Variables
ScientificMethod
Graphs and Tables
Tables and Graphs
100

The variable in an experiment that is manipulated or changed by the scientist.


What is the independent variable?

100

A prediction or educated guess one makes about the outcome of an experiment.

What is a hypothesis?

100

The unit being used to measure temperature in this graph is )_____________________.

What is degrees Celsius? 

100

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

What is 5 trials?

200

The variable in an experiment that is effected by another variable. This is the variable we measure.

What is the dependent variable?

200

The step of the scientific method that can happens after collecting data.

What is a conclusion?

200

In May, how many books had Lisa collected?

What is 30 books?

200

Brand of Shampoo

Hair Growth (cm)

Average Hair Growth (cm)


1

2

3

4


No Shampoo






Brand A






Brand B






Brand C






What is the dependent variable?

What is hair growth?

300

Oscar was wondering about the effect of water on the growth of sunflowers. He planted 15 sunflowers, and divided them into three groups. He watered one group with 20oz of water every day, another group with 10 oz daily, and the third group with 0 oz water daily. On the 10thday, he measured and recorded the height of the sunflowers. Oscars independent variable was ______________________.

What is amount of water?

300

Janet wants to know the effect that heat has on the strength of a magnet. She heats one magnet up to 90° F and another up to 120° F, and left a third magnet at room temperature. Janet then tried to pick up as many paper clips as possible with each magnet and recorded the number of paper clips each was able to hold at a time. Janet's control group was ___________________.

What is the magnet that she left at room temperature?

300

What was the minimum temperature in Boulder, CO in April?

What is 30 degrees F?

