{"url":"https://api.github.com/gists/5608230","forks_url":"https://api.github.com/gists/5608230/forks","commits_url":"https://api.github.com/gists/5608230/commits","id":"5608230","node_id":"MDQ6R2lzdDU2MDgyMzA=","git_pull_url":"https://gist.github.com/5608230.git","git_push_url":"https://gist.github.com/5608230.git","html_url":"https://gist.github.com/mbostock/5608230","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5608230/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5608230/raw/954d8ec45e88277f57daa654209c9bd33e5fea4f/README.md","size":237,"truncated":false,"content":"Rendering Nelson Minar’s river vector tiles in the Albers equal-area projection. The set of tiles are currently hard-coded, but it would be nice to compute them [automatically from the viewport](https://www.jasondavies.com/maps/tile/).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5608230/raw/adb40f7acf308b982d02a966b501bad9d60b5124/index.html","size":1042,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/queue.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 600;\n\nvar dz = 2,\n    z = 5 + dz,\n    x = d3.range(5 << dz, 10 << dz),\n    y = d3.range(11 << dz, 15 << dz);\n\nvar projection = d3.geo.albers()\n    .scale(1285)\n    .translate([width / 2, height / 2]);\n\nvar canvas = d3.select(\"body\").append(\"canvas\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nvar context = canvas.node().getContext(\"2d\");\n\nvar path = d3.geo.path()\n    .projection(projection)\n    .context(context);\n\nvar q = queue(6);\n\nx.forEach(function(x) {\n  y.forEach(function(y) {\n    q.defer(renderTile, x, y, z);\n  });\n});\n\nfunction renderTile(x, y, z, callback) {\n  d3.json(\"http://www.somebits.com:8001/rivers/\" + z + \"/\" + x + \"/\" + y + \".json\", function(error, json) {\n    context.beginPath();\n    path(json);\n    context.stroke();\n    callback(null);\n  });\n}\n\nd3.select(self.frameElement).style(\"height\", height + 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nq6u7s7OztrNpvRQUQiC5LZ6Ogo7go+DvNnPE5Op/M3\nfuM37t27x+Px8IkIXDyls7Ozer0+FAqhc1cqlZaWlhQKRU9PD4bAx8fHRqOR\nTqdjQ0P59fjx40Ag0NLSMjMzYzKZULHhluXz+ampKUxEz/bFQKo7PT1Vq9U0\nGq1QKHxWLCX+hBwcRCIRkUjk9/tBgmpvb+/u7kYG1d7e3tLSIpfLhUKhwWCo\nr69Pp9M4z1QqlUqlzGYzSNTIHzDzR0L1y4YslUq12Wz9/f0+n6+lpaW5uRmz\nQSgU2e32WCzW2dnp9Xq9Xi8ZuCQ8QiQSgW5GpVLReuzt7W1qajo5OQGOGy0w\nJpP5+PFjJpMpl8t3d3dlMplKpcrlcqOjoxKJZGdnBzdVr9cvLy9/5zvfQQcA\nOxGXy/X7/TU1NZgh+3y+/f39V199ta2t7fDwEJMC4glIoFKpoAQhCEIul7NY\nLIQgBgcqlQqtmWQy2dDQYDKZAoFANpu9fft2IBDADTg+Pr5+/TqCFSn+/v7+\n+Ph4b2+vUqlEPKH/enJyYjQa+Xy+yWTa399HvoTnBL2UXC63trZ248YNYLK2\ntrYwvJBIJAMDAxKJBC0FYOUIgnA6nRQKRafTJRKJqamp4eFhTPWemhjhkQB8\nh0KhbG9vYyS5vLzc1NTE4XDQhkOUf8rWPVau4+NjLpeLqFpeXobgwPz8/PT0\n9JtvvkmC43AymUyGTqfjogFwjGIXT77VaoWAFfotkUhkc3NTr9fjyvxSIYu+\nD4vFMpvNiDyckMvlunDhAuCnZrN5e3t7aWkJXTdyhZfL5WQ7MBwOu1wuFouF\nxodCoZibm6urq9PpdLlcbm9v78qVK3iCd3d3y+UyXhOJRAqFQiaTwcp3586d\nSCTyzW9+U6FQNDY2EgSRSqXEYjEmQ1qtdmNjY319/eWXX47FYqlUCoW5RqNB\nBZPP54PBIMBcmLUeHBx4vV4+n69SqTDsValUbDb77t27qVTq+Pg4Eok0NjaO\njIwMDAxotVq5XI7WTKFQYDKZuL48Hq+tra2xsdHpdLJYLOS4mHHo9XokFUCx\n0Wg0iURydHSElNTpdALoODY2BtK8yWS6f//+3NxcS0vL4eGhRqNZWlpqaGgQ\nCAS7u7vJZBKdPhaLhXG3TqcTiUQAJ5ErRSQSKZfLuCbAN+IRnZiYaGhoUCgU\nyL9TqdSn0WUhV67Hjx+n02mLxYIYcLlcXV1dEokEg0aLxcLhcEKhEJ/Pj8fj\nLBZrenparVYD9Uan0/f3900mUyKRwAridrv7+/sLhYLVaq2trYUgEGbOv1TI\nnkUlZzKZTCZTKpWsVuvx8bHT6XQ4HCaTCR1grVaLif/S0pLRaMxms2A14n0o\nFMrCwsL777/PZrMB4lQqlRilymQyk8mESfrh4aHb7QYWG/uaSqVKp9N9fX3Y\nyObn51OpFJZqOp3+3nvvpdNpo9FIPMneNBpNd3c3kP/vvffeyMjI0NDQ8vIy\nyOKhUAijdqlUSqVSp6amDg4OXnvtNR6Ph9oR2+jp6SmYlbu7u9/4xje0Wi2H\nw6HT6ZlM5sGDByqVKhwO7+/vKxQKFosFxALQyvF4HPUcucnweDx0JJhMpkwm\ny2azp6en5XLZ4XDE4/HDw0PgM+12+9DQUCaT+fM///ObN2+y2WzU1EwmMxqN\ntre34+vgocIExOFwIJfl8/nIkcjgg1IOwH5LS0uXL1/GqhGPx3d2dmKxmFwu\nX1tb4/P5AoFgfX0dFNZPjBKlUomqH/OI5eXl7u5u9M7y+fzh4SEWMixPq6ur\nDQ0NJD85l8t5vd6ampq1tTU2m729vY0Ol9vt3tnZaW9vb2hoQFfnlw1ZLO+r\nq6tKpXJubo7JZHo8nsbGRrVaPTAw0NjYuLm5qVar2Ww2OoiBQMDj8WAuwOVy\niTP9r9PTU71ez+Pxrl275na7JRJJXV3d1tbWBx98wOfzHQ4HiBOJROL4+Fgo\nFLa2tlKpVAaDoVKpkHJ961vfEgqFN27c8Hq9NBotm80Gg0GQY/P5/Obmplgs\nRiMpGAzOzs7K5XIUK4eHh3V1dcViUS6XHxwc8Hg8NN4BmeDxeC6XC2hDxD2f\nz5fL5SqVCv3XH/3oR3a7Hd2SfD4PnGtzc/O3vvWt7e1tDoeTTCbRHBgfH0dK\nQ9LTp6enwZinUCgHBwdGoxEzCIVC4XK5RkdHX3vttWq1iqWLwWBUq9X29vbm\n5uaamppHjx55PJ7W1la5XF4sFq1W6+Hh4eDgYDAYnJiYeOWVVyC3xmAwgCgg\n7xroxxhGBINBVBFAgPB4vG9/+9tCoRDjRgzb+Xw+RsQ/P2KYTCapg4ZMHf1d\n4JLVavXp6Wlra+t7772HNhEadrikuVxucXGxo6Nje3u7ublZJpMxGIxUKiUQ\nCI6OjmQy2WeFmP30kMV32NzcLBQK586d0+v1jY2NOp0OtSpWew6Hgyml1+vF\nFTeZTFhmyKDH6qVSqQCpkUgkwJgVi8VIJFJXVzc0NKRUKicmJqLRaCwWk8lk\nw8PDwGHhO5+cnDx+/Pj09LStra21tdVsNm9ubsZiMSqV2t7eDsBHNBodHx9H\nsUWn08EJA2lHq9XS6fTl5eW33nork8lcvnyZrH6Qbe/t7R0dHZHcCrR4R0dH\nX3rpJeBdZDIZ2Gx1dXXYcCORCJ/PHxgYePz4sVqthl6TUCh0Op0k8IDJZB4c\nHNTX1yeTSVyo+/fvVyqVxsZGkUiUz+f7+/vRjMQeQhCExWKJx+PLy8uA7fp8\nvhdffBEpuFqtTqfTgF+azWawT8m569mbjU/f3d3d3NwcGhoCErxUKmUyGazB\nAoHA5/OFw2E8QpOTky0tLT+nTUtm7evr6w6HAzmbRqMhwTeJRILP50ej0YcP\nH5rN5sPDw4GBgY2NDdCbCYKIRqPb29u1tbWQoTAajQaD4eDgIJPJNDc3Z7PZ\nz7TE/vSQJYEO8Xgct4TP52MlINdOzDyAIUcc8/l8YIpJJPxTFxSh7PV6ZTIZ\nRrjLy8uxWKy+vj4QCNBotJGREWTliB46ne7z+f7bf/tvzz333M2bNzEQ0uv1\nXq83m81eunSJIAi8WKVSGQyGyclJ8HYCgUA6nZZKpRhXUqnUUqkkkUhI8tnp\n6SnoPf/f//f/dXd3Hx0dgVyOknZ1dfXatWter/fBgwepVCoajVqt1pqamu3t\n7dnZ2ePjYxBg5ufnR0ZG2tra8B2Pj4+x16NVWSgUlpeX2Ww2xigAxUKKhkwn\nyKJ+dXVVKBSy2Ww2mw2SnFqtDofDLS0ty8vL2GpYLNaPfvQjQBYJgoAkDzIW\nsilOgsWSyeT169er1WowGMzlcuvr62w2u1QqocpsaWmpr6+vVqsikSgWiwmF\nQjKL+6mbLUEQSHw1Gg3Ci06nk/nPwsJCOp2enp5GUw8QfjQQoa4VCAROT09V\nKtXQ0JDb7bbZbBaLBRdcrVYju/1Mx88MWbvdLpfLsXRhZSIIIhgM8ng8XOho\nNIp7w2KxyCKaRqOtrKwsLCwolUqgh9bW1qDhpdVq33//fdQl4Luur6/39vby\n+XyPx2M2m7///e+jLWq1Wg8ODg4PD1OpVF9fn9/vTyQSw8PDDocDzQS8QyqV\n2traQsXN5XINBsO9e/ekUunx8XEgENBqtdBEyufzIIKTzSm/3//48eP6+vrL\nly9PT09zOByXy9XS0mK1Wjc3N69fv768vHz37t0XX3xRoVBA/a62tjYcDp87\ndy4YDGaz2Rs3buj1epvNVldXh0oZ1UM4HFapVBhR3r59e2hoqFgs4nP5fL5Q\nKIRMGpJ1cmoI6THU/uAdQZqKRqMxmcxkMpnNZtEge+GFF0BPWFtbQ4E7Pz9P\nTr/whtj3tre3QZgD0aq7u1sikWQymZqaGlyWSqWCbLKtre0Tu0sYyG1sbMzO\nzmazWVIUFU0bYOUmJiZSqRQmO2w2e3193efz8Xi84+Pjrq4ujJPa29uZTCab\nzcYu/Yt1iH9myAJh1N7eDkyGwWDY2try+/1osHk8HqjFjI6Onjt3LpVKIYVC\nq7KlpQWLFialHA5Ho9Gsr6+Hw+Fbt26Nj4+THJK2tjaMTIVC4bPPPouRhE6n\n83q9RqOxu7tbq9UCL5vP5zOZDDo+KH3Ah8HIAIpgkUjk7/7u71566aVLly6h\nzMLXMRgMCBFSQG54eJhOpx8eHgaDwcuXLzc1Nf2f//N/HA7H8PDwyspKMBi8\nevVqbW0tFj/AIdxud1dXl0qlQqrN5/OTySRGx7hiIpFobW0NnMpisTg0NJRI\nJLa3t5uamhgMhsvl8vl8DAajXC6f7UzhD3d2dkC9xAmjTNza2rLb7cViMZFI\nhEKh/v5+bGtra2tgxgPdiyXj7Lqo1WqhUVJbWzs8PJzP5+/cudPW1qbX65Fb\nYw36wQ9+gLzzE4XRy+Xy7du3BQKBxWKJxWJmsxl1VTweNxqNpVJJpVJZLBYg\nCnQ6XTAYxHw7FAp1dXWJxeKDgwOLxQJwEtkSfmpu94uHLN4rlUoRBOFwOLa2\ntoBvGB8f5/P5wWDQ7XbfvXv38uXL7e3tpVLJaDRCWdvr9SKXoNPpMzMzBEHE\nYrFqtYohmVartVgsc3NzV65c8Xq9QIFg6gOMiEKhiMfjHA4HI1xy8WAwGC0t\nLVNTU8lk0mAwKBQKDoeDzGFjY+PBgweNjY0gF5TLZTK7IPE6FAoFbRe32w2o\nCkQJqFSqTqdrb2/ncrko8F988cVCobC/vw/oMQl82draWllZGRgY4PP5x8fH\nHo+Hy+Wy2WzQe0C2wYqIRKKhoQF90B/+8IfDw8N6vR7PycLCQn19vd1uJ9HG\n5LZ7cnISCAT0en0qlRodHeVwONls9vDw8KWXXurr62tqajKbzVwuFy0Xl8s1\nNDQExodAIHhqWkuhUJaWlmZnZ8+dOweqCMqjVCqlVqunp6eBtLpz505LS8vg\n4ODPqb2KxSLUh9Lp9NraWldXV01NjVarJXO/R48eNTU1FYtFINxVKpXT6SyV\nSjU1NUql8vDwEK0ku92OGh0TzV8SlPMzQzYUCrHZ7O7ubuSd8DXo7u7GQwni\nYaVSwbj/5OQE9PMHDx40NDTMzMzweLxoNOrz+a5cuTI6OprJZLa3t6vV6snJ\nSVtbm9/v5/P59fX1YKSAiCeRSMB2Iidh6XQa2MXT01Nk6zabzWw2o8yy2+2p\nVOqP/uiPSqUSj8fDwAmLE/oSKAqpVOrGxkY2mwWEN5lMOhwOvV6PNBelUrlc\n1uv1IpEIsEmFQsHn86GREQwGmUxmU1MTKv1KpSIUCv1+P1grGIVsb29jpVer\n1XNzc9gu+Xx+sVgEz6lSqfh8vkgk0t7ejokRqaJAEEQul4tEIkDnGAyG9vb2\n999/f3d3VyAQYEUge3zICyEHVK1W5+bmsECcvXHlclkmkymVypmZGZwhn88H\npFOtVnM4HNCh0Q5/irGNI51OAzqztLSE4eLS0lIul6urq6PT6SwWa3Fxkc/n\nQzBKKpXevn2bIIi6urq1tTUMwyUSSS6X293d7ejoIAhif39/YmKivr7+M8Ff\nPm3I4h0nJib0ej1kPhkMht1ut9vtt27dQh0mFovPNn6xvkI+o1qtPnjwQKfT\n9fX1aTQarDczMzPpdBryrufPn0drFpQPELxoNNqVK1cAYJDJZMg47Xa7zWYD\nOMhms9XU1Eil0snJyVQqBYmNjY2NCxcuUKnUiYkJNHdxoDdptVqtVqvf719e\nXi4Wi1evXpXL5RqNRqvVxmKxhYUFjFs8Hs/8/LzRaARShE6nKxQKDNUWFxcR\no7lczuPx2Gw2t9vNYDDcbnc6nXa73bdv3wZsnMFgPHr0CJkSk8l0Op2hUAiU\nGzRVjo6OTk5