2
#
interface GigabitEthernet2/0/0
ipv6 enable
ip address 10.0.14.1 255.255.255.0
ipv6 address 2000::1401/120
#
interface GigabitEthernet2/0/1
ipv6 enable
ip address 10.0.16.1 255.255.255.0
ipv6 address 2000::1601/120
#
interface GigabitEthernet2/0/2
#
interface GigabitEthernet2/0/3
#
interface NULL0
#
interface LoopBack0
ipv6 enable
ip address 10.0.1.1 255.255.255.255
ipv6 address 2000::1/128
ospfv3 1 area 0.0.0.0
#
bgp 100
router-id 10.0.1.1
peer 10.0.2.2 as-number 100
peer 10.0.2.2 connect-interface LoopBack0
peer 10.0.3.3 as-number 100
peer 10.0.3.3 connect-interface LoopBack0
peer 10.0.4.4 as-number 200
peer 10.0.4.4 ebgp-max-hop 2
peer 10.0.4.4 connect-interface LoopBack0
peer 10.0.16.6 as-number 400
peer 2000::2 as-number 100
peer 2000::2 connect-interface LoopBack0
peer 2000::3 as-number 100
peer 2000::3 connect-interface LoopBack0
peer 2000::4 as-number 200
peer 2000::4 ebgp-max-hop 2
peer 2000::4 connect-interface LoopBack0
peer 2000::1606 as-number 400
#
ipv4-family unicast
undo synchronization
network 10.0.1.1 255.255.255.255
peer 10.0.2.2 enable
peer 10.0.2.2 next-hop-local
peer 10.0.3.3 enable
peer 10.0.3.3 next-hop-local
peer 10.0.4.4 enable
peer 10.0.4.4 as-path-filter from-as-400 export
peer 10.0.16.6 enable
peer 10.0.16.6 as-path-filter from-as-200 export
#
ipv6-family unicast
undo synchronization
network 2000::1 128
peer 2000::2 enable
peer 2000::3 enable
peer 2000::4 enable
peer 2000::1606 enable
#
ospf 1
area 0.0.0.0
network 10.0.1.1 0.0.0.0
network 10.0.12.0 0.0.0.255
network 10.0.13.0 0.0.0.255
#
route-policy r4-import permit node 10
if-match ipv6 address prefix-list r4-import
apply local-preference 150
#
route-policy r4-import permit node 20
#
ip as-path-filter from-as-400 deny _400_
ip as-path-filter from-as-400 permit .*
ip as-path-filter from-as-200 deny _200_
ip as-path-filter from-as-200 permit .*
#
ip route-static 10.0.4.4 255.255.255.255 10.0.14.4
#
ipv6 route-static 2000::4 128 2000::1404
#
ip ipv6-prefix r4-import index 10 permit 2000:0:0:51:: 64
#
user-interface con 0
authentication-mode password
user-interface vty 0 4
user-interface vty 16 20
#
wlan ac
#
return


R2配置(R3相同):
#
sysname R2
#
snmp-agent local-engineid 800007DB03000000000000
snmp-agent
#
clock timezone China-Standard-Time minus 08:00:00
#
portal local-server load flash:/portalpage.zip
#
drop illegal-mac alarm
#
ipv6
#
wlan ac-global carrier id other ac id 0
#
set cpu-usage threshold 80 restore 75
#
aaa
authentication-scheme default
authorization-scheme default
accounting-scheme default
domain default
domain default_admin
local-user admin password cipher %$%$K8m.Nt84DZ}e#<0`8bmE3Uw}%$%$
local-user admin service-type http
#
ospfv3 1
router-id 10.0.2.2
#
firewall zone Local
priority 15
#
interface Vlanif1
ipv6 enable
ipv6 address 2000:0:0:21::1/64
#
interface GigabitEthernet0/0/0
ipv6 enable
ip address 10.0.12.2 255.255.255.0
ipv6 address 2000::1202/120
ospfv3 1 area 0.0.0.0
#
interface GigabitEthernet0/0/1
ipv6 enable
ip address 10.0.23.2 255.255.255.0
ipv6 address 2000::2302/120
ospfv3 1 area 0.0.0.0
