Where is the screen location in the OpenGL perspective coordinates?
By Jean Yang
06 Sep 2015 00:34
English
3 Replies
Below is OpenGL Perspective Viewing Frustum,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfkAAADyCAYAAABOBryTAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEeVSURBVHhe7Z0H+BzFef/XptiBCBBFQqIFRLdpEcVgYxFKAGPAIHozTWBqFEpEMx1EhyAIzYhQHAskEDUYTAgYg6ihV4neiQSiGWzK/5/P6N7Te6Pdu737Xb/v53nmud29LbOzM/Od+s53/t//kQghhBCi6/hu4VcIIYQQXYZEXgghhOhSJPJCCCFElyKRF0IIIboUibwQQgjRpUjkhRBCiC5FIi+EEEJ0KRJ5IYQQokupSuRlN6c6qgkvO7fcNbWEf1++WV+uFa2jU75bu/oTf7WL3+rtj7zvlve5rTqvL9T6jGqua6f3yG3xrhmeFkKIVvCd73wnGT9+fLL99tsnr776arLEEksU/smH8kfRbIizeVBzvRCip7HM8s477wy/zz33XPgFxDtNwO24ubwZrhDNRiIvhOh5XnnlleTyyy8P25tttln4HTVqVDLbbLMF993vfjd5/vnng6Czbcdx/fv3l9CLtkUiL4ToeZZaaqlkyJAhYfvkk09Opk2blpx55pnJyiuvnLz55pvh+A9+8IPwa3z77bfh95NPPgkCj9AL0W5I5IUQPQ8Cvd9++4Xto446Krn77rvD9uOPP54MHjw4ueGGG8L+lClTwu/IkSPD7+jRo8MvQi9EOyKRF0L0NNbUTu3d9o2nnnoq/P7hD38Iv0svvXT4RfQ572/+5m/C/qeffqrmetGWaHS9EKLnQaDPP//8Yg39m2++Cf3tgJB/8cUXYZsmevrkYcEFF0ymTp0atq3pXvmkaBZ5C5WqyQshxP9x8MEHJ9ttt13YJgP961//mqy77rpB4Pfaa6+ikAN99fPOO2/Y9sebAX6LnRBZqCYvhOhpTCTJ4yoJJn3v8803X7L++uuHJnx/fqPzyCy/KW/uTfIW7lSTF0L0LJZR0gRv24hmmoOPPvooOeuss5Kf/exn4fz4/3rBvWNnz/n3f//3ZIcddgh+tul8RxxxRPLll18Wrp4B1wihmrwQoicxEUQo6Xf//PPPw35WXmdC68Wzr/lilhDbc15//fVkySWXLBydwTzzzJOsssoqyaBBg5Jx48aFY8OHD08mTpwYtmHTTTdNLr300jAzIMbeQ3Q2WXEnRjV5IUTPYRkkpmwXX3zxigIP9h+/5mqBZ5sDuxfGdhZddNFi7ZxfBJ6pffT7m5s+fXpy7733BlE3P1x//fUl57z99tvJYostVjTYs+yyy4bzwK7xfhDdi0ReCNGTeFv1UKtoZxGLucFzzjnnnOSAAw4oCjoOYzuXXXZZ8uSTT5YI9oUXXli4ciac89VXX4Vt7hf7/Yknnihez/uttdZaxefgDj300HBefJ1Ev/uQyAshegoTMgR+0qRJdRE2E3NzYOJ7//33hxq5F9nDDjss+d73vlci5rhNNtkkWWmllYrXprksss5lsZ1rrrmm5DngCxi77rpr8sYbbxSvMfz7iM5EffJCiJ7BBIsa88UXX5w89thjYT9v/sb1nJsmfBxn8Nvcc89dODIDugPoQ7/pppsKR2almvyVZ1OTX2211cJ8/mrIEuy/+7u/CyJvcG/CJvaXXV+Nf0VjyPqWMarJCyF6Cgaz7bvvvrkEnozUO861X5r7GfBGjdhqxQj8JZdcEprIrdb82muvzSLwXO9ds8h6Jn40/2KrH0M/vqa/4447Ft/brrUwEe2NRF4I0RaYaMTCUS8xsXvQdG5N1h57TvwsRO23v/1tMmzYsCB4Jn409//4xz8Og/ZMIHEjRowoWY/ehNG7vtDX643YT3bfRRZZJLnjjjuK78NAv4UWWqhE9A888MBgBtiuMdLCT7QWibwQouWYMLz//vslYrLHHnuE44hJX8TDrt19993DgLdyfP3118Xnm1+4hqZ4L+a4Qw45JPn+978frvNi6V29aaSIpvmdKXtjxowpeW8W7kH4LZw22mij0HXgrzN/NtK/ojISeSFES0EEEIahQ4eGud9eTBBchBZMPKrFRAZBvuqqq4KNehMjBsWtvvrqRUHHzTnnnMmRRx5Z4g9qsw899FC4j2H3sO1uxN4xfr8HHnigJHz+/Oc/h3Az0SdM47DhO0jwm49EXgjRMizTZ6AXtUMEw8Oo8BNOOCEIB+QRCRMTOxeRuf3225PzzjsvGTt2bFGIcNim//Wvf528+OKLJaJ1yimnhGsNEzrveo1y7+9Fnz79v//7vy8JZyzyQXxdnu8p+oZEXgjREiyDp2+XPmwEwvBCgginEYu5wXUYlhkwYEBRZDbbbLMg6H6Amblf/OIXyTLLLFO8Ns2JWckKJ/r0mb3gwxjjPL4bZpttttGUvSahKXRCiJZgmTmZP/257KflMxznHMQC4nPeeeed0BJgy74CZmpHjx4dVpbz18Z0Yr5GeNQ6ha6ZlBPrFVdcMXnhhRcKe0my/PLLJ88991yq6Et70ikXvh7V5EVHQcT2TnQm9u0QYMy2+m/pv68/TmbP4iyM7LYaIQ7zrdhpt+Z+HCPeTeCx425wD+9E44jD2oc3gm7fasqUKckKK6wQvpV9U74x395fE8cHkQ+JvGgLLAF7F2PHSPivvPJKSQYgOgf/HeGCCy4Iv4YdZynXLbfcMmT+QOa/5557hqVeTSDM0eSOwRkPK7VRo7/tttvCvuJL6+EbeAdLLbXULLb3+cZe9JllQZN//A3T8glRikRetA2MdCZhY30LTOzNAc18JPqll1467LMNSuztTfwdwb4dkHn7TJ3t/fffP9lggw3C/zRLmwD4QXFeMMwBI+ivu+66XAvPiNaR9u2Ab+xFn7zBL7iDtULiUvxdlQ/MikRetA2MyIX11lsv/JKATz/99JJMwPrx3n333fBr8J8SePtggm7fhO9jv5988kmoZRtk2v379w8Lsfzv//5vMWOfPHlyaHIHfx/vYuy8kSNHtnV/tUgn69sSFyxekPavvvrqkkJhWvM+WHzoZSTyom2gaRWwIkZiJfEyX9kS8hlnnBH+B+ZTcwz4tZXESNStdL1IWhhYRs0oaxZd4RtZpkxTLLVsz0cffRT65hdYYIHCkRnssssu4TjEGXiMPZvnYFrW+0V0HhaHvIOBAweGKXvWukPa//jjj0tE/9xzzw3n2jWGxYleQqPrRVvgM+i77747WX/99cM+CZn+OIyYsI11MQbpMMiKUdU04XHcJ16spjFXd/755y8caSxkKixCAvijW9NKWgbp3/XDDz8MVtA8c8wxR5i6dtdddxWOJGG62ssvv1zYm8GQIUOSl156qST82CY+3Hfffck666wTjmVhfrvxxhuTnXfeuaub6XnXThhd3wzS4iQQXx588MHCXhLsI2Dt0McHu7ZT40jWu8dI5EVbYBGWTJ0MLB5EBc8++2xYcxvI3DCU8stf/jKU5oE4yn2wHX755ZeHY83k5ptvDvOx8UO3pJe0jIR3Y3GX3XbbrWQaFNBMzlrpWcSrnXlMsCz8+GU5VrNKlxWm3o/EHx8fuhHeVyI/K2lxFYgHyy67bEnB8vDDD09OO+20wt4M7PpOiTdZ7xuj5nrRdrBKmEEmRqa91157hbm0Hsvg4kQZG+KInd2z0rEsl3XuFltskfz+97/vSHEhwzBn+8C7MC6CghMCiqPlYs0110z+9V//NRS87P0Jl1jgfVjwX5bAA/eNoQvnP/7jP3KFKX7DP9CJ30D0Db65dwZxmVYii6e0AlI4taZ9HGM/0q6zdNDJSORF28DgGnj00UeDrXAgAZJ5UzP3CY5tWyqUc7744otwzCfyLAd5jmW5+FyDDMRq8u0M/jPn4V2oITLewcQcx7gIsEzSHIuS0HUCaeGC88847LDDClvZ0NfqryMeYI7W9mM/2z7+Peuss4r+EcLHQ9sHW9vfx2UGfFp8x/G/v9aI418noOZ60RaQeIhjLAPKsp4MvqN/ddKkSaGPHSMowEAszJVajRFRZdAW4gCtiqeW+FkEBaHZe++9w36rycqUCKdPP/00CDoFJIMVxxgoN27cuMKRdPKEs382IpwXWgT8tbfeemtoJSEztuf6/zfeeOPkJz/5SdH8baviQLPg3dVcXx+y0gd5jLegePLJJydHHXVUW8WtLL/HSORFW5A3wlailfGUd0Aw55577oZnvj68eOc4/OyYhceVV14ZBr/R9O1hKhJTF8vVgGsNU/NTNQIPDNS75557St6JAt/WW2+dXHvttcHuuWEtDTZ3vpXfv1kQLhL5+uPjm09ThDXN+QwANRiPcsUVVxT2ZsI1zYqD3r/lUHO9aAtIGPVwrcamATYLBJT+RXt3fsmMsDXgm9yxFIchId9Eidtpp51KmtzTXC1YBmQLv1QD/sfUKdjzsWiHf7fffvviO+E4t5cEXjSOOM7bL8379957bzHN0LRPQd7HQwYBQxwH8wpxI1FNXog6YQkacSUzqEeaScsk/H3JYNKgNkzGxLmV7lFv7HnUxm0qZCVoHj3ppJPCAD+P+bNSZtnI92k3CAvV5FtDVjyMp4Vi2An7Dj5e2rX1jKuV0gWoJi9EHbDEhsCz/nmtcB/vLEPgF1vuw4YNK6lBAIPTrJZhzmx/IwSYeAV/r2aQJfDMlMB5/7733nuzCLwHP5dzQjSDrDgXW+TDGJNvScsavd8X8l4vkReiRrwYA4kastY/j/HXm7OMgIGFw4cPDxmEZRYMMNtnn32CoR/LUKBfv37h12Ojh5944okwTsAEn1+MC9nzwD+/r3AP1oe3sFhwwQWTG264IWR85memOOI89t6xE6JdyYqrWOQj3Vl8f/HFF2cZvc9Avjh+1ysNxkjkhaiSODHSLI2o0T9MogafgO1878AyB1bX4nqcZQJMN/v666+LGYU5rLktssgi4XqP3St2MGrUqHCtZTzcY+jQocXnMZvBY/6z32rgmZimNf9+8MEHoT+djM+I/YgTotPJitc05TNbxdIEjq40S+s4GxBr14DPK/qCRF6InFiiswR86qmnBqFEJEm4TPsD/rNzLZHaNTTrYfXNJ3BM89J/R/+qzwiojXvsHri8pF3D/HZsDNhzGF3PQCLeBctyF110UfE9zf+1YM/0frBjQvQCWfGemS4+rR999NElhfxjjjkm9bpa0qNEXogKeLF+/vnng5hbQiSBWtOzJUoTSJrcDzjggJLEu9xyy4XzGTjlEzkDdQy7T+z6Stb9GF2PrXf8gfhjd4CBcJgCxe9HHHHELJmLD5MYf3//HCF6GUsXPn0Yr732WjEvwCIfrW6WZ+DopoNa0pNG1wuRgYkYcR9ztRjeARKiYekCYzxM72LRHE+aLXeu8feuBbseEa7nCOs04b799tuL7w7NGjks0iGsNbq+c0lLY4aln/gcTH1jKMzgu5e7j0c1eSEifOLBgh0laazAkbBwJEQWTvE1dOvnttK4OS/wXIfLmzhbgfnRu0033bTknd56660w5573ZlVA61bgXIN3bOf37GR8OIvWYPG7nPP4fZ+2vBs/fnwxPyFv8c4LfLWoJi96njhBEtc5RtM8q94xJe64444r/DsDpsj84z/+Y7LEEksUjsyKpRnuRUJdeeWVw6haXysG/rdn5k1n5mfu26zanD0zBqt5rAYIjKY/9NBDw2A//052bd73E+V56qmnVJOvM2nx28ddqBR/aVZnfXuE2mDqax4GDx4cWs08HGMgq8fSfFZ6jJHIi56iXIJlhOull15aYr4SqL1ybrlEVS59cB0JM4ZV9Rh0h8lWasRG/Jy0e9s5zRT5mKzwYN3uq666Klj/Y/re6NGjg+iDfxeuLxduIhuJfDpZcRIsDVeKcxdffHH4nX322cMMF0bCX3fddeFYJTB3y8Baz/HHH1/YmhXzUyW8nylANETka6XBtxcilawEYPGRRDLnnHOGbYPFWRgY99BDDxWOJGHUKyKFfXRq4Z68iQwwTvPJJ58U9rLBzCxQO/bYs8z/tt9KkY/JCg/CkBXivvrqq7BPf/6JJ56YzD///GEf/LXKM8pDWHVrn3xWHALiRdb/Ps6w8JJfdAlWWmmlkgVnykGL21//+teQP/C7wQYbJGPGjCn8Oyvl/OWpR7zmOQ2ryROpeOl4Te9K4JF6vJwQlbBI7xMd2wyKw+IUo1Y9fmGTSmBy1Zrs55hjjmTxxRcP2//2b/8WpqRViuNnnHFGccnWamGk+7bbbhsyGnuOvV87iXxMVibkm/cBy3hMKfJh6L+fKIWw6TSRT/ueHPPxudy3xt4CKw16GOQai3kWGGSKLTBSqDd4tvejbcfE/5XzcyPg2Q0TeeDm1UDmd8cddzQ9IET3Eyc09vmltv3ss8/O0rxGIqeEvtRSSxWOzEpaPE1LSBi/YcoLMEUub0ZTK/ibKTVgfjR/tbPIx2RlSpjdZRaCcfjhhyennXZaYW8G9n3FjLBohchnfT/I820mTJgQ0qalF7pzaNHJy9ixYwtbM8AoFBrTVzopXvENGiryG264YWjywIKVNWVkQdPkgw8+GAYu0c9pidQ8ZtudFMCi+fiIHMcVVl/DeEsssjR526pQafQlzsXxtxqqLSTTv2fr6Bvmd3t2J4l8TFb4bbnllsktt9xS2JuxlnfcClIuXnQ7vHstIl8uvlp8rhSWDz/8cGFrJmuvvXZhqzLbbbddichvvvnmYWZKX+il7883aqjIL7roomGk4BZbbBFGFvtMi8FJMRQCSKwsPmHnxv2evfSBRHl8pI3jBU1zZGq+X41MgmbsWAhjWh3H7L3yijzvhXEaT/wO/p6dKvIxWZkWi/L4wZBW+EkLk17IT3jPp59+OiyBmpbv+jDIEyZ0lfz85z8v7M3Axk/kgbUU0kwt94Ve+I61wPdsqMgzN5gVr2699dbQTInxD0iLaMD5H374YRhpy/rQTC9A9LH4RUZmq07pg/YeaRHU4gGjW5955plgXtVDkzvzRcncsmjHuGTvmkfk47SU9T7+nt0i8p6sDAw7/4xWvvzyywtHZrbc+LCy6zshb4nfNX6PrHdAmMmLAauEGExhRLhh9tArQV582223FfZmQDorNz00L50Q/p0E8aGhIs/NmQNIDZ2BRPSvULvieJw5WYZ27bXXJldeeWWovSP4e++9d/Kb3/wmRMCf/vSnoekfFBm6l7RMzI7RMvRP//RPoendU2lQXCfFF3tXSxMxtG5RePZUej9/z24U+TSyMjUqHL5AiEW+X/3qV4W9mXB9o+JNlt88lZ5NnzWDOg2E1xdmykGzNy2tHm8quVY6KZ31AsQzS/N54hxULfIsm0dpmtHFZ599dqhxMTAoFnlq8RQCBg0alBx44IHJZ599FiLw3XffnbzxxhvBkhhLaT733HMhIjUyAYrmkBbp4m/rjUQA8WjppZcOTYZZdEO8IAwY00L89zAHd9111y3s5X9XC+teEvmYtPgGq666aphHbphpYYuLEIdz1r0Mf62n0vdiTFJcgM2CWRQerCyW64oi/6RgkMfvojvgW1cr8vk6CSMQbIT62GOPDVbBvvzyy/BgsF8EHZG/4oorQsGAfjUW9sBQAE1BTD2ilr/OOusEzyoidh58N3Ng35BfmhGx7GYmGvnFMV/ary3OKPVY4Lneu27BjwRm1gnvbwLfbe/aDLLiiF/Lm3W86V+2OMhqe1QwDB93sxyFM/Iu8iocNWbu5+N1lltooYVCnzXdlebMb7Fj7JJ35QSegXcTJ04M22l+9k70NjXV5HFABKapEdvWZOj8T2QFavKMrqffyEbGWoJCAOiXZ81sbGDTt5/X9J9oDfbtDKINx/il+4UaRfwNMf269dZbz2KW0dMrmRBhRZPy//zP/xRXrTNqCQP7HqS5bq/Jx3HPkzfsmGdNTRk7+8TJIUOGJC+//HLh3/Iwut9bJKTfG7sLfaXWuE94dNo8eVEf+PaW5sulC0+fRB4Qekq2tia2CT2/QL8QA6boe+dReOzRRx8N1q5opv3Rj34UCgP+HNE60iKO/yaMq+Cbe2i1oUba7U3ufSEO13qEh0/w7UyezCgOD67xxxgLFEP+kRfymbnmmisY4cExe4EBZ32lFfGasJHI9yY+zedJV9BnkQdGYbIONYPx/uEf/qEo9NTm//KXvyS//e1vk9/97nehxj9t2rQwHWbSpElh2gUj7Gm2x+ynRL41pEUWvgPflOlKcZ9i2vKpMfqOjcW+WStFvlwmk+f7M+eaOfF+RHi8VG85sGDIeCBPnoyvUibZ7nEXf0vkexO+fUtEHjGnNn/zzTcHMadWZ832XEOfPaPpWZMbEPpzzz03WLqiv+y//uu/giWybbbZJvwvGoOPFHx29u3zY5/9pZdeCtMdPfQd821XWGGFwpFZafdMsRuxb9kXkY8zCR8nfNwoB/GGMRaeakZ1U8D3YDYbO+N9JcvvvFdfwqwd4B0k8r2Jj79s56EuIg8IPf1cmKRk5R62EXBrukfo6bOl2Y0BSNZ/i0fpz6d2mMcGuMhHWgSwsGXk8cYbbxz6KT177bXXLP3FHn2b9sG+b6UE778Z57BvvwY1arNeiSVLlrvMa26UAj0zaDzjxo0rbNVOo+Ia7y6RF52Kj79s56FuIg9/+7d/G2p8JPqtttoqNOPTXA9c+9FHH4UaPcYrGPWKDXCzrGQ1f2hUAu9W/Me2sOMY2/ShM03Nm35lsCTTc+LMmPPT7iUaS7nEat/Efxv/XRjBnZbRMxqc7pY8lsvom7b4wfgKms9ji3vliONNFu0Qn/CnRF50Mpbm86Q5qKvIw8ILLxxq9Qx02XPPPUOmYUJPvzvTW/r37x9GulqGQo0Sow8m9O2QGbQr8Yf1YYXVL7o+4iZ3Vv2i77JcM6jCvL5USoB5wnvHHXcM4mt91kxXzTvnmu+NESpa0IDR4czZ9v3ftdLJcUUiLzoZH38r5TFG3UUeEPp55503WLmz1aWoUSDqaTV37suAGzIx5tYDL9DrwhN/RAsPjt94443BvKc3+gFM9znqqKMKe7PS62FaDZUSUZ6wRGg9jFnJO12Uri8DcSb98M091SZ46OU4QDhJ5EWn4uNv3jTfEJEH+uQZVMMcalYesv75cnBfFvxn8ZpeyojSPlb8/jTReAYPHhzCGItpWfRyZg55EoGFEeemhRfxMYYWqbzwjTysuBULdS3gV5/gRT66Icx4B4