Edit_Mod_1.2/directions.html

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HTML

<!doctype html>
<html>
<head>
<title>Edit Mod</title>
<style>
body, html {
margin: 20px 5%;
background-color: #805394;
color: #00ffc6;
font-family: "Roboto", sans-serif;
}
h1 {
font-weight: lighter;
}
h1 > hr {
border: 2px solid #00ffc6;
width: 10%;
margin-right: 90%;
}
p {
font-size: 20px;
}
img {
box-sizing: border-box;
}
@media screen and (max-width: 700px) {
img {
width: 100%;
}
}
</style>
</head>
<body>
<h1>Copy Block<hr/></h1>
<p>
When two Copy Blocks are placed they select an area between them as show in figure 1.
When an area is surrounded it is copied and the two Copy Blocks are deleted.
</p>
<img 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"/>
<h1>Paste Block<hr/></h1>
<p>
The Paste Block is used for pasting a 3D area copied by the Copy Block.
When a Paste Block is placed the copied area is pasted relative to the position of the first placed Copy Block when it was copied.
</p>
<h1>Delete Block<hr/></h1>
<p>
Delete Blocks are used to delete a 3D area.
When two Delete Blocks are placed they select an area between them as show in figure 1.
When an area is surrounded it is deleted and the two Delete Blocks are deleted as well.
</p>
<img 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RPe89od313LlidiwCIiGlVuXXln1CnmQrWFK31kzxSFPdHHOtaAdYgRtTZdE4o+uP6Ou5cD4I7dRAxYREQj9AOtnxWAtXjc4w5YPY9JdG8UuUcqBj9uuf3uEs8SEQMWEdGIcHgFYPZ8FVes9eOfTMA6SK2rhuKfqstlfvDqp7+zlWeNiAGLiGj4haoVd82sFP0VauUSlWD8YD5XLQLWIZw+JGLAIiIaTg6tAIyiC9WamafqeWsasHpmrUB2hzZ5tLJj949bvr6c04dEDFhERKfGya4AHM4B6yAVXw2teyqTC7635tPf28azTsSARURUc7VcATgSAtYhRtQgXRUF7r71d9z7FHsCEQMWEdHJfRjprWbJK28+C1HuKkTZC2q1AnBEBawerOg2m9FHVcoPbrr9/gp7CBEDFhHRMRvsFYAjNWAdYrQztPpEocHcvfJj393BHkPEgEVE1H+oOoUrAEd8wOqmVl0o/mW11R9t+d/3Pc9eRMSARUQ0ZCsAR0vA6vXBHWpzYNKfTNiZf/j5r92VsHcRMWAR0RjScwWghnaOqo7Iz5zhFrAOUuvaIyNPFfP+B69+8u6d7HFEDFhENEoNtxWAozlgHQ5aXdOHMO7ezXfc+wJ7IREDFhGNhg+SYbwCcCwErF7nonv6cNPZWx/C+55x7J1EDFhENMKMhBWAYy1gHWK0PQz98rQDdzd/4Qf72FuJGLCIaDiHqhG2AnDMBqxuKj6NjK7I5Mz3Xv/r773OHkzEgEVEw8SNK/5Pk2QyV4zEFYBjPWD1FAS6USR5cNO5zY9x+pCIAYuIhsDNqz9bF/vGN4ktXozALFSRMft5MVoC1qEPfot9UZD+3Jvqjzbdfv8B9nYiBiwiGkSjcQUgA9ZRLgCisbXpb3Kh3Lv69rvX8EwTMWARUa0+BEb5CkAGrGNgRK1N1xi4ZZw+JGLAIqKTcHgFYHC+ihTZImM4YPW8KFi/Nwr8cuT9Dzd8/N5Wnn0iBiwieqNQNQZXADJgnWjQQtVK8mwo9gfr/vb769kLiBiwiKiHsb4CkAHrJHVPH4aiD66/4+7lAJQ9gogBi2hM4gpABqxByVqB7A5t8mjF4Mctt99dYosQMWARjXpcAciAdaqo+Gpo3VN1ucwPXv30d7ayRYgYsIhGl9v/zNz47kVnIcpd5aPM+QAybBQGrFPGiBqkq6LA3bf+jnufYoMQMWARjWjvfOnO2WmUuwZRdAlXADJgDQfW+m02xKPV7Tt/0vL15Zw+JAYsNgHRyMAVgAxYI+KiYtEZGP9ELufvee1Td29nixADFhENO1wByIA1gnlj3GucPiQGLCIaFnquADRBZoGT1LBVGLBGMhui2Vr/mJ1gHlj3P79bZYsQAxYRnRKHVwBmL9UwOgdAyFZhwBpt1LqOyMiThTC6e+Vt397BFiEGLCKqPa4AZMAas0FLXSj+ZSD94ebP/nAFW4QYsIjopHEFIAMW9bgIhdocmPQnE3bmH37+a3clbBFiwCKiYw9VK788w4XFK00QXZR6mQTjPVuFAYt6MNoehn55apK7m2//0T42CDFgEVG/eq4ARGAXIIgWis3N3r92S6guLmVyYXO2sX69ZKSTrcWARV1UfBoZXaG5zh9s/uuHXmOLEAMWER2xAtAHMtUH0RkIomnGRAYADqxeV662duS6vrWLBgYdYSFsydYXN4V1GRb+MmBRtyDQjSLJg5vObX4M73vGsUWIAYtoDOm7AtAY06iSWaiZ7Gyx0RE1Vr0CVh8msJUoG+zKFDJbs+PzG1WEFxUGLDo4fdiBu5u/8ANOHxIDFtGo1WcFoIFkvbEzJZNboDY3RUQGfG8dLWD14aN8uLdrKrFug2RMBxueAWssOzh9mI3C766+/Ttr2CLEgEU0SvRdASgi9WJzC32UmSM2yh7LYxxHwOrxDZ5TiQxY1BOnD4kBi2iEu3Xlv08p2+QqRPnLUuhEY4xVCeZpmJ+rYWaiOc730QkFrD6stZUwx6lEBiwS6/dGgV+OvP/hho/f28oWIQYsomHsna9/Y6JPcWXv3wC0EyXMLPRRZqYx0QnvtF6LgNXHoanETENxo8nadp5BBqyxF7RQtZI8mzfhPa/d8d21bBFiwCIaJn73pe8Vdof7Lu/5G4CiNoPAzPNRZrYJChNq8TyDELAO655KDPLZndn67OaoPtvMM8uANaYYUWvTNaHog+vvuHs5AGWjEAMW0Sk20G8AigSnaZg5A1Fmqkhoa/mcgxqw+uieStyZbcyvY9hiwBpzFzjRvVHkHqkY/Ljl9rtLbBFiwCIaZNe//KWLgnz95d4E56D7NwBFJIsgWuCD3HwTZAbtJ2xOZcA6KF/M7inOGPcTnnkGrLFIxVes1ScbcuE9r376O1vZInQqBGwCGoviSvHDqbfOGIHJB9Mkk12gUfZ0Y4wxbB6i0TWSoCbrU7x9f6e+bcan38/pQ2LAIhosxpg8gugcn83NUjFZxADi7t+ZDQzEWhhjACMQcWDsIhoFvIrzdqEDFk7/1O98MLTJo5Udu3/c8vXlnD4kBiyiWlAbzjK5wqJ+/zH10NTDHXEfgbUWak13+PIQETB6EY3ArJVqUzUNfgfjJ7935qdufSqTC7635tPf28aWIQYsolNMnMK7FAB6ha/+gpcBcJTN3IlouLyv1WTS1Lw17ZS3TP/E+1dFgbtv/R33PsWWIQYsomEYvFx38DLGAEHXdKOIY+giGq68ioc9qxLbs2Z8/Le32Yw+qlJ+cNPt91fYOHQiOLtBNIjBSxMHLcdwnRWkHQmS9hhxW4Kk7JHGgEsE3gtU+VYkGi6cyulxxfx+HGe/Pef293/opq98ahxbhY4XR7CIhuTbsod6f+QSpu7C+q4RLw8YA2O40IlocIcaRK0YDYJIAxMitCFCGyEThvnQRjcXCsWNAJaxoYgBi2gYs0ebJvQe8IDvMdnoegUvBYyBiECsQpi9iI6JiPVhGGqAENZaREGIMMxINoiMFSPgvpDEgEU0Bh0KXsDB/4uDwQuACXAoeHHEi8akgUehJLSRMSyJIQYsIjqu4AXAx4eDl+sZvLpHvtQJRK2qOH5LpxGLo1DEgEVEwyN4df836QxQ3lsWCQNvjPGSMSoCGGOMMWoYvGhY4CgUMWAR0UikSWocYFDt/XdrrUoYeETiRYAgCMSb2Ijygka1xVEoYsAiojHDOSdwzqICCwDJ0YIXUhHxlq1G/eIoFBEDFhGdRPCypit4de1gLzCewWuMGGgUKmNDCYzlKBQRAxYRnVTwitErUBlj1AT2cPCCCAJl8BppOApFxIBFRMOH91587I8IXmKtWmu8WqMmEmXwGnochSJiwCKiEU6dk9Q5CwCufPjvB0e81BqVULRrutF3rWxU5QX+ZHAUiogBi4jGpkMjXgDQJ3ghsE4YvI6Ko1BEDFhERMcVvNBP8AIAE4VORHRM7OXFUSgiBiwiolMSvuKkK3j12ctrpG6iylEoIgYsIqJha9huospRKCIGLCKi0eZUbKLKUSgiYsAiIjpK8DLGqGRCJ1ZVrEEQBAIjPjChWgkQBAGiIEIUZBCZ0ERBIOAoFBExYBERDcx7LyhXD302JgAKtl6njG/inl1EdMz4rYuIiIiIAYuIiIiIAYuIiIiIAYuIiIiIGLCIiIiIGLCIiIiIGLCIRpDFumb1Yl2ziC1BREQMWES1kwsgZTYDERExYBHVMGB5JCU2AxERMWAR1TBgVVDkCBYRETFgEdVQFkCFzUBERAxYRDVwq26LAOhymZGyNYiIiAGLqAYOwOUAsP6KiIgYsIhqJUJnDgDrr4iIaMgEbAIabVLYIQpY6tX5WJPUaZJ6H1e8JE6ROnHVWNJSxaalsvGVGJls1GaiUJ1Ym3qX9d7zvUhExIBFNKzlfa0ClvepOpeq886nqddqxaeVKjRJ4cpVk5YSo9WyTTvKgUt8gK7i+jfWUcn1eiNGNomKdRWTtV7FGqcaJi7NABCeTiIiBiyiIeeBnHmjgOXTiu9ob/VxAleN4aoxfCWWtFI1vlQJXDWxaSkOut8jg/4+SWMXpvsOhL3enEGQhHXZqs1EKYJQUu+jxKVZhi4iIgYsolPOAG9Y5K7ObYArb0A1ybm28oSks3O8K1ca00o6zsdJVtUM+XsjTdMw3d8R9n5x4jO5XNXmgrh7ijFIXJpTVdZTEhExYBENnmMaweommbCcaQqbM031zb3CTaVUl7ZVJiSd5fFpKRnvqnG9j5MCYIc2yHg11c5SFp29piI1U8hXbCZKDk4xJs5lnfqQvYGIiAGLqCa6R7BOqgYryObbg2y+PQts6hlu4o7S+LStc0JaisellbjRx0m9T3Wop+2kK3SVDoYuby18VCy0hblsFVHGB4FpY88gImLAIjphHsibwVhFaMRH9YU9UX1hT+8nVBu3dYxPO8rjXbk6Li3F412SFt8oeImIN0a9iHgTBIkxxsOIM8YkYk0qYrwJbCwiTiycMUGs1qQi3kkYVMXaFEZSsaZqTJjAqEMUlFXADVaJiBiwiGqcg4CcP5XbNBhxUWPd7qixbnfPP2s1yflK3GjFKAITwxiHwMRibVUFvpaHoDztREQMWESDqbsGa8h3cpdMWLaZsMwwREQ0Jr/sE426Ts2d3ImIiAGLqJY8AxYRETFgEdW8UzNgERERAxZRjeUZsIiIiAGLqLZO7SpCIiIiBiwa7YbLKkIiImLAIhpNnZo1WERExIBFVEtcRUhERAxYRLXv1CxyJyIiBiyiGssZpAxYRETEgEVUy4DlEbDInYiIGLCIahmwUihHsIiIiAGLqJYBK4BjwCIiIgYsohrKx/AMWERExIBFVEO5CA0MWERExIBFVEPZK5BlwCIiIgYsolpYolszAJLbpMmzNYiIiAGLqDYdmpuMEhERAxZRLcVo48/kEBERAxZRLQUIcwC4ySgRETFgEdUKf+iZiIgYsIhq36FzngGLiIiGWMAmoNEkBfKGAYtO2SeoNXbhrIkyrr6AbBSiVIn9vtYOv2nHflQq7kQeMvuBJZe6znIluf8XL4/UZgmXXHmmmTS+sXrXg08fV3OeO3+yhxW/euMuxFWuBCYGLKLhwnCKkE5VX5s2uS686eqLTD6bU+ecVJNYMlFWrRFx3pe+9N1lJ/K4kstmxXsd1AB03WUL7fQpkyrfvO+JwXh8yWUjk8/ljqs950wbF77tTRcCQGzxonth9Xb2MmLAIhomPJAzLHKnQU9XFtH1l19gMlEU/+zXL7hXNuxUdarWiJ0+pSE4e9604Xz4kstEppjPDadjsmfNmdYdVNNg0azpDFjEgEU0nK57XSNYFbYEDWpAaRpfkIZiIVm3pTl9ee2OQ393Xv2mlgPxppYD/d4vkw1k9pRGRNkAbW0Vt3VHq7hjH60yE8flZXJTHYyHb97VpvvbygMFQDN1Up0ZXyxoos7v2duhu/eXAUDG1WckDAMPFUxszB+6z4H2ClJ3aFpOCoVQZk5uRBBZ7Gst+ZZdbfBHznqqDSSYM3W85DKB23mgQ3fu7jzuBs1mrZk1dYpv3rVT2zsr5ux5s834cTm/b3+5b/tpXTbCgfaKqqqdffo45AuRW7t5r5TLCQAgyhg7c3Kj5vIRSp2x39RyoOfr6vWcUyfWm2Iuo857v2nHfu3sTNi7iQGLaICPas+ARacs0Rs55g/bK86bGV505kIE1h4KJ60d7fEDv1zh9+w/6qir5PJh+M6rzrWnT5p08G8eUH1905bqsqdf6xnS5LTJddENl51nGuvqej5Gunrj5mTpU6syN119gTSNGwcAud99x5sP/nvl3p8/rVtbWmEsordePD84c+4ctebQQijdvX9/5YFfvIC2zurhoDmukHvXWy9CMVdQVYQiSNdtaRaR42rG4Oy5U0wQBNVV67dpa0cle/a8Ofa8haf75c+s6327OZODay48N3nihZfDCxbNQzGXB4BqR8czfkPz/uDc+VPCKy84C9koOnSnUqVcefTpF3Xj4dAbXHPJ3Oj8+fN6vj5x3scvrl6bPr5iAzs2MWARHSkCUGUz0GDye/aWUKqU7ezTp+rb31Txq7ds1227OlRdv6NRwcVnTgvfdM6Zbv3WbclLiQUKAAAgAElEQVRTr6z1B9oqwZyp44K3XnpedPObLy7f9dAT4tJ+7ytiJXr3tRdifH19+viKl5PXNu1UVQkvOXtGeNHCBZlSpRr/4rn1ACANxUz2XW++FACqP3vuBb9uyx5xHmbGpHppKHaFkXt+9lx04xVnyfTJU6r/9/6fH3pNcSUVAOGbL5xrz5k/L1m1YWP6m1c3antnYhfOmhhce/G52ZuvPb/ynZ/8Gugaucq+880XIgoz8aO/WuFe37RbmsblM4uvOBf1hSISd8xF/sGiWdNQqlTd2i17xXl1ew+0BvNOn5b80q7rb9QsfNM5Z6ar1m9IX13XIg7Qapza+TPGB2+99Hy/c++eZPmK1W73vk57WlNdeN2l52ZvvPqi8l0/eQIdHXFXmixX4188+5LbvH2/tperGF+Xz7z54gXhRWcu1O17Wt3aLXvZy+mkv3+xCWi0BSwDxGwGGkzivFaXPf2idFYq4Tnz52ZufdtV0Z/d+vbM+xdfFFx85jS1h0e21BoJLzpzge5tPZA8+OQrundfWVyqbu2WfemTL6yUhmIhWDSzacDnWjh9opk0frz/zcrXk+dXbUOplEq5nKSPP7vebdu10541d5aIFQAILj17NrJRVP3lcy/7l1fvQKmUarWSurVb9qXPrWoGAK1WUnXOG4hquZQc/J84r5LJB8HZ8+a6rTt2JsueXq3726pInXcr1+/yz61aI03jxsv0yQ1doWhmkzQUi+mLa9e6let3InVet+/pqDz0+Isw5pivLWbSxDwmNo5PNzS3HByJ07Vbt6GYy9m5p0/o7z5u6/adyfJn1+vu/WW/b39ZOzuT8E3nLNBytVr98S9e8Dt2dYhL1Tdvb0uW/upFRGEUnD//9IP3T3/zanP68tod2tpRhXfAngOl6v3LX0acJnb+jMns4cQRLKL+R7AYsGjwR7E2tRwo3/XQ43b+tIl25mlNZtL4Bp3a1BRObZoULJo9rfL9R36D1Hl72uQi8tmM37ZrJ6ZNrO81eRYnDgDsaRMb3Mr1u/oNILOmTgQA19pePhhuDh1DW0fZnj5pMibWZ7F7f9mePmkCKnHVr9qw+4SC4+xJ4xBYiwPt7Uc8V6WaAICZ2lTvtu5stU3j6gAgXbV2Z68H2XOghAPtbchlj6mIPjh33jQRgVu5vvlQAHp5XUt4yVmL7Flzp/U3muQ3tfR6TslkA20a14iW3bulqaEIHD50BeDTNLVN4xrSnvc5bXKdnT1lvNQVchIGAQB4KEx9Mc/eTQxYRH0/eDmCRadSXPVu5fpdB8ORjGvMhksuP9dOnjAhuOK8menjKzaimMkAgJ0/Y4adP2NGfw+jYRAO9BQmn8sAQGbJVRcPGIwy2VCBsuSykS+VT3ibElOs6zrWc+bPs+fMn9fvbaJc6ACgmM+pKnxbqdK34sqXKhV7DAFLrRE7d9rpKFUqUlfI2IWFTI/w2G5mTJmMfD5AqdQzG8G1d/YqA5C6XGQAwdSmSdn3Xjep38+GKDx0vQvfcslce96CBVKuVv2B9jbESaJJ6oxXddHA54KIAYvGLNM1gsWVQDQkdP+BSvKz51baDyy+xkyZOA7ARqRdtUjJC6vXuF+v2tLv/ZwbeFPNNHWqiup/PvwLdFTTfsNDd/0U4sQhCqMTfgFp3HWsT6x4xa3ctHOAY3UAoNU4FhFILhseqm06GHjCYwspwbwZE5HPZgEguvGqS/u7jT1nzmnu169u7fU+90ZdP8eUrtvSnP70udX9Hrd6DwBm/LicOX/hfLeheVv