#
interface GigabitEthernet0/0/2
#
interface NULL0
#
interface LoopBack0
ipv6 enable
ip address 10.0.2.2 255.255.255.255
ipv6 address 2000::2/128
ospfv3 1 area 0.0.0.0
#
bgp 100
peer 10.0.1.1 as-number 100
peer 10.0.1.1 connect-interface LoopBack0
peer 10.0.3.3 as-number 100
peer 10.0.3.3 connect-interface LoopBack0
peer 2000::1 as-number 100
peer 2000::1 connect-interface LoopBack0
peer 2000::3 as-number 100
peer 2000::3 connect-interface LoopBack0
#
ipv4-family unicast
undo synchronization
network 10.0.2.2 255.255.255.255
peer 10.0.1.1 enable
peer 10.0.3.3 enable
#
ipv6-family unicast
undo synchronization
network 2000::2 128
peer 2000::1 enable
peer 2000::3 enable
#
ospf 1
area 0.0.0.0
network 10.0.2.2 0.0.0.0
network 10.0.12.0 0.0.0.255
network 10.0.23.0 0.0.0.255
#
user-interface con 0
authentication-mode password
user-interface vty 0 4
user-interface vty 16 20
#
wlan ac
#
return


R4配置(R5、6相似):
#
sysname R4
#
snmp-agent local-engineid 800007DB03000000000000
snmp-agent
#
clock timezone China-Standard-Time minus 08:00:00
#
portal local-server load flash:/portalpage.zip
#
drop illegal-mac alarm
#
ipv6
#
wlan ac-global carrier id other ac id 0
#
set cpu-usage threshold 80 restore 75
#
aaa
authentication-scheme default
authorization-scheme default
accounting-scheme default
domain default
domain default_admin
local-user admin password cipher %$%$K8m.Nt84DZ}e#<0`8bmE3Uw}%$%$
local-user admin service-type http
#
firewall zone Local
priority 15
#
interface Vlanif1
ip address 10.1.4.1 255.255.255.0
#
interface GigabitEthernet0/0/0
ipv6 enable
ip address 10.0.14.4 255.255.255.0
ipv6 address 2000::1404/120
#
interface GigabitEthernet0/0/1
ipv6 enable
ip address 10.0.45.4 255.255.255.0
ipv6 address 2000::4504/120
#
interface GigabitEthernet0/0/2
#
interface NULL0
#
interface LoopBack0
ipv6 enable
ip address 10.0.4.4 255.255.255.255
ipv6 address 2000::4/128
#
bgp 200
router-id 10.0.4.4
peer 10.0.1.1 as-number 100
peer 10.0.1.1 ebgp-max-hop 2
peer 10.0.1.1 connect-interface LoopBack0
peer 10.0.45.5 as-number 300
peer 2000::1 as-number 100
peer 2000::1 ebgp-max-hop 2
peer 2000::1 connect-interface LoopBack0
peer 2000::4505 as-number 300
#
ipv4-family unicast
undo synchronization
network 10.0.4.4 255.255.255.255
peer 10.0.1.1 enable
peer 10.0.45.5 enable
#
ipv6-family unicast
undo synchronization
network 2000::4 128
peer 2000::1 enable
peer 2000::4505 enable
#
ip route-static 10.0.1.1 255.255.255.255 10.0.14.1
#
ipv6 route-static 2000::1 128 2000::1401
#
user-interface con 0
authentication-mode password
user-interface vty 0 4
user-interface vty 16 20
#
wlan ac
#
return


R1bgp路由表:
data:image/png;base64,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

R2、R4的(其他类似)
