<div style="color:;font: 10pt Helvetica Neue;"><span style="font-family: Arial, Helvetica, sans-serif;">Greetings:</span>
<div><span style="font-family: Arial, Helvetica, sans-serif;"><br>
</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;">For the ENCOREURL function, the given URL returns an empty page as in</span></div>

<div><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABHsAAADRCAYAAABcmb51AAAgAElEQVR4Ae29z29tx3Xne0ae9B/AIR1P7lBDDjkSOOTABq4CdES/DtBEBgYBTwjEyHvRBRoE7ABUgACMG+2mEdhgq68MIi0pdD/Hl857eI/WS3wpJ0pTiRMxjuPQVmIx/iEd3R/Seqjfq2rX/nEOyXvPOfpcgPfss3fVqlWfWlV71/fU3nsk/IMABCAAAQhAAAIQgAAEIAABCEAAAk+JwK9+9Sv5zGc+I/fu3cs8ePvtt+3+N998M9vvvrwlX3z2G/LFNyqHzK6L1+XTz96T74bDb9yTT3zudbkwh155NW6L2R/tvCMvfc7bjPlNOa/KSyaj+WfSv/iW3fzui9+QT7/yjtsvKq/f0/dh8gdbeVpXt2DbpvO+u3oFf1y6mo1RbpBvEIAABCAAAQhAAAIQgAAEIAABCEDgyRF49dVX5fnnnxcj+pT/fuu3fkv+4A/+oNwtIl7oePYbVqwxgk34swJQFGt8ViX2iBdmbPoXX08CjxZsdH4vCDn7SUC6FrFH+e38cUKSE3VCnVKZpjZWrLL57slLRrjy4pOGhNijabANAQhAAAIQgAAEIAABCEAAAhCAwBMlYFb01FfviJjVPS+99NLN+WNFnbBS5uaKuRnLbjVRWAGky0Ds0TTYhgAEIAABCEAAAhCAAAQgAAEIQGChCdjbotSKmtZbwWaRQrbKqO02MBHEnllsPHyCAAQgAAEIQAACEIAABCAAAQhAAAJTEkDsmRIc2SAAAQhAAAIQgAAEIAABCEAAAhCAwCwSQOyZxVbBJwhAAAIQgAAEIAABCEAAAhCAAAQgMCUBxJ4pwZENAhCAAAQgAAEIQAACEIAABCAAAQjMIgHEnllsFXyCAAQgAAEIQAACEIAABCAAAQhAAAJTEkDsmRIc2SAAAQhAAAIQgAAEIAABCEAAAhCAwCwSQOyZxVbBJwhAAAIQgAAEIAABCEAAAhCAAAQgMCUBxJ4pwZENAhCAAAQgAAEIQAACEIAABCAAAQjMIgHEnllsFXyCAAQgAAEIQAACEIAABCAAAQhAAAJTEkDsmRIc2SAAAQhAAAIQgAAEIAABCEAAAhCAwCwSQOyZxVbBJwhAAAIQgAAEIAABCEAAAhCAAAQgMCUBxJ4pwZENAhCAAAQgAAEIQAACEIAABCAAAQjMIgHEnllsFXyCAAQgAAEIQAACEIAABCAAAQhAAAJTEkDsmRIc2SAAAQhAAAIQgAAEIAABCEAAAhCAwCwSQOyZxVbBJwhAAAIQgAAEIAABCEAAAhCAAAQgMCWBuRR7PvpI5KOPPuJvCgYffgg3YocYIAaIAWKAGCAGiAFigBggBogBYoAYWOQYmEux5zFiz9RC1yPEnqnZLfJAQN040REDxAAxQAwQA8QAMUAMEAPEADGwODEwl2LPww9FPvzoI/6mYPDB48UJXgYi2pIYIAaIAWKAGCAGiAFigBggBogBYoAYaMbAXIo940cfyeMP+ZuGwa8efMjKliluf2PwaA4eMIEJMUAMEAPEADFADBADxAAxQAwQA7MZA3Mp9rz3SBB7phS7fvHgI/nwww/5gwExQAwQA8QAMUAMEAPEADFADBADxAAxsKAxMJdijxEszLNn+JucwbtjhB7ELmKAGCAGiAFigBggBogBYoAYIAaIAWJgkWNgLsWen3/wkTx6/CF/UzD42XuPUW4XVLld5IGKunEiJgaIAWKAGCAGiAFigBggBogBYmB4DMyl2HP5wUfy8PGH/E3B4F8QexC7ELuIAWKAGCAGiAFigBggBogBYoAYIAYWOgbmUuz51/c/lAeP+ZuGwcUvHy10QKP0Dld6YQUrYoAYIAaIAWKAGCAG5jsGfvHLX8rha38qf/TSH/MHA2KAGMhiYC7Fnnfe/0gePPqQvykY/PiXj+XxY/5gQAwQA8QAMUAMEAPEADFADMx7DBih54c/+jE/5rJChRggBhoxMJdiz0/e+0g+ePQhf1Mw+NEvOKnP+0kd/4lhYoAYIAaIAWKAGCAGiAETA2ZFD6uz5nt1Fu1H+91UDMyl2PPPvzRCz2P+pmDww397xMoeVjYRA8QAMUAMEAPEADFADBADCxADiD0IBTclFGB3/mNrLsWef/rlhzJ++Ji/KRi8fYnYwy9h/BJGDBADxAAxQAwQA8QAMbAIMYDYM/8TckQV2vCmYmAuxZ4f/hyxZ1qx6+/efSSPHvEHA2KAGCAGiAFigBggBogBYmDeYwCxB6HgpoQC7M5/bM2l2HP+bx/K+w8f8zcFg7/5GSf1eT+p4z8xTAwQA8QAMUAMEAPEADFgYgCxZ/4n5IgqtOFNxcBcij1//28fynsPHvM3BYOzf+XEyMURMUAMEAPEADFADBADxAAxsAgxgNiDUHBTQgF2Zz+2/vKv3pT/485/kud/c9P+mW2zL7TdXIo9f/suQs+0Yteb7zzkNi5uYyMGiAFigBggBogBYoAYIAYWIAa6xZ6fyre+9Dvy+e3095W/esIT2J/8mexs/7586yc95dp0yU/t8+d9/u9/9Xfk81/96ziRDRPaST8v7v1+xiSU9cTZPIVXhbfV/fNf+jO5eGL+uLjcuffTCdty2nztsWdiqvTDxtn21+X7mkeMY+2D3i7K+Kuvy+dLG9reNWz/t//+snzm13+j+meOmX4xl2LP37z7WH714BF/UzD4q39B7FmEX3GoA79GEgPEADFADBADxAAxQAy0iz1uIpqLI38tX9n+HXmiokacJBeT4a7JbkueaxV7SnHDTs6fMJsuBlc41sXJij1l3a9Q1qRCm0vfIZIUvuT+Ds831K/cvolRU8bvy86X8lhI6bQPeruI7xsWe8zqHSP0PP8f/qN8+/jP5Be/+KUVd8y22WeOmTRzKfac/exD+dUHj/ibgsH3f/pIHj58yB8MiAFigBggBogBYoAYIAaIgTmPASP21N8q9qYTdv4yf+vaP3/7Rfn8V99syZOnrdudMM3Fd2Rn+0X51sUE+VryvGFX9lzdd8vgS9+Rf36c+9S2/1o4FGXdpM0uTrNRx5/YFWc73/5JbxzeuL821r4mb4T2Md+/9B1549svivbPMNXfXfsNr8d1t/f/fuc/WUHn5PX/r8HwT+99xx4zaQaIPfflhV/7lHyy/Nt4Wd6Rp/PvzX95LL/84FHv3/nRF+Trzz3X+PuTN1TeN/6zfP25/yz3B9gbUuaV0/zTN+Xl574gx/+kfLxG3+5fIPQgdhEDxAAxQAwQA8QAMUAMEAOLEAPtYo+biPYKO3ayG26fKkSZ7Ji5hSoILc72V776NXc7lN9vJ+bhlrEgplgbL8q3vu3TmuPRTi62xAlxyFMIRE7E+I66Na3L3+JYmMw/fiytAsJfGh/VxP+xE8zibV6FcGb9CfUNdSpt6LqEbcXCCAiaWyYo2PSVtvF2vvLVF9PtaLU2CD4NqXuZJtQrtOPjx1KKSBlHX++vGEHO522ty5e+Jl/5khZPfKyGMkMbWJvenvWjFFfa2sen++rXZKe0qerp4s3YULFiyjTcDONYdx/vtv21D3r7sTz2/n7FpPM8oojUKLcl9gemC6t3Yp9R+X7+81+4VT+/uTlc7HnhvhZ23pG7G5+ST97JduoEN7r9l//yWH7xwaPev7eN2POFb8rbOq0Vd56T197w+b3Y8z2d5mluK7FnSB0nTfMXP+HEvggndupAHBMDxAAxQAwQA8QAMUAMtIs9j92ENU529eQ6TDSL1T/ZBFVPcIOtMCl2xz4fJ8PNyW0UBoJgEYQH/91OiNUENZu0ejGjXA3kxJXggxcfog9ddQn1dZ+ZSKF9yMqtTeRT2bkNlTZjWHArWXhxIIgiTvQJYlNHfUo7/ntgGtnruvltV0YSZJwwE8os29G3s2+70m7GoKiLEzsCL8XH+FGktXZCfDzO02ZlZMfydLXyknCX1yOLNS9ihTYwdXQctQhktgMjXa7aLtu9/F5pi9KPSb4PEnv+w3+cVuwRkft35JO/dkeehtxz+tNH8otx/9/bf/IF+fpvf1PeLtK27R9ic97TvP7jByzXnfPlulzYcWFHDBADxAAxQAwQA8QAMWBioFPsURNMPckPooCdIEexxAghbvIaj6v8tcl0mCCbSWopBMSJayagmDIKEUOXEbYbeZxIU5aRCQFmcj2wLlm+UKb51OXqbZtGTewz0cH5FutbTvK1Hb1dlme+67xd9SntFExLTtG3rlVNto6VdlQ+lXYzjiqdLU/7qLcbLAt+vi4htrIyNPdOm7qt6rHTYGLFJpMvCFSOhe0Lpm5VMcqX8yWzwiqIQb4+JQ/PV5d7le1rv40rX9lTEXus+JNu93r+rrrJ652X5flwG9jGHXlh41Oij9+/k/INWS30vZ88lp+PH/b+JVGnSHv6Zfn6c1+W7xkbenv8Yzn+bXXb1x9+Pyvje39YOZblfyg//5G/DetHrswsjxWevC82XbL32qne/wU59vmdvZCu3P8Fee0P1a1qhb81Ric/figPHjzgDwbEADFADBADxAAxQAwQA8TAnMfAULEnTCzt5NlPTN12ucojrQCyk/uwMuhLL6pn75ST6fK7msA3JuU3I/b01SXU33zmAoLyVU/Q9XZDoOioQ5lP119vG5vld5W3sz5lvmsTeyrtqHyaWuxRNkI7GFtB0HEiV4jDF+3DkcOxvK2Ufw2b6pgWhbzIUvoe/LCfhqcRCsNnEGZMGV9908ZL8CcIou67K/Pz27nP1mbDPxVnwf4VPuMDmn9zU777+p+LuXXLlGue13P73/9vkzyg2T2zJxd7ytu4TJrPStR3slU/Lm0Ud7woFL6/c/ez8sn4/J8ibcvNYH9xVbFHCzJKrLHiUBRMnPATRJhcOHLHXv6THxdiUSH2GNtK4DHCj83jRaVg2wk6XnzSvo2/L68995yEdNaHIFIFsSj467+HtDWhx+z7fxF7uKiZ84saxErEWmKAGCAGiAFigBggBlwMtIo9ZrKZrXSprDhoS2MmoaWgkH3XE2tnt3UyneUzaTuEkjD5beSpl5EJAV11CXb9Z5ZPHbN1CMwaPug6623PNdgpJ/najt426cvvOm9Xfcp8BdPWtugSurz/jbzKp/JYxlGliwJKeBZOw1/NT28blvn3rAx9bCKblRVLob3sp4nJr8kbpg5xBY9vny99R7711bTaJ/dP+Vr6U/LIyitiZspjXa9e/8xz/94KPzfygGYr4IRbvOyqHiUEiRZ03HYmJBkxKIo/dbXn9X9+JP/2/sPev79/zd3G9fdl2n90q2/u/eND+bf7bpXPX7z/UGz6574gdn+W58dy77efk5df+3GzTJXf+tSw/Zy8dr/01dkzQtBQ31x9vfhj7OlyrK/qWOZ7Xvb//SMuDrg4IAaIAWKAGCAGiAFigBggBhYhBlrFHi8AZJNXP1lO+wrhxU5Y/TNL9Ha4TStM3vWkO0xUi8ltnKSXk+BCmLDCQLARPht5Bog9pd3Cf11O9C2UZz6t/+F5LU3RIb+Nrbk6KAohRbm2rMCtrFf5PWPY1zZagMjTRl90/fx2te46XeaDEzNCvLi6hNuV/LEgjmX5SiErt+NErrCypzjm2yGspMn9dWn1qpqQLm8fna4eOzoezPYbX31RzAOv81sYjR2zaifUuYyLvJzM15KHZnyN22aFj7mlyzzDx/yZ7T/62oFd2WNevz5Y7MkEmYYG40Sb8Mau5zc+m57nk63yMRm12NPypq8gFDXKcTtO/vmRXL7/sPfv77zY83dlWiXQXOrt9x+KzRPf4OWEn8v3k5DSKLfIf/mP35S7XjCyae3xcBuWE36cDS/4hLJ++5ti/VT5m/4rP1Q6Z08dK+urvv8ZYg8re1jZQwwQA8QAMUAMEAPEADGwEDHQLvakiWl4O5L5jJPjMOH04kRIo49b0cDfxvWVv9SCQj7JDRNnJwaE23H8BLkUNEpRJvihPxt56hP2bHJt8nfUJfhoPnM/g79aPHHlhVVIgU0uBPjVIvE2t/Qqd81t59vfSW97KutVfi8Fgrb6lPlKpl4wqa3sajDT3P12xieIOfaYiwHHw79hLRyv+q6Z6rxfE/PWrhhrwV/D8qtv5s9/igxMPJVxp212CHVBrNSrdop6uzprf+sx17qyR/Gx9Sp5FOXpeLyJ7fD69esRe0pBR3+fdGVPi8Cjd/8/P76a2PMX5tk7QVwpxRoljKR0Tpi5+9qPmwJTmb8hwiRRyglJXxaziigXjZxQY+3r/KVtLTrpdNbeMLHnO//IrziL8CsOdSCOiQFigBggBogBYoAYIAa6xZ4gWvB5ExNqbBJXsxwDRvC5RrEn3KoVVvmEN3XplTzhwc7pAc35M3vMS74+1Xsb1//1o0fy7nsPe/9+4Ff2/ECn/Z65bes5efV7Pr/9/mX58/ceyp/vPSdf3/t+tGvz+++lrZj2h2YlT7Jn05mVPT98KGWed01Zv/1N+cF735dXVZ5333NikvXJ2nP53y3SOdvO13ezdKYupc06n2//w0P54IMP+IMBMUAMEAPEADFADBADxAAxMOcxYMSeR48e8QcDYoAYaMTA9Yg9/tYsdxvXZ+XuffP2rSD+mDu31Nu47rwsd7vextVzC5dZ4fMdK/Y8kHff6/5z4ki6hcqIPF+3QozKF8Ues++f7LN5XDqT1ggrKa0VeOJtV0fyA39M77/72pG8qsrQx7Kyf3hkRaJY1t4brj52vxF7fLlZunK/+v7eG15ASv7W+HzrHx5wUp/zkzpiHWIlMUAMEAPEADFADBADxICJAcQehC7EPmKgLQYGiD36Bqrr2HYrfbqfAdRdjlk187P3HvA3BYP/eY7Yw8URF0fEADFADBADxAAxQAwQA4sQA4g9TPTbJvrsJzaegNhTey27WvXTretUj/7pPzyUn/3qAX9TMPjm24g9i3Bipw5coBIDxAAxQAwQA8QAMUAMIPYwoUfUIQbaYuAJiD0i7lXsn5Lwtq6rrOox6s//+Q+P5F9/9YC/KRj8ydsPZTwe8wcDYoAYIAaIAWKAGCAGiAFiYM5jALGHiX7bRJ/9xMYTEXuqy3OusPPo7YfyL796wN8UDF75uwec1Of8pI5Yh1hJDBADxAAxQAwQA8QAMWBiALGHCT2iDjHQFgNzKfa8ZsSeX37A3xQM/gdiD2IXYhcxQAwQA8QAMUAMEAPEwELEwOFr35LzH/6o8Raetskf+xEGiIGPTwzMpdjz6t8/lHd++QF/UzD4Y8SehTix82sev+YRA8QAMUAMEAPEADFADPzrz94VI/iYFT78wYAYIAZ0DMyl2PPHP3iA0DOF0GMEssO/5TYuLoy4MCIGiAFigBggBogBYoAYIAaIAWKAGFjkGJhLsefwBw/lp7/4gL8pGHzjbx/K+++/zx8MiAFigBggBogBYoAYIAaIAWKAGCAGiIEFjYG5FHte/psH8pNffMDfFAzu/s0DOvOCdmZEPERMYoAYIAaIAWKAGCAGiAFigBggBogBEwNzKfb897cQe6YVu156C7GHwY/BjxggBogBYoAYIAaIAWKAGCAGiAFiYJFjYC7Fnv/21gM5/Jsxf1MwOHjrgRyc8QcDYoAYIAaIAWKAGCAGiAFigBggBogBYmBRY2AuxR7hHwQgAAEIQAACEIAABCAAAQhAAAIQgECVAGJPFQs7IQABCEAAAhCAAAQgAAEIQAACEIDAfBJA7JnPdsNrCEAAAhCAAAQgAAEIQAACEIAABCBQJYDYU8XCTghAAAIQgAAEIAABCEAAAhCAAAQgMJ8EEHvms93wGgIQgAAEIAABCEAAAhCAAAQgAAEIVAkg9lSxsBMCEIAABCAAAQhAAAIQgAAEIAABCMwnAcSe+Ww3vIYABCAAAQhAAAIQgAAEIAABCEAAAlUCiD1VLOyEAAQgAAEIQAACEIAABCAAAQhAAALzSQCxZz7bDa8hAAEIQAACEIAABCAAAQhAAAIQgECVAGJPFQs7IQABCEAAAhCAAAQgAAEIQAACEIDAfBJA7JnPdsNrCEAAAhCAAAQgAAEIQAACEIAABCBQJYDYU8XCTghAAAIQgAAEIAABCEAAAhCAAAQgMJ8EEHvms93wGgIQgAAEIAABCEAAAhCAAAQgAAEIVAkg9lSxsBMCEIAABCAAAQhAAAIQgAAEIAABCMwnAcSe+Ww3vIYABCAAAQhAAAIQgAAEIAABCEAAAlUCiD1VLOyEAAQgAAEIQAACEIAABCAAAQhAAALzSQCxZz7bDa8hAAEIQAACEIAABCAAAQhAAAIQgECVAGJPFQs7IQABCEAAAhCAAAQgAAEIQAACEIDAfBJA7JnPdsNrCEAAAhCAAAQgAAEIQAACEIAABCBQJYDYU8XCTghAAAIQgAAEIAABCEAAAhCAAAQgMJ8EEHvms93wGgIQgAAEIAABCEAAAhCAAAQgAAEIVAkg9lSxsBMCEIAABCAAAQhAAAIQgAAEIAABCMwnAcSe+Ww3vIYABCAAAQhAAAIQgAAEIAABCEAAAlUCiD1VLOyEAAQgAAEIQAACEIAABCAAAQhAAALzSQCxZz7bDa8hAAEIQAACEIAABCAAAQhAAAIQgECVAGJPFQs7IQABCEAAAhCAAAQgAAEIQAACEIDAfBJA7JnPdsPrgQTOj7ZkdWkky+t7cjoemGmWkp3vy9poJM/sns6IVyeyMxrJqPi7fXgxI/7hhoxPZW99WUZLq7J19DFpl5nrJ8QhBCAAAQhAAAIQgAAEni6BJyL2XBysNyaH5WTRfl9ekdX1Tdk9OJazy6cLhtIXgMD4WLaXkjAxj4LE+f6qjEbPSL/WcylnR/uytbEqK8uhzktya3VdNncP5MTO+U9l95mR7JxctW3Hcnl+LDtrS7Ffrx/crKgweAwpRKgwzly9zldl9uTyn++vxXYZLe3IrMiEN0mg2U8u5GA99IMpPtcPxEV0m52V7j55spPaoBaT0X6NyvX15cuzI9nf2pDVleXoz9KtVVnf3JWD43PpO82e7AxjZ2yubmzJ/uGpXPSI6lfry+uih5pe/0rOFweyXmuPuG9HzPDYazemL8fYWntag5F/GJPyz7xeLVbYDQEIQAACEIAABCYi8ETEHuPR+PJMjnbWZCleJK3L/tmlXF76v/NTOT7ck821cFG6JKtbB4g+EzUniTMChdizedQ3tclyz8AXJ86MntntnLCfH7rVS6PRkqxu7MnhyZlcmH51cSbH++rY2qrtf9cmfJzuyjO+P9+02GMaY3x5LiexPm4Sur5/lsaQMJZcXsjZ8Z5sRNHrOgSuGQiHgS5kYk9P7Aw0OePJ2vqJESVPZH/Lxb2bXBfnHR8zF2fHebpMJBjLxcmBbCtx09pa2ZGTLmFjfC6nh3uysRIEE3NO25eT80tpy3ZtffniWHbN6q6RWdW4IwdHp3Ju63ohZyeHsrfhmSyvy+5J97g4Ngw3V