Ozp07JxKJoFTO4/FIjBGDwQgEAu+88059fT2VSlWpVCAw0mi0\nyclJNpttMBg2NjY8Hs+NGzcWFxfj8TiACnt7e6Arn40DbA4SicRoNKbTacha\nMRgMhAsexZOTk97eXjIlJc4gXY6OjkD1kUgk0WgUFT2YlaCgqtVqh8MxNzeH\n5WZ3d3d4eLhSqezv7+/t7d26devw8NDn89XU1DgcjoaGBuhcXbhwAaDYXx73\n+FNWWSxvIL4RBBEKhba2tqAcT2KLEFU4A9RnSLNSqZTL5XrhhRewcadSqQ8/\n/PDf/tt/29/fj2UMO1cikQC/wuFwDAwMgDvV19cHBZF8Po/W99WrV+l0+vj4\nuNvtvnz5MpvNrqurc7lcmA6sr68rFAoajQa2I9kMFggEYrHYZDJBxcPr9d68\neRPnjIDWarVcLndvb89sNotEIh6Pt7q6ymKxAoGAz+dLJBJLS0t2u72vr6+r\nq0uj0ajVar1ebzQaW1padDqdUqlMp9MKheK1114bGRkxm83oRodCoVdeeQWq\noCwWa2JiIpfLIcXyer39/f2IUYzBMBAi0wMulxsOh6PRqMlkSqVS+Xze7Xaf\nP39+eHjY5XKBh8zn89fW1iqVChT9AUBRq9VnqRDYHsvlMrrUsVhsb2/PaDRi\nDkelUnO53Pb2tslk0ul0ZNVFeXLYbDYqldrS0kIQRDQaRS34/vvvv/baa8lk\nMh6Pw6mFIIhisXj9+nWxWGwwGGKx2NjYWGNj44svvoge8Onp6ePHjzE+nJ2d\ntVqtKAB+yWD9KSFLNuHC4fDR0VFLS0sikVAqlbW1taVS6cKFC3gWScAlUkMG\ng7G+vo6OBpfLBecEwNn333+/sbHx/v37fr+fIAi4IRAEEQ6HFxcX0+l0Pp9H\n7U+n0+fm5vL5PL4wn89vaGjAp9y9ezcej58/f55Go62urtbX19NoNJfLpdfr\nHz58eHR09MYbb5wtaMhhN3YxJP7ksABPGsbuYIoDC5FIJPBdKBRKbW0teGbV\nJweVSsVdR32p1WqxI+ODfD4fJEVKpVKlUuFwOGq1Gi5RSqUyEok0NDRgv0Jg\nQbemWCxigppKpbhcbl9fXzweB1WrWCyWSqW9vT273V5bW/u//tf/6urqamtr\nEwqF2Wy2VCq1trbqdDq3243H4yxkOZlMjo6OdnR07O3tBQIBDMNJOAGdTtdq\ntcDCn5yc4KyKxeLx8bHD4fD7/SAR4EzC4fDIyIhAIHj//ffRUFMoFNgT+vr6\nKBQKj8cDkJLNZnd2dkJNcGtrq6Ojo62tra6ubm5urqenBy/+vHDl/yhkcUHR\npXv8+LFSqUwmk6urq/Pz8+l0uru7myCISqUyNjZGEIREIrl79y4mW8hoCYKg\n0WhIPe/cucPhcEwmEwBmmUyGz+dns1mj0VgsFqVS6d7e3urqqlQqRXmL9dLn\n8xmNRpjVnJyciESibDYrEAja2trEYjGNRlteXh4cHAR6NRgMQvSzrq6uVCph\n4SH+Merc7Xbv7u5yOJypqalEImEwGOLxuM1mI5niS0tLYrEYrVO5XA6kBBp5\nZ5efs6sR8UTwgvzKh4eHYD5GIhFsnRMTE0htAXVArowGaqFQoFKpUqnU5XJh\n4AxygU6n0+l0ZrPZZrPx+XwoS3s8ntPT00uXLqVSKQiQ7ezsvP7666i6XC4X\nnFFIp5NoNCoWi09PT6HXdOPGDdxTbDI0Gi2ZTCIT8/v9BwcHDQ0N29vbkBe4\ndOkSeD7RaHR2dhbVCI1Ga2lpSaVSc3Nzzz//vMlkwvcC7+D4+Nhut9Pp9IOD\ng5aWFgivT09PA7GlVCo1Gs1PfvKTrq4uoOZ/TgP4FwxZgiCwy+/t7cVisRs3\nbsjl8lgslkgkHA7H5cuXoZ/l8XgcDodSqQRG22g0JhIJssmF+aRYLO7p6YE+\nq1arvXfvHhSystns2tra5uZmOBx+/fXX+/v7SQoecCcCgQCQKJjeZLNZv9/f\n29uLZdLhcCgUClSjoVBIo9Gsra3lcjk8VORWi5uEmWR9fX1zc7NUKlWr1blc\nbnJyUqFQ9PX1qdVqGDq8++67+XweACCoHyAd/DmrAuUJowsHgLkTExMcDmdv\nbw9ND5vNhv1kfX39ueeeg/IDps27u7tY5FD5GY1Gn8+3tbUFpejW1ta1tTWJ\nRNLS0oKVAi+enp7e398HAg78E5fLVa1W/X4/yBoEQXC5XFDZDAZDJpNBLovg\nzmaz8FnBoNtgMKDDTaPRYBTAPHNAC8Pr9Y6Pj1+8eDESiQiFwv7+fvJJHhsb\nm52dBVhbq9UGAoH19XW5XK5UKmtqajgcTiwWczgcIKVCAKBUKn1cefOXCtnq\nEzeEx48fX758GR+AJk5zc3MwGOzv7//+979fKpVGRkbwK4vF4nQ6TSbTzMwM\n2NVo3a+vrw8ODpKL0ObmJo/He+ONN1wu18HBAaZfb7zxBp1OBwKNnKgZDAYS\nWZJOp4PB4Pz8PJvNdrlcoJGk02lg4JVKZXd3N4fDWVhYuHDhgkQiUSgUQGGS\n74akOZvNarVawPLBlYNeAZbJk5OTmzdvymSye/fuxWIxEOvIiP85F45cyPFW\nEomkoaFBKpWC9qNQKKAumkqlIFp6enoKAB6i1u12w70HUtJtbW319fVKpdLh\ncEQiERg3sFgs5GaLi4tQAKmtreXxeEaj0Waz7e/v63S67e3tixcv4jISBBGP\nx5eWllpbW1G0AT4RCARu374N4O9zzz0nl8vFYjGFQjk5OampqSFHm4hsn88H\neZFoNLq8vMzj8err65eXl4GFKhaLOp0OjRSAbHp6eqAScu/ePTDp5XK5XC5H\nCUsQxAsvvICGD6qdzzNkyS0Paw+bzcayZDabx8fHsbxBk5XH49XU1Nhstnw+\nPzw8fHp6urOzo1KpUAfMzc2JRCKDwVAsFrEZra2tXb58ORKJdHV1nZycDA0N\niUQiOp0+NTWFPhdxpnogIY7Hx8fNzc1dXV0QcVhbW6urq0smkwCdAIWJSSwE\n5wDNxJsEAgFIyyuVSvSVSZQqSnUy2oABUCqVmHffv38/EAhAafnsOnq2ssaT\nANkBv9+PjBlxhhEDlvC5ublSqQT0oEAgaG5uzuVyeM3y8rLL5RKLxYFAAKpV\nLBYLI4aamhq1Wn14eIhNvFqtgrOuVquhv4tbs7CwUCgU9vb2crlcd3d3LpeD\nsYrH46mtrT0+PlYqleT1fPTokVAovHnzplwu93g82BPy+TyGjrjpMzMzuGvf\n/e53ISMZCAQoFMr169d/8IMf0Gi0V155ZWNjQywWY8kIBoMqlaq+vp4s/rD8\n+/1+LpcrlUq3t7e3trZ+4zd+o1qtZjKZvb09IBM+z5DFQY6RPB6Pz+dDsvjB\nBx9YLBaNRgO0PJvNxiQTGSefz69UKoeHh7W1tSgpzGZzPB6fnZ0VCoUffvgh\nUHmhUCgWixEEUVdXJxAIwLOj0WgbGxt8Pv+sDSQ5eMQNHhsb6+/vRxfdZDKh\nO1atVuPx+MOHD5PJZGtrK2YH5LMHzDjm18lkEj0ygiAwbsXtxOvBAIGAGb5g\nJBK5d+8ewp3sipBPFIhDXC63XC4vLi5KpdKVlZWGhobDw0N0wSgUyvj4+MbG\nRjQaRWNramrq2rVrx8fHWMWBdEOA3r17d2lp6cqVK3Nzc3a7fWtrCxWMTqdb\nWloCWEIikWg0muHh4aamJp1O98EHHwAIOjAwcOHChebm5omJCZvNplarAeTb\n3NwECJjyRMRFIpGgY41NAE4qEOQDCYdGo83Pz+/t7UF/cnt7u6enBw2H2tra\nmpqa73//+5cuXbp8+bLBYBCJRKiDe3p6RCLR6ekpFNbEYrFMJmtoaLBaraVS\nyWAwoB0JwWp0LT7nVZY8cIdAJLxz5w6IEGw2O5FI+Hy+/v5+NGUpFIrH4/F6\nvQhEo9FYLpeXl5fr6+tdLpfH4zl37hzUtykUSkNDA4RSLBYLeiuowXO5HIBX\niURibW2NFE0inkBesHebzWYSnUPSOSQSSU1NDZ1O393dTSQS0I71+XxTU1Ng\nEer1+nK5rNPpII0PoJ1arSYXcjRiNzc3HQ7HycmJy+UqFAoGg6G/vx85DPBT\nXq/36OhILpfDtWZycpJOp4PZe3p62tjY+MMf/pBOpz98+PDu3bt0Or2xsdFg\nMIyMjDidznw+X19fr1KpoK8PZjyVSoVQyJUrVwYGBpqbmw8ODjD2dDqd+JTn\nnntuZWVlY2Pj2rVrEEU8OjpKJBIymQwKeVtbWxAOYjAYsVgMpZ5UKt3d3dXr\n9eFweHNzs1gsYqIGli8MTlQqVbFYZDAYa2tra2trnZ2dsVgsHo9Ho9Hj4+Ny\nuXz58mVw8kBzAtQzFAqBdwRlvsbGRrvd/ujRI7APpqenYauNIRnUmeh0OvIE\n0ubyCwlZvC8mHFCzWl1dzWaz6H2aTKZ33nlHJBJheAMLGo/Hw2azd3d3Dw8P\nuVyuxWKZnZ3t7OxEo9RqtdbX13M4HEArAPmjPGFx3LlzB3SXbDaLBY88k2Kx\n6HA4ILSBRxk4G4IgoEaBuDcYDDU1NXfv3m1ublYoFAsLCzdu3GhtbUU3Dewx\nLFcajQb01KcowWD1YF+jUqmBQODx48cGgwGKAaurq2tra1tbWwcHBzAwg34y\nNDjGxsYgIJfJZAqFwu///u/fvHkTqDE48HC53EQigdUonU5j7opP5/F4Wq0W\n+TfgnbFYrKGhQa/Xj42NAR+8vr6OKtblcmE5QPMREIvFxUVwRmZnZ/l8PvTO\nxsbG0AUzGAwmk4nP58PSGuA7Op0O0wCNRsPhcCYnJ1GZoN/scrkymQyw55lM\nZmFhAYLpAoHg+eefv3fvHswsTk5ObDbb3NwcnU5H/weZusPhQJOBRqPR6XTo\nYD/Vdfnlj6cZtiRSFjjRQqEACl6hUOjp6YnFYh6PJ5vNksF97969uro6bB8Y\nUWI+idowlUpVq1WVShUKhdxud6VSCQaDEokEtJx0Og2jUHIScfZgMpmok+7f\nvw+ROZJbdvfu3YGBAVCy/uzP/mxwcBBmfN/97ne5XC4I+5FIBDKM169fPzw8\nHBoawtseHx9PTU0999xzWIOBPsM7w6ocfSWPx/Piiy+eVV/L5/Orq6s7OztK\npfL8+fPvvfee2+1uamoSCARKpfI73/nO7/zO72DGgbwNVXZzc/PJyYnT6RSJ\nREwmc2dnBwI2PB5vbm4OdE48JwKBAMlGqVSCWO8PfvCD9vZ2pJ42m+3555+f\nmJigUCgbGxuwkDCZTDi3a9euoWMKAf5nn30WF4q8YgANFgqF1dVVJpMJZqVS\nqRQKhQcHB3V1deFweHx8XKPRjIyMQC/H4/HgNnV1dX3729+ORCL19fVILf7y\nL/9SJpM988wzAwMDt2/fvn37dldXF0EQyGIVCsX8/Hxzc7PX6wXK8XOM15+5\nyqpUKgDXsYXhRMF97e7uRrKFS7C8vPzss8/a7XY+n8/hcDBEUKlUKELX1tYg\nS7G0tARZerVavbOzg7max+NB7+mpT8dBAgUxbAS9NhAIPHjwAD32w8ND5BUj\nIyMXLlyAFMDg4ODGxsbjx48TiUQ+n19bWwOIUyKRYGEWi8XBYBAMi62tLRRM\niJsHDx7k8/lr166dO3cOAwuyo4k6EjOwubk5qOYwGAx0rMbHx3/zN39TpVJt\nbGx4vV632x2PxzUazZUrVwwGA41GOzg4CIfD3d3d4XAY+SKXyy0Wi36/H1+f\nyWSurq5euXKls7NTIpHEYjEUuFeuXEHfan9/v6GhAcZpoOBiffH5fEKhkMVi\n5fP5sbGxRCLx/PPPA1xBPJmbnM217t+/r1ar3W43ALvRaBSxyOPxenp6nE6n\nQCDAKW1ubjY1NUml0rW1tXw+39DQgB4Rj8ej0+nnz5/HrCcWi5lMpqWlJQqF\nAsyaQCAwm80QlBWJRJ+7/9TPZCWQD4dOpysWi2+//fb58+cBmu7r68O1yGaz\nED7a2dnh8XjowrpcLlCjDg4OkIAHAoH+/n6ZTEalUh8+fHjx4kWswYuLi0aj\nkVS/eQoMTvbIkAuSssANDQ3Dw8PDw8M2m217e/vWrVtqtXpqaioSiUQiEa1W\n29LS0t7ertPpgMOA6AtZQkESYm5ubnx8PJ/PNzY25vN5IJughAygevWJLOH/\nvUw0WqlUunfvHnhEMCBRqVSnp6ddXV2IV4D/W1tbS6XSo0ePXn31VRQcPB7v\n0aNHL7zwArZUCGsSBAGhWRAfWCzW6ekpnU4HPjqfz//pn/7p66+/LpfLgZVB\nq+uNN96QSqUajQbjZSjomM3mSCQCfhjWSPTIwWgAD4ysa5VK5Z//+Z+3tLRA\nHcfhcBwfH/f29o6NjanV6rq6uu9973tWqxVA587OToFA4HA4ILVJEERtbW0m\nk/H7/QMDA3jIpVJpQ0NDW1tbLBY7Pj5Op9MgTi8tLclkMshZf0oq7y8Vsmdr\n5Ewm86d/+qdA1Hu9XpCMeTxeJBLBepBMJq9du7azs1NXVweQSqFQUKvV6FJB\nyh26jUtLS+BSItmAoDHARGe/Eiq2WCz24YcfYtaCoEE6CCXNDz/8sFAoNDY2\n3r17F251w8PDoVBofX0dkBStVosSDR2cSqVCPvFcLnd1dfXWrVtQip2enrZa\nrXV1db29vZDtPSsBhA4xyBRSqRTi/zKZzGg0gusrk8kePHjgcDgwm6DT6TKZ\n7PHjxyaTSSqVguqTSqVQkezv7xeLRbVaXalUGAzG/v4+SRIOBAIMBkMkEsE+\nDemmRqNZWFgwGAxQMxeJROvr6xsbGxC+hbI+wITZbDYcDvt8Pi6XC6AMjDbJ\nli15W+l0OjJXKPFEIpHa2loajba+vo7RXTgcFolEly9fVqvV5XLZbDYvLy+j\nrASbsrW1VSQSHRwcZLPZ3t5esIZAlEU7Vq/Xq9Xqvb09pMVfbGLwU2P3+PgY\nPBkKhQKI/ttvvx0KhQwGQzabpVKpoD1hvbRYLNiq4BqHxRgGWrW1taSqF4VC\ngaMGhUKJRCKhUEgsFiOUZ2dnNzY2MKaCZAHWvEwmMzc3ZzabmUzm5ubmlStX\nstns1atXTSYTsg7YjUulUki9Qivq+PiYxWIBPkY8kWxJJBJYvEulUnt7O4oY\nnMzZ61utVl0ul9VqXVlZAS4km816PJ6PPvqIw+EoFApo1NXW1mIrPD4+hmjh\nm2++ubm5CZZ5NpsVi8UgULhcLuy8Dx8+xJUBrIIgCFwiUnf26OiITqdDLvJv\n/uZveDzea6+9BohFX18fl8s9Pj5ua2uTy+XQMjOZTBMTEz09PUi60un00dFR\nY2Pj2RWOQqEAGsbhcFQqFcYBm5ubVCq1trZ2fX19YGAA/W+v1wseBB5dQGRa\nWlrm5+fr6+shFAkMVzKZXFlZ6evri8Vi8G31er0sFksulxcKBSwcn2O8Ej9f\n4IhCoQAt+od/+If/5b/8l1Qq9dprrxmNxvn5+eeee06hUKBCisfjFAqF3N9B\nSiYIolQqoaIUCoWRSASaTWR/GxQO5ABQwMNSuru7Ozc399prr8lkssHBQSTy\nqJBAnP/e9773zW9+E4YzaJ2SPX8A41ksVqlUgqstSiXUy8QZwgVJXHG73c8/\n//zPKhHwPoBCn5yc7OzshMNhmUzW2tqKwTWPx6PRaCjjJBJJbW0tk8nE5B2k\nvM7OTvSnKRTKyspKqVSC0rJKpdra2gJmand3V6VSCYVCwOphCb2xsdHb21so\nFNDk//rXv06j0W7duvW9731ve3u7vb29o6MDwPa1tbXGxkaA7ORyeSqVAuaL\n7EWSHEas0xgREwQBkEB7e3skEoHoJxzUzp8/X1dXB1Ds8PAwg8G4ePEiLiCP\nx8OeEI1Gk8kknU5ns9l7e3ter1csFtvt9nw+D3YnmnGfb7Di+IRVFueN9hP2\nDsjsBAIBt9vt9/vZbDa0SYgz8zPIEG1tbbFYLMSHSqVyu91QHKlWq263OxAI\nAAJCoVDQoKY8MccCUUypVHI4nJOTE2Bu0BhvbGwUCoXj4+MAlZLgPSwGt2/f\nXllZyeVy4XD43r17fX19GIyRYFC8fm1trba2Fvkog8HAjk9Ocf7R1aHR0I6F\nLRlBECMjI52dnfX19V1dXU1NTRaLBTbkZrM5FovlcjloHcAhqK2tDSQiyDXw\n+XyXywWAtlqtrqmpGRsb29zcxKQaesXQJcnlcm1tbVj/nnnmmXg8jpWYRqM1\nNzfDzglLdWNjIzyJiCcJN4weaDRad3f30tISdjyCIIRC4dtvv02lUlGSktLW\nmNBKpdJQKHT37l14olgsFsipLy0tgYFMPGkIYgKHmSIUUhobG3t6ejKZDFrg\naL3TaLSzafSXEbLYUKLRKHh2QOvU1NSgw0yCU5EtnQ0I7CbQjkXysLS0xGQy\ngQd1u90tLS2QmoK2GSnbWy6XC4WCx+OBxBCHw3E4HJlMxmQyIWHIZrPT09Mm\nkykYDHZ2dqJBAbAmQIwfffTR888/393dbTabNRoNaXuLiMeJRaNRiJ3gfzEh\n+6lqgThQsaGZDzUGp9O5u7t7enoKsD34IdlsFkBbQBP7+/t3dnYEAoFcLgc0\nAl8ZSyCEhmDA0tjYiH52KpWCngOFQvnggw8QEP/wD//AZrMLhQJWd4QCvt3h\n4SHIPNBqgNQum82en59XqVQDAwMEQRSLRUxWCYIolUrlclkul/t8PsDKstns\nwcFBpVJ58ODB+fPnxWKx2+3W6/VKpXJjYwMiI1evXqVSqegSkPcXjjdGo9Hj\n8QAnfnBw4Ha7Q6HQ4OCg2+3GzOKLiNdPWGUpFAoKf4QXDDbgnqxQKEQiETj1\nZwtSZDZQGZfJZBsbG3Q6vVAodHR0rK6u0mi0a9euVatVm83W3t5OEAQZr3gH\nSPyBawBIHv4NDRKARB89eiSVSrHp5HK5e/fu6XS6fD6/sLDwyiuvYFEE4++s\nlBrxJCtANkYCaLAAk1z2n3oRzuIfQIfCZKRUKkGbcm5uzuVyyeVyi8WSzWb3\n9vaamppyuZxYLCZddhcXFxEuaMqClSUSiaLR6A9+8AMkDJ2dnWw2OxaLHR0d\nXb16tb6+/rnnnrPb7RMTE2gsYPKE7tvOzg6KY8hYMJnMk5OTrq4u6NdCZ2Bx\ncdFkMgmFwlgsBl7TyMhILBYrFAqFQuHg4CASidBoNK1WOz8/D7CETqf7n//z\nf1IoFIvFUlNTc3Bw8JS9PK4DhHDQcKipqVGpVFwuF0k/tA1JY7YvL2QpT+xS\ny+VyPB4HxGl6evprX/uaSqXCwJrNZi8tLeHSQ2yMx+ORugyFQuHk5CSfzwOd\nXS6XBwcHK5XK6uoq+vZnTfeIJx5a6PMRBHFwcNDf3w9nVz6ff3BwgLl/uVw+\nODgAk+Ttt98ul8ugaAO5y2QyrVYr2F1kIJJYluPj40wm09nZSYYyInJiYgJE\noJ/ajjkrJpJKpRKJBGjoJpMJVK3BwUGgLxgMBnz5QKnf3NwEF4jNZmNaC4Xu\nlpYWdHDn5+c9Hk9nZ2dnZ6ff78f1kUqlBoMB+I2xsbHOzs579+6dO3cOXxli\nt2TLyePx9Pb23rt3Dw9qIBDA9V9aWsLAGeCK0dFRl8sFAqNCoVhaWmpra+vo\n6GhoaECLncfjvf3225C6p9FoFovl5ORkYWFhZGQEs4xyuRyNRrlc7sHBAZvN\nZjKZXq/X7/dPTEyATZROpwcGBhoaGvb29urq6kjLpy8vZHHMzc3t7++DM6lS\nqZLJJJ4qjJtnZ2fj8XggEKitrbVarbCZJQgCJTmLxaqvr8csniAISK9h5Ybk\nGBAIZ7swDAbDarXyeDyBQLCxsQEABzBsbDb7o48+amxsRGLAZDLHxsYuXrzI\nZDIPDw9NJpNYLN7c3Hz48KFIJAL0sVwub25uSqVSpC5Ywnt6es7qheGyCoVC\nyCaTggy4SaSEDLnWIvigVIdRU7VadTqdbrc7n89DFw0asZOTk1wuF6a7TqcT\nBpF+vx+ond7e3kql0tra2t/fz+Fwbt++jXkBCDMQ/4FbhNPpzGQyoFthGZ6e\nni4UCkajUS6Xw8H5/PnzyD2wZE5MTLzwwgv19fVIoJ1OJ41Ge+655x48eFBX\nVwei6O7urs1mw26JwTuFQunv77darUajsbOzEz54qFXW1tZEItF3vvMdaD7g\nPt65c+fGjRv19fVoABuNxnfffRfDnc3NzXw+/4ny4p9nyJIsorm5uUuXLtFo\nNLVaDavEaDQK9cy1tTWFQnHu3DmJRFIqlbRardvtrqmpwVgfgGVgCylnyA7Q\nQMhkMrW1tfF4HFSTfD5P+u1KJBLkUiCO19XV+f1+h8OBvuDu7m5NTY3X652b\nm7t48SL0NXZ3d+vq6qAPJRaLIXmZSqV+/OMfA+qPZRLUMbSB19bWEMo4NzjP\nLC4uEgRBtm8hd+zz+dCAlMlkx8fHjx49wqzI5/O1tbXZbDaQIvV6PagWs7Oz\nBEFEIhGZTHbr1q3a2tr29vampqZz587BFPLZZ58dGhpSKBTAAN25cwfOPFqt\ntra2dmZmpru72+PxrK6uYmSIHhxGTdiRHQ5HuVzu6enZ3NxsaGj44Q9/CFb6\n97//fblcvre319nZSXqSxWIxm80G3YZ4PA4PBcB6ZDLZBx98gCivVCrvv/8+\n0Nk4GYIgZDLZ+Pj43t4e/NJ6enrAH4bbd3d3t1qtPjo6grYIOtOXLl3CihOL\nxVC1f+EDW/JA1xDod3jXb25uYha3urqKZBQSbuieooVpsVj29vbkcrlerz8+\nPjYYDFjhSM3kUqlks9nOnz/PYDC+853vgJyJ3ZMgCEAU8vn8/v7+wMAAGnsS\niQRILplMdnJyAkckSBAQBBEIBJxOZyAQoNPp4IXSaDSn04mgaWlpQW/YZrPF\n43GPxwM4n8vlIggCCSVWU4VCYbFYXC6X3+/H6J/JZNbU1JjNZpClDg8PAa44\nPT2FshVQL62trQqFIpFI1NbWQlhdrVYPDQ21tbXBX4nNZtvtdlTWYAQANYJF\nuq6uDnxjoVBoMpkgvJxMJjFS3tvbA+8vEAiIRKKurq63334bY3MozC0vL8tk\nMg6HAyXxjo4OnU5nMpmYTObS0lK5XIZFa6FQQGfd5/NptVqYiFSr1f7+/q2t\nLeg91tfX+/1+aKbH4/FCoaBSqRYXF4VC4bVr11ABg2IARy3kbyKRCAJT4M1/\n9NFHNTU1cN/lcrlkzfCFhyzliSSETqdbXl5eWlrq6uqCUbxYLGYymbW1tbOz\ns1KptKenZ2dnByauKEUxXAV/huQzQhIGyjY2m622ttblclGpVLVajfQU0hVU\nKhVSivF4vFQqWSwWr9d7cnJCtrWxP3Z0dPT09OAiRiIRHo/X2dmJRwXjWdDR\nwGMm2RYejwddM4zHgGkE1xJkf8gyzMzMQF6TzGsZDAZQUXCNg/YEJL8HBwch\nWyaRSAD2a2pqGhgYQMssEAgADWy32zc3N1ks1rvvvhuPx+GJ99FHH0UiESBU\nxGIxCke9Xv/jH/94ZGSESqUODw/HYrHDw0OEBUYkkUjkzTffBDRMKBQi5V1f\nX9fr9VevXhUIBAqFIhQKAYsDS1QAXNCimp+fn5iYYDAY09PTuNpNTU3ICmw2\n2+DgoM1mOzo6crvd9fX1QqEQun3FYlEgENy5cyccDkO3weVyocGMkQEMB3w+\nHwa8ILfiQ9Pp9Ofr7fgJuWy1Wm1qaoLlJAAlUExZXl5GVlAsFk0mk0qlYrFY\nTqcTM33