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      <title>Slope by Mr. Schultz</title>
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      <description>Describe slope in as many was as you can. </description>
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      <pubDate>2018-08-30 18:53:56 UTC</pubDate>
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         <description><![CDATA[<div>increase or decrease from a starting point</div>]]></description>
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         <pubDate>2018-08-30 19:01:27 UTC</pubDate>
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         <title>A constant rise or fall</title>
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         <pubDate>2018-08-30 19:01:42 UTC</pubDate>
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         <description><![CDATA[<div>change at a constant rate<br><br></div>]]></description>
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         <pubDate>2018-08-30 19:01:48 UTC</pubDate>
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         <description><![CDATA[<div>The rate of change on a line </div>]]></description>
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         <pubDate>2018-08-30 19:02:10 UTC</pubDate>
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         <title>rate of change</title>
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         <pubDate>2018-08-30 19:02:23 UTC</pubDate>
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         <title>consent rate of change </title>
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         <pubDate>2018-08-30 19:02:40 UTC</pubDate>
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         <pubDate>2018-08-30 19:03:04 UTC</pubDate>
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         <title>Rise over run</title>
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         <pubDate>2018-08-30 19:03:05 UTC</pubDate>
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85x3wDxuPnt+n4QKxDyzu56+NmwPZlPdVxrGRYIgbhxs5bdu7RXBXmXoRt4aMwAZgAz4MRAxUju0On2/WpOWtNJ7C3QppkXv3vowpEEp2DwS8wAZgAzgBmADFSk5A4ACI8O+Oyn3vXb2bVoflhw4afl57EWDT6VMQOYAcxAXgYqWHIHAIgkgpGzW/caV5fH5138K3HZhMNJ9+y6Log3deSlANdgBjADmIHKx0DFS+5wDjoNrDNlbUffIHFGkm7FB38f+eUmAIDHw3tUV75TFEeEGcAMFIWBiprcAQBVqgdNXdO5Tutgm822f+ONjf87qcu2oGvRFIUt3AczgBnADFQQBipwcgcA+AZKRs1p3WNMHaFEcOdC+tb/XUm6k11BmMduYgYwA5iBUmSgYid3+6V2HtF5cJ2357YQiQUGjXXjnDOe3HQ7MeGh3mihKIqmaCuFtxkpxTMVQ2MGMANuMVDhkzuMtk7TkJmbukY3CrSY6E1zT//6dRxtLVxI0i2m8jNm5o5/y8dL7KuoFl2rgaz5cJzd82MJ12EGMANlwEAlSe4AAJ9ASf/xddsOiiJFgjN7ElZNO6LNNLlgtGj64C/ck2PKDqjd6m5C4oObpwc1US79bIKjUg+0fMHehTfP7vZBty/CDUJuheyWJ0VwxiUZJdBY0f0vAQowxMvNgGM6KnUmbDYbnXugjMQwDE3TrvXfHXEYhrHS1h7D6tZuEvb9vHNP7moXjPhzyIymDduEMwxry6NYAD2haRpRiMp+7SXXn2dZg2AYwYfjJlaLCr15aqep4ah3ejdnaNoGgMlkIknSYDAAAPR6vclkYhimUO3cPPiOweVThs6g+w/tKYrKByu/Ks4fd/lB1AKD+IWKZXKuwfmiKAoFnyAIt/A5e5qmn80vN3I+BYIgaJrGcjT5UIOryg0DHk3uUHUWRfIXAMAwTEZGBsMwiKrZDMOo1WqL2eIf4jVyQcNdX99Mvq37/rNz17snth9YVSDiOckFQ3yWZRElcGmaVqvVDMM8tycIHy9+0r2rU6d/tWDrb6lPk1kbyM7OHjp0aGBgYE6OfWOmUaNGCYVCgiC++uqr4OBgFxuD5IPv8iyhKEqtVvNyD5eG/zVCPXeWZRFVMKFePLq+uclkgvuToHwYcPrvJEmipEiCIEwmU05Ojs1mKyV8qOeO+BUESgqLRCIU5rENZqBMGPBocheJRCqVCiW5w5URAEAul4tEokLf/wRBMAzD4/GgnrtcBqZ/HfnXj9cPb7115XDag3jtqM9aRFSXc+tEDl+hUAiFQhR8+B0C6r9z9gKB4Njx31L8OzaqFgKX7cHBwdeuXQMAxMXFNW3adOfOnVDPnc09CppjuHLk8XhO+C7sLRYLj8dTqVR8Pp/zx7U9SZJyuRwlnxIEYbFY+Hw+1GdHwTcajUKhEN0fzr5QcJhwjUajWCxWKBSI8bqLz+m583i8Ql2CyV2v1xdEOK7HDJQ5Ax5N7m7puXMS4ShfwyGPTnru3d+sV62+cuPHp3Rq09eTjncdWbvTwNqOjLslKW6z2ZzwIdS1q4ejGve1K7kLXiATKrlzeu6FLrELwnd02LEMnUHc+QgKzefrvyOmY5nTT0e5TOGIj7Ky5vTT0ScX7gSAHq9bk8v5IxAIEONFt3RkFZcxAx5joPL8oJovZTH1FJ/92Ktx5yqUldm7/vq62cf0WjO0LL6eO8S58+duFnkX73yd5PyBkusubJyaCl1g5rVH74Ju6TRKOXnprv/u2peTMLEbmIGCGKjkyR0AIPYi35zWou8HDUgR/96l9KXvH35y3/6gE+ICrSDiuPqRy/dOG9CGe4kLmAHMAGagPDBQ+ZM7ZLnd6zVmbuymiPDRZpq+eu/wkV9v8vk8oiS0aJp06NmmblR5mEvsA2YAM4AZ4Bh4WZI7AEAW4v3hkg4N2oexuVo0O1ZdoC0sj4+1xriTARcwA5iBysPAS5TcAQDefqLhM1t2GVaTx+ed25e4ffG1rFRj5ZlMHAlmADOAGXjGwMuV3GHUrw2LHTO/FY/gpT00rp5y7PrZ5Gds4L+YAcwAZqCSMPAyJncAQM1GwZ/83CO0ho8+27Jh1slf18RZjFgYppKc0zgMzABmwL6/xUvLgk+AaOjM+m0GVOUJeGf2JCz98GDaY+1LywYOHDOAGahkDLy8yZ1lbCxr6ze20aSvO/jJJJlPDAtHHDy2+04lm2AcDmYAM/ByMvDyJnf4xJDVSkfWlE1d07lBh1CGYX9fcXnbkrM05YZcsObpvR0//3zg6EV8WeflfAvhqDED5ZOBlzq5c1Pi4y8ePrPV23ObSXzI+MOP5w7Y9fi+fdPtQo+EuIM1en9cs26dsb2abdxztVD7EjdAfNa/xMfFgJgBzEA5Z8DTyb2kngvNS6u7yFDc3LFXs05Vp63tEhgitZrpleP/Of7iJRpo6WgPgHXutPEb1i2LrVd/7aYfX20Q7ugVtERPvvnhO+LlUyZFZNyBuAeP7fKThR5543Xd5cVIXdvaW921LxzxRQu3xOiL4E9p478YDX6FGSh1Bl7Quirt0ViWdUuf3WKxmM1mRNEPhmEsuQdiPqVpGuI7yvAGBIsnrezw+/pLV46k/LH6ysN/M/uMjfXxFzKMjaIoR3uCx9em3D15PFW0YdHh78ysouHnr0kpq5VhWY1GQ5KkWq0GAKSnp4vFYoZhfH19XTvmhF/oXFA0pX7wZMvHd4esCYkIFjNMHsX6FyEgOWaz+blk8YsGTq84e9duc73MZjPkB1ELDNpbrVbE+TU/O0oDnyAI6I/FYkH8lEI/MzmKcAEz4EkGPJrcKYrKysqSSqUoETIMk52dTRAEup57dnY2wzBisRgdn8fjOSU7gkd0G1HNTyk8/mPi9ZNPH93I7DuhdkiMj8logf5Ae3tyz1RrgK5Zt0FDO1Qb06nL0gC/aUM6p6SltW7dOiwszGSy7wM1ZMgQPp8vEAi2bNkSEhLi+EHi5CRN0474Tq3OLwmCpc37v3sk8iUNupzMTFBocod67gRBoOu5Z2dnF7rHCHSM02dHVG2E9hqNRiKRoCR3aK/T6fh8PsqHTRHwoZ47un69wWBAPDOd5w6/xgx4hAGPJnehUKhUKlH03OFmHTabDeqbo1DBMAxBEFDPHSVfwJ10CsLvO0JZr0nUd/PO6rKtP8672m1krVY9o/k8XmBgEHxLEzy+iM2iAKgdW9vPP7BpzcAbWm2QXO4fGKjRaDg993/++QdFzx0AQFEUQRAymQwlZQgEgnM7TlbtEqJ58Ng3IECllNEIK3eBQCCTyZw+zAri1mq18ng8hUKBmExhslMqlYj2RqORJEmlUokyWVA/Heq5I+IbDAa38KVSqV6vVyqVKCt3rOde0GmD68sPAx5N7m7pucM1JpQgR+GLs0f82s7ZF7SSja6rGP9V+5+WXki8mfXXplupSTltXg8Xi0U8Hh/6EyQLaVoFSEjSvp2ekfaX+EJZc9jqrp47lBQnSbIgf14gwaw5clQ3Zn6t88sT+XwBIJzE5F+w5fwRCASo+ACwLMvn80mSREl2nPg+4sqd009HnCzOHh2fJEkoAZ8PF/lVuatfj/Xc82MR15UjBjz9g2r5CR1Fz10R5jtpRad2g6sTBLh08PHG2XEpiQ4POon8P/psyYJFq08c2bv1jvfIAT2KEx1cwKIsYwFgty853X9uGylpVz1D1z5DCZkLAc0TzrzcFdz13137chcwdggz8CIDHl25vzh0hXnVZ3SDmo1V2xac12dbV044+voHsa90i4He9xo5rVrT+OQMQ9zZP2S+SNf6ix+2PiXzzG5Nas4Zi5ECfoK9S09ZRjVq1Tas+MgYATOAGag0DODkjjSVNRqoZm/p+sPSMzdPZvy8KO7etfQhE5uTIvv1mZp1G9VEwigxI+9gxaq4N22A1mUmzO0b/8bSTg1r+pcYOgbCDGAGKgUDL+9lGXenTyQR9P2gTs/36vD4xOUjT7589y91msFdkBK016Skrhh/g+GxOz4+evoUFrYsQWoxFGagMjCAV+6os8iyNppiOg2oXadJ+Ddzj6ufGue/9eegaY1e6frfJRpUoBKy85Ip3lnWIjg4pITwMAxmADNQqRjAK3f3ppOi6OBIv1kbetRtG8zQ7PYvL/2w9GzZyAXbAMOwLm6cdy8wbI0ZwAxULgZwcndvPm25z4GKJILRc9v0n9RQKOHHH3782dC9Cf9muAdULq3Zwm6WL5deY6cwA5iBfBjAyT0fUhCrXu1T4/0l7fxkEouJ+mbWif3briF2LIdmDM1uWXB63exjVjNWtyyH84Ndwgy4zQBO7m5T5tghqrZs4oqO9V8NZWjb4W23N88/pddYHA1ABdl/m6FtSbey7l1Kv3bm8Qv+4xeYAcxAxWQAJ/dizZsmUy0Nko6Y3apx1wDGxt449XTZ+MPpuTKN8BKHjSkWvsc6C8X8+q1DGYo9/vs9jw2KB8IMlCwDZoslLS29ZDErLhpO7sWau22z3xUp67ds2Wpz3J63FrT2l0s1GcavPjj86+qL+1ekzem3b9OMy8d3VYzdnXqOjG35elWrhd666IzZQPEF+Nwo1rmBO3uegV69B6hUyj927fH80OVwRE+/gRGFSorAlLvIRdM3dxqFL/T9YeuK1Wu/3b9tZbNmYVNWd45pqGBZ24WDiZSVYWwWq4XeueLy2QMPCo2IJO2PRKGoYkEoUsgnhXz0yz52YR8BjyQLvPmVFPGHTGrOMiD+yOOvZ/yTk2Xm8d04PZyYKTRedw1KW2+9tPHdjRfbu8vAxYtxRw6dCo+sNXPO/9ztWyntC3yrl0a0UM+dz+ej6HgwDGO1Ws1mM9wPr1B/oL3FYkHHd9RnLxQf6q1bLBbu7kOhSESzPNagu34tzdsvMDpcLvIm3lvY5qOeu/jP5LYIHiH1I//ecSu8uv+5Qwk8gug7toHNBv787rrVQjftFBkeExB/PCnxTpZPgLBmC7/MNO2Z/Y9IktdhQE0ByTux+54m09iyR7Qy3Dc1MefMgQeyYO9X+1Q3G6m9W64aDaYhE/2FIsGZ/QlpT3IiawQ1alfl8f3sC0ceefuLOvSraTVT/+y8AwjQtnd1oQRcP5ty7ElizUaqus1DNBmmv3+77Rsg6TiwBm1lD/58k7IybXrGDJvbdP2Mk6kJOWtmHBv2WX0rZQG2wn83IAjCYrHA+ULRAoP66dbcA+VkgPjoevFFxkfUc4f4KJ4Xel5hg5JiYObsT4PDFQIB/+7NxN179vXp3bOkkCsojkeTu9VqzcrKMhqNKO8KhmHUarXNZkORwIUSwWq1mqIoRIlwhmGysrIIgkCUwKVpOivLvvceZy8UCbOsJque3zbSt1XT1ht3/vZKTWVaeoZFz3gFPieW4BFGneX6pfuHN93n8Xht+ofZADj60z292iqrIpQGMtfOJp3/PTk81ltRvYrNYvh7y12xr6BO60CRWHBmX8LjKzlhNaR8qSXxftbB9XdiWgTWbROg11BHNtrROg/NEEnIuL8f3jqhbtE/JKK+9OHd9EPf3FHW8KrfJsiot/7zwz1AgJhGft5B/PtX0uN3ZbKjKVWMMDVJd3DdnZDa3rHtg6xm5p9t90xaKrS6pFZTZYOOwRf2JesyrL8uu966r75KDf9Cb5EkCMJkMmm1Wl7uUeibgdN/F4lEKCcDxM/JySEIAuXLTRHwoZ47j8dD+QoCJX9FIlGhkWIDzzAQf/nKP0f2y4KjRUJbaIRsxco1vXv1JApflnjGu7IZ5XkO8sD4YrE4NDQUXc+dz+fL5XLE9z/DMCRJouu5MwzjFj5FUSRJQv333HxEEDbqnf99qQgOI3mgV535567c7duugVIVHBSWaNRZHcQabWKpMLZJTa9P/BnaJpepAACvT2xAWenaDcPkQb4tu4HIGkqpL6lUSiUin4Ef8fgkr0pEGF/A6z7cktPbXLNeRIDCSxjrN+QTXoDcSyELDvRjB86K1ev1IaGhfD6/wwC6fht9aKS/PEhVp6HXGx8LpNFbuI0AACAASURBVD6i0LBQq4XuN9lKEKBqtXC+0BbbxhhdK7RqHYVSrvAWBQ75lPb2FQWrQhiG7T+lAU0x9RpFaTJMp3c+JsU8lrE9vKBr2V0YEhxaaP6FyU4ikahUKvTkC8+HQsHhnnkGg0EqlaLrxRsMBrfwdbmHSqVCT+45OUgbHHrgnYWHmDd/Ueu2nX7YtjkyIiIqps6xf84dOHCwe/euLzMzBMpbq6QI0uv1PB4PfSem1NTUgjbTyOsSwzDp6en+/v4SiSRva94ahmFSUlIUCgXiNwOaptPT0+VyObdyt6ifhMvCN15O6d1ANbhVw6qDZy+cMBAAcPV00jcfnfaRCfl8Hk2ztJXhC3i+QeJRn7YKrRqQ1xNYw9qY1JQ0uUJOCuwC8YUeDGv3R6lASqYAAIvFkq3Jsm9GAQq8kp75VH/yz7uHNt1q3iey7ivBCbdSXulcMzwmqFBnAABGo1Gj0SAmdwCAyWRSq9VhYahilkajUavVIiZ36E9WVhY6vk6n0+v1iMkd4mu12uDgYBRysE2pMnDlyrWGDWN/+31Xv9f7vDP2/d37DolEpCwo8HLc6VIdt5yDF/g+L+d+F989dz/VoL1jL1GQrN+bQ0hTxsndW45rQt7u/98yIbZVlWnfdvIPFmZrMyPq+A2a0thPLs5ONS4Ze/jPrQU+6MTQrP3XBbaQrVC5wBmahV24mkILLGOXxynITJNpXDT6wD/b7n60uduIWa0at4toN7AqYmYvCBPXYwY8wMAnn81ThMT0e70PAGDmjGkZ6TkCPv/KpX8PH/nHA6OX2yFe3uReElMiXrV+LZNyO9kqu3ZmZ+1Q+05M8KhaR95xtGL9P2P7fFijRZfoqau7NugQzjLs4W23v/n4uNlIPTMsR3/3bLzCsGxE3YCo2val+uP72fevqjVqYzlyEbuCGcjDwK1bd/bu3rlm1WLYEh1ddczogUaTOSRcuXLVmjzmzhXJySkJCQ+dayvFa5zcizWNQm//nv0GvjGwl8LP+VqQzb4QB/CnSIk3OWzGK2/NbiaWCu5cTPvf0H2Jd9TFGrikO1tM9N1L6TYG9B/fGGIf/PHmlqlXbsU9LemhMB5moCQZWLBwcb3Y5n379OJAZ0yfkv70gUgk/HPvoePHT3L1TgW93tCrz4CwsJDo6Kq16zVNTU1zNLh3774yrMaUaTMdKytWGSd3z81Xs85Vx335qk+A2GKm1s88jnLzu8ecE4oFHd6o0W5QtYjq/11h9wuUyKOlYinSDwAe8xMPhBlwZODu3Xs/bts8c8Zkx52HY2KiBwwcajJZQquE/m/eQkd7x3Kf1weZTCa93vD+h5Nu3bi/Zt03jq0bN3+XnpJVoRf1OLk7TmiplyNrBs3a2L16E6XZQP/85cUdKy8wVO4Kv9RHLmQAggAd+tfqO7Yhd5NPn7H131/RPLZVlUJ64mbMQNkxsOCLxYAnHzpksJMLn34yJzU5kyTJo38fO3vuglMrAOC333f9cyJu357fvLykWeosiZ+XJlvjaLZ41RYvX3H7dm0dKytWGSd3T8+X2IscN//V9vZNt4nz+x+tmHIkR22Cd/t52hWX4/H5PD5J8Hgv963CLinCjWXLQGLS463fb/z+u+V53ahbt/bgN3qaLRZVWNiKFavzGqxZ++2ieR+JxeKcHN3Z85esNFuzZg3O7OGjRGBUG3SWenXrcJUVroCTe9lMWe/RDd5f9qpQSibf1Xwx+q8LRx4KBLxy9czFrg1X102+cOV0UtkQhEfFDBTGwOLFX4VH1R40cEC+hrNmTU99kiARi37ZsfNiXLyjjdForFYtevBg+43Lu/fsS0zOEJN8eLMNNDt//qLQJxAwGY0bN3LsWLHKOLmX2XzVaKCa8W2X8FoBZj3185cXty09R1ltgnIj16VJN6bc0pv01jIjCA+MGSiYgaSkx2vXrJw7a4pYnP9zwrH163Xs0s1isQaHV5k3/4Ur71Kp9Jt1qyMj7JccN27+PsBX2qdn5+Bg+9OF8Dh56rSXRFS1Wn0/v+e3wD1rrDB/cXIvy6kKkHtNXtG509s14abb6yaef3w/uywdchi769u1R69oVLsp3qPVgRRcLDcMfLlkGQBg7DujXXj0xfzPnj5OF4uEe3fvvHbtel7LTHXWiaMHtUbzgH59uVaz2XLu3EUrRQ8f5nwpn7OpEAWc3EtgmhhD5vc//Vnke9d7Do/9cHl7sYS0mplVE48f23W7BHwqNkRY1YDoeoF+gdJiI2EAzEAJM5CRkbn26xVrX7y/Je8YzZo26dGzvcViVYTErP56XV6DixfjgEjBGtKbNmvCtaakpMTH3TBkm1u2aMFVVsQCTu7FnzXmqznvbDtxtjh3vUTVkn36c8/abeQMxf6x6uq3nxy3mMp4u7t/dt75Zdn1u1dTi08QRsAMlCwDy1asClJVHfb2W4XCzpk94+njFC+peOOGH/+9ecvJ/syZc77e4rDIGmGhz7+hnr8QB6QSoY+oXr26TvYV66WnkzuKKhNkEN3S0R69V4nouQMAzv659c8HQl+x0Om2EugJiooW9F9A8nqNrdV/ciwp4t++kLbonb+SEwq5RIMeLLwbxy3J8ke31NcOpmelGxBPaLeccZwydHy3hnAr2CLw45YziDFiMxQGMjIyF32x8tM507y8Cv9a2fKV5i1bN6NpRhEsX7Hyayd8o9FEM0yjBi8k8VOnTvtKhG1faaBUKpzsK9ZLj6pCMgzjlj67yWQyGo0MwzgquhTEL8MwJpMJSkii2xuNRqFQiGJP0zT0h7MneHyL+v7XOxOWzB42Z9NJo4liAMWyNo1GQ5JkRkYGACAlJYUkSZZlfXx8XCd6mqZ1OfrGHULDq/tvnXdem25e+u7hXu/Va/lalM1mc9Kcgfrm0B/XsJAuR3vHxz0KIlNA8iPr+NFA7hMoMFvMLFPI1xIoseuWP8bcw2QyoZAP8WEXxHiLhm8wGFCyNlTB5JT9C6IR15cGA+vWf+sb5P/J519OGP8+Cn54ZC2BgC8QSDZ+u3bO7Bnwd1TYUaGQ0YwtNc3+VoXHiROn1ny9IlAR2bpVy2d1FfWvR1Uh1Wp1dna2l5cXCltQ5TEwMBBRNZthmMzMTF9fX0RVSJqmMzIygoKCEFUhKYpSq9VBQUGcKqRQSCyeNqPH1Pne6nPTt5z/4as5fMqSqVa3a9cuJCTEaDTev3+/Vq1afD5fIBBs2rQpJCTERSLj8MUSkVFH7Vl/KyE+i+ARddrIuw2vIZTwnWTCrFarWq1GV0m0q0JmZzv673oWWJtdv14uU9jQpMygnrtcLkfZrINTkQwNLVxPGPppMplycnJkMlkp4UM9d4VCgZLcAQAGg4EkyYiICNc05m01mcxPniTbbLaqVaMEAvv2WwCAzEy1gBT4+/nltcc1jgzodHpfXx9laEwRbhzO1Og/HPv2sq++5ACTkh5H2O+Zkfzy6w+vtm3zy6+/jf9wbmS06tGj9L8P/9KhfTvOsiIWPLpyFwqFKpUKUfKXpmmbzSaTydCTO0EQ6JK/EB9d8peiKB6PJ5PJ4IcBj8d7cGHfwSSi6d34S3euZj1NPHLk32GDWyuUSrhmv3TpUpMmTf7++2+oCmtffbtMk474hAxMWBx24Mcbh7fdunU6M+OxaejUZhE1lI5LRavVShCEQqFATHYWi0UgEDhKFrs4X3k8IuFWWvZjECzzDlJ5u/Yc4hiNRpIklUoloj+cPQo4/DAQiUTo8bqLL5VK9Xq9XRIZ7XEDo9Go0+lccJi3KeHho6nTZu76fQfXNPiNt79Y8L+qVaPk8qg//vixb1+7QMr+vw4ePHhYpzckJ6ccOnAsJeWOSqXkurzkhdNnzvZ9fZBE6izlhESLzZaU9Fij0fj7+0P7KlXCL1++8vm8hYMGvgNAVs/e/d//4O1de/8CTMYrLZojYZZjI48md7iNDsrXagAAn8/n8XjwfxQCbTYb3AbILXzEnYPy9UcR1WD9FwpSKLE8uejtJ69dN8rxQVOatv8iSlH/3URT6CXgvPF2e7NucKTftgXnM5L0mz4902Nk3RZdq3JUQM/R+XHX/sSuB3F/Jg37zFum8kHJd3Cy0P2BloXSUsx40fGhP4g7Mbm12y0M4dq1G7GxbQEwf/f9tu7du7IM++/NW18sXBIdXb9X724AUCKREFo+eJCwauVXAPiGhKuEPl6I5zNHVOUudOvauVvXziUVI0XRDRrE/v7b9myNXXsgwN9/zNj3DUZTl269EC8AlJQnpYHj6R9USyOGomEiLhg5cGjv2MtHHtaieTOhIXXf0SuJt67uOXKGMy5CIS8+ACC2VfjcrT2q1A7UZZl//vLi1kVninkXjaP/rp3k83kCEZ9wR36Ax+fZWJpmyvg+H9dxFdSKzkxBCC7qjSZTbGxrALL//ffS8GFvKeRylUrZsUO7vw//OXnK+3sPngDi5xdkxn/4ns1m++77tdlag8CdPcpdOICb8jLQrcfrQiE5fsJUmNYD/P1v376zacMObWbWjOlT8tpXuBqPrtwrHDsoDkfVb7p8/RYBn7CypfJJ6S+TTljS8c+t145su3356JMn9zVj57WRBfug+FYcmz5j67forYqICkcEIQhw79SDHVeuAivlW0Xx1nvNyFLhA9Gd8mW2ffuvANiGvDmidu1aTp4tXbLwwsX40yfjnOqrRkWacsxS/yJdf3DCwi/zMHD8xMmDf+1XhsQ8SEjgGqd/NBuIBP17de3QoWJfbYcR4fcfN7NFLHj7+quUcplMFqIILCJEYd14fKLXyNhp33T2k4kzkvQLhv117tADUshHuVpSGHaB7SIJKfEiSeF/v/gVaPeswZip/mXxw3pdYid+2fr86juHDlXODRCeheve38OH/wYiceNGDfJ24/F4M2dMAeAFScLcDd8LuUMpLxSuQWeAphkAxIEBfvP+9wkAgKbpce+P37f391dbNtyxfRs6Tnm2xMm9PM/OC76FVwuc8W33Oq1UDM3+tPDiT8vO5175dbq9/oUuxXmxZ9PV9dMuXkUWDiPFkmYDFHKVBNgYICAEUvyl8Dn9Op3O30dy5Ur+myy2fMX+JKTTTUk254rnaLhUfAbatG7pKwswGE3nzl9Y/fW6OvWbfrPu65mzPj741x7EOwKK70NpI+DkXtoMlyS+xIsc82nb/pMakiL+pYNP1k26kJqkLckBHLCy000pNw1GA6pwGOnt1W1EfTInZeOMc9EDIjq3Rb2e4zBmpS36BwSIRcIftm2+FH85b5CBgfZt023sC0v1XMmqCvnrRd4Ay2GNUCh8knD94znT4i5dvnHj5tzZ01NSUxd+8Tn3s3Y59Nldl/Dyyl3Gyt7+1T41Yuor1kw9ZtTRyz/4u9e4+q1fq1bibvV9t37z15QxNV/YrMOi12dojDwe4bjMtAFCqbLv38QwrMRLUr2Z/6EDutQMQ4gc6YGGEve8HALWr1dn977DEVVr9359yPIl87t37+bj4+3oZ0ZmprfXCzVikQiAF9K9o/2t23d279575sw5q9UaHRM95I2Bjg/dmEymM2fOUhRtNJnS0tIjIqr06N71zp27Z86eT09P9/LyqlGjWudOHR0BubLJZPrt9127d+/L0emiIiO6dOnkqIXLmVWCgo+Pz5jRI8eMHlkJYsk3BLxyz5eW8l4ZGhUwZ2v3Gi0CrWbm16/iv/vidE6WfcePEjxkKu/gSF8vnxf0VLOTNTfPJt86//Q29+9c8s0LqUYTy1gtT5M0YTWqtB3QKoRSr1l9pQSdqehQY98Zrc+2q/SQAv7bYyb6+vrUbdDii4WLT548nZOTAwCQBQU5Sdc6fnw6hs8wzKTJ02vXqnns+Mk333zj/ffHpqSktmndavCQYTqdHlqmp2d06tSxe/eu/d8c9/57s3bt2tOrz8CaNWscPXrs7r3746d+2qVzlybN2z5NSXFEtmtpnDsvlUrffmto06aNJk38IC0tvX+/vrGNWqrVWU6W+GX5ZwCv3Mv/HOXvoVDE6z2udmQN9aHvb107nvz4ruaNKU2q1S+xp11O70+4d+1pu978qnWeK2yoaoSpaoTl61D8vn/Xzkoc/4sqtlagQEgYjUVWycwXvmJX+vv7HTy4v2vXzqFVaoQqA4EyMEebs3T5ujmzF8lUgbM+Gj9l8kTECIe+OeKXHT/MnvPpgvmfwS69e/XcvKX76FHDb9+5fznuFI/HCw0NSU5OvhR/Zcy7E6Uhog1bfh06qEdmpjooyP6b/5zZM9q27570OLlug5YP717xe/ZYbFxcfMtXOgOe/MihHR07tgcAdO/WdchQ8c49h94aNvqvP/9w4aHNZjt0+IjJaEL5kd/xc4um6VYtW8AH/Vzg46YiMICTexFIKxddbDbAMkzXIXWr11dt/vy0Js24durxHmPqdh5cu0T8u3Mp7cLu5FqNwxyTuwtk/5AgL9ljlmCSb9yNvwSGfl3dhfFL2NSlS6crV6+9O278+bNxpLevv4/Uz9fL38+bZdmpUz598uSp42PxBfGz/puNv+zYK/EL4zI7tBw1ctg3G7ZciL855+PPFi74XCAQhISEKFWq6KgqDxISX+vW9scfvuMwq0ZF/vbL1hbNOwYqZZOnzti8cT1s6t5rkF9QwMhhg2Fmh5Wffjpn+8+7DuzfdfPmrbz3cXKYNE1v3rw1NS2dX8CN+QTBA8BGAPvv//89PJH7JLBOp1OplDi5c0yWYAEn9+KSmZb8OMdsi4yq4vnbuu35nWWj6sgmr+r007Lz9+Mz9m+6kfpIO3Rqc36xd3SqWjvIYjYHKV+4EOyCrOCa4W9/arq+/4rBSozd2L5Ro2AXxi9nU2z9emdPH32UmHjhQty5cxdWLF8CgHdIeEhUTPjyZWs7derQo3tXF8wYTaaVq9f7y/xHDX8jr9mYUcOu3/z4q1WbJk34EMoZ8nk8f39fo9lavVq0k33zZk3rN6yblZW95fs/Pv/s47Cw0KPHTmSmqoFE9Npr3RyNa9aoDgAj8g25GHfJRXInSbLS3EHoGH6FLuPkXqzp+37JlENPQ1ops5b+9PDwkY3RirL5CTFQ6fXhlx0O7/j38Lbb8f88fnwne/T/WivDi7VDWLv+1eu2C1DInu895popGyDCaqmatGvo2uwlbyUIIioyMioycvCgAcuXLU5IeDh+4tSLl66FRYbNmPmJ6+R+987d2//e9gkMjIqKzEujj48Pw9ooK3323Pm+fewaNZwYhqMkEdfx3THDZ33yBeCD+PjLYWGhJ0+dDpD7CwT8Q4f+vnHjX66LSChShoakJacmJT3h+pZJwWQyZWdrPL9jO8vaAgL8K6IagaeTO8oluaKdOu4iQ9UR9F7Q8kV7y449f7Ucsej9IS2/mKU4emFudM/ne6VDS3RhkPzwC2HiRWdA58F1omrLN849lflUv/zDI0M+ahrb6vn9iO7Gm5Nlzko1+XlRIglZiB+5zQRBsIyNZVn0kFFgORt0lRjYxYkcDqegQunh22y2Y8eO16hZIyTY+dtM1apRv2z/oVWbjlnZ2hvXLphMJhdJJD0jE5BShmW9vfNZQ0D5BC+pEOrWFRQmV+/j60PRjFQiTM/Vpk5NTSNJvs0GaIZWq7Nttuc36nzw7kiaoZs1bcz1LZPC0aPHX3ute5kM/eeff/Xo8cIXmjJxw91BPZrcWZalKIrP56PoeDAMY7Va3dJ/t1qtFosFHd9isZjNZm6R4po7iqIsuQdnT/B4P/x2zCb0OntiNx3csVldBU1TFGVXyiVJMj09Heq5CwQClmUDAgJcZ728+C78gfrs0B9H2Kg6gTM3df7xqwv349QbZp1qP6Raj+F1BUKejQVmsxnGy0kWu8AXigQ7VsbF7U1+e56lVfcYmn7+Vs+3F/QHzhfKMyAEQZjNZmvugXIycPGazeZSxbdYLCifCtB/FM/h8nnytFkfTZs8dMigvOx5eUlnz5r29ugJAHilpKZVfbYqh24I+M+fQ4YXrAV8viZX5SovFHwSCsV/KIRns9k4Yx7Bs9lARkrmuLHvVK8eky942Vb26NENkfCy9bP8jO7R5G61WrOysoxGI8okMQyjVqttNhui3jq0pyhKIpEg4mdlZREEgZLs4APKWVn2G8Ic7UVi8sB3G37Zt6PD8GGBEpCenpGdnT19+nRfX9/MzEwAwOeffy6RSAiCmDlzpkKhcOEYTds/FZzwXZwoFEVlZWUJBALH5A6fWe0/sfaJPx6e3J506o+EO/Ep/SbUDVRJ9HpjdpZ9ayeUzTpIId9stgIb0OXo0jMynKTk83pFEATUc0dU2YSbb2i1Wri5Sl5ApxqIn5OTA4VFnVrzviwCPtRzR1SFhJt1IIpRAwACAwISExPz+glratasadUZAaCF5PMvSVqNFgAyR51jNBqhmf1ZJ8rI40mt1nzuRCIAIAhgNFgUiud3NxU0IlSQF5KCHI0Jfp+IialqtlgBEKjVagDcTu40TY8e815qWhrKR6+jVzqdbsniL1o0b+ZYicslwoBHk7tYLA4NDfXy8nKR47ioGIbh8/lyuRzx/c8wDEmS/v7+Uqm0NPApiiJJUi6XP9+JiSBycnRvT5r89sRRjaP814SHLHy/b0hIyP79+wEAUM/922+/5e4EcO1VXnyOirwFuJIlSTI4ONgpuduNCTDoveBmHapvmHMq87Fp04z4/hMbNOlYRSIWy2RylOROEMSHi2SZ0zKUimCXKvT/uQaTnUQiUalU+fiTJwCYfOH54JoW2BXiS6VSxM1JoL1b+LrcQ6VScYvZPF4/r4D48Bb157UFl0Qi4U/bd06dMjHflYrJZAKAB4AlLCyUwzBbLIDHA6yV46dWrZrVa1XP1mgvxefzDMGDhASJkLRQbPNmTTkQWMh3Rrb9sN3HS6I3U40bNwIAdO3SefKk8b5BVeIuXXrlFWcp87379gsE/O7dCvy9l8/n9+vXB3EfK0f3KIoKddi/1LEJl4vJgEeTO/cLD+L7h7sMWkr2bvkD13TQE/i/Nu1BNVWDNcdvDGxbxT+4xlP1C3tJO+m5c2MVNGF58QuyhPWcJwWRE1lDNmtT9+8Xnr57MWP7kku3Lj1t/0akgOTDb/euwaFeOcHj2ZeDaOo13DV9xA5uTS5kjxuiUOc5+0Jpd4RyF9+xr+syj8e7cTVh6VcrZs/6KK/l/r8OAADe/3CSYxO3BOZSs1QqGf/B2PEfzvpl+67vt5jFYrGj/ZfL1pkt1unjRznt/CkSCu7df+BoCQA4c/Z83IUrXv5+k98bDu1r1arRs3f/E6cvrv92yztjRjmCUxTVe/Do7VtWO4E4viQIok/vno41uFzmDLy8T6hyCyLEOYD2jr2kXr41ohm9Mf38oR3/nKOG9ShwXYMyRF58lF6ubbz9RB8s6tBrXD2BkHf9RMr6SRcf3Hi+XaTrvttXxC0dcfrS8UeuzXArIgOKEL85s2dMmTYzK/fiGNdr1+69n3/2FRCTs2dOh5U6nT5Trb5z566PvwRIpQ8eJKSnZ+Su7sGHH4wbPmIgAKaRo97lnkdlGGbaR7N16vQmsbW+XDSfQ4YFsUi4b88/S79awdXfunXn9QFveQf41a5R1dF+63cbI8KCb95JemPocG3uc7P2i/g227vjxseEKwcPGsAh4EKFYMDTK/cKQQqik6S3/M8LCaeOn02gpA+T4yJD7PJP5fDoNLB2TD3Fls/O6LLN66ef7DqiVufBz+/qKchhvdaSnWyyWrB2VUEMuVFP07RKKV+5bOGQNwYtX7l51Ij+zZs1DfD3O33m3MoVSwEA509c5K5OrP7avo9zLrp9Bw+oLf77H7tf79sbAPDdlm+jo6t+8vGsg0dODOj3GkmS/xw9cfvf+PETp365cF7er01Wiu77euct3/348/adw4e/mZqSsvCLZQAYhrw5YsM3a7jvB/YNKwL8Txw7MOTNEbv/+MX/wIkh/bqGhoT8snM3weOdPn7QjWjLyFSj0W7YuLl586Zt27QuIxfK17A4uRdrPnwDVT1ef71YEB7pHFlTNu2bTrs2Xrp8KOXPb28k3Mh8c2oLb/8XdGOcHOkypFbtVwJrNXS+e8/JDL9EYUAgEGz7fkP9enW7dsnevv2XffsPbNj4ncFoCgr0n79g0Qfvj/P3f74TU/9+fdu1a+vj7cPj84ANMCyj0Whiop8/iPTx3JkjR7x98tTp27fvsiw7a8aU1q1aVq1q3+Ux72EyW6Ojq/7x+46Dhw4fOXLUbLGs/npp61YtGzSon9fY39//rz93Xbt+48yZsw8fJjIMs3rF4t69X8trWQ5rFi9dtnDBouDwyDv/XnLSZSuH3nrAJZzcPUByuRhCJBV0ebuaKizg0Nbbdy6mLZ905N35bRVhBe7oFF4tQBxA+2Nlx5KYvd9+/QlexQ4I8H/vvbHvvTeWyT3y/X21hv2h0EKOsLDQIW/kc2Nlvt3gzz9du3Tu2gVp99H69erWr1c3X6hyW6nV5ixc8HlkdJ1HKerfft81Yvhb5dZVjzn28l5z9xjF5WQgG2tjGbbz4DoTV3aU+go1aYbFYw7EHS3wkvrtS6mXjiSnPS4tvfhyQotn3HD8fRKOyOfz883sJeuPjbURebYBKdkhygnaytVrgFhps9kig4NGjviAeVEcv5w46WE3cHL3MOFlOZzNBiiKDosJmPFNt4g6QRTN/vjFhX3fXc13z5/Tfyb8sfh2wk3UH2DLMjA8dgEMaHJyeHzC8fb5AgwrdrU6K2vB4q9HDOnj422/zZr09vrxh58rdkgl4T1O7iXBYkXD8AkQT1jasfOwmjw+ceSH21+NP5SVZgAAHPjp+uUTibTV/jxqSFW/aq0C/QL/26DZZKDOH3rw9683C32gqaKRUQn91en0m7dsXbhoSWJSsrdUcuTvYxs2bv7Zvkl35TzWrfvWqnu6bu2qEcPf1Gj1Krn/wiXLTSZz5YwWOSp8zR2Zqkpn1xtmtgAAIABJREFU2HNYbPVY5bczTj25p1n24eHYtmEn/7hPACKk+q1Rn7R67e16zbor5bnCYamJ2m8/Ppn5WG/W0lXryKNqyysdGZUqILVaPXrUcAB8w6Ps4kIZWdqx74wGAAx5w1FKvZKEbDSaPp47a9acT8Ri0ejRI6ZNnRQYUPf23ce79+x9Y/DAShJkkcLAK/ci0VZZOlWPVX2+s3eNpgpdluX8gYd+cnFAsCTlgfbX1ZeyMvTpyXrKSl869ujATzeynhpDqvmNWNAishbO7OV9+iMjI2z2Q5uUcCMp4caTh//mvqyEmR0AsGbtegBEE8a/DwDw9/Obv2CROjsnIkw26t2p5X2eStk/vHIvHsG0/rff9ulpXrvOXSMUz+9mKx6oR3tLvYXj5rc78svNfd/esPBpsRfZpEtEVrr+s4H7CYIIq3U/7ZF987ZxX7ap0VD13zYLHnUQD4YZKJABnU73+RfLZ876SKX8bw+ykSOGzf9ytV2MyGz57bdd/fv3LbBzbsP1G/8eP35Crc6qX6/u66/3AQDodPqt235MSUlt3LghfLbANUK5bcUr92JMDWt6q/1rwtC6