5RYsS1Hsa9dysXZiRwd7MjtW0H8XZb13WMvltVDZ3BfzsYww7EpiowvTuUg829Jbu+dyPllC+XxpZyfHkY+htHKZtkuYzt+dl2zmJg52FmX5XhNsywb+2etbStjM35tykpMP5LRyrYcnl2056njYy8EIAABCEAAAhAYROCJiT3OmxPZjhc6zYu24PHF8Y6shRUZS2uyO5f334Ta8Pk0CcTbuDYO5fxpOjJN2V5Mab+F61JOdvykzfaTlknb+YHcDv1pNJKt45ZJ0KQ+ql/Jn4TYE9w72Q6T55F0lqvqfW0CV3Bilj/VbVw7nWrELFdiAt96+8mw847IWE52vKiRiT3Bl3M5uB0EDReDKzsn/RN1f4vZaHVPzoKpxuf19eXx6a4/fy7J7Q7x4fJkx97iakTirnTW1XO9IsatfmlUQS7l7ECJGSubctQz6A7ty+OTHS+StF036DbekkFDXPwxYEMOW4ZOEX3bar3s5JuJiaXe8XVonZt82QMBCEAAAhCAAAQmI/DExZ70vI/6hVN0X03UzLMnPhaTllj5Od9QIsBNTbLjMvvqpGzO+Xn3T3efkdFoVfarE6axnIaJ6Wilt3+MT7avfxWOaudO0eWamyO2/ahH7DGrgY63rnc10zXXZSJzivdN9auJ/JmRxN39xDjZP2FPVTmVXbMSp21cOdm2E/qlKJ72T+5F/Mqj7bb7J6+xL6vz5hAhKvQPK/gcVAcah0bF3mjUJva4pEZEiqtXljfksMPsJH35dNcIcW3XDbqNu/1LbX0hh7dHMlrd7/ghQNttK/tSDjeSAD26fdi5qmmSOidf2YIABCAAAQhAAAKTE5hdsUdELo82021ffUvmJ687OW6KgJoY3NSkNF4wt03KbqpuT8yunyC2TUROd+OEamnruH91gaQJybUJM6qdr83mAL6x7QeIPSJnsre6ILdxKd431a8G4J+xJD39xHo7ZMKeqnV5uNEu9tg2WJeDE7XSZem2dD+f3D/3p63Rrq0ve6HKrJ5dGri6RfQzidZahGURUbHXJ/YYkk6YcQLI0u2DVjFlor58eSgb1yr2+GfzdJ5DhsXOefZcwm6xaaI6p7BkCwIQgAAEIAABCExMYKbFHpFz2V9Lv5it1Zc4TFxpMtwwATUxaJvfXNWDeMHceaF+1VKeYn5/a0o95pNwM+zhza4e4+NtK55emzCj2vnabA5AHtt+kNgzwOC8JFG8b6pfzQuK6GdnPwmphk3YQ+rOT9sGboXH+cHt+GNEl6AhQVCpNtr19WUrUvnbpJeqZdVrZlb3uOcZjaRVOFaxN0TskXiLVPetTdfXl3Ubd4stmoItv/Mcou22rewxWph+CUV3+ddXZ10TtiEAAQhAAAIQgECTwIyLPSL6Ata8WaZtIXyzaux5agTUxGCCOcdE7sYL5s4L9YlMzlTikx3zbJCWX9rDM0DMxG6SB/COj2XrOgUS1c6zJfac2zcx3VTsPbVAUbwXrm5TQu3sJ9Fm/4TdCh5DoNo2CJN+cxtQeobPeuttUB0re66tL+c/jLTeMRaZqIuSZrwAACAASURBVI3LI9mMz9JreX6Nir1BYo9d3WNuQ/U/1rSM03EcbxuX7Jg15Lyv23hIelf/6xJ73K2Evq6bR51vOeuts2oaNiEAAQhAAAIQgMBVCMy82CPZgyHbXkF9KaeHu7K5vpLejLG84l4v69453c3o4kQOdjZkVb1NZGV9U/aO1euks4tdf1GnJwe146NieX/ldbxhknx5dig7G6tyyz4LYklurW3KXvaWlAs5OdiRjfAK3aVbsmbeVtbzrF1jd3dzzdsdychy2ZOj8+KJlDX/Q/08n/BK76Vba7K5f1pc0OrbATyfcKGvPoPJ2CDjC/vGqFiv0Ujsq4G39uW0cFEq/OJkIpRhJxU1X8IELZacbYwvzNt4dAyYV+puyNb+kZSoTEZ9we58CPYv5fzIvFXulv/Vf1lWNnZ6H1SaOWOeMWLioGWClN0yMOgWrmD9Uo4268+5uTRvp9FxMlqWldUN2T06b79FTMVMiONQUv7pY3c1MBnJ8sq6bO51v7Ent5G+afbVcr2olceangzWJqCV46Ml2dHvLVf1jXEXChnUR1Id4lbv2FOL5Wb/sm7U+kfwLxaoNyYcN6+5/hfHup/4mNjdl53bS90P3o5V6O4nMdmAZ/bYyXonK2/NMgh93d5rLJvx+T1tr2NvF3uurS9nbVOcdxKIlq1z2V9NMVV9a2Fmf6CYYp9vFOxuSu1liL192a7cGlKe7r9D0jsUtvyWcdankP7nDPpbCe05qP8ZTr11bmkldkMAAhCAAAQgAIFJCcy+2JNdqI/kdvlwhPMj2Vo1v66uyObBqYS3rY4vT2V/w716dmWz7U1MYznb37AC0dLajhxfeOVkfCGHm7fsr5L5Qy4v5XQ/Ld0f1SYHl8eyE1+1qyYFoWXGZ3KoXhNrfg0+P9iQW0ZA2d6V3e0N/4YUc5G85Op7eSI7q7dkZWNLdnd3Zet2mjSPVtpey23eLGPe1LQkq9tHkqp2JNvWv2XZaDw5s1m/y+NtWV2+Jbe3dmV3d0u9XnckKzunmRAwDq/jPTIPMXUX+dtHl9mrsbU2NT7bd6/HXt+T09hwF3K07d+I03gWxtjbOpP9dT+JWN+Xs1Cu/QwljOXy9EA2u9rCtslYTvfc63NtDJyn/OdH264tWt50Nb4ILI0v63JwdmZjbnltU7Z3d2V7cy2Jj426hIBofnbfbjWW4y1f99FI2t/U1bRb33Mpx9smTp6RLSXsXJ7uxzd4le0c7agJYFV0MQ9IDm28tCY7x+EVw2O5ONyUWyZGpngWV99kKTx0ttk9x3JxtB2fdVQV08b5G5eaNq7WRyI7GT72TNSvxudyvLMWby+qjlHGianHzeuov3/r1dKqbB+FmBAZnx/Ljn+9+eqAW3a7+0ki3f+AZj9Zbza2NuK2S7FHPQTcjnnVeG4Te66xL2fCynCxw1XKicBhzF7KFE6PQPX1oSt78uf8FMKpN9vXl92KmSH1eVpij3qDmznXDng7W1+dPRo+IAABCEAAAhCAwJUJzIHY427JCBei2eR2fBKFlfoS+pR3qfKGjPjMhcYFur4ILwUb9YrXlslBun+/zOvbS61WemZlVTb2z/JVMuqNKuZNZKvrm403mpztrXlBZUm2K++ZPd93x6vPYPDPuTAC2a5euWDdU/VbXpY1IxRlYZaYjkb1X2v1CpwWRGaRv+w+40WLxuqUdKz+7Am12qHzV1n9LIV6W8QYeGZbam+pTm+xWpGd0yAEJSDpl/klWb61Iftn+XKklH+oMDOW420jXrbcThGe/+HFtDaRJXnYvZVuk2y+9Ssdq7PTk7mqHzGOm28L088JqebtcLt9smQEviRS1WNPxW9b7KgVMnUbV+8jMe4mGXt6/QrQ/IoXEyO1Clxx3DTiybaPv9E0Y4Qff7KxPLhuxgUj0Nb8jmnMRl8/0Ym1EFDE8liJy71lhgcVFzbMK9u30y1L+Q8Exo82sUeNY223MelqdGync86Et3Z6m7pPjWq3IU0j9ug4GY2ktmJIl5uPA1qYnU2xZ3x+IvtbRig3q1Fvy65eCdzRVu117sjEIQhAAAIQgAAEIDAFgTkQe/IL4jQJCBf73Re34ddfs0pmS4si5jkFfvn9xmE+Qc8fDF3+IqkmDi2Tg3ThXU4KfAupC+dntk+y1TGhDU+2w+qNVdk7C3vVp7ZRKjbxWHMC7ywoMWW7fJOTqt96/S0qeqJeRTBkUhp9rN2upMS2qg8qJtom7AFV9KXSFup5Gc0YCAbUszDWmq/oTW39jGzX1CLzkPFwi0Sfr6ZIfwvSaOMwFwCDO2HieE1ij554NNryfF9WfTnVZ4CoNswnasZZs1rAP8+kUpcgRhoRt7qSINa3uaF9DiJw7bNRH2tqQOzEmGl7i9cV+8i0Y0+vX4GVqmMDwhXHTVvE1ep/vr9qheq6kGu6wFa/2NPbTwIL86n8DSJV7bPBStvw2zbmK2OJEtAa55rQZxv2VTtdp9gzZJwpqpb1qVp+1dcHr+wpuDfHiNrtsOG8pz9nRezRPoXtW7JVuz+t4Ku/atY1Jjot2xCAAAQgAAEIQOAqBOZO7IkTQ/saVn/BVZ2JeixhUmAu7tUvlmHCYW+/OS8Rqlt7VvckX/yiJg6Ni3dnJwkAlUmBSaIunNsu9tKKkRYb+kK68CM+LHJpp/A91NM8WNSzazzgt79+euVO47Y6U8SgSemFHJrb7JZuVW4n05OA2oW+miTVJiahmpkvTY6Rk7kFqxEDyUiKleYzo3rbOkz0TPy1tkcqKwhp7eKTqvsVJ4im1PHprr1VbXltt7myqS9Ou44roai26m58uifry4bJquzlHSzBaNnKJktmVVy8je/cPrvL2h21CTWKX1vs9Mbv1fpIiqda3HWMPb1+BWCqjsXYIFccN10JV6x/eHORuT0yey5Z8L//s7+faBvK39G6XX0XY+b8VA7sbYxDVhOFsbs5lpjSxqc76RbB7LZN3x5lW+ix4Yp9OY1D3T9+aCp6W/cpfZ6MaVRfn1bsqZ0rdLnrZV8+8LfRjmrngOiZ39BtPCS9y2bLbxsHbBJtN8TOhRzv+FuNjVjd8Wr50kvzPavzQb5utpaefRCAAAQgAAEIQGBaAnMg9qRVKObX+yCOhIt9va8OQa2siBeNajIU99VzN/eqi7/GxbtLnS6865OCIWJPr41WsUffplI+zyY9P+corhwqL4z766fFnNAeGafBk9Isl/1yeXYsBzvuGTputUbpn0mm2q/zQl0LT2Vb1OKi6Y/Z0xVr/e2kfO2NtfDsjJbb4xwh+5DlsJIlip9116fbO76Q08M92bDPwnKiYLWd1QSwPJ64tIku07lmcvVOlvxtQvXuqdqjLXZ64