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tVJoPnqpBEDij/K+vhXBPt/9BkDLv86+R7DBPv/nBkCnys++vhXBPt/9BkDLv86+yhbBPtfcBkCPbM6+d6DWPt0JB0D/WcO+NQzXPs/4BkBiL8S+d6DWPt0JB0D/WcO+aHnWPhzwBkBNLcO+t9LrPpbnBkA0gLe+yAzsPsLcBkCADbi+t9LrPpbnBkA0gLe+P6jrPlbXBkCtbLe+9G4AP+WXBkAI56u+U3gAPz6TBkCzKKy+9G4AP+WXBkAI56u+hGEAP+aQBkCT4qu+4fAKP74VBkBgWaG+JPEKP3sVBkCSXaG+4fAKP74VBkBgWaG+1O8KP1kVBkA+WaG+7rILP68IBkCLwKC+z0qaPeaQAEABbPC+Nh3hPaDCAkCpMfm+5PmMPZnWAECrdu2+z0qaPeaQAEABbPC+/KXlPbLZAkBJY/S+Nh3hPaDCAkCpMfm+uAbWPXgKA0C+o/a+4uSePR6nAEAEH+u+fH4YPkvKBEDNkQG/66gaPrngBEC0yP6+fH4YPkvKBEDNkQG/X7gTPl4PBUCkcQC/+rlBPg3GBkCKyga/7KNDPivaBkCP4gS/+rlBPg3GBkCKyga/LGE9Ps4AB0CjyQW/SOFqPkQVCUC8dwy/PlpsPhwlCUB9Awu/SOFqPkQVCUC8dwy/dXVnPhhBCUBLsQu/3gWKPvJhC0C2LRK/XHSKPotrC0C8VxG/3gWKPvJhC0C2LRK/BRmJPvZ8C0DbwBG/oDOhPsx+DUAhBBi/AFShPqqBDUBAwxe/oDOhPsx+DUAhBBi/RPugPiKIDUA65xe/WvCyPiSBDkBSRxu/p3kXvzVAAUA8Taa+tAQdv8swA0Adcqu+p3kXvzVAAUA8Taa+p3kXvzVAAUA8Taa+tAQdv8swA0Adcqu+tAQdv8swA0Adcqu+tAQdv8swA0Adcqu+p3kXvzVAAUA8Taa+n80ivx4bBUAX17C+n80ivx4bBUAX17C+n80ivx4bBUAX17C+n80ivx4bBUAX17C+lSwnv3CXBkABULW+jLz0vm9F9D9f64q+QX0Hvwpm9j+X5o6+CoT1vh8v9D9cjoe+jLz0vm9F9D9f64q+EkoHv5bL9j+Cxoy+QX0Hvwpm9j+X5o6+Ps8Hv8ZQ9j8Qyou+5e7zvhWt9D8Ri4i+O3EVv/XV9z+kGZO+bF4Vv9Y1+D8rL5G+O3EVv/XV9z+kGZO+fa8Vv6TB9z8EOZC+/+wjv2Ct+D/HY5a+5uojv30D+T8Mr5S+/+wjv2Ct+D/HY5a+cAkkv7+Z+D8IzJO+1O4zv/Pm+D/TFpe+vvczv+As+T9bs5W+1O4zv/Pm+D/TFpe+mfAzv5nW+D9/+ZS+u+xDv+m2+D80oJa+mPxDvx3l+D8Ys5W+u+xDv+m2+D80oJa+7uhDvwis+D/jN5W+odtTv8k6+D/+R5a+q+hTv+NP+D8025W+odtTv8k6+D/+R5a+c9pTv9Y1+D+poZW+SUtlv1ls9z/oMJe+Ekxlvwlt9z88LZe+SUtlv1ls9z/oMJe+OEtlvy9s9z9FK5e++Ptlv2hZ9z8uPJe+bJe2vpko6D9ihGC+4LzAvnBD7D/VXoS+/fS3vlNc5z8bDmu+bJe2vpko6D9ihGC+saLGvl686z/4jIS+4LzAvnBD7D/VXoS+Yr3Bvpdv6z8FwIi+lia9vsam5z+Cj2G+xAnMvo/j7z9c6Jq+bFrRvsBc7z9W0pq+xAnMvo/j7z9c6Jq+qrnMvoAO7z94fZ6+3uTXvgr18j9+/rO+D5fcvk918j8Pt7O+3uTXvgr18j9+/rO+Qj7YvkYk8j9ypba+PBHkvtF39T9yxNK+Lubnvp4J9T81XtK+PBHkvtF39T9yxNK+VybkvgXA9D8xfNS+UUrwvrpp9z8i3vK+0uTyvlkZ9z8TZvK+UUrwvrpp9z8i3vK+dTrwvtrk9j/NyfO+OPn9vtPc+D9Nowm/5zj/vriw+D8Fagm/OPn9vtPc+D9Nowm/odn9vniW+D9tygm/AcEIv0Kz+T/3HRu/gNYIvz+s+T+dDxu/AcEIv0Kz+T/3HRu/+boIv1io+T8IHhu/KUELv1CJ+T+gVB+/tcUxv5G50D9Pea4/VmEzv6Ov0D/b+rU//n0yv1Nd0D/Gb64/tcUxv5G50D9Pea4/r+wyv/Jh0D8f97U/VmEzv6Ov0D/b+rU/je8zv6Vn0D/y6bU/oDMxv/xV0D+Iga4/ZAM1v1sl0D+1br0/ks40v5sD0D9VZ70/ZAM1v1sl0D+1br0/zEA1vykG0D8TYb0/xoo2vwdDzz9Mw8I/VYaDv2divj/pEIQ/WmWGv39QuT+SBok/VYaDv2divj/pEIQ/VYaDv2divj/pEIQ/WmWGv39QuT+SBok/WmWGv39QuT+SBok/WmWGv39QuT+SBok/VYaDv2divj/pEIQ/rMiIv/8FtD/lto0/rMiIv/8FtD/lto0/rMiIv/8FtD/lto0/rMiIv/8FtD/lto0/Dr2Jv344sD/FWZE/Dr2Jv344sD/FWZE/Dr2Jv344sD/FWZE/Dr2Jv344sD/FWZE/k3GKv9ldrD/V65Q/k3GKv9ldrD/V65Q/k3GKv9ldrD/V65Q/k3GKv9ldrD/V65Q/3dCKv9Ksqj+gUZY/V+hbv0WBxD9QbXA/lblpvxhawz8buG8/Iohbv5kRxD+KWW8/V+hbv0WBxD9QbXA/lSppv7Tjwj/SU3A/lblpvxhawz8buG8/2C5pv4j3wj+/um4/541bv9P6wz+yEHE/38J2vxR6wT/mBm8/YRp2v6URwT8Hmm8/38J2vxR6wT/mBm8/5h52vxAkwT8hHW4/U3eBv7YRvz9l420/ISCBv0G2vj+xbG4/U3eBv7YRvz9l420/4xqBvyXKvj8GEW0/mYCHvzoCvD/2RGs/pS6Hv9m1uz8jvms/mYCHvzoCvD/2RGs/hSSHvzLKuz9Pkmo/NCuNv0qyuD8KS2g/9+WMv9V5uD+kq2g/NCuNv0qyuD8KS2g/rd+Mv/iIuD8nwWc/fo+Sv6MjtT/672U/6l2Sv5MCtT+tL2Y/fo+Sv6MjtT/672U/0V2Sv9kJtT8+l2U/K72Wv/X0sT9gOmU/vp+WvxnlsT9fXWU/K72Wv/X0sT9gOmU/16GWv1PnsT9XCmU/V5aavzGXrj9y/GQ/+Iyav/eSrj/uBmU/V5aavzGXrj9y/GQ/yo2av3WTrj8Y7mQ/i4ycv4GSrD907GQ/qUs2v0TAxz87OWM/LCxIvxxDyD+fq3E/jsk2v1e1yD9nR2I/qUs2v0TAxz87OWM/