300

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ccc9OcdZqyHRX8EnRz3w19M8PqwBxzE0KEHfHqwX7yLyWvH68F+U2O/4YMnhsPzw716AGRe5nEWMey1+0qN2TygostsPAM+B/Co08tnD8tiRvR4ntFy+ZrAY9FPDvrEWHjoVxefPMt95l7Io4umB3Hy/ui8rxcYFjUu8Nwj+8Lzzl9+vOIVr9ieCfTRdZ/oa08P/O4Vut0veMuDLyLewDbJmQ8I3c2yR/nkGjO0OHvM2DxW7iUY8XKI7X/EBzcX+BUHbWuz3rgzoN3aqpe58sppXqy2NTiTR705eHImXk1sa8UXM/3Zx/pe3jrWHke51b10znLtKaexzyGf9HN1jnPak3vTuL1uygXvPWmrsdKeOeJ5jxMzteXYi7gc99QvfOXXl49tXn1tcbPXrE2tVVxOfWaoPr58fWL9zmxeDeysq4Vltdd15rY2sfxpra3mMFdMc+S7jmri9jDOJQ5b7Kpe7PTBl2+dHDX1xGiL08fu6U0d4vmsol19OdXXbx84jf1cEIutVnsUoy924syLw64wxVknN/OzRt2cVo6WnvXFkXdZn7XGYuCsfHLFq11bXvP11ZlavEZ+Q1e8fvHtQ95a8/Ka0y8HHL2pkd/DWLOX+jP2m0fz6vlnHTy18K1ryXXNvLpgmJu4OfDl6GOLg2+t/hEGnP3UI8bv51h14fh5jW9NnjGvPe8evuhFLzr93d/93fbOGf/el2+0+1zMe0bH3mjRi9eAwwDfrHN45HDJYQot3uXlUMi7y/yb33/5l3/ZsLyzCo/FoYbLH49GF66HEg5VLHrTj4MCXOYEyzz0wKfGIYODHDl0OHhwYOTwTAzGwwYz+2OqzPTWt751O0TCcc+YjR70JuceOL97RH9qLHO8O/vqV7/69PM///PbQRQN/j0uh33+3TN/GfD7v//72zviHF7ZP2byULuJXX1Al9nhcwAipj8XffmxZ/YDDHVwHApZxFzcBxj2lb2hP+8i81pRY9+oo4k++8K+8W9X+csAfPS5Nw5x4Ik53HHBca/QcR5mYB72n9cFH56HWvaae+BiYb1HsMT0dBljuVj0xmd2OGhjje3ZHDw58qmzsOpj6e/zyOw84+w5OO7ZHysHw8Xipwv4BXD85RK/AI5/v/7Q1V/08DnBPqDLwqJDDy5mUYc8e8HiXprfPfhu6PHBZiO9NevmzvpezJBzOah69ATn5hrvzaKeeONauWDYHJa54qYvBl7XjKmB3ZtBnWqscq3Xr+7kUXMerXs5NRo7b7XlU7M+OY3Bl9Na/Wrhs7TF1Ve3ufry5wzmi50+HHD2aGwOztSi1np5xVd79m6svpq1voba8urv9VJbrLMaa9sTzuRN3MTAVwOsdfNa7kNtPgeLM7ZXrRxy7UPcGrGrODDE2LmX4qiJM6cWeZc6xBMnZs+K185Z5LWfOS1c98r9JKemFvyRTvXEwcXnqg6+PVuXp5VjbI/avdpefsXd2zewRzNQax/vCx751tXRutdgu9TTiieeOXjWteTE4bOOatR7/5Nb/qpmTgu+ay8Phpqz4U8sz8jEbYmHP1CH716qp2ax6mCtz37k92pqTY75adUhX18cuam1yhVDfaW118NeWHXgs298E9fXfU8DXueCs5qjeerEvn7VRs+rumBYM+fc1rTN16fuah9yxdFnLvHmiyfXGL7PHweM1QIz78cceA4u/FvfH//xH9/e/eOdPb6ZB+MqnpwxsxRHjQMMi+9/OURzcGI2Dnkcsln45Hk3kX/3yy+QYjELPx7NvxPmAMxhgmcELQ7VfMNvP7DUOSCSI6bOfnjw5SDGu5QcJOnFYYUaBz0Oo1ws3nHlYMe71Rw8+Y3XPp/eIxZ9ZqEfsd/jE9vXAxzPHhgOr7zDxy8S491dsNwTNSyHT2ZnJvaBi4P37/3e720/cs3MaHG5H2hwgESDvlgW87DXxFx9JuBwgWEP4HM/vJuLBn3QZ0/AuO/Mwz2wf/7lAPfIPPDBwfdyXvq7B9RYzsXrQg85aDAbeizmJgbPwjKbeHWpgSMvH8u72OynB3ruCQ44n096sgfcP88Iv8yM++R5AsePTzMnPC/m4HDLPfK68YyymJscFxzyfE7xur/kJS/Z5uGZ9993w+U1cD+wvV98Fhh9LHMxN4uYa/1Zv0G+MB8Yihv68vryDjyWduDLz+Rj6dX48iz3cwfOPetfil+j/QPzfu77l5o2e3qTde41qN65Z/gmfR8r2HP3f6/n7H6q/f/Tvq7uz/ukxr1qzWup8U0+h02+6edw6o+swvESr3X/qLs8gJDjMMC/P+UdL37Ml0MFhx3e5eKdQr6BR4Ne5MHD42DCAYJDCXkPPGA98MAlT+zhAEt/Z0DPAxtaaMIBx4U2B3z6ceDl3x/7Dh7YHiC5P3RZ3i/z4NtvK44PYDiE8Y4f7/CyF/Qjz/KeOCg9dPUuIO+6chDj/v7u6h149sl9IOf9w+X+OEAxAzpczM3i3rg4hHFgdW+34tUH74HZ3SNe+x4KrfEOL++C8xcP1Hu/9EObhab7sSWuPjADc8HxXrkP5xPHfZF3Lnw4LO/NXPeAGgsedZ+1Bx98cNt3/hKF55lfagYPHDOryb2z3/xXWey3h3v2jcOyB1+07YvPPfOXFWjzjjqHYQ7Z9OWdXQ64/Cg7f9nxgz/4g9tBmNng+JcRzr7dwMP3QI4ZuZyxOPNwzC8PvgBdAlc5a2BbJ26NeLWKuRv+SnPmpi719sUXg994as1Y3tQsDkz7zdoRt9jpT90Zi29vMFws89rW9rTUxE6MMXZV35IPfxBjTu5RbA078a1xP1O/9cldYbsn9qsGvpi9+l7efvI7r7lyzcmjxirvOrP+uMKphVVftrG1xmJuYtUpR83mnKk1fPNacmLIcRlXr/65ujrl2I+cPjr65NVtjjzLnJjr7O2PU8uKPOzETC1iL3n+wacedvLMyaGuL88/8JxDDlj/MCMnT2svrbxi9Yshx5o6xtfV2x/Na6moRw5/1ozF3Va7mafOqic569pL1Zmrczuntjrm6NE+zeMbd66pIx9snx9ia9hqVaMY8uCKrY68iTE/rTr2oM6M8xkkB0Yc32jJVdMa8ayJsSZWnNa8uNpqTL+8WTsXy8Xqw6l/TkN8OfjeV/nNF18NeHKL0bdWXf2jmr19Do3tjYVvHzUvie2L9ZJfu6qRcxZ85uPgxY8hcyjlR5E5BHg48WDDc4oP3kMhOv36Ss2e1Dgs8W99OVBySONw8KpXvWr78VoO2xzswHA45IDnXvEuIwcxD04cWDk0YLn8nGgvuB7M8Lk8uNCLwy79PBzyy6ve/va3b/92lX7cGz05/Pg56TzdU3zqXCwx7oMHG2r0/Lmf+7nTz/7sz26/0Mp9r9XncMaBiXcG+TFYDsu8C8lfDPCOJPfMQY2LnuD5sVl6eKDyoAuee+JHk//oj/5o+wsIOMyIDvvKwoLjXX40qKPHPfC68JcBf/qnf3p6/etfv83Q14S9Z8+wLO6DHtgu7w/rZX9fP19nnyss2ubt4T3Yhzwzg+P54t9z/+qv/ur2biuHUQ6lPjfgWM4HFx592FPezfYgDwYeNXhc7Bt9nZmY14sDLZ8//MUGh13+n2aeMy7qPHvt6x6gg95qgaHeZd/m8B93Bb5zxyfiKp6QKQ7Fm5O+wlirndrE57ir+tShh7hVzRnAuJHF+4KLw1ZnzlkuWGIwXNWqhhzwd7su0ROjbd/61Pcw5pnTe9PHUq8WOZdc68bU1bJGbqVVjjysyzpWn32vLlhqzRn3GbCuDjxyM1YP6ypOPLmpaQyvOGNyfW7IOyN++cQsc+qZm5+bsw6OHBca6mips1a868r1R+vw9Fd1ctybGPDMSIzvtZrbGhrgxTRPrcs+5MA1FkceLVf1wHPJlc8XcWvl4YuBY1zNLbn4IE87OeYndfbpvYgVoxVjLE5Lr9bwJ6c5eL6uqzmrNbWJ5ba/Pla+lhy8alEjtoYt3tj7IGZNzHV2/VF9qsyMVnMrLefC6sPv7MTU+MaiixxL2xr+qjc5ZrNO3Jxakzv3xbr4TfDhD+a0YsWYN571xmDP4dFhPrHi0eEyBqd2c+Rde3nr8o1rZ69Za+xr0Lmtzx7MNLWJfU2oO3e5Kx49xKw41J2tPenFRU0e2C7xrdtLXGNwYpsHO/PG1MBymZPLbPjuizri5BI3R74cYvcAn2W9vJlT1wMABxsOQb/927+9/cgv/2cp74Y6v/dQTbjqcmAhds85OPBnCwsOdQ5sHBJ4N46DAYdt3hHm8ODBlhyLAwka5DnUYenlARdNDmr04OKw09mclx915oDHb67mHT7+jTGHQy4OuszMQQc8hx96oFMtZneBA0NPuMTcM4cv5mRuDjyvec1rTr/5m7+5/dZsX2t0qo0OPamjZ40cF/pc5NkLLvrRi5nhs+Dbg/0Bx/39xm/8xvZ/B6PF/qFDH/cQn/3noMZrg89hjkMv74izb+jA4y8nnM+90JKnP/eHNjOK1XdO7qcLnq8tWGZ3b8Ghw4LXPZJDT35Z2i/90i9tB19/2RU89oc6Fm0szwy+F/19DbZGD38AS62LmLyzoM28LPqhaY1Z7du9QAOcixocrAueHC0cfOfGv/1UyryykklJSPnzXDBz2WxqFddBzLtBxkfaYrToueTR3zW1nRGseLD4aulr1SLmctnHnPzVi0XNSx3xxPXVr6Uuzn70d6/VhGMffLHy1bBmvXlq4vXtQ9z75iHkftWBJ2elKZ+aHHL47UGuS11yczZy1RKjtTY1qHfRX23nad2aOePO3V72M1cevnV8MO1Zjr79wHet+s/nHrw98Ntb3+fWfnKwLHHU9We+Mf5eT2Ze1Z1hK159IGbZz3t1RvLWzG2Eqw/G1s1jyaGlvrVinV0dMLM/OThc4vCr2xp410qLmnr4auKz1BLjjPMPA7Dlgp/L+7emljF4fHWaNyeG/izy8963Qj7IxboHKW+uvewPdubkiJl7IIe6XHNwzTGvPpbYuYqXwx/e5LlcctSxpjZ6rMkDby/rWHXw57JmD+r69jFHXjyWebrcM/ny5BDjW0ff2HtTr73M1TobOC+0yHcudZxBLFrkvMirKV8OWOosc2DVsrYBrj64D8TU4GjJ2ROfZc1vLq2T7+cCWPvrq62Gtrjez7xHdFxy0KhOe4Al5uLZRVusNXJirGG7qHfNmBocLmbufpe3yttbHLFa5Hx93BdyYNQidpFzqdFZuwfgwLA6g7mtcPUBTS5eby4OPA8++OD2I5r8+Cc5Dj4cZHz3tL3RnvvOQcC5PHDAoQ8a/BtaDlC8m0k/Din8iC8+B17e/SXnwY7DHT18LZnd/UKfGVncP4da9hSfi74c2vhRXe6Dd3m5Lw6mHiw38sN8tOjtgZOa90sNH116cD/cp4dJYmrcBz/eym/tfe1rX7u9g4sOWPhYffLqocNCx/vlgGZ/ONbxmQesc6kNhn0khu9fBsDxcxiOrxM49oaLvxBgfmbh0MvrxHIG8s4O38OidfWZ3/3pMwDO1xEfLS6XsTV1sd6rrz0c8Lw7/jM/8zPbO+TsO8+LPDDcq3MRwzcWpzaxC21nJWcNLAtdFvGciXu2hp1cOOboY9zcnBsd90cf3vLgqxDAo4UgC3w55I21ezqty2tuj7fKT556K6y5yTF/U3uvdG7St/dnf211zIFnEZsrbvrizZdnb3WMxdaKWeX2eCtO+Sv/HOeoPmvG0676mpv7ZV4N45UFI1+8tviJaQ1/xTnKy5enNX+JdaZLsCuMPW+qI29qNq9mc0f4WTuKV5rmtEf81s7hV/VVDk3yrbEH7oP12vqT1xgcOlOffJccrb2Ni61/rl7s9J3L/J7WTfPoneNQnxhi73s1Gznrc+apZb1W7hF2VVvl0HXG1lc5sGCsGWO7Wm9++mi1Z/1iZx79rlk31ooldrZZE6MVSzz7iZk1cGK1xdavfvP4cza19jgTX41ZI1ZH2/6rXOsrf3KIXforjDWx2r08dWqzPmNw7NkqT83FN9/FuM/UzWvlWFOfb7Y5NPEjo/x4MhcHJ94V5dBKHQ2+4fbw0L72xKppDyw88hyoOPChyyGBHzNFh8Mu/26Sdx3pyyy8E4wPjv4eKpiHA7n9PZz748r04MeEeQcby2GXH9+lJwc2Z+F+0CBmMR++e6W1bo05vE856P7Yj/3Y9guNXvrSl97xTq86tfCI6e9qXb819sBF3as5fXR5nZzd1w+OPbG8FszOHjET90bsfOq1NzWWOWI1yeHT17oazkIdTnt4L1hx8Mzj24Mcz8WP/uiPnl72spdtP0XAO9b0czbwXXDmag6/3M5Ynhzs5LQGp3rW1JLPvc4aGO8VvzrErosPvgjYBLsnqLBWjnGttWrZpzk4YstfYZpTS25rR5rg5dhvcs3XliPeGYpb+eXiw1MDfOvl72GaL376e7rOIB69FdacdWN55yz4ybl09nPa1quv9rlc6+gYT76xvYptTl+8duoWZ605fSx1dYj15RlTO1rqyAMrV9sadWPr5LqaV996a+RWWnKsyS0ef2oVdxP/XB+12k9Oc+D8wi8HK7a5+tSrM+Ni9dWEh2/cL/xgqyt32iOOupfooAv+CKvenKH5I/5RTc05w6Uc+dhLOZ178qqBL9a81ry2c+CTtyZnYhqDPcKt6qvntpr4qxl8do767ek0j/ZqLnuCbQ99eWqpsXc/1ZuaxKt6c/r07wz2VxOc2Nbq79XNq48lxz15eJqY6soT05p+a+Ktae1rfLe2vapBnh7238NNTmN9uH7jX5369ilHf2Xhypdrjhif14R3PPkvbjiEcmjkl17xLikHTfno89oRc9DgoMS8e6+nn1feEwctLg6naPALlKjxDiWHVA7CHGp495FfMsSPDXMA5iDsO8BweTeXOdHg0Oa/h4XPIZd3MPltzSxmQJ9FL+/ZeyJmfi588NTEwXF+NNDycEgMjr17+ctfvr1jzr+Z9pBuD6ya4O0D3zw+S4646+z1fVBzr82T82rN1wec7yr7emCpY+3DXyBwn2i4B/aQR+w+0dP9RItFjsX9qwFeHDUxzoyFzxws59mCqw/UyWF5BnjdH7r6hWCvfOUrt7+o4RlBX5w89chbw3a1Rr4c/eL13Q8x2GrbD3zz4tWZ/cmDQX+1Z3fwPvu5z37u6tbM3bJtUh9AhzEGU5xDuam3hMMH74Oijjh4Lh+CqW+9+fpzTmpc5msnbxWb897ob85ZVlZMeZPrLDNPTK0vJLk+7MT0sA+xvcr1tfATTRx2LrT6GqDTB7Z1e6FRv/OoT715fHXFaMVp4c5FbZWfOGP7qamdGitdsWqt7NQxlqslP32x6FLrvhCLpz6x5Fjkra3w53LXKtcfwaqlduv4YKpZDlxin7t+HsvBcllrH/Ltb+/JnRj7iicWI9darTWx1MzhN9+4GPz2A3c3y8/3PgPotBcxvczpd05zYuRgm2sen0Ud/vw6UP2pcc28c6/ElFffXnKnlW9+cs1rqcOZPOpyse4xefYZvHVyPrf4zROr3bw56ixrzeMb+9qKg2Ot/OmD8TVRA8wla68Xmtb2ZmheH457Z8451COm1npr1BvXl9fc1KPmDNRY8Mo56n3N2P9YLih1nc1e5veUZr261Kw3r28NbXNacit+nxH5cOT57DSnFpZVnjF48zOnNnmX2KM+K6w5NatjDWse33smx1WuPjiX3NbMFdM6vtr0s8b3VRwk+fFXfkz4DW94w+kP/uAPTu985zu3d0w5QHFA4vDKYv/RUQPfGIzfp+FzGKLGsv8WXH0w70EaXbhYDpr4cPheGy3nhU9v8lz2J18cebTI6atB3vnxna1a6LGogXUechy8fuVXfuX0y7/8y9s7vRyC7QMOHRfc6jqDOSyYLuchV3zj4tHgYM6/1+b/COYvCXhNecfbe8XyWtILLPNyOR96YFjk2Ft7k6eH++09enCGQ45DKlx4cuF1UQerPnWuzmEvDrz8SPOP/MiPnH7xF39x+3ficFnqas3Rt7kZi8M648SYB8NCj6t549nrmnHnR3nacvS5f5bx9OE+cDXGBjr6UIHimq/fRjTpkMWR90XygRCvLb6964MRr6XuC4tPngW2mnK34s4HuJOzA72VFm/fW4U47S1OXmCbS331gk5c4zl3a/rn+oJjJucCL0efWvdabbmNj3x1J8beM09sTbvSmDli9hLLNWcn5xcmnksuciw5W3D1gRqL/lzituTDH8zJdVYtsH7xYh515YIxh1+t6hQPjtU6/gpDrvrXzDs/gqmWVfJe1HuZB4tfuwVXH7h3ln/Tiw92zjp7qwfemv2sTQ2wly41Jr699moz31hddaiZw3LNz3XvQxwccuaJ4fAHsH9DTw58+5BbrdmTZ4GrnyfwfI2co/3VtZ/WfGfRV0dMrXytWGOxahljmZv5qeHD4aqGvrzqwvFz0nsGp045U4carwOfx+LB4KtrHuuaOq2JuVur1qqHs6ktlhifOhezd4mb+WLq21veqtYcOF8DfC5fU3Dq+PVDbnH2tDatGjNfHj1d5MvBL1acGO0KA3aVJ+cFBo3Zh5h9B2d9D2se237w5apPbpVXA5yrvrkjO/H2nBxn1K7qUwssc7NWutS5qJU7ea3ZF8xc8nz2fEY4EPFvb/nxUd5txf7hH/7h9i7w31391meW+4sGfOdtb7/mgGmd2Jw6aNLfwxNfd6ihzTvO+NTRIVcNuCww8OjrO7Lg4ZGH15ngkGc5N1gx5PkaKI88OGekB4feH/7hH94OvvwbZTAeIJkRfTRZzm0vctTcC2KXGCx1FvfHIuf9bImrD+iQ976Jf/3Xf337TcO8Q84e+mPf6DAjB2EOxPybXt7Z599e84utWPD5M5hngR8h57+nQgMePdy3DXz1gfv2Nz+T66Hae3R+dOC7z8zN3lh3D4vhpwBe/OIXn376p3/69PKXv3z7qQDvg370AO9+uWfEXTNe1dSwtuI4K31Zcvb6VksMOXTgeoljn9H2giMPC2/5o84KaB1esvlzFjzNsXtc6t549expDv7MWduz7Sm3s5gr3z7W1DBf7PThiKemr5Z25qttTW1juOyVy7wxVv3miqM+McRgxDVuPzTFmDemJq84/EtXtfDnnJfqdA44xM3Z55z+rMvz3vnkMXc3s0194l6Xal6C637uzUzv1uZ89hFT/AoLjovarJeLrl9022Ny1RODVXfaiZErrvUjf+L3YvT31iU1dLkmdvbj2Vs9d+Lg+3yutMzZq7zV/MVbN2eMVQefOldz5rEu69UzJ+ZuLZruw9RoD/z2L5aaGuWAgSNv1qwf5XneWSvMKqfmRnoUPjjDvE/y3jdjEJubeeuOa10Otqt18sTN8VrIsSe46oknv1rU1aBef4U/ynW+I9ysdfZZu0l8yb3Qy2d4tTfz/o21zLPizTnF8LXJpYbWfC34WUdLvWLry9HO2ioPZpVf5aqn35ngNBbDXrsH+PybW350lwMR34y/613vunVoge/94/tnoK8XPTjQsNR1Vqx9tNXofK07pxYOWC4OW8QczDw8wSXHYpZ+3XJOavjgmiPPQoMLvr340Wv+QuChqx+5/amf+qnNp2f5HBzRdH60Widm9V6vM7efWWe3r3hxWur08f7IMy8zqk/MBc65sLyuHEY5uPKj5+DRYT+ZlwMzvx2bfYUPnnujxgWed2PJo01sT+bgHXBw1NBHC5+c9+dc5NWmvz7vHvNfBvHj9+w9+mLpoQ5Wf84Brov60bKOXn055oyxzTmHdWpqWWMP5qLm59KKA578RQffKX4v497s1D2qTWzju+VV47HoP5L7kqu9F/eHlg/hvdB7tDXcCz+h2p+aV/P6co0fqb3Xeo90npvyj+a/pHaEueks/z/g2Y+72ZO74bhfR9yjmvzHomXuu5m9PPybfp076nlUeyzuoTM90rnh31RDvNZZao9qxX2x+Zfc1xHmqLa3F3fD2dN6tPPMfjfz3w2He4PnAWRqkOfQwjuZ/JcxvCvIAYdDClgOOnLA4hvPfWsen69Ffs9izRguPgcbah6S1KTGkqcv1rgWjhc4/PKL5f7cE3FY8hxIeBecX8T1Hd/xHdv/G/v85z9/OySiwULXy57mN8A9/LB3D7bgMO4szsB9sLhHFnX2mNeT+2L1EM87xvwfw/DAYTmQ9nDGc0LNhaZ758EXHu8u89u9wdoXDjXwLHqjjeXwCw7Lb3Hm+SNmYb1m7w3wRfTBe3IPjI9uYfn/+CpQImKrfDH4bQp+xZkYY7D2kUfsJ1J7iTPnw6AWeTXwmyc+WlMb7NRSr/lqrjTI9SGbeOOpaS+tdaw5ubXWxa+wzOMnsdwjvBi0xJnzNSBe9TI/edWyhlVjvv5i5ImTM2PxWubQR5svHN2D6opzdqxrVZs54s4Dl7i5YqxXx37OZbyyapVvL/Dmm1NHrvGeVcO6Ws5HXYz7agwH37yx3MbNga/uxBEXT9zV/uTBdrU+a8W1Vo4Yc+KI8fu5IVYMVp61xvrdM3BqwleLZ5llvAWL2LyWHlzytPYQp7VO7HzWVjpi5GHJmYdrTZ0VZoUTv2fbAwzx3EvzanSWyXcusdgVfuaq4/Ms5kizPHuucta0ahNPffjkZl4sFkz7qGfOWKyxdfJdMw++HHwx5uH3GTRfHH65cGZcvBrgusQ0t8KSYyaXPPIT35p4rTXi8sgbT39i1cJWr7iZl2MP41o5YrDkzFcfv/thDY48c9XAp+7nAhjr5OcyJ691ef28FmcNPBrqEFPrsj7zxXCv9vG+4dlHDb4Wc+h4z3vec3r729++/btRfiTWH5vlx37VUR8NNOeM6otDmwMOq7U5d3XAUjeH1fc1mPcAxz9T8Flw6N1e5IiZ3R5okicHnncb+a3Nr3rVq7bfKsyPhHMQZh/AFa/GdcfbB017gudymSeuXxx5LnJ7GPjM637gG5PjgMvifvoakEOXnPfR+fTtjyY5LjThcLGs6Ts3z9K5pf7EMZf3bF/6sOhrjdh6c1MXDDm5Ys1jWfKsN7cBrj7Iaexs5rTVFeMMYKoltnnm4Np9x1eSQBsT+wKZ27NoOJx6YNFgkfMyN/HUO0N10ABvvXOBawx2LntOzYkjdo7W4Mtdac0aXGe1NmecdTlYZxCDhU/eWvHsTfXFuMfwWeLUJacmvrj61PeWXHj2BFuOfrWLsd4eallz3qM+K0151tS1V/XJiSc/a3Lcw2LIcTUnX17j6XtfYrHFND/9iUOra8bUysFv/+LFaa1pueeptyWuPoCx3mdTbnH45rHl2ts5wXavrcsrzhoc1ypnrdZ5yOlPLjGz2Lt/AwyPulxiFnF19PkDSy10yLtv1SlfLjm4fo1oT32xzIDfmJy9rMsjdpWDL6Z5sOaPeJMjFq73wkxHWvaqFniv1sVMPeLWWnc/1cEym2vOp4517Mx1tuL2/MmfuM5rDY7fADEv37zNewEjF7uK1evMxVFHn4s8F324WPCoYc2BcVFzOZ91rHOZcw5jubXU5IJnNUfcPPHRUgsMvt/wGpPrMraHODHmuXf3RAw1+NS4/Hoix5qxPPLNmbfn3Vg1sV3MPHu1Xl+utjV9tYrRp4YvBo79i6EuVnw58FonZvX5u85cf1SDOq83nz/2mxaGeH5k9rnPfe7pJ37iJ7ZfdMVBmAMw7wKDQceexN6Ls/k8qDfvoTMe+fDURIulZnntL0csllnlO5t7wuHMe+E5ZfGjtvzYN+/y/tZv/daJd3ntwaGPHuqAR9s6scvZie1vzZy9jbHwXPK01onN1TKHNXWwXJ3ZHNb9kUtsXe1irBVHTqz9qfv1m7l5blxqUGf5tV0dZqk+ms4vRi0tGGqrZT9rzmqsdXZjbXX1q1Efjhj51JmffO+rewIWjHtWzvIdX8WxCM+mblhxK19ub4IhG9dfaZhzhuLNrfqAc2PU0KoBT9+amsYrK4d7cZEzb25lL9Hfw1QfDNd8LcRYN2YWfPJ+chC37rzmtHDkY4mp2aM58ns8cCz18CeWHMv8dXQnp7mpteovXgtGHr6fOPbUisfO55acGvguXg/56lIjxyVHjDzzK6yYadWY3Mb6YtEwh7+Xt2a9HH1qXMZw6quBZVHz6j5dV68/ll9tfer4ruatVZucn6dgy1UDq05znUXMrK/04JVr34ktprrTB8c99L7EzHurJj6X/eVMO+eirg49XeaMVxatiWtsL3L6Kx1zYPyDixzzcMGvRrXaT52ZAz9zYmuLE99e+tbgyrFGjjpXc+Kos1ojVnMvD6avD7FLLnH5fk3CkpePz+Wc6pRrDqs+doUhbw+1i5t90LQ+/3xiRmvg5vKejjBwqDu3MdZZrM1vnsB0qSOeGj55Z9DKY0bWzJOrDrh5v9apcc2DLxoscdfRupe1u7Xe5x6/M7gf5oj15TdHzbpccdNSZxXfmDx7pU771IejlvypSZ4lDl2eUQ8X1OBYl18L3v866E/+5E9Of/zHf3x63etet/3io6mN/tR0ZjRnL/tupHxovrOQ91Bq3p7UeP6I7YXv1wnluXfy4O2j9fMXDj9iy4Gf/+P4hS984elFL3rRxpufY+rYE66z0VNt+5ubmMb6crHmqkOOfuK8L/Li5XpvnV9eNfXRdS/NYe0Bt3z6tSZHnP3Jo81yRnzq3suqDma1nKFa5sA3r+9M6hFT45KrlaNWYzFTx7ic3lP7qGddLtrsJ6t9Hrga8+r3Ot/+RlKCQsbnbIcQu2ra5sXpr+zRLOjZh5sutn51m9efc81YHDr1q7vnT7za5o3lmzfWkheL9WpdvzhzWmvG01LfmwHsubp69pla5sWp2Xj6ci7RmtypX43VJ8W8P+L5bE3NVbyXa95ZtK3hHy04zObeiG1cXevayT2HhXeEUbfWWVY8a8Xji6WuL2ZyJsb65Ml/tKxzdL7ORF6MM7VuTjuxzU8ecfX3uGiImxrqk2/tSEvOJdYZz2HB+YeZc2hX3KMas1uvv9IxJw6rb632qFacPnPAcc3Y/N3aaqvhvRNTX2HEasWUaw1rHV+M2rxurYPp2qv5eoOdGHtUR9/a5Fg/suc45+qdmT7OYk/jm+rIx8Jtn2qpX/z99Ol91JO682mP8M4qdsZwZw1Mc1OfWusrzVVuxRGHpX7u2Rbn3Bw0+S3G/rcyvNPJv/V861vfuv2/ufyWYH+MFq4HS3yX99P75PsXe1jHFgOfHGvmt+SZD8yiNvxq0N+9AOePb/NvU/lR5pe97GWnV7/61adnPetZ2793Xj2/1XPO1UjFUZ9Y4mJmfaVZnXLFTg0PvDMvflo1J949m3hisF6to0VeTWvV3ptPjrrEzal1iW2/4tU7l6O+p1EuvprFr2anLnZqlGtt90edBWBXxNbP+XOgR6pnP3WwPkj2IqcvXivP+JHa+6nXe8Dn8n7Pzb03V/P49mj+nDZ1vujdlHOJ7t1ibjoL990v3O3rPptbabtvYKhzzVxj/ZWWfY6sfDGX6Kww5rTVmz2saY/qszb11SB/VBOHLQ7fHtMvB5/XldU/aMvdimc+tMcK2tlab75+MSuf+cQ7v7H34T2s+OTAFyNfO3mX5NFTkz9Y9e03NWfcHuXWn5xqy8eWY37FJScW658P1Zj+no59tOoWT616ra38lQY5e8DRL9Y+K81LcvL92m2PS7hgmOWSOcH6zOKz5n1cZ68/qqm96VzVgmsvdRrrl4Mv1ry4mbeupV6MPOu11sDrU5dv3hqxOffTWnWrMfMzlm/PvfpKc3LUUsO61vxN7b3grzTMaef8c05xM3/0WshB24scn3McgPmxZ37895nPfObpqU996ultb3vb6QMf+MD27u8nP/nJz/s3n/SujvroMYc1LLF13/2Dbw6fBXbmriu3sd5j83C80Ogi5v6e/vSnb/f1/d///afXvva127/r5SDM6kzE9PDPOmLW3lz2s25cDrXmW5t5aqul/iOpnetlD614Y21nAEOeq3h9sH3NxFcDv3xrEzv7z3jiiWdObS31rqnZ2srfw5vHOsPspZ6Ys/+Pr6IQFVNcMa1149oVZ6UNZy+vnn2K09eCBdcHwZx8YvHN4ZsHw1rlVphr9PXHWW8N/6hOP2c6wqm5mm+PP/WIxaKnr7WHljxfrKzDn5pisdbEk/OLHa8PeTHUiiNmtX6duf2xtfoi1KOm7/xY/5Zs4p1La127ys/+7SlvWjnuCbGX807OXly8GmDN22uPP/PyyMvVkqPuXoqxXm59671fuEcLvrw9HPWJkTfzUwOcM6ojd2KPYrjVmlh7kHcm+9SKE6OO+o31tWCKm7E4rH3sbQ1O6+ax1Zbf+spXr1xz4NHxmyDzxa40z+XQdD4tHPVXfnF7+nOuydmL5VHn2e+fTdScS76xcxhrzV9q1QXf3pM/9eX18xzOxKkDnhqX3D28GmLlqYWthvnm5l7avxh5WHuaM9aSL7d+Mfpa9bTOQeyfc83Jqz5+Y7W05ehTw1/xmitePa01vyabh2/N3IzN1654rZ/z5Tu/Ft6qv3XnB8Nl3hi+Ofxz6xzW+uylrvVafA69/nbj17/+9ac3velNpze84Q3bf3n0iU984o4DIs8O+qzeB7G6/dzsHoBhTR45uFzWtP7lptrkJ5YDrn1a453dn/zJnzy94AUv2A68z3ve87b/ysdfYAVPXWZQA7+Le7amfuv45JmtfnNb4S4/0LtfI51Z29pRC/Fa53Vm8lPL16G64MrVJ19t/dqpJ0cMfdSzJzVyEyNXHBj2qrjej/nOQK79jCfW/MTaWyuO2D4+O2K0Yj/v3/jaXFux5hSyvqqRM+9A4rGtEbsmjzw30g3AB6euWmpYN77Etm9fvJUWuS7n6xxi+iKga16ssXrmjbHkwFnrfNax1Zoca2qAP1oTb//yO4d7UJ6c9tnLFUMP+4AvhzzxajUvX7tX6z2gCc7XrJxVP7XlEU89MdYaV9M8fPoag8En5zytTQ37i6lWc9VSXy1xxlh0Z77aYHwG8NXHL695a+TMiyXW14J3lUMOjNfETG3x2PYxXuWoddFLXfN7/cmfW9VbPX+rXjNHj/ZSk9eumuadyVhudctrvr2aV4O6eaw65skVWx/MXPP5E+/zDp7c7GXOWcDVl4edqzPWX+HMOdfsQZ3arBtTnxxi923WwLuoVcc8trVqka/mHr95/e55e+GLqbYYc8xhf/FY6+LVW+XF+C6SGPWomxPb2qpOztmsrzjomhe/2hMxaLmciZp1c9Ut3teNHBjxxGpMvT0tOCx51avGNer6o/2oF18d9ciJx5qvL0Y9MVhz7WPOfuoTs+RfR9cfZ7/W9Odr5z63nzr2sLf5qUUshmdTLQ59LHtuwdUHMPyiq/e+972n97///du7v29+85tPb3nLW04f//jHNzzPFr84Cos2HCwx+vw/sc6H7goHnt72Lx8OsRd6LrTgOD8YFj+eTU9+WzO/vOoVr3jF6TWvec3pJS95yfZj3fC6Zr/Oa9/ivUf7Yfc4M1+d1si7Z8XUF29fa8TsA0uM90hsTjxWDWvnesv1XuWbR8ecmtZqrWHpKQdMa8TW5r2AsyaOnHxy836s7fHUbL3a+HsLjvsPZmrIc4Zi7CvmjoMvRQGzwV6TiuPbtFpysdYdYPKJ6V0OsfOQ91JDrDHWPquaODHGWHvL0xa7ysEl75zgiZszxl6y7KktD9+8ve1J3Fp7wXNGedbl2EdLfaXd+sQYY7vg2Id8ddWzrp246uHLm375kzPjalDzOcCn1j0zh6WHfcDh+wWkmhNjjAU3v4CoZQ+1tOaxR0ud9sOnHzX1rFfL2ZoTbw7M5K50j7SsqWU8e9lTu6qrYa1as6bOyspf1cyh5yq+eevTiimvvrPKo9Y6eTDmqoff59XXWgyWS6491DSmPp9LNVZc+Xs1dbFi1CPXmYsRi3V26ixy1om9r37+todYLRzWXm9qkw9XPPszMVvi6sPsIc4ZjcVjyylOrHVnIp45alzORt1ce81+4sS0hznsKu8MrcspXhzf1LKcUaxWjrE87ayDaw4frPhZn7rEYn1ti1Fb3X5e+Kz1XsRXQ79WPXL1xUwd884qbzWzM04N47k/atkDa58jjngwziHPGaolBjx1sWDIcTWnvlaesVYusX3Juao589bIM5918mpVx3pz8KqDXxyxuebR56DJL7/i4rD7wQ9+8PSOd7xj+/e/7373u0+8K/zRj350a+eecRDV16KD35he9CXHjH3XlRyfi7zLKwa879B6f+TA+e+Q+W+IXvnKV273xy+w4p3dF7/4xaeHHnro9IQnPOHWL/7ytUYHDd9NNlbfvTEGy8WixmJWc1tifBCnrQZQ89jWzCtnj5m3jpXvTHscNaxXA99ZmgdLXi41c91PelvbnIc/iLW2hyun/ZxVK241jzWxWrHG3Sdr5TqjuZVFSz3ql8yMrnvWvhf9G9/VEOdyNGHINjvHsb7i3K2WmvfT+mIwt7N3XnPam8xS7Zvw7gZ7N/Od69N9EOs9Gd/UMufdajhP+av7njl7zvycXRz5I2xxU8MZzR/piDmyvVdwM5bbPD0v7XsJrhj7NOdc1LioaZ3vUlvdPf9SrXuF27vnc/qd/xx21u25t49qi5v8VSxnVTN3pHeO31nPYe23sjflTvzqHpqbeGY4V1/NOXNHGquek2+MDn/g9xuK8u2jbU2NVc7aTeyeDr2P+l/aA311jjhHcxzxLtFe8eHt9VzhV7lHqnFu9qm/N+9efjWzuT0OPY/mkleMObTr20vb2rw3MNWUU5z15sCha03etH5zb95Zypu+uhwIH//4x2+Hxic+8YnbO6jPfvazTx/72MdO73vf+7Yfjcb6fwB/6lOfOvHvgT/96U/fOpCqxQGVPn7Dj+0szoAV64GW2cHC4Rdx8S4zc/mLufi3ycT8mDYHX7D8O+VnPOMZ2y+z8t/yugdY+80cefjO1jp+82BXOhNTnvgVxt7gxeGzWrvO7H8EW357yVrVzWHhaOFYk681rzVvz5mn3q//4n1L76sAAEAASURBVLFympt+MWhzmdPCWfU1b01b3ux3LoarDli1mltptC5nefClKKCklSi5PYwae7yjvNw97XJXGPirfHl7PeC1pl/uSnuVg7Pik9/DU7vpUku7x6dezN5skz9xMwZvrvrVsd5c/T3eXr5c/CN9a0darYE31rZf6+bB9Q+/8uwvVmu+WGozFl+7mqF1/JXO5DnD5K5i9abGxIqb+cbF4HuBwd+bay8Pz1q1yc8lzvw5/DncpXx1pmWecxrWnX3FmRhj7ezbuBh7NFfskS9HjT2sOOoTa6zd0yCPTnHqmjM+0jhXQ6M6N9Eu71yfWb9Jn8l1ZjS4zs1xrj71G8N11r1e1uXdTb8VZ5Wbvex5ZFc65o70rIld9aAmzrp4Lfn64vZssWg33tOamD3tVX7OL6aaE9Na/b351FxZtafOCnspZk/TPNr46KnZ2qq3nFmDL1c9Y7DmOAQ/+clPPnEA5h1c/t0s76q+613vOn3oQx86ffjDH94s/xfwRz7yke3wy0H4M5/5zHaQtS86LHrwfQkXB1wPxOKcgTocfts0B94nPelJ248xP+1pT9sOuljmMubf8bI47HLBn9rUe9/E9sNnzdgcvLnMrThixWgn1rx4rDktuckjd7Ruit/TOtKx5j4TO7N2T/coXx1w9rmp5tQ56tma/ZqbPrNcgjuH2XSuPnz+03XV0bTWIRTFWsOaF6c9qoHZ45Wvj7WnOfmzj3lxR7aa+GqpgTVXHXly+MTvkt9cfXnNTY59ncGe9NIvX7w5eXuxea39q32Uk6c9xwNXDLH6+CzqXOaxXJN3jb79UfztzG1PrrpYL77Yr/TFqjL1qa+WeazPxOTKE7tXP4eDr4ZYe1rDVr++HLHUvKzVzl7Uqtc6/pylWtNHR76a2om9aawuPP1qm6NOnovcxEwc+EuWvOqVZz9zR3g1wIiTZ43YGn9Ikm+tfrFTRw3ycrD2NleefyiXgw9n4tVXsxyxYlpr7ihPzb7qkXNVpzNQt9Y8OZ/piVFzz6pHHc3qkmu9GHyXewuXNTXEoTUx1Z81eNatqaW1TryHEYsVL9aYGjni1vSpd5WH7/6Lbx1e8/rVw5dDXd+9pU6ey88de4qtLrnqwGeZv45uz2Uspjh1Ogu920++sxjXWtPCV8Oc+NbM3cSix7XSsReW+8Ceu7dymGOlO+eDI48a/h5v4sCD7SrGua1PrHmsffW9VznOBI4aFn2+BzEnBg0wHH55p5V3ePkRZA64/Eg0lneEOfxyKH7jG9+4/WZoMPB8boj9MWXwvEtsT//d8FOe8pTTc57znO03Tj/44IPbO84ccPn3u7zDi+VAzMUhl3mcn7m9X3sSe8+tb8CHP5iHo18e+mhQx28NvDW52oflb+HBWcN37vKpi7EP9b0F1vmKqy/X2YndH3tpxWLVoKZP3liONWOt+WrJV6M18ORbo95Fra8TMctexuXoizFe9ZkYsdPCbS94PNvYPQ32n9lZ8j/v3/hSrIBNtNa0imG7bGAOfDnkZywWrjX7WsP64OL7IOGzJs/4unrnx5W2OXna+fCiJBafOlg32DqY5sh3Ueeyj7ba5HrP7TNxjelDbH98uMUQ8+C4VtorjvipZV7bOjlncD/R5uqSs5cHO3nqyhWjrnlx7icx/+YFPTGTo1YxczYw8L3K0cfOJb734xyrHuXLrfUQDw4+98nf8vYewattXzXMy2+/Pd/XUl01iH325LYPPgu8vjjszDmr+isMueqJrVZ9NcpRoxafBVf+vDfq6rSv+0POSy1sl88lFn1ez7mOtMU6o7G69vcbrWqJxZLv3K1VW37r5NwnNbgXsdatqed+iiNPzrpzGWPFaq2BxfeiPvey2KktH9uFjprk7VuM/qy1H7VzWtbVs6/7RB4M++heqmuttv3Ju+Cw9urW7EEMxznkadUDN9esEaMrF81izNdSL4YeM559iatB7DdM+Ht8MP3aKXaFV18M97XCUQdLDVveak/BqaMtp3r62nLJseSqdZ2986O1OZ950PoToxJ1rr6+5orRx87ZiOGYBzPj8nxGfY76GsBzVc+clpp1exH3z1axWur09Hup8vDbW98ezkgM369T3ova8sjzZzoxNXwOxRxq+YVTaKjJs+tBmBzvDHOQ9sDr88aPNfPjzLzL6484U2MWNLhYzkwNPS58Z1HPfcE6izliFhzx6opRT5wa5LtmTK361Im56DE/l8VTA8vlvamtbV/wcppfYe0NTv1y9NFjVUPfmlisM1hT27hYajOvtjjq5upbp8azRY3Lz4dyeBap+UzA9TXGB0u9S35zez5c9xOf17N6+Mzl56E69sDCv+PgK4iCS4IxdpVr82LVgsMGgJMvx1heMeSMsXLIy8OKIe9a5axh1VNn1sxrV73NacWipd89MEe9nOkXVyw4Lr84UnOpQTz5YqbtAwLHq1pyzmluD9TDGnKwzmyuOtRWPc3DmXj1+skFjvxccJvXVwP81CEnDp+1mrFzXaNuf9E1LgZNPwfUx4IxX97ecwNGnjrmsO1pXpy9yLuoqWcOS465utQxh545LJf9a8XIq21NjnX3gHj1OonTVotc9ahxzb2mB/lixVSPuhfafO7MmdoDjHwtuWqIJ6cvlpz4zRnc7o04OOTlklcXn0XNuva6cnte41qx6nVOa1jzcPXdT/XEr+6hGPnmaq2hpR45fF4bLDGXf0jDF7PSIlctYveTezBGgwXWPlvi6oP3OjHW92zxxZD3sp9181hr9HdmcM6nlUvcVY75cqjTh+VezJgaHLH2UKc8a2pozWvVUlstYha8vT8P1QTX14W8NfS8wNHPBcYa1oVfPpxZBytGO/nNw++MxdpPvPsoxnxnIMdlTuv9UUNnahujTV18e8lrrjg0vMh3PvIuZ7COlSdmWrHNtzd5NJxd/JwZnN//zJnkkNeXb2wfLKv5VbyBrj54f1gOoe0tZmU7C/erjlhyHjzMYd0b5sPHlovPAcL7w3LJwz9aaqGrNnh9rGseSuC2Ds5+9heDZYHnAmeOvDj8uXid0aM/vPa0Dxw01BWDJd9ePjfOKkaO/eXYQ33rWDhc1WodH97Ulid2jw9XPnPgqylXbWvkzYlVw77EXuqwL/KsYeeaOfdzctw3Z8DaHytefeJyyM9njtzy3/hSeKyvuXGP9Xm/PN+dO+Dr5yfJndVHJ3KGR6fb53fxE/hezYHOaj/38p8/0Zczj4Ud8Hm4l6+bmo/2/Z3r2/rq2X2k81b/kWo9lvnc5/2+1+rj34/X69HcY+9Hu+p9VFvhv1hy/tnzxTLvoz1nX3d97U1mgXPu8+RudeVhOfR4qCO2xiHA/uacvzF8nwlsa+KnFVNrL7WoWbdGrF9Ncc3pH9XEHFn4exp7+SO9L9fWO/Bo7KWv5TzgridaZ5cH3/s9vA899n73Wt/2nVnnIes8WnKtE6+WeC0c78+cdsU3x4sJbtXTXHXMydfa23jP+gXP+p6e9SPLXHuzNY9G+8zaUQ9qxVdndc+r3JGGvdvDXHuZm3byjPfmmPyj+Fx/e2mLN6dtjZ7kmyPey4EXi9VXB9tF3b7kJ0dsMaucfSbO/IpDrvXJpe7ngDXxxFzGUwueS4zWvFZtY+3MN8ZvLMcee7U9nvwjOzXpNXPqO8eenjxwXuYmx7yW+jl9MOC51Jdnjpi10lrliq2m+c5nrnb6xCx7Tf51df1RDtU93iq/9w1B9dCc92eumuU0j8/VOnwWuYm9rqw/FgvCuPOZ01Zp5lYzgW++HH1tP6/lWWvf+tSPMNTsX6z5I648+olb5ToP9WKozZic32/gu+xhjC13VQfj11H8LvBc1bA+tYxXWDnWxJL3NbNGTr84PzfMTQvHHBqrJQZcsfi+cwXP/ShGPWdzbvNirZM3p08NHnlxWjDTL596lxrlUCfubOLkEq90Zw6d5tj/9qqv9ipnDdve57Dy4Hg/PvPOpVULqy9/5jpDMfjqNW9OO/XBmuszOvFgzMGpXw18FvXOTmzuGnFbY4UT0xo593L2F3/OoteFnj2sOas4YveGnHXx4tQynnV49+zgi1iXzRyutXN+tdSR05o57Cq/yk0OmG7mSssZVnqr3NS4BNO5Jp+YGaaOc52rTx54FzWualFb5eTs2aM+au5xW1/dq7y9HuTnzOrMe0OrOTW19ipGf2LEaluHI896rVhta/h+cZl545V2tfDFNA+/NWN1G8snh6+O/NatVUe/OHLy9cVN2z2YGmLbdw8zseVQa+xs5ozV0Fq3J5bLvLozJ27qGE+r3uR1byansfzm0OoyntjGE0NtzqRmeUc5a2przR/Z9sB3nhVnYo8wnUFe9fXVmHjq5OSKO2cnXl3z2qkz8/BmfzDqlV/uqi5WnNb8nj2H26vfNE//Pc69nK17M/vNvW4sdpVbzWef8opb5eWAq7/6BhC+1zwAyMXq22/P2tN6Z9W3hlV31oy1cibe+srKoTbvwdrUM6/ejM3X+nX3Emx54p1BS955seLKnf4KQ26+5sTF8prPnHV7Ezsbfa3PGVbx5MpX22eu3DmzNbTsDV8NNbHnvnefWr0va1j74O9hqB2takycNezUbw3ejKtlzRyxOXWN1SLPVWwxxalrzlht85Mvrj2a08dWy3z1VvUVrxx14JbPs8XSUoP3wBXsdLV18jZbosBVkztIO0F51d2B3xpaLHbvE2OlIa99V7jmzmHP1au16m8O3NSyNvPVXPnyVrWb5NQ56n9Uay+1msMnj4b16tUvb5WXr11hLtGAJ3f1hdiZz2m1fuQzrzP7CUh/cs6xx5dnfca9FzCr+ipPzt5wyjMPxkWdvLgVRmxx5PY47oU8rXjj2qm9mqN86hPTOtrEYmonzjnE7NXFqV1rrT2rU3+FtfdKk5z1lU717F9rvRa9+c1F69MHj6a61FcztQ6GuBaO11YYH8TLsQeW2tQHJ0ZOLT6rPdUq7xp1pxa5zkMsF98lZqUnBivOnDE8ueaw5sRrrYklr29tj6uGVp5xrTW1sOT63FgTW3596mLJqzV5xcwavKlD7txSR9seR1zwcoqbfDHY1qZfvYk1hoPP0lbHOcyJkU+dmnVj6mLJ1Sd2VYeccfWK1ccWs6df/J4vVz1ic+WYAye2dXwx+GBmTL5LneKom8f3+Tc3YzDwrROziFf56+r1R95ZltcZZk4tdYmbg+v313Lto66zTJ6a4rFg5a16ySmm/PpzHmrytOTEacnNBZ6LewXHa1EN/HN8NMFMrdlrxnJm3hg95vH7odUcR/NR21ut6avVPtaq05z3IMeasTxxxlix5mY8MdUUiyU/9cmLmfpg9z7nlu/4KnC/bW/wfvf6QunPF2U1hy/qqraXU9c91O7hv1B557wX/e+F1mN1ny7dn86/tx/NF39pjxVuT6d5+jauzl6+mC+kfzT7/Zhrbz/M9zWk//2Yz17e34xnfs4068b3yj6Se967lznbpbjyVnOhczda1dXvPqPZeIUxhy12cjsffmO4MybHquZ15k4svBVGLDW/qTN3E9u5Vn1ar+4K2/qev9Jb5cqnfrf9qnM/fe/BOY3b0/tY1cDB3atV5376l/Zf4Y7uvTPflOu+lMc33cTm7D37UC9fvBb85Lam3sSYr7VXc/ZuboVr/W79OfeM1d3LW5/2HL711T61Xp8+Ez/rc5YZT/6sXxLv9aw2mD0cPazDWeHIqactrv4lM0+MmjNPvKd9xJk15/cvclZ9zD1wtVX6t6wCtxI3cOYwkzq192548ohvgl3x93I31e09HnHBcRUzY2eqJrk9nPiVnX1WmJkrZ9Zm7Ix7HPJiJvdexeo7g3alb617qX8TnZX2TXPOAg/f/uo4l/G9tHu9Zt4ZzRuvZhFz0xr4I91zdfrKx1/NYX01273O0Ws1w6qPc12KRwOsPDVnXL0VXt5N7ewz+a07g3Zi9/ITV81Za1zcSvtcvVr65ZBTV9u6uT2u+Wknb9b3Ynrbf6VBzTxW7JHeXu0m+faV5xzGtc51hBF/KfZSHLpi7YGds4CZueLvtb+aafaYmL35igPTeGoexfL2+pQLdoVb5dQt/1Jf7p7uKn+p9hFudX+X9nLm6pdrHasPtn651tQQR8xlLIdY7OQai51WrfLFWDOu3as1X7/cm/o30RG7up9L+so/hy3uqFdx9Y/0xamrhWNtxadmfdpqyCUnzty0e/XmV9pTp7HcyTNfrD4165fMDW/3Hd/+KMDqb2tp1OHwV7hiHM6BsXuDTuzsV41VTd2j/qua943mnGGFNzexnc+328lNnHwtdX1tc2iQJ+dlTjwxizqreXNbYedD8SuI/YtDt/cJj7oYZ8Waq/acC8zMVZMav8XQtdK0Ju/IFtu+1SXfGE6x6je3ws8ccTnOIq5WnNaecrBHNXFo9uJzF545cPaVo655Y+tym68PzhhsfTWKaU7fHsU5j5jW8Gd9xsVQY67VbObAu9TCelEzL6c1ubXUxZYvj5oYccRziScvbmIan8O0x8TaC2tNfP8sMEff+nMOa2rx9YTLuPjpyzXfr0XWqlNfDrijvDrg9bXzfqfWjO1ZC8a5maOa4sBwueqbwzYvZ+rNey2nWlOvtXL00dUHa9x+rRdT7Uv9qUXM5bNDX3tPLD1mbsadozU1seS1K81qWK+WdTVnXGx9cKu+5pzLWF3y7o/PxQrbXvjGcOas8u0x7WqGFYacnwfWZ6+VlrPJmXZqUj/HWd1Tc+XjW2M+9qj1OTP9fQ3wWd5n8+bUB6e2+u2HLwdsl3gtOPziiXupJ6d6l/jyVjrW1HEeYl+vzkZejnrmzPs8k59LDPmpu8IyAxyw1TVHvppozLg5auqscHOGc7HPSe+luvjUWndmc2C4Old1xTELvnH7nJvTHuraSx51dKfmKqfWnMd4api3FzPsHnwdzIE6gDeuUBtZM2fc5ubUVqcYc2KNxahPrE5zxZ/z20Otcxzq9iu/PhjiFY4aa+Kvs+c/9vWpjr3IzXu5tJczr/DqWzPuDNZ8yNUDy8Xs1OSI3xJXH8Qba8lz2EUDf/LArXLyV/Xi6/e+jvit4U9eNcWaw4o3JwbbOvHETs6M4bDgzdrMWa8FY89rpdsfzfNa6t+u3vasYdHW3kbc9ux9O3On1zo6XOf6qyD3kv5qy6mGNXLVEjut3Ett+fj0cBmbw/p1QAzWenPqNles2tbFN19fHL3sR12edaw5cPqti5l1dcX6WqMxa2LUwoLxgtve9cViWdVur3LEtH7NXn8sV8Qel7x4LRx6Gvv1k7z4zkTeJQcrxtrdWHR87tDb02zfvT5iWkfPPHZPX451ZzI/X/P+eSQGa6/mVn7nwrdv+fWnxt69qNP59a2pazy1jcUR2w8OlzU1iM3JL2/mqud8E9O4vv3VoLbqXY7+xKllfWXhtBeYqbOXI+8e1feeWzvStFa8Pc2B8Xsacn5eywXvMgdOfmvUV3kxtWL9nLAvGObxt1OD8yp/z6c/eBa+e1a8dTHY5maeWnVnDP6SVQ38o0UPL7Duj9YZ1Ci2OX37sR9ysSxrYo+sWDX65o9a6h7pyAcjvtrOqYYYY3lymt/z0VC3evjsq1qtrbSsiwdTn1jMqrbNcEU4fgJgLhY0qVhvyJyUDmBuZcu7hAOeq9j61Vv1IwfeB9lYTflasFO/sT2ak2vtUusMxU8t9pvVPL0bl4/f2WbtXIxu92rV3970mb2oWaeX/KO+UwOsGtaMqe3lwFgDxyrvOnMnn7oYuF7m5NSCWfHKwXcW82qrZV4788RqaJsTj1WjOHPWWyu3fjnF47dWzsqXW84qJ9eaMVYu1jq+eb8WFVu+vnisHHM862irL4e8zy7YWRenPcLYS2ztOV2x4tTC2rM1fXnTzro63KvaYPD9OkDM5V6hKdb9bG723IvVcK+dzf57vJlXB1sNcCutVa6aaqhbnebMy92roec3mGDZM+7Zb2bgzb12BnnEXuDtRU7feWas1t6c5o+sfaa2nPYAY7zCk2seDfByiP2lPs2RZ8nFTp7aM08s71rlzmdDrWLsbU4N8+pgzYnF6lPj6mtczkqHnHytOHsZa+05+/m5TV3utLMHmqscefS6vC9z1su3nzmtebnmjWvFYo9w5ehPzh4fnH3grnDU/bwEM7XJsapznfn8j9VXR96sTfasywdHzRify9dFHfsYa1d5e2nBiOP119eqJZ54VWtdDLiZJyavRnvOmr2x1ZE/c43rO0/19J2xeGcrj7p5/BlbU7d65sTMGvlZW2HU0fbztRrUyz+qqTUtfGeypma/DlnDtg9YLrHUfa3VmRxia7P3nV+pQH553doBN9vNu1X4Enbck9UWWFvtFzke1FVtpfWlkjvaj1mbn7xfKnt0yX2yV16X4MXcDUfuY9XO5+Zez6m+1ufSvTT/SPuq+1jReSRzHO2J+4b+vGdrR/xHMtdjjXt0n+f2gvqj+WcMr9V8vR5r+3k/5/H1uJ89vti03RNsV/OzBs66nBmbx/rMHWGKv9Sfel/o57v3uXcPc2Zxe3nrN7XOclPel/H3bwceyWuy/FFnHhpF8VnG3kbj+ta18oknzhr5WZNfK97c/Jsq8hMz41UvMLM/OS9q+vQgtjf5LuPq1bcupzVzWmtw8CcXnBj8c3Uwd7NWus7U/mib11LnmxEv9u2BBx7YYmdRQ2v+yKI38as50Zi4qYtW/yZpxTmnUc09bOfD77XqKR49LuI+d63DN3YWeataMfrwnd1+1szvxeQnRuzKVn/OfU5r9lnx29P7Ejf5YHkGfKeN2OdBLrm51FGX+l6umKljXIw61RQ3bXnUiMufsfxizKmF9bKGNYeFrxXTOrkVhjw41mqGrbCoHXGsya11hubE25945oqfvlgsGvPz0jw8/MZTa2LAHq0jrd4PGsbTr/65fpNbPL6XvbTtoV/uzFUHjepYg+PXfjHUJhbczJNbLbng57JGfs+fnMbVhN9Yn3y14R/VJla8HGI1ydUn9llVpzy4c806vOaqKbe5Yqm3LzXnK1d/4o2npvj/x96ZNVuWVlV7fxHYYo8NImqihSCISKGihkIFERI2oTdeGOGl/8C/ZIShhobhJU0ggqE0CpZlQ1FQUCCNIqDYdxdfPmvnkzlq1HzX2jsrq1HrjVhnvnPMMcace+19Tuab+5yTeptPvOR03VrizpeYe/n0E+vecqjLIa585evTuThRPzjpmbXks2+/zPHg8s+/1Npr5ZF1OXpbMzeKZx+11KzDVyOXrwMueHJSl15yxTJmzX337v7w7Nsac+KkA9e/56XWCw/51vQVN6euZ+vAxeR3rr++5kS46hK/ZJ8z2RPd1Ad81Sfx1IJbS1yvxMb/xxdikshZiWUTa9aNDrGJ44N14ooT9MOtfhNR/xXHulryvMSJcievfizJca8+Pa0Zs488dNRT37ncS6P90rO1coxw/UOzueQcHJLr3NbU8gUreZNXYiuuuFwfS+JicqY4cfCY8NRPfdAknvv26zy9uUfeL3Dn2dPISR/3rcu55GRc1dNHjhF91tPPvdyJZ03utRz4+dpqn/YjT8z+RvXm8jOXY6SWnuzlyzE2D1yuNfLG1K+in4d68Dram0Mf+5ivYr4u7QGXPTV82FszrvyOcOdKz0kjj1rOSI4262CrlTz2OX/u0adv6iZeY9l/VQPPyx4TX2yPkz3lgbFXnxz3yRUzOt/EaSxzXyv6EPdmsA+89Mlczp4PfFZzMs+9f8G2JzX3+kwYuvRprh7JaR84WcejV/uQr3Tp5eMSM7Z/5nKI3ReemI89Pw9XM03+ielp76y5h0PP7medqF4/sczFiKyundE7n/fWifa2j1wiGHXvizX15O7lmlMDI09v9uZdU2O946ouTtxbORs885xDLOfc80wf9urw0Uu9NXlEOdbMk9Ov+eTAy4WPq3nUwLzsKT+1fPv76rWBXq4xPaa+1q2pI4oR3cO3RpSvj1GOeUe1+h7xW0+evXPfNbX2sk4+6cSsE9Vy78X1/X83gSf8M+cA3b5xCLuusabEHCTx3OsjV524XOpiRrlGcb3IUyevv/DYI2Pq9KNuD/bJyVryJx4YSy9/ZglMbUb3Ph541y57qdOT3Fpi4tbIqctJnFoveXmv1WRNHa8f8OS4h6OGfeLkvf7rv/5r+yKjxkNA8rIXOJ5gasjtI5b61b59zfVCN/nZv317Dr94wrM2+U1YzpB9Enfe9GcP7jVps1/uJ25icnOGrK/2Pnbq3pP0YC+uR/cyp65fY+T5ByV59wFLnf2a5+cC3Ok1CT+9Uq+n0X5qJq41NUR56rs24anjnuoBvuKrsa6m7yU8F1x5YsTE7K8P9X6ewVipI3cW9izribu3ZoRvjT0ra53D7XrOSU2/5onj6T753Yuc1T1bk17wrRO5WHC8NuDWB+tGucnRXyy58hNjv9J4r+RMOjE8eD2ooVfWnMdojdzHKuY85nByb66OnEUuz+jnu3OB62+Ue3Y5f0wvvbOuJnnpndzk5F4PudS4cjWnaz4ucfkZ0xccjXV1xFXviasOTdftIcfnwHylyf7sk2cPcbzE2OfXotSx7zVhOSO+XNkLj0kn7izqzO2N1hoYe658/rIuRx1594efuLkxveGJqyFvT2qs5LqH6zwrHVpqeT/FiHilH3u9EofrEjfvSF0OXv3nuvOkrntSEzOC6cveBZYccPLk5l4d0efEeuvg6C3HaK01XYfHmvDEzqw7vOnrAhjPpTp6O5/Rzz3z7m0fYnLIx291puBS4ADi5NbEMp/q8q6N3Ru9GD3tJUZ9hVPL5cypzf3ETeyavTO1xhnAfcITa/61uV4+LqIYXrknl8c+1wpPztGeXt2/NVO9e/fMeKw49rRP88DTr/nqOqbGWmPt1XV00zztN+nkZGye3is8tb1H2zo54HqLESdN8lKXONrs1TXqLnkrjnX5Ga2ttMllL18cXWPWVnHiJ+YsYO5XXuBy0mOPP9W616WPq3WTN9g0W2IrHzk+xpV/4iuv5PS+H+8lfac++rTenL5w5E1ziKkxNj7l+LKMcjLqN3HEiBMPjEte+l6y13Pidm3VY+qf87bPXq/s0b5ZmzzA7NXa5ud81DK3j16tnXA1cKf6hGfP7KHXyie50x6dHlMdbOW9wlc+1+B467967O0nP/GjxwZX/9SLpddqr84IL/eXeOWcE3+FgU+11awrnHnxceX8Yncb0/duPe7lPD2D8+V9FJPbufgUn8pZ6XfNLKv5nqyHvr5u+jGnv/vkqPPAm37s1RDVqaEuRv3w4IvgqVoOcom/D0qN/xrAQVHsEp8jTt60I27We4acN/dqks8+OXc7g9578RrvnHHP09rkLdZe5tSfjcv5cracdaonN/dHXOvtL45X7vWeMGvXxku8nE+u8dpe94LPLF7px0wrPHm593El5mMzZi33R/XkXrNnpifjPWkb68e96tm6ax5Hc6/1mvjOPdW6n7ka86Monx7ujzR7dTyc17jHf6prPi7myseXc/YM93LuyWvCphl6XjmJ6yVmblRzFJPfXkda6mou4V7LuRvvu9H0XNyT9iHPe5V79J235zX55AXWM008+1hTY25dnLxrYFknzyUfjvusq51qYNZTM+3bf9JNHDC5zpA8MePUO2u5n7yp208vc7WZu5c7RTnq5XQubsy6HtRWuLXk6rUXm6//Cp+84Kqb5sga9ebbq3n2sm7evM7tIX8VJ11i7u3fkTpYxuwln7peWWcvbuz6ePCdyInZuM0a77z5U67GCMfeRK6s6SFmbJzcmlFORnsldskez55NLyOc7s23R+TiQJ98aubJu2ZvT/+lpP2cvT3VifOPDCxxo/WO9IHDZc/WiLf2bnK8+MVZetp7zwtu8uWKkTszmHvx5KlNDljqfH5b17N6r/W8JLZnanKm5LknNqf/UYm6/ORmH/ddV0vsmhojPewj1pHPG//xK/nqfK2jE2OfvXOvR2LwXXoYwfv+gKk3gqGRq77r4GCJo81FDZ4e1I406lOjzhqxfa2BO5PR2rUxZ5i8sq73EY86V86JNnPr6d++yXFPbJ6+ehnpqc7+RBe16XM/9ewzTz997ib2Y9DDfvY0Ws9obeWVuL7oE28/avpmzT01OfLSz31/rVSjD1HuVJMnx3wvwk2+e+f0z3Vz+Zm3v7XGze1h3jHrel2K6ZV8MaOe5sTmNydzuWLk7tNTjAineeD59V2tfPOM9tbLXI05GjAuV+7FptivQ3VGe2TOXjw9wZtHXW7WwM3Zu8CaD+YFjzoXsyeX/eSpt9qM1lqnb3omx3p65Yz6Jk8sY/qn18TJ/llf7eFnf++Xc+onx3zyu2ROdN1TbPIEw3fl7WvT+SYv9VmbHoceesLPlXP3PPDUp/eK15zs414/85wra+6J48GXQjbUMIXs5RH5QpQN0eQN0KN99bBO1FsMjV728fvpswafOnqWf/hsya0PfsFsHWUx9nqwv2Q5n9yVFzgzELlf9PHnUtHyM7/UOcDl/YR/t8v7SdTHx5eY/nBSw77vpXU1GfUksuTi6yU/OTmbOLzWqJ2iPzOtFxy82iPrcjJSd25wl3NNnnJWkefV59776Rzg7Wm+8hPXw9wZyftxyDWqMYrj4ZUYPOcCt6Z+L+oHx9e+mD7GPR9raFcrfXKf/AlvzB5Ea0a8Eien1hi4Sz9epyw/x/U0UtOL/bT0UuNrSM/UyE0sef/93/99+/HBoZa+6sDExVZx6imXWnuJwbGHMXW5R6NOP2YHy2UNLPly2gc8P1/zfvRMeoDr4/ML5p9VziQnZ9KDKM+9vnLIc5mnTmzigcltb/HUTXv94bcma/aCIw7GvfV5EjfaT++8l8lxT72fH2o9l75GZ5Knn7k8cXJ9E5OHrj3FiMyYi3vAwmvPVw4Rn4zsp1k20sEHdUbozivmc9RW1OHK6/oqd/5VHVxOR3v5evB+ynOmlTc8Ln2SpwdY17OmJntZ9/NcjrGfZ7U5iz2J8OXoMUU11tSSW/MegTknMXs7HxyXevOM1vSzRp79wO0lh6ievR5GMJb3Ujw11DsHm5b6rrU+eV1TCy6PmHs5PnfkyU9P9ub6EFf3zj5qjPYkto8c5yEXS7777g3efHOiM8E7Ws1Fnx7Ojo892DeubpoVPktOvqb1xE98PPhKPFsdf8RQjdGhzXUBz0W9MerqqDksmFd6yIebusStWW+9OTy5YkZw1+QDlhy91JDzpP3Lv/zL6bHHHjt9/OMfP33Jl3zJ6f777z99/dd//e1Pdj7p+8nVix5Tb3tMUQ33EV/nzFlTl7ja7tk5en3Z4yGnY/rD7ZXarh3l9oLn3qiWPGfourwp+rxMM+ppVK8/0b16uVljb10PIljyrYmR65+1yYt66uQbnSf99ElMPlG/rIslL+uJu0ejbuKK8VzAM0dv3vrM3dsv9WLNESf69Wh6LahLTzE9zOEkj3rm8tQRE2suedZTl1x95BonTmPpubfX04iPXmLOcYlPcvBJD33l8Pwk5j417q2hdd81v2bqbz011jLixwX/Eo0co/PoKW5OTI77iQcXXA45q7mZJ9e9dWPj6UkNnlENHHXsXVl3b4SfmtyrTwwduXpzOVlT35/X4nqoMZ/q+jdHLjFr8q1TS4w8MWtE56Xu1yJ9so+arPUej0mTn0ty1HZ+1Kf5+mTfxHq/p29uzjLprBubAw6WeHJz373N9ejnxudND+r2IWaul1GNUdxZJ1yOEW7zMmefnKylB3u54pdEvF16J0YtX3fNJbevOnNrajImR3zSgyWuZ+rZs+Cx95JL9DHsPZ/JZ++yv1q97Asv9+rA0LD0sGYUN+pjLm8vqpk4+OhFlGtsDRwfZ9c6Tz97NIfcXskBow/3cjz4pnmbauTNtYm4EZw9Fw0dJP2y7r5vgDrr+qaPWL440KHJZb3x7CEfjriYER//RQpMHnjeF2v2k8fBl0PvBz7wgdOXfumXnu67777T13zN19x+lxeeXHvqQb6abYXr0fd2z4taPxZ9jD2jOJHa0TzJzz1anyu9rOd9mGponcuoJucRg+N+8rOvteRmzX3W7W+N6D3NGprMc59a9ns16tmf3MX9ZKFvj9RkrbnMnnW992LyfZxi+jvb5ONsappzLY6fc7TXJTn9nGnl07gadeRcvhboa61naDy9c4+uPclztZc15zHPuNIkZ2/fM8id8H48cLM/ms7h6GVUlzkYa9KD650a9vkcwes1zayuvdQ6g3Vz6r2XQy338hKD4+o6+Yorzudh69qvfcgbW2lWPPmryHzOSMTHlTWxjOoSY59z6yfXHF76J07NBSf/vAJvL32M9k+uftnHfUY97IHOevpRT1x/ozOnT+p7T95+asGzJo7G1Zj8xuUb4cGRp87YuLqMcPWZ8MQu2acX/fVH6zzuqbmoZT1r7ic/auJ66W+uPnEwcfsSveRaI5dvzBp1FrXGydWcWY+/F9ZaB7exlZcefq3y67PzGPHMPTmr+5zRM1fv5mTunv70tr+4OV6X9Efn56Gz5JzOhK89kueeGhz7Jk6NK2vm8qZZrV0bnRld97YPuIt93gNr6SM3o16JsQdXq1dywB538NVIEWSFjYlrmFr2Hgx9QD5xqaMmFx976AUGn0suGHuWLzL2aMDtQySXK0c/8r3lLPDdw2fvRa6fGDExOC5wFt/a/A//8A+nv/mbv9ne8f33f//3zZO69w2efPYu+/g4E/fxg03a5LLHKzXW97RyjMnFrxd1cSMcdWDuUyvXmjkc9pNOzNdFaiZvMXhokp97eR2dTZx80iWmxnhNTY39pjg9n/k5MGnAmCP92SeWe/jW1RJdzQVPLPtQSy9yVvLPyONfM42Zo5u01K3J3Ys9U87s3j7NBc/XIPXkpM4Z/HZNczlEF3sv/Yi5yPP57jpcPbsGLmbc89rzoY8e7FnNN6cGl15i5Oy50qdzallPL58DsFztkTX26YdH3oPm4pUatUb58oj2hyMub4p7HGvZb89XfvdBw2uQ6AVHL3Rc5K49L2p533wu1FNzr98Usz/11LDP3HnEzVMHJp775OzNhmbyF08f9ixnNCa2EeIDHPo7I7l7Ihf30vupVI45MbUTjqY55Fyu3NtDXXKsJebemF5gaPTKWnvJ9TEnV+/m6GsPox7q7JWe7MXlZbSGlzqfM3Ojc6WevXW80PL3Pha51wbcwuC3xlxeR+rOSo29PmqNrU1dahtPXfezJp69cu9c8o3Zq/lZk2/smv2tZ7Q2aZLHXg7Rfb+e4PlaSA37Xj4mvNw3x9y60RnM4eW+deYZkz/N4GNEI9cIlnU5PVfzpz7cQ37USo9tc/NDai/BnMeopiO+jzv4QkDUTyZYmk0DoWV4vxj4h6he6o3wu0aeP2tmH3+mg5zLefTihYaWLx6pkU8vlnwjGvlg6S3uX0ip04flnPTzRQ7G1TzqzmFfPHmcXHjkL2Sy39aoPjijc+snzS+e5NZ8HHJ8jOTsUwOmzjqxl55w5RPBranx8ZNbUyNninB5nNOyDz7ef3ir+2Jfvbo/eWNwW6d+r3apJvu1xtoKzzl6nxofV/pZF1NPzr1kweF1IVdORr0bUzP5W0sN+wkH42qf1q7y1OV+1W/lM80m1xnNjeB+zQLTwyjGXM6WNX2oTbiYUQ/54kb9jIm7X32ugefrQo+OztC4+VSfMPlG+sPjmr6WML+PAY2e6sDUgU1cOO0Dll5ynIWcpV/iYmfGHU7yrWVEZ8/EWwfHHit+682dk8j94GKZ65v8xLJf4vL1InadXMznwnnUWydmL+sZ1aYv9cTltxd56+ztPUHrHJO+salXelFPjf2M1LjsqR+5WNbTS25GuWLJt6c1ovUj3aSdMP2yR+5Tk9z8egOHP4uynrr2S557+DwP5mjcU3OvV+fg2VMv51Q3PdfphYf9GidPzB54ixv1yZozdE0N9azJp+5MYOYTRh08F3yvlX/r4OdqT2t5D8Dyfjufvanbv/3Js0dq0LG6fkaf+FFvn2vzZObcUy+4icN3dmvkcHIuankPnAGcZS01036aGZ7cnE3s3OHO68Pc2JrWpT97+M6LR9b1bA9x491q0D/u4OtAGq/iNBBfnLg81MHhifFF4APNJwvM4a37F25yFnVuEIfDXPaizh6+veCxp8ZCbx2MPVcfMuUb0bKHlzOQMw8YdXqxz5nAONjCg08/HxvRfc5sv4zs9xa+LvbObqSW++RYA/MSSw3YtOCgY7HPXL64eUfq08rnj3p7dy6nvdqf5+lo8ZjonysfZ+LsrTWeec+RNfZ46DNxrbWu80kLZ+9+ouH1mPeGfunFPmewRkxdz0OeuqmuF7zkdk+18lfekw5fcLXmeojbgzhhie/V87HA80LvYzSC+XUgMfbZQ05iaF3i8sSN1qe8a3KI1og5n7XGUrvaX6qxZ87Qnu1lzuvSvfqjmZNnn8Taz5o4Gvbikwe15Ms1qpHT+Eqvzti6PRzuip9z2FuuEW95Ux91XWvcesbsAd4a+yYv9+klF4x95+CT1p5EL7gsPYxyz9X5Y3KTAd7+1Fd4atG59DfPKM+4x83aij9x6DfxmyvH+ajLsUZ0v/JVb5w8rBnhtLc1o32N4HrnfvJJnn4Z7S8ve+Q+NeypoVFn/UhDXW1qcg495NpPfkb7t0Y8uau92pXGOvrcp98eTq29r8GyT85gz8k7edSToy59+fN6Ws3FZ8L0p+Zev+aDT38/mHhHmP2yJ1jqskZva0YxcyP40ZJrD3L2xtTLFXv8afImilAjSAqMWct9/uXXJ/I///M/T//2b/+2XRwCv+IrvmK7+IVO/EXbJwBvDodcvgsKBxz9f/zHf2wXmi/7si/bLvYsZsi/4IiB48UMRC4OoVz8XC16PVLDnpXz0J851H/5l3/59ji8J2fFnX9xSf0//uM/bt/a7L36qq/6qtsz9dzo8JSrr7g5Ou9xztA68+S4t0b06j72k2uuR/PlWTdXZ25dfIpHHF9v8I64+O/1nvQ8/+nNHg999ExO1+FM3uC51Omtp7l18dTmvnuZ81pxP/Ht4+eDOdzc45G5Xnrnc2Jt8sjaak+fqVfzp5lSS91LbdbFjD4Wc+NqlvRyFjB9UufeqLcxddxLPainxr0cv46mjxyx9HLfnOwjh+jzSp08a3ikT8+SnuxZyT8jM0YfuH6tm7TdXw1c57SfUdze7WvdOPVQqyd58q1nTC57+XKyDiancWvE9gBjTXj6+Dz5GlKTHLGMXac2YXt41pgzZ83XGryskbMa6/7mzVNLfVWDoz738CcNHBb307oRPL3IrRmp5zzgmbd+z5NarkmLv73hThxwn4ejzz2408oeUx1s1bu1+RpNL3h6EMlTa81e5hMnMfZy7ae/XslPjvsp6pn+/diswZWvlz0bt260Dj/9rHeEL5caec8FrpcceH4dUW9vOK7UySOy5BtT456oR/PkWDfP2DVyLheeXGL2MIobU8c+cTXi1hK3RhQnugc/WvjKzx7uU9/ezTHXD62Ysf0yb072o5Z1e4D5tYW9ePpOe16XcvUg14N6LnuAqWP/hIMv4JNdNOfnVvkZ1s997nOnf/7nf94OnvwCJw5+X/u1X3vi8PjVX/3V2wGSfv/6r/96+uIXv7jxqfNbjlmf//znTxwe+YVQPIjnP//5p2/6pm86feM3fuN2EOUBs3zw7DnkovnsZz+7+fIztWBwOXzjzxwveMELtp+xRcPyxhD/6Z/+aZuHmTy8059DM3N/27d92+bBYThn0IfD8t/+7d9u94C986HlseJvP/XbEE/iw732exKjPK3Se3X/ntahn8ZmT8f94bXna7wf2nOvy74j+7n3EtbT8dztT3Ou7j2Hq+f9Et+nmvNsuX/9OL2fE/5sndlZn83PtzM+3fHJPGe+FiaP/4v32vtgvOa59F6uNM+2+/lsm2d13yac2Y/u96R7qjBnuZvXzVM103O+T90d8PnuDuJ7r4Pn3Xzpnm6eyR+nnQRgGGbNPbgna95h5bDIby1+y1vecvroRz+6HVppwGHz677u6043btw4vfCFLzx9//d//+mlL33ppv30pz+9/Zbjd7zjHafXvOY1p1e+8pXbYfWP//iPT5/5zGduHxTRv/a1rz098MAD2+GXd4Cdgxk4ZP793//95vX2t799OwD7rwQcfuG//OUv32b48R//8dsHaDlEDrp/+Zd/efrzP//z04c+9KHtEO/NpAcH+De96U2nV7/61dtjwhOcx84sHLQ59P/u7/7u5oMfdQ77+PDY+ccAFgdnaj6GDRw+2D9LaMSJzA6GH+vIUw5auPKNm8kVH9A5j7JVLp591RjlkPdM5sY9burhoZHPPfN+2dcIRz4aL+rW3KshOlNiR3vngZc9G9fHHkbxjl13bvD0bt1Rrg+83qvt3uKreC1fn9blPHC6rs7Hv6onT276+TVDTA5+embMOntr9iGCc61el9btOb129YWbSzwx99Sab81o7/QRI6ZHctR3POLo2bopTy/3xokvRg8W3BVfXK5adZknRx11cSLPrZgc8KyBW4Obe3iZb2bxgTorOezFpXZ94sBFZ09f8/369DHBxye9wXqteoHrlR7u+zE4V/rrPdXg6dX79Oj9yit5cogs4vT52Rq54s6HXi8xHxtcMXUd5coz11M+uByfX2sdnSk1cNqzdVNuT2ruie1lTQ/qjZn72uG+T172Sg946u2xF+Xi4axTP3l7XsybrxH9ciYxo4/hEv+74ajpfvk4qHnJNyZv2u/5Jj/97GWdWtbBuZfi1uxlrj5j18j1St60T60zipmjcw721nOf3KzD2Vvo5Bsnfva3V2KtTV/8OgdDs+chhyivNda6P/jewi8/d/SfNN2T/Hk3Xz5P4GLiIIqOjPnWUD6BH7v5/9P+wR/8wYlDJ986+c3f/M2nb//2b9/2HEr5bcbve9/7tndu2b/sZS/b+vOOLu/Q8g7vgw8+uB04KXCY5F1SDoi8S8q7qG9+85tPjzzyyOkXf/EXT9/1Xd+1vQtLb+oPPfTQVnvb2962HXLpz2GZd4qZkXeCOcw++uij27vLP//zP7+9g+y3eXJI/dM//dPTb//2b28HaB4/B/Rv+IZv2A7w6D/xiU+cfv3Xf32b9fu+7/tO3/3d373NwLdnU//Yxz52+o3f+I3t0M/s1Dn0c0D+u7/7u+1x8o44T5zvbPsk5JMJtnff1Ri5B34R9XmzRvQ5TWzyF5v4aKl3TU16u2/+HldNf+FJzeRnfZprVaMX/OzVenLvKXy91BJd1ozieIjl3jpxwtVYT741Ilo5mU98sdSnVtx59FaXkZp1+VnXV47e4nLz/ndNTsb0ab41e046OV3Lx+B+4qau91NfvZIrT3+jHOpyxOBwJT7pvJ/Jw0OuOFHMaC17sgf3mmqNHfnpqY6YGvbmxtYkJ33ycSXufuU3+U8aMaJeed9y31z54pnnnvrKRy2xn2s90FJjpY91cWrW5W+iWx+SLw6mhv2K0zx7EtUYJ+/kWZ8w5/axGPHWP+fVa8Imf/n6qRMnt48RjD83zOUexckrNfr1DNwDauDWjOrVGsXhieXeuhGOffLPROtEfRI72vec+iSOr7n77MXe2XwMRDBiXjkPuP0ST2851u1vbkyNGDHx9uocPlhrMoeTj4ucOtfkRz3x9FcHZ7W6tzmvAbz0Fm8fcWPWwRJ3NqKPUb41847W008OGHWWMWuNN6fznM1+RC+9O+Yc1o40ztZa8ktWzn5JLz33uNbwnvwbS0/2Pbv3M3XN6xq5PlkTa33mj/tWZwXENELQSy44XA6OvNPJwZd3SsHe+MY3nt7whjds76rC5+DL4fY973nPdkCcvnjC+8IXvnB6xStesR2Y77///tONGze2bw/mXeT3v//9p3e9612nT33qU9sh9yu/8iu3wy+6T37ykyfeMYaHNwdjDq18ezPzMRO8X/3VX90Ox+9+97u3w+wv//Ivb9/+zKGXQ/Gv/dqvbe9a05eD7c/93M/d/pZo3s3+sz/7s9Nv/dZvnd761rduj4mDNe/icpj9yEc+cvqLv/iL7fqWb/mW0y/8wi9s7wxzAKY/T/DDDz98eu9737v5+LOk3l84zilmFCey8Npb8njMucyNWWNvnwkHW+nA7dlaNXrLMyZfjr14nOj9xwlxtUZ7pBd764mLEb2P6LnydSlPrfnUixq4HHO1xNS5h+fVHHJr8pPTPbK/fDguMfPUZx95qUVjbj2x9NIfHveTqNaaETxreie22sM94nfv9GIG6+B68ZponlxfH3Kblz75GN3rk7l7tF4TL2u+bhNjJufSkwhnWom3jhqYj1d9anJPna9nrSGXZ4TLPntmn+bBn1byup41+mQvuFnfy1uXfailj/upnz3kpI+1vgf62EdtRvf6kcPXM+uJU9ffPVz59lQDxz9H5RNZzC1P/bnyxPssrr85MfuT68l+WvDt3X3hJ4aXfuLmyRWDw5U6ePaT53NmDofV+Rl9/ExgzsLeXva2l3PA6SUX3D0+7HN1njX36qbZ0TOPPnLVElsHVyx1csX0aK74KqY+Z9Pf5wYeF/720LPz9JSjn1GOETz38oi9sh9v6LDya3nzyfV2fiKYXv55ZS4/tYllDzS+zsThNh9e+q846uQeeeaM7NHhYT/7GOXII2f590P782eRmLNYOyvWH70f8vf0cnBzJjF1RvDcm9uvJ1r5ZK/W6A+u3j7ExNSiadzX1MQRO4rtYQ/6OWfOlH5y1FhLvh5E8byX1tMD7PbBl0QSDdynwMZ7kcMjh0Me8I0bN7Z3U/nWYJbfakzkHV5elPTpHhwYX/WqV216PHhXlHds4eP/4Q9/+Pb/g0svFoduvl2ad4Q5YN93332n7/me79n6+8XFG/Kd3/mdW39+/thvxeZwzEy8m8vB+1u/9Vu3d6OZg58JRsviXV3ewYXPtzNzkOddXGZmvr/+67/eDuB8WzPfrs0M/DwyPxtsf35GmYNwf1Li3/eC3Oci7xX7zCct2LTUUut+E/8SDM9LljPLX/VvXP5ej9bscbOGLv2dMTmX7tNrmsc+1KY6fVY4NfVGMNclc+Pd2r1+et9NtA/+l/SA73UJf5oJfWqdoXG09kqOOB7iUx+xydfaNfHSfkeePXPmeV+OfC6t5+Nnz9d9sUseU87nHt1qVjnMJycxcHJr5KuVOvmpZZ+5Pomps7YXj7hdp4//MNo1+4jDZZGzN5dnbD643KlGXZw9y9w+5sYz6w7PPKPaxFqftd47M7g6Ixj1zMWI4F0DX63sBWeaHfwaT/i57GGcvCZs8gBbzWiNuOe3qok7p1Hc2Lg5fV1g8hNj3zjY5AHuQpOcyV+uMfkrbOLIvSROj0Wd3kQuuPw9cU+jlqhOn2t06cP+SGuPS7h6p2aFTX1bR5683OtrhMvFn0XTvUwvuekHNq3Ek59c8KmWWPq0NvPcrzRwrNnDmHr2K3yqtSe5WPt2Th+5xqlH61a5Hvimt3vq7u2jRs/Ot4MvoAUiJtcudRxqOXiSc7hj8Yc3C18OwRwIwTisqtsINz/wQuXdUzjf8R3fsXnwAubwyoGRAy0HVw6b/uIsPOjJwZdvn6YPB06+zdnDJhzneNGLXrS948w7t/jw87Z8KzIHX95JhvfiF794O+DyrdQ8JhZeXBxyOdgyP/04bH/v937v1pefR+ZAzOPkZ4D5Nm8Oy/T3sfJYOPTmwZeaS15i1og+ydTlgnklV77YytO6ES+X/cyN6eUc1ozJSc+s6591MXh6rHroRUyPKdcrNewTv6ZP6vY8u3aUr2YAtyeR12M/Zuv2IJfD3rqYPCO4HKO1JxuzZ3qzz8s+PD4X9dSLG9NP7JKozrinmfpfOldq2Wc/cznUss5M1qb5kqtXY6mjJk/vyX/C0tfQ7ueQAABAAElEQVS9PHIvfTOyV2MEY5n3XOJn1t1/TB/nTTfqXs7gX57kUV9p5dyrSG/+LPLPiezrY3HO7pn1rOlh3Ro5n2uNWzdmnb15ap3JXmo7qk1e7pOfuDrrWRMzWnNWc+sZ25fahPG87Pmk57TXc/KgNuGTjxgaL7Tu24s8l30ah2Mt+e6zxxE3vXMe9taM+nekX95zZzM2nzz9j3jwm4NezPnMjejudjmfXub2BbdGD2cwWksdPHH2l64jDXX74Dnxe67sbW2lTe692Dsrcfr67TxGe2bO/pLHmZq9x6cX/Nbk105nOYrtccQ/qvscw5u8ndvHIS919hBTA546efci4stzTC/29jFmDx8Xtdvv+CYx9wjNFdokTdnzBzTvbHLx87bvfOc7t6E4KPLzrdR591QO75p6GKUHLwAih0r2LHpxoYWLhsMoPyfMgZUDLw+cPd/qTM63P9ODQy0+1NHizSGWGnOwqPFzuRzS+W3LvNvLoZXf+AwfDw646Dyw4sUeb/Ye9Hn3mXeMOYDzLjXfZu1fWujlfUPDwp+FNzUW0cdu3bgRbn2QTy2v5Kz28p1nxUscTfbMWu6T0xpyVvZNTmq5R9wH6txDat6X7Odeb/3FV9FextSzz1wPueTWiYlT6xws1+SPRs9JL5b3QI217NH75Oix1w9OavRLTL01IlhyssbeGrzWUxM3pn7iZ/2avV72MTKDM3b0vl3TRw807LMvmDn7XBMupie5WGqzDj5xwOQZkytGbH3m+sjn62Jqsi4nZ3XPvZWrP/z0yvnUyTWXk73k6C+3czXg1vjzwVzdKqp3BnQuatYTt77CvC/W8XCPNj3Fxdq7cepq5BLlWSOKERNPnXu56cVeXeJixvRXA5ae4LnUJCf94Mpp3ByOe32M1FxyyN37GpFjRO/XDL3QuDemV/Oz5j512cu9c9nLvOtT3lw43Y/H25heRnz0gss+o7y8d2rgyZVnzXwV0blaYw3ctYfJMfZzkz5w9JJvTDxnSr1/T4RLn9bolRow/ZIvt6OclUfy4fLcsHzcxuS5T0/7UJvwxOA0n3pzpjx1+PRiXq7Uomld1tNDLnUv/+5ODazvyeQ9YfYkep/tbS/y1iaHvT6Nmzun+RTheOlnzP45Fz6TJjH45HqpcYYJl9+9Wps5f+fYW/Yxwn2CwoYMwHKQLVl8gCP/xo0b229d/sM//MPt4MtvR+bgy0GQQyu/zIp3Uzl48s6un/D05UWEDwdNXmC+IMTh8O4p787C46DKoRMuB18Puvys7e///u+f/uiP/mg7cDsfODcJD3pwAPY3LdOLAygHdnz5BVfM7l/knItbwMxwiPD59mZyfj6Y3yjNTCy+PTtv9gbe/ACGH3MzRy9qvRrznqx49kXnHq77xtPHmj2dN3EwcbT5BcAeROdMDL7e3PfUUuO+ULcfWi918HLJTYx98p0BnL7UiLwecslLbdbdZ929Wjnkq5ocYupSo1auPPDcp0dq4PQ9bp3eGdWkl3X15NSTk7XcqzW2JvPkMAeL14h+E1fNKqJNHXv9jGB55Wu3tfRBx9eArHV/vRtHYy317nnc1OWkXo41ohg8cTXm3ktyH5sc9O0jJueS6OcyWi56cnGfuka9l7MaV/XGzSedjxtO1tl3zbmJ1P1DNXX4OLv3kTqX+uSwv2bpnf3R6+191FPcHJ1zqbNmhMOaopi+OY96tdkna+zVEfE0p8brgSVGlLcVbn5oTfL3ONTU6i8mTp61zH1MWUfHMlKzbvR5Md8EF3yAj6/eSFYeK9yZ9YDna3vy77H0VW9dvHN47ZvcrKslMhO17pMca+2XHPZZn/JVH3C0XN639E6dPOr8/ZCaz3NqLtmjXS1rxOwJH0xcPRxrYs0Rl2s+RTl65AzsnWHSiulhbkTL0tv9BhYu1tEZEk8/8MztCc5rztnAs0adGpfPq3U11ldaPFxw1YsR/Vxk3z7y7QenFxy9V7wJF7NH+5LrDZeL3Ev+pPd+yUHr47RGdAZ5RHuKtX/OAWfyaM4Rz17E839ndOuFqXBqkiKHlJeRb+19/etfvx1y+VZiHjjfQsy7qhwO+flcvoWZ/wf3da973fbtxHjD4y8Z/IHoXzbsib896A2XwyVfiLjRHJS4yIkcZPgtzBy4yeGjg+tBFm/+KyW4/n++6LnggHHx7i+HU+bi54uZgz2HZh4TB3h+HhgMfy449APL5X0zOnNz8JBjTI7+Uy15q733knru5eM74fKp+diOZsj6nm/W2Hsf6ZkeOaPziBnl92MgtyY3Y9c6T27v4eKfPd1TW3ldOpNeRv3MmSe9prozp0ZMPXHSiiW/9/rucanx3OYCmzT6JZe93FU9+XLtgUadUU7q2FOnZnSvDo6+8jOyZ638z9XzR3uk96SVZ01vY9b1p5afT+JGteZG8KmWM1o32p9cHtFLb2udpw8cc3i5VyeunxHcvTFn4s8E8PQkl6u/PPvoK88oP3licuhlP7GJk1jy1RDFjda6v/XG7ZF4+loHE+8oxx5GcfgscSOYNaJ7ufISp8ayds4e/9HapFO7x1FnROMeHfvM7a7nlMun1jwwvxbCoy7HCOeSlfycE23WyJ0JPLnmkwbMBY+Lv7/oZc3YePaRo485UR21zMHFtsLwQW2X1Fknek0zJH/at785XHv0Hk56TRoxo15EtJNejjW1q3gpb9Lv9cqae6M9iWDi9LDmXs7UPzE8kqvPhKHLnvk1PXH36aXWftYSZ+/KulhHvPSjhuZIl3X3zmsUJzZm7ixyzXuOqS4XLy7uYy57EPm6pge5e6I8tV0HB2u8dXjpq9cqqpX/hHd8V8JLcd7l5Gdo+ZlXD3YcGDn08m4oh0V+6zLvvvLOL9+27DD0YO+QU09qHE5ZHFC5+WjYcxilJ5GfB+ZgK1eeB1Q0HHrRcbgFB4MHxoGWx5GHZ/5rJZ5QuPTgMfCOMVwwHjt6ZnROcJaPi+jeP/TENuJzH7Y7wD15OtbT1efpeCzP9Xjq7gCfz75W2LPMn7qu99b5mZr3mep7b+/ec27/F+9Aft7/T3r8z33O3btni3vp1/x75/rsd3ruNfTUPEf5WnruHj819/jI9Qn/j6+f5PmE5BM1GaaGQyOHTn6x1Gtf+9rt3VIOvrzry8/P8n/88i3I/EIovvX5h3/4h7dvR9YXLw6vRA6RvTh88n/9cuDk53Lx4BDK4ZVvneb/0OWwyS+3etOb3nT4l1P/ZYJDLD+HjA+/sIp3e/kvlfglW3kvcp68LxywOcTz88Uscnz4jc7qmcvHhBbcS19x8q7J0c8orqZz55RPbAyNmFF++rEXl9d1c3nmRHtbM1rbi0f90ObSu3Xk/oMEey7nUq/WfIpy9Dc3pvekX2H6ZV3PxNz7moKD1pw9mDj8lU/i9m+v1MtJnfMkz3/cEXMm46QBm/wnLLm5X80FhzX1B0eXWua3rxGeC4z7rR9RDA5e5LnSf4XvcaaaPeyXHGrkYuT5vGRdn5yr9/qIk086e3J/WuM906OjfGfruv3sbQ5PrRo/H8jl+XVfrri52oxy8Mv7l77se6b01EPfrIl1bE7n8CcsHzcceicvZ8mauJgacXM8c3W9eXnP0rt51PTCP+uNU0us+WqTI2bMx8BernXuo/uuyaduLf0Saw55vpbkEvu5S0/3zpQziPl3KD3lEOWwP1pw9SC6R0dtzwuun2fyM7J3pa+Y0Zpxr6ea6f6hy9egPka09OBKDJzca28OtXLQ5mrcXB1c+6jrWeRkZK+HfHL9JwwNfw9SR86yf2vP1Tt9yOWwR5e5GDGXs4DJtydY7rPOXq04fFbnZ/QOPr0e4OCHlnp6i+sz6eXYe+JkD7343LSfHvaWM0W51si9xJxFP3IxOfRujNz51eihjqhuqoHpkZrmTnl/nZCT/cSM1Nzbjxy859BHzfiOr2LM2hhMsTVzDqX8rC3fGsw7pRxKPaDC5WBInZ+f5RdBsedwyEEZDy5eFLnQcVP4BKWGhv8n13d1OfzCoRffQo03B+0PfvCD26Ga/2NXXw7l7Fl4Mi+/EIvfEo0Hh1YOqnjw87rMxWGaQ7A6tHC5+JliIrOg5dDMPLzzCx8P/PzigpbFoZh7xGGbd52Zpf3PzDv32txI30vXxBXLvvqJJUeM6J66HLSJ60VMTuLuu45PY/rYw6gHUUytuRzx5oLLNao5ium54qZ/cujF5SfpJV6TPjH202M48r5E47x4TX5g+hgnHjOucGqu5vB5wsX98p7JJeZ8iVsTa19wMedubn+OpkauUS/zjvSAk706R9M+6vRLvdhe1A+dF3xw+6en/D3PqZYe1ids8pdnzagPUU7H5CSPPT7y5XWevbqmxujrD96Ka0//TEMDJo7XpG3MXO2ko9ZLHbjaxMCnvDF4LD3O2Z2PE3/CUKzwO25P5KQm92p8LszlMC+ft9PyfsmFI5Z8vJtD7pXcaa/nxNfXHplPXmD4yZOjd9b6nsjtqBacPR7pw95ljZz7mrzkuE/v1FonwpmWePZgv1o5O5zOxdTrZRQ32p/c50fu9JqihsaLXExdek6YvYnWE7tkb88Vt+vOZFz19XHhK6c15vaWZ059wtRZzxytuT7Efn3LMSaXPX25qE8csJwtn+PEc2+P9p04zksfzgPmePj60o84zQiut3UjNVbnZ/TOR+oTJ+eR3Tx7W59ic9ojc7lg7L30Ta57NXByT56c3MsFUzMefCG6kqwZtcQ1478C+sAHPrD9l0D8/O4P/MAPbO+iUofPL4LioMvBjxvNAZHDIns4XBwEORTzXxVxiORQyTuxvMv76KOPbr/NmXd14fKuLgdTXqQcPF/ykpdsh1UOs+9///u3n/N94xvfuB1cqfMXEHpz4OW/HHrb2962fdv1r/zKr2xcfgEXv3zrLW95y+mv/uqvtnep+bbsn/3Zn90O1cyJB4/jwQcfPL373e8+3bhxY/vtzczCC5r/45fD+cMPP3x6+9vfvvm+/OUv3w7mHHbFH3nkkW0OPPO+9r31efAekrO/25XPmx5i+ppbJ2b/nDf36lPX++RfWnOe1orjc8l88uH6hU0svfceh7zk5B5fc6Pz+Xjx6GvFVTNFZ7FmzmtqteTQzz1x6p8c/JJDrp49q+srbCMffGgveyXu3GDc94nTbVLfNXLreOkPzuc2C8z7m/WteOsD+L1a3aPzoz75eHzNg+HDxWOR016X9ILD0sM8sY1w80PWxDJ2v/bsOlo95YLlnryXPsnTR27W3Ccn92jMk+u9pebXBev2yaiHmFxxcvZEa3I7ylNLfdI0NvETW/l0f/LUObOY+aRLDJ4acXLn7lpy3BPtt+InN/f2AVNrlLfnrb41aol+XrKXz97VmLmeRnF14uZEOM3ztZl1tcTmT5haIiv7uJ987HNWXfb45WbEG6/26zxncJ+cyQdMrj3R7OHp6V4Po17ECVO3qoMnh9zXkn5Gaixyvy6dkTv/iEGOnxojuHujPKIzUBNXk3UxYi416PWnntrEU9s9qcnVV75+RFdyE2+t/I7qid77iZPe3H+uo5Uz5B4d/fQ0gucejvMlzn6qydHbHF9Was7IEz+i0b+r6WcPOOxXa+W1x8+vZ/D0N4IdHnwh5cDkq8U7mLwLyjudPLH8XC+HVg6vNKXGL7fyW4r5GV9r6cnBl3d14fMt0/wWZ/5/XA6hH/3oR7fDMQdM3qnl4MzCHy7/zy/zPvbYY9vhlAMv79hyyOYvr/6iLbzpwYwcZtHz7jSeHNh5x/izn/3sVuNneHm3msfkwfehhx7aDrH4c6Bl0ffGzYMw8/MboTmAv/e9790O8Xhz4ObQ/pGPfGT7eed8IjaDWx4r/NoXgZ57kV75/JJ3/+Sw95P22nmyjzN1r8STn3s5GY/qd8tNXe+dfdXb+7aqt1/z9G/eXm7P5lzj1XO01ypXlzOItSY5PZua5KCXx+tvVZOnh33VmneEf8TRu7WdX+LT87XHKr/Ee6VNHB/vY+LX7vHhsUyPR0zOnrfc5FyKofG+oFGXWPqKJzbt20edeGqsJSaPml8zs37JHg+u9NcXPbi1xCfvrE8asOToASZfbC9OHnv8a2rOeM08+F/Cd26eK/f2M9/zsodc86PH1zx7pu5ST3mp7b0c+3a0rq5z8b2oBm8v+OD2Uz9h1tRk3npr4Hn4kGfsPp1PvfTOiB/aXuD2So5Y8ie99YlvjZj1PZ/UpC5na475yneFo+ta53Au6a2Xj3PygcPaq50ZT/yorxVzvcytZ0yO+6yv9nqqMcK3ptY8OdQ6l59RbWLs1WZdLOvq4GVd/CimP9xLfOgjz57tc9Q3e01afeVddPC9pKmGvKPKz/JyMORw6bcB804u77Lyy614Z5VvheYwybcf52JAvlWZd0Y56Prtw2j55VgcrnmX99WvfvX2LiwHWnvzm5z5uVwOuPxfurxDzOLgyuHZd5OZwZ85ZhZuFBez8huaf+zHfmzrxbvM/Cwy7+zyXxbxByIHX7Qcanlnly+0PAb07Pl2a+r0pA8HXw7heHNA5h1vD8rMY+9t0FsfwPqJoiRG/V6uS/2ci8g1/SFzNBeP4dJ+7eXjB9djwlIHT46arLO3zn7Foca6tj7x6Zd47s9dzjNNuPWM8vTNx5O8Z2rvXE+mv4/Jx4oX+/Qmz/qT6afWvtnPWsfkWsv5xJ7quLoHjXfecx3Vm09+7eP1nhHv5nDIjHo4z6UztE69j8P6dB+y5gzJE9Mza2LpIdZRDnju5U2+1BpH25geGZsz9Uy++8lfLz2I7q2pzzjVEss9ur3ezc0+rXO25OhvTT+iWPOfTN4zXerlXM0/mpO6l9pLZuh+07046k2/5uiTuJjzde/Gm2/90ph6ezUGbg1f6o0d9VNzxLukrlfOdI3uEu7EoZ/3xhkmXmNqwL1vzk6N627/PMhePVPOmzz2OVPXrDujdTU+BnNj8zuH15jeK9z6pTFnwZM8++Z+5XnNLPZIr+zB/tJ1Td9LPeE9/tR5S5kHGiCaHw3Ag+HQx6GRAx3vePLuJodYct7x5J1e3uXlvzvivzPi4iDptxHSCx8On2j4L4s4AHOA5iDJxW+L/pmf+Znt0MzP9TIX86Ij/9Ef/dHt8PuSm9/2/Ju/+Zvb4Rl/Pok4NLPnHWAO3vjwrc38LC91PDggv+ENb9h+ozPvLnN45uLdYXqh511evn2Zd4bpw2OihgdePFY473jHO7aDLwd4Dsf8vDG/zOuHfuiHtne++XZquFzo6e892DY3PyTujDxecC4XWi4xdcR8Pq2nrrHUyktO9hInTnOh93Gxb29r4HqB+ZyqsW4NnOciNdTkUWfpf87OH9VkPTH29tcPH+5/38v0h+t3D+jtcwaPSz/nIU8PcXR6tUZvteqdD5xFzHk38BbuPEQ4aLmfuajplTj71MvJxyqmhxGtNSP93Wc991nHCw2RnvLggHFNyxqa9qOmXj99kpt7NdnLxyLPKEcNePs3NzXOJEZsvbmc7sFsrq5NWjip8V7rgaZ1cHjdsvI+2y/5YFwse6HRV64cc+cQN+pDzgwrHj5q9CT6WKnl1c/pNvCtD1MNLX72h5p92Js7hxE892jNe0+ePskTh8Pq/Iyeva0Z00dt1tzrQUwNezjNA/f55b711xv90gsMn35ukutzIGZEl89B4uyd035y0YnJk2vuPOZEV2q9B4nJs499xfvxyCNaw09PojU8Gte3o48h+XDSy9nAcqFZzdI8/dDYC44e7PW3bk7NGeT5ud1+aOSyp07US299wHkMaKzJJarXEx0ra2fk/HHvfrYOb/3tmTOIoRM/dzn3t26tveTm7M5tjZh6cjh5ydEna2i95Hk/yV1g6Fj62FcOUW/28NDB8+uEHtS91+xZzrHqldru7Z9X6QNHL3v5Bhc8MHuSs/TNXufK+bG5l6dm8qKWPt2LWtb1ah059xIufbi8n9RYeOfn1Bk94/Yw5uzyMsLjSh57MPvD53xHzsrnWp0eRJc+ctSb64VGnTW1cDbvmx/uON/qkJB7DaDk/pbkdiMOl7zT6buqvCvK4oHyM7scLPmFTxyC8WF4XlD8Qil+2/M73/nO7eD6wAMPbIdI6vxMLe/s8q4peg6tPHk+oczInoUnTyLvuvIusb9Iim8z5h1j3kHmAMrBlIhfPx78eFeWx4KPj4ce9OWgig8Xj4PHhgc93vrWt54+8YlPbL34tumX3DwY40UdPt+OzX3gHwT4Nmv8uB945GPYHsytx+OemM9Hzg3OJUaUq75zudTdJyexxJOf3vLFOlrnOXWPL3tzNd1PnGhNHXlj8sXN7dO49VWEr1ZO53DSt+vqjHLlmVMH42qstVnPzwd53Gtwe+iNLi84vv7g6KvOXF854HKM1NzbI7Hek+eylx5ZY29dPGfI/VQXI+qPhsv7lxz21FZLD3nd37o94CVmnvcezJV+ztF6ucbUwLV36vVQ01EuuFyjXDnGxOF6dR3ehIGjsWbMvmB9r7quf/LQyes9fBZ41sDyNeFscHKJ699589Empk7MfMXL3u7taW7Ukzx9rRvhWTdSA2+PzOEk3zx11sGmPRqXdfPuBa63XJ8j86yLqdPXmP7JtQ6WHH34usqizpWvta1w60Nru6YeXC6YS8x8qoHBMya39daI+ecwud6t8f6C28deatBfstJbD3Ti6Zd763KdyZ5y5U151twT8Uq+Nb3t1bgaedQbc145XdezcflEavISn/bwksvsubqPXHHz9KF2yQx6dL/JS479zIlgePn61De5cqylPj83wZuTPqnLPRp4eNmrD4zJ11Nd1sB6Bupq2Hed2l4dzbT2NNZ8PasXdwajODz31sByT+6Ca429Wvf0zxngpgYfNXqmn5hRrh5yqest1zi+45vkNFG0ihw4OcTy7cMcKjnw5b+mUOPF4yEPb/25EdR90eLBO78cLP0EoC96eOqIaPMFCsaBlnegWczAAZiLwzMeffM34s0P3DxqcDgcc8jlW6g51ILjrZ7HwUJDfy5+Lphvi+ZbmvlWbn7pFTw4RO8BvryDjZd+cJjVPpv5rQ/UWPm4ycWtmRO5vD/UWdbd65f4Rhw+NEet1HyeuiaHSK29si6nMTXo9U+s+ZnLFzNXD56Ye3A5RHFj1tknTu6acDA9jfDZe7UePFf76pmc1T61uYff+eSx4qzwo9m7Tj55iSU/9z0/NV6b4uj18HHxOXe0ep720JfoPB3poY/8vb7ZI33RZC09JnzCJg/n1Q9dayeO/PRUZ5Tj41/5yCeuOHrJzVx/MWLyVvsjPr75NS5901O8Zzdvrnj216O5zUErx6gfOVfm7ttHbePOMeFiOYOYvc2N9jGKryK89M+9GjAu1+SddXkTZm0v4u8Fb+qnPmvdL2vyp6gOvvvkiRmpubeHeeqsEd3Ly9zXvDyivPRb7dOrOdbaU1x+5v21mlm44CQPbebse+6s26uj3uIrzYRPWmfomv7EyWuq65UatImrm/DuM3HUT7H1EweseTlf95RrbC5+YIlnD3WJsd9bqdEbjNcaOXsue8rvnB7W2OvFnpW13J+rj/9IfeLoSeTs4AyqJw219GOvbo+vJ9G+7NVP2saa23X9iM7E/mjpmzz0PmeNw7f3ePBNwbV7jGnME5IH1HxA+YXLQegjh4iWQyoHRPgcWlnwqaduK9QHNPmusn/xBUefvfRNC/y5PJR6WJfrDO3DAZl3c3m3mMXhmTlY+DEHniy07jfgHn9wxsnWuY/uY2v3dHv92ud/W/5UPPb8C8fd3q9Lnt9LOHfb/zndM3sH/Hx9Zqf4n9P96PP4qP4/55E+N+mTuQPPxNdMP5ef7t7/W1/zz8Tj8jl8Mq+9Z6t2dT/zMd/L166+99Kz763exq4/U7mP/Znqf7d9ny338fDgmy/mo6E90MJD55OTOg+e3jgPgkQPt2rVw6Wuf9b1Bktv+Cy58Kj7jip7OF7kHkLB9MXDPOfRmyjXQzIYfcSdgR4scmrw5ckFs76RFx+cRZ09pGc+ceXtxdbJTW/7G6mxN6oxphYMrlo5RO+5WPPwYU19rKkx16tje6BTk9Hnz75E5jTfe+7wsU8+3txvRrc+wM3Xqq9X+TmjOmfd48jdi84JR88V317Uc7/i7/l1beUnz5g8MPFpJmrJd85+vYGnT+5bb61x+9tTnjjxkqUO/+zha689fK2gs3e+dpOvd2Lss48cMD3h6J1cOdSP1pGOevo5h76ZT16ruvqO8CeN93mqieX9Bct55HQ/8qz5eCfeHpYe8LJ35vCS27y9HtfU7EP0MdnL/t7TnM+93OypLj2t+7nbnpOPminaI3ViRnRZn3xWGLr0yb2+YHs4NV5r/XrLx9790y9n73laR+48+NOz9ZOmsexPTY+9/miSh04fIxhLn8bP1fNHvcjgcfGY/DM7uXLU6G+e3Ow51ZNLP/jwvLKee3li6U0t+8qZMGtGOelHbcLldEy+e/TeTzAWrxdxcvZ+9yM5C297n5E7Hy+p0ROeV3r5OZKYPe90eeLOvurIV6trauTrZU79Ek1z1Psa0oe8H2fOoI9xqoGJy6OfmL2zJpacqT5hajPmDODouMSJ7WVNH/nck1ydwzs8+GJgUyKrB0gMjo34ouLeJ4e/zDefHJ41uORc7DkQ++4xvcGdwegXMGfMHnC4qHlZT10eNODpbT9zPZhNzMdHzjU9djno8eRx6eFjR4cejssezpR58uT72PSWL25MbXIST091co1y7Gfe9QmfOD5O+VNE55zG9tKn8fSzZrRGri9Y1+UZ5ROTi4c+XVObdTGirwW9szZpxJI3abueOfvU6Ons5mrAXdZSTy051hqDp15NcsBciaeGetaan7WVTg519yvf9E9u863Z06j+KKqXpx7cvbXmihOtGdG6lzf5NSY3Y/rkPjn6UHdvnXylk0NMjntj87pH1q1NWnnJyb114p4+eb1vnf7JmzDqqWUPjz9PXP11mLoao9xrovPYE216r7wu4ay0RzjePF6W802aax53Pr7UpX/iU78VtqfDnys57huf/OVaI/fSO33k999v1BPlGLOGl8t6YtTEm0e+4uaM6jrKaf/ktb81Nf15Qt2aXKI+xuS4p2YdjThRPPf6yiNndX5G54973L0abs7EPrmJ731eocmvOfj0Si/4XInBNzfmLK1Jfc6mZvLIHvLAcq/OmN5wXdRTJ26knpw9rhriHs+Z5Mklupdjnt7unc28I1p9rO35wWm+uilOXolN/ScfMPu2Xv7kBeaF/nk3n6rTTUjNMk7Nkpx1G3Cw4y/vLOrgvKjyhWWd34b8qle9avv2Zv6PXn4JFN8ijIf//Q9cLj7h+MVQeuIPzrdG6w2H3wrNQu/h2Z8Zhudh2i/8+KHhEMq/TDEvGHr6wacPHuzVyaMXfFbOwbc/0x9f6tTwx8slXz2el6zkO4daovv0EiOiN5ezwqlTsy7f6GMwJzofe/us9HBccs2nKIce9hGb+CtspQHnWvnz/PuYV/0Tzz7iq5nAeY3JI6Z+T5c1dJdq7UUfX9t67XmoM6oxeg8znx5L8+RfE6c5sxd7HlvywFa9U8sc/Ri7LqdxdUR7N+eSx6keLnouvdMvX5dTXf1ez2nO7pc98VLTvs6QeGPpZS2x1LrveuqsiRnF9TByz+BQl2OUo4c5dV5PrtSKZbQ++STv2r1++Oe+faiz4MgjF2ffK3nWso9YRz2N1N3757iayW/qK79r5HoTfU7E1HXMenomriYx9vLpxWsn62r2onx9yHtua0Tqfl7ja4194l0jz17qwNxPGjBWeif/XD1/BLdH4+TWUs8+vdXJXenkdUxd1honb2yPn7XVHr98bMmzV/dd8VPrvrl6Zr0xaxkv4SR/tWceXqv48Rx6wc9Zre/1Tf6q34TjqS8eXOby9U4uNfHkiaWPfllDI66eKGeqTdgeX191yRWTY41oLTF5RHF47sHJW2tO3ZUasbuJ+OjvPnM87SUOxt6vkebEXmqIecl73k3Y/e1ow9vAzY1GYF3PmhofTPInnnV+GdZ99923/VdD/sZkavw/uvy3PxwC+GVX8PityZ/5zGe2wyg3gUMkvwzrxo0b229Ipje/0Zn/BonfyszP23L45OeF4fFLp/jFUvx2ZT95OZjyW58/+MEPbo+P3xzNQssvrKLGDBx6+S3M/OIsfukVvfmk57HRlwtP92iZ9Ytf/OI2C3Pw3y7xONDjwyzeG7zQ9rIOPtWbn/kRP+tHfeByJc9e+kw1OdaMK43PizoimuaDiVtLDfvG7S2v6+JT3OPqO3HE5Bgbp2fXErM2zUYNvz0Ouu7Zuf3SS0+jPmrJp5X8qQ6252FNH3MimPiRtzz15ujY62ddP/PkW1vFFRcv+6DVO33UZk1MXufixtSKERtPn6kGNn0epif79GGvV+KpsU5MTudowOSnh/tpPmdobzXpl3vqqUm+vK4f4ZOnGv31bNx6R3iXaNJPTWM5nxz7JVdMvjXnyLr79gNXJ2cv6t2azOW0zwpPLZrOwXhNsfDgmjgb4dYH/sxmybu2t3o8jv78p4f+RntnDkbuTOS9sua+PdS0V+fy9qLe9oLLXnzSJtf6hO15Jb/nnnon355EudbN7Q0u1vv02dvrbYSLp77k1KyLE8Xg5AKXl7j7/hoqt/26B69VMPldN8fHGeTrbXQWo1py9r3UGan35w611Mp1Bj0TTwxcj/SBM2lS656IVv6UW7OHeXq436vBOar3LPpO8RKv1h1pki93NdOEo8n75L59xe1BPfeH3+qsATGF2Wi194WoB7zck/tAPOxyEBTjXdZPf/rTpze/+c3boZX/w/eFL3zh6U/+5E+2wy//zRBcDp8cJF/zmtecXvrSl27vrPL/7nL45cDJu7gcOOFxaH3d6153unHzkMz/xesnL3UOqPzfuxyCOYTzDi3/lRI4/y0Ts/OuMh6veMUrTj/4gz+49fUXcPn44PEuMb/Z+cEHHzx96EMfOn3hC1/YZgHn8MwBnMfyEz/xE5sXs6HjWt1na94f+3kfiSz18Kd1VJ80iWX/9HIPd9U7fdinV9ZWeHJyb7+cgbo4+2s91RBd6Z/e7DOXP2HW9iK6a/