6wBOv9Kyby/3ReyayFxMDFlH/IgDtbAYaKqKqACDdS+l8y952cV7t5Anj0nJp/fE+nt+1r9XOnT7NnjaxoeeWEL2es/u/bn9bq5kx5TRMbMxjz4GBVyZ69QAMjEXPInK3bVdbCMBMmdh4sGZr4DDZWQIAO3Nyo1vZcXh6M5u1prG+DsewWWpw9rxpqqrxQ4//Rqtxn2p2i+w7rro4XDh7Wt+AdcSxtHZWUYkrtml8YxxX0qNtfSFNDUUDSLquZWevRQmNdVktZLOoVrlIhmr1hZ9o9PCswaJTEaKaxhWim998tpk2uddWCJLJB8E15y8EALd1xx4AQKmUphuam83Upqbw8vNmwtgen8AWdv6MCTKuPjPQc6Uvr29BJY7t5ectMlMmFfs+nz1r7qEpsXTFa1tUBNnrLz9bCoVDo0hqjchpEw/d17eVK2qNmKmT6nsFld37O33L7l1m3vRp5txFU3r9mzViz5jXJJlsAADp6o27fJqm4SVnzZdcPjz4eqJrL5qPY5hmk0IhtKdPmuR37Nnr123dp1t3tvb+X0ur29yyXSY0NPZ93Ue+8R2Sles2SUOxmLnu8oVqg16zljJ9csPB1+/bOsoAYGY0HS6gjzI2uv7ys+R495cgOtoXCDYBjbJvDAxYdAo6WgCZO31aZu706ajEsbZ3dsIYkYZiHQJr3bZdu9LfHB51iX/6m9cydflscNk5ZwZnz5vlWtvbxZrA1BcLyGezlXsfexr72/ofOSmV0urSJ5/PLLnqouz73n6VP9De6jpLVVvIZ9BYrNP2UulgDZjf1LLf/fqV14JLzz4j+3vvfLPfd6AVXtU01tW73fv3xT/62YsA4F5Zu82eM2d29N63XqHlatV49ZWHnlyh23e2V3/y1CvZd7/loszbLr7AXbywAx3lTgQ2tA11BWSjTOUb9/8c1UqKjo44ffLFlcG1F5+b/b13XO127ztg6ot5sTbQnXv3SkPvfbj6sufNm6rWGL9mS8uA4XLVhu124ayZ9rx50/yOXauP9njuiZc2SUOxGJwxe3Z+9umn+X2t7TACUywUUMzlk+XPvphu39Oh2/d0uK07dgaLZs+UpnGNKFUqdkJjo+8odfoD7Rz9ppqxbAIaTebd/uFbPLBtw2e+/PzRbjfrj255F1uLjlX76y35Yq5weMS/s5S4Vzds0faOdiRpDFXVciX2zTt3p8+tWpc+sWI9vB6efkpTdas2tui+1lZvRE0QBL5cqbrmPXvSp15Yrc072w7dNgy837H3gO7c23Fo9OhAeyVdtXErnKvCihFj4FvbO3X1pubkly+sQZIcquHyW3e2us27dooRj8BaxHHqtuzY6Z59bbOWK101XJVK6lZu3KIH2lr1QHu739/arlt2HkAcO8SxS15dtw0dpXYxRsRai1Kl7LZs350sf3aV7m89VESvO/a0Y/u+3YishbXGb9+zt7rsmZVaqVb8gfZ2v3Vn64AZdVx9zu9va3MvrG2BS/utQdO2UgXWOLRXKr5lV5vCQKvVst+8bT+OmFJU+DWbd/kde/aIEUVgLapxqjv37kt+9dIa//rWvV1rCoH09U071LmKCaxVrz5dt2Vb8tgzq41Iqrv2tfrte3oFrWI++vXKHz+2nu8EOh4cDqVR5Tpd800DPLFMFnzraLe79jff/He2Fh2rlgeenTBlfBO/kI5RUyYW/+Xu//aXy9gSdDxYg0WjrUNnwClCIiJiwCKqKf5UDhERMWAR1TpgeY5gERERAxZRbQMWd3InIiIGLKIaBywwYBEREQMWUW0DFqcIiYiIAYuohjyQCVjkTkREDFhENe3QHMEiIiIGLKIaY8AiIiIGLKJaB6yAAYuIiBiwiGobsDxSBiwiImLAIqplwEqhDFhERMSARVRDGY86riIkIiIGLKIaioowHMEiIiIGLKJaBqwOeAYsIiJiwCKqhc/obgPALJcZKVuDiIgYsIhq4Bco83cIiYiIAYuolrIQBiwiImLAIqqlCloZsIiIiAGLqLadWTLgDz0TEREDFlHtBAg5gkVERAxYRDXuzAxYRETEgEVUSykDFhERMWAR1bwzRwAStgQRETFgEdWOBcBNRomIiAGLqHadObUAHFuCiIgYsIhqJIUaAJ4tQUREDFhENevMIUewiIiIAYuoxp3ZeI5gERERAxZR7aSANRzBIiIiBiyimnZm1mAREREDFlEteQYsIiJiwCKqORa5ExERAxZRjTszR7CIiIgBi6jGOIJFREQMWES1xBosIiJiwCKqfWfmCBYRETFgEdW6P3OjUSIiYsAiqi0xgLIZiIhoqAVsAiIiGu6cIOPCqOgDFJ01BR/YvAmiIIBUbBKXTKodJk3atBp3ivKLFjFgEdWMB7zhqCzRiKUCORienDV1LrQFtSbrjcl4I5m+txdrNVUUEWS7/5KDiPjAa2xdUjKpK9lEOySJ2xEnbQxexIBFdAK6pweFLUE0zL8MGYnSICyoSMGFUnShzatI1oU2i5P8kqSqJhFkkyDMIgjHI8vgRQxYRCf9BZgBi2iYvBkHGI1y1uRUJDzlxzNw8NLAa5XBixiwiAb6VswpQqIh4wrRzDgI8qmRgg9s1psgA7hh/4VHVaW/4GVVXdhZ6rCdcSfPLjFg0ZjGKUKioRM2TTwzBKDOpT6NY+e0mkIkUbGp8cP+WmO8d0ElSaRc8b5StWmchFWg3sBkMT7HE0wMWDR2cQSLaOiJtYG1ucACiLr/pqpOkzTxPkkTp5pCTWLDUDUdsi9ENkldUIljVCrqqlXrEh8lQIZnkBiwiPp+A+UIFg1WaFBlLc7JtJ+IlSi0BuGhi44KFGkQuyRNUu80BSQRE3g4OwjPr7aaJLaz7BAncNU4cM4FMZDl2SEGLKI3xoBFtflgzGZcPlv0hUIBhULGHKh7OWiLO9TAqqiqMQaBCcWKNYZjpicYWiGwNhNYm+l5ITo8xQjn1CMR2ERscDz1XKKqNolj2xl7VKpIK9XIAaEDQrY8MWARHSdOEdKJMAgQZK3L5+t9LhdKvli0GRtYdP22Zc8eJh5eIIBTIHExxBmItZ6hq