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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
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Tema
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Propósito
<ul><li>Crear estrategias de solución de problemas haciendo uso del teorema de Pitágoras. </li><li>Resolver situaciones problemas que involucran triángulos rectángulos </li></ul>
Motivación
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAv8AAADKCAYAAAAy0y8VAAAgAElEQVR4Aeyci3Vkya0t5YuMkS0yRZbIENkhW/RW9FNoYnDzVPFXZLGJXKs6PwA2NnbmqZPsYc9f/rNtFVgFVoFVYBVYBVaBVWAVWAV+hAJ/+RFVbpGrwCqwCqwCq8AqsAqsAqvAKvCfvfzvIVgFVoFVYBVYBVaBVWAVWAV+iAJ7+f8hG71lrgKrwCqwCqwCq8AqsAqsAnv53zOwCqwCq8AqsAqsAqvAKrAK/BAF9vL/QzZ6y1wFVoFVYBVYBVaBVWAVWAX28r9nYBVYBVaBVWAVWAVWgVVgFfghCuzl/4ds9Ja5CqwCq8AqsAqsAqvAKrAK7OV/z8AqsAqsAqvA0yvwj3/84z9/+ctffn2enuwSXAVWgVXgiRXYy/8Tb85SWwVWgVVgFfjPf/71r3/9uvTzA8C2VWAVWAVWgfcpsJf/9+m30avAKrAKrAIPVuCf//zngzMs/CqwCqwCP0eBvfz/nL3eSleBp1Dg3//+9/9+fcNf4zj1kj3ZuqaffX89RL+ry+Nf//rXSy4zxr99FnP2f/vb36TwJ0zi2v7+97//z96Y+rAuPnq9pMHXmPYvyVF/x5N3ObQG/e0nX9fh17pcn/3Uveflqha5nTSA660283MmTu2EbexVDDg9N7e4nLQ58di1VWAVWAXeq8Be/t+r4MavAqvAqxToZcjL0+y9TN3znZfBidP5vHj1Ulm/jnuRPf1QUV9/JWVyZm6bOScn/Gb8vAyLNXuwyqfjqROxtZ/GE7/zWz80gWVrLdR+L47Y6gXOrEvs2d/C9jw15t5+du9PPKZmp70krpf6Ew98bnGfPFrDjleBVWAVeIsCf3xLvyV6Y1aBVWAVeKcCXo5OlycvaCfbTNsLVC9MYsyLZf8m9wrLCz12ed67jBeXnPX3IivX2uRgHvty0OfUi1n/Xr6by3ViXtvQ1otvL+qndbU/5alOVxzEJN76urfGqdXcY+tkvbo09zxb1gZmm/mLg71Y9Wds/vKbPlfx5ps8ZvzOV4FVYBV4rQJ7+X+tYuu/CqwCH6qAly0uQbN5aTrZ6uslE6xbl8Ne9LyIny5X5u1FT54n/HIpLjHlLoY+E6uXRS+F5dw8HYMjdi/k+JirOOrVteLdGsuLfLNNDup4yiOvk/7i6kNOsWZ95TP1BMdauUzb5Hni5R7gI94tfesvvn05e5kXUx/5TR1al77brwKrwCrwEQr832/vj0BdjFVgFVgFXqBAL07zUkS4l7STrfBerHpZr/10wbqK0ZfcXjTl2Qtk8TsuLhhc4mji0uNzwupl0ZzzUthcjm9dFM1bHPPITZyX9F7Ii0ecmK3L/TvlqU6nvF64xTPvxDLv6SJ/wr2llf7ydv9vxeg79Zj7J08xzaUfONaqbftVYBVYBR6hwF7+H6HqYq4Cq8CLFPBierr09FLkBau9MV4SsV39kGAeL2iNKWbH+lKI8bV33Isn63Azhp6mv3UVH/tpXaxfADf+8GI8MQmRR21yueqvdASP2q7iWPdybj2sTbzqj9+pWZN4XsDV0xi5XOHoZy9u90yb/cQ0xvVTP/OjN36uuw/WYy76E/7UrP47XgVWgVXgPQrs5f896m3sKrAKvEsBL0ini5iXpdNFizVjuFzpc0Vm5vEiadzs5wXT+Onn3AudXOBmDrCsZa6Xrzm8LGLzol2/01i/yRtfcsLzpJf824N11Xppb4zjcrfmE57aEHdq5mlstTVGP3B6WVYPedFbvzqftALXPMU84RVbPvZikMtmzVd58Zt55CzG9qvAKrAKfIQC52/ej0BejFVgFVgF7ijgBcrLc929pJ1s9fOiBdap9YKIL80LcS9n5jtdzuTZC+YpVy94HTfe3HIBpzXo276+M++pvvqIo45eyt9ysbQmMO819TzlUYPqXzztcm/fHwhau3vTtcZZv7xO+wwHc8uteO5D96u8HZuj+R2Lq++pb7x1nfx2bRVYBVaBtyhw/xv8LagbswqsAqvAHQV6gTpdcLwsnWyFPl3Oavci1Uujf8PaC2BxmlOejS9+x14ciWkctXjpM3dzyNGaZ+/Ftbkc37qQe9EHz2auW5j6zt76rGXaO7eGUx41qP7Gdh/EmP3JF71PzVj1vlWDe0aMvK/0FYe+rRjmbt9z5F6cdDDmqq7m3PEqsAqsAq9R4I83wmui1ncVWAVWgXcq4MW0lyEhvUCdbPq09zLJhanNyxXrXqJ6uXTNGP17oZNn1/SfvTzIYQ29xJm7denXNXHNfboc6uMldF7IjSW/F1li5ONlWJyX9NZ3iw841kSumUcNsE39ibWeUw7zF9M9A282eVTbXuabQ19wqqV8unarRvlUc3mBXZ5idw3fcjR2+1VgFVgFPkqB//tt+VHIi7MKrAKrwA0FvCRxAZqtF1cvTLPv5aoXt+nHvL63LlYnmzxPuK55GXVOPeXkxVH81ix+OarHyV+bvRdic8++ucpp+jmvvzno713a6+v+9dKt3ZrIN1tzTBtztaIOW2OsYfazJnGmH/PJWX37g4K5p019J8b097zc437KKdb2q8AqsAq8VYH/++37VqSNWwVWgVXgFQp48TpdcG5dzozzAtWU2uxPlzAugtjJcWrGysv5VW8OL37i9mLnZdXcXvS9CIsx+UzMaW+OE7+pETWd/Lomt5lLrvjea+7fvHQTpwanmo1T+5nH2BNH8FoH41N+MU9aTNzq6x4aT18M5nKYOMZY38QyrvynjxjbrwKrwCrwXgXuf4u/N8PGrwKrwCqwCqwCq8AqsAqsAqvAUyiwl/+n2IYlsQqsAqvAKrAKrAKrwCqwCjxegb38P17jzbAKrAKrwCqwCqwCq8AqsAo8hQJ7+X+KbVgSq8AqsAqsAqvAKrAKrAKrwOMV2Mv/4zXeDKvAKrAKrAKrwCqwCqwCq8BTKLCX/6fYhiWxCqwCq8AqsAqsAqvAKrAKPF6Bvfw/XuPNsAqsAqvAKrAKrAKrwCqwCjyFAnv5f4ptWBKrwCqwCqwCq8AqsAqsAqvA4xXYy//jNd4Mq8AqsAqsAqvAKrAKrAKrwFMosJf/p9iGJbEKrAKrwCqwCqwCq8AqsAo8XoG9/D9e482wCqwCq8AqsAqsAqvAKrAKPIUCe/l/im1YEqvAKrAKrAKrwCqwCqwCq8DjFdjL/+M13gyrwCqwCqwCq8AqsAqsAqvAUyiwl/+n2IYlsQqsAqvAKrAKrAKrwCqwCjxegb38P17jzbAKrAKrwCqwCqwCq8AqsAo8hQJ7+X+KbVgSq8AqsAqsAqvAKrAKrAKrwOMV2Mv/4zXeDKvAKrAKrAKrwCqwCqwCq8BTKLCX/6fYhiWxCqwCq8AqsAqsAqvAKrAKPF6Bvfw/XuPNsAqsAqvAKrAKrAKrwCqwCjyFAnv5f4ptWBKrwCqwCqwCq8AqsAqsAqvA4xXYy//jNd4Mq8AqsAqsAqvAKrAKrAKrwFMo8NSX/3/84x//+ctf/vKnz1Oo9l8Sf/3rX39xexQnav/b3/72KPhL3H/961+/6vr73/9+6fNeA9hzb5n/85///B/0S/WVL/7bVoFVYBVYBVaBVWAVWAWuFXjay78Xv3//+9//Y+9l8X8LXzx45OXcC+0jL+BX8nEBnxfxK9+3rru/jecHHfK651Nf1k8XfNa+Qqdy3/EqsAqsAqvAKrAKrALfQYGnvPz7t8JcgH9q+4wL+JW2n6E/F/t5kb+V9+qHIX4g8IeFq3p2fRVYBVaBVWAVWAVWgVXg/yvwlJf/08XwtGFeCPHnM//2lzX+Nrm/PtRfKwHTWPp5GcXu30brJ4/T5by+xZInPOrTS6t45vEirA+9NnpwbrXmwZ/cbfArXm0zFr/qpp7WhZ02a8B+asbN/TIvtYpFbz75WsvVujn1pzensfiYTz+1xia2cficYlqjnMXrGSCW9bn2C3T/WAVWgVVgFVgFVoFV4JMUeLrLv5eteTGcenjR0s+5l7tell3r5Uu7lzHnXAhtXpCZT7uXcy9/9Z01yI382KZ9zr144k/TLjfn1i5fe7nBmeYllzgauGI7Vwfncu2cMU18a4avnKmVpu3XZPyhHu4LZtesyRxwpo7O6y+GNVpza1Qv1iY//Sdf87lOHteqI3aaOeQz6yEP+cHYtgqsAqvAKrAKrAKrwFcp8HSXfy9NXqKuhPFSVjuXKy/IJxzsXtbmRQ4cL5CMT/HNdc+3XGYuL4peBItFDi+K1qLdiyo+1GEt5cXYfCc7usKN+mz6gz9zF8/84ILRPaq2pxhz1UZMP+qBjzUbZ07ncnHeGty71mg8cdrLX1282Otfn5kTHz4095R6xJDb9qvAKrAKrAKrwCqwCjyLAt/28s8ly8uxYnbNy6AXMS9nXjDn5RKMrs14c9iTy4ufF0fW+pGfF0lj9fdyWt74TK69ZIpxWtNGXx6M1cG6epHt2uliXDtx4Fk7uVybOZk3j/zU+WTTZ+Zgrp71aU