data:image/png;base64,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14EqGY54rB/3luHPJn/w3pQd3F+Oqxb+uYUB+nYDAAA4aBRUJRJnuZnHXhl+9TC4nktcJgmCSNIVPlR/mjydPU5U/8RouTzSt9UVHnfk/lZCJfIxRb9UdtuhPLlv1nSB9iaBZTtbuHD8krdRQnu853YXrEil3cXR1q09Kr2GBPm5fWM6ecjB07vqTs4O+N+Jsan3NsHeV9c3yWtD/Jp2XJsG39vyo+n/bPxuNj5H/qR5DAwOEZ6BKKfqJMJ0BOPBWToUyYKiTtRCpAyPfKieKw2NnyXiDk8lYwFG1LG2bC7pmY5HTQ1idlpM96CjCq3y2+kteKZn/rLqrf2jWqv2K/tDP49YSDSwT5qK+dfIi/QiFo/FBLb8UnxSIzpydCNj5dnzOX7xaJYpv4tGg326JMbsFfETc3Ptf6rys+Js5d8ZiRf7L9Fp823YxbLxSL+LiNdSs+k/ZpP9fyq/VwPfyivTX/1Mft9BYD3UJRb4fodRB1OrHoRBWIGZk0tZxcf37+fVchloycKK/iUuv4zvWpuEsLpbt1qYtkywGa7usobFMRYNoo0p3tIjZkcreLg69f+qI2TqWpfXJNdZpyNu0MnxMHboMhdrf40H5r/PWq/mulp42DiV0UnyTu3cl3r0+1/dGY0LGx41Xt1jGlvvG2TDE2lTb4wDGuvtd0tcO3q+mTV1d3FJ/J8mv922i/yqeccCtXwnWuR+YlLSPzhPjXx0fnLu3XZAwa9kkdq/y/1n+UR1zCwKUZ6BKKOplxZedxVQZkofaL91X7uke/8F99bhDfLBLQMxZf/F/3/x68Uyf+vhMDCMUZk/GdwLhVX92t2lv1fQv+8V/1NEEEnJ7y2jsMmzKG/6v+39TPW4wV6iBWJ2QAoXjCoDH5sZuFARiAARiAARh4BwMIRYQiOzwYgAEYgAEYgAEYCBlAKAJGCMY7dim0wW4YBmAABmAABo7NAEIRoYhQhAEYgAEYgAEYgIGQAYQiYIRgsMM79g6P+BAfGIABGICBdzCAUEQoIhRhAAZgAAZgAAZgIGQAoXhxMOyDf9+x8/BtzGlfHhrMswzrO+RP++fT7Xu2tvqujMpjbOCvzt9W/j56PekB+lOvdV2wZhSPSZIXMmxcf8une7bP+Ln+mEEoLhj0rUF5tHQZyMWbZN7c53e0LxOhf1vI0eJwZ3vOEB/hFKF4/UWvZxxuKeQ8V+ktOm8Uij3tbzE+fTs9fibPOcYbQvHNoukTA0MG8I993dibXwPYal/S9aHEtYW62BHLW1R0og1eryh1eWFclHf91zRp29qShKepX9+uMeRRG3ZmaGjvQydeU+1rmn9F3SDajf80xqP4+DzOr1PxabYvsXGvwKsxJnXV0taOW+1D8oHld2d21O5a+4P/nv8WrCRiDGdaTl+bqjHUsdBKl/Y1Tzi+pP+N+Ns6av7TNsL0Vv0uXeaOPYWixuRd10muXd81vsX8uXb8+Dbc+H6XH2hnuShFKL5pov4kpLoY6OQ+OXHs4I/e9mt2+d+jHbksFIM4cX2QtEIAyMTnJyudDPV3WSzy4ilCoyifF79ae3vF2vthr3Zq9dbal99lgVF/RPla8VE2pe1Un8ZBYzkRn2b7zz/bpH6xZYit1p/b9XGu+WLO794fEb9z6pubt9W+pBf+cLyLv2x8VdhpvFvpyd6J+En5qfj32G/j5v3bql9uNdv2d7/17Nk2DM6NbW9+jZEKaV9O0jWePk3mP5smeQtesv0+TlpPy/+aj+tyIbe37xCKbxikewexVX9rIWiVTxPn6+/UT3eddvKYqqO3/dpEI3V7G3zb1YlOdrM/4wEoi4ldHCIxaPtU1O8WUptvz89T/plq1/tubvy07lr7PfEt/GfHnD9tMJwVMZ7webP9oI05C532f83Vx6Dom/VH8NmXXRI/X4dtv+U/iZ33ly3TSk9+q8UviE3Uvyn7pf5qeqv+yC4ps6OYE9+NNqpB3JU337fIP5q35xq1Xx2fYlfgQ8+DtCv1WsGebAnKrrW/p4/kGa95a3yCUJwYoGsce6SydlJPdkWT445+6G0/nGgiu4ITwepEJxPVBkLRCslqW5GtG/7W7Z8N27Qc19rvie+Uz7pu800w22pfFlq7KRjlz/6q9c/6YJPPAb+b1Nsbd9f+yB/O1xI76z+x1ZZppae+uTptf7vib/vm7Ld1aVtWiE3WH9m1s1AUG4VJK9ZHfbD93eGzb39yfK4cP5P+36Fv7/blHdpDKN4AVDupJ6ijyXFHP/S2L/lGO9J8q7BYqGShcOKvWKwk3UzERVru52jy6vBJmkxr+XKb3q4tJ5Gaf7ZsY6quWvs98S1i4OIjp7tR3Atban53oiWVsXn9op9POLpPRHRcrIhv0XepT+py/BZ91TY3urbaL+Ka/WPjIeWt8BJb5TcVOq30UUxcv1rxb9nfSm/V70WT5Pf9TTGT0+4FcfMblXRCt6CepYz0tF/40I7PDcZPy/9L+0W5bU8Np/yJUHST1pSzzpgmi4Ae9afFURc88wfre/arp32ZyNRGey0WIpdH0wbbTb+sSEzpefGzdVuhELVv030bo7Yfj1daXNzOeyi3krHIvlEfV7YxZetU+z3xTXVPxScLDxsf27+ofY1PT/s2j9Sr//FG64jqt+2L/Wvim4RUi98d49ds340P/Y8rKhalvPpMY6Rp4ptWeuRf9b1yN2XjVJq2r3bp1Y/RyTocmyIGk83m9vOa+Ef9Lza+O8Ze/NPVvvOB9d8W42fS/zv3XxnjulxYIhSBNHzAJoMqGFT2pMpxIxOhXTzxX+A/57Mz+ejO8ZW+TwmbVvqZ4lyz9c7xr/mE3681x03FE6F44sVrKrCkbTeI9TRBTyv8aYj+sbfdheP/7fz/cV/mE7c7xlcEknI/uh3rT4LNCdzHY7blvH7j+F8qjlsycbO6EIo3CzgD/0ICBnY5DYcBGIABGNiZAYTizg5GmCHMYAAGYAAGYAAGzsoAQhGhyG4MBmAABmAABmAABkIGEIqAEYJx1p0PdrNrhwEYgAEYgIHtGEAoIhQRijAAAzAAAzAAAzAQMoBQBIwQDHZj2+3G8CW+hAEYgAEYOCsDCMWbCMXiES8LH2Mhdax5VuDa8nsPsk/ZV8RGH8zs3tzgH1MiZfTZdkVaLr8mTnv7eU79/mG/tUe1FD6Qt4a82T+FnQvH1xy/RHk/xW9ky5zfrO+uwu2c/pMXAXl0BhCKNxCKSYgY4ZEm5g8tZkcfEJ+0T+ISLZReAOjCqkJRbJa3L9jn/Ilwsumf7Nfatkd+kefaGX4/7h95q8WEPWv7f5fyozjPmJuFd8v/XXxGPxGZ72