iifnvxsYGk8n0+Xxw3qJQKHt7e5QnKiyxWKy9vR2MEdIwg3xUULXw\n+fyjoyO/3280GpEhvPDCC3BWIWv8k5OTuro6g8FAykBXzxw4mfn5+UuXLqEb\nKhaLDw8PNzY2wE5BOaVQKIgn0xPo61POELxI1EGhULh9+3Y+n6+rq9NqtXfu\n3HnrrbfQiof6NsoXh8NxdHQESVdgwF944QU8JA6HAz1/wKg/+uij+fl5mP7t\n7+9vbW11dXWhCwZOWGNjYzabbW5uzmQyR0dH3d3dXC4XZi/RaBTK0pCkXV5e\nXl1dDYVCgOe3trb29PS0tbVFo9HNzU0Qs8rlciAQeO2113p6euLx+He+8x3k\n96inHzx40NfXNzAwAHQOUiYej3f//n0ulzs4ONja2oqODfAVTqdTr9dDcRY0\n6Vwu53K5HA4HbLiJj1k5fLEhi60cT1gulwOoLJfLQW0PAkxw8AqFQpjpZTIZ\njGQKhUIymQwGg/BPRETSaDSbzVapVPb29qDMCjqH3W5HJwuMA+KJlzsAFkaj\n8eDgoFqtWq3WZ555hsfjAS+LPi5sFmFAR04WnjrwdSCfBlVUqPueO3cOoOz9\n/X3YkVYqlc3NTZLCj8QXZ16pVKBv0N7eDq/42dnZnp6ekZERm80WCATC4bBE\nIgHv1+VyQe2rs7OzpqbG7/dns9nW1lY0XlKpFJpBTU1Na2trpVJpcHDwww8/\nXFlZeemll0ZGRiBaYbPZgsEgpidra2vPP//8+Pj42NjYhQsXlpeXR0dHv/71\nrzMYjPv37/P5fL/f39fXh+Ht1atXsXYSBBEMBi0WC5fLhcGGRCLR6/XI9yDM\ns7+/XygUmpqa2Gy2RCJBc+psay+bzcbjcVAg4/F4W1sbpAuXlpYw9YBUAjZS\nPp/f3d0NgFtzczMm/J9jvBKfKDwPsI/D4XC73XDLViqVpVJpeXkZgDdom9nt\ndoxM0GQmCMLtdkNqzuFwXL9+HXV3pVJBFYk1gE6nT05Olkolh8MxNTWFzg5Q\nFLlc7u7du1A0JwiCwWD85V/+5eDgYLFYRE2KHjB8v0ql0uzsLIYuT5G0dnd3\nNzY2NBoNpNBh3OVyud56663+/n74rAK95XK5BgcH6+rqMJo6OjqCgiJECFEL\n6nQ64PGQZQLuvbOzc+3atd7e3t3dXUjCNzY2wvIOHcr19fXu7u7FxUU0OCHH\n6ff7gYSCZhSbzTaZTFDaunPnzvLyMrDVvb298CVlMpk8Hq+/v7+lpeXOnTun\np6fPPvusxWKBHdDKysq1a9c6OjqsViuHw4GpE6zNZ2dnsTTkcrlsNmu1Wpua\nmqAXa7FYcrncwMAAODDAgJfLZavVCnYdiEN37tx57bXX0OryeDz7+/t37tzx\neDzNzc3PPvtsV1eXUqm0WCwYjEEi/Pz586enp5Al/fLKL+JJRiuVSiUSCYQY\nmEwmHDva29vr6+vpdDqSAVRjgBThb1FXAs4zPDyM7jcWQujgkXong4ODAwMD\nU1NTSqWypaXF7/d7vV6VSrW0tIR279raWjQaxQCmWCyenJycnJz4fD4oUeZy\nOZFIhOFFMpmEsz1Z7UE8dWZmBoUU7gGNRmtra9NoNLASSKVSNpvtxo0bZyGO\ner0eD4xQKIRpLfAuEIAJhUKJRKKxsXFjY+P8+fNg+JRKJQqFcnBwwOfzw+Hw\n3t4evD8BOE4kEugGwmUE7FkA3qvVqkKhWF1dHRgYeOutt4BVaGtrMxgM0MXH\n7BDur+hnEwRx8eJFn89XLpehEXFwcOD3+7u7u/f39zc2NkAHd7vdW1tbEJw7\nPj7O5/OdnZ2ZTGZpaQly21KplMlkQhWPQqEA2dPV1YUzRB9TKBTW1NTAyA0A\n+a997WuDg4MKhQLNOGhNsNns5eVlTDROT0+Ran9Kv/rPLWTJwEXZBBwWUlWo\nu4G0CI8hUpOL8kQaDZCLeDyO7jpYXLFYTCwWNzY2Wq3WeDz+ta99DYKjVCoV\n0+319XV4cvT29s7MzECH4tKlS5DwhgMZuq2XLl3a3t4eGRmBAzfk4igUytkq\nFW0Eo9H4wQcfQBIPFCiMoCUSSTqdPjg46O3tJTEG2BBJwoLf74eOMbQvcZOC\nwSAMDjo7O8lJJjbZwcHBdDoNkXXwL46Pj9fX14eGhmCXAIljgUAAlfD79+/D\nKsPlcpXL5cPDw6tXr8KxGvQ7CoVyeHiISY1er9/b2wsGg0tLS2q1+vHjxzAH\nGB4eHhgYAB4DYuvow0Sj0ddffx3Yq/r6eoBuQcQFeAVYGfiRYC145plnwuHw\n4eGhVqvd2dlhMBhDQ0PJZPLBgwewDPra177GYDBCoRAEa7e3t3HyeCaPj49f\nf/31ZDIJRZmfLwfxRYUslky1Wo2p4FMPDYVCcTqds7OzOp0OypuVSgXEw5WV\nldbWVkiQIhQqlQrYLyA7tLW1QZINgvlwCHK5XJ2dnQRBeDyeXC730ksvARZz\nVhh+dXW1q6sLWjLvvvtuS0sLRvMA4EJ2ChRWMrtdWVlpbGyEyifK2Pn5+Wg0\nenBw0NPTw2azATMgse241g6H44MPPojH46D0nJycRCKRtrY2mCBgRo89FFMG\ncCfX19eNRiP8QcGFQoXX3d09MTEBizkSzYO1HDxKlJtABmJdf/vttzs6OjBr\nxfddWFhgsVjRaHRiYuL69etGo3Fra+udd95Rq9XDw8N4B4PB0NbWBp9AGEmI\nRKKHDx+GQqGbN282NzdXq1Wz2Xx0dPTiiy+mUikUi5FIRK/Xr62t2e12WAVC\neG98fPz09DSbzVYqlatXr2Jm+c4773A4HFIIuru7G1RWo9G4vb2tVCq7urrI\nrfUrCNlyuQwydDabxdwrnU5joAwSHzSyUTlRqVTUQ6lUChmbVqvFebPZbHSn\n19bWXC4Xg8HY2tq6cuUKvIGCwaDNZoO3NJfLnZ+f7+vrI5sApDg/xvGAfmcy\nmWw2G4lEfD7fBx98YDAYcGLo9ZBZCqi8Op2OfOTQ6C4UCi0tLaQuOVmuQUIC\nicebb74JeK7JZIIAG/blYrEIFUFAYSDgJRaLGxoaIpHI/v7+0NAQvhdQ8DQa\nrba29r333rt06dKjR4/+/u//Hvs1cLrwMoCAiEQiAcrs5OREq9Vubm5qtVqP\nx5NKpfR6fW1tLSYFaOq1tbVJJJKenp7R0dH6+nrwPavVaj6fZ7FY6CdA/B5W\no3grmDir1eoHDx6AzIehHUY/eE8w8lEDANztdDoBKEskEpcvXz46Opqbmzt/\n/jzIyefOnQuHw3BazeVygUBgf38fGoyfbzr7qUKWQqFMT0+j5FpYWEDqhqUR\nXUYyC8SL+Xw+GlWTk5PVapUcN0MOsVwuh8NhdG0waEmn0x999JFMJotGozDF\ntVgs0O4kVyPAAyBazWKxjo6O6urqyuXywMDA8vIy9ObhkHbjxg1UWiTyiEKh\nBAIBsVhMBjHGxUqlEvO8+fl5aB17vd5kMrm+vp7JZNCZR5XN5XJ3d3dB4Zqe\nnkYUymSyYDBoMBhgVo+qcXV1tbe397333oO8td1uB6AsEAg0NDRAqiOTyVy8\neBE6kKDKTExMQLskEokg6UQXFtSGo6OjK1euTE5O5nK5rq6ujY2NxsZGsVgM\n9iyccA4PDwHT2dzcRP8fCRLkgff29hgMBvoqwHugWoBda6FQ2NraSiaTMDyD\n/AqaJJhglUqlO3fugPFWrVa3t7eRNU1NTdXV1TU3N0MCDHRi9JF4PN6lS5eg\nZHpWAfcLD1ncb6SqaGyhzsBjJ5VKa2pqgIiDtTYKLMQ0ZLIjkQiJtsS7AajQ\n29sLOSfg3Jqbm+vr64FDUKvVa2trTqcTwwikWeFwGAUfQRAejwcLEo/Hi8Vi\nbrf7ueeeGx4e7ujogJIZuhkQViHTaKVSicah3++HcyIyBxaLhYKXIAjosTU2\nNmIqG4vFoFYLohWLxTo5Oblw4YJSqbx37x4ceGw22+TkJLJVjJcymQxs5QBJ\nefjwIWw4JRJJd3f37du3oSgDf3QYH3R3dyeTSaiMPX78GGR3BoOxsLAAuJbJ\nZOLxeGNjY11dXUdHRxsbG4uLi9evXy+VSicnJxKJBKVYLBYbHx/XarW9vb2h\nUGh6enppaenBgwd+v//WrVsikYjBYKBNqVAo4M86NTXF4/G2traamppUKtX1\n69exVK+trc3MzOTzeUgfv/zyy1Co8Pv9ly9f3traSqVSv/3bv/3f//t/d7vd\nb7zxBlyG0DqEMXSpVIKU4ldQfhWLxd3dXfBMOjs74/E4oK7VJ5YeBEGQLcyz\n3VBYsqBUJx8ATLMUCsXBwQHmBaFQCKb0LpcrFov19/ebTCa9Xn///n1MTcVi\ncXNzM/mJMOaTy+XocY6NjUF/CktIMBhUKpV+v/+jjz6CRQyFQoHvAyohj8ez\nu7t76dIlcgmnPHHfBWYScwSQcEKh0ObmZrlcbm9vx1gVGpdms3lqaspisRiN\nRovFgrYDLOhXVlYODw+FQqFer4fbQjabZTAY8BWiUqlkFwnSzRMTE+D8wOkc\n8oPgCMhkMphlLiwsgFWWz+fZbPbExAQ6BqSiTygUEgqFXV1d58+ff/z48dLS\n0uTkpE6ne/XVV1UqFXDluKEsFmttbW1qagrgWqVSKZfLL1265Pf7RSLR7u5u\na2sr2hpgJUF1BZKmOp0OdAkoAWBBkcvlLS0tEolEJpPlcjkA9s8OVj7HeP3k\nkEWoQVmIQqF4vd5cLgcl0e3tbb/fr9FonpKQDgaDyMwcDkehUEgkEqQ4Ol7p\n9/uR2icSiZWVFewsBEEwGAxIyON2QkIGcCcOhwOIJ5BTuHxANPN4PIvFArN3\ntVoNWAyMuDgczsrKCgxeTk9Pa2trRSIRkABut7uzs/NsZXC2/MLP5XJ5bW2t\nwWCAMAdGdFqt1mQyffvb3xaJRK+99trExIRMJjObzej6oZAqFAogWmq1WqC8\nt7a24vF4d3c3vGpv3LgBk7NkMrm9vT00NNTY2MhgMPx+P8BcXC4XXf1AIJDJ\nZLxeL5aM5ubmDz74oLe3d29vT6FQwEjWYrGAazU5Odna2oqk2e/3v/nmm9AJ\n7u7u5vP5d+7cyeVymC9sbm6Cu3Hr1i25XN7R0SGRSMBCAwgd3G4AJGw22+Li\n4vDw8PLyMsyn4FyHzivg7QA50Wi0mZmZlpaWWCwGX62vrGOAyRtKUbVabbVa\ns9ksnU6fn5+HgDU5eVpfXw8EAolE4ujoiCAIOBuClEsi/10uFzDOkBJhsVho\nONPpdKlUqlQqSfcI5KyNjY3z8/Ozs7PYHPErHo9HsneApgMnBEqxkCZWKBR1\ndXXvv/++VCo9f/48mU/L5XJoxpDIZfKpe4oIjnMmpYyRY8B4DT2gkZGRo6Mj\nWBoBwcTj8fR6/TPPPNPV1TU6OloqlTQazeLiIixlHj58+MwzzyAmisXiw4cP\nX3jhBQjV1NXVKRSKo6OjlZUVQOkpFMrGxgZ6Vd3d3VBS6uzs1Gg03/rWtxQK\nxc2bN8ViMQBADAbje9/73sbGBjJvEF+BmEFblyAI6D/b7fZgMPjmm28CTl6t\nVqenpxOJRF9fH5vNBk6AwWCMj4+HQiEKhdLc3OxwOJDFiUSi7u7uvb092M4c\nHx+3trbu7+9D6QJxolQqwVgkqStfQciS3UqsQKVS6aOPPsLNiMfjQHXgZdvb\n2+fPn8deqdPpaDQavO7JaEilUtvb252dnVarFdGJ/bFUKm1vbxMEcfZ7wgOx\nXC5/+9vfrqmp6e/vJ57kxOSZkBMKqLbAg311dZVOp2PODHUwzHKgGgkGTjQa\nBcUecuwozGOx2OnpKRrMxBMEfrVazeVyVCoVe4VYLAbUkMViLS8vAxa9sLBg\nsVhI2jqTyYQw49LSksvlgkVyJpMBGGNmZsbpdDIYDNi/4xz29/fT6XQoFHrp\npZdWV1cBm0I3sKWlxWQywVK5paUlEAhA/0Eqlep0Oiyc6XQaAmQ8Hm90dDQY\nDKLJD9gKVNGR2r377rv9/f3wPVWr1RKJJJlMJpPJ+vp6giCgGgYQN3o4arW6\nvr5+dHQU6FsWi+VwOCgUSl1dHcYrwKcDUicQCCDm8HGu/5casmTgUp8YvSoU\nivb2dmxJkGSiUCh0Oh0zD8yfzlIvwuEwarhSqXR4eFgsFsPhsMViuXv3rsPh\nwPvMz8+Xy2XcQvIPE4nE3/3d33V1db388sv5fH5+fl4oFKJI8nq9U1NTQCgT\nT7IOt9s9Pj6OFqlQKHzw4AHAgXjPYrG4sbEBtTPStA04w0QiATA1DAiwoCLz\nnpycRJ4NIMHk5CRBENvb24FAAABCOp3e0tLy4x//OJPJ3Lt3LxwOx2Kx/f39\nmpqa559/nslkwt9wZWWlvb0dOOuLFy+Cckiu8cVisVqtdnd3S6XS+vr69fX1\nra0tuVyODmN3d7fVal1aWrpw4cLc3Fxzc7PZbHa73WhxKJXKWCy2vLysVCr7\n+vogmYHcCaKwUCB0OBzwUoUYns/nOzo6Qn0CO3OgJYELQ60Wj8eBAULhkUgk\nCIIQCASzs7PNzc3FYlEkEjmdTiCAUVfcuHHj09uQf7Ehe/bAIA6KQ2NjY7lc\nDuAPqVRKNvBJpkqpVJqenm5oaIA1SiKR8Hq9w8PDoCecO3cOakgWiyUcDjsc\nDtK9G/XHM888c3R0xOVynU4n0KVHR0cwZrl69SoWeOKJthyqFjSPV1dXsXaS\n9Ggmk2k0GgGHRX8tHA4Xi0UOhwMpu+npaZRW1Cf2uTBCqqurA+M8kUh0dHRA\nlkYqlXZ0dGxsbOTzeY1GA+VdDodz4cIFgUCAR2ViYoIgiJs3b4bD4Ugkgt5t\nS0sLBn7FYnF7extaBARB6PV6Op0eCAQWFxf1en17e/vk5KTf77dYLFqtNhKJ\nZDKZhoYGNAEXFxdhxYFBFFICs9mMztTs7Gxrayt0SKvVKlLP999/32q1Xrly\nRa/XJxKJrq4uJFEY71Gp1N3dXSaTGY/HIS/+4Ycfwgu8oaEhFAoxGAzISvf1\n9UEwuaGhYWpqCmOdZDLZ1taGZ4+0n/4nFLLkvhkIBHZ3d69fv/7gwQOXy9XY\n2Hi2XQ8RPFwUMnGk0WjAZxEEsbq66nA4UPszmUxQTB89epRMJs1mMyBU6XR6\nfHzcarU2NzdzOJzV1dVcLtfX12c0GldXV+EXQKPRHj58iKVCKpVihVtfX//D\nP/zDQqEASUOcOVY1lUp1584dqLZMTk5C6RLaLTBbC4VC6Iai5iXlQXU6nVAo\njMfj8/PzTCYT7hrr6+vwE4SoLdhRBwcHaDyFQqFQKDQ0NATRNaPR2NDQYLfb\nXS7Xj370IxaLJRQKZ2dnIaxZqVRARYayIoATjY2NiUTivffe02g0yWSyXC7z\neDx0dr/73e/evHmTx+P9n//zf15++WWj0Qhb2kKh8M4770BJvKGhAf2yaDRa\nW1sLg9lLly4JBAKRSAThKcQrjUaDE9H6+joGzl6vd21tDYZ7c3NzUEaDB5Pb\n7eZyuS6Xa2RkZHV1Fe1FMNt+KsP+Kw5ZMk3BIoc8nc/nw8IU1ChUV2g8kUIs\nSDofPnyIvsHW1hYa7OR2D0wJIPEsFuv4+Bi//drXvra3t+d0Om/evKnX65PJ\n5FtvvTU8PIypGwAPVqt1bW0N4rIOh2NoaAiYHjJeFxYW4LEDNPfJyQmmsgCF\nqVQqYLIqlUomkxkYGMCAF993Y2Njb28Pom46na6/vz+dTi8vL4+MjNTV1QEj\ntr+/n0wmLRZLNBoNhULAT3V1dQFYLZVK0S6sVqvz8/MzMzPPPvusSCTa3Nw8\nOjpCJQeBJqPReP78+bGxMZvNViwWBwYGxsbGMpnM7/3e783MzBwfH4M0C+z5\ne++919fXh85xfX09DISdTmdDQwMAzZjR2O32X//1X8epzs/PJ5NJPp+PygGo\nS7FYDKYnYEzT09M6nW5gYKC9vf3x48cKhaK+vn5ycvLixYvBYHBra6tUKk1O\nTkIRx2azXbt2jcfjQbX8i4vXXzxkyQN7MWZ9LpcLRUm1Wp2ZmSELLzLK8Y+5\nubmamhqNRuNwOBBq0HjK5/NYz1gs1srKSltbGyYLKFSFQmE6nYaKwvj4uM1m\n6+np4fF48KpFewHwRZB+0fw6qwlCEIRarQ4Gg4FAAHZZWq1WLpfX1dVB9IBE\nJYvF4rP+7ZQnapAnJyfRaDSfzx8cHAQCAWjJu91utM/QhgwEAgMDA1jse3t7\nZTLZwsKCSCQKBAJCoRAyWx6Ph0ql/sf/+B9zuVw6ne7s7GxoaJicnFxYWIhE\nIqSh0tzcXCqV6uzsbGpqstvtLBYLfqtf//rXWSwWg8FgMBiAhkGZeX193Waz\nJRKJWCzmcrn6+/uhga5QKFZWVjo6OoRCod1udzgcHo8HfIrJyUmpVLq4uNjU\n1BSJRKRSKVi79fX1aIkcHBzkcjlI6EH1jM1mz87OwjTKYDBsbm7u7u7+7u/+\nLnm5vtB4/RxCliAITORQD5HsFLVaDRNrspOMvRVqBp2dnQBY1dfXQxgVBulw\nvIc5AnJHrKDo7cdiMWhOQf4WmQa0M8hrxOVyW1paIFTT2Nj4VEZFpVKVSiV8\n18mlF1AyiNU91RshzxzvA/s7KL1tbGycnp6eO3cuGo0eHh4CtocEd3l5Wa/X\nczgclEd4rgiCuH79OlRQDw4OoCcCqcONjY21tTUulwvrV7QRjo+Pv/a1rwFm\n2dHREQqFtre3MSSfmpqCry+A8xDLEIlE4XD44sWLvb29oHp/9NFHh4eHJycn\nc3Nzcrm8v78/k8ksLi4uLS298cYbGo3m0aNHwDDAGRmYnlwut7i4uL+/D+Ou\n2tpaKCLqdLr9/f39/X2FQgEKJBxEIHgIoMhT2qD/dEMWd3d3dxf6jOBwslis\nQqHg8/nIWQP+6/V6oVIBAUOCIFCbA3MIoJZerw8GgxqNZnJyEsNuLH6AgNFo\ntGKx2NPTAwAhUg68+dHR0fj4OFQC4CZC/OMnnoTZO51OJNNkO/bsK5+67k+x\nG2KxWKlUglRRb2+vWq2GX0NHRwdMX71ebz6f9/v9VqsVkl719fXoTuBsQ6EQ\naMAEQaASv3z5MkyN0Wna2dlBw+vChQt7e3sGgyEajYbD4d7e3kgk0tnZqVQq\n5+fnkVwxmcyZmRkulwuEDczIK5VKQ0NDa2vr8PCwxWLp6+tLp9P/+3//b4/H\n09bWViqVdnZ2+vr6kskkk8lsbGwMBoNICRKJhMViKZVKf/VXf4XTJp7YmWOJ\nOTo6gitlKpWKRCJKpXJgYIBU6/5Cg/VzC1nKEzeOgYEBlUpVLpdB/QPwAkNO\nPILHx8fBYPDGjRtoDJ1F0uzv7+v1eofD0dbWBr/jcDgMSWj0p3K5HFr6QKYy\nmUyhUIg0nzwHoPffe++9SqVy/vx54kmX96lTVSqVm5ubQqHwLOHsp15u/DYa\nja6traF1dXR0BD53T0/PBx98AOGc3d1dFouFBEkmk+Gut7e3t7W1QZIfQNvt\n7e3FxcVsNjs4OAisps/ng8Hnzs4O1KwePnwI3pFEIoHwTHt7u8fjSSQSJpPp\n4OAgFot1dXWhBgB1lMlk5nI5iNJhHubxeJxOZ319fTKZhF+2WCz+1re+xefz\nf+M3fqO7u1uv1zc0NAAVfuHCBYibBIPBk5OTzs5OSJF6PJ6pqSnIlBMEEY/H\nIeCs1WrL5XJdXZ1KpYJ1q9lsBt7oywnZzw3LCNKp2+1GZxsBChgN+Rq73T4w\nMICNnowJ6HQkk0mpVBoOh1FYTE1NQfCsXC7Pzs6+//77Dx8+hJsrQRAQxYeO\n4tlzgJRBZ2cnWpvYjs/GX/WJk217ezus5J56h6cOcqJB4myy2ez4+Pju7u5f\n/MVfDA0NYVFUqVQLCwulUgnlf0tLi9vtxjskk8mlpSXEXCAQuHDhQnd399HR\n0XvvvZdKpUwmU2dn55UrVy5evCiRSN577z0on1IoFKvVCudEvBsEJG/dunVy\ncvLWW29RqdR8Pq/Vavl8/t7e3tramtfrtdvt+/v7BEFAlG5jY+PRo0d2u12j\n0XznO99pa2v7/d//fSaT6Xa7sZttbGw888wzlUoFo0ok2QRBQF3vd3/3d//D\nf/gP4+PjpVKJIAgej+f3++/du+fz+axWKxpBbW1tw8PDX9CU6wsPWdAQmEwm\nvmEymVxYWLh58ybkxBC42LCIJ4RVMlwgdHrv3j2Y9K2srGCAbjQaNzY2TCbT\nK6+8AlQbRrvIKGw2WygUIt8N8cfhcFpbW2Ej81RQnt25XC4Xou3TXGgmk9nb\n2zs0NISebldXF7Q+i8UizkQgEKTTaRhlFYtFjUaTyWSmp6cJgqDT6SqVan19\nfWdnR6FQ4HlOpVIDAwMkrs/r9UKE/vDw8MKFC6Ojo06nc2RkBG7277//PkhE\nWE3Bmx0aGoLgbrVabW5urq2tra+v93q9pIP7uXPnpqen6XT6Sy+9BEIRmjkz\nMzNYL+bn52/evIne8HvvvRcOh+HiiXFJIBAgCAI0+g8++AC4AijNxONx8HOg\nSs1gMMgF6J9TyCJWfD7f4uIixtlcLveVV145C1olCMJkMm1tbZ2N8mQyiQKW\nx+O98MILwL50dHTA9bi/vx96RIeHh6+99lpraysZfARBQAOL/Ak+yOfzPXr0\niMPhJJNJsCRwFItFt9uNcgSv//R7GU4ePolYkyKRiMFg0Gq16+vrCwsLo6Oj\nNpsNOjF4wytXriiVykePHlksFthK4oGJRCLEk0SIfP+5ublCoWCxWGKxGJ1O\n/6M/+iOPx8Plcu12e1NTk9lsfvz4MeauPp/P4/GIxeLbt29/73vf29/fB5S5\nUqksLi5CbBlLxu7ubrlcvnXrFszl4NAUjUaRvSwtLen1erlcHo1GWSzWyy+/\n7PV6QS9D+/n73//+6OhobW3tyMgIhUL5q7/6KygVLC8vw3FEqVReuHCBvP5f\n5vE55LLkfYJWHkxT0Z0mC3AKhXJwcIDqBCB8n8/3D//wD5gGbWxsdHV1qVQq\n0O729/ej0SicqIDlu3///rlz5xQKRblcXl9fRxBjzE0QxMzMDDJjwAJ/8pOf\n/M7v/I5areZwOGSeCi8dSL+jfgIg9dN/OyaTCc8jNpuN4RamaMlkks1m19fX\nb29vZzKZnZ0dgiCgm2u1Wtvb2wuFAqa11Wr18ePH4XAYxGtsrxhZgWDt9/vz\n+XxfX59Kpbp9+/YzzzwDqX4gfYF0Oz4+tlqtN27ceO6556RSKaaJKysrTqfz\nwoUL4IpVq9XNzc3nn38+Go0Wi0Wr1QoleDqdHgwG9Xr97u4ueItzc3PYbVZX\nVy9evDgwMDAxMVEul19++WWPx3N4eJhOpwcHBxkMBtlY2NragiEtAPj/XEMW\nBwAuZ+tu8h+QQb5w4YJIJHK5XHw+XywWm0ymXC7X2NhIoVA0Gg2PxwO09Nln\nn4VlXDabnZmZgdX8vXv3oEfkcrmOjo48Hk9TUxPoUHNzc8PDw+BFud1uOF8S\nBGG321GYV6tVSDJizvzee+8pFIqmpqZPaTtBbhTIQJLJJGjioKDo9XpAbS5c\nuGAymdRq9cHBAeoYoB8RoJj6njt3Tq/Xw9xPq9UuLy9PTU2NjIzg+Tl37hyb\nzYa7UyaTAdVnfn5eo9EkEgmhULi0tMThcK5fv26xWFZXV7e2turq6kQiUVNT\nU1NTUzabB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