l8b+LjL9t5aJjI02S/7LLLJkcffXQwfcvgOpoerek+DQb/MMKbhRawhGYZmce8a8er8H7bkPVxeBfmmlMb96tuAaOYMcBRbm5vJ4ZFLaSFXxxXyoUF1hopeFpcpADFdKy8ULAibnsGDhxY2JpJ7KdKVPP97L4S+eog3CTyolPx8Tdv3tIwkQcG4tEPjPEUIiSDvVhnvlKNnoUZLrjggjBwj0Fi1o/ItTwbe/cM7LNpXdVkjs0m7UOYf5lGiGD4tbOBPvT11luv7PKN7fzOlfBh4t/Djud5N1qIGFToR4XHa46XY+zYscXBZtYUvvvuu4f9vtCs72JhJZGvDsJNIi86FR9/LQ+oRENFHhB4BgFhMxqLeAg/tu/LQcbNVLt4MQ+g+ZNRw6wjPn78+FAIaFbGWo6sADe/MeYAq4AxrB6Fqc0s2uHd0sgTwfC7Py9+F76x1aYRWgo7mDrOC8aVfG38oIMOmmVd7Cxiv3naNcw95neJfHUQbn0Ns3JxuhnwfIl8b+Ljr4+H5Wi4yAM1cgzgrL/++mFZSMxLlhN6nsM0PEYEp2X6TMFjgRtG8DNQj5dtVWIDnu23GQGNANEs7KGQQwtFuY/TivfweL/594I8fkNkKYTRWkNhjW8Yz8cvR1/Mjcb+9bQ6XOuNvadEvjoIt76EWRy/WhGv8INEvjfx8TeOi1k0ReSpZbH6HEZyVllllbB6HU3v5frneRar1f3nf/5nao2el8SMLtOCEJZGJjYfmDyHfXvemDFjksmTJ89i5YsuBwbH8b5ZNMLP8Ye3Z3g/V4Klga0Z3Mi7rjVz8jGoY9+WsRlrrbVWaHHpK40Ir07FvrNEvjoIt1rDzMJ8mWWWCfGZNTiqSVf1gmdK5HsTH38tPlaiKSIPCP2aa64ZVoBiUBnmKyutAkWNDoEgQse1QasVUxBgkB7UI7HFAcc9LSE/8MADYcW82L42rROIfRbV+ivvx/PEz2AAH4UqoCmc9QPi+fNZ0FJi4yCMtGUv7Zl5/VttOIhsLMwl8tVBuNUSZhbeLJltg2Ito212vOaZEvnexMdfi5OVaJrIA/PmsVdPKfiUU04pHM0Hz47hRYnoGNiBahJbHEBca8fYxogI4wg81FKpmVfqQ88b+PEzK0Gfft4FPDA2ZIZQGJQG1TSbZ5HHn6LxWLyRyFcH4VZtmPn07PMhCsMMkuX/ZqYLnieR7018/PXxshyzKmcDoWaJOVuauUgUeRy88sor4TcGQzAkMqbn2bmViAOG6xjAx+I4BB6OVgcEnvXQGRxG/zKOFgMv8P6Z3r+2HTu6KPDrhhtuGGzH083Ac+yZldzQoUNDAYsEjmPb/Ba79957L5k+fXpwiHs5gU/za5YTopfw+YUXeMBEtxDtTlNr8oyMP+GEE4INe1Y3y/NoEhkin7Z2NP5gXXrEz+bVQ5qQG6yEx/SriRMnFo7MYMqUKaHpvxITJkwIg8Ns+hWzBVifOi/Md7drqWEj3qNGjQr75eAdeK887yi6H/v+pEnV5vJDuOUNM5/GYoE3aDGLV+FrNPhLNfnexMdfHz/L0RKRnzp1augzzvNoXiRL5JkXTbM/g/qocYN/ce6/6667BqtlNhcdU6Hvv/9+csUVV4R9A4GPR8NnscYaa4SBZQxO69evXzBSgyWzviKhFnmxeC6Rrw6fSVbCh3E5qLDQOsf5zUjDPEci35v4+GvxsxIdLfJEcqZr7bDDDmH/uuuuC795YfDexx9/HAoB2IIHn1AtEON9D/+VC+wqgleI3Fick8hXB+GWJ8wsfFdcccVciwI18xvgN4l8b+Ljr8XRSjS1T96giboeMD0LmIt90kknhSZ3+qCpYdOkbv3Tb775Ztjfbbfdwoh9RvbDRRddFPrVqOVbvzcByC+meClcsByuLQKDYMeOgPb78XlCiM7CMk9mpORd9Y9uQMib8QrRLFoi8vUufdLHz9xVmtzNDK43qIJ5WPaZBobYYxbXD1Jj8N4NN9xQOHsGjKKn9QADPpSYrRBgjuVy+aVQwEpjZAYUBlhJLy2hc8wft/20c4UQrcHS46233hq6+vLCgFqwgr1P30rjopW0ROTrDVPF6GcHX4vOcjH0p//iF78oEX5fAMBOPq0AHloPGHRDgYWuh1122SW0CjBGwFoDzHEurQ64P/3pT+F680eaf8BnDMoohGg8Po1tscUWha38WHpnMK5Nv/V5jtKwaAUtE/kscWsGlvDSXAwFgOuvvz60AnjxZ03w//7v/w6JGnFnFbMzzzwzbDO4D3O71mVAIcQc0/IsM4gLAzhqDzgKDdbikeU3wwoBykSEqA2fdkiXedloo42CeW2fN9x5553JyJEjS9I3lEvDQjSKju6TNxBD5uDXQ+RMULOcwep6rIJHoub5PpFjtx5rfAh1LOQUAhB/rklzW265ZfLjH/84GA6yKXZZjkGMzNu//fbbc63B7wsD9QgrIbqNcgJPt9zDDz9cktYZWY8lTA/plxY9O4cKgKXZQw89tHCWavaiOdQ0up4BbghStdR7njwl6Pvvvz/Yr2/lQjWePAl31VVXDcZq0gzUMAag3MwDf3/GITDnnjEIlab/MeaAAkQ5fPjF79HqcBWl2PchTdaSFnsVwi0tzOw4sA4FM4B+/etfh/0s8uZfHnsG4s/1/F9t2uIaja7vTXz8jeNWFlXX5M0eel+od8TE1GveF240JNjYxWCGF5G3kr45Ck8sDsNH9DV2HOvL0zQ4fPjwcA/u+9JLL4WZA9gIIEzT7mdun332meWe3lH7wC43z6HwUekdCG/vhOh0LN0wtTZN4CuliTTic7k/43xI46SbvPcRolaqFnmamuPFS1rFn//85yBuZkGuXROMJfQsZyy11FKZAwCphSPytAKkFQIQ8XPOOafYbI9jtoE5hDvtvua4/89+9rPgWOY3vr935557bngWLn4HT1wQMCdEu2HxuJzrC/4ejPMhzVmtHpQuRKOoqrkeMd1kk01Ckzvb1dbI691cTxM9U+b23HPP4jzVbiRPBrD77ruH6XuPPPJI4Ugp1OYBwU+jmkyGlQGNrOcZ1soAlZ5NfIj9UUX07CksnKzpTuSHgmorw8y+3dtvvx0WnULwq4nnXK/m+t6Eb29pPs