AAoThjMnpHQDZvwy2qWr8srvrgaD2NEZGiIkRObnTitb9FQkbqtK+J8q8Amyqvaf4VYdq22ttzVRvmllUbpM+1/vW0vzaP2DFqvxI/35YXilKXxtfnnf09P3C4dpo3u76ZY876ZfSO7iP4x/dHbDIbs3f4R2Pj+VG2W+MrbSb1NFs2GW6joXOEtpPGmHIhr/jLZZ/mVXCSR8vpnKDlo02MjXPhM23H2Dek+7Scp2Df5zGifqjHx5Dv/EkSDAwMIBQvDkN18vWvo9MJXifR51ho1OqSxWCYmPOk7BcsmZBr5eV3WUBU4NXytSb1YbFaGNOl7bbs6k0P2/dxqvTNC0W/0PfaEOXzdaV4KScVe6J6lv6W2otEgrR9AP/4foVxfJOfauNuanwlkWiErfpbxZzEv6jXnqDm8Z7Gf55DZBxLHTonSHnbfu1NRjW/9fAneXT+8PHoKe/L8J2TOhj4YwCh+IYJ/JPA1Sbf0QLbseCGdclC4URDmK8hFHVRSb7qsGUPn9bsbrWlAlVPS/RaW7hq9YXtO18UbZnFvfh9y5NRfxqjgs0I+1p/9Hdv21z/WL+MThQ/7R87f/jNlk2b+LzWP+pn6yf9Ta7y+9T4GvnU2irxN5xpvSIuk5C041/6n/PaNkWoFe1HNtXmh07+qkKxs7z2i+ufOMAX+EIZQCjaSfGKn+1Ebvpnbz0nGNyCq4DYa7gQRfVX6grLR4tGpby1ZY/PNfv2aCuqM2xf/Du1UOeYitiYK0wjG6LfJoWEYSoqu8VvoV+03QP4Z+jjh7jV9mt+kt8LoebsnIxvy792/E8IRT2dtLYWNtWEovxZi9uIah32WhWKneVtXXxGIMFAyQBCURecC1/DW0t+8nWLRzRQaguRv7Uj34tbVdm3tfKthSyyJfpNT2aWCqaafVFbe/xWa9/7V9oeTnSyb5tCUU+7AtHZ6ou0FcWzVW6r9MgvVhh82j9b9XNtPZGfpE75vRBlbqxH8RWetEzk30G8dQpF+599xCYbP+13zf7IPi2j18LGzLrOAz3ltR6upUDAH/hDGEAoXlgg2kEuk6Xe8vOTtgqsId0sElJHlC55dSLWvznS8nIr2gqLqfKyOGi5tDCpoFlw+1TbGezqjK2WUzv0Orce6+85n4vY6K1dK+hkMdbf9WrSZZFUm+XqT2/EFm0jSuux1bch7bzDP5YP28ei/QP4R3yoHC31cU8cojzabuQf67+p8eXjqyIxtRf4N6Xb34XHPHZl7Gu7kk/q9v+Zpnd+0P56+4r4yzg388YozfynGuujd/Cr9nNFcJ2ZAYRip5g4c5DfbbssEnYheHf7tDeelGWhJSZjvygr+KfuG/XR0qv49t3ieamtlNuPA3x7Xt8iFBGKw3+BXzOQix2/v62Njzfx8eL45JMfTlAqEzX+2Y1P5oUKc8yJuzG3eJ4kJtWYIBSBowoHA45JHgZgAAZgAAbuzQBCEaGIUIQBGIABGIABGICBkAGEImCEYLCDvPcOkvgTfxiAARiAAWEAoYhQRCjCAAzAAAzAAAzAQMgAQhEwQjDYSbKThAEYgAEYgAEYQCgiFBGKMAADMAADMAADMBAygFAEjBAMdpHsImEABmAABmAABhCKCEWEIgzAAAzAAAzAAAyEDCAUASMEg10ku0gYgAEYgAEYgAGEIkIRoQgDMAADMAADMAADIQMIRcAIwWAXyS4SBmAABmAABmAAoYhQRCjCAAzAAAzAAAzAQMgAQhEwQjDYRbKLhAEYgAEYgAEYQCgiFBGKMAADMAADMAADMBAygFAEjBAMdpHsImEABmAABmAABhCKCEWEIgzAAAzAAAzAAAyEDCAUASMEg10ku0gYgAEYgAEYgAGEIkIRoQgDMAADMAADMAADIQMIRcAIwWAXyS4SBmAABmAABmAAoYhQRCjCAAzAAAzAAAzAQMgAQhEwQjDYRbKLhAEYgAEYgAEYQCgiFBGKMAADMAADMAADMBAygFAEjBAMdpHsImEABmAABmAABhCKCEWEIgzAAAzAAAzAAAyEDCAUASMEg10ku0gYgAEYgAEYgAGEIkIRoQgDMAADMAADMAADIQMIRcAIwWAXyS4SBmAABmAABmAAoYhQRCjCAAzAAAzAAAzAQMgAQhEwQjDYRbKLhAEYgAEYgAEYQCgiFBGKMAADMAADMAADMBAygFAEjBAMdpHsImEABmAABmAABhCKCEWEIgzAAAzAAAzAAAyEDCAUASMEg10ku0gYgAEYgAEYgAGEIkIRoQgDMAADMAADMAADIQMIRcAIwWAXyS4SBmAABmAABmAAoYhQRCjCAAzAAAzAAAzAQMgAQhEwQjDYRbKLhAEYgAEYgAEYQCgiFBGKMAADMAADMAADMBAy0BSKX9+P1+sV//v+eo/Stjb8fs9r8/nzz3YtZ+t6/c6rK9pZaf3v8kVkQ+9vaqvG8+fZ0f9nEPsN/NZr8yHyfT1ev24MPJlQwgnlEPEiNsQGBmAABjZjoEsoqsgSoaHi4vv38ZojjiT/2sVVRJ7aMmdBErt/bfuy8G8odub6Yo7tm+Vd0Wfv9+TPmYK91Y8t+Gi1sThdfPfTIaqZmDabmBbHihgQAxiAARjYlIGmULQTthWK9nf5LAu9nlTJdRCFwWmMpKvgTPW4U6uaGPSCxdtQ+y52f8vJqC72RjTpCaPaI3ArFM8AACAASURBVHnFvmSD2v77eP3kE6WnsVX7mITiszx1KkS01qOnUk6kqu+kTbWn8GEH9FqHlPNltU+alq7Ohprv5PeR36U/6stsW6197U/oXynrfZPt1/zJLp8nsL1o/zfeCAwx7PBn4Y+gv0X63PrIv+kkRizYxMAADMDAfgxsIhRlkS7EnYgpt5hLHhVWo4A+yzTJWwiFvLCOBEvngpuE4tfjpdckTox9Um/Rnog+PTHLIiWlZ5Eo/bBlVKQM4jCX0f5K+pCWy3r/PFSAql1PZ9NEX6X+wV7JF/jf93kUg4n6vd99fFrtW1+ldq1/c7tSh/rL2yZpU/7z9iVhrH40/VolFFXkB0Lc28v3/SYsfItvYQAGYOC