/cqfUSV3xsPBaNev0J6VUYBoSuWQ2732dU/rlL/IJiElRHuFpit/UM5DQ8Wyx2pfBvST3Q25a8Rdhvza//684KVthC3bczXbLgUp7s1EcC3R8N+qIdjcaW+fKVn9qiVlG0r7VRfHyz2ZG/5qo8DfX3Z3UpaOwfEFvEbuo2HpHfZJhV7Uuz42w39CrGaoF16GL731Tmk4xMCEIAABCAAAQhclcDsiz16Zc4orazQk8lyoplDUROfeKE/3YWhs6vyNi7eXYrkW8ukQF04t/nea6NV7FH+1W5VaOwrL4xV/pb6XbfY4wSeDVlZWZPNvUM5PR/L8U6YDJb+GcaqTdsm7CEI4gS5bAtVz75Jd7TR/PW/v52Ur33lhMlR4xlGoTLuM61Iqt0Cl6cd/M0LPJtrK7Jye0cOjs/kUj1bqhqnHXGsJzRtYTTYtyKhtl31y986Vy9XtUdb7Kj2rttQsVNPkK1uy31Uefvioai37ndtxbosqo5FwhSvSTgvi2nYiONmSKnqUNgPKbSvef1dCvvg9/gWq9DXR2Iebp69BTEaVBsD+0nKofxt1MX7c7TZf+uYSdoj9uS3ABvGZsmgb48Kq2vry6ovjsq3QCYQLVvqB4KWZ+voHygGiz1qdV/b8916+7Jt69o5oKyKbuMh6V1+W37bOGCTaLvFOUTdBjwarcmAZ4o7i/Hc1tcHyzryHQIQgAAEIAABCExGYPbFnvgw4Xx5+nSTlrBiQl/ADb8wdGhV3srFu0mTfCsuDkPbqAvz2kRokI0hYk/nRWxwpvzsr1/fRE4fb0FkCzUP03WrR5ZlfTd/DXecBFTroCaz1eOqTnHiXraFqmffpDvaaD5kubetw0TPimzdsRYeiJw9W0pVJW6e7KS3LbU+yDmm7tk4lyO/kmppdUsO9AOmVZxW21EdL+M4tl/r7VQ9bnUc1rbLcjuy+UMDYke1d7XerX1Pla5s5D5OEHfKnN1UNut+hQyqjkXCFK99E01lo/EgdlWHwn7wQI8Bef1jCpHLczna25S1W/7ZTlGIXpK13fxNfyqXDO4nMZPyt0XsiUn7NmzMl2NJkUmJpO4h+F5MqbG6tr6sni02WpJaUYWX6WsQzyz/lgfDq74+VOy5NAJaaNPKc7uMA1fry6kK+XOZusfZLJcRXjrPId2xk263Nm8WbHszpi7xOuuc2+UbBCAAAQhAAAIQKAnMvNiTnm8xkjX101l+O0LHA1f0A3Lj82n0L5lbop/bXAJqflcXfy1X1GlC1TIpUBfObROhXhutE041SRvwjJhp6tc7kRsyKT3djc+3qC2Bj5OA6oW4qmP1uKpV9KVsC32byracqCzlpo618o0y/e2kfO0UlfytJEvbA+Ixv4VA94vS98b3sXm99bYc2VtZ1EOUa28jU3FaDXV1vIxjPQnqFa8aTnbviLGhbuvszqGPqvZoi50YM/VbT7KJZRWMvn2wFFWuMPb0+hXqqepY+KdjudbvggW7QiU8WDyOm+Fo/xjYO0YEU/5zfHkmR3sb9vlRTiBoWykxST8JhSh/B4s95vbhtJI0WOpf2eNSxretGbFj5bbcNiyLtnApr6svSxTBDL/6m85iLbINHRPVtzea1KqvDxN79K1h9TdGGrPT9GWzGqpZP93Gt+WwcateVuX4xb4IoeuZf/o8W40d3Z9HslK+LCGWlDYmrbN9yUTbWJXMsgUBCEAAAhCAAAQaBGZb7DG3cIWl/is7kr35Wj9otOu2F3Ub2JJ689TJTvg1ecJfQfXFX/Xi/Wmv7BFJtwaUAkej/Ss71EVzS/16J3K9k1I9EaiJbWqyWr3I7TuuqhV9abJInNreWubsJMGxOQG9NrHHx7OOUVWLxqb51dy88tdOjJdudz5gWmc2b8FaCg8qV7dZrCohNaaP7FpEDzUBLMUeEyPBv7a3LsVyJtyYdLKUmx8QO331HjAGdPWRqceeXr9CTVUdyz58xXHTlXCVMcLkbfbF4LmcH8htP+aXwqpNM2E/afjbVXZ0wjyna1uWamntqp3u8cKZMQ/BD+cY30/LtvDlXUtftraUcLRUG1dVBeOmihVT37bfTVRfHyT2qFuclm4fSpv2MnFfHh/L9lIpoJrK6OcfVUS6WF+94Z4H2Bi7dBLd12vxYNKqupqVXDvZhUpmzH6ZrM5+xVbXNU6zCPZAAAIQgAAEIAABS2CGxZ6xnIQ3XlQns+oVwh2rIdKr11ck+9FN3R4WJ7+1oDg/kI2NfUlvP1crQsKkuciXVjW0TGrUhXPbhWa/iNAx4VIXn92/NJ7LwcZGcYHfYTfUU006q/6r49UJW++tTWoC0if2NFYdBCf9Z/Sl0haKU/vqmHR7RC1O+ttJ1aVjZY+z0/4LeFGr/NXmdvXATvNtWkWm8Yl5W5ASrCKb2uQpX51Snad2xrF6sPpSuH2ycMh+dTG4nzpYLVG2b7LJUpbVPG5bjrf85LstdtTDbqv11hPAeoKOZ/aIUWPlGS/U1WIqelyOPaq96v0q5FQx1/DviuOmLeIqY8Sp7Cx1rYBI7VNbcDF5PzEOK3/bJuwBnf0Mfb4yZvg2qPmWmTBfzO1R4ccK096Ntgg51Aq7aftyMKVWTK7snMg47G/5TELTktxuVXomXdlzLgdB6FrpHpcm7ctGrDYCd+28Y1YoBYH5mQF1t+l7RbFhsaMfzD26xjrH9omxM5bz4wPZsw80b2lUdkMAAhCAAAQgAAFP4CmKPV2/vl3IUXgd7sqmHLb92jg+kZ0VN3GrT9bDRftImhe+ZlIRfnltudC9NPbLY2qyZJ6XUvxkaV5lvRYv8Ft+Kc0myfXK9QpGegITLwRDXCuhbLQi28eX4YD6vLRiWvO1seritm1GoyadtYtu80vnapjMVn+R1L/CKvHBe3d5spNu51g/kCahNCHsfTBmnLjXf42Pt1u0XPTHCURVcCxWcTUdTQ9ntTzaniXh43Sp7bhqNr05PpP9MKmyk8TN/Jk7Me2lnB5syspoOX/NvRYdGu1kRJjl+MyNaihkcVx0BP8WszD5asaZca4tBqPj1Y1JJ4ilkTBhHI2ekZ3yte/nR7LpxxQzqazWW/e9eoJusccKTlOMPb39KtRU3VrSaFfTMFcZN00ZVxkjghC1IjsnNSnCH68K+FP2E+1v1+oVjy+OCaPm7Z0hdoauwIvjh+mfjXE6tJdpkyv2ZW0qjp9Lcnv/rFXwMePsih2XutNZ06qvj7qeE3Z5Jvt+3Fha25XT2qlH+Zr35eoAmlKrVV/1bnchh3HMajvvOXPjs325vdQWg6nILNa7hMLxabwWsbfRbR5WzlvO7uA6q/qGN7VF8ce0W6eIruvANgQgAAEIQAACH1cCT07sGV/K+dF2fE6Lvf1kZUP2Dk/l/NK9Evzi7EQO97dkfdlcyNyS28VDe6uNdH4kW/YV0cuysX8ql37+ML44kT174bckqzsnUr/mPFcXhyNZXt+S/cNjOT4+koNd8/yIFdmsKU1qRcjI1uFYjo8OZHdzTdY2j+TkYD1Okld2jouyx3JxtBV/2R+tbMvReTHpMRf+6371wchciJ8WNkQuj8OFunlw9VbThpzL0daq/6VzSW7d3pK9gyM5Pj6Wo4Nd+2DkZbNiqSj68nRP1u0EwLTBbdk/vSwmC5dyupfqt3R7v3JBr24nGLmyd3d3ZXdrQ1b98qrxqfJ/eV12rG+HsmcYbh/Lif8F1yyL3z48k4vL3I/sond5TTa3d2V3d1s21zeTADe+lOPtZ1JbbB9Jidqs9DD1WTavHF7VbXEpZ4fbTnRaLlc/+UgcX8jRVrf98cWRbD0T2nJFto8uCp7pNoDmcyiqEV/svJSTXf2q+pEsr6x7HruytbEqt4z4uLwuuydlL9C3mizJ6saeHNr42JHbKxuyf3pob5kwfXXp9p6cnJt+GgJmLGcHt+Mv6aO1HTmuvDr7/HDDsrX9fXldzCu2dQyudEyKioraVTmX50eyrcSY0cqmHJxexH7fzFPZo28PXVqTbR97+1u3ZWV9V06PdmLMWJEqVNmbup4+Ms3Y09+vjItmItvdh03MTT9uXq3+TsxZWjJi14ps7p9IDJvxhRzvrMnS0mpdCPLj7iT9ZHx5YYXOsJLKxvLajhyensulP++Ez/PTYznc21DnqCS+ji/O5HjfCKahLy/J2vaBHJ/l41Iz2sZyEsagLrHHZrxKXy5KvjiSnTUn1i6v78jBUTjPXsjZyaHsbfhzw/K67PUpMuZNffuqr5vxYG3bvrHPjMuG3/lpOGeasWZNtg7OGueszMPxpVycHshmHBvN+WZNdtT1QGiXy/NTOT7ckw3V79tRaoZ+TFNtbf00D6QfVG9zzaLO1WZF0e6JnMcxMKuRjE+203l9ZK4nduX4XMfHWMz4lc4H5nlOm7J/7M5vob7mOqisb/hR5TTefu7i8Hb5a1PuEt8gAAEIQAACEPiYE3giYo/+JctO+uIFc7hwdp/LK6uyvrkt+0dnk03exFyU7cnm+kqcWC7dMrb25Oi8nOA2W/zieD9Nis2F7K1V2dg5rIgYKe/47EC21m4lMUW9Mvji8HacLIb62ovT7NfRvO7hV990W1BxPP6qqH5VLzlWbnm6PD2U3c11WTECmkm/dEtWN7Zk/7hciTHArlrRE+oVPsPFaCR0fqj4eAHCvFZdFWvexrUZGS7Lyrp+7bIRq9Z8ey7LyoYRtKJ1uyrk1EzMsnqZV4af20lGO8e258+cyMHOhqzGNwMty8rqhuwcnFSfN9FvP6xgKNvRfE+TSFMjt1qga6WbrnfLtnnA7f6WbKyGmDSTrhVZXd+U3ZY6OEvmbVyJY4j98FKu8eme3PZMlm6tyebeiZgVAaHdy89GHJhCLo5l3wh9ga2NQTPh7u+bobZdvIMP7RPAYEV9Xp7I7kYaL5ZXNmTn0E