45la++2PClqb+azDXrEU8M96U5yWUzr/ba9Nl+FVgFVoFVYBVYBVaBr1Tg6S7/XrzuXZy4YPUy6KXVOC+YiuuFzwv3tJvXC58XudMFVV9zid3LpHnpJ1dziz3t4skVTvICz0to62++jsXS91SXl1Xi9Ke3Nb+5a596GHfVk6/1TL+JZ0711i6Gc+2zRu1qYI3dL7Dgha/5WuM8X87do9ZgPvFq2/EqsAqsAqvAKrAKrAJfqcDTXf4Rw8txL2eueSFzzkWL5uVNMecF0wuhmF4Avbzds4tPvBc/uXhZnJdP/KbtxFVsa4E7H7lObrN2a6bXZuzMP7lPHYynp93zN7c1MDenGPrQezE+2fS7l1N89beGOQeHZk3uj/HO7+UDwxzEFpO58eJhrx4vqfkX6P6xCqwCq8AqsAqsAqvAgxV4yss/NXth8yLMZWo2L1j6aPeydXUZ0w+7sb1sX9m9nM+LIP5eKMXzkujF0Iuo3Hr5nbFiyIN+6iGX+jievtUBH/mbR27Y0JT4auOlGrvrp/zdj5lTbupRTG328lPD6iNuazRvMV2jRn1bpzzUoLFXNepLL74cJx4+Nvk3h7btV4FVYBVYBVaBVWAV+EwF/rihfGbWzbUKfKICV5f5T6SwqVaBVWAVWAVWgVVgFXgKBfby/xTbsCQ+SgH/lt3/QgCuf1P/UTkWZxVYBVaBVWAVWAVWge+qwF7+v+vOLe9LBfw1n/6azqXzGlaBVWAVWAVWgVVgFfhBCuzl/wdt9pa6CqwCq8AqsAqsAqvAKvCzFdjL/8/e/61+FVgFVoFVYBVYBVaBVeAHKbCX/x+02VvqKrAKrAKrwCqwCqwCq8DPVmAv/z97/7f6VWAVWAVWgVVgFVgFVoEfpMBe/n/QZm+pq8AqsAqsAqvAKrAKrAI/W4G9/P/s/d/qV4FVYBVYBVaBVWAVWAV+kAJ7+f9Bm72lrgKrwCqwCqwCq8AqsAr8bAX28v+z93+rXwVWgVVgFVgFVoFVYBX4QQrs5f8HbfaWugqsAqvAKrAKrAKrwCrwsxXYy//P3v+tfhVYBVaBVWAVWAVWgVXgBymwl/8ftNlb6iqwCqwCq8AqsAqsAqvAz1ZgL/8/e/+3+lVgFVgFVoFVYBVYBVaBH6TAXv5/0GZvqavAKrAKrAKrwCqwCqwCP1uBvfz/7P3f6leBVWAVWAVWgVVgFVgFfpACe/n/QZu9pa4Cq8AqsAqsAqvAKrAK/GwF9vL/s/d/q18FVoFVYBVYBVaBVWAV+EEK7OX/B232lroKrAKrwCqwCqwCq8Aq8LMVeMrL/7///e///OUvf/k/n7/+9a//261//vOf//n73//+v3nHLv7rX//6hYHvd2tw/tvf/vZm2uhRDf/xj3+8GeszA917ehp73jqqifurnblNHG3iaf+IXmz792Cy3+LYt57ae9bRQ//2jX0PL2I5O8W+dZaw3bKfuHSvnvlZ7XlzbD3oM5vP4Fx/y/y7aNTa4Pzas9D4l4zRvc8DMeT0eec8TftLcF/rw3P4WWf3dNZey/fR/ujxkd9B7+Hrs/PWs8j5MZbesd8B7Mez1ArXjzqHrfu1+vPe9hl8bezv5u/5e7a6/u8b6wkYXn1h84Xig1earJ2+4DmAz/JQlu9Lxu958NADrdrQ4qRdfZ5h3C8NHhrmp+YD5f76RawvX8h+CdJ/5AvTXOKT8705bn1pT+xbFw1wTs+Cury2J9fcg1tn6daeXeW+en6v/L9q/eqZ5DzM5421qdt7eH8XjVrjrXNav7eOT/vh98JbMd8ax/cLubc9nwKcQz9vYcdzzPM82+n8TZ/vPL+q+15Nb3kH3MP8znbe3/P98Az1POXlnxfd6aJ69QK8esl85y/jq5pecmhOsR99GXkJj9f6zP3loTmdA3BPD5QvYGzz4vXWL7JTDf3BovaT7rXfGk++9Z3cp076nurW9paePCde986S+/DSnLxE4f7sjf09XQLgTg1tH/3d8100qgavPQeNfcn4pDF7wT59ZoMHtW57PgV4Xtmbe99Zt5hfneOr74NbWN/JdlX3vRrQ+rOfwXucvtJ+9b7+Sk7kfspvrKuHqj9pcynhSxdfDikfLxD4uTYPsF8GrBPLxhiHIMVjbCMXOfE3l1/65poXAPy1FUvM9uVsDvBt4pjb9VNP/OnSVt/mA7O54Fqd1EgOzNtcp79lm/oUg/GJxxW22ovBHt6qeWIbZ999x/eqUd+9vbyKvVqv1tarL7ZZFxxOWt6rEUx0Mgd9z7457bGT/7UNvi+Nw1c+1ASf1gZO9WauP33P7eQ5Y/GtluB6jsBqnonVnOjvBz95GzNrcp2+tpkPHPOUZ2PUhvz60l8166v96vzgA341Ps2LVQ6tp+vuEXbXrUMsauzZhAM++jO31Q+7Z7jrcgHX/K2LuGK+VE85yIueWPNhLw/s91p1KQ684S83cBnzsZWHmmkzDh9w2sjj2cDevPVz3JrYF88FdsbayQOP4t3i0T0hBl+wbKxZYzG13+uJgR8NnJc0ajAnfKqdGNrp8aGVqzlZP+0j6zPPL5D/+oOlpuSoJvid8ptHHDjUD/utNvm07u4TmLew0ENNyFddGN9rciY/dYs1z9Wsl7mx9PhfNWzoU26tifXG49s9qLazpu4bNj6NZS5PcL6qvexp+GR2bHo3gvQKyrib7oZLkYPSzSDOOZuJ6GLj2zl+3YzOjfUgkm8eMHh7YPCbWD0A8qXHtw8aY7BtjM1rvdagz+zhTlxx9AFLTVirRsyJkY/5rIX6tOnbuoh1Toy88SVOfZi3TU7YinWag48PH/kV0zG1tl7X7YltPFw6148enNZU21vH4FXTzk9cJl/yntYmH8+w6+6t8/bTt7Z741v7fIpl/2zUy8fGWXIv5OQZwlbdjLFvLGvE9Rx4dvQH6+q5Yr25wJEHY+PwKf/O514S12el3Ki586lRuYDbufXYEys/1m75YmsuxvIAozZ85Q9u62HdOG2dN9Z9dZ+JJY/Y1U1fa5ucygGbtYppHHNtU785N8aeOHxo8pnc1Ru/1i2GPTZjWetcbHNpZ51WjfStZt0rcjQPttqpSc6/wPPH1A6cxsK5c/jKmb628pCzefV1Xi2gM+eheBxOfOLV7hgwcsAD7sTRiHWMzfODjXVtzLG5F/JQE+1zP+Sm3tpnXjjpK0d64owhV/lg6xwObdiMFVN/+ZsTrNZeHMbg6FtcbHM+Y6kNfBr9nMsROznkKGdj5TzxnXvW5AmuWPjM5wFbfVs/NvfWvPChgdv9wnfmkbPcPqv/4637WRnv5HETEWx+DEUsDwFiV0xFr692ejdJOzloYHZDXTOWOHNim3lYI94D4iEwHvupWW/xymUeSjDAfOmBwZcab3EHS57ylivz6sJcXzCLSwxzNQZ35hZ39i+pqdj4Nzdz8xabdT63WrXHb+51Y8F6qfaNe83YM0HMqa65pv+sY+acduOmH/O57yefq7U+B1c+rvc8sUZtrNnYY/UGd+4x52vWdYpljVjjT7XfwoJDzxu+Nsdgw7+NNeOoC9/p43rjWPO5Y2yMvFuza43vuJpWz/owFkds5/oxl5P+2ujJ415Va9bUSP/qMnWrDf9iyU2cyRF++nTPys1YeuON6Vr9HE+urIPNOo061YC5+L+M4w/8qidm1sCjTR1YU8crHpwVczK29Txp1yZuNagNjrOm8oZTY+H/Eh7VzXzWd08b/W/14Pvs4Xfr7GM/5SRGDDR3n/F1nbG85dO96xg78+onN7GnP/i3zoQ5W1/3A3sx9LfHduJjfdjkZszcc9fp8Sf/CfcWD3JYp3jN0/qw4y+vudfy6DMgJv3Ems/H1MP9xa+cwGpNxDG3oYP+rIujHf7q7Npn9X+8wT4r4508iDsPwAzppk/xiEXgfhTXTRCPjTEXPvpp76bi14PkIWieiQ+OGz6xTzlca00cppmDeQ+Ycbd6YuR/SyNwy5U5fGzVfh50fIitP2vMyT/XxaQvv653LLYPVG1gl7eY7m995/ik8RVX8E7aex4mNpyo7fS54tb6TvnAwsd2ql1be/wmD2o/Neq5ssHpSh+wyOFZO2F3DZxiEdsGB2pVk8mfebU4xboGb3nNcw7GVb3Es4/ue33Bcx9PulDbPJfgwNt1fMSQa/WvRsROnmpj7OzJA0Z5Tx/mrcW5HJlXM3PO/VBf6lEvMKZf68euL3mYi8McLOfUMbHUQ07E0KobMdhne62erUss8sOPz+TmXN/21MmnDT6ehdaNT/fvigd+YJi3vTphb97ilos5wWijTuMZy1cf8oB5jwe43RPGYt3TxlxX/dVecCauGjmnvTpjpybaHFdnx/jQwICPjbk+7c09/XuOy0c8+8adcshHf3vWze2aediTcuy4e2cca54zcGdO9AP71MxZm1isea6046+u5dWxdmPsJxZ+5prPBzY5o1PxHWNXK3PQFxct9G8/NWr8I8d/fqofmemF2D3oVyHddMY+kPRuoLHMtSN4DyzrHno2wLGxYLt2Cxf/5iaGWNvpUGgjrr6sz7xXB1iM9vA8+YNJrvI0rhqhAz62ORcH+ykXGpOfOD62PgSutZ97Q6za6yf2CWvmw3fGi9N+7hU289TP8czT9Zfk09/+dDbKqXoTU5sYp33QZm+env+rWog5+Xdd3NkbN9ev5nDwvM19LVbHV1hdP/n3jKGjeYljDJerxj7Ab/o2bu4Vvj5bc9/KD9vM3b2pRuQjT9vEro2x+MWZPvrha2PcOfHO4eAYf7RBX1u1bpz29miEHrY5F0vN6gs2H9rUxj0zTnx692XGYKOuqbGxrBNjE5t+nl99rvqTLtUVjm3ktdYTDzmfaioO9bWG4taPsfV1vfHE9hzgL+97PNxXsYt1Txtjrno4lBd+7I8aneJOOeHocw8m9dHAcf0UV3z1cG3unev2J39zYXOMP7n50OBKQ8eJwZz