CkFWpLLWofikYmCVcddOg2rP2tItUOWlz7LcPJeS9kjnFSiUBpCZyQabzdZjdJ2ajYNxZi/jScLD52Fgy3fb9NmPp0yewLWEhARPn/Rujs4QHhw4f+ESinL1FN6UqTPq16v7783bKSlp/fr1bd220/Ub//r6+hw8dMRKWfu93mfylHzkIrixynnB08k97xN0BRGEbgkRoD16L7eERDiJEkd8S5b68KkT6UZh98Hj+raU7//nuGMsUBKEEwZxbMq37K7/nEv5ouWtLDReZbjvlFVdWvSMsppplvnvKzyPT9hYWwDC3e6OzOQdPd8at7pA//PFybeyaPboLqFb5useriw+AyzLTpzwwYSJU+VymSPa+++NzUp/JBAIrly6c/DQIccmx/Inn81bvmzjo0eJ69asXL9u1azZn1y5cad+vbpTp83cs+tXs8kcpIz66+DfBoP9XoOKeHj0sgzDMG7ps5tMJqPRyDCMo6JLQSwzDGMymaCEJLq90WjkVB4LQob1NE1DfzjJX55XwOmbd2RVqli1T+89fPSKXM7QlMlsSU9PJ0nyyRP7zjWJiYls7hEYGOhajjEvvgt/oCok9Afl8wPqj0N7F27weETvMfVO/5FAivjc6AIR//iuOzWbyG353jKZawdVHt3yx5h7mEwmlMmC+LALYrxFw0fUNYSqkJyyP8cVLniSgQ0bNwMApk2b7DSoSqWcMm3m99t2VIlSfDD+o56v9XAyAABcu35j3v8+uX37TkREFdiqVCr5dqU8sGD+/9LS0levWhYWUZMkBS7eL3lhy1WNR5M7TdNarZamaZT3M8MwOp2OJEnEZz1YltXpdARBWK3PVVJdcA3xhUIhl6xdGEM9d+iPo71PkD9r1m5aNS+w/ai+7WLV6iyNVjt37lwfHx+4WcfKlSu9vLx4PN7kyZNlMpmLwGmazovvwiWKonQ6nUQiQUl2AACr1ZqTk0Pmnq0FwdpzaA7lpPFLEMBspLQ5WntyL+A3Oai3rtPpxGIxij8wWet0Oq1W64ITzk8OXyQSlRI+1HMXi8UoS3KY3B3PBM5VXPAMA2az+YtFyz8YPzncQSeZG/qD98YuW/qtT7T00YOUAwcPd+vq/Gjuhg2b+7w+yPFh4PjLlwkCdOvRVyQSBgYGhkXWevLo1oZvDqGr9nOjl5OCR5O7UChUKpVSqRQlePgZIJPJEMllGMb+c7k/6m6HNE2zLKtQKBA/PCiKIghCJpM52vN4vIM71vzzRLJn4wJzjl6ukMkVil9++QUAEBcXt2/fvhUrVoSEhEB1PddZLF98F0RZrVYAgEKhcNR+cmEP96iSy+WuUxKhJLwDhAzD8vjPpX75PL5Y4Osvk7pYqxqNRoFAgO4PtFcq7U8VunCba4LfsUoPX5J7KJVKlOQOADAYDHq9/admfJQJA9t3/Jr08OaM6fkrmlWtGjV5yphtP+0Mi1DMm/9l1y6dnZSrJ4x/38fnufaGwWCMi7tiNFN9+9iFdEhS8PjhzTKJqwQH9eg1d7iNDtysp9D/+Xw+j8eD/xdqXAQDd5Hz9efh1RNr9zxcufQL9dUD2/ced7zOCz9soKwHvD7u2sl88V13KQI/hUZNEETPsfWMGoplbDbWxlAsbWHTk3TfzD6e9ljn2h9+7uHahmuFnrh1ShQhXnT8QpnhPIcFxM/UEnyvYihHBkaOmDR8xDvh4WGOlY7lDz8Yl5maQJKCM6fijx174fcwAEC1ajEq1X832AAAkh4/vnnjDqXXN8uz1YkjZsUqezS5lytqEBeMnM/Q3rEXq8sY0vDVPT99FRooiXmln39YLc64CIW8+EUAKbSLo/8FGbfsFjPs0+b+SonYWxDdUD5gUkOhRJCWpFs85sCpffcK6lXR61GYqegxVhr/f/xpOwBZc+dAYeT8w6paNWrk6HEGoyksQjl9xtz8jZ7Vnj59VuDtHVMj2lF981ljRf3r0csyFZWkAvzmeQXsTUllc7/G22zAJyCoAMOKV920Q1S9V0JSnqZGRUfYlzmxqh0rL96LS9+5Ij7xjnrQ+Gak8OVdFlS86axcHtM0/eWSFSNGjo2JeS6DnG+I06ZM2LLph6iYyEsXr5w9ez7v9oFcr2PHT0qEgkYN6zlqBWdkZoqEIl/f51dvOPsKUcBv0WJME08gVyqVCvuhVCqkwud3mBQDtLx0tQtOiflwPSsL9v5gUfte4+oLxYK4g0mfv703NQmrRZaXmXrZ/Ni7d//1K+c/+3ROoYHXrl3rw/HvGIymkPCQeQsWOdp/v/VHgiDeGDocAMAw7I/bNttsoF3b57t80DQdHt1g35/2/ZAr6IFX7hV04krd7dwH1l8YpeOAWtUbKL+ZdUKfbVny7qH+Exu27BbzggV+gRkofQZmzv4sJLzG/fsPrl699t+vXPY/+QwsEAjCw0MZhvWSSv7689jFi5eaNm0MAEhNSxsx/N0qUbV3/Lx1+0/fnzp9GvBk+mxTbINYDuXgwcOWnOS+fXpxNRWugJN7hZuysnQ4PCbw8+19flx29uL+pJ8Xxd29nDZkcnORGJ9FZTkpL9XYf+4/cPd2YmR0cKfeQ+2B2++0yr3bqoBbroL8pL4+XgCA4HDFZ58v+HPv7/Y7nfQGAMw2m+2rZSsBAPPmfwlYExB6aTQaSGZ8/OWePXv8uvN3xFv7yucU4Msy5XNeyq9XPD7x9vSWgz9qzOcTV48mL373QGpSjruPy5bf8LBn5ZgBhmE+n7cIAMujh+nAzNj/WRhgYe3/rPn/U2foHyakPUxIS0nO3r/vj/j4KwCAiIgqTZq3NJktJEm279gjMelJfPxpYLUMHfbuvPmLPhw/uXHjRuvWbxjQvwLsoOliuvCaywU5uKlABlp1rxZTV7nhk5PqZMPiMQf7fFC/aadwHi+/78YFYuAGzIB7DFAU/cWCT3OfIy3KmcawjJ+/LwBAIBAcP3rwh20/3XuQMHhQv9GjhpMkmZ5+f9sPP6WmpVetGpWYmFSlil0tuUIfOLlX6OkrS+dztWg6/7z8wvUTybvWXL0Tn9JhSJRKhb8LluWkVO6xxWJRxw7tSyRGqUQydqxd45475HKZowAZV19xC/itWHHnruw9l/oIR3/Susuw2gIh786FjI0fxT34N73s3cIeYAYwAwDg5F78s4B9cO++XfrgZT16DKs3+vNW/nIJRbEbZp868kuFf277ZZ1JHHelYgAn92JN599/7Bj39rBW/YYbiwVT4TvXbBQ8dmGrqg0DrGZm7zfXf15+3mJ0paNd4QPGAWAGyj0Dnk7u+d+Pmh9N6JawN7RH7wXvkHXLPu89IY3bdh75ZjeBWJqXRyheiCJhWDT/8zqTH4vP64oQLzo5dsk2mWTAxLod36zO5/Mu/JW4fNJhrdr0fPj8Sm7h/3dHc344+dYVzR7dJXTLfN3DlZiB0mbAoz+oQsl1lO0cCYKA+uYGgwFFIpggCAguFApZli1UJwTiG41Gg8GAoudOEARFUXntJb6+vt4SlmEMRooHrDZAsCyblpYmFAo5PXeGYViWDQoKEggEBTlWEH5B0w/13KE/fP5/z5EWZAw/BiwWC7QnSbIgNzgEDl+v1yPiG41Gvd7QeUj16PqBPy66lJ6k/9/QfQOnNGjUPpyhnWfEUZ+9UGeg/1Cf3WAwoPsDuyDiGwyG3BD0KFkb67lzpwoulFsGPJrcaZrWaDQoeuswWWu1Wj6fj5h8GYaB4uBms/3xBNeMw+Su1WrJ3APFnqIorVYrEAgckyNfQGq0esLGarM1NLACgtBoNDNnzvT19c3IyAAALF26VCKREAQxffp0hUJRkGQuTO558QuKAsrWa7VaqJ+O4r/VaoX4Lj5juOGKgG8ymSCf/sHkiHkN96y7lXhNu2Nx/N2rTzu/WY3gA7vM5LN5gfrsWq3Wy8urIE44Z2ByN5lMOp1OIBAgJnfoDzq+Xq+HqsIEQXB+OvrgWIYfTo7iz46tuIwZKA8MFH4el6CXcNklFotRMG02W0pKSqH64xyUzWZLS0sLCAhA1H9nWTY1NVWhUCDutMIwTHp6ulwud7J/FLev5bvL71/620ml/vLly40aNUpNTVU+27qXczXfQkH4+RoDACiKysjICA4ORllpQnu1Wi2XyxG1aimKSk9PDw0NLcgBp3qz2Zydna1SqTh/jvz67/6NNwGwBaq8xi18VRbi7djFbDar1Wq38LVarUKh4PAd0fKWzWZzVlYWFNPP25q3BuqzI04WAMBsNms0GpVKlRcK12AGygMDea8Vl6JXNpsNZZkGPYBXVwpdQ3HuQnu38OEGeByC60JB+AI+nyD4eb8Bwc00LBaLa1iutSB8zsCpAMl0i58ixOsWvtMFt04D60xY2V4oEWSlGpa8e/DE7juOITgZOzblW4bOu+UP+skAACgCProz+UaEKzEDpcqAR5N7qUZSJuAX//lr7dbfnt5PWL12y4OnWCjReRIia8r+t7133TbBFiP9+6orX3/0T05WIb+yOkPg15gBzECRGMDJvUi0PesUEVNj2HszH14+0r1dcz8f0bNq/Pc5AyKxYNTcNn0+qE9K+AnXMhePO3T/WtrzZlzCDGAGSoeBvJcTSmecSoqqqFJVUUlDK9mw2verVT02ePuKC8n3NGunneg8rGb7gdUIrEVTsixjNMyAAwN45e5ABi6WJgOh0f7vfdGubqsQhmYObb3181cXaQtbmgNibMzAS80ATu4v9fR7OHipj3DUx60HTm4sIHnXT6RunBn3NOE/BW0Pe4KHwwxUegZwcq/0U1zuAmzdq9rYhW2EIr4xh14749iVk0nlzkXsEGag4jOAk3vFn8MKGEG1+srp33YMreFj0Fo3zT29e9MV2oov0VTAicQul2MGcHIvx5NTqV3z8hcNnRnbfnB1gsc7tuPuVxMOqlP0lTpiHBxmwKMMlGVy37x589OnT12Ei/gsJYfglj1BEE7PmnI4+RYIgnALP18QF5VFwHfXn1KN113/baxdi6D36AYTV7eXeJNpD3ULR/119PdbBVHkLj5BEOiqbVDhoFA+7969+/333xfkIa7HDJQrBsosuT948GD06NFxcXEF0WGz2c6fP4/+kCGPxzt79myh709uOJZlz507h/gsu30XXpvt9OnTbuVHbiyUgs1mO3XqFDo+RVHx8fFu+X/u3Dl0fqxW66VLl9DxrVbrqVOn0POpHT/uEgAguq5i1qbuMY0VlIXZvfba5vmnrOZ85PGtVuvFixfR8Q0Gw+3bt1GYhzZarfbq1auu4z106NCIESOSkvCPBOi8YsuyYwA+Be6Z/3U6ncFgsNlsBoOhevXqTZo00ev1BQ1tsViaNWum0+kKMshbX6dOHU60IG+rU43ZbG7UqBFUMXNqyvelxWJRqVT5NuVbee7cOQBAYmJivq15Ky0WS2BgYN76gmoyMjK6detWUGveer1e37Bhw7z1BdWkpaV16dKloNa89SkpKb6+vnnrC6pJSUnp3LmzY+s/v9/8qOfOyV12zOzze+LdTMcmm8329OnT9u3bO1W6eHnr1q3x48e7MHBqOn/+/JtvvulU6fQyOTk5ICAgNjbWZDKZzeanT586GdhfsnSOzn6Sm4yGXDXMfExwFWbAAwx4+iEmkUhEUVTbtm3v3r2blJTk5eVV0OeaUCj09fVFVAGDIP7+/q5XXo5jiUQiPz8/kiQdK12UhUKhTCZzYeDUBJHRhQOFQiG6ahUAQCQS+fj4OA3q4iWM14WBU5NIJPL2fkHqy8nA6aVIJHJLRSuv/+1frxXbImrz5yczkvWrJh7tMaZOh361uFHy2nNN+RbEYrFU6iTmlq/hf5VisdjF2QiNQkJCzpz5f3vnHR9VsT3wufduzUKyaZtKQIp0lPJEUaoI0p7AA8GfBBFQbKCI8MAnKIoFkCIdniKGIh0FAygKEmmhhyaQYAghpG6yvdz6+yT3sSybLbMhu4lw7j+ZO3PmzJnv3D13Mjt75kjz5s179+69c+fOyoObf+mPj+ZvVEgFuTpSf/3P4tCWG1fOlHlrFsqAQKAIBNu5r1u3btSoUQihMWPGpKam2mw2Tz3jOC47O3vBggWVP0KequTm5i5YsADTv7Msm5OTM2/ePMyVCo7jCgsLv/rqK5xwUSRJZmdnI4SWL18uzsc92ezIF6NCYuonCMJkMl2+fBlTHiFE03ROTs6iRYtwVroIgjAajVeuXMGXNxgMJSUlixcv5jg3iyqObooJgiAMBsOVK1eWLFnCsnfObJJISeEh5sZFw0OR7XYtP3/pxC2qXpaNNpMEpdfrMzMz8fUXFRWlp6e76Hcxw3FLkmROTk5GRoZP/QqFIjk5ee3atWq1eseOHQMHDnQoQXbdzFnffrh6tXD+p3bvfL9uevKUr35gBSQj7ohACggEjUBQQ/6aTKYRI0b8+OOP5SutjRrl5OQ4f7CD1mdoqJYTUEWgHs1ea1y3OyWh9KaSXy+tMkmvFheakO+3RsB7plAoEhMTs7KyEEITJ06cP3++o0mBZ4pLzZoo9eZl//7xZov1n71ktTFKBe6/hg49kAAC1UIgqDN3giBWrFjRr1+/V199tWXLlunp6RRFuZ1IiicBDRs2bN26dXXr1nUr49x/8YCFPn367N69myRJn5NrUf+QIUO2b9/ufPiGs07ntHh4Rffu3Y8ePSou6zuXVk5LJJL09PRevXplZGTUr1/f52RW1N+lS5fjx4/j6CdJsqSk5N13301JSREX7yrb4JxDkqTJZBo+fHhqaiqm/uLi4okTJ27YsIHjyk/ZcNZWOU2SZGFhYb9+/c6ePcswDI58QUHBpEmTNm3aJMZGdtVJCKV57IYvThBE9AtdP+g0MLFxh9B33nl78+YtOCdzURR19erVlJSUL774AifqskQiOXny5Jo1a5YuXepFP0mSNptt5MiRWVlZS5YsGTx4sLPZBEHm37xOUkmHdv3Wa+IwhNC5Yxc7dnvUWQbSQCBoBILq3AVBUKvVr7zyCkmSY8eO3bx58+uvv+6pqyzLkiQZGRnp18ppZGSkJ4Uu+QzDEAQRGRmJuSzDsizP82FhYS56PN2KkhEREZhVWJblOA5TWIw/TlGUWq32ZIBLvvjtBb5+juMoigoNDXXR4+mWYRiO4/CX6WmapijKi3xEOBo/v/vqTw7fvKI7+H1ufk5oiCoE/2sGtVotl8tVFZcnm53zxS9gfOqfNWvWvn37UlJSRowYUVh4V3jLkr/SH23bd9nK+Vv2nhq2qEl2eurXaWXg3J0hQzqYBIK9FVKcg48ZM2bOnDlvvPGGl81qPM9HRUX5nAM6w/Jyjp2zmJjmed4veUEQ8I8NErdOii64ctNucwRBSExMdFvkKRPfs4v2aDT+hbD0V39SUpInU93m+9QfrlFNWtyr69AmHMtdPqRrSg3LzSx1q6pyJkEQmGd+iXVx3pRpaWnTp0//6quvkpOTrVary8MZHvfwx5PHZvx5c8n3a1MWTF+x59riGSMqGwY5QCBIBIKwI8fRhGMrpCAI4j/LO3bscJS6JFiWzcrKstvtLvmebjmOu3btmviR8yTjnM+ybGZmJv5WSIZhsrKy8OX93Qrpr36bzZaVlSWumTj3y1PaZrNdu3ZNXDPxJOOcb7PZMjMz8beWms3mrKwsv+QzMzOdW/SSPnc0d1KfrZP6bJk6cNuhVKxaJpMpKyvLi06XIr1ef/36dZdMl9tFixYhhMRn0mw2u98K6VIHboFADREI9szd8cqSyWQMw9y12cBRdjuhVCpvJ33/FQQhJCTEZTLlvZpSqcSXr4J+7627lPqr39+ZKULIr/4SBOEXf4SQX/z90t/68cT3v3umXotQm4ndNPdkyuwjbn/o5IzUXz4kScrlcu/Pw/jx4xmGwd++5WwPpIFAkAnUmHNHCPn8Nab3T1plUn7Ji2/Tykq85Pil34seT0X+6g+ofBD4+GV/SF3p8MltBrzeiiCIM7/dnD1uT3Ge0RNJMd8v/Zj99fnQejcJSoFA0AjUpHPH6STmpvVyVYQfsrfl/ayCY/G9yRD+7In21/pyQn41UAH13jrkrba/xgiC0GNwiw/W9lXHKEvzLbOSdx9KveqpAX8766+8p3YhHwjUEgK12rlLJURhYQkmKYpAVjurVCow5SUUxdB2AQV1v5AX26RSKUkQSMD17iTiaIbDj7Uik8sFjmX8CKxLSGWSgvwCLzY7FymUSoVCQZJkRUAw5xL3ablczjIef8JWqY5QVmZSKMt/cRqdUPfD7wY80j1eEIQt885smH+Mc9crCUmYbfZKejxmSCmStrP+vm88qoMCIFDTBGqvc6co6ugPq5M/W+tji3UFwaOpG/6ZPGHF/JntB07QYx3exn/67ltfLl7+UFLDT5bvqulRQFczji+dN/cfTRrl2SkcYzL2b3/p9amTxg7v++qHWsudX3h6qbti5uSpXyx/4//6DPn3Mi9ijiKJVHrhjx3Pjl3qyPGSWPPeWHWrHm+Nf7tRm145ZWYvkreLmFlvj/pk0bePqVpeuIGxAcaeHx+vadS6U9sOXZ/s0mPCzPWjpj31/KR2MiV1Yu+NT0al5mbdpSTv0uHnR0zY9N2qwaOnGunbbXr+e/aPH57sOWre3Jn/evdzmx/vP88aoQQI1DiBYH6R67xbxme7luJrbTRhAycv8ikp8JYx/RsOfXOFwXBTjtDGo753UxSd/g2hJy9cL7pweBtC6GSma5iqyo3SNJ2Xl4e/e8ev3TKFN3IO/fpTTAjKMfGVm3bN4U1dm9X97udzupKcJxGatfaAq0Dle/PNcIS++O/ewqzycGYXSitLuOZY9XmPPazp/eJs1wJ399+9/8akzxZ88+36/DKPkeCc6/20/MPnpy+30/qnYxNST/ve01L656Feg97b+8u+k8eP9G/dcv+fhaK2m3+VvT94x8Rem6b03/rL9xcdTXw8rPPZItZsMq6a+e7vl3Id+W4T9rK8hxHaceKaxVgw+NFWa/aecyvmkgm7ZVyAwG1tI1B7Z+5zZnw0dsqHAoMxLSWUMxf/PPc/w25dvmRHjVolRft8ZdbRJE6cOoBnmZiEhgghnaWGj4nQ1Et6pOXDIZhLRIT8hVffjwklSHl4m+6heQV6n/1FIXFpZ88M6tHq0pmTKKxn43DfNZbP+eS18e8zDONbFCGek7Z5uLkqRMazGPNeTr9i7aYO8ZqF81Z+sPtA37aNfDYhqDQffzax0+MdzTkZj02Y073Z/zbsJzyknrGuf6un4mkbl/rN+ZXTD+pKrAihiNi4Yf/38qmLl45dKkiI9NFbs0V3FaGkqLqMoOjRInL/qXSf9oAAEKj9BGqpc/8zbTPXavgjTaIYDmdVBiU0aHzm6O6JE6eNnvFey3jfPyJVJjw8d9Z7CZHKX7ZuDG37z7ZN6tf4UFXsEMe0QjJu4tSeHVsVXE5ffiBsSO92GNXIps0b79q2dsKE/8z/5iO5rwq3Mn7OUXV6vGUSjeOsEeIltp8OnkWc6fn+gy/d9PGy4U0Gsyn/yMWLT3Vu93Hy4PSsYl/moIh6Tdo2jCr+6/z8lPQ3R/Z1lpcrJaPef/LpF5tKZdTVk0XLph64cVWX/N5/rvy6tkv3f9KNn2is8Rh5VNSjkKviECoxMVLOcvBaKY8w3k/OFkAaCNRKAphzxYDYrr1xddX6VEXInchKPMfFN//HC8+0+GDhj6s3rT+6ZQXP0laaU8rKV6LNJTdXrtlESOTo9peOHEM36dDjuYrwHQMH/98jzRr3bdd5xzNdBz31v1Cxp9J2/Xo8Wya98w5jaFuPQaM6NI6iKCrr1G9zNhz7Y9euCD/