9QT9PzhoJtV69r7iMWzYRjT2e/GuCfQmBWVk02bg6w3xsbrl9sH4/l4uRAdlQbuNg7kBM1Rmh3J+snXf2v1icr+/wD7ntjrzLuar/jSqqhATp1X85KtV8uz45c31tJq/TcuXFXDk4qwnNmYijDJbm1uiobW3tycHLeFLMzm3o1ZIV5eU6rfl9qrsgrypCLU/vD0cZq6uPx3GeuL8r0xffea5Zqmxe340Xfd+Sko1+EMabrM46rRizyIp5JH/cX/vMVAhCAAAQgAAEIGAJPROwBNQQg0EbAPwOq7fkxbdnYD4GPFQH6ycequalsD4ET2R6NpPvZXT0mOAwBCEAAAhCAwMITQOxZ+CamgjNNwD+HZZJbU2a6PjgHgZsgQD+5CarYnFMC7uHSXQ++n9OK4TYEIAABCEAAAtdKALHnWnFiDAKTEXCvf7/iLVyTFUlqCMwdAfrJ3DUZDt8UAfuA9SXheT03BRi7EIAABCAAgcUhgNizOG1JTeaOgH89+ep+65tb5q5KOAyBaydAP7l2pBicTwIX5gH1A96eNp+1w2sIQAACEIAABK6ZAGLPNQPFHAQGE/CvPl/bz548PTg7CSHwsSBAP/lYNDOV7CNwLgebtytvVezLx3EIQAACEIAABD6uBBB7Pq4tT72fOgF3a8qaoPU89abAgRkmQD+Z4cbBNQhAAAIQgAAEIACBmSWA2DOzTYNjEIAABCAAAQhAAAIQgAAEIAABCEBgcgKIPZMzIwcEIAABCEAAAhCAAAQgAAEIQAACEJhZAog9M9s0OAYBCEAAAhCAAAQgAAEIQAACEIAABCYncONizx+99MfCHwyIAWKAGCAGiAFigBggBogBYoAYIAaIAWKAGHgyMXDjYs/k+hM5IAABCEAAAhCAAAQgAAEIQAACEIAABKYlgNgzLTnyQQACEIAABCAAAQhAAAIQgAAEIACBGSSA2DODjYJLEIAABCAAAQhAAAIQgAAEIAABCEBgWgKIPdOSIx8EIAABCEAAAhCAAAQgAAEIQAACEJhBAog9M9gouAQBCEAAAhCAAAQgAAEIQAACEIAABKYlgNgzLTnyQQACEIAABCAAAQhAAAIQgAAEIACBGSSA2DODjYJLEIAABCAAAQhAAAIQgAAEIAABCEBgWgKIPdOSIx8EIAABCEAAAhCAAAQgAAEIQAACEJhBAog9M9gouAQBCEAAAhCAAAQgAAEIQAACEIAABKYlMMdiz1vyxWe/IZ8o/r74xrQonl6+7774Dfn0K+/0OGDq+6q8dGGSvSMvfe4bcl11ffO//IZ8+a/bir+Qu+u/K/9uFP725fW2pHr/yb78u/VX5Cd6X8f2Tw52VRmhrN+V3zvpyDTFIVvOzqnLOaGPUxRHFghAAAIQgAAEIAABCEAAAhCAwBMnMPdiTyZ4XLwun372+kSQJ9Uak4s91+tZu9jjhZ4gjphijUAyGiD4TCikWBFmAnFoWgKZ2DOtEfJBAAIQgAAEIAABCEAAAhCAAARmmMDsiz1//V/lM7/+u/I/Gwtf3MqeTOwRkYtXXpVPfO51sQtgRMQIKWH1T756Rq8MuiffNY30xr0sr7X14ltpJc0rTkwy9oytZNvntw3tVt2EMqN/1vY9+eLngj9ulY4tw69Ocv7l+V1d9D6Tr1jZ40UuV2byxYpIL96zApg9prjomGwVe1qEndd3flduH3jCNk1lJU4h9pg8YXVQbbVOl9iTlSdOgLI2Ll6R26N9+b022/a4L9cISdpXI2B1+Bjr11WGtj/albsh6DRctiEAAQhAAAIQgAAEIAABCEAAAk+YwIyKPf9LvvzrvyGfMX//5X+1IKmLPWKFDyd4OCHFix/Zqp9cLImiTo/YE0Ukk84LPuGWqiAkWQHICkRePAq3Xvk8Tvzx4o1PZ0UZfxtXll90Hc127TYulyYr34s61taztfrnSNvEHivQ6FU9eTajrMltJXJkgo0SUrLVNF48KW8Fy/IW5XSLPUl4sv7G1UGn8nvKt2Aj86X0MaxY8iJOEpRqZSjRyfhrbHWxKurEVwhAAAIQgAAEIAABCEAAAhCAwE0RmDmx56ff+l35zK//V3mzt8ZaCFGJldijRRSTIgopKo3K2buyJwgqWlAKdt2x0iclKlmxJ626iQKT9yvazhxS+a3wUxF7yrrY7y5drK+1qW1lhUiX2BNXuORZ6t+UeJJWzRSiSD2nWBEmPhfIrcYJZQehxmVV9gqxKZXpxZco/KRC28SevAwRKxwZ8aa1DOVHMs8WBCAAAQhAAAIQgAAEIAABCEDgqROYObHHEbnCyp4oqjhxQ4soUWCJaQr+Zr+61SmmLx+IXAgsSVRyYk+4hSt8Wh9abTsRKvppbYdbvdynWw1kbFfEnkZdUrrkl6nndGJP32oVK4pokSYILFH4MSts+h+0PP3KHvX8oFimOPEo+KKauS72OOEmiEsmeUxXrkRSZYi4urnb05Qfqjw2IQABCEAAAhCAAAQgAAEIQAACT5rAjIo9CsMVntmTix2Tr+xJK2MKoaRT7AmCjKqD2Rwk9pQClS43iTiZcFP44lYdpZU9UUSaQuyxK2XCrU2qOkYIscKIET70cS2ExO1hK2CGiz1KPOoSYmL5ynEt4pjdKk33yh4l5Kg8meW2/VkivkAAAhCAAAQgAAEIQAACEIAABG6ewOyLPa0M3CqaxLeBVQAAIABJREFU+ABkk86vign77Mqc6jNr8rw2nVnRY1fJBLHGpfmEfkBzeK17IbBoUSkJRIU/04g91p/wdrEWscc/1yeIOrZ89cyesD8TiAqmbbdxiX8Ycra6x4ga4Vk4djsIIU7Uia9bV+JHvCXKtlH+nJ/gSp/Yk9kNK4W6xJ7i9qvgQ1yxYwpWPtr9Qbiyef1qpNYy8mcCWVs8syc0J58QgAAEIAABCEAAAhCAAAQg8BQJzL3YE26VCp9B6AlMrfiRve3KH/HCkMuXnqWT0t+Tl8ybvSYUe4KoEvyJYkuH2ONEKfeGL7sCyPtryjb+OBtulc8n7K1cesVPEpVqdYnlT7Oyx6LyIk68VUu/dUof25W7J+7tWPbhy0pIiaKRtzHp27iy26V2XpG7631CjG9jK0apt3GZ3WGfEWYyH/1zeryP8ZauVrFH2bJ5gujly+YDAhCAAAQgAAEIQAACEIAABCDwlAjMsdjzlIgtYLHtK3sWsLJUCQIQgAAEIAABCEAAAhCAAAQgsOAEEHsWvIGHVA+xZwgl0kAAAhCAAAQgAAEIQAACEIAABOaDAGLPfLQTXkIAAhCAAAQgAAEIQAACEIAABCAAgUEEEHsGYSIRBCAAAQhAAAIQgAAEIAABCEAAAhCYDwKIPfPRTngJAQhAAAIQgAAEIAABCEAAAhCAAAQGEUDsGYSJRBCAAAQgAAEIQAACEIAABCAAAQhAYD4IIPbMRzvhJQQgAAEIQAACEIAABCAAAQhAAAIQGEQAsWcQJhJBAAIQgAAEIAABCEAAAhCAAAQgAIH5IIDYMx/thJcQgAAEIAABCEAAAhCAAAQgAAEIQGAQAcSeQZhIBAEIQAACEIAABCAAAQhAAAIQgAAE5oMAYs98tBNeQgACEIAABCAAAQhAAAIQgAAEIACBQQQQewZhIhEEIAABCEAAAhCAAAQgAAEIQAACEJgPAog989FOeAkBCEAAAhCAAAQgAAEIQAACEIAABAYRQOwZhIlEEIAABCAAAQhAAAIQgAAEIAABCEBgPggg9sxHO+ElBCAAAQhAAAIQgAAEIAABCEAAAhAYRACxZxAmEkEAAhCAAAQgAAEIQAACEIAABCAAgfkggNgzH+2ElxCAAAQgAAEIQAACEIAABCAAAQhAYBABxJ5BmEgEAQhAAAIQgAAEIAABCEAAAhCAAATmgwBiz3y0E15CAAIQgAAEIAABCEAAAhCAAAQgAIFBBBB7BmEiEQQgAAEIQAACEIAABCAAAQhAAAIQmA8CiD3z0U54CQEIQAACEIAABCAAAQhAAAIQgAAEBhFA7BmEiUQQgAAEIAABCEAAAhCAAAQgAAEIQGA+CCD2zEc74SUEIAABCEAAAhCAAAQgAAEIQAACEBhEALFnECYSQQACEIAABCAAAQhAAAIQgAAEIACB+SCA2DMf7YSXEIAABCAAAQhAAAIQgAAEIAABCEBgEAHEnkGYSAQBCEAAAhCAAAQgAAEIQAACEIAABOaDwI2LPffvfEo++Wttf5+Vu++IvHP3s/LJjZflnafE7GmXf1PVtvW6c9+bvy8v/Nqn5IXw9aYK7bN7/861tXVev7Lgq9TX5HWxaa2+87I8r78XRS1W/LwjdzdMf70jzVDxx55iXy3Qz+3X7774DfnEi28N9/+Ne/KJZ79h/z79ytVHyotXXlXlvyVffPYb8sU32tzpO96Wb5b2vyMvfU7V8eJ1+fSzr8pLF8bHrmOT1eEmx4J8vLvK+DZZnUj9lAhkMdrvQ96nRSYeY/qLmCjF8PKL/jdRKS5xV1mWy+deF9vVp7B9LVl6riF6y7jG66besiZMYK/x43XmhJmvlLy4Tits3eRYXBQ121+vGnumdtdho4VSfl5rSTQju6/max6vffH59PrVjMDGjWslcONiT+ZtywmrL+gzG3wZTCAfmGZkctASA4MrpRLm9VMHrryZD8o3eaK7sqs3YsDFyifLCzjTdlUR6EacWGijXZOTWsVN+usQeYLtfGK4CGJOqFnbZ9eEsjg24SS7rcTr3p+PdzMynl93JbGXCEwYh3mfRuwJIBF7Aomb+Xx6k9LiOq2oHvOKAsiMfs3PazPqpHfrar7m8Up8znZbL5p3MyT23JEX7IoCtwroebPkR/2zHSOuEFKrLsR0oDty16wOMsfjqgN3MRxXFZUT19L2FPmMiTa/mh3Z+RNW1pgT5At3zYoRU19Tn5