1Uzvxt+7T/p8wXIObGp9wsc19MXbq0vNz4tHz07F4t3q10qc6Tt7wZY3WsbH2J47439LD2K/o//i2/orsh5yIfHVIdecg+xB2PA89wnuIie3Bc6PMRd8DYSxx+N57mIh1k3kAmMtx8rIOsetrXh/wHkr8mU8uxTvZW9vkMvNRg7nBrb5zTi5rxsbYeXNiI4825rNVA2yTZ7Gx4y/PqTe+cHtJm7yIm1yKM88NtpPmjbk3RmPqpVmLtZWfubXh79q9HPrRNw/4V23WJYZcT3Hle7LPtZ4vcHtG2IfOqxM4zK/2GY2w2xh3Dm51BOdWXXCxUaO6NY615qh+5Oq5Ipe+J1t98XPf3AO5G+tcju3JNbWs3XFrYW1q1DljNcAXjtYDR8fYWqvz1sfYNmM7t3Z6mrXLg94x9urG2P3FB/40MdVPTOe/nPJHY1kGt7VSS2OZl1OgfvFp7fg5b93GYBeL3hrkwf7RrEmdnFt/9xH/ue+/QPJHtZv6zFjs8jLvLR7Wo68c6dUCKvh1Hnr/ZzhjdSBH98p1e+Jqp47mvBrPOPOT75Rz7l1rO/k3L3q7z+4F/Bs3+Yjfc2nN9NN/1t39x5+5HIrDmFx8aOqgjzyczx7MeXbEgnv3hnHnxOkLLnOxZh51gx/NORrSiNNmDc71/eWYWNZpcJq+8mK9nMU2r5if1f/xrftZGe/kQZxbYvSQA4U/D4fis3HM+XCYsGvDXxvrM5eHUx+psknzsHsI9CW2h21i3aqpvo7rb43WJK+rHq7yoie+7ZZG+Ld1PrXHr1itH9vkUdw5Jk9rnvETG19i/LjHc1+0+0DOvMyr79Qfm9jGztzzbDAH56Vt4s181XjaqGtqc5XX2tCEusrzCmfu4dwjsLo29ZrzciMOe5v7RQ+n6jh1urWnYIItHr7dJ9bb0HBqq531alzfjvGvXrO26k/+6gY/udZ20gg+9b3iLX91u+cH33Kac3LaxJQHtVlvbfpf6TK1nfO5b9WQfOB6RrSxBgf5wAFcuXZ92vB5iU5ikbNno3legiVn8dRr1s36PGvMjWNMjO3qPGEnpm3i1sa4+2lOfdASu416+Nhu8cBH/uCcsLRPzvhe7RO+5SAX+pmjNsbWJwb+NHJhm+NfCzee+9M+EtM84rI+/ec5xqeaqP2MKz7Pwy29Jh+0s25s3X9yk+uqkat2sMr3Ks518uJPPzlrkwO52prnav/xx2aNxqgjdvi7Tg60rP1WTX3+ieNTPcATm3q+sv35W+ArmXxybg/0J6fddBcKzAf9wm2Xn1gBvuT4smu79SVcvx0/ToFeXB6XZZG/UoHP+v7kLD3i0rLv4688Pc+Zm0tyL90fxXL+gPJRuN8N58dc/v2JzA3iUjJ/ctS2/ecrsA/k52v+0Rm5FPTLmmdsL/8frfLr8fiBjO+/bb+PAlyM3NNHXchRix/oe9nne/ojnul9H/8+Z/ERlTzyTM/31CP4fwfMH3P5ZzN4CfqfXObfUH6HzfqdOfKw75583x3mC7X/efP7VvL7MGc/+L77iKtTASEAACAASURBVMva76PK71EJe+q7jP6RjWfbXB/5F2b7Pn7krn1vbL67PvKsVY1HPy/N9czjx35rPHPly20VWAVWgVVgFVgFVoFVYBX4YQrs5f+HbfiWuwqsAqvAKrAKrAKrwCrwcxXYy//P3futfBVYBVaBVWAVWAVWgVXghynwlJf//v73I3/364ft9dOVO39v1d8r7e8o83uhnAca/5i0NgsSp//YVNtP6K3/2X6X8bs9u5wzNIT3e1rP7BXOo36f9Srf77jef7j3bGf/mfX+bK36/URuPvP8893Nft5rYPH5yDa5fCT2V2Kp9UfrdaqJ/fvsc3XicWutZ6x3zFsxJxt6/g5n5ikv/33AEfm9L+PTBu7a1ytwuiT5JUI/G/7zLOg/fX/SnJemPyD9pLo/utaP0vHeS/B3eXl8tP6vwfuoF/lrcv4OvujG9+hnNvLNCyhrb7lAffR9gPfJZ+vxGdp/dl2fne8tGsLRM9c75muxOC9gfff2lJf/PuAIvReb737Mzvz7N3f1uLqEcamaPxTMeXF+yvjeZfOn6PDeOj/iLIHB+b3VfpeXx60aH23r39z1pf7ovN8d/yu04vtpvsN5Tt7yvXX1znjrvnDXmD+YvBXrmeLec7l9Sx3k82L9lvjPiKkmvWO+NvfV/eS1OF/t/5SX/z7g/YLgC4S5n/myJk5bXw6IzMZro++XkS9j1hlfNb44i/GSn/7q34djHr4eTLhhh4vxrdUvTm3lwdgHUXtjZw2t9aRDNZ3alF9rK+bVGE5gnxq8sXcPrUUbceU2sbrfjOFaHYqH3WZO6sGHOXH1n7Xesolrf29/yFc85lft5EudjYFrz4d1kWPu5ylPa8cfrcQjTzHw7T4wVvPikLscxQTL2k9cujbx5CQHMMFyXdyuiaevPq7f6vWdeOSb56M4rVFut/bkqk4w4c3H54C1eSaIt5Gn9tNcX/rW2H2uT8fUYwy8iDG/XPWfOjUWjHuteNShlsRd6Tn98CWXHLs3L+EwOfdMz/g+C6fawKKmcpcX/t03sJuLOOI9B+qOH5/unbqdbOQDAx/salpd4PeaBiZYrcV4clnH3Bv50cPHJi/tteGjBtjvca3W4lg78WDNZl56Y/BhzMf8rM09qwb4vnTPwBL3ild5dr/ce+LawCuf4reuxnQMd7UgBx/PC37lMPehNvK2lce0kc+86n1Pc8+XnJyDbf1zn2b95YutWs5Y8VtTx+StD+NZZ/0fOf7ziXhkpldgKwabg/A0RVY4HxxhiXHTiGODnE/fKTix5hRv9uZ33RzOTz2HXg7YySF/6nKMDV8fHg+YdmzqYF5tc46vDwm4YMnBB4cYbeIynzoQB54NXzkynrHa9L/Vw7/x+rJmzsm9/oyti1hinNN3P/HtvPoQ27katRbs6o1/97F5p435bPg3X2skBzb3Z84nFnN4qhdzuBnPnNrljl91mBpO/Hm24FotZm7ygEkj1lziqKl1mY+Y4sJTX33aG2+dzvFx7FlgDWzncjGWdXniO+fN6/ge3i3u5hfr1p7oS020OScWLtZi7frDo7Uxxt/GuPtVG76tA7/OxbDH1nj3VPvcU3R2T4y1DtblZfzswbNOfI29pWdzgtc5cXxs2Dp3vT31mhcuas2aY/2rjWvtyYWPGpeb+9pcza3W2snd/NO3NsbkopnHOWtgdy/wl2P5X43xbb76se4eMoY/H/i67pxefu6LNjHBKPc51699tSGWuY085mINW2vv3P2DE02u1jF1eO2etS5ydS7f9urJGpyYt7VObLNOeTfGsbVZq7Ubc+vMoEPPU2thvXXV5l6Xp3nlMXnNeTVwLK4Y1Ig2zslRvtiMnfhzrl7tweoZYm6u+n3G+I+T/hnZXpADARUbkdxsBO/BAMpNmg8WNuIUeYpLDjcQWx+EK4oT4yVx5AfbGoo9c8LHHOVOTPmizdShB6pjddCfnGqCrTV0LE8Ps/vhunU5pyfHqc76dIw/fOanGOSFg/jWwVytxCROO5jGYWdsDfg1B/bGdnzKwxp7Jb5aTEz8Tu3W/oDb/SG+uU545DUGTfBvQwsafBlXN+LUpTGOwW5d84w0NzHo7x6AbSw5HIvdujrGPjUyxh4s87hmz3pzMZ41im891cQ18WZ/Cw9fsD0bM5Z5z+K9PQFr1il3sKZuzKe/e25d1upcjsyJt+nnvHlda0+s55D1ebawF7M6wbGxk1vzOC7eS894zyQ4t+qd58i87amB3HO/Z57ueeM7nvr2jE9tiWPNvJMD82qtPsRNW+vsGF/qaCxr04e1Ww1/ajs1ucDVvbiFP7Fm3MxzCws+jWcMHzXFzlhe7AeftrlHjSWO/G3Wy9rMVZt2Y+HW1rxdd9y6WLt1HuFojcbfw8cfTJva0d87M/rOnGBhaysPcOf+gjE1Ly+w9AHbnMSINXMS417gx7itZxC8q3yN6Zh4zwWx1PhV7c+VfRWL5K04CINAHhg2Yn6w9ZAIxea6sdhnnJv/0g2A18TwMJnzqjfWTe/hIwaexWIsd+z4a4cD8zZq8RBib8OGP5/J3zn+t3TAhq8H9aRn7c1/NQZDzlc+1aE14i/39uBVK3FZV3swZ1641D61bw7H9SHP3GNzz574NvcHPGwTF75zvxtfjajLPcKHOPBp8pO/vfZiOp654Vb/5ibGWsynpuaaPfzABKdt4tbGePKqvRz0nXmZoxWfmdt9KGbH+F/h4YftVkMT9+jenoA195764D11k/eJG7aeBfgxlwfznp0rrMnFOvV3Lp77j33qrE5gnjhrL6bj4rWue3riKw98qdl22lf563PVGwsvGroWG5x7WLNez7Haii0HclJPtcDGnFhb9Zk2fODqOTCnsayf9kZ//W71YJ5q716UI/7VrtjkrY2xXE55yKu9OI6JJ47G+FSr54W+uYkBmxynPThhsYbvyV8e4FYP5iesyQU/G7bWzbj+cHZPyHvC1y6mPdzxb+tekuuEVz7EEoNf6z7FyXvWcNKQeNbbfE6qSetn/ZQXDPwmb+asq8NVvnLomHzWDLcZX99Hj/+8i4/O9gL8bjIicUgU+ircDandh9ZDVhu4Hm56D1h9OjZ/N4qcfK7atPcBmYeqBwI8DmNbseYBLzfGHizjxWp+be2nDsyLZR5i4IP9Pe3ewSefe0ie1l09sMmN/lQn/qzTwHT8a+G/2K41p/49H4z1mTxOuc1BD79qypr7Yw31B0971zuufe5Lz1nHjb81nloV48S3e0Sdatr1mQ8feNvAVV/XZj/xyOV5nLGzhmLN5w4bOHOPGnML7yXcwfY8Vc/mcDzrVHP6k274XzVyqRE+c96zUz3xvXcO5dXcrXPqDJ771HHjb42JcY/A9vzc0xNMNTU/a8SJZ178yHPVpr36zTNSLU546HfKj+9JW3i5160f/zmvJtOGP1xZd/xr8N8/WlPXXzOGp/iNqyY9i1M7OLi/2NDDxrrYxdPe2lxr3/rAmXtQ38kLm2eA/ZAj66c9Kxa56j/n3TP86it2dSg24+rJfHKvVh1PnNPc/LWRT+3gyvzUqBMubWgI5r06wW/NL9G8z0k1IRdcaO6hnFoL42qPj2fqpEPziTd7fMSY2NP30fPrt8WjM1/gI4ybzMbYFKxzxZuHioPiYZwbgi+4bj5++NxqbrS8xLw65GCZR9weKngbO7Gcy8+5ueFr3WCji3NiHGMjVh2Yz4POXB5Th5kXbHLROnYOlhx/Od35A/9brdzBNTcx1Ng64V48xsTT4FpuxFUTxs6bU27z3IGlv9j6do9da49/ec985HI/iCNX58ViPOPhRQ6a3JzjC57NOf1VA0+++heve8J4zj0P4LQO5nxorNcGvjlv8TIGf/POc0I8WMVjXH80UQNrdH7KfwvvJdzJrS7mM49z81d/fIi1lqmbdvfHuf70tYFtHnw7Z6y+4qgZ81NDR/GJZW6dzOXBGjbnYHUPnDf/zIdNe+tSP/2dt07qaK34gsWaDczyd709/q0BXOtv7EuwiCsWfMsHbOuFA/jO6R1jA0cec44fsTZ83dfTswOOdmKYtzZxrnr32nOgH3lbbznX5v4ZV+6sdR+prVzB6VyM9o2fXJ2rJXjdE8bO5x6Qg9zGOgeDNv1Zr2/njI0jlpxTh1+g+QOfnvnuGVidw8U65HYPv7W5R+DQqKO6MzefmsrNWOLu1Tk5TQ3BIK88mBPjvJrg55nERz7yU+/yk6O13MuH/dTMMes5+T567Y9vgkdneiG+oiBSD1FFw6cPC9AeamxstJt+smE33nz36IGHLx94ka85TvHl1DweKtbggp8HEEw+5DAftbfVRqyNsXWxxrj25gXbnPiWn3itGXt5gCu/7pNY9RXPnrzUfaupAz7de2PMTS9Pba2TPJMfa8aXR3OesMzVmOqA/Va7tz/Eystct/AmX/bbeHLBs/ugTvrcwtamr5oVr+ewZw2fqbk49PCwgdtzOGvSr33PA3i2cnCNvjzRpa1nBaxyqV/HV3gv4W6see7tif5wK/epG/ymLuhhA2fuXefVceLAkfhbrTrCrf7FYx28cmvsS/agz9HU4Z6e+POZDV7k5iNG9Zn+zPWn794w1kad1eKE03qwn86xePTws83655zc1qFNrPI65SRHa6k/NnDElk97MM3VnvW2cmS9vuJzRua+4dd2i2v9HIMHhnwmX3NPf2LKRV31oye2dZgD2/Sf81t6eDaba45v6QKPuY/klyvje63PK/58Wt+tfZgag2WTA33rPO09ORt7heF6Na0+kw954W9rLeWkfXJ2/VYPF7C+uv356flqNh+Ufx7GD4L9FBgOWx+kT0n6wUme4WBbElpyHra9TwFfZu9D2eifoMA+cz9hl7fGVWAVeIsC/eHjLfEfFfNbXP75ScoL83e/pPQn1I/a5M/E+eofXvjBo5f97/yD4Gfu271ce6G7p9DaVYDvgGf6CwB5bb8KrAKrwFcqwPfis3w3/haXfy4m/c8v8z/XfeVmvzb3s/xU+Frez+Tfs/AsD9oz6fMWLs/0pfUW/hvzeQrwA/fpP8l/HoPNtAqsAqvA8yjgX0r3Lya/mt1vcfn/ahE3/yqwCqwCq8AqsAqsAqvAKvAdFNjL/3fYpeW4CqwCq8AqsAqsAqvAKrAKfIACv93lv7+e0PEHaPULwv9881F4H41z+pfx78nB7+/avvr3+eXxqL61PirHe3H7K02OX/Nrbrf+TUmfl47fw/kzfgXkPWeeXxl8676TFz1p7IHj9+h1K/YzctzK/1l13uPwEvszaPUSni/xedSvghaX5/013yMv5X3v2Xrk9wPY1PWs7Vnep2/dA86L76D2/R6c382n84AP8f67zWfZr5e+A639mc/aSdPf7vL/1oN8Eue09uz/8PE9l5lZby830/a7zb9DrX7Z9iXNFw5n/qWtX8y3Yh79HN3K/VrbS7+kT7jveQGT9/QyO+X5XdZ4Tr5DzR/5PfiVe4fer3m+38LV75W3xF7FcEa+8jL0nu+Eq5o+ep3v4n6XfzT+o/GunjHO62nvr+5O6MA5f7bG3tx7X17V9Gy1nPj8dpf/Rz9Qz/7Cf89lZh6QZ6918n3P/DvUyhfN/DJ6zZfPay4Sj36O3rNXM/Y9Z/49P+R89QVn6vAZc54TPs/evgvPezryfHPOHtle8x3yUh5feal9xA8zL637NX78jfF3blfPGOunM3v1ffmVZ+We/uzRLX5XGtzDfQb7U54+H17/c0oPEl9UCM7lRLtCEtfLUR8u4vSn74ZyAahNPPrG4ceHNVt5lKf29vgWz79FM3d/+sV3cqy9nBnb5CdmbfjAUVu1Mt4ejfUjZmrbOvBrIydcjQer/sxtYNc2+dYGXjURo333o/URN7UBmzZrZa38Z95pE6c8OlYH+voyJnf35FZ9+PFpo6bqSXzz1d982qsPmKzTwKiNOGPoyxF89FD3xrHe/cT3Cqc1idc1YltnbeSU09ybqxjjrZk5vtQKZ3nqp911+JCXfDTmxNr0o68G7o989W/fWHBtzQGmWDOH/u2pTdzuET5gVTd10L8awqFY5QdWbcSrj3k8S2pCbx58y62cJlZrO42tSZs56M2tbfZyNKb2aWt90+Yes16diCmH7uOss3sODzm9pA607H7Aw8Y6n3KW0+RT7sTjJ4/X7Jm1EOuzY05wyxWfNvPRN6Y+jskDlo0Y94I1ar7CINaaiOt5NLZcimu+9sTrX07zDDSG8a29mzri332c9VJr7cTbJg9s8p21G2MPLvGzgWGt+hRXW9cm555BeMDfOPI1dvIEy3qNsSb6uffMtU8s5qca4dA4MeE9McBuaxx1fFX7M6uvYjHyIlYF7wa46T50CKmAxHTshnAAuiHMteFvDDSwOQcPLuZivdzA9HARO+ctSyyxPZz0My/zeWDAlsfMw1wc4pjbGKslua0b+5wbY99Y8Cd3+VRPYssBH+bGwmXy6xxfa6Fnbptz1+2prftBTufGlke1aK3ulboRW471tT45zB7+ctBX3eDSevHTd+Iwhy/+/cCtDZu8WS9X8+kP3kkP4l1XN2PmHHxyWhOY5m89jKs3OJ2LT69OrjG/8sXHvTFOLtjKTTz7iUuO6ocG6jvr1tdccOjYOHLh27n5Tz05ewa6f80BTz622lyzB6++5HB/8cFGPI0amGtnL7VhZ9y9wNfa6Ot7iq0dHPPIwzmxYKvpnP8ie+OP5mEsR0Ju7Qd+zTvPbW2tD7/mbBxjPjZyWKd6y8869YWrGrymDnHMa13FxYc29aBGbdjJ6/w9e0Ys2Lbqgh7YbczV6DV1q6eagVf+zs0ze3y7x3Cy9qnhnJ+wrAFbdSXWvZlx5MNX+8wzdZz2OQdLbdXHmu7tgXGTI3O0qs6snXIbW13JW2zinE+OYsr5dFZmbHW/dX6aF57Eqbs1mtc62k8N8JULftSCjw1b7ZObfp/R//Ekfka2F+SYh4kQBHIDEM4xtm5eD3LHjZ8UZj7iPDhzYzyU9Ph1E8Ft7Mwz/acvcz60WwcIG7xODRsPWBu+8D3ZbmGBUSw0QWvXHTNXF8Yzz8zBvLo1B/F9+LDh38Ya+U5trhdr6t1zA1Z5oJl7YZ7mBZd5NdCvPX6tFRtz4zrGVr7FcUzOqQcYcp31E0ctxnSMrRqAIU7Hp5zVouOZD27mntya2/rae25ZK059GIOPnTZzsDb5/XL87x9wQHPb1Adc92rqQF7WaOQl1jZ5FEefq5584JYXvs3B2NziMJ95jcPmPrDGWL6tY9qcV9+Zt2d25m+eyXnmJVfPHfzUHhtt7s9/l/9PRy7rwzh53doP6mveyZvYqec9bsRQrw3NzIFt7nXrrN6vqQP8iQuWGMUln+v2cm1t792z5ge3ukxb809OxKlf/Rizjr2teveM1cfx5DH3ovtIzPQXhzw9g6zDg3XHt2q4t3fVBA5XvPCbPKqfe3DaW9ZmrPWBS97TRx/i3YvJo/zx775R+6wfHsTc41kcecxcrR8bNVzVyTo5T43YGTfPF3yshTG52vDX3vXPGP+ZyWdkvJPDzZ2Hyg2c4nWzPcikQFBsbu5VWjZv5mJDTnFwc7PJ5YMs9q2NlI++zHuoyh2cYvcA3cpRP/L0cBJHjrbW03XG0yY/1qdezombHJi3FsbOwZqc0AW7eSYvcnkWTja52JOfJn9jJg/31X03vv3MCyZ2uJ7a6WzhLyfGbZNjbVd6UAea0fQpZ8bytkZxiVX/nk95iKe/vZjYja/NMfnMjd/kJW/92+OPTqcc9es+4j9zML9qrRmeUx/5w2HayGXt5QjOiQM+r2nUBQ49rTnIXe1O3M11pYn1TCzm5gSj+sKhebGjgf7YZu1qNPMQM7GYk0MN6dvg/BIdm0usyeuEw9r0c14ejOGCDXxzTB/n+LURa23izx4ufNTPHCe/YjtGS3RoI1a+7r+4+l1pgN979qy1mEsdsMlHm738XlP3PFflDc5VO3HUX11mrJrOdfZtcmbus2LtM475rb2bHO/x6rNgLrh5NuQBL8+afmBf7cvkYUz75mZc/JM+7hs5wW+Txz2eU7uXnh91LEfys2eTi7xan2vE1798GJ/OhHWL8Vn99ZPwWQxGHjbZg4mJsRvPRjo2DLFPDxR++LMRM8YNPR0kbR4a89DXn7zliZ08c814+VzNyUtO2sTmcFhjx/hWH2zNz9iDRbxjOTCfa9qmP/xoJz2NoQevHOa8tZWfGOp/yoP/3EvjZi3un5rOOHj4kLZW48Sd/dzjxp58zTFt5IFDmxp3zfFV7a17cmsMPGY+5vCnEVutGN/bA/CNB6M5iFfz8rCeydV1e+oCu/ukrX3Pl2dHu/HOZ19suINlK/+TDtWdPOpQTcEi9ta+mo++mMaqYXMwRlMb43J3nR4bnK4accWac2K1l4N4an6qs1pMzswnZ2tF+6nZCV8Osy/PcsDvFg42OUxM5taqDf7kOsXpO22zNvxYO7Xu62vqAAt/ctvAsrbiMsbXhg9rtsa9Z8/AId7W52tyUCP619btnpiHXvyei9odT47opzZzH8VVUzHsiQPvqs3zXT9ib+1ddbzHa9ZcbbsH+M3nkflck+fEdb09sWrAWN6sTd167hi3fsbyuMcT7ajLxty8rIGl9icefR7VSqzZnzRoPP6tpRpMrK+YP/3lHzHZQBqbxdyD4RxbDzJz/GyNYQN6kMTGl3V8PTw9kB4aDxI9dhuxnbtuXz6T65z3wJCn/OeBrY1a1Ia8PZzytza1cy5Pe+rBhzb5NSd25uoyOVBLc3Su3s3Z/QC3HDo3xh4sPjZw8KdN/qxpY9xamcPRvM7Fpi9HxtaObxu+xrHOGGwa+LWxP8UtjrH1Z23u6eRNjWKSj7l74bkyj3pMrVhXC2ydw0cbOPO8Nbd16wdOz6o87OU3a9ZuD641FVOut+Lxt5U7a3N/iq2W1l4d5nmAX2s336kXVxuc1HDmqHa1GWuvDmrkXO7gF6t6gtE5eVoLsfLzLJrXWq7yTP+JTR7qt6F/566f+tbEuHHgtoYZ333G1rxgwdMGjvU1Dh/9sKuReJ1Pfsy1gyH+9HtJHXIwr1jooSYd49eajJPPe/astYALlrieSc9oa+1Yfrf2jzzWhj9N3rfi8JscpzbssRrK2fn/z/THn8RaH6vMiae19j8i/hjhd7V3kyNRt3jBoXUzF7s81Mg9oC5wnf/B7v+PTjymD7nApXUMdjmpjb5gy5FYeOBDu8cT3zbyGss6ec3tHppXbOOJI/6qtSZ8xNMfe/nMuu9pLM6j+j8r9agsr8B1AxDNTXcDPHDaKixx+nVMakXGXx8pcRDE8xB64MuFOD5g2eBjrAdKW/vJZ87B7GGXB9iMJzY8zFs+rLXhRy5bdcDXOrW3tzbyT37VBZzmmBw6J19rYVxO8G3zYQKDT2utn2P96NUQ2+Q/ebRW/O/lhbe5Jme52Ne3e8y49UyOxtsXx9z01X7uCxrIj3zTLjbr+nWM/ZYWcMJua03k5mMDX974EUuuqybX4p98wbShoTnoyU+uUwMXDjb4lc/kX+zJvzpMvcAxjzZznnqwW4M+zdGasU/uxtiXO7HVdGJ1PjWCg/uCn2fGPOWOjQ+5acXVH21YF2vulTZ6fG2Mp682+mql5mJ1PxrjuPUR0zOBjzj05VCNpy6Nwa+1TMzawDH/a+oghtjuh/tAvuKSr7XM+rG3Hv2JMYfa3aqle4IfOHxsxa2ur6kbLGKLKz58q4Hr7SdHsBozudRWHMfo495XQ+Jao/709/ZuciTmFi/rlkfzzj2Al3704F61E4/pC4ZNLdTMOT5wAs+zTgxzueBb2xVPtTMn/dSGmsG2TazmmZyMsW99rrUusJm3Uat1lUd9Pmv8x+58VsZ35JmH4B1QG/oECpweniegtRSeQAG+OPuiegJKH0LhdDH5EOBvDsJev1QbXuicj21nBT7r2XnNnp2ZfvwqZ2h+b3Bevvqi9dJKP3LvvlPdt/ThnkAtn9nYh3lx/8z8n5HrW13+97L4GUfic3Kcfkr/nMyb5TsowMv6s7/wH63L/uXFHwqjRS/7L33B/y4Xmj+U+PgRl99H/HD01j37+AqvEU/vlUfpcc3i7ZaP5PqRP0i8vaLXRfJ897vgqy7hv+P7Z+7Et7n875f+3LrvPf+OX0zfW/HvwZ4LIV/+j7i8fA8FfgZLLmnss5/+5/afocDjqnzUD5nfZc+8uMl3/peAxyn/fuSP3Du+S/sD9vvZfQ4C++X3wlf8Fxty/oT3z7e5/H/Osdssq8AqsAqsAqvAKrAKrAKrwO+rwF7+f9+93cpWgVVgFVgFVoFVYBVYBVaBPymwl/8/ybGTVWAVWAVWgVVgFVgFVoFV4PdV4Fte/v2dvt93W/6o7D2/A1idOv4D/XuN+D3AZ/pHoI/4XdKrf9vCOWAP39r4HUZ/j/IrNfzIf9D2Vi0+Mu6tZ4DfR/4Jv1f6kVov1iqwCqwCq8DHKPAtL/8fU/r3QHnrpb2XyI6/R9X/lyWXpfdcfv8v4vtWPpMPl0Qu/+9pxD/DZfOt5/k9tT8qlov/W/9BHTpwhratAqvAKrAKrAKfrcBe/j9b8Vfke8+lnYuFF8aOX5H+qVw/4gL8kQVx6Xvr3/q+lsdH/E39s1y6+a8Pv0t76wWe/fyddPhd9nPrWAVWgVXgpyjwlG9i/5bSX1PoJYtLYOf46udl183z5ax9/i0d9pPNyzJ5sDP3ha1/OZiv/S1sYuEiFvinNnnIRd9bnMC33o6JLTfGNvCYy+30N8VwaMOfOBr+xKobvtq0WzP9CV9sateXHGqmvfvevSAfNmuQQ/3LqXnw7V7gJwd6MGnFJjd+J90aO89mMfCzgVddimF+fO9pLd6sQWz4il395pljjr06nebmoxeXvnWLXV/H1AY3Y+HXNvUCy0YOY81HLxb9rWas/vWdNvNWP9fQRQx5FIvx3A/txes+Y58ce4XYxAAAIABJREFUwLCRU7uaVSvX9GcOX3kSW3/mtvrhP3npt/0qsAqsAqvA91Lg9lvxi2rhRePL05dlX7C+oPDh5Wfr3BdXcfoiZNxYcprDl6l5wK+duS9Rc7e/he2L1hcpOcqjOPrKg9568LvFCUzr6Zh4c4OBzbmaOS8XxuxFNZSDfmDBSb7giCW2vu6r8/ba5A9GcamhOsDJnPT4mtdYsU71ko8mR+fkEBc7uNq6/8aZE99yYl4sOJQ/cz7GmaM1Y+sc/87J3fy/wP77B/yaD2717Vz9Wjd2ctkYiwfX2m7VDWbzikcP3sTRlzhwbdTTOePOqycx4KivGPbWq+b4Whs+cNLWvB3jB345gCF/c9lPPsSVHznBp8nP2DmfuoFdHauFe2V95MBXnmBr09fayV8t5LP9KrAKrAKrwPdT4I83+pNw52XTlyi0eCHxYqJhw4f59OvLq2Pi+rLmZTdjeUn6EuyY2L4Af5G4cfl/LTb+ffGLT0/dcmJOTfre46ROxHU841rrLS4zP3M09bLAvPvEvNgzL/NeUvC3zbpZx5d8aDDjypucakRcOTgHg4Yujn8tjH0Fl1zdA/3Kofm1z3qrDbHTThxrnstZB/bWUrxpk4M9/KyBnti28m8OfNwn+To3vpz110ZfnmBPvfXtGWWtnMytb5/lyQef6V8sMezZi3KaePDHh5xtxFAPDdvcU+xTZ+OrA9zc89pZp51yN1fHci/XagWn5pocW9PUUC6ndXlvvwqsAqvAKvA9FHi6y39fQErYCwQvOxovUF+++vVl1hcs9uL6QgerH1+48yLiy72+jE8vwtdiT57WQj951PcWJ3j5ku8YzFkDc7Shwb0Xh1+L+aP5WUYvNWMOVlvx8Ju55dgYcaotY7HhMHGYs05rTufFUlMxa8Mf+9TAnOqEvdxnTrEnT+Jm7C/S//0DG1jyMJ8+8FBv9dA2ObhOXxtjMfRhrn7qo62cWGOuL/M+V7fqxndim4O46sl6Oal/9VSn5hcPrPoynjXjSy3Tz7lY9mJ6XroXYBvXXo5i2INFbho+jXEMpvyMs8cHHtibAy2Mb6+2YFYHxj1j1OT8CksO268Cq8AqsAp8XwX+fFt7gjrmC8oLxXzZ9eUrbV6EvtwY+6LG3hcbNl9yxrb3Zeka8/oznj76vgW7PMVhbeZgru8tTr0UdIwGfGxgeZFgbebTzx47eLbWChbzNrBpMw9rk8uMs07Wqzdx7nFjHJvzNJcHto71pTbjqaV54GB9rFfHqduMLW5xygM+4Jpzao0v3MDCVy5yl7fz9mARQyMODm3YXZu1lBMxc979uFU3sVccqWnWI6dqJ+fmgY/c5Tex1M14e7BnvdroZ1xrJY54Ghx6Hooxx/PcwbX863/ih6+cGZPbxnzWro0em5xP89Y0ayfPLezm2fEqsAqsAqvAcyvwdJd/XjC+3JCOuS9WXm4d9zLBy6nzjsEB0wvQfJE1lpfjfMkRS24b2NNH22uw4dNaxaA/8WhNtzjBgQ+tY7RTP2zUIOYtLr+A/nsZUkNwiHXevcG//PGpLzbmchTfHl7ajJU3eaoZc7Hxra0cJifm+JqHeTmxXqxqx9jzMHOCU/7mEct66KdvcRn3jDF2fkvrX6D5Y/I71SW3qRcw5SRf/Gxwcs64eoJ7C1sMYtxD1soRbGw291v9m99YdWIO/2KLY49N/qwxtwZwiLdRi3nLaXJ0XlwxWCs/cs15sRmb07PjfO6Nds+Wc/3hr81a5TXn5JW/ONWicTteBVaBVWAV+F4K/PFWfRLevuzo+fSFM192Xhr0tYT5gmUdnzZeuMbNl68vf/3B05d+vrD1s38p9omnGOQoj+l7i1N16hjsWQdzGheEai2P9tiNx9+LHT4zz8SjFmOJw7/1NY+XDfxPvuVRDjPnnE9NySkn+smn+9g85sd/5gCz/MVtPHHmBcuGTy9nzd8zSgx5bScOt2zyh8PkNTWYnOYcDNutum9xpDbsalJOYJcvvvpja355EC+WWldX/ejnc8S8TRz67pXr4prH9WJ0bL7WSD3GMW6bmnbf514QVx3BlB99c845vJp74lCf9eNbrPLd8SqwCqwCq8DzK/DHm/sJuM4X0hNQWgqrwCrwYAVOl9gHp1z4VWAVWAVWgVXgxyrwVJd//rbJv136sTuyha8CP0iB/YH/B232lroKrAKrwCrwFAo81eWf/7TMZ9sqsAr8DAXmr5v8jKq3ylVgFVgFVoFV4OsUeKrL/9fJsJlXgVVgFVgFVoFVYBVYBVaB31+Bvfz//nu8Fa4Cq8AqsAqsAqvAKrAKrAK/FNjL/x6EVWAVWAVWgVVgFVgFVoFV4IcosJf/H7LRW+YqsAqsAqvAKrAKrAKrwCqwl/89A6vAKrAKrAKrwCqwCqwCq8APUWAv/z9ko7fMVWAVWAVWgVVgFVgFVoFVYC//ewZWgVVgFVgFVoFVYBVYBVaBH6LAXv5/yEZvmavAKrAKrAKrwCqwCqwCq8Be/vcMrAKrwCqwCqwCq8AqsAqsAj9Egb38/5CN3jJXgVVgFVgFVoFVYBVYBVaBvfzvGVgFVoFVYBVYBVaBVWAVWAV+iAJ7+f8hG71lrgKrwCqwCqwCq8AqsAqsAnv53zOwCqwCq8AqsAqsAqvAKrAK/BAF9vL/QzZ6y1wFVoFVYBVYBVaBVWAVWAX28r9nYBVYBVaBVWAVWAVWgVVgFfghCuzl/4ds9Ja5CqwCq8AqsAqsAqvAKrAK7OV/z8AqsAqsAqvAKrAKrAKrwCrwQxR4ysv/v//97//85S9/+T+fv/71r//bln/+85//+fvf//6/eccu/utf//qFge9PaWr3Xer929/+9p/37s8//vGP//B5RPsIfrd4cabJ8Ts2zuJpX3hWeb6fqd3iA99THY/gz3nge+t3btT3UWcevThn37WhxXu//27V7vtgnt++Lxk/ksMtfo+2Uddbz1o1ei3Ptz7Hbz3P1Dj3GM6sWf9Ln7ur7+2XaEAsNXz35nMz6+BM3HpXTH/m6P+Mz9dzvYH/qxxCnR68Wwf85P/WB/C0gd9l7T1fdl9RIw8SD9qztkfy44v5dG6fVYvX8jp96fEC+m4vh8/6Hrl64bxW92f359yfLirPzvsR/B59tn6XZ/Ct2vP9+paz9p736FufY+Le+t1I3OmCeXVnuqXn6czc8v8dbaf9f+u765F3iPdo/5SX/6uXA+uny9LVYX3mS+V7Nu1W7JVGt2K+yvbWL8nP4vtofr/7+Tx96X3Hmk91POIMvvXl8gguj8TkO/x0UXlkzmfEfvT3CzWfnrfv9I54775d3Q3u4b71hwZw3/ocEwff1zbP0Wmv+e4C9zXts77vXsPps31Pz8hJ33u83Jt7fl9hf8rLPw/A6cD2geQnXYTFl8PKxxcKfq7NgwyuNmLZZOPYgOIxtpGLnPiby40Vj7xt+GsrVn0Y+1O7vuRou+KED9yNw49P6ymH4uLDXGz8aGI5l0fz4EPttmk77Z2+4tObX9vEcZ1+ao2vDSx94A0ua/XRV5s8JlfX6Se/xk59mPdskbv+5VI/88hv1gnGVZv45cS+tjbOZjk0tnGnXH2ewG2rjVps1dGz0rWJY5w9nPTvczX1mTUx90yXD7jFbH60qM71Y736gC+viQ+mdvGnPmoBn1kLuVor86tc6mTfPOU76y4+54N5Y6e/+PTWJqfWUj/G5X7ic4plDd3Kp2d46gsf6yEfc/cO3+rrfsjzHj9rFd84enL0Gca3eMxt9UM3/Gjl1nMk//ri/9q9Kh+w1LHr1AaP7o91E8MHu6370hjt9uQoTn1nPmLIY5t7zPpL805fa7UGeuuiVxNz2zcfGDSxjNeXfuLiC4aNmoyjv2rEmQ+fnoVqOOOp42SXl/XDw5pbYzmVZ+Nc73OEnbxqw56D2/NvHH1jW4M8uzY1rO1Kz1MM/KhZbuKwVj49r6zzaR3gWEv3Vrz2+tHDqXnUCttpz4rz6PH1SXx05hv4iOLB083NYe6hc4yQtik2cYrPhuMrthvhHL9ubOfGEmMDi3WbB405fhOrh8kYcoOjr3lew0lfMMoJPuKSr7bpS63Yba2l2mOfc+LkAH9iT4119bNO+YkpDn5X+2YsORhPP3NMDuQot8n1Fj8wqw+85Q5nbFc8yKtNX+uEY/XDD39bba7Rw6e1MJ7z5gCXeo29qqU5GFNjccFR36kf62rSmsEBo3XNOpsXbvVlTi61s445B1NfuYtTbtian7GYjK1BfNZoYIGvrmBqwz73YNqJr3/rFJsYGn11n/NfTv/9o5xZYi4OGI6xdc56OVB36wNH/eRn3jl3nV5c18BVU9Zalz70YpoTnPoy7hxMfeFa7tO3tnv88AXv1OaZ4NzgD6Y1GKuv5wX75DF16Rxfz6WcrRe/Ys29qk5gdM5YXPDMOfVmbi34OKaOOf9V/H//wA9uNvKpD3mLgzaTW+czz5ybg37yB0ce7oX6wUNbMRxX24k75/iKS8/ceuHLx8Z6567Ts+6+oJEY2jpvHOvkPH2qJXYaObpeTvDv/jAu387VsLzA9bwzVhfyEtt5a4CbcayXX/3gUj63uJNLbvSOwcMmjnWYn3X4uBdwaeycl19t4poHDPeAGNa1FeOzxn88oZ+V8U4eH1JEmh9D58b1sLqB9dVO303Ex80Acx441owlrhs184BFvAfGjTdePrPHb/qIc48TfvjY1I4evrMe+Fv/jDWnWMytEY2sSztr2uF/8tGXnryzTubyIf5UC7HlXUxxxaDvHk1f+bpOTWp0ix9xs77Gzn1i3lqZy2tygEu1hAdza5Lr7Cef1k4O6zIOf9q9WvSnp8ZyY23Whl3sxsKnNcy60Qes2SZ+7T0vrhdnnuHarIW12eRP7qkb++be4VfOaglex+LPmltbcfUnNz5iNd41fe2v1rGj/6y35wRb96h6Ec8c3WjU7vjXwji3rsmnvozVlfHkZCxcykcs7B3rDybrtMmPuTbt9OLc4ifXX8Djj3lGuqe4Mve8NL8w5YUf/jTqnnmxq8dr9mrmrf7kgoOtHMhfXfRhrTGsT0x96bsvzKlBTRhbE7apV/O8Jq/72trBVlP0k4Ncr+oFw7gTrmvggHnCdV/LZ2ohD/vqNuPIUd2MoZ9nQ1u5oWWfO3Su1sZ0f6qfdtbEwbe1w1nd8J81EKcu4tljgyMNzCu/iVkOM3/rK/7MAefmA4dYevCtV67N6Rr9yZdY1sW0RvwZV69ifcb4j2+Bz8j2ghzzkJ5CEJMPjb4HELE92Pba3VAx2RA3Fh/9tPeg4zc3Tvz2YLaBgX1i69NaXONAkOsWJw+TMfQ9TCcd4KFujNt6CMF2Dub0JY61WSsxp3X84dMHjDXrNAex81M/xrOhkbhzj06+E58Y2i1+7uGMVaO5h8zlBHY5XmFdcS2OPt1n15qTmJ43/K3zKr+1iEcP5qyZuVj6ehaLUT21Tyx4zQZv8p4a8TPGPD2zxsJnnlHrV5/GnXKLT97J3zn5puasEauPvXnhNmvBBz5gVUuwWMc+G77kOTXWp5bMy6H6zJzms/aZQ75dV19s/YhN/snJePhWk9Z80ld++IkPFvNqAqbz9/ADe/JnDqYNbZ1f5dIXztYLv+rlWK3wfclegQ0H4+2tn3zVinXWqrX87OFgvGsTx/W5F6wT75kzn/5TL/2Me2letJ6+zasOs1d/+dAXi3H1wl6tuodikMO9wj5zuqf6i9k8M4Y5XE6NuJMNPcyFvdqaE9zmJUYs/GcMNnWmr36MtanRrKP+rYU8cD2dn/rd05N8YIBl7cSz3gYOfvKsDY5qQj3FwY/51IV1fNVOPHDAY31qwdw8+n9m/2dFPjPzRa65aSe3HroKjsBTTOZuiAdDTNbdWA+fNvpu/C1cfJsbTGJtpwOmjbzyY42D4kG9xemE2bzVxVz25Ci/OYePdmyz9tYKV3xsJ87YJh/5059yiEc/9w0s9w1uYNAmz2KQQ11dL84tftXD2PbEVoM5h5f2qdfcM+sC/yrvSa/mmHsAJmu3MFuP48a5Zn/Ssxy6Z9WZ+FOsuHMfqk8x8Z9nyBq1eR6Koc2zgMbGTd3wdb9OmmO3kQMsG2Pzu8Zcn2qFvZrggw5tswZtrMt/4kwtscsB7cpvzltvx+Y91YftxN0YeriqQdcZw8dnmXlrnvrCSY3AqwZzXo1ewg/sq0bO2ue8++rZEav1eHa1nfZK29ybOe/+MPZsGw82uWnVgrm+xTBO/jMGO3pXc2PAIV+bZ441MLvH1Ys8PRuvyXva19Y985bfHFMXuWknXGzWWP74V//6mUNNndtXt6mtZ6W6GXfL1lxgUkv5idEaqlN10LeaEtdGvepWP3xOeWesdfcMTB91d701smYtrNvIXa5qhr1j/btv5Jt8wJprxE5fsenxn9zN91X9Hwp9FYOR10M6lv80RXwEpXWMwN1kNrGHA/E9nG6Mm0jfA2MsOfAtrnmNZU6sm+tBl+Pkhb8NXONYYy7HW5z0lYM5jaUvbushBp1t2Ixjbc6pzTxTN3IUC/76ii9m+eDHx9Z9Yo25nIhzDPaMw/+0R2LTq49r4LQu8K/4WbP76dw64aMNfHDbOmcMF5o46geH1sa6tuIZJw4+zUEdcpt1Gitf5/o3z9TMuXnJaZw49HxaR/cPfGy1N2f3oZj4gFM9wHBOHB8bvLTJGzwaNvM3ruv4ka+6du+wMzcnvuoyczDHr/Fwk59YYNCsWzz5O//l9N8/tLlGXe4JOa0TO/mcE2c+bNXrNIe7uPJzbm56bWrtXF/yazvFqadx1nzSV/2IMQ5M1s035+LKwbn+V/zkOu3o0tZ599s8cp76w7/7wVys6QtXccjdOb7GaWNufdUGTp4HfMsXP3OIqWZg4eu89ctbG3NzsFZu1Dvn5LK9Jq/Yzdt6yAUXG/Pq7To96/IQ17mcnFcnYskpLvkcY8MXuxybE1/5TUwwqlPj5NM1xnO9NYHlebA+ej7uFRjus9jwk8f0xQfe4pLPerCBW2wx7c1VvbTZg1f7SU/srY9YsBuHvXN4yVvd5E5f3uTsXG70kx9++lZnfJ2btzifNf7zN9dnZb2RB7EQ5qrNQ4c/m+nD6Oaz5kZpA5N1Pm5Mc7F52ultbBBYbR4S/efGT6zmEcda6su4rbZywqccqJtPD1O1YGyjlvrNOb7VDJ7WSd9YMGubOpmT3r3Cn7rKqbVgv5VfTHzEOO2RfvZwkytxfFrLLX74GUvvfrqH5pjzcsRn4qBDNYOTeeBz1YpjLfrWBjZ2+Z441CaG/UvPH5zJSwPPGuacdTBv1dZ96DkAq7