8Cht/0GPFy7mvnkW88mpk+1/bKmS/pkz38GpNzpV/vM0/Ns22/N6f3qP/C4mNAO63E9Uhe94Tja1AeGFd6WTuKqen+ejaORt3qubZva8Uz6gXWfGqJmRv1SY+uTRzmdsFPjf2M6Y0GXEyOXsSpNvFSkzpxfLgmrdiqrp88PY2TDixX53s1/ejHNX0egK88xa+Zl3lWutUM+Rh6j5d+WXOmqQYPXE7qer/iNE7evZKT+0t6JD99nbvr4ni7V5fc7C0vsdQnrhfYyi/57lN3qVbNXh85epJP/OY511FUl55g9klcr0kDz6/9kwZtfl1rr8ztbbRGnDDrl9SSw5zkvcSTO3Eak2/seueX9FHjnN7bqYccNPLUXxJb37ke4Fx300OPjOmV++aY2xfu0Uo/9pmjxcvX7coLzXjwdZCVsPFunvXJC76LOpeYOYdODokcPD/84Q9v75Ky57ckf/zjH9+i/wcvPN4V5h3eRx55ZDuwouFwybu0fFsVh1MOyp/61Kc2Hodo/p9d3vVl0Z/D7cMPP7wdfDlw824v3nzbNb04EHOI5l1hDrRoOTzzDi7z2ot+HKThoKcOxoEXH37r86OPPnr7nWwO+8zKFxJ8iH3fvD/M6j0CE2++j4m4tyYdfPB+Ackldl9ycDl4yGG/WvnFM/ncr1zW0j/r7LuGRl3WwZqbXllzr4+5EZ219Oh98rO2wuHkvVFjr5WucXI06aWHEe/UgXMlZn9jasWI9mN/5AGH5Wz5erO3EZ5zZe/cw4HPlV7OYU0vIsv6ObvzccJ7njvs/V337rm5Bzkz/Kk/XdR637ozOBx5Rmc3grsnuk8/sNSrkWtsTeapT5x91vYej7ruZ45PeomrI4KJJ9+a900NHJ4TNUR7GOHmXq0a8+RQ00vcKD9jejVPn+neqUOjzog/da/s5x6uHvKJelgzN8q1Tt5rmhdOeqhprhz9jfI7F29d46u6fkQ4metxNKM84+Sx8kYjXz3RedlPdfBcyQd3ZrTWiFxds66fPPOj/lPdHnoY4Sa/e6Uu52o8a+1pryk2N78uy8/5xFZ/Z3GOSWOvfoziendsL/SJ2dOoH/Gol176pSaxnMk+PAfuqecerXq18uGxt07uvn3Ip5oeemeEn5qukTurX/NzHvlyzFMnZh8ifC/q1uRSayx18ojNVefr07wjOpb4ltz8ID7V5KxizyKPHtkHnn3EzdUQJ13X5Ynz/PhcWfP8JIfY/dCNB99JlIO1UfJ7f8Slnhz3fBHh8sXHQZJvW+YQ+ku/9Esnfg6YQzDvpH7sYx87/c7v/M72rc+f/OQnt0PkT/7kT27v7PJOMgdSDqzvete7Tr/3e7+3HX555/Zzn/vc6fnPf/7tn7XlMXI4hQvO4fjGzXeG77///i3n2675P3rx4PD70EMPbQdqenAIZnZuvIdgDtv83DLXC17wgm0uHtP73ve+7V1r3glmXt6Vdk7uX94TXyzi3l9xY78AxNMLLbg1vVZRnt7m7YkejDrxqVj2bm/7TXUxY2r9YoHe11jWwbnUGu2nXo11847qjPR0gYmD4aWfuLmaVVzx9FnpqKfW+RJDO/l4L+Amnz186+iTI569U5842l45S+v2au2zytsTXmIr3SV4P7bOuTdTr3xcapIH5sUcyXeuxHJPvb3Im0OePH2Jco3wJg+41tj3UmPsujl1V+7tTy335CvP5sFlgadm1efMPn9ML/li5L72U3O0Vw/Pvd5g7q2BuayZZ4TPBad5jSc3PdhPWvE9nT5wWEb83MshilsjrnqrgyO/uXKMWddbrRzihGX9aG+f1ef61AMNfb3g+LW6+yWna+T5GnQWcHuwd/lYk2eNSL1rnctPfJqReuLkqXHvTPo6B1FO76e8fdSKO4v3uet4TgueHlkHT48VJzVw1IB3nlz3yVFrr8zdqyPCk9u4dSJaee3j67rxyU+f9GpdztTPBVw90r89ssbefr2Xl/XkgOttFDNPD32InAGaI9ce8hNHw0XNa/KZtO0z5e1lD7lZz731jD1D86mLNTd95Igl19eXNSL85JC3B7rDg2+arvZt3LwexDq4w+thpMZFTuSg+iM/8iOnn/7pn96+1dhvDebnZDkA8w7ve97znu1blPk25J/6qZ/aDrF8gujBu6ocNnnnmG+j5tDst1bTgwWXA+sDDzxweuUrX3m6cfPg6y/N4lucuXhnmZ/dxetFL3rR6WUve9l2cOWxcEDnQvP6179+8+FQ6yGeHrxLzLdhc+hlFt5ZRstiXu8Jed4DclbOyt5LHY+Byy8O1s/q+SP8XvYBZ68/uXOyZ036PXwT3fyQPcSM1lbe1uV3RAeneYlT09+Ij7qsg3MPJj9qqSefln56pEYMXeLk6tjfzWrv9M8a3llb9YKDTq17P9/04H75r3DW8JSvHkyNMWvswbnU6iM/a3KsrbzwyCUfTI1R/+Rfs9cHDV7ZSx84Xt4vdUTu56RXQx2dyx49u7g8e5hb9/mjnl/D4MlRM0V08LimHukx1RubeoClT3P0SI7zWGsN9eTLa7x15vBTD26uV2Kpc7+K+lBPr+ZnDc00U2rk629sjp/P1tXJs5d49lUjV445sTm8BhPLPXrmOfrLZPrbU5+Ocp1bvnhHeYnrmdi0R+uFRi8iyzy18hNzr47cGZKfXxvUTFGfnCn90p999ugaOSs9M9+K8SG91FC2v9TOeZ3Ip2ZdzCg+eYLJs48xcT3EOkcjpn6FWYfPpaf4KsKzR+vE1eoJ3lw5GeGrAW9N1lLHnufBdcnrTe/0TJ24UW8iWtdUt5YRXuqopdbeztXazHPfntTSwx7G1IJNuHrvKV/nJl565V6us+nH10xq5F7q5KoVN1o334vtLTc9uk/W5DeHnO/A5U1Nny8wrtabWyfek4Ovw62ijbsO3jWG6sUDA+fdWA6RHEzVccDk3VkOv9wIuGB8SzEaeXjyriw1fHgBcfhlwUEnFw7fnown0Zk4bOP74he/eOvJt0ZzaKXO5YsTHy7nILLg0If5uXjS+LZnX4RyiM6SGPtpwfUe2Tt5jU3eiakVY+72gDNhaq+N9GDZk/2EgV+7Jp/sg9/EAc/HuMeBe+nq3pfq7pbH3E9VT307Ois4r02W9y9r1Bu/ZF77pZa9Wupe9nuyUW97OsPd+E7a9rUf/l2bevbjnXpMuiNM32v8ruHu9fdxy1n55r2S2zE5k29j6lc9qe95qjdO/tfomaM99mazb0b1rZu8c7b0cK+HnuLqGre+F9WuOPZc1cX3fC710OuSuNfvEn1y+r71vOby7G2eXu7RUG+OXvIujfqoN6708FecCQezB54TZ9Ur8fSY8Ev62NuoT3qvHl9y1D0TsWc/miHvS+5b17VrH+9qrkt9mrfyy7nRNK8fR/JX+/bY40094ff8elwyj/2Nao0r72mWlccKt8czGXM2HpOPK/HVfMuDrzctTcQmM5tOtSMsezSXGlceKnMOahxiOZTy87TwrBv1hMthk4Mofxnn0ArG0se/pIOpx5M6F334tmUOz5///Oe3d3ftCR+9HhzEwfKixgz4MDeHZ3hHC4+cNXO0zpc+cKyJ62FNvHNx9erEOxfv2HN2fZXnPHok1v3l4Ne1qQccLp+71GSfSduYfGPXM88+4JdoUt/8u/Vrn9Us7Z85e3wSc9b0pz5xJqx1mefePnp0Tdwof4pqJ66YnEl/CXa3+rvV7c2Ep49rj0cNnl/PmpuzpR/7rLUu80t4crJHevQefs7QOv3Qda29Vrke9lrxGld3Td98LO1nnhz39rCn3KM48RPTVx/7mRuTl3rqnavJWuqz7h6PPR95e3E1e2pyjkv7XcqjT/pn36mmb88NnrX02fNPXu7vRpP6vb1zThz77nHUNadzeUbq+ifmvmNzzfGxl5Ga+/YRV2+Et6db+Yinjz2sGROXnxh7cTXGFU59quGV3voYJ421nkOf1LAXV3dJnDQT1l7JcQ6j3M5TA8e6UV3GSdNY8vf29Ekt++ydNXFj+iYvcfbWJl1z5aixDt4YNfBJM/H9ewk+eqm1j9G6+fj/+KYRxGxKzYaaEMGnpnlobJ4adeQuenCJ2ZM8MXn0cenXuVrrvNOKzm8f0MN3aNWjcxYi7wSzODhzcOXblfkWaHzx4mDL3jmNPgZqHsD70AvX+exPBHMG/by31lPLnktNcti79MqeYs4rF46+7FMDR518ohoxc7Vo2HvJ47mRI0ZuD6PPWXNXGnkZ9WgNHHnUcu/c4M5CPZ8T8eRwT9tHnrgRXe4zR6MOnAUXzCjH1/eZdf4IR295ehjzvsjVw94rXB7R/mrAWrfC1MjvHNw52XcdX9clNblTP/Rc1oyJobePXh3VicP3MfTnHDX90GXdmnX8qIuToyHvntRY4npk3lq9z8qzNl/v4t0vc/tk70nnHFlDywzWyPUWM4pnH2ZVkz5wvP+tJ0eT6yhvjT3Fyemfy1pjids39WKpYw/Ohd6caJ57PYzJgefSj89nlnzx1FlTa03caN3o60k+OPvM5Rp9XSaHvXPpQQTL3pN3vhbS0376Zo0/r3xN2dt+6uQb9UleasF9ncD19Zt94KhJP3tQzwUnPc2JrEkHZg+9kpd760Z8uZjd1401Y3t7/613xA9N9nV+uVNNjTVnQyNmnGr2MMpVz9zeW2rwjHDM2bv06jy52Qc8NdaI031jHnA1OQ89qWcvMLnsWeRcPjbreNlfTn8eqCd6f9RkTe/E2Lvs5WMkpg888pxTrTHnFsuYfuztJY4+96md9nKNyXEWMGeW1zU4eX+Sx95cLyIrcfc+BvMzc35tUnOW5OdefUY1ifU+Ofj1vZ748Kb5Uysn9flacfbx//G1qJhmXmA5tJwVnn/p1YMnkR4+meJGcTgcQvl2Y4e3ln3h+Q4qHnkjmudjIzIbF3sv+PnJS05PPOXSgz0YXC4x+OBcYKzsSU4N7P+zd669lqVV2V5vgoeILXJuoMGGCLYKEo2Q+En9YDR80D/lD/EfmGhiNNGY+MGgqCCINMr5IN0chOag0fjhrWvuvrquGv3MudbaVdXdaD3J3GM897jve4w512HXrLVrFzNzTK46uF3i+tHXuZmRHI48fFm9Zq1T06taOO7LMVdjH3BWNTfIzVf5Yt13Nuv4cn2PFh6eHzxnrrfzga1wdPTnkKuXmDgRTB/rzkBdjhheLmcg6mlNL/F6yZnROcDVkeuvBxiLHqxym6NjbjC91WzC57+szs06OvsXQ6MnOPs+vvbR27nAWxPXa/bCW75cMJbnpVZsK975go7+6uCVC8+9US615uw9F3K91IGxqqHGfnJumPdyxeDah1wt54IXh3U0rfPeQQ0uuJry0YiTz9X5rdnDfSM162obraERpz+zsoyr5061cLvXi9i8HM+T8y8On71a93L8PtDrBoafS61zWdMLvHl15kR62lfcPXpXvcSLyTNS89CPmvmMco2rOpg4XnIbuWb8BTBLLtcODsvHwuu1gfliD6K+Kb/gKSafvT1mzn7Vr3xnLYaOeaulLpe6+dRRc/k9vT7WiGjVG/Gld68XevuBy+31tYc6+PWnnx7kewvNHk+cvub6OFMjOdeAyHw9D3XTR9zzce95w++Btwdca+TiRJe+YkRnMMLttZVjpC53hVF3tS5G5HxY1oldzllMjZhaZxEn1g+v7qn3eaIeTo/5OFPrDOjk48nS62Z3dy9ePrka6voVk2OUpx/ceqqVz57lNRBH7/eget2wb76ew/HievR17jWzD3VzZsBTX6+ldXG6g4mzr449S74+YuLs9ai+fOqtoemql3gx9PrZq68dNOD2Ya/eCObjUy/q5eijFzV0uz/qjHGXhhiw2Ju73wr5Yt3oQMYV7kno6cnBJfdJYhtwNBzcRPKNFJ5rzmlP6uZED/xb2zZ3vjgzn9DyCS/9+He6/JtfDnTOvl3YO3Por9boOcD3hWQfIjy5xfErro8c+7knll/95Lovvz7k5ZBzyJ+x/Pqo0au1lUfr5HLM9QHncD91xSevNXVi7UdN3Lxe5lOjp7F1/HrI6XNYrLFz6HfUv3x91FEjb8/W5BP1sT5r4K3prQ4+dXH17CeH2gorjldfs3ve1ZCz5pw36N2vqxnvVi/L6OFxpHCWnu/sP/WzPvfy7V9vMTnWnEOcaI2cevezLofoWmmozV5zD6e9fL8rRn5Ohw+L5zd8NfW5Ydz7VV81VMVk6tWaHP3ZixmrUyvfCD55rU0d+73lDFMP35n4ftR+4OyLya/Pyrt1Z7IPe+p9v5k97OMMeoh3b6/6Ny93lcvVxyjXuntnLb7K4R156aMvER+P4ubWfC6rYW/NqKZx9pzzwZ0c/OQZj3q0Hzlc1vQV24r5orc6Itr++Sr0F9L669F5IZbzgvB5vHvy2d+6uHtjvcn3ens+6hqdG0x9fcHLYc+SS+58ExMnttZcL7Diaql3TfzcXt/Jq6f5qv9KJwbfXI+jKNeZ5BYHY8/RecDdyy9GzlJXDnhfr+w7gxpxIgvcmjm4cxjBWOx9n1jV8Di3pq59j7RTN7nM5eu5tepWvVo3n+cBXqw5vahffOPb4e4nn0NMr6M6tb26J0vk2FtcbDy48HMd+cvlxvc73/nO9m97+SSag0+l0dp3z18Pe3PTu3rw5Z2L9Dla5+pH2v8rNR+z+z3fV+K1fiXOxHV+pc51v8+BHzY9j8Mlj4WvkUu4D+MaOCdzPIgZHoTHPE89jbP+w7C/dvZr+V4DdLfV6vFKi56Pkflu83ytfp7jw6jNHq+E/dF5XjsfXg/S79r+rwT+S3UN9q7zHv5KuDYv1wznHhOvmfHlmvNh972f8/P99TYeF9341ngv5wI5iBeLfVe14N03V6PfrE1fef4twt7NJDxqfHLgj1jRC1xPPLghFSOCEbnp/e53v3t6+umnt/97l//KiF90xSe/q556GunFuXDA95dx9fyaOxsYHh7sxbyJhsuCo4e8m8rdrxOvLyz1dxXrDF3X1M19ueZw9DFSqxa8+2r9tE/s0oinB9ew/ubOw57DPT3MfW6079RTEyuv+Hz+7PGrX3HEjOWbO7t7uUbxGa0TzeHs+e3pJ85+eta/fPH2bC63GJq5t6d8o/7uV7Gc+sK11mg+vSaO1/Tb8wSH6+tfnZ5G9au9GqNcIovnZHXw2Jd/w7zsq/oVu31aby9fp8XKbd452xfcXisfryde6tSs+PCoVwfWZT9f4+zJPR+49qrOHP7sraecGVf8Yur1Jvpeaq18/cE8wODKlyPevbncvetlvR5zjrn3eaqWCMe9vRvlgOlnXOnE5BjRU6ufnnCs9bGn3rXyap1cn+Jg59bUtRdaPYxi7o32mXtxz9V9Y3tO3p7f1F/CmxyeY+1H3lngcxSjb31aLy6v2nKdf9bFidbqK1aeuTzjHre4XDya6ymXmjk1cvfUPNQ17tXU97UOVr4c/MBdxYuJ+9hSq06u8ai2x0HjnHLad2LujfZUQzSHw/ts92Bz32tG3YW384lVa03MH6mG61wzd6/GPXGuesza0b46+rDvObJvfzn1tE70mD7lk7dv8+WNrw2mydFejdGmvuFX6wBy2ZvLQ8eDxv+J602qOjheNHXzm199yNX2vzBCgx4vDjnc4D777LMn/t9ffnszv8yK/3boYx/72Omzn/3s6W//9m+3/8f3N37jN05ve9vbth+xpkdnYe69Bc9Pe+e5s++TVQ9nQ8vcvHjE4NhbfuOqprY1c2rm+shnb62YvFWUb617c2M59ae+mkt+4/TSRw+45D3UlyufqEYesfPscconlzfxenUGeWLuG/c84agrx17F6qduVUer59TIN8plPzXs5c3XbmvtUY/mctThq7fn4h/qi6sjTlyvcuxZ7opHXW7rYvU0rydYPfY4+M1rN31WPad3Z7SXEf+5jvhwnWH2nvv6Hmms1dt85SnfeMTtDKu8Hq1PnL2zWHNvfyPXFI48fd1Xp0bOjGom7l4vo3wi3/Pcy29EY53Yufs9k5o89Paq18zlzxnE4ZNf6tXv33r42mjvepLLnRz29L60v3x91Ko3zteTM8hH35nUFZu9Zs0ZGuHYQ77RHvLBrXFdu8SrESMWP6drfeb46KtnZ2ldbfurpdZcrnHW9LCnevZiclbaYqsZxeDpQ496s+9zV83kwHNZc9/oTMZy9/KpV1ucvOcwa92rpx+H++rFOhMe7q2DmVsDY4mTt7aHVyNfrhHOXNaIHGinHs3k6eP7nnW11cg12sf9KupnTV+iNfLu4a685VPXh9zV56jY9AVfYeJE+rS/fY1w9lY5zcsHnzMsb3w5Id9kVidc0+bTnBqYHtbdT617B1XLv93lZpDlxSb6h1lxPkGF5wUgch5wOVjs4ZQHTi/8qHNz/Fd/9Venj370o9v//cv/HcxvcP7qV796+sEPfrB98vu7v/u7p9+4c+P75je/eftRZ/y9ZvRlFtc8X8+P6HnJdWYiy2tQjdz6kquZ9fLkGO2hprG64uTqjzhTIxftKtfXmhG+/fY8p3bu9dDTx6o8a/Zg377sfR7JnXW1jXLBmrNXzzzm4KtFXb0RXvNyqM09mEvd7CsOrzl759SXunpr

What is 20 seconds?

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