Z62Al2WhkV8puyjY3n775sV+yEeobjmV+2bqr8yqS96W8AZPJ9Vu7eNRP94Ee56sPZDsfLtguWJKuLspHtV6uP7K8Jpo4pFly97si3Q3tnbR5LMnTUSqYhdQh587pYnv5XjRfu+BgryszZ5fkbgkkoJsTOnfu2HQO70H4uWVhlE7jnLJwIFY75PhDj2FgY7otyy236Nkn+OFvpexn7qj0z9r4mPav3sngtVlHZi8kYe58SzdTmu/OyX43kWOh4KetlL/z9CplPxJUdIZWb9IcVNJ8ofw1Wq2tcmnvy3ZDVTMw+97q8ZFbsGPt+1Y4VdWJ5Kb0Te+7ZFTWhvPrKmsKnZ4MNJ9CEvJkQ1OJLdNWs6gk+2Tp6sefFtHroE7EckysXg7oZhlJCvlflpTfMKhrPZRKm4iesPu+nX3m9sQJpmC85Q8sqTqS7joW65GkacRGShT4d+qAdN9S5qRg3VLa0mY2F6TyX9Q89nt8ZPi7rfmPHjo2X5W5YeVs5P7rzy33Vt5I/1mE/Poexy53HUlWy8T6UpcvJ6qrGfWOisN3Vp1WJfrMYN3WZrdcL2kret0JfjimKcSDvt0WsPKtFWmP3nrwU+l/oCzYWff/Q6X2MfvHFsr9GT+JG1g+83f4xpvA1+BOtqo22MaWDhSs/rF4syor1zPencSzf3+hzGbN78sWOlZKWja5b5nNY3Rfqmpf7xVf0CkCRjHPj/BFsVD5r1xA6Lv1xdanjrgtMmqyf6POsL8cez/fn1yTXe67O++YdecGMIboumb/FmFGg6bqGdUnb+nJ+baOvS0IRjkHXvKKw/Wvp+spec+g6hbE97ivyhjE/FK4/bdvekfuaS7TjE+pjxQp840tzrvBZuXs/zB/CvEczUdyL2LJ1i9dTedy0HitslNeW2fjs6xvnZB3nveZ5zfHI9vf+wKjrrWPR7Ffn39BGHazNKl+3sj1cV6eYyHwKtsr0cb8OALOd+2jitS8+8xjM82f9rSjK5Hv+bsd5u/RZxb01Zdsv1P+a5xWFr3x9cgRmR+zRA5ztjGmwcp1C3eZlj4dByneCbPB0+9IJwHXgbEBSjJP9Ml35XWUym5kf+fdkM+TJfXKDaqiDNeZEG12P0n4x4DobBSc1MFofoj1dvt42Zbt6Jl7BZ+VXHMRc2jTYOFuJbfld2/KMoq2cmU1Z1DFjXBzL61eUkwkOzqckBJZ1qOVNXOPFTcEy1Dm1dRkv5fe8HJtPD7R+kHXt0PTRpQ9+FZx93lRHdzy1abcvuWfum45Rux3rHy4eU/w638L3suxwYlN9WBdYxrn6bsttxEuaGAaGsZ42b2CkCxERe5EfxJLyu7vIT5ON4pdxm1dPDPyEMNyK5ScfOn85ydDfnQiU7LlJhPKtcN2kT7Zd2a3fK74U5tykJfjuxZw0ofITnuK4ndR2MixLCZPmVC9b7zDx6mFaMnHM0q1YmqctufQtc8fVKU7MLaPAv/9YYl3ERVZGEeehT8Z+U/TZIq8b61TsFrFsY72wlfp7OV6UfbDo/963MIaVrpjvrv+nvpb5l41VJrUvP/TV8riti7oQV33clm3Th7qXvpffa96GfSWH8ruzlc5fIV/4LMeB4nsZY5U40uKQi+EQZ8WYYYt0+2JcamHV9+Nkr+z3wWf3acuKfTYIpaHsIFSEvljUKwirKn9mvTamdLLQ/cSVleoRfAm+ueOJQY9v3peY3vqRBPbMb/FltY05Nm/ww/sc0vrbO+OPAmV9y+9lwfq77w+t/TWLf5cxO+ea/hL6lrZrt8v+4WI+nBPzc3N57i7zFmNYWdagfh36cbi+U98Le26MScdzX8u+W343vqe8hen4Q2zgkI1fYbyK42ng4u2V41N2jez80GNn1lYNR7woE9uvqEdZVhELjlG4tjLG/RgW7fnvikXmj7Jn+cZ8eVt3HXPXwIG1Ky/Vv/juYySNscXxgo8tt9EOqb55TBSZfbskX3TbeC7KdjafMKYUm3gOU+ld2aHenlc8rstyfmXcS1dtuxW2Oua9yVZZTvk9L8jFS8t5uy/ufWxFnqEtY8w4prFPNfjnvvBtdgjMjtgTg8nA0QFltlMHCehMQLuA1Gnd0XLwsHtt0KYBJNgxnza9Lb+7E+k8YWCInSI/qGyGA7mfqSPXjwf7qVO5dLpuDRvZwFUOTB3ld7DJ20L54NsrsQv1CCf4Oms72Ma2dry76hg4fNKv3tC8NQtVut/U9dXbzTrU86qYK7ia9Jp9YjBJ/Oi4Sx5ou2mv39J+VC7+bF7dLvGkpPO3tEujMLPD12fDrGjS+Zo8Y1r702TzeGJUFjQZszIem3abZccSuy7OzbF4kR9ymMlVmgiEveHTig9hcpRN+kyKchIXcrnPLK/Z1cjfTB8Eh4bIYZLquvXYssX1PLMnL0PVRZeTu1j5pvKFoz2+JS7lBDAwCmJPvW1M/sApFOk+C3uZHx3HJoyLLB51f/XOtPfvej/Q6a3t2Kebca7LztP6wvU4X/Et55WPcYGh+dVTj8E6T3f5rn5uAuC228f9Zt10OZ3b5cTJJM7q2me7KTSk8oo48QdKkSWlDzEbxpBmf8j7WZazOiak/lGkDaJGGI9q4o2O+Qnjujk+9bPo8jW3V9jq8a3GrKuslL7etilvZUyx451vP7sdxLIm/849WQz6lDpWK8d138+vm5olZWmtrXC+rsW7Hmuax3U/LkuqHUtla7spZzqe9oWtxjHNQfMJGfTxYvIckoTPpq/Nuoa09rNhW02YNdPKtZe7LlHXjNpwZtcfiHXrGwtr43CzHg2O2kdVfpNJcrTrmB5Dq+lifcrx1tlv+JeKdXOljvNafm2pMppNXW5xqLxWDHbazzsNA8W5o5hTacYxq2mbljgo4rXJMW/XxKzer2KRxUbKFw705FfxURtnrL1rnVcEv/h8kgRmX+yxgRiWlOWfbWKPDc64TFHnCSfAHHHW6ezg4fNEUSJP777lHbNMkdm0B/P0zQ6ZHw8DVVoir+rhB8aGDd1pg4jVNojqgcpsx3RlTUq/cpGi4YPJbv2os84HE2e7q47WmxADRXtYxoP87q5DWePGibvgatLremdtPTh+ihOHdyKz5ffZsmI8uxNJre46b55HxU4m2jRr3tjj2WcnyAoPk8+U2dYntW95Gc22yY+7bzZ/ZJAuwpp2u+y5i/1wC1P8ZThMlMKtRtlnmKh5r+yEKd1yEX+t1hMpk7T8XlQqTTC03aIslcekDyJGI28sz09Eesq2yacVe+Kv3Y6BZqjc9ZuVyVNNBKsy7clb5lFtFjjl/hQTyoxR+zE7UVS2Q+zEX/vzQnKRv9JP9LiRZ63HrY1vP8bp7XB+0P1S94Xe/l/xLfdH9+d0pOm/8zuO4X6MTmNBLW+RR/XrcB6ydQn7W8f4ZDtsaQZhXz6e1zmntEE4rd126MSaFAOVccAbsn00xk3o1y6/7jPVvhycyWLU7exKb2N1oNgzaVw3x7N+FjVf61zy/tfnW81uWfeA0HzaY1bIb/KPxw03y7sQc7I2aD9/6PKq27a/FddEug/qbW8g62v6eq1WgD6ur+cqdk321D+b/aHeh1yhmU/eD5ve9tGmLZMkHfcZ1EfDnvK37ocpI0ym9bYy6jeb+ev+WR/CWBNtV67x9Dgc0+trq+BX4YutU1vbO5/i+Knt+vIajLIfw11ZJk0mwut4UEzDecOVV/qrfSmOKRtNf4prfpU2kKjm0e0UxvhKXpOsUT+dt5gXhDJDXdM5UtdPt5taceozW39jWyQWOpbtdkyj7aX0yRezZcpPx/riM2Nm2jOU1VpfV1qNVWaro466fsF37WfORde5iO+Qmc+ZITAnYk/qIE1yrgOnDp0P0s30zT06mONRO+j4YA4DUTxoNprl6sNNm3n6ZufLj/fZtx6U90oXA2XecWv2HVfji+an61HzQ9etWY9i4M+NmcZRy5FLn8rE/ntsi3xAyetX5tW29bZLp+tQ5iwHZf2rRkir6121FX1unkiCjZr/2pYtwwzwYXBX7TsobzVuQ+lDPw27ov8pP7QV4+91iz22nvYkF9o+b0vNy/mSH9f+6e006XATsTQh0KnUtr3ozwWObNKRTQoWWexJTEqG6UjYMpOrMNHV+/zqnE6mQ/KWtkMZtc98QplPXtuP9cZFUVQWj5V+oseNPGs9bnU/19tTjcu6wIpv+rDZTv05HUn+O3/NBWiYZOi6D8nbfs5J5blfbt15OJSjjjY2tQ/poPE1jGF1zimt2lLx6UTduligcrg3YBmRJ6wSzMaFZv5sDNGGzHaW1x3sSl8KHo20yt6kcd30pVmX0n1dvt1u5ZL3vz7ftN1QZln3sN98Jnt1n2Ney6dL7ElWY30a41tKk23Z/hbOYf6I7oN62x9Ofc12xnQdkBkOX1KMm3yxb1Xsmhypfzb7Q70PuXIyn3zRaVxq2jJJ0nGfQX007Cl/636kejau05TdWG64drLHcv9s2S3XVy55eCFFvvqm7ldRuP5q69TW9rlPOlvYbjCqzD1Mmmx81NfZimmwGVa5OAGh8C3c6qOvu5SNpj/FNb9KG8qr5vEHs/io5DXJGvXTebM2DiXaXOq5nbXvOq3btn52xIT2deI4uIrYE1y1fLrmpXVWmn9XHXX9YpHqeZvaTjjO53wQmH2xpzKw5Wibg+WknbAzvVVUy8HQeNC9NK5pM/ez2Wny4332jQcNG8VAmXfc0n4YFMwDnmv1C5Sb+XTd9HbI4S7QW2zqk1APQ2cvcPYPHFMCRl6/WLrf0H7rbW9VDWBlzsZFRMHVpNfsqwyC0db4yVdIpeRBHDI+hwmKP6r9yDi649Ynf+Lr9CkUNuiz4ke1T4Z2Mg/TnoS3zlc65I7FC1d7OLfdrGd+vLSYf3eTDLsSpGeJfpwQKAPZpENNpFyS+sQiZM/ymp2N/CGl+zTpw4qVNHlRabT/PbZscVOv7FFl2k3FsDzUuopHCWxqJYLJnrjkE0Br2tZL38YVthsFV3YU9jJGHcc014rVclcWj7q/+oR63Mjz1vuBTm9tx/GvGee6bL2dl+O/VXwr0+my3THlY2X80WXmvprcLq++jSubnJSFF9+17eJQ/rU23mZ1bXLLDVS+xRjoinWTz/T5QoDM4qw5JlT7cnAhy+t2pv4REqXPcoxqpNX2Yp1S/s4tndcm7GOh+3Ifl6L/9fhWY9aoq6pMSl/3OeWt+Gl9Kdo02q7bi4f1RhaD/oCO1crxrP9V+ps2b7ZNevfCDn3tVYt31Y8nOlf3XbNou8m7rB5pt91qHNMcNJ+QTx+3vhfXSCFdEJkyIUCzMNtF3sy2MeTT2xepKKY1v1S5jc2GXdtY/tb4OjNto8Eo+HU/pXJtn15kkv2oWis/ZtVM4k6/oY4pG9WxWDNRaYPFZh3CkVIMVGXGJB2MdLkxfdgobXXYsVlM+u6YyM5rnWUHH/Rnbr/JMfe3i1nXHKuZT9c798F6p9vL1CnrM36uc+3zCs2F7SdBYA7EHj8YZIKE7hR6OyBz+/TFZLNjhbT6BKY7hTve7DgpX6PDlZ1GDRy2fPUwrqbdSj3sYKIHn9y/hg1dfjjZdUwOnP9BXFD1yjabfuUsS9bl98yYGTnywaSnjllZtn7pVyt7LNavKCc7IfbVoZZXcS+4mtSaffIxb58yXVmKzadiIl9BVPrsvqc33hScPZs0UBfHQzwUA3npU/O7saNY+ATO93QBlH93HMItGeGiKflWlGJjINlKHEqe3q5iltgHm67euUDkj5WTiGwC4y7c421ZJotKnyYMzpb9bn6pDmJFZkulCb/wF/bSBMOlnUTsCc8DCuJP43vFF19K/LD+B98rokxeXzVJVUyssc6yXL64yiETc/Qv7s6tkqn7nn5pt8yeTQJPeTxw0LfJxAr728/isczvYrJZORbb2RgsGaRCrnAbV5gAqL5WjI021uN414zzvC/09P/KmKaqYTftGKf7vu6netuktt/LVYhprI7Hg/9F3YIY5M7ZZd3KcaD0VH8vx57ye2lb5zXbzQl81ldt2+vJv06v+ok16+M/CkDlcZOo3KfsZXHo/Mx8cbvi/7Y/xD6txRafJLPnyhka19XxqZOFLr+sY8nF+RL7ZrhVVNUl73OFPeuHGosjEbdhuYRxuPS5+G75hrTBj9B+Nm0aj6pMirLj13B+DvHvr0/SNWrRX8v0pr/0nbtDH4xluNLzc3N5PV3vH+1lFf2nLLPs1+X3CMRt6Osouycbl0rfyu/GFzVeFrbz8dAc1L7r7XQsXV85Y24MVOOa3V36EcY/dQ3jsrv/y7Ysf+RsMHL2Q2w0GGX1SH6G9HaPsRniRTFtMLFlO7+7jqVrMmPdsUvlFd9Vec67/Ho57AuftlwVs/a7mu+V30M+95mzMvsSr7KNQzvpmNH5y/Tuu46J3NcJ48ByS2VbW6GNbGXy8lM9tI+u1umY+67/t8d0v1BtHNouXR+XdXTfY9uG2I1+Fsennldoj9l+EgTmQuwxIFwAp3sEy2BN3z22EKR2KWI5WOdos043QT5jxQ1ENb9yn8Or8IKfzc6ad/TgYWk/dsLARA2S+YBsnAuvZjSDec1+bV8oOXw202S8bDKXJtxTqn0MVtJnSFsMeqGd1G0BYYIQmBkbjoc/qWb1SyW4Le233nZHm3XI84d4s3Wx5SR/TUrdfpmt6JOPiThI5vbNN5cvfzWormuov+Nqynf1iHyzsvwrEhvxkGIznvxdBYqHLjf9c3tMmXndQ0rXFsF+caFT+GZfO9rHQsVA5JDZMZPH/ASbsbeONds6+Gs+g2AQnruRJhjmaJiEhGdxqAv7eOHvj734ln8Nr0+TTaRSiXl5aZLYmLS15A+WTPok7jR9zY712LI2bRpTF+N/MXnKbn1IZQVWeZ2S+BJ8TZ/ern6le5xImVR+whmebVIyLdrLvXo9MTQWhvvixaUg0BWMnHDkJ4zFse64SLW1NdIrBm3s5n1Hjxt5Tv/NXpiFPpXn7RvPG32h6DtZ/6/4VvrjfL3j3hJp+2buTxgj7fhk+rb1XaXRdfGvXo9jVxj/VJ/Xx/KxL/9BolHP0vGwiijY1mNi9TxYGIh9w/f1LGZVHPm4zfpeEB7sMROrrg+4NM1+ZksuywsiRyMOtYBS+Gy+RjtuTOofY5w/YSx0Y0HFbrSd9z27O7xGvsIiK7+Ti2Ia6t45Fuu6ulvmXrrRV6+n80D7eNOckGUkbX9Tr4E2sZnFZZiIpuuG+2YsiWnceU1PPDP79kv7ue86z9VpHHLX1XfLxwnoft9y7RB8b4yHjXHJn++rfTldY2djhzfeHCcKPg0/3fHMlk+T7VOswzVv/gKLULvgiLkO/6y8cMe86MK3b2xXlyZvn/yWrAajyhhm0mQ+Gr/D9VbGtOCZtU/HscyG8TnEo6tPVnYjbX69XNAp5ik1HsW1ZcNA7kusd4WTydrFOj/vmHNZERO2bqbOwaei7Li/4aTdEc6ZhldffGbtHstN44Nax5UV5vK1n7eH19HV8242DhmAYV5Z8cX2l8Amc4svT5nAkxV7nnJlKb4kYAYqOmZJ5Ul9bw72VyvZ2isuIq5mkdwQuAqBlsnt1CaNveaEc2pzZOwkkF1sdqYcdtDYyyYFw7JVUr0jd++8LG0Xu5UM7ILAdASsgJbEnk4j77wsL9i3UXamusGDXM/dINzpTVfEj+mNkRMC3QSu+7zNvKKb97wcReyZl5a6CT+NCos4cBNkB9m8ktjTUNDdLwxxRcwgD0gEgZskcBWxR93O4l3Mbse4SbexbQlc5aKxMbZd54Tn/p1rEo1oaAhoAs3xKludpJNWtu/fUavaKsdvfBfXczeOeKoCrnPsm8oBMn2cCFzlvO1W/egFAMwrFiV2EHsWpSUnqkdYrqk79UQGSHwNBBoToglt2kE9LAtWz7GZ0AzJIXBDBJqTp4kKirel1G+nmcgWiScmcKWLxvJWqux2gYldIQMEngyB7Haz9ucAPRlnhpbC9dxQUk8lHWLPU8H+cS30auftdGtkuOWQH5AXI5IQexajHakFBCAAAQhAAAIQgAAEIAABCEAAAhCwBBB7CAQIQAACEIAABCAAAQhAAAIQgAAEILBABBB7FqgxqQoEIAABCEAAAhCAAAQgAAEIQAACEEDsIQYgAAEIQAACEIAABCAAAQhAAAIQgMACEUDsWaDGpCoQgAAEIAABCEAAAhCAAAQgAAEIQACxhxiAAAQgAAEIQAACEIAABCAAAQhAAAILRACxZ4Eak6pAAAIQgAAEIAABCEAAAhCAAAQgAAHEHmIAAhCAAAQgAAEIQAACEIAABCAAAQgsEAHEngVqTKoCAQhAAAIQgAAEIAABCEAAAhCAAAQQe4gBCEAAAhCAAAQgAAEIQAACEIAABCCwQAQQexaoMakKBCAAAQhAAAIQgAAEIAABCEAAAhBA7CEGIAABCEAAAhCAAAQgAAEIQAACEIDAAhFA7FmgxqQqEIAABCAAAQhAAAIQgAAEIAABCEAAsYcYgAAEIAABCEAAAhCAAAQgAAEIQAACC0QAsWeBGpOqQAACEIAABCAAAQhAAAIQgAAEIAABxB5iAAIQgAAEIAABCEAAAhCAAAQgAAEILBABxJ4FakyqAgEIQAACEIAABCAAAQhAAAIQgAAEEHuIAQhAAAIQgAAEIAABCEAAAhCAAAQgsEAEEHsWqDGpCgQgAAEIQAACEIAABCAAAQhAAAIQQOwhBiAAAQhAAAIQgAAEIAABCEADRoupAAABrklEQVQAAhCAwAIRQOxZoMakKhCAAAQgAAEIQAACEIAABCAAAQhAALGHGIAABCAAAQhAAAIQgAAEIAABCEAAAgtEALFngRqTqkAAAhCAAAQgAAEIQAACEIAABCAAAcQeYgACEIAABCAAAQhAAAIQgAAEIAABCCwQAcSeBWpMqgIBCEAAAhCAAAQgAAEIQAACEIAABBB7iAEIQAACEIAABCAAAQhAAAIQgAAEILBABBB7FqgxqQoEIAABCEAAAhCAAAQgAAEIQAACEEDsIQYgAAEIQAACEIAABCAAAQhAAAIQgMACEUDsWaDGpCoQgAAEIAABCEAAAhCAAAQgAAEIQACxhxiAAAQgAAEIQAACEIAABCAAAQhAAAILRACxZ4Eak6pAAAIQgAAEIAABCEAAAhCAAAQgAAHEHmIAAhCAAAQgAAEIQAACEIAABCAAAQgsEAHEngVqTKoCAQhAAAIQgAAEIAABCEAAAhCAAAQQe4gBCEAAAhCAAAQgAAEIQAACEIAABCCwQARGB2cPhD8YEAPEADFADBADxAAxQAwQA8QAMUAMEAPEADGwGDHw/wMAE/BXZ1zyPgAAAABJRU5ErkJggg==" alt=""></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;"><br>
</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;"><br>
</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;">For the other two functions, I will also share my review comments.</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;"><br>
</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;">Thank you</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;">-Dev</span></div>