4rs6iqJs9c85/85CdhqUVq8ySWWsCD9ci8MWrDVJduFnggrGIXw+h/avG+do7DMBC2tSkk4XyNnKl9ZDI2GCjPc4DnmIufZ8/EMX4DYU97trlll102WXjhhcP4AgoieZ5vkTtvJBfCaIc4Y3Eb+x3MtmHtDSEaRe6aPKdZAjn11FNDJk7/7WeffRYy6zwlylpr8kxXY9W2GJ7JnFT8wHk5X6UnyJOZYc2PVQHHjRs3y4I9wDr5wPLA5ag148S2AS0B1t3CWv3lYK0CVvKba665ktNOO61wtDzeb90UP+y9VJOvDsKtXcIMvxAnLf+0/UpwnmryvYmPv2znoSqRB7sxNp3PPvvsUKNnsZY81CryFCqWWGKJsBANNUVEnVXncAMHDkwOOeSQcG7OVxH/R54IUm5NALpJbNGfddddNzPs7Tlp/+eNpMAsissuuyzYGqAF4qqrrir8kw6tTcQVKOc/I/ZLu8cl869EvjoIt3YSecA/FlfzxDuuk8j3Jj7+WvypRNUiD3Zz+mapXWHdiVH3lSKcX6CG2nkeeBaDwlhAptxLtXum3CnkjTjMzTdTnmkwgpgBRlnfhefwnz0vPi+vP9KYNm1astBCCxX2ykNhhfUOKsUf759y/m4W9nyJfHUQbu0UZviH7qrNN988ufTSSwtHy8M1EvnexMdfywMq0SeRB4T+5JNPDtuVavS11uTXWWedUJNju1WZqij97lnQTw80vafN3cdEMAVCW/UvDf+cSt87j59iaPJnkCJ8+OGHZQsrQAZslPN3TCPjq723RL46CLd2E3moxk9cI5HvTXz8tbhTiaqn0IHPuDAccfHFF4dtWxUO6GfKQhGzM+G7ZzmDQh+OrhQbiOcdA/AYMGkD72KHRUBW/wJ/X4OIbQ5if1RyQO19zTXXDP7EOmGaP4mj/GLhDP+aS/Ozd1gg5B0mTJhQfF4W9g7xO4neoh62R4TIoqaavGGZErWiY445JjnooIPCICpq9Glz6X1zfTXryasm3z2UEzIG4iG8kNYKwEBAzIVCv379wq9hccPfv69xpZxf02CGwxlnnBHsNzA4sNIypQxetXMpIKRRyQ+qyVcH4dluNXlEHhPWFCrz5omqyfcmPv5WyhuMmmryhkVIbLhjMY3BTkyz68v0OtHdEGfMxTCI0gZU+lo1UwBxzASYb775gvO1ZzI7jARB2v1JDHkThMffK3ZpYKuAZYzxf7ycMY6+f96BX6yqkbHzLllrFKy++uqh0EMhFyr5w96z1vcVrWHRRRdNrr322sKeEPWlTzV5wzIURmOTISH6af3z6pMX1ZBXqC666KLwa1P+PBQ6jzjiiLBNa1MrqEVwaRX46quvwjbdYSxyksXYsWOTBRdcMBiNoiXtX/7lXwr/ZOPTUi+lK9613Wry+AejUcwgyvsdnnrqKdXkexAff9nOQ59q8oZFTOZb2wI2zF/3UDMRohqIV+WcQa0YF9eccQyUu/fee4OLa8q4a665JjSrp2WWloj4NVcLaX7PcgatAiNGjAju0UcfTX03HGDxkTUPANPIae9pDrPJvC9dbNad4J8L/n3TnKgPPiwXX3zxwpYQ9aUuIg+WUTAQj9o6tRAbiJdnep0Q1eLF0TsP9v4Z/4FLE8kTTzwxrGIYN5n3798/NKOSEafdu1Gi55/ln+m3PbwDffsLLLBAWMOcWQ1Ma+U4ac6c7TN4kPc159/Z3psuBLNCCN4vaX5oVFj0EoRdWtimoXDuXfLGEU/dRN7DCmvWNEqN3o+6F6LReEGKXczkyZOLgm8OMaSGz0I8NI3FQoilR2rYtBKk3dNohPDF78IvY2Aee+yxov/XXnvtEn///Oc/D3bSAUuBXvTtGnO8N+7qq68OrQJp72+OtE0LAgNucZWw8PCuV7F3NwNfQjSKuoq8z/CYL73//vsX+xXjaSL+XCGahQlklgMyYIRx2223nUUEcZhYJl5nLd9rLQdg90yjr0Jn9/Z+B/zu/bvBBhuENQrMf9TWMUbFs+1au55rcbSAMG7G3yd2dCnQioAVQsYFlCsQcD/MKPNcfmM/x1jYeNct2LtgUCptFokQWdSSDuoy8C7GPDJ+/PiQoOkHROQptWrgnehk8iQyLECC2eSPoQadht2bOO63+0Kaf2+99dbQrO/9h2j7Z/nrYj/E9/T+zQIz2EydpVCAMaJy0N1gBrbKwTPNb+X86+E8G7jUKsyv+INZI8wqKefnGK7XFLrexMdfH+fL0ZDmeouw1IQQeGyfM8pZiE6HuB27mM8//zy4uOZLxoxLq+nS9L3hhhsmRx99dLhH2r1J1HkTtpHmT2rq3n/4ydfCqXXTjeGv88/197T/4/0YphR+8MEHYfqgDxNzDNjFH/yOHj26JGxiR56CHzF3fdttt4X7l3u+hRsuy3/NwsKR8GYFOgReiEbSEJEHS0wkRhL3m2++GYx+CNFteIFJc8ZKK60UXJrI0b/PMs7PPPNMqrAxjY6pglnW0byQmZDElPOX9wv+WG655YrPZjlgmpY99oy0Z8XPKecMBvnhD37NH2ljBnC07OFHfllq2odT7BhXQbixuBHjDCrhw9BcvbB70aoBjOsAHw5C1JuGNNd7LGJjH/zwww8P839posq7BjzXq7ledDN5hARjPzR1p1nRGzBgQKgF27Yn7d7l0lDa+RRAtt5668JekswxxxyhJQAR9di1jUqjsd94TqWww5iQ2exgbnk59tprr7CyJuMteMfYqmJMrWHrm1trCSuu43urub734Nu3RXO9xyIxzWq/+c1vwjZLheb1oFHt+UJ0CqSR2MU88cQTmVb0qOUPGjQoOF+LpQZOzZg+eOC+FLLB0hO/5iDNDzSP+2cyVc9POfzRj34UBt/56/w964X3mz0n3o9hADBhhzP/g7USUHAiDPll+WKmD7KCYWxVEYeoMu2QX2Yg+Gen+SEOWyCDhnqHjRBZNLwmD3EkZ1EQ35dWCTIZFv6AvvhDiG4hj0gg6NRIaWpn0ZwYBrgB6wGkpSv/DP7PeiZN4fvuu29hb8b6/aeeempogTPs2lanX/xRbU3IYOEkq+XvuuuuhaPpMMCYgg8VGroUVl555XCcwkJa7Ru/WNj47TT432ryFFRaHaaiedQSf5si8uA9xBQkEsA777xTOJLN/PPPH+b4vvXWW2FfEVqI8qQlfqtBUrimkA22xG7c3w6cg1DB0KFDw69RKXPZZZddSgoVmBs+/vjjQ1o2/D2anaazhDaLvJmpZ/jw4UWRnzhxYuFoOsw0opuF1hFmIHFNjPnBwoqpd0suuWRV7yE6H+JB24o81JJYjGZnBEJ0OpbeTOCBkevYtq+UFhnlz7kx1GKBAYIsG1wOewZrWjDDxrA5+HGa5vxGp3OeYZlkvagUlsC4BtbuYHChh+4EjBeVg6WRrQWB8UwUAiTyvYmPv3niHTRV5IUQzcEEE0G9++67C0dninwaeTIN7F7A+uuvH35jdtppp/BrfdYxPINuBOztG1zD+UYj8xqfSTYDnsegYbowqsmYDRYdQthplmeRIsZDeOL34P7Kq7sXH3/zxqWGD7wTQjQPEr4lfvpsvcBXAnHIcgYmfXE2iC128847b3BkRH7QGg6re9RcN99883AuGRUO4eJ8c1deeWV4ls/E/Ht1CuZfBJ4lhm0/LXzTHGBamGW8ucfBBx9cEtZgYcvgxwceeKB4HViYdVq4ifrSMJGvZwRTRBWiOhj0ljVlrJa0FAtQmgMWqMJ5MTLHLAAM2DBC3RcCdtxxx9DiwDmIPvPaOc45iBeDbu0Z5nfLEzolX2ABIbBwyoO9c+wMH7ZM96MgYGFqq4D6azotzER9aIjIWyTC6AMJlcRda8Sy63xEFULMik93Dz74YNiOqWRSti+YoHjnwdIei1dZ87M5+ucRdvyNQD3yyCOFK5KwzRx9Ey/ykzPOOGOWZ/Du7ZQ3mF/wL5btIA6PWvHvbfhVFrFhwLoCviBF2EMcZqL7aUifvI/gYP0H/h62b+faf2nn0Q9IHyD3sWN2rT+3EtWeL0SnQNwG6//NIi0ttgrzcyWYLsayv8xfT+Paa69NBg8eXDJlz0h7BvmS5SWNwp7LsxDeZoV3Vpief/75Jf35tJycddZZyQ9/+MPCkRnX1pKviubBt7H4m/WtYxrWXG8CD0zFYd9KlcC+zZW3/4DFPew8+qKIbDbIh2ObbLJJOH+bbbYJ/9m5EyZMKG6bO+KII4rbQnQrltippZcT+HaD9FvOGausskpo7raaqnfUkseNG1fSVI0zwzXxvfw2EHbe1RPyMqYPxs9sJPa+5uxY3J+PSBCuFl6M1LdWHrsOGhEuork0rCY/bNiw5L777kt22223MJrWiz6RjH0Go5B47T8iHhHuvPPOCwvaYGCDc1gqk/5FSp5sk4Dp99tvv/3CtcwxpQmQa2H55Zcvmv9cfPHFw3QTSvrYzxeim7AM+P333w8W7yrRTjX5WsgjONjhYEnbchx77LHJ008/nVx//fWpYeGfU0tYcT15E9b0mALXDuFdLuxo3sfin4HxHqwEen93crzpFixetUVN/t577w2/V1xxRfgFauQIvGFzbmNoVmJeKUKPAQ0iG/zzP/9z0XLU7LPPHn7BG4/g5TH/CfRNvfbaa2Ebs5V5A0WITsDiM8ai8gh8N4DIpDmPXwefdM+ytbYKJhUEGDVqVLLEEkuEDNNqs+ao9R500EHJ66+/Psu9PYR/Wp7CMbsOgW8XfHiZM6iIWZiRh2633XYlYUPLKfEsRnlq+9MwkU+DyOJJWwCC2jkjarHCxXrXZnXLIAKCJVbDIptfwMOLPxHWR2ohOhUvLhSGmZrW68TiZWmdysBRRx1VXFr3scceC03oiP4555xTFDbvaD3E0YRtIucdc/qpxJA/2XM8HOM5Rto57YKFlTkgbhFmPkyobBHPLAzIf2ld9e9m8dLipmgPmirytoiFQWTxyz8yP5ZRtgwSGTt2bDjmRwOzbCTrXAOlbVt7m+U3/X1tO36eEN0EXWKMPCcTprsqLvj2OqR974wxY8aE37T/gD5+nAkcFQvbxp144omhVdKPHzJHwcBEjlU3/b3teDuLoQ8T73fWJ/BhQCsI8c3eW1P22peG9clPmzYtjIZ98cUXk4EDB4ZVnYAIAtSsY/gvPh6fn3YOUED45S9/GfrtDznkkHAOo2633XbbkmureQ8h2g3LMH2cjhk/fnyy/fbbF/ZKsfOVDvKTR6QIz4cffjiZMmVK6uI1DAxccMEFw38suJUW/v457fh98B/+isODFg3WJjjzzDMLR5IwFovKWtxaa/cQtUH4kfar6ZNv6BS6dkQRTHQypC1arljMxAs88Tot3cUFYssclA7qR1a4+4yYVfk+/vjjMBsgzVaBtWjuvPPOs3wb/73sfu3y/dLeHU466aTkuOOOK+zNGMiHSWUWPvJ+b7f3aXcIr7YQeSFE/bFETSKn1rj66quH/bS0GWcAdIPRF62afHOgCdsXqCplyKw+B8wEitlqq62Ktv2zVqjzz2jlt816T5r7GVBNrR8YdM3Mg3LvI2aFsKlW5Gdt9xZCtC00i0I5gQeOmwMGtKY17Yv6Y5mvFyv/PeyYh1lAOL6ROab84ljtj/7/eAwAcYB+cRv1nnbvvEJQL7Lece+9904+++yz4rsxA8K/D+/CGCqwa/F7s/3f7sThmgfV5IXoEMjwKMW/+uqrYeCT0mT7YaJkta1aySNutM4ALTRp2MykY445JvzG2DOIR2w3Iz5lvZe1NBnMsKKPP7Zi6P3ci/D+aq4XokuJE7jSZPvBd0Gs6H/PWm63r+TJ3JmFROsNpK1EiDEgG5yJ8TCP3R+/++1GkPUup59+enLkkUcW9pIwaJFpi96vXGt+7JW0wLuquV4IIVoIc/LN+E4jQNDSnGeZZZYJi9Zg+c93AZj705/+FMz+4nwXQP/+/cNMKOwvmHjG9+a4ub7i/e+fg7Ei799LL720xK8Yf8KPEPtPlCKRF6LDiDPXrEw37ZjoXmLBNPGzX49ftQ5HzZBfWh9wv/rVr0KN0RcAcPvss08yYsSIcI+0+/Y1vnm/+/sz7dD7l9kIfnVCHKP3Y5QGJPJCdBT0x2MExzJAy8DY32WXXYoZHrUeOy5aQzuFPX4p5ywesSStLQlswu/dV199FVxaAYDraDkwk+ZZVCO8sT8NVtHz/kLgGXvg/cMMFH+dPTfvs7sF9ckL0SFY5kQGi9iz+BKQocGQIUOKFiF32GGH5LrrrgsZoNJu8/DfCJHsFvIIIxZIWVwMbKqcx8fZNOJn5I23aX6jKf/AAw9M3nnnncKRGWsabLjhhoW90us6JY3g52r75CXyQnQQJOznn3++WFMHzKcyUCmGlcV+97vfhalJXKc03Hgs4+02kU8jr8g8+eST4TfL7DK1cqyjZg1U9M+pFIez/BSnGWAlU7olYto5reA3ibwQXUylhG3p1M7zGYLScHPwGXEvk0eEEF/Mj7MgkE0J9DDCftFFFw01cOwFpOGfE8fxLD+wONFhhx1W2JsB66VQME67R7ukHR+38oQvSOSF6FLIBFjNkXUdqNGL5hBnxMo708kjUptttlkw9sOKd2lQOMDM84ABAwpHZpJXBIGBfHQ1PP7444UjM5r3aWWIv18rv2kct/IgkReiS7FMQLXK5hJnxMo785NXuLD//9JLLyVrrrlm4chMBg8eXJzCyDlpVHoO92eano0t4H4sfobtgfh7NvMbx3ErDxJ5IboUywQk8s0lzoiVd9aPPMLGKozYKoA999wz/HpYJnittdZK1l577TAjIO37xM9h1sARRxxRUtOnK+GUU05p6veN41YeJPJCdCmWCUjkm4tlxMxsAOWdzSOP8LH+wyOPPJLcf//9qSsCMvUOhg4dGn7TID1hMXDixImFIzOui68x/9QrDljcksgLIYqZgES+uRDuzHa46aabkgceeEB5ZxuQVxCB9JIGTfa2ImDaN2X2gI0d4Fys9O20007h2ZxvfuhLfOAe1Yq8jOEI0cVgHnS33XYr7IlmwXSt5557TgLfJvAdslyMN7Jj7tlnnw1z7zH7i8h6ozs4jPEceuih4VwEmBX3pk2bFv7j/GWXXTYst5v2vGoKILWgmrwQXYhlHL7UrzTcHAjr999/PwzcUgtK55NHhG0FvbRpgAzWW2SRRUpWA1x55ZVL+vfBPycrrXJOtTV5ibwQXYYlfjIDViBbb731wr7ScHPw4a8CVneTR2hff/31ZMcddwytO5dffnnhaClYAmS6a9aKgB7iFS0GQLyq5AeJvBBdhBcY8JmBaB58BxP5VmNxolwc8ELBeezbr0fxKB9xuJXj1FNPTV3zn/5869v30AVg8SrPc9QnL0SXYAn+6aefTuaYYw4JfBvwwgsvFLZaC83IiAP9xlkgNhRMHnvsscKRmdCfTI20GvHqZUhzWS7mqKOOCmnVO0wBzz777KHmb/3+uCWXXDJcwwC/vN9CNXkhugBL8KrBtwd8D0ynTpgwIUzVaiYWF/j2ts1UsRtuuCGZe+65k2233TYcs7jBOWyfcMIJyYknnhjijl1rv8QrrMq9++674RrROOybxVBQs75/S995UE1eiA7HMoUVV1wx/Erg24NDDjkkefDBBwt7+eBbmov3y7kYZlVQ88PuOwJ9yy23BMMw8803X/ifY/z//e9/P2wz/QsTrsBcb/6zAqP9fvDBBxWXkRV9h3TrncEAPtJ2NQIPqskL0cFYBs/CGldddVVJBqA02zrsuyCQtfTL06zOuu15OP/88wtbM+DZzNPHIptx7LHHhlo6U8Fuvvnmkv8Akb/zzjvDanCM/Lb53qzUdv3114cBnDB9+vRknnnmUdxqA9IKd2moJi9Eh2KJHJObzOGVwLcfiKn1p1bjWAedxVfyOLvGZ/rzzz9/+EXQiRdYeYMVVlghzOkGXytk/vdcc80Vtp944oliweSuu+4KDjbffPMg8KKzUE1eiA7EMnSm3bBSl2XWSqftQ96aVj3h+/NcBsrtu+++yaRJk4KddsYFrLvuukG8Bw4cmEydOjVscy6tDdhzp0mfPnt/nGvuueeeUIjgHAqU/Kd41nryxi/V5IXoMCxxsxa3BL59qeV7cE1fnPHee++F3ylTpoTjtAwAzfDU5sH64+HTTz9NXnvttbBt54IfUW9N9v45ov2RyAvRgTz66KPBuEYt/b2ieXgBzuPqxbzzzht+qZkj0rb0Kk3yDJ47+eSTk7333jsZOXJkOL7wwguHKVvgF21ZeumlC1szYLZA3hqkaCx544ua64XoICyDpQbG+taM4AalT2FUEmGrvR9++OFB2Omjp29/gQUWCMfzoPjWevIWtiTyQnQIlqiHDRsWMmUWQAGlTZEX4tDkyZOT5ZZbrnBkBpW6fLygKL61BxJ5IboIn6CpiakfXtRCOWFQXOos8oq8+uSFaHMsMW+88cYlAi9EtSDkWU50JxJ5IdoYE/gRI0aE6Uu+Bq+MWQhRCYm8EG2KCfzRRx8dFqpQDV4IUS3qkxeiDTGBHz58eDJx4sQSgVdaFELk7ZOXyAvRZlji/frrr5M555xTAi+EmIW8Iq/meiHaCEu4X3zxhQReCNFnVJMXoo0wkY9H0Sv9CSE8qskL0aGwIAhrRxsSeCFEragmL0QDsFI26YbtvOknLp0r3Qkh0lBNXogWM378+OTcc8/NJdQkWCsMxOfnTcxCCBGjmrwQDQBhtoVAbH3uGNKUCTu/Dz30ULL22muXrOe90UYbJXfccUfxfPDXePz/HjsuhOge4nSehUReiAZgIg3PPvtscs011wQBZ/13/nv66aeTcePGhVH0Z599djgPQWfN7rFjx4btxRZbLBkwYEDy0ksvJf369UuOOeaYsAY4a4VfcMEF4RqWDF1++eWTL7/8MnnmmWeS0047LbQevPrqq8n5558fzuF5Sr9CdBcSeSFaiBd5D7X0Dz/8MFlooYUKR2bA8dlmm62wV8r6668f1o/363xDuWsMaxVQ+hWiu8gr8uqTF6LBILQ2HY7auAm8P77jjjuGffDHH3744eSuu+4qCjzHp0+fHrbvvffeZOWVVw7bfrod1y+44IKFPSFELyORF6KJrLrqqoWtGVgN+7rrrgu/hh1//PHHwy9MmjQp/M4zzzzhd+DAgcWafFxTnzp1amFLCNHLSOSFaDD0lz///PNh+49//GP4hd///vehNg5rrLFG+AWr0QPnmIDTp8/2MsssE/bpi3/hhRfCthBCpKE+eSEaQFafvDWrx//RBE8N3Y6/++67yaBBg8I2nHfeecnIkSMLezPgXnZ+uW1Q+hWiu9DAOyFaSJwAb7/99mTTTTct7NUOa8oz8r5alH6F6C4k8kK0kLwJsBko7QrRfUjkhRBCiC4lr8iXdgwKIYQQomuQyAshhBBdikReCCGE6FIk8kIIIUSXIpEXQgghuhSJvBBCCNGlSOSFEEKILkUiL4QQQnQpPS3yGBPwTgiRjk8jSitCdA49J/KxoGPJ7+uvvy7sCSGyuPHGG8OvWb+M05IQov3oCZG3zMgyJDKpV199NazUxXrc1157rcz2ClGBrbfeOqQX3BtvvBHSDC5OX0KI9qGrRT7OeMiQvve974VMaumlly4cTZL11luvsCWEyMOSSy4Z0tGBBx5YFHsv+EKI9qDrRN4yGZxlPFtuuWWx1v7VV18VzhRC9JWLLrqoWLu/6aabimnOkOAL0Vq6RuRjYb/sssuKmc8tt9xSOCsbZUZC9A1rzqeW/+WXX4ZjpEVLm0KI5tPRIm+Zh2Ugb7/9dvKDH/wgZDT77rtvOJaHwYMHl9Q+hBClkD5WW221wl556K+fe+65QzrcY489igVvkNgL0Vw6ej15MoyHHnoo+elPf6pmeCHanKuvvjrZeeedVaAWog7kLTB3vMgb9913X7LtttsmH3zwQeFIfr755pvC1kzqXeOw8FNNZmYTriftWB7sulqvF/kZOnRo8vjjjxf28rPVVlsl55xzTrLEEkuEfUsLQojayZvfdbTIQ1oG//zzzyfDhg1Lpk6dWjhSnjfffDM02YvGYd/nk08+Sfr16xe27dvF24Zd449zbNq0acn8888fCnQDBgwo/CMaCeHO4NW8zDPPPMn06dMLezNp13xEiE7D8sdKdPzAO8s0fOaxwgorBAH49ttvk9GjRxeOilZzyCGHJPPNN19xQCSicddddxUFxI7jgGP++JgxY5L7778/WWihhcL+oEGDkgkTJuSO7KKxDBkyJJkyZUpId7HAkz4l8EI0n66aQmcZic9MRo0aFTId3CWXXFI4KloBYydg8803L3aR7L///mHAJPCN7Phtt90WfsGOjRw5MllnnXXCNtD6YvcUrePCCy8M327y5MnJUkstVTianh6FEM2lq0Tek5bBjBgxoij4G220UeFokjzyyCOqDTaR0047rRjea621VrLYYouFbau1w7PPPpuccMIJYduOebBYSDfLwIEDC0dEMyH9WFrab7/9Ckcl7EK0G10r8p60jOeOO+4IGRRisvbaaxeOimbw2muvFb/FRx99VBRzauw49plzfdxxxyVHHnlksSbv+eMf/xgKCvF3FY3j2GOPTT7//POQbkg/hn0DfQch2o+OH3hXK2k1d2VSjYPwpuvkzDPPDGJx/PHHh5o7IOJxbZ0+XfrvY+w4tccLLrigcFQ0GqUXIdqLtDSZRk/U5NMgg4qdaCynn3566L9F4IFtWlKIrNQO11hjjdDvzjajs/mFK6+8MmzffPPN4ThjKxD4vJFc9B2lFyE6k56tyYvm0ihBVrwUQvQiefNUibwQQgjRYai5XgghhOhxJPJCCCFElyKRF0IIIboUibwQQgjRpUjkhRBCiC5FIi+EEEJ0KRJ5IYQQokuRyAshhBBdikReCCGE6FIk8kIIIUSXIpEXQgghupSeFnls/5r930YtoCKEEGImlu/6/Fc0jp4UeR+5tPCOEEI0H/JenAS/sfSMyMcRicg1bNiwZLbZZksuvvjicEwIIUTj+e53vxvy3oMPPrgo9jiQ2NeXrhZ5L+wWgU499dRiBLvvvvvCsQ033LD4vxBCiOZw4YUXhrwYt8cee4RjXuwl+H2nK9eTjyPG008/nWywwQbJ1KlTC0dKefPNN5PBgwcX9oQQQjQK8mcqWuW44YYbki233LKwNzNPV2VsJnkLQF1Tk+eFzQGRYffddw+RaZVVVskUeCNvgAkhhGgsW2+9dbGGD+TnOOXT1dPRIu+F3Up448ePLzbHX3XVVeFYJajFq4QohBCNp9q81sR+tdVWSz755JPCUVXM8tLRzfV85GnTpiVjxoxJTjzxxMJRIYQQ7cqQIUOSl19+ubBXG/vtt1/oz+/lylneQk7Hizzcc889yf7775+88MILYb9aXn311WTxxRcP2yodCiFEY6nUJ5/F6NGjk1GjRhX22lOXmkVPiXzM8OHDk4kTJxb2KjN9+vSkX79+YVsiL4QQjaUakb/kkkuSESNGFPZm0ssCDz0h8jHxSz/66KNhLvwXX3xROJKORteLdiYtMfd6Bic6F+JzJZHfaKONkjvuuKOwNxPF+5n0pMh74gB48sknk4033jj54IMPCkdmgsgvssgiikCiLbG4rPgpuoFyIv/tt98WtmaieJ9OXpHv6NH15SBi+MjBNLr33nsvRCL6dTyTJ09WRBJtiSVkmzGC45h3kLUtRDszxxxzJJMmTQr5cizwcR4uaqNrRd6wiOIjCwM3LFJtuummIaIpUxSdwDfffBN+KZi+//77JfH6/vvvD/H4D3/4gzJH0dZcffXVIf/9y1/+kqy11lqFo+n5tegbXdtcX4k0UVfEEu0G8dQ3be61117J5ZdfXtibAcJ/zDHHlLRQkYEqPot2JM57FU9rI2/FtOtr8lkQsWInRDtizZjMC77sssvC9rvvvlus1W+yySZB/I0DDjigsCVE+6F8t7n0rMgL0Wkstthi4RebDoMGDQr988AUULPzgPBjHEqZpxACJPJCdBAstvTGG28EA05Wk0fsZ5999rCNQSgJvBDCkMgL0SG88soryQ9/+MOwveSSSxZr8g8++GCw+ghvvfVW7r46IUTnkrcwL5EXoo3xCXmZZZYJAn7llVcmAwYMCM30u+22W+iz79+/fzhn0UUXDb9CiO4mb2E+9+h6IYQQQnQWqskLIYQQXYpEXgghhOhSJPJCCCFElyKRF0IIIboUibwQQgjRpUjkhRBCiC5FIi+EEEJ0KRJ5IYQQokuRyAshhBBdSZL8f3v4uhFE6iWXAAAAAElFTkSuQmCC)
My question is, if we draw 3D object based on this perspective viewing frustum, where is the phone screen located at?
Is it just overlaped the near plane?
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