20wcERRWUcpbSiVM+/Wbrph6t62FVJxQvvTy292NNW/dJ7tPpfLM4zy6PMUyenjJ7w5r8X7/nEGtnebnkDkC3bfV4eXL/qPgQwno8dcva7fs/nzDIrZgj02bQv/nc863bxPcb0GTLrhMdJ97lrx1izgmCQAf3bAtv0yOiUghdkiL6j3qkYcvo7+eeKLlpXjHtgCx+75f/3UrcPDRp5vgBz/R8vmszZ1UuaWVk/aUrPl25fEV2y7DL2rL2pI/OulSHWyBQOwkE27k770ZQxzcY+8rI8i0idy5BqqhTnHs+IiZu0dw5l88ezrnJrkpp8PbY4eW/kQmPHTlqlLMGAQlyZV3GXDxt2szuI9/u1rRp9+7Rvx4+7nDuLdt3q9+i011VBEEVWh6PxXDr6vR52349dID5a98pa+v2jePuWOEuJSpxVuVO6k6euI8FM3ANQogkSYJEFOVM4462yqm5UyY8N37Wy/2apuw6OnLAE5UFnHO0NzImzvzvK+9MfLLtY0/EZJ8492ezuA7OAs5pbUlunYSYbxfOz758sjBL9/WOfW/DW5HNAAAVxElEQVQO7e0s4JLmzMXTxw156t1VI7o2CVWo8oxaFwGXW1KlkoYnSEgZz/MSeQhjxfjGEyGBsaal/d5yjFOI3bv1tvhH/KSlvTZ+deLPIxeWHcpe8XDj3hO6P9r0oW1pV7w7d4RQ5wEj6j2mk0uFQ9u2tUx6+G7F7u/wnwT39SEXCASYQFCdO8dxjvAA4sb0OqpKxykInDSu9apl7U26sjVLC7Nk0gG9ulmsVoHnCYJQVZInCKGssOi7xUs1jz/XKtR0cG/euJfrM7SdrlisJwiqchXE0bbSsu5PdGvU419LPv9o/7bd87b+ZLNZOc7j/+MEQTAMY7FYzGazTCbz9OsYgiBYlr1+/bpUKs3MzEQIXbp0Sa/X8zyfmJjoqSJBEGaDLvPSpTI9unjukqJxolIh8dQEQoREQmz8atqco/q31HtHbZzfcuBrLG23e/5ygpJIC29mr129tO8LL101FR29jj6Nj7HbrKyH/oaoG61YNs9Qpt2SYj2RX9avU1uRv9tHkSBIZGdKLNIwpawg++oPvx1+Z8kUhrbRjKf4vIRMXmf4s72Onz/ZrlHbQzt3Dpw3ibbbGNaTfHmzJEnpS4ouHr74j3GsY3Ar2yOvS47+sOPPG4jUfy/bvf109rm8mIdLmjTr4KUKIgg5YR3Sv123cVt61S/86WadGT3a2KwWjve2Hlg+ZGazz2CllS2EHCAQNAJBjeeu1WpLS0txfqROUZKs04d3pp2OUtdBstgRI/oghnX7aas4B5m4ejJtx4ET2uKSlh17Jf/racR7i1JLkpThxpV1u9Nou1WhUBBK9fBhQ8Nk4onN7smLzl2r1UZGRnoJEUySpMFgWLZsWUhISF5e3rp161577TXx8Lnk5OTIyEi37oCSUFfTf//lzDUpSQqMtWPvIW0bRXt605T3l7dt3LxNb6JNJpNCoerZ/7mmSVGe5MWXqIRCe7dvPHL+L4bmOvcZ2r9ra9pOu+Up9p+kJDf/PLFpz9FYTZg0PGFIv54Ez3qI+0tQEirn4unvt+8uLdM/0WfYwGc6CF6jBBMkSTCm+XPmFxrt7Xv0f773k4LX8RL/rTHrS7786POnx77VpVVD1vN5IARRvj3/SsbZqRNWI0TJpY2mfTS0bZcY2s7ybv01QUgo8vj+nZv3nZFIFC+/Oq5ZPbX3N42I1GKxyGSy+vVr/tsa948s5D7wBILq3M1mM0VR+LH6iouLo6N9b31xDGJpaWlYWChF4f474pd+8aSk6OhozB+gnz59un379vn5+fiHz5WUlPh1kp9f9guCUFpaih8SmeN4rbYEP5Akx3O6Mh2+fp7ntVot/vjabHaLxRwREeEYbu8Jo86WMvvIX6fKWIbtOqzJc2PaUlJvS14MwxiNRnz9NptNp9PhD653a6EUCFQ7gaB+d1R+ejDvcenDpW8cx9EVl0u+p1uO4+x2O01jbd1DCLEsWyGPteArBu/1y35xE6H7kyjc9YFhGL/6S9O03W7H5ynKY25trOBTbo/n1SHXPthtdr/sKZe2+/ELUp4vH1/8/koVwpB3mvd5pbmA0B/bsua+ufdWts7VaKd7m628A/j9xTnzxEk9JIFAsAkE1bkHu3PQ3gNMgOcFhuF6Dm0xedUzdSJkRTnGL8f9sm/zpQcYCXT9wSIAzv3BGu8HsLf1mkT8e1WfFp1iOU7Y/d8Lq2akmQ1+/MfwABKDLt8fBMC53x/jCL3wRqBOmHzsh12GvFMei+by8YJPR+25dsH3L6e8aYQyIFDrCYBzr/VDBAZWE4HOA5q8vfDpsKgQq5lePuXggW2Xq0kxqAECtZEAOPfaOCpgU4AIxDdUT1nRu33PJJbmfliasXb2UbsVI3hRgKwBtUAgkATAuQeSLuiufQSUdaQjJj/e66XmpIQ4sz932dQD+opYY3f9ULr2mQ0WAQF/CYBz95cYyN8PBPomt3lrfjdlXVnu5bJPX0o9+0euREpBRIH7YWihD7cJgHO/TQL+PmAEGrXSTP362QatI+027rtPjv6wMoNjBPDvD9hTcD93F5z7/Ty60DfvBOqqFRO+fPrZ0S0QQsdTc79+/0TeX2Xeq0ApEPi7EADnfm8jxZq2bfz+u/Wbc4p8BDG/t2agdgAJ9Hmx9fiF3WUKib7YvnD8b7//ALtoAkgbVAeNADj3e0DNW1/o3FtR/9EYWVmDmId+Pp1zD7qgak0SaNgi+t+rezZ7IpKx89sXnV0JP3SqydGAtquHQLCdO/6aJnH7wuzobXFvwaGcVd27PF2mPXDsSL6BenbouIFPJu35Lc1ZvxjJHTPKmBhoUDTJWYmX9L3b70V50OzxboNzadX666zBe1qupAa92er5Se3kSumV9IIvxu7NueItMD3+k+y9XSgFAgEigBtAsVqaZ1nWZDKxLIsTnonjOIPBIKu4cFoX5cXYvDj6WZY1Go1yuVwmq3S0j0t7BEGRJMMwFSF2FeXy5Q0ISFY37eLlyIR4c8mNK1nXOkZF2m1Wk9ly7tw5mUx2/vx5hNCRI0diY2MFQWjatKlSqfRiGMMwYn+l0jtHU7kY4nxL07TRaNTr9eKpIM5FbtN2u13sL+b7hqZpg8GgUqlw9BMEYbFYDAaDUqn0S16Mh+zWYOdMMX66wWBQKBQB0i+e3v5ot7j4Rqr1c05pcy0L3vit9+hmXQY2LD+z/O5wwaI9nOfIw87GQxoI1AiBoDp3nuetVitJkl58nIOCGOXRarVifoREeZvNRhBYcYwd8t71EwRhtxiycwt4ntfpdOqwMIlUKvCcMjSqfnxUuCaS4q1rF38W3fPVoc+0NxpNBqMxNTVVpVLl5uYihNLS0sLCwgiCiImJQajipeDo4d0JlmVtNpvVamVZrJ/V0DQtyuM4O4SQQx7fudvtdnG87rbUzR1BELaKC1/earWK+nEeBlG/X/ZUQb/NZjPoTXUiJSOnt9+/KevUnrx9312+fqW478vN6oTJWOZOQFOCIKxWK/4xW26QQRYQCDABLD9YXTaYTCaSJENCKp2+5K4BjuMKCgqio6N9z6wrqovx1tVqtVKJdSIqx3H5+fkajcan/rL8v1K27RE4ZDabVSoVRVE8xyS16Taoe2uE0J71C1ftz9v09RydtlQTFenoyqlTpzp06HDr1q24OB8H+IlVGIYR47Pjz9yLiori4+MxnbvdbtdqtRqNBt+5FxUVJSQkYK4/WCwWMb45pj1Wq1Wr1SYmJjqIeU9YLBa9Xh8TExMg/SaTyWg0xsbGOvr7x0+Zu1ac4zheFSof91nnhEbhzhaK9mAOrnNFSAOB4BAI6sw9OF2q9lbC4xq+/dabCKHKh2NcPPbzmgOlK+d/cv3w1t1/Eu+8MsTRujgBx4+f7qgY0ATONDmgBgRNub89rSzfuX+Teo3Cl7530GywL538++A323Z4ukHQ7IeGgMA9Egj2F6r3aG41Vq/8YfaunKm4nA/f4I3FY7s+u/mbT2LUyqadnw9PKt8ufY+Xv1bdY3NeqtceS7wYGeiiBs2jPljbt+EjkVYjs+7z9I0Lj1uMuKe7BNo20A8EvBOAmbt3Pt5KSVX4zhsF5ed2ly+mo7rhd9ZkvFWDsr8VgbAI5Ruf99i+8tQfW7OO77mefaHk5elPxtYPQ7jbsv5WvQVj7yMCD+7MvRoGkZREx8TEaMqvmBhNiIyqBp2govYRIAj0r9favzanS91IRXGu6YsxPx/88YqEglg0tW+owCInAuDcnWBAEgh4JtCsXdx7S3u16hzPs/yOxWdTZh9z3j/juR6UAIGaIQDOvWa4Q6t/RwJ1wxWjP3hq+NQOEhl14UCBxYh7GvvfsbNg89+dAKy5/91HEOwPNoFOzzau1zji+tWCcA3Wpttg2wftAYEKAuDc4UEAAn4TqNc4QpMUUqqFEJJ+o4MKQSMAyzJBQw0N3VcEOPbOD1bvq45BZ+4XAuDc75eRhH4AASAABJwIwLKME4yqJPmLGeeMdr5pi1bhdXwFIKuKfqgDBIAAEKgKAZi5V4Wao87S/4xZuDU98/juiIR/Xsk3OvIhAQSAABCoWQLBdu6OqEw+u121+N3B1U/vOXyiQYPY5NGv1jP8fPhMeRhIxyXGt8IPHPh36K+jc24SInl/+btR5CFL5OOh0E121eT9st9Nq5AFBGoNgaAuy+DHcycIQoy3LpPJ5HK5zzgnDnmyIvA6prwjPjuOPMMwRqPxTnx5QSBI8uu1e1hKvv+XVNSg16NN1BazyU4z2dnZMpns8uXy09rOnz+v1WoFQUhMTJTJZJ4aEsPQO/R7EnM8NgRB0DRtMpn0ej1FUTjyjnjuUqkUX16MF48jb7FY/LLHYrEYjUaTycTzvr+ZFOPFG41GhUKB2V9/9ZsqLqVSiePfIZ6741GERK0lEFTnzvO8xWLBj7dutVotFgtmfHMxWLzouXw6I4QQx3GWistn4EaCICmKZBmWrrhE5QLPczwvrxuyf+36bXu2dh4+PFYtN5nNer1h/fr1ISEhN2/eRAilpqaGhYUJgvDiiy9GRkZ6MYxlWYvFolQqfdojPkw0TYv2Y4bApWla5Ikf8leUx3R21orLYrHg2CM6a6vVajabvTBxfGwc8kHQj9lfi8WCSdLRC0gAgWASCHY8d4qiMOOt8zwvxnPHjG8uCEJhYaFarVYoFDgERf048c2Lcy58vOBbiqCsNptSoSDLHb29Zdeh4wZ3MpssqjohCJnaN6jba8qOz98Y6Gj69OnT7du3z8/Pj42NdWR6SYjx6KOjozFdhhj/PS4uDscZIYQYhtFqtdHR0ZgrRQzDiPHcvdjsXGSz2crKypzjoTuXVk7bbDatVpuQkFC5yG2OzWbT6XQxMTGY/fVXv9lsFuO5u229cqZoD+bgVq4OOUAg0ASCOnP3fhSRS1eF25dLvqdbni8/DQ1nGihq4G9fnhQ68qPrt1q8cB5CSKstiYyMcuTrCrPqxzZZdSB7WLf66rimt0oKHEWiMxXPP3LO9JIW7cdZoxCVlB/9VtFlTGd3u7s8pnN38MTXL/LHlPdrsBBCVbPHC3CXokDrd2kOboFAoAkE27kHuj+B088wjN1evi7jOLmpTh11u+Zqk6XwyJ7D+48J+5f3CVzroBkIAAEg4BeBYO+W8cu4Wi4sUUXtPHw5kSu6ZVNfv5Xe/dH6tdxgMA8IAIEHhwDM3O9prOuGx/QeMOCeVEBlIAAEgEAACMDMPQBQQSUQAAJAoKYJgHOv6RGA9oEAEAACASAAzj0AUEElEAACQKCmCYBzr+kRgPaBABAAAgEgAM49AFBBJRAAAkCgpgmAc6/pEYD2gQAQAAIBIADOvRqgsqbi1et2wmHJ1YASVAABIFBNBMC53ztIbt60MRsOnfAd2/DemwINQAAIAAE8AsF27piBRxBCgY5vTpKkXyG/RfnKIQ+P/LRmd05IqELqglIM4YIZBQwh5Em/p3GsbXyqZo+n3lXOr4X6KxsJOUCg9hAI6i9UGYbR6/UqlQonvBfHcTqdjqIoRywX79REeZ7nQ0JC8PVLKy7vmgmCEMPEGwwGmVQqlZUfpycIvIBIa9HVJT/c+Py9F2asOVSqM8kRa7fbMzIyZDLZhQsXEEIHDx6MjY3leb5FixZKpdKLYQzDlJWVURSFGQWTpmmdTqdQKCq/b9x2R5SXVFxuBVwy/dIvhuTV6XQymQzHHoc85sMgyhsMBqlUGiD9RqPRbDbLZDKc+YcYzx0/ypsLW7gFAkEgEFTnLggCW3F58XGOPnMVF8uyOB9mMT47y7Icx7Esi6mf53mGYbx/mAmCsFn02TcKeI7X63X5YWFSiVQQOGWYpkm9iHlfLH9n2ufygkM8IgkCcQxrtVr37dvniOd+7NixsLAwgiCSkpK8n5LBcRzP8yzLerenynwccBwavCdEedEq75Liv1l+jZd4uAr+YDnL4zwPzvI4DwNBEA77cfiL+nEs8YkOBIBAgAgE1bnLZDKNRoMfz53n+aioKMyZuziNwo/nLn6YNRqNz5myrsB4+uxZgUdms1kVoqIkFM8yDds/E82dSC9UdLt86q9LGaV52fsPXBo+8LHIqKi5c+cihE6fPr169epp06ZhhvwW30nR0dE+7REfBZqmBUGIjo7GdDE0TZMkiR8vnqZphFB0dDSOs0MIWa1WiqI0Gg2mvM1moygqKupOCGXvj7jVapXJZPj9Fe3B16+ouDQajXczHKUqlUqn0zluIQEEahuBoDr3KsRzx+clxgfHmaaJOvHl1bEPvf3Wmwih4uLi6Ohoh0kWfeTKuQ9JZQqm4GRoRFzbto0dRVWI5y5ajm+/XzBFYb9CqPsl7DBGEARM514F/f7CqYK8X/Y7DzekgUBtI+DyLWBtM68W2cNUXOJ8VjQrJCy6RfNm1vys7b+cKc66sGHngVpkLpgCBIDAg00g2DP3+492o0cfm7+snYQiaB7elPff8EKPgMDflQA493sdOVWdUFWde1UC9YEAEAAC1UsAJpvVyxO0AQEgAARqBQFw7rViGMAIIAAEgED1EgDnXr08QRsQAAJAoFYQAOdeK4YBjAACQAAIVC8BcO7VyxMVFhbm5uaKP9p0Vl1cXJyTk+OcA2kgAASAQOAIgHOvZrYzZsxISkqaPn26uCOeJEme5z/44AONRjNs2DCIRlLNuEEdEAACHgjAVkgPYKqa/dFHH4WGhs6aNWvfvn1ixJtJkyYtXLhw9OjRU6ZMwQwVUNXGoR4QAAJA4H8EwLlX86MQFxc3d+7cjh07Dh06FCE0efLkLVu2fP3112PGjKnmlkAdEAACQMAzgWAvy2AGHqm8Zu25C/8rqVq8b3/twZQfMmTI7NmzEUJbtmxZtGgRjmcXNWPqD0K8+yrw9GvURP0+h9UhEBx5v/g7bIMEEKiFBII6c2dZ1mg0MgzWgXQcxxmNRplMJpfLccBxHKfX6wmCcA7/4qUiy7IGg0Eul2NGnWQYRrQHR54kyUGDBi1evLht27YjR440Go0+g1j5pR8hRNO0wWAICQkRTwXx0lOxyG63i/3FPD9ElFepVJhLSRaLxWAwKJVKTHtE+dDQUJ9kRPtFeblcHgj9BEEYjUaTyaRUKjH9u9lsZlnWJ3YQAAI1RYDA/GhVi31icHDMD4+4YC2eT4TZOsdxgZbH9CziyUpms5miKIVCgfk9Ksdx+PoFQeB5HuQ9PRtB4EMQBOab0pORkA8EAkcgqM49cN0AzUAACAABIOBMINhr7s5tQxoIAAEgAAQCRACce4DAglogAASAQE0SAOdek/ShbSAABIBAgAiAcw8QWFALBIAAEKhJAuDca5I+tA0EgAAQCBABcO4BAgtqgQAQAAI1SQCce03Sh7aBABAAAgEiAM49QGBBLRAAAkCgJgmAc69J+tA2EAACQCBABMC5BwgsqAUCQAAI1CQBcO41SR/aBgJAAAgEiAA49wCBBbVAAAgAgZok8P+9xfR/k79b2AAAAABJRU5ErkJggg==" width="500" height="275"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-30 19:03:06 UTC</pubDate>
         <guid>https://padlet.com/kernhighschooldistrict/ibucro4cx7pq/wish/276719751</guid>
      </item>
      <item>
         <title>Change in y over the change in x</title>
         <author></author>
         <link>https://padlet.com/kernhighschooldistrict/ibucro4cx7pq/wish/276719791</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-08-30 19:03:11 UTC</pubDate>
         <guid>https://padlet.com/kernhighschooldistrict/ibucro4cx7pq/wish/276719791</guid>
      </item>
      <item>
         <title>a straight line </title>
         <author></author>
         <link>https://padlet.com/kernhighschooldistrict/ibucro4cx7pq/wish/276719859</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-08-30 19:03:25 UTC</pubDate>
         <guid>https://padlet.com/kernhighschooldistrict/ibucro4cx7pq/wish/276719859</guid>
      </item>
      <item>
         <title>change in rise and/or fall</title>
         <author></author>
         <link>https://padlet.com/kernhighschooldistrict/ibucro4cx7pq/wish/276719921</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-08-30 19:03:35 UTC</pubDate>
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         <title>a surface of which one end or side is at a higher level than another; a rising or falling surfac</title>
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         <title>In mathematics, the 🤬 or gradient of a line is a number that describes both the direction and the steepness of the line. ... The direction of a line is either increasing, decreasing, horizontal or vertical. A line is increasing if it goes up from left to right.</title>
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