apW33Jwcc267BmtGlc9Z888bMu+sYxn61YcIX7jBGPXK3nVq6Zh7ji1F5bNScfH9ucE+d+4tM9JVdtYtj3/OGr1tiZnxox5KxmU6vGld9pDxtL3eVwxQ+fatR8jKd9zskJF9vM0z12f5uvtRdn7s2cVwtyM/c8gMMHLrWBoeYnvs2PfdZSPY2nN5f5W592bWA2z+lsvDQv2NQktuPy1EaP/arBCR9y09wr43u2sLsuLvrbqF/7iZN+cw+NEZP+1MCshvrAvdo3ftZjnWhlXnHkPNeJaZ34k0+9i0UsOOUjvr3+U1vt9vf0vMojf3q442erHmjJR03w6fN0qwZ8J7/uDZjloVby+Oz+fKI+m8UX5POwfUHq/6Xk0PVw/M+wg1XgFQrwRTa/iF8Rvq6rwJcrwBnuC/nLCS2BNynA5eerLzVvIr5BX6rAR92F5g9RX1rUkyf/MZd/f7pzP57hwrQvPHdj+/coMP+m4j1YG7sKfIUCnGG+o7d9XwW49N/7m9HvW90yf6QCH/H87/l73Q79mMs/snDA/M8ujL+67U+pX70Dv0f+/du232Mff3IVe4a//+5/1N/efn8ltoKXKuCvwrz3v/p5t9v/6vRS5f/znx91+X+5LOu5CqwCq8AqsAqsAqvAKrAK/H4K7OX/99vTrWgVWAVWgVVgFVgFVoFVYBU4KrCX/6Msu7gKrAKrwCqwCqwCq8AqsAr8fgrs5f9J9pR/izD/jy2s0e79QxZ+363/a6qPLuktv49LLe/9Pb6PrmPioZv/yLDj6feWOXvm/r0lfsaczsf0eZb5R/1bFvam55o96j8oRBM+nLOP3r9n0fK78PjIs/7ZNb/3u+re9/Oj6uHZ6Duj49fmZP8e+fvScCOH37flx7PL5yUNjo9+r8BzaklO9Zm6v4T37+ozdfqIOu89T6fves4V+9b3xUdwAYMa33Pm7tXzUTxfi7OX/9cq9gD/0+HiML/0C/GRX9xvPbhc0k5f9A+Q782Q6Gbr2LX39HwJvXT/7uU5nY97Mb+DvWdo6jnnv0O937WG13xXPWONPWdv4cdZfMQl6DVcuJy8lQP71x+qX5P3pb58F550RjvWX3q5AoeYR7XTdy3vwI9+PzyK/2fiPuo7mPP42rN8OlsfpcV7sZ/h++GkxR+3n5N11z5FAb5cZnvpgXn0F9NbX+yP/IFkavWWeX+o6fgtWKeY97yMJ97pfEyf320+z/XUAH1femH43bR5tnpe+l31bLzl897vqmc4i++5FD/qEqe+9GjMhY5cbVysWJvr9en4vXtVrNN4fs/g8xn6nLg8+9rpB6WP4PyW5+m0bx/BBYz3nrm31PNR3G/hPOXlny8yLp2IzgfxeAA7b1Gu0xNrI4ZYDqk+PSTNgb02v6hY5wuKVg6sM7/XZgw5bTN/bebHt2Pm1kJPfa25tWJvTead/eQBpo1x567PHo3khb+a4Tfxy2naqunUrjY1ISe5wKQnN2v6lhcxNuzOO8YuhvUYc6sHQ3/2g48ciGOu3by38LAVszVhm/WzVt7VH9vUGV8b2smNvjZ9Zj9jrNV90H/W4Do9mhSHOa1r8KGBo27VkjG1GYsvftYzdXCdvjHE9axM2y8Shz8aIz/cpt7MbehLPcaSqzXP3LfqEXP2Mz/4tmlz77Sf+hlTPPi9BKPa94wRW1uxZt5bNnxf0tSdnPBgbpv5Wqc+s2e/zN19BL9ngrjWOW0T13ljqhu8yUd+fdSna9jaWiMY8CjuR9cA3ikPXMnNBx+btdD3Wei6/uC6PmsgljXtxFQXMcgLF/3o1bHrclF34qolcZ4DbNRVzOYrL3xqU4dbPdgnbsbUBn4bdWi3psmn/qdxa1P3iTG1qFbEz7l5sBWLuY0YObNWP/alzX1yD4pTvzmeZ6q45fzSfYMvcTb50LcW7Z/V//lUfFbWO3kQRcF5KJi7cYioDRjGHGQbYjonhljnHBQ+NDfRTcGnuOAQa9PfubycX/Vg+GCXu3i11Zf82uDV8axBbVjvYaKmzk8cwW1efDoHW41O8ayRQw7imdc6xZg6U5s2Y8E0zpy1mROeNv3VhnWwr+as91x03HOAX+fma29uONI8d9aFFuqBHTzzFadjMV27Vz88qwcc5p7ID8zuMdzKpzbzt5ebeM7xAce8jIsFx+qAjY8NXcTEVxzszPnYpq828BvHXNvUvXXjM+OqiXnbw70+zNFCPaxlzsmLr3Z48bHVBif8bXPuenvz0dPgWHzG2uBAvlvtHh78rOWEY46Zk3WxjdPX+RVX48w758bPHq7us7nUVwx62tRtYjmvtp6B2sQjr2cRe2vTv738jHdOz8e8rhtLHmtkrWdbXzGxwfl0jsUrz9fWAAbYxpUXuPJprnJhb5zTu1f4E1+8ao8vc/W2TuuWDzis4WubnMoBm7qbwzjm2shXruU+8WsT615PHnPh2z2UF3lok8uMxV6sOb/iQk5ztHb80bSYjKsxY/WZeuCrDazWBjc+NPpisqeeBzHLob6/AA5/kHdiyMVz4hmaNR/gfi2VA2PibGB37vpn9H+c+M/I9oIcCqzrPETM3Qx8PHz6V8yOsfeBZxM8RMZyOMTr+JTHw2XsVQ8HsDww+s1DwDpr+nlQycM6Db6tnTXm1iH3X87//dKd/trsZwzrrZ3cJx/jTw9AH0Li5WdM8fFlPh+AmZO5mkyOzMnhQ+t81l4fbGrt2BzN7ZrcTz01lr8x9KyXt9zK9YRZDtjF1LcaarMefBh7biYW9sajC/O5T+aaPdyvfLGpBZiOwZDnHItfTsXB7h4Za221FV/M9lMHMOWHXuRn7SWNuCvfeR7AY839IY9jbK3bOb2cGNtYa+2ut8c+96c50Ja5tTf2NL6HB9atBhdyntrck7mHV1zhNPmzVl1nPvzxaQNfbvfqbJxj+Io5a8GnnMiPVuYT46q/pRtY4lBzz+LkURz8TmdD3Wbse2sgHp7w5SNP+d/jjj++NHjLnV7dfxnH+52c6iMHY52LO2tm3jNNHn3kDUa5ycFef+fEWTtrYJJj+ul/ry8/fKnV+rBZG7bW03Ft5TF9Tlzwqf6Nx5991S6ePs7FZT59tdG3NjQEWwzP7czZ/Nj0L+4co5k8tPUcYVNj7ff2sLURw7zt1hmq3yPGt7+1H5HxDmYfLlyZV3DGzt1QNqAfDwRrbfPgNMYxmMT3QQWDnPrYz4PSXHOML3Hgy5u+DR9yN3/Hp4NiDDjY5WbfL8Dmcoy++rbHDr97NfbBFFOe1llcx7N2uVMv7Zbe1aQ5jWUNPM+JPszVAx42x6eH3xr0nf3JDg91I581t5fHxHP+mvqv9lAOV3Zz2csV/1utZ276oTv182m9HRNDjmqAjvLFPnMQb5ux+BLPOvlPzX0qD8Y9M8SBwXq5nfCwz/OFn3no26yH9dbJvJzh4xx8x2Jhb7zr9uafdTKfnMA+aSAW/T288m1cx+RB11O7dc7rX65ymvWoceM6Pu2Z3MR8iW7F7FlEi5fEW/Pp/BRbbl1zTKzx9D2v6DB56Mt6dbNucT+6BnCpA9yeFXmgn9zkMrkTJ47nyPMwfcUyp3Uxb91o5JyYieMzJidx8DWHNWhrf+LXPdLXvM5f0ldH/T3b2MScPb49r86tVaxZs+tjHPbAAAAOGElEQVTtwaFGG/lnPu2TL/NqUU7TBj44au6+ETPzMbeW7hMYk4O826th18hNLjU55fQcNc5xa7vCgNtXtD/eqF+R/ZCTDUAw25y7Gdh7KJgjIptDQ2jsbbU5rt0x+T1srLlp3WR48bnVyNGNxR9c8Rpb7j0wPcStffIixoMvLvNq6Xr7yZF86gYnx43p2Jq6JuapzvpNfuQGz7grvef+gDlrn1rpQyy4+neMbdZbPcrdsVyd0zfmpE99T2Mx6W3g8KHN+k+8jaN3P1wrP+plbruHJV65FYNcNM6OGovdnpzksjG2PuvXxrxYxMq5NtbEILbPVDlOG3Hd95lfHu3xL38xTrHl0TrBm/PW0LG5ew5ca3/KXzs6Tt7VrL6M7+FN/jOeOTnRwGYNYtPbtDG/4mqcMfTVuOsdg42mbT4bJ8z6XY3BE3PyRRvWaK2LOXy1XWFjP+mGP+dPW88iXHqW8bVGx9W7HLF/dA3mpCevNaEHjd7zCG+1xDb3lDrk3pp/AY0//B5yufPutWNx8e9ewa16MoaXceLTq93UtDbjmu9eLc3BGHz10+Yeww0eVw191Vus1sfa6QxNPPK7V3Of8AVTO71j8Tsv1vTF39rQzNrmvpz4wct2wtVmXx6uNXfPkPZ7ffNWE+JOut3D+0j7013+Eaibxmb3Qel8iomth6MPCJj42/DrQ8Bcf/ra5gPrpvUAi9uefGKy3pyMG8/Bct78HWOfNYBDg69j5vh6cH85XPxRH+uUMxhyugj/P3nh14ekNYPBXHz61sOYfPJw36fe1QRM/Fo7a+B0jRjnaCWHjs3r+TOv8ysNwPW8GKNuc1+Yo4+1nTDloc/EPNVfTOPldG+P1QUuYKvNiRtr7hPj1kfeYjUvvszVBYzq2ppY77kgRzk1tr7qJO/uSzljxyZX49S7NYk1e+qQo3obD651Ete6Wa+tdePb+YkXWOaZnJy3btaYqx+9vLFNXcRofw/Pc9aYjslpfmvCPnXTpj63uN7SuLk7nvtK7ehpu1WnPrMHA960GQ+2WpO7uahR28R0fqWbuTwH5HU8ccHomSGn+qq/eyNu9/O9NZDDOhnDlXzyLfdykwt2mrG/JocLKjWp7/Rlf+RAfOf4Vp95BsFVL2LLl7Fa4WOOec7k1nNSTPJrs75bvXuqD3NzszbxmJsPv+ayftfoZ7x52hfHGO2edbWBn2N8Gjvn+Lrn2qyNPI7lTU9zbp7ukzjW+Cvg8AexMzda2LrfrDGH763WWhm7D8Y33y2cR9j+qOwR6G/ArNiEd84GVyw3HB8+CKt9Hjg