4bBq8cUIwDkAMB751OXeJ+kqYcmAknERj0ClQ/LcSzlitdy1SRJEjkg4g+TEgMWUU0ulBzBojdmrdVstuAyhbzm8xmpyxStWO0nUL0xtR4Kb3qGrq6+GHoAKqoIbQRrrbEi7Jsn/OY21kTm0BRjFoCqqjhfbd+4zTnnQtZPEQMW0SDhCBb1G6jCwGcyBV8oFDSXyZh8MWsMpMdnnw5CX0y6+qEAzqeAB0QDFRF/KHSJNdYydJ0oEREENutcd6olYsAiGqQvuYAHAxY/1LIZl8sUfD6fQT5fZ3KZwA6HfqGSigL2UOgCIGmgKt5bNbA2RGCMBMayDxMxYBENq4CVpCxiHVvn3BgEUeiy3QXpxXzGhmF4QtN9QxW6AFgnHs6niD0AL2pMoKKqB0OXMZZlXUQMWERDJa0aBKzDGMXEWo2yGZ/L5Xw+n5dCLmfDfgvSR3JqVPFI5OBIV3foAmC8FTlcTG8ZuogYsIhOAY8gxuG9DWkU6FuQXsznrYGMrkB1bKELgDMOPVYwxlzBSMSARXRKAhZiw4A1sgNVGPhcLudzhYLmcjlTjAoWI+BnVobCQCsYAeO79+viCkYiBiyimnTm2DNgjaxz1qMgva6uaKIg7FOQ7tlIx/9Vw3h4rmAkYsAiqpkquBfOsHXsG3pSrQ20glFEehXTcwUjEQMW0RFSJLFByBGsYcJaq0F3QXqxWDypDT1p0EJXr2J6UaMilqGLiAGLqGfA0jjiFOHQBar+N/TsEaj4e8nDP3R50YM/B3QwdPX3c0BcwUjEgEVjRxYNsUeZU4SnMFDlcjlfKBR1OG3oSTUOXf0V07uunwM6HLoihDz5RAxYNGpVwRGsQTHAhp6G19SxyyPpFbpcWoEoACMwJoQBYMWwgxADFtFI9wg64+thItHVorKI81EnF6g0iEKfLxZH74aeVHMqAFThXAwHIAGOCF0GAi5gJAYsohH14b5IoWuqlyGb/RVQZoscO27oSacqdB0kIjCwMMbAQGCMdIUxIgYsomGpvR6lOjBgHT1QcUNPGurgpQqHFO5g6nKHQ5eIdE0vMnQRAxbR8AlYBkEdgF1sih5v9B4bevZfkM4NPWn4hC4okPYIXSLB4Zouhi5iwCIamoCVAnVjuQG4oSeNttClmsDjyNAlIkhcisB0jXoRMWARDWLAAlAcU4HKGA1zWW7oSWMudAFA4hIkLoGoAsbAwMAYAysBuFkXMWAR1TBgmVE+gsUNPYn6CV0iXcX0cHDOIUHv0HWwrstafu8gBiyi4+ZHYcDihp5Eb/CuP8QMGLp61XWpwpigRzG94RQjMWARHY3pmiIcsQGr74ae+WzWZjIBN/QkGoBqzxHbriWJh8NS/28bFYHTI0NXV22X7R7pCiGspicGLKJDRlTAMsYgiiLNFguukMtJMV8wtmsOg/MYRCcduvoGrqOHLgUAdV3hy1chKgjDUNXpTrYqMWARAxZQP1wPru+Gnt0F6cL3ItGpCFxdoetYAhdg4KHp/s7Kznt+/69eZCsSAxaNdfsBzBg2geoNN/TkFATRUAcuoO+0otdK7Kv7StVqNooSthgxYNGY54HdBrhoyN5Q3NCTaMSGLhFBmsbJrrZy2ZvAiyor34kBi6jbLgCTTsUT9d3Qs67QYIKAv99HNFK/n+1vr5Y74moKAHCJFKJg7eT68DN72DbEgEWE3QCaBiVQ9djQM5/PSyGXsyF3SCca0URE4ziNd3WUKwenDrNBsGNyQ/4Lq2+/867dnMcnBiwiwCPZZRDWZATrjTf0JKKRTFXSPW2lciVNPQAExnQ2NeS+Pdks+Nyvbv8IfzCeGLCIDhqPxt1t6JwoulpUFh3XN88jCtKzOW7oSTRKs1W5mlT3dlaqACAi6cRi9EDThLpPP/8XX9izge1DDFhEvd0jp8eLdU35WuQblgMHBryhEURRxA09icaQriL2NNnVVi67rvlAHVfIPDV+vP3Uq3/51de2sImIAYvoqHYFqDThKAHrrJlz7zXZaLGT0f27hUSnTBqnCKLhfE3x+zqq5c5qVxF7IWPXTGjI/M3rf/3Vn7fw7BEDFtGxBSwAkwGsHegG/6fpmoc+o/c80tY25bqqhDd5gyKbjejExVtaHrNhps7W5SeZbGaCZsJGlaH/ZeW+RezZwGyf3FD84urb77xrDwvYiQGL6LhsMcew2ehtcmsKYOlHtj70C2louD420XUeyqBFdIJcUm13+6rtANaLGrGFaLwt5CYhyozXTLYOwCndV6pnEXtgTGdTY54F7MSARXQSNgKYfaw3/uL0d5QB3P/n/tlHfVv1psQGb1dBls1IdBLhRrympcretFTZCwAiYRjkMxNNPtuEbDROwyg/mE9/sIhdRNKmugwL2IkBi+hkeWCjAS473vt9wVxSBnDvH7csfTifr7uxau11IpJhixLVIPFokiSdyXZ0dmwHABNE+SCfbZJcZgKy0Xi1YXiyz9GniN2PK2SempDLfPKV2+5cfZZurf/Mn3/C3CZN/DkFYsAiOhEG2ADgAyd6/69PXVICcO/H9z3zWBrhxk7Vaxm0iGr8RSiNS3FbvBlt2AwANajfOrQTezEbrWmqy9626m/u/FnLoS9e5a8+jfIyAHex9YkBi+jEHNcU4UA+N/6yVgDf+/i+Zx4uBfG7PHJXeeNCNi9R7Z1o/VbPIvaMle0zJ9R/cfXtd/777p630dUC4C0G+CRbmk4V/pAljTpv0S1BhEr7HkT1z8uspFaP+/EDy8eVjL05NdHV/HIytjx95/cnsRWG8EJlwzDIZyebfHaSZsJGBFEGAPKTJuKl+3++N/W+rakh9x9mYuvfrfuf3632vf91uuYcA/xwmSxYwNakU4UXCRp1lsuMdLGuaZmEeAaA9bV63M81vmU/gLs+1v7M0sSZm+PAX8b3ENHgU5ckSXvSjPb2ZgDIFPJm0sVn7w0vOX9qw0+feKmuIJ955RNf2T/Q/Q3wNg/8jC1JDFhEJ2+NBxbVMmAd9I91l+0C8I2/61j14Hbd/26V4BIP5Q7wRIPOaF3GPuVL+7/84OUfaD+OO77NsPaKGLCIauJFABcA+MlgPcEni2fuBPCVT+1+6r62LN6VerlUrOG0O9EgiIKwpSFn73zsTz/34vHcb4luzXiUr0qR/B5bkRiwiE7eCx54/6l4os82XbkdwFc+uu/xh6vG3uI0vADGM2gR1YCVIC5kzANTpi686+73/YE73vt7lN8K4JWfyVl72ZrEgEV0kjzwggH+/lQ+5z+Nv2YzgC999MATs2OYd6fGnsMzQXTicjZcOaGu+M8Pfei2bSfxMO8E8CBbk041fsum0dmxdbVcD7MfyM1ZJtP3DcUxfHjn8rmSi97FoDXycRXhqWUlaK/PBt9d/r8+d38NPge2GODtS2XB62xZOpVYmEujksoiBfAyUD5/qI7hy5Pfsv5L9Vd+Plup/KPx6WqeFaI3vCRpXSZ8MovOPzzZcAUA18NcCKDCcEVDgVOENJqt8MDFAH4+lAfxhYnXrgSw8lPtvzq7zbv3OBvM5qkh6u1Ei9jfwC0A7mPrEgMWUW0tN8CfAviH4XAwn627/FUAr3583xPnlEP7nkTMLJ4iGutOtoj9DfwXAL/NVqahwBosGrVu0ea6CkrbIuSnPCjTSsPt+P7ywBMXlm34Hic4nWdreGMN1uCoURF7vxbrqjcBwXeWyYL5bGkaChzBolHrfpnWvljXvBCjdA2AR4bb8f1D49UrAKz4ywNPXFgKzK0e9jSeNRoLalXE/gaXt98G8B22Ng0VFrnTqOaBZQAWD+dj/IfGq1fcWbzyE3VOvxrA7+BZo1F8yalpEftAPqO7DYD3ptDvsc1pqHAEi0b7N4hl3d9iPzLcj/XvGy5/RvTW3/zF/g9fFUeZm1PoRJ5BGi0GqYi9X09j//UAtv1MFq5hy9MQXn+IRq8rMO4FAJnFuubCkXC8Kvf4fxp/zePbC9P+KpvG3zFe9/Es0khmJYjrs9G9s2Ys+u+nIlx1+2MA32Dr01DiCBaNardJk79O13zLAH8AYMVIOe575HQH4Kef0Xt+0dY25bqqhEu8QT3PKI0kg1nEPpCb9LUpKXBtFvkP8gzQUOIqQhr13qYrTw8QvhwhP304riY8Fp/Re4K2tinXxSa80QnqeFZPLa4iPD6npoi9f4t1zacATF8mCz7EM0FDiVOENOr9TM7aBuDpGKVbR+pruE1uTT/fcPXSjj1bP5b1yY+NRwfPLA3DS8opKWIfyK26zaJrtPr/8lzQUOMUIY0VXwfwN6Krv939Mzoj0rdm31oBcP9Htj70qNY13hQb+3YYyfL00lA7lUXsA+lA5y0AdiyTBc/zjNCQf91gE9BY8Cj8QwCC62FuGg2v54vT31H+58ar7s0Wg49EafqQKCo8yzQUhqiIvV8e+KgH/pFnhYYD1mDRmHGdrrnZAH8bI3vhcpmRjqbX9nH/y7q0lHlHp+q1IpLh2a4t1mD1byiK2Ad+f6+80iD8dj0KC7oXiRAxYBGdKot1zTIAjyyTBV8cja/v4/ueaSgF8bs8cld540KecQaswTCURexHeW//CMBjy2TBV3iGiAGL6JR/y10z3wBPpdCrRvMmhH9y4N5xgZl0M4MWA1ZtGa3L2Kd83PHlp/7qK+3DKFydDeDRCPl5I3WlMDFgEY14i3XNhwD8QRuia34ls8qj+bV+rP2nkxJXf3Mc+MvARS0MWCdhOBSxH+U9fa8Hnn5MFnyBvZUYsIiGqtPrarke5j8A2EfhPzCSVxUee9B6ZlIF7j0qwSUeysUtDFjHzEoQFzLmgSlTF9519/v+YNjVNl2na84xwCMR8vM5ekUMWERD7C26JRuh8giAjfUo/OFYKYq9fdfzU/bmKr+VerlUrOH7nwHrqIZTEftAFuua+wD8fJks+BJ7KjFgEQ0D79TmfIzSDwHEMbLvXy4zxsxWBx/d9/jMamhvSb1cwKDFgNXXcCxi7z9crboCCL4fI7tgLL1/aWTgVAGNWQ/KtFI9CrcAqAaoLF2sq6aPldf+T+Ov2fzluiu/VCxV/nfg3SvsDdR9SRjSndiPa3RAVwsQfBHAxxmuaFj2UTYBjXW36jbbhs6PAfiIB/7iMVnwnbHWBn9+4KdzUpP7rdTYc9gjjjQWRrCGcxF7fxbrmg8C+NCj8FeMhTpKYsAiGrEW65rzAPwHgM0e+ORjsmDMjez85Z6nzyhF/hb//7d3/9FRVncex9/3zjPDTAjhd4FCEK0OSMC20iq62hJhjEhBCuLaVtqqu7X21G7VLrjr9lRbW7u1p7a2tV23P7S23VZaqysYhxCxUn/VX4sVhKlFTABF+RlIJpk8uXf/mAnGGCwoYDLzeZ3DIWfyzHOe++S5dz7zzHfutcEEXRGlEbAiJsgNSAT37en3t58+ecmS9r5wzNW+oTxG63MQnps2Ex/TFSoKWCK93AK/ObaL5kstLAb+aOGaWpNcX2rnYfH2B6taYpF5HSbyHl0VxRuw+kIRe09SPvNtC8PTJvkpXZ2igCXSh9T4xv6QvQy4AngS+K8c8aXFtsTO33PVjlWTm6PReR2GoxWwikdfKWLvuW9m3gukITwhbSa+otFKFLBE+qBq3xAPaD3XwiXA0cBtFn5ba5LPlNJ5WLRr1YmtNjo/tIxWwOrLeudM7AfRH4MYrY85uLEUayVFAUukKNX4TJWDhRbOA9qA3zr4fSnVai3aterEliB2rsO/WwGrb+lrRez76YOLgTPSJlmjEUkUsESKrdP4deZM3EkQnAd8FPDA3Q7uHkT/P5XCpKWLdz8yNWvM3NAyUgGrd+uLRew9SfnM+y3cF2BOWmaOe1EjkShgiRS5Gp+pAj4CzAYmAPcDSy2Ju2pNZVPxBs0F9sqdl53WGovMcUSGKWD1Pn21iL27wqTATwJfS5vkrzXqiAKWSImZ6deOcQRzgHOAqQ5WWfhDSPtd9aZqe1EHrSA611kzRAHrndeXi9j38ybmxw7K6kzykxplRAFLpOTDVmOFIzvTwTwLNcDjDn7n8mFra7G191q/JNi9e8S0nI3NcpbBCljvhL5dxN6TlM98zMLXLIkTi/mOsChgichbcIrfmCgnd5aFc4GZ5Kd+uKz1ZREAAA/zSURBVD1H/M6VZuzeYgtaTU0jU22RyEyHrVDAOjKKoYi9h3A12eY/cq9Jm+RTGklEAUtE9qvaN8RjtH4EWAh8CFjq4PZB9K8vpgL5fUHLRGc5S7kC1uFRLEXsPfSTQTFaHweuS5vkbRo5RAFLRA7iReTZYTFi5wMXAKMd3GIJf5I2E18qljZe3rg0YQYOPDNnYymH75NBq7cGrGIpYu9uit8YHUbuHuC5tElerpFCFLBE5C2b6TPjQ7jQwsXAo8D3luPqi2Uh2yvc4wnX1DarPRLM8Ia4AtZbV2xF7N3V+MzNwFE54ueU2uoJooAlIofJOX7TgFZaFgKfc/k+elNA4tZaU9lWDO37zJbasrKyAWe3RSIpY0w/BayDUXxF7D2Eq68As3PEpxVbfaIoYIlIL5HymQ9b+BJwInBjjviPi+VF56odjw4MY5zd7P203h60ekPAKsYi9h6u90ssLAppP7UYv2krClgi0vve1U9ysMjCLAf/7Wi/oVjm1bpqx6MDW4LcXEfiNGc7ogpYr1esRew9XOOfAr7qoLrOJDeo14sClogcyRehY4FFwHzgJwGJby4zlTuLImjtWjm4xUbmhDZ2OhAoYBVvEXsP1/W5wPcczKgzyefU00UBS0TeEdP9mtGW6H9YmAfckCP+g5VmbGsxtO1f9zz6rvYOOycXuKm9JWgd6YBV7EXs3cLVhcB1FlK1JrlWvVsUsESkFwSt9ckAcx0wFbiugv4/LZa5tL6xd+2Il/zOed4EH3R4WxoBq/iL2LuFq8uAK0J8Tb0Zn1GPFgUsEellL1RrT4bgWw6GAdfUmeSSYmnb1a8+NKopztzQmZNMxL4jY9aRCFilUMS+74XHrzNnYr/hYE5AWFNrJm5SLxYFLBHptVI+81EL1wPrHVxWZ5INxdK2L+148Ki2aOScDh99P9Yd0bHrcAasUili73SK35ioIHcb8O4cubkrzaRt6rmigCUivd4UvzE6hNznLFwN3FxB/28sMaNzRRO0dq06OmftvNBGJvf1gFUqReydavzaURDcBbzQROzCR8y4rHqsKGCJSJ+S8pljLNwMjLKEn601Ex8ppvZdtnXle0wiNvdIBK1DHbBKqYj9tXCVOR34tYMfrcBdXywrFIgoYImUqBqfmQ380MEDjvbLi2X+rE5XbHugKhcLZjsbTOj9Aau0itghX281A/sFC4uBi9MmWateKQpYIlIUZvnGwSHZ64HZwGfTJnlPsbXxqh2rJjdHzLyOSHB0bwxYpVTE/tp199zIkMjPgIGW8B9VzC4KWCJSlFI+c5qFXwDLIXFl2lQ2F2PQykYj89uNHdcbAlapFbF3udYWWLjJwS07iF33pBnXrh4oClgiUrQKi0l/G5jhaP9knal6qBjbuWjXqhOzkej8DsPodypgxW2wdljFgBtLpYgdYLpfMyIgeiPwfuBTaZP8s3qdKGCJSMmo8Zn55Guzbt1B7MvFeodh8e5HpjZH3DmOyKgjFbBKsYj9Wv+qfZidlwDXAD9rIvZVfUtQFLBEpCQV7jb8DBgKXJA2yeeLcqDzC+yVOy87rTWIznHWDDt8Aav0itgh/9Ez8B0LWQuXaskbEQUsEQ0C+Vm1/wX4d+DKtEneXrxt3Re05jprhhzKgFWKRewpnzkO+CYwBfi3FbjfaPoFEQUsEemixmcmAb8DVlTQ/4pimpy0u2v9kmD37hHTcjZ69oEErTcLWKVYxD7TZ8a5fCD/KPDtHPHvFcti4yIKWCJyyBUK4H8OjHK0L6gzVVuKub3X+iVBU9PIVFskMtNhKw42YJVaEXvKZ44rzGc1F7gZEt9Nm8od6jkiClgi8vcGhfxHhouALwIfT5vkymJv876gZaKznKX87wWsUitiL0zvcSVwqoMfx0h8d5mp3KneIqKAJSIHaabPTHPwK+CmtEn+Zym0+cIXlsQHDx1ZkyOa6hq0XgtYpVPEXuMbh0D2E8CFQDlwY4yy2+4xY1rUO0QUsETkbb3Irq10BL+38NcYZf9cKi+ulzcuTfgBg2a1R4IZ3hB/+Ae/eVcsiG6pKA9+uOKz1z9drO1e4DdHmmg+C/g0MANYBtx6KoPv/4oZ7tQjRBSwROQQOcVvTFSQuwWosjCv1iQ3lkrbF79614BcbMic//tFbWT4iGN/dcd5F3cU3YtAfq3AKRYWABcALwK3OuK/rTNjd6sHiChgichhVOMzXwAWOzinziSf0Bnpy3/Lxv6QTQGzCv92AXcBv0ib5DqdIREFLBE5glI+c6aF24DPFOOC0cVqgd8c2UtzlYMPFwLVKcBjwFIHS+tMcoPOkogCloi8g2b6zAdd/m7H19MmebPOSG8Mwg0DoXWqzQepU4GTgS3AQ0BtnLLld5sxe3SmRBSwRKQXqfGZo4F7geWnMvhyFUC/Mxb4zZFdNB8TwGQHxwOTgMnAWOCpQqB6JKT9kXpTtV1nTEQBS0R6fchqHALZu4CtOeILNZP34VHtGwYFtFZaOKoQnCqBccAEYDzwErAGWOMK/4fE/7LSjA119kQUsESkD5rpG/s5srcCI3LE5600Y3cdyv2f4jcmBtHyvpDgPRZGAaOBEeTnZYoD/YFYt6ftBbouWePJF3EDdABNQLvLb9dmoQXIAq3AXpd/bpPNb+uAfd+ks7A3LOw7IMxZBjR3/u5emndNo6xfGSbRvR2tNJVZov2ACgsRYDAQOBhgocLBUAvDyC+6PRQYUnissnAMjS7/7b5GoNHmf14Xo+w5zUslooAlIsU4iORnfv+KgwUxzNnLzHEvvp391fjMSQ4WWjgdOA5YC6x38LKFTQ622nw4ykLYAkFb1+c7KLcQ7XqIDgYVAlKEfKCJ2kJIc5CwUAb0KwS3KFBBfttI4edOA4Cg8HOsEPA6DQLaCmGtu5bC7/YAIbCzS9jbA2x3sM3Cdgr/8j8nNtWayiZdZSIKWCJSomp85ovA5SE+VW/GZ97C888Hri4EnZ9bWFFO/9XFvOi0iChgiYgcSEj6OHCDg7PqTPIvB/Kcat8QD2i9zUISuHI5bqU3E7zOpoj0ZVanQEQOlbRJ/hq43MKKlM