<div><span style="font-family: Arial, Helvetica, sans-serif;"><br>
</span><br>
<br>

<div style="font-family:arial,helvetica;font-size:10pt;color:black"><font size="2">-----Original Message-----<br>
From: Steve Fanning <stevefanning@libreoffice.org><br>
To: LibreOffice Developers <libreoffice@lists.freedesktop.org><br>
Cc: LibreOffice Documentation <Documentation@global.libreoffice.org><br>
Sent: Mon, Jun 7, 2021 12:36 am<br>
Subject: [libreoffice-documentation] Calc's ENCODEURL, FILTERXML and WEBSERVICE functions<br>
<br>

<div dir="ltr">Hello All,<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">Please could somebody with technical knowledge of these three functions <br>
</div>

<div dir="ltr">help me?<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">I have been upgrading their descriptions in the Calc Functions Wiki area <br>
</div>

<div dir="ltr">(<a href="https://wiki.documentfoundation.org/Documentation/Calc_Functions/ENCODEURL," target="_blank">https://wiki.documentfoundation.org/Documentation/Calc_Functions/ENCODEURL, </a><br>
</div>

<div dir="ltr"><a href="https://wiki.documentfoundation.org/Documentation/Calc_Functions/FILTERXML" target="_blank">https://wiki.documentfoundation.org/Documentation/Calc_Functions/FILTERXML </a><br>
</div>

<div dir="ltr">and <br>
</div>

<div dir="ltr"><a href="https://wiki.documentfoundation.org/Documentation/Calc_Functions/WEBSERVICE" target="_blank">https://wiki.documentfoundation.org/Documentation/Calc_Functions/WEBSERVICE</a>).<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">I am not an expert on these functions but have extended the descriptions <br>
</div>

<div dir="ltr">beyond the explanations given in the Help by a combination of code <br>
</div>

<div dir="ltr">inspection and experimentation.<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">Would it be possible for somebody who has expertise in this area to <br>
</div>

<div dir="ltr">review these three wiki pages from a technical perspective? Is what I <br>
</div>

<div dir="ltr">have written technically correct? Have I missed anything that might be <br>
</div>

<div dir="ltr">significant to a user who is looking for more background? (Please don't <br>
</div>

<div dir="ltr">think I'm looking for somebody to find typos - there may be some, but we <br>
</div>

<div dir="ltr">can resolve those without wasting any of a developer's valuable time!)<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">On a specific point, do we need to declare the versions of XML and XPath <br>
</div>

<div dir="ltr">that are relevant for FILTERXML? If so, can somebody confirm what they are?<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">Thanks in advance.<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">Regards,<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">Steve Fanning (LibreOffice Documentation Team)<br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr"><br>
</div>

<div dir="ltr">-- <br>
</div>

<div dir="ltr">To unsubscribe e-mail to: documentation+<a ymailto="mailto:unsubscribe@global.libreoffice.org" href="mailto:unsubscribe@global.libreoffice.org">unsubscribe@global.libreoffice.org</a><br>
</div>

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</div>

<div dir="ltr">Posting guidelines + more: <a href="https://wiki.documentfoundation.org/Netiquette" target="_blank">https://wiki.documentfoundation.org/Netiquette</a><br>
</div>

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