2ths1Yz005AQDexvY5sEOVjeyvh0bQ9/8+NRWrB6YyYW5ccT4MIDHWBu58H3JgTeGHkx50leX1tVx8xJPXtstnfFpPa0FHHnhAxfWjOn+zL01NzHFcB0csTrG7heZcff0mzHUwKe6XfGQz6mHlxzu1U88+fSnn/rUBjacbN2/7p322c891T734ZaW8GmDg1obJxe4Vs/Gzv2r1thskzM28fFhXo2qnxizJ94YuevjOn15tE585xzM5r61r+aa/ay12uFb3uS/127hTf5XWNWj9VV3eLF/1esW12I25ooD6/A1jhjwbbfq1Gf2xFuP57b41bdnE5+XNLHozUNf3mrkGXROjPo2Vkz8pt4fXcP8TpATtc86mMtNP+usTd26l9V55pxzNOl5USNyTk20odPkW63keeJGLHb3p7VYp3owv9fAoiZ8+bR2YssLu3mxnfBv+V9xUXt40Hq2sfHRBl9qts15OakTa3xa29y3aoCvOeY+kXfmlMvsrQs88hFnm/tmfdpPffPO+Il/in/k2v2T9sjsi70KrAKrwCqwCqwCq8Aq8KcfSq7k4GK6bRV4rwJ7it6r4MavAqvAKrAKrAKrwCrwDgX4W+f+Lf0JCnv/Nvzks2urwEsU2Mv/S1Ran1VgFVgFVoFVYBVYBb5QAX7VhF+x2bYKvFeBvfy/V8GNXwVWgVVgFVgFVoFVYBVYBb6JAnv5/yYbtTRXgVVgFVgFVoFVYBVYBVaB9yqwl/93KHjvP7/xD3Pu+bwkff/F+Ev83+rTf0jEv0T3X8+/FY/fTey/lgeH31nsv5JvzrfmuRWH/s13y/ejbB+x5x/F5QoHjo/W/tH4rc3/Y8VL9/orzkX57ngVWAVWgVVgFfgqBfby/0bluTxwQb5q9+xXcXP99L+tmj4fPfd/SfUeXC5hp3+YxA8D9/5R03vyztjP+sHJvJwJ9v6ZG/rPH8o+mi85Tvv/0XnE++xzZd7tV4FVYBVYBVaB76bAXv7fuGP3Lhvv/VtzaX32JYq8Vxd3Ob2kP9X/ET9UvCR3fT7zb5/J+//aOxcdt40gCP7/XwcluJB2h3o5B4p37gXk5ey8a2VwogQIA++rvz5nnWc+H93NV+eHwZn/EHRGT1/NaPFGYARGYARG4BMELjn8OyQyuDFkM0jkr+wMFej49K+LDMvq2JFd+KX+SNaWndjGykGGmjwnnoOO9tSPfQ6ByPqwvzqs0Hf2nrl5frSsx7xpyxn1sZuD3TPOZcue3Nou6yOH+czBWd4p5yzz3oT6nw8l76wpY+p3b6dme8DmnTt4lDNZZD3JG3/zmxe5OWDnkmvGUcfeNeV36J07si5jdz99n9qRP3lyjpw9aEvPef7q9xYf8svA7zic+SiTp/uAR+qJox+7vJ7Z2QP7q3Wnz55HYARGYARG4MoELjf882LmRc2LncUwkDJDRb7gGRIcVhxifMm37IvcCyGuw4x51XGujjN8HWaImzU4ZFgz9vgqO8wYmzgZ2/OjnX6Ng4+9Yosu5fRHx8eFnbK9KmOT9fJsr+jgZL/t2yywtSZt2VlZQ+fEr3MSmw86lzGVH+3Esxb2ZP7oDp7lhAU2rKwnn9GRI/tS377K1Ie9MvcjE2PZb8v4vXpH+Hr31sTuIlbKnlOXOThDNo427vRiDJ69B/T4pKyPumQgE22SffaBnnqwZ9mXftiqSz9q8RxbZHviPOt8VLd5to/ACIzACIzA1Qn8O1VdpNJ8+VoSL3xe5rzcezDJlzp2yLkcFhwGHEiUtUXGlkUM8uRiCHAoyOEBG4aEzpv+5jQetjlweH602zu6jvNoGGnbrr/zZ72ZU+bWhiwnznLgop6Om2zQJydzPuLRfSDrZ0339szXcf5PTuJSQ/bSLJCxy+ERFiljk3zgCk9X6siXOmw4oy/OkwnyvTvC7xGXjGsduWee/J6kjTE8a/bNRTt2YibXZpI5sw98YZt8sZVR5ki/I72279Stz/YRGIERGIERuDqB3yfcC1TbL3tK4ozFi52XdX8YknhRH73IjcdAhJ0LmSHAxcChzN45kFOfQwa6XJ2LvB3PWOnXz/Rk7+g6BnIOSumPX9tbM7nTL/PI0VjJhTNk4yDzrHyUM2v0LvDLnNRjDPO6c959JBPtjnbsyMN65w5ezWlM7puFX95r5kdPH9reHGL4Tx7q9McH316c4ffOHRHDuDzj23yPcpkbX+rpnOrZ0efftaP4+B+tzk0+VzPKPrAhZ/Pl3PzG0Q7bjK/eXb/c79Wtz/YRGIERGIERuDqB/04UH67Y4cIyeEE7UPVwpQ07g0EPDvh6hi8fV8s5gOaz9rlnjeTNQQe7HIx47gED+ZUhgvqNTU1yIIf9sveiN/3UwYF4LHTp1/WmLzmz1paxVZ9czOtuvcqZM2Ogt359stbmYLyj3bsn16t38Cxn3x21ei/dR+eknuwlc+X3nF7Q6Y/OZ/vMnvpOWu665EKs/F4gy948vRuLerKXtMu77fvKntOH5/y+H8nEJT/LODfh1x/yVZf1WTem9p/xMiZ+79SdNex5BEZgBEZgBK5O4HLDf790eVEzkLAYDnxxp8w5i4FEW+T0PRqI9MOW4UA5Byt0yMRymMga0BE7V+bqWNSHv7nSr5+xtZ/mQr1ZR/ri45DEOb736kefefIZXXJB7qEv5a4RGT2LfrOmzJP15uCWz8agD+yfrcz3zh08y0lP2QfP1pMsMr+1You/C3vl5IG+v1f0zRnLGpWJm9+nrAP7lLsu4uprXGu6Jas/0D27A2ysjeeMR634H63uuZmkTM305eK5Ze8FG/ukR+3sl52Vd/lO3dawfQRGYARGYAS+A4Hjt/CHK+flzMuaTw82vNDVsfdKXb78ielLHp+WOxYvf2M5LJjLc+Jh56CjvmM78OCHPXoHLnTtb5yObV52OWjbOzm015Z6e/jDLxlrS24WMXKlTLxmk3mNgT958dU+c6JPP9lwbj36EpMzdZnjdvjrjx4kH91B+hmXfEc50WetxHV5Tv3UaJ3q2zdrbx7tD2trYs/vDHKulPuOOi5xMi76rCvj8qx9n6fcvXT8rC/9yJt9tdxx5U08/LLu5uVdtB3n1pf+1OU5u3bWyxk5tkZgBEZgBEbguxH4fWq4YPU//SXLMLIh4s++eHDLYfHPoszrHQIMwQ7S7/jNdgRGYARGYARG4BoELjX8+2udwzCDXf6yeg1kX1dF/wr5dZF/fiS+I/zyu3UuAf5hfGsERmAERmAERuD7Erjcm5x/9c6AwWfD3ff9Yq3yn0XAv5f5n2T9rA7XzQiMwAiMwAj8HQQuN/z/HdjX5QiMwAiMwAiMwAiMwAicT2DD//nMl3EERmAERmAERmAERmAEPkJgw/9HsC/pCIzACIzACIzACIzACJxPYMP/+cyXcQRGYARGYARGYARGYAQ+QmDD/0ewL+kIjMAIjMAIjMAIjMAInE9gw//5zJdxBEZgBEZgBEZgBEZgBD5CYMP/R7Av6QiMwAiMwAiMwAiMwAicT+AfDE45TbYi4r8AAAAASUVORK5CYII=" alt=""></p>
Explicación
<p><a href="/web/uploads/9143/04cd187ffc-guia-6-matematicas-grados-novenos.pdf">04cd187ffc-guia-6-matematicas-grados-novenos.pdf</a></p>
Ejercicios
<p><a href="/web/uploads/9143/ad78fc8976-actividad-1-y-2.pdf">ad78fc8976-actividad-1-y-2.pdf</a></p><p><a href="/web/uploads/9143/18c5c7447d-actividad-tres-y-cuatr0.pdf">18c5c7447d-actividad-tres-y-cuatr0.pdf</a><br></p><p><a href="/web/uploads/9143/d62955b3e6-actividad-cinco-guia-6.pdf">d62955b3e6-actividad-cinco-guia-6.pdf</a><br></p>
Evidencia
Evaluación
<p><img 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" alt=""></p>
Bibliografía
<p>Ministerio de Educación. Derechos básicos de Aprendizaje de Matemáticas. versión 2. Edición Panamericana Formas e Impresos S.A.2016. Pág. 69</p><p>Romero, F. (2011). Norma Matemáticas Para Pensar 9. Bogotá: Norma.</p><p>Webgrafía<a href="http://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/plan_choco/mat_7_bim3_sem8"> http://aprende.colombiaaprende.edu.co/sites/default/files/naspublic/plan_choco/mat_7_bim3_sem8</a></p> <a href="http://www.matematicasonline.es/segundoeso/ejercicios/Pitagoras-cuadernillo.pdf">www.matematicasonline.es/segundoeso/ejercicios/Pitagoras-cuadernillo.pdf</a> <a href="https://economipedia.com/definiciones/teorema-de-pitagoras.html">https://economipedia.com/definiciones/teorema-de-p...</a>
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