984ECeE9B6i4WIJTE1bZL3K1yJSDHQHSwROeRqfOYjwE8gPCdtJj72Jtt9CPhpjvjk/X0LMb+US1mFZW8/y4Ddtaay7WCPp9qvH28JB9abqj/rryMiR0KgUyAih1raJJemfOYiS3B3jV87L20mPryfTT8JfH9/4SrlM9OAs6C1vyPAkfXT/fqXAzpuT5uJjQc+0JlJjmAccEgDVspn5ll4Jm2Sz+uvLiJd6SNCETks6kzyXgvnQ3Bnjc+csZ/NTiQ/GeYb1PjMFGC+w/8xJP7lvcQWWRI3QPgMDOgtbw6nhvhR+muLyBvf2ImIHCa1JvlAjc+cB9xR4zML0yZZ122TCvvaHFWv4+AEYHO9GV/b5eHGwr/XWeA3R5poPj7EDwkwO3LEnz+QiU+n+zWjLYlxjmx7gNmYNhNf6b5NyjcMdOwZH5CIO8KdAYlMralsq/GZY0O8hXBEtV8/HiBO2cbOjzBr/OohjiBpScQsYUOtSW7sut9qv/7YMsq2t/Byu6VioiW0dabq0UK4PNrR/m6IGmB7QGLDW/loVEQUsESkSKVN8sGUXzPfEv1Dymf+qc4k/7fLr3eH+Uk3ewhY3ltM+QK/OfZmUzXM9GuH72DvpRYTt5gtIX64JRuk/Jof1pmqLT09J1/XZc93+KmO9hchwGE+kfKZZXUmubxzuxq/4UMh2XmW6M6Q9m0WMzwkuxX4UYg/22KijuAES3hMIRTeCryS8mv+ISRYYDGvhrRngXkpn1m9AnebNxMcgIWLcmTXBQycAOyGaA54NOUzC0P8+yzRFwrnYESOlqeBP+hqElHAEhHZp85UPVTj1862BHfP9JmNtSb5TOFXa21+Db0n3hiweMTCibto/vJ0v351gHkhR3z9SjN2b9egFGIvsrBjEP1vWWJG5wrr813k4ALgWz0dz5nETg9p/wDwnXoz/sV8mMq818HF1f7ZtSvNpE35u0jhuRaTXoG7t/PbjdN9w1CAejP+ppTPfAuoqzdVq7oGvhyRBRbzYJ1J3gmQ8pnjgUvPwDxfD6u6hMj3BnR8t7OerMY3DnFkT7KYG+tMckNnG+dQXq6rSKRvUQ2WiBwRaTPxsQBz8n24v7wWMOKfX477ZU/brzTj1wfwHWAD8EEHnw5o/XrKZxbO9I398kHJjQTGhPilnXe5lpjRHQ5/vyVaOdtvKutp3yHtH7CYJzrDVf74kquBVwLKxue38Sc7/K4VuNquU0fUm7FvumhySDDRYlxAYtlrATP5HJAhvxBzV091LdYP8aYQvI6a4jdGAbyZ4O82Y/boChLpW3QHS0SOmO7L6NSZsbvfbPtC3dLPjV9nppEYYclOtZgzQrJtwB053LuC/DvFC1M+47o8NQKQww8lv0xNdyMcfkTKZ5LdHh8I4dD8u08zHNjizXh3kM0c6vA7e6iZ2mIx3QPW62q+6s3Y7dP9+uUWM3cQbbNSPrPe4Vffj39c84OJKGCJiBxS3kzwK+Fl4K6Uz4xy+EnAHRYTAXC03xEw8A1r9lVgt/a0P4uxDv+kJdHDNxh3dC7g3Mzr1xo8IA7fzuvXQiw83h6DoHstWUf37erN+HuqfcPKgNYJwPEW87Ez4Lh6+JWuBBEFLBGRt8X4dWY/d206bGGOZIdvsOBjxMrTpnLNQey+wWJGLqd50/7uDDn8SxZTPdtvKrvHjGnZX5jqDHmvDaodrziCgdN9w9DOjxONX2fAHGMxLx3IwRXqzJ4Ankj5zCsWMx0FLBEFLBGRt+sMzCesz+yxJJ6JY7a1sj0aEp8CTAIeyAeRSdtSPvO4g7kpn2kLSDwHkKNlpMVMqjPJZfvZ/X3A58+g49ycf3rFDMbsfpjWQY7sZEtiQ9pUNloSDzuy01ppuajaP/u7YQx+tYndQx3B6DqTfLqwn1cc/oSZPrPRkeiowG7dRsdqS3YOZC+Y7ht+2YJrKaO5xhIdCSx5szZX+2fHBMSOjZFYfS/Nu06lqRw4xuG36ooQUcASETkEohsgPN2Rnd4CBhKAb3H4Okdi39xYIfH/sWRnAxeEZPsVHm4Dnuqys3Zg37xYdSb512q//hZLMC9O9EN/YieAB16EPZn8NmN3V/tnv2+JfSwgdvUumnFEOsD/EXg6P4B23OkI5ufwn4GWyA7Cm1aaqs3T/ZqbLdELoPWa/Nf/onsc/pf1ZvxfuxxTtnBcr+Pwp+fIzp+B9TDIAH8L6Lhd14NI36K1CEWkV5vil0SHkRyQY3Cu6xQN3eUnG3UDLYT30bznQIvCZ/qnKhzDg2107HnSjGvvaZtq31Aew8TebJv97zsSLKffrs75rw5EtW+IQ1M5VOw9kAlTRUREREREREREREREREREREREREREREREREREREREREREREREREREAP4foRRw1qshxkUAAAAASUVORK5CYII="/>
<h1>Fill Block<hr/></h1>
<p>
Fill Blocks are used to fill a 3D area with a certain block.
You can do so by first selecting an area by surrounding it with two fill blocks.
Fill Blocks work differently when surrounding an area in that the area selected includes the position of the Fill Blocks themselves as show in figure 2.
Once an area is surrounded a dialog pops up and shows you all the blocks in your inventory.
If you press one, the selected area will be filled with the block pressed.
If you press a blank slot the selected area will be filled with air.
To cancel, press the "X".
</p>
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