9DKwXipXTlkGUdQiB6FSpEG65Di8IemEZbBFbRUDo1dRbtGeFjM0rAiyfpFnx44WT2DWkS3knMvRkrxBGtk0jbpp9lPrd6Z6UGfqsddl+6G+dV+mL2izXQpR2tD/4QtsL+loVip3+UxGodha+1Xa3uhoOmvHZqk3q4RQSBmAABmDgAwwcQijKIu9PjArhlh0jgqMQKZ0Os6IpiRapx5w4TQoZK7CMQLBl/IlXIRQfj9ePaasqLALxVM1r+90h1FI9th+2fMfnwu/iA/+nBQ2han2VbAn6WhWKvf6z/RAbe3xuy8z83BXTmXV2xZs6WShgAAZgAAbeyMB6oZj/PtEKPVnw/EJaiCkrNryAke/+bxizQwrBMsNJVigm2+SEzwiJot7c/iBIrX0TQtHWpyekeqol7Q/11ewOxFOvcCh8m+v3/venqL11S77CP3rr3IjDVvtFee/fbG9Rh+Ujn45O+a8oK/WZONl+6qmjxsWmTX2W+m370h89WZ4qR9p7b4/gb/wNAzAAA9sz0CUU08Lobp8Wi21e/PW2n1xHJ4J58dc8tryv/yf/hxKtQxd4LatXW0cNDhFpmn9Y7MUWIxRV2Gm+9B9f5BarCDzttwij3Aepp2bzUId7dJCIDU3Tq9of9U/7XutX8XvD/1Hb3ULHxs34LNWp3xvtV/2rfweq4k59bU8sjZBUv+lV/Rf1T9Osn9TPUZrNF30u2tB+Z9ui/Py2/WSFT/EpDMAADLyfgS6hSGDeHxh8js9hAAZgAAZgAAY+zQBCkVMh/tYDBmAABmAABmAABkIGEIqAEYLx6R0M7bOLhgEYgAEYgIHPM4BQRCgiFGEABmAABmAABmAgZAChCBghGOziPr+LIwbEAAZgAAZg4NMMIBQRighFGIABGIABGIABGAgZQCgCRgjGp3cwtM8uGgZgAAZgAAY+zwBCEaGIUIQBGIABGIABGOhgQJ6hPDyTuSP/FYTu6YWiPlBbA1c8CPskD0bWhzn7t9tcAbCz9+HjfJkHnqeHsPvvN5mo9uJIH8JejD318e/4wfr6sPfhgf3Bw+Ylz5KHuu/Vx4/Wq76ceJj+Wvt0/hxi499H3zlGdKxrPbNeetDZxpK+btW/Vtuj/osg8nFzvBfjpuIDuybrOt2yxabv2X+1bU6sZc7w47vw3Ul0h/Vx6/PphaJ0UIIk724egicwzwyWwDiUrwDfcuaadGm/Z9CtaYOyy47wt+Cr5fsp/mQyKyYyWXzNKxRbdZM+EXdd+Iw/fbzF/8UC5+cXH48sjj45nxwt5uLTPec3v3jPnk99TD+wBkzFbHX/Wv2Z6P/odbD5tb1z+R6No5ZNJn1t/2fNr6ZdH5OoD8K2nY8lz7CRnKjL133k75cRium1ezrZe+jlu9kZFUH0aTmfLswCWNphat1ZmKbfjBgd8uXydhBpmiw2CaJKHplIbbq0Yes5MkhXti0tcvb9zgv5SkyZE5a0cDb4E78KE8pj8rMXJnni1pMQy42yp6+l1Dx7LtqnYkH8LyJGN4r+u3vXebRoRu8Wl5gV4vIiC8bS2LaEonKqfPp5Ly3GOofLptptrL2QsGNG667Nv0Xdpo2lfd2j3Jr++VeoFuufXc+073I1a5v4x88/BdtmTpP4FWmG+zVjYqr/+mpdZadov3d+jU5Pje0aU29H8q3xlebzPpNyap/OxZZHfW2x5vH8a72ful5HKH79O1kcFl8TPD+pCLB2IIjzJU8YnLxw+AAJCLrYStkCThk4pv1UVgeT/v4sB5/amGxDIB7qb2U01nr1k4PGThkZ8ZUnq4HN4F3oVf6yUNEJRK+WtxZ/ki7lBr6zPcP3YELUvlz+quP7+W8M6wRv46FjMvlex6/1WSDcI/F4eV9an7jPw9hxv4tPWvxK2dGJzetv/pU6/AIuder8nPzemH/9mD5arNb0z/tiND9JTGQcRGxrmjso8b61c4m0VwjLHHNp185bc3w82f+nmdsyT759scnaaNvW8a19qtkZ/R79prxpXwt/5LlX0ySvtq/2VesMxo7tx56fLyUUB9gt9DkwusDaqwZGHDwFkqbJVQXgcLIg9ZtBpMEaTYx5IdJ0f011u52cz8P3iVuIOw6iIZbKlV51EjW7xRpfic2cTyckG09lzP6mn2XiKCY+y1IHf1J3UT46pdzRf9qPQ16N/9KuPy+WNh524h7GvfUXQrG5sRvGkPWbjp/G/Bn63NWTYmfGoV2IE3d2zLiyKd2O6Sj9w78t7p/0y/hlcn6qCcW8PqZ5K/JT0Iafb8THdhzNnQsm+9/Rvh3Pvu3J+dXEXWywmmGyT8pb4C/vh972vd3v/H4toagLoOxcDPQ9E80USDrJST3ps0Cgk5uAoJ8NVFpmCKaCY/IMaboLkp1zAKPNx+f3i0UbyzSoF/Blb49Ek+gUf5MTSQd/UrcXp6M6K1xenjfrP3MyYeMhvhoJD+uvQCg2y9jyN/hsx5AwNfBn/W/8YPP3zN/RIl6w25h/h0MGY0NR/sO/r+lfj/+a/c/+G+Jm/CG22fklyqMxnxxHpk7v+6n+97Rvx7Ove2RvwIrkCW0Xfo3W0LqF3zTPR+mu/p72td5PXS8nFMWRAo6e/Ml3CVoYZANmsZjm2xTD7kFuE2sdEmR3QlOUzXWOBqeDwwd8qMO3bWz0Zfj+HtFoFy3x+Vy+ZCKwGwAp73kc4i/xdgy0JpKibMCfpNvxIH2Q3wa+78xYRahY/0SLhE2PbjNLjPHv3/j0Y8gyLb60QiONMbP4RvO3+NduuJr+bsy/TaH04TGypn+R/0ZrRyRoXJ/FBjuPpTp8OfnuYqNtReNI01rXav872y8Ymzm/im3V9vVvPM1hkfTTzrdF23nutfO/HQvJDy1WXVxavtsi/fRCUQaBHqcPzhcQzEQjjpJgaT69FhN5hidMy/DrZCbQ6OcUhJyuZeXqJzGb5tPVNqkz7M8HwNgCrivUEcZjBl9p0sgTbGLCcDbwKvE1vwsfymZX+QZ/wpf/Y+mi7bvy5fyWxrT/LYt8P36HGLn8ms+O/yuMg8V9cFyrf+Q6+Cjw4ZCW2dQ5UsvbdJ9WzM26sXO3X6fKpzbMwr+47xuNq7X9E/t9HdJHnWOiNPs3odp/mYuiecPOUSmueU1WH6vA1NjpVdvX+mtXb5+Pb6v9VK/jUNu2ZZO9Jp/2tdZva69dJ7z2sH92JH2XgyZbt/qj1r5t51OfTy8UP+U42v07LcAXx/aFTLR+ciVmx44Z8SE+MHAMBkYHQys3AD3C82ixRyiuDPrRAoo9x5hcjhKHYjfuTtmPYiN2wCwMwMCVGTj7PIxQRCg2/8filQcwfWOBggEYgAEYgIE6AwhFhCJCEQZgAAZgAAZgAAZCBhCKgBGCwe6qvrvCN/gGBmAABmDgLgwgFBGKCEUYgAEYgAEYgAEYCBlAKAJGCMZddkr0k1MBGIABGIABGKgzgFBEKCIUYQAGYAAGYAAGYCBkAKEIGCEY7K7quyt8g29gAAZgAAbuwgBCEaGIUIQBGIABGIABGICBkAGEImCEYNxlp0Q/ORWAARiAARiAgToDCEWEIkIRBmAABmAABmAABkIGEIqAEYLB7qq+u8I3+AYGYAAGYOAuDCAUEYoIRRiAARiAARiAARgIGUAoAkYIxl12SvSTUwEYgAEYgAEYqDOAUEQoIhRhAAZgAAZgAAZgIGQAoQgYIRjsruq7K3yDb2AABmAABu7CAEIRoYhQhAEYgAEYgAEYgIGQAYQiYIRg3GWnRD85FYABGIABGICBOgMIRYQiQhEGYAAGYAAGYAAGQgYQioARgsHuqr67wjf4BgZgAAZg4C4MIBQRighFGIABGIABGIABGAgZQCgCRgjGXXZK9JNTARiAARiAARioM4BQvKBQ/Pp+vH6/60FnQOAbGIABGIABGICBHgZmCUURID/PYzr2+fN4vV51gSS2S3r69zO/D2vLt+xrBWtO+Z/X4/V0Ariw/3fc/+/fP/8gMsf+afm/8O8H+FJ+JPYv3/7X4/Wr7Oer50PLh9e15R2LYRvk4WQfBnZjYO38dPQxW/QvWN+KdD8/Ph6vVnpv/8P5t6P+te3vvT71CcXnP+EhnUlC8evx+jEnVuKcT4qL5GQJ/rNix/Pxehl4xKmzBO/K8k37GhPknPKS18ciQWT67/NIui0j8Zzln4b9vYPsqPma/l/Jh3C7is/sfxH7Mi5//UQoQs//Nidma8vPaYu8u4mFo44v7BpvTDf1yUbzy6Y2bTjOW+tbc37dyD/V+bdVfyu94avd16fH49UtFIfTuHwi8f1Vwq0nUv73t8JVEYoCUmHXzIVvbfnBBxX7hvQGEFUhbMqJyGudFnmh6NuXdIRiyXfyUSV+a/lYW15skzqS2I/Yjn4zzPj4j76vLT+nLfIiFGFgUwa2mF9Gc8KBY+TXt1b/W+k9fZ+af1v1t9J72k95dlqfpO4+oahHp7+PlwjCQnRZYGRBESFpTq+6O2nrWfp5jqNm2BgGckb5wQcV+4b0Vr8b5f0A8fWmY/GO+Pws6VvL9iukV/y/lo+15SXuw+3mSNTpuMybPNn0tTYTBTtry18h9vRhU/FS8IVvd/Xt2vnlLLGqrW+t/rfSW/1vzb+t+lvprfaH9J3WJ6m/WyiKQEyLiywaDSGRHPeJ29E7OWrvQA6Bbk2Ylf5p+Z7TRMkr/bG3mrX8IwsCThOD00SJTcX/a/nYorw/8Q/jq3zJrY41t6LXllc7uO4qEIZxjZ9v7ee188vZOPLrW6v/rfRW/6X81Pzbqr+V3mp/SN9pfZL6u4XiYExj0kkisSEke+uanW/CUYX4EUE0Y6GUQK4pP/SjYt+Q3vBtTahIefH7pDhwdftTQxX31dNiV77b5iuVq8RvLR9ryxex6GTbx7+ooyNma8vPbY/8lc1LR6zw3b19t+n8chLe7PzU6n8rfdb4CebfVv2t9O72d1qfpP3thGI+jfrYbWcBuOIoOSmz//lmFJgMvx5dj27LrS2vg6tmX6v9jvJTp4npj2zN/1aX/tsTpfT9U+Je+3aGay1+a/lYW976LpioJP52E5E2BcFGqcZ/b/nuCc3ay+dbn3bBzBtEbOf8ctZYtNa35vq/pX+C+fdt7a9cn6biv4lQ1AXmU6dRSeiYv79Kx8BO+AhMw/FwsEiKk7QfI6H4+Pe3mUvL99g31X6rfM9povZt5BsV+M5/xQnqzRfzlv8ldp/kSwe4tdMKw5F9bmxoeWWkyX+lvNbD9Q2L/83HJIzNY6xnfjqzT3XuGq1veZy0+t9K7/FN9/wb6I817dt2B43i5ug19UvfNxGKPU4kz7yBPcdfMkg+JdLn2Ene/RjAt/gWBmAABmBgDwYQiuzMufUFAzAAAzAAAzAAAyEDCEXACMHYY1dCnex2YQAGYAAGYOBcDCAUEYoIRRiAARiAARiAARgIGUAoAkYIBju+c+34iBfxggEYgAEY2IMBhCJCEaEIAzAAAzAAAzAAAyEDCEXACMHYY1dCnex2YQAGYAAGYOBcDCAUEYoIRRiAARiAARiAARgIGRiEor7CLT2wMXggpOwA5MGO/kG+7AzOtTMgXsQLBmAABmAABmCgl4F/QvH5eNlX74kg5M0cQNQLEflgBQZgAAZgAAauyUASiiIMizd7uPcV2tNGThSvCQIDnLjCAAzAAAzAAAx4BupC0b0rUAr2vFPYN8B3oIMBGIABGIABGICBczKAUOSPV8M/XmVAn3NAEzfiBgMwAAMwsCUDg1As/ibR3XrWBjlRBD5lgSsswAAMwAAMwMD1GUhC8fH1eP18/3W29p9ZEIp/PmJw4AsYgAEYgAEYgIGrM/BPKD4er+/fxys9Guf1eL3c43F+5Lfg35Pbtty2hQEYgAEYgAEYgIHLMjAIxasrYvrHrg8GYAAGYAAGYAAG5jGAUGQXdNldEJPBvMkAf+EvGIABGIABzwBCEaGIUIQBGIABGIABGICBkAGEImCEYPgdBd/ZZcIADMAADMDA/RhAKCIUEYowAAMwAAMwAAMwEDKAUASMEAx2jffbNRJzYg4DMAADMOAZQCgiFBGKMAADMAADMAADMBAygFAEjBAMv6PgO7tMGIABGIABGLgfAwhFhCJCsYMBeVuRPHT+17zByE6Y8tai4aH07oH1Nl/t89ryLftq7erva8trPVe9ro3PVf1Cv84hGq7Ob2v+avW/lS6cSxu1+f/q4wCh2CESrg4B/Zue7NMkIuLvWZkono/X6/evDplQinentxhbWb5pX6P9teUvz8/K+FzePw2+6P/f3PARX1yc3+b81ep/Kx2+XwhFIOBEsZeBilAUYfj9ZRaDr8frd8ap4tryw+JTsW9Ib/VzbflW/SdN3yw+J+1/Nz/075Bz6W34rcxfrf630pMQza8w5kSRQX7IQc4kbQTYpxmdMxGZE8ZWDMOJakb5of6KfUN6y39ry7fqP2n6ZvE5af+7+aF/h1xDbsNvZf5q9b+VrvyLYEQoMsgPOcgVUq4HEIwLJ6JW7HonqlY91VvjvWO70r9mu731nzTfZvE5af/vHv+z9/82/Fbmr1b/W+kaf4QiExgiEQbaDExMRMXfJC649bymvE5kCMV9NhOykGwSH8ZYe4zho819dBt+F87Pvf5BKDI4Nx+cw+KNb6/j28pE9Ph6vH7M/4YeTTyZgZ/8dy5Pz8Ta8lpfzb5W+53lb8t0Z3xu6x/lh+sx57q78Fub/1r9b6VnrhGKDPBjDnDicoi4iPAbHn2TxZ79X84iEL5/TZ7Kf2SpCsWV5XvsExtr7feWv7MQ6onvnf1D3/c5zd7Kr1fmt2f+avV/Kl3nTb8GjDb8F16v+V/PFw7uVpMM9Rx7ESA+xAcGYAAGYGAvBhCKCMVDnNrtBTj1MnnCAAzAAAzAwHIGEIoIRYQiDMAADMAADMAADIQMIBQBIwSD3dfy3Re+w3cwAAMwAANXYQChiFBEKMIADMAADMAADMBAyABCETBCMK6yE6If7OphAAZgAAZgYDkDCEWEIkIRBmAABmAABmAABkIGEIoXBOPODwZl17h814jv8B0MwAAMwIBnYJZQFAFSvMrqQCJLH7pZe2m32D48MLPyQGTvHPt9bXmtKz28c0H7c8pLG/5hoIX9v+OBYB84WvOh2nDHa+G/BfE7e/k7xtz2eW38bF18Hs8/+GRfn9yBX9EArF37cNQnFJ//hIfAloSie+WNCJNPBigNAlm8a6/weT5e9k0aAtQswbu2fBbUIsbkVW+/C4SGTKQ95cUXPhZJRBtx6PP4ASbxnOWfA20Ydllw1sb/7OWvHt9W/9bGr1U/6eHtrl3G8h19Db/wtZL7bqE4nMblV5h9f5XKVU+k/O9vHewVoShCqLDra55YW1tefDCIsZltq/96y0eniVqHXr1Q1N/1KukIxT++18b/7OWVi7te18bvrn6j339zyCd9cXV+Zb1SfeIPST7p9yu13ScUH49XCsbvv1OtQnRZpSoiSISkOb16q7PmCMUZNoYDbUb55Ds9RVwgFHvLS76pgSIiMg2ohu0/jfS3xtTy9aHPa+N/9vJ3i7fv79r4+fr4fgwBdZc43IXf1vp3l3jv0c9uoSgnhunv3kToNIREEjafuB19UKEoA1V3PHqdEnQ+0L3le04TpW6pL2w/C31OE8uFbO1Ee/bynse7fV8bv7v5i/6W88en/XEXfhGK+3HXLRR7YU8isSEke+uanW9CKBbiZ+apngy0NeWLfsxsuygrJ2qV8nMHiT81VHFfPS3+0GneqP8fsGNt/M9e/ggx+KQNa+P3Sdtpe7/F8yy+vQu/c9fAs8TvCHZuJxTzadTHbjuLgKgIRRFX8p9I1OGjgZPFh96a9f9jeHV5K24qQk9sq7bfUX7qNDH9J5hn2f+X3grPJ4wfjZvt3xE/f5qfN7Wv44Pr31hJvuj0P35zfjviWL6jTTfhF6G43/jbRCiqwPnUaZQIP72lO1zdqab+Z5uUbkSSndy1HyOhmP/H8VD3gvLSjrUzuvU71f5U+Z4BonWnPljfqMDXv1/M1+IE9Y6Tq+vzp/l5R/t2LPC5nHR7/I/PSp/hj+P448r8FmubWceidRwmlzG5iVDE+cucv5XfZKB8SqRv1Qfq+SxD+B//wwAMwAAMRAwgFN3JUeQkfmPwwAAMwAAMwAAM3JEBhCJCcfjbzTsOAPrMxA8DMAADMAADdQYQighFhCIMwAAMwAAMwAAMhAwgFAEjBIPdVX13hW/wDQzAAAzAwF0YQCgiFBGKMAADMAADMAADMBAygFAEjBCMu+yU6CenAjAAAzAAAzBQZwCheEGh2PNcRQZFfVDgG3wDAzAAAzAAA/8YmCUURYAc9UHM+jDr6EHWEmyxvfXA7CkoVpUPHmo962GgM8vLcxV9/YX99oHbWSjbB7LWfDjln6unHZovs9lJD5/1D4Sfyc8olmvLG/tGdZ8krRg/3r8n6cNZfY/d6wXb1fkt+hesb0V6MH5b6cKgrAF3XRv7hOLzn/AQZyah6F4JJIvTJx2YgizBr73C7/l42VfUScBnCd615WWhDeDsngBnlBdf+FgkkWMGj8/jB4DEc5Z/Lr5QHp6v7H8R+/KqyhFrM/gJmVxb/ux8rB3/Z+8/9p/7z3Muzm9rfRNdMLn+t9Lh/9UtFIfTuPyKHP8mED2R8r+HC89ejq8IRQGpsGvmwre2vLwrerR4z/HBjPLRaaKPgReKUTpCMdjFH5Uvu9uNWIl+24k/z9IVvq8e/3N8Td5zi7IDxu9u/Pr1rdX/Vno6KMi6xx/CXGF+6+lDn1DUW7e/j5cIwkJ02YEhC5I41Jxe9RixWZ45C/kMG0OQZpRPQtG8g1JEt781POkD9aupIyrvB4ivM92W7IjPz5y+2fhf/fNB+UoTmZ5YR6Kwkx/Py/B9bfmTc7F6/J+8/wMH9OOUIvYu/NbWt1b/W+nKf2t91XxXvHYLRRGISZzIotEQEqrA366+D7qQj8CRo25d2JdMvpXyPaeJYosMjDA2WRBwmhicJkqcDsqXxNOf+IfxVdYq/Iw41fz+ura8r+/g33sXkm7/Hby/9KMy/k8at7vx69e3Vv9b6ToeEIobDoAkEhtCUh2/+XViIS/EjwiiGUJNQFpTPurn2lM7X34uxFF5ERvV0+INGYn8cYrfzsBXJ9s+/nP9v7b83PY+mX+P8f/J/tD2tYRgK5535NfOT63+t9LVv3PXWC13hWv3iWKzs/k06mO3nUXIVBZyufUrf+SvfRiBkUWQHl2PbuuuLC+nsfaEJ4npQKjW2u8pP3WaKOWt0JX+2xPN9P1T4v5MAvSgfCnX6RoIxR5+pOwa/gobzhTTHls7x/+lfdDjJ/IMa8yhWLg4v631rbn+d/oHobhygOsC86nTqCR0zN/vpdtwTvgITMPtuUCkTS2UkrZpeWebTirqx5FQ9e278j0Aa90j36jAd/6zwlLtu+v1DHxJbKyddmMiaQW/jh+NqzIylz8tf+Vr4b/K/HHl/tO3v4OGM/ri6vzq3DVa37K2afV/Kr2o26yT0Tx5RjZ6bN7uRHGl2OwxljzxZCUgf0qkE5M4JvgFv8AADMAADFyBAYQiAveYt0uIC3GBARiAARiAgY8zgFAEwo9DeIUdF33g5AAGYAAGYOCKDCAUEYoIRRiAARiAARiAARgIGUAoAkYIxhV3RfSJ3T4MwAAMwAAMzGMAoYhQRCjCAAzAAAzAAAzAQMgAQhEwQjDYcc3bceEv/AUDMAADMHBFBhCKFxSKPc9VvCLM9IlJGgZgAAZgAAa2ZWCWUBQBctQHMevDhv2DhhUYsb31wG3NG13Xlk91yjty1zyws7O8PFfRPwy0sD944LJ94GjNh5Ff7vLbKfjSt6v4B0IHD1X3fEzGcW35C27GJv1Ff7lLcTAGivnfzw8Hs3XJ2Cr6F6xvRXrQ/1Z6r03p4dwL6u9pX9agT63NfULx+U94SGeSUHSvvBHnfKoDEsDkZAlO7RVrIrAMPOLwWYJ3bXm1MRBwvQAqSK0FXvL5WCSRY/rv83gAJZ6z/HOBiWYqDmfgS+wXsS+vqhy9xzx4rd9Uf0dpa8tfnI+Rv+gvQvFIDGywfh2Z8db6Jrpgcv1vpXfGsjr/tupvpXe2v2eMuoWiPQmTz/5NIHoi5X/f0/hR3RWhKCAVds1c+NaWl3dN/hqhNrK7BcKM8tFpom/PC8UoHaEYHN0fla/8+r60QYjYjn5rMWfT15a3dfEZEQUDb2Vg9fp1snj59a3V/1a6Xx+j71JHbf5t1d9KTwcV+U6kPwSKbNnjtz6hqCdiv/9OLQrRZSGSBUU6tEYU2frmfp6zkM+wMQzkjPLppFNAMredqz6M+iz96ijvB4gHJh2Ld8TnZ07fInuv+ttB+UoTid7uiESdjkvDX+tkumBnbfmr8kC/3ip4CibxfbfvV69fJ/F1bX1r9b+V3uKuNf+26m+la/ut9V3z7XHtFopyYpgWF1k0GkIiOe4Tt6OPvJBbf3T40AZ75M9K+Z7TRKlXwAx3JlkQcJoYnCbKZHlQviSe/sQ/jK9O+HKrQ4Wl/jbnurb8nLbI2y0I7JzB58oYviFPvULkKsz49a3Vo1tx1wAABBVJREFU/1Z6yy9Sfmr+bdXfStf2TyEU1djWNYmahpBs1bE4fWIhL8SPCKIZC6UEck35yCcivHtPFXvKz4XInxqmNoI/KVgciytOyAflq4hRJ9s+/kUdHbFbW35ue+RH+MDAMgbWrl9n9Ludn1r9b6XP6n8w/7bqb6Vr+3PXeC23xbX7RLHZWD6N+thtZ1ncKgu5/I2g/JG/9mEUmLww6tH16Lbc2vL6Hw2efzZYkNWuavsd5adOE9Mf2Zq2pf/2RCl9/5S47xAl6p+PXw/M1+CbYKKS+NsTxrQpCDZKNf56yw82nCmm2DrMi8Tvb36+lC8616+z9rm1vjXX/y39E8y/W7V/eqGoC0zvCdnWQCahY/7+Kh0DO+EjMA3Hw8EiKTZpP0ZCMQu1NeVt/VJPcULZEqou3ZfvAUj7lvpgfaMC3/kvsm/ruJ2lvrPwZe20wlD8XPBv42+EkjLS5L9S/izxxM6LCiLDMjEuY1yM/8r6d2af6dw1Wt8yE63+t9J7fNM9/wb+n2q/6JtZp6N5usfOJXm2O1FkkH5sZy4gfUqkL4GOMuUkjj/wBwzAAAzAwFEZQCgicD8mcI86KLCLCRsGYAAGYAAG/jGAUEQoIhRhAAZgAAZgAAZgIGQAoQgYIRjspNhNwwAMwAAMwAAMfFwovuS/mCDW8AEMwAAMwAAMwAAMHI4BhCJQHg5KNg7sYGEABmAABmDgGAwgFBGKCEUYgAEYgAEYgAEYCBlAKAJGCAY7uWPs5IgDcYABGIABGPgkA22hKO91NQ95rD3QUjuRHg4ZPFBS0/2Vv1FkAHgm+A4TMAADMAADMHAMBkKhmF7x9Xq89Mnf/s0f8gRy/+YHCag8XVxeleffoyziMcovZRCKxwCBAUkcYAAGYAAGYAAGPAOlUNTXublXdHmhKO8u9GJwEI9BmjSqr6jxbxBBKAKlh5LvMAEDMAADMAADx2BgEIo1ISeB8kIxnRw+/zqQTiD1dnNFKKaAB0IUofjnRwYFvoABGIABGIABGDgSA0koyt8d1m4Ni7FJCJq/U/R57cuw9e8ZfR7baa1P8iAUGRCWDT7DAwzAAAzAAAwch4HiRLEm7ooTxfyfW/TvF0fBnDpRVNFpbm0jFI8DwyiW/I9w/kc4DMAADMAADNyagUEoikio3X4uhKKKPb3V7AGqCcXgtrO0iVBEKCJQYQAGYAAGYAAGjslAIRRTkLygs4/HMSeBSVSa71LW3oK2p5PpkTmvx8v/RxYpg1A8JhgMWOICAzAAAzAAAzAwFor+hHDn7whFIGQiggEYgAEYgAEYOCYDCMWdhTDgHxN84kJcYAAGYAAGYKDNAEIRoXjrP9JlkmhPEvgIH8EADMDAfRlAKCIUEYowAAMwAAMwAAMwEDIgQvF/mysOhHG93jIAAAAASUVORK5CYII=

KlayThompson 发表于 2021-9-3 11:09:14

KlayThompson 发表于 2021-9-3 11:10:11

图片在第二栏,不太懂这个操作:L

610052116 发表于 2021-9-18 22:07:33

为你的敬业精神先顶一个

winnerchen 发表于 2021-12-9 11:01:11

666
页: [1]
查看完整版本: 各位大佬,小弟想弱弱地问个关于bgp的问题。。