b/BJv8FuyD+cpm8/LCxIvxxDyD+fq3E/5BBJv3YcyT/RP3E/Bi04vwPuxz+13WA/xAdavykmxz/tD4A/fJpbv4hMxz+yZH4/xAdavykmxz/tD4A/D+5avxrhxz9d338/WMljv2d7xj8jFYQ/0y9lv/mdxj9uUIM/WMljv2d7xj8jFYQ/G4Vkv2Ajxz9F8oM/X3xtv3nJxT/0FYg/SKduv5LmxT9tc4c/X3xtv3nJxT/0FYg/ySFuvx5Uxj8J/oc/wjF3vwjmxD/b/Is/JA94v+z7xD9/hIs/wjF3vwjmxD/b/Is/rb13v7pKxT/U8os/1nGAv6acwz+gpY8/2bSAv0urwz86WI8/1nGAv6acwz+gpY8/wqaAv9jYwz9Qpo8/n6+Hv4LIwD90J5Q/Wb+Hv/PLwD+gFZQ/n6+Hv4LIwD90J5Q/Dr+Hv+3UwD/hKZQ/5XuKvxEevz+4zJU/3nGKvutv8z8MzQ0/pIiUvr0A9z+2ExE/3nGKvutv8z8MzQ0/3nGKvutv8z8MzQ0/pIiUvr0A9z+2ExE/pIiUvr0A9z+2ExE/pIiUvr0A9z+2ExE/3nGKvutv8z8MzQ0/raKfvsly+j/irBQ/raKfvsly+j/irBQ/raKfvsly+j/irBQ/raKfvsly+j/irBQ/NxasvmO5/T+OlRg/NxasvmO5/T+OlRg/NxasvmO5/T+OlRg/NxasvmO5/T+OlRg/vR68voNuAEDjHB0/vR68voNuAEDjHB0/vR68voNuAEDjHB0/vR68voNuAEDjHB0/S5TNvpjcAUBq+SE/S5TNvpjcAUBq+SE/S5TNvpjcAUBq+SE/S5TNvpjcAUBq+SE/g4ravu/GAkAL7CU/e2mSviAL4T/ul/c+nwGFvv8G5T/7V/Y+w0STvhYX4T+RY/M+e2mSviAL4T/ul/c+LjeIvsRf5T9qFfU+nwGFvv8G5T/7V/Y+jsqFvs8T5T/oZ/I+2v6Vvupe4T9OQfY+X5VrvqbV6D8Z5vQ+6lxxvlEw6T9btfM+X5VrvqbV6D8Z5vQ+Oxxtvofg6D+tNPE+RglKvut07D9tOvI+ij5PvkvN7D8FGfE+RglKvut07D9tOvI+Ub9Lvtl27D8D0u4+M+IivhIT8D/H8es+yXEnvsNk8D/V5+o+M+IivhIT8D/H8es+MbIkvvYN8D/67Og+esj0vRuA8z/gTOQ+DFb8vUzG8z/DZ+M+esj0vRuA8z/gTOQ+r+v3vYF68z8mw+E+9UijvVzo9j+5xdw+aeOoveMc9z/vGtw+9UijvVzo9j+5xdw+OnWlve/l9j9E3to+Rl4WvRTQ+j/QK9Y+TpwcveXv+j/jxtU+Rl4WvRTQ+j/QK9Y+KLgYva/P+j9iD9U+UoETPJp9/j/KjM8+MdILPLGJ/j8WaM8+UoETPJp9/j/KjM8+rikQPHh9/j9aKs8+CVE+PZ1oAEAPuck+rtOovpSj0j9oXOA+Hm2kvtJw1j8tlPQ+kJ6ivt4F0j/lROM+rtOovpSj0j9oXOA+o8mdvvOs1j9u/PE+Hm2kvtJw1j8tlPQ+3Luevn3K1T8v2/Y+RMChvhbd0j9JZt0+MX2fvtLI2T+quAU/6kGZvskE2j9okgQ/MX2fvtLI2T+quAU/F0aavj8d2T8VjAY/u36ZvoqQ3D81YhI/a7mTvmnI3D8UWxE/u36ZvoqQ3D81YhI/09qUvr3g2z/qzxI/OxiRvpaw3j8/dCE/BP+Lvpzh3j/mkCA/OxiRvpaw3j8/dCE/ICqNvmcL3j+9jSE/csOHvjhI4D/m6TA/PKWDvi9v4D9RMzA/csOHvjhI4D/m6TA/Nq2EvlG/3z/43TA/yjd7vlGk4T8RcEA/6Z51vr694T9X6D8/yjd7vlGk4T8RcEA/nBd3vsxE4T/JVUA/UaNgvnkh4z/NclE/6wJevuks4z93MVE/UaNgvnkh4z/NclE/OdFevk3z4j/fU1E/+fhEvoqu4z980WI/iJ5Evuqv4z8lymI/+fhEvoqu4z980WI/L8JEvnKo4z+OyWI/goxAvqd54z9yGmY/Ps+Bv7Hepj+kbie/M1GEv3Y0pj8f9Su/Ps+Bv7Hepj+kbie/Ps+Bv7Hepj+kbie/Ps+Bv7Hepj+kbie/f6M1v5DBpj9i11K/sRQ5v8GNpj+rP1q/f6M1v5DBpj9i11K/f6M1v5DBpj9i11K/sRQ5v8GNpj+rP1q/sRQ5v8GNpj+rP1q/sRQ5v8GNpj+rP1q/f6M1v5DBpj9i11K/9n08v+olpj9KmGG/9n08v+olpj9KmGG/9n08v+olpj9KmGG/9n08v+olpj9KmGG/mdk/v5avpT+a72i/mdk/v5avpT+a72i/mdk/v5avpT+a72i/mdk/v5avpT+a72i/wjRAvyegpT8fuWm/5fIzv5YGqD/nUze/b4Q1v4pWpj+Rez6/5fIzv5YGqD/nUze/5fIzv5YGqD/nUze/b4Q1v4pWpj+Rez6/b4Q1v4pWpj+Rez6/b4Q1v4pWpj+Rez6/5fIzv5YGqD/nUze/QPo2v/1mpD+IEkW/QPo2v/1mpD+IEkW/QPo2v/1mpD+IEkW/QPo2v/1mpD+IEkW/rp04v29Joj9hGUu/rp04v29Joj9hGUu/rp04v29Joj9hGUu/rp04v29Joj9hGUu/Tfc6v+7Nnz9crFC/Tfc6v+7Nnz9crFC/Tfc6v+7Nnz9crFC/Tfc6v+7Nnz9crFC/JXo9v9o7nT+FzFW/JXo9v9o7nT+FzFW/JXo9v9o7nT+FzFW/JXo9v9o7nT+FzFW/2uE/v8qkmj8/41q/2uE/v8qkmj8/41q/2uE/v8qkmj8/41q/2uE/v8qkmj8/41q/J4lBv4TXmD90mV6/EqExv+krqD+T/hq/HjMsv+V6qT8XDii/LJwwvy3spz8uyBq/EqExv+krqD+T/hq/DVIsvy8ZqT/2KCi/HjMsv+V6qT8XDii/jlgrv8Q+qT+AuCe/e6Qxv3LDpz8cXxu/zjMmv5SkqT/+YzW/PWAmv+BNqT9TXDW/zjMmv5SkqT/+YzW/G4Alv71uqT/C+TS/RDQiv4dQqT9ZMTy/6WMiv9IBqT+wHTy/RDQiv4dQqT9ZMTy/mZ0hv5YgqT/Mtju/pPsdvzHTqD9Wu0K/Bisev4KOqD+poEK/pPsdvzHTqD9Wu0K/yHsdv7WpqD+/RkK/+8wZv+AvqD8XLEm/z/kZv2b4pz+iDEm/+8wZv+AvqD8XLEm/OGYZvzAOqD9pyEi/Ne4Vv3Repz8Cn0+/2xUWv5w2pz9XfE+/Ne4Vv3Repz8Cn0+/uqEVv3RFpz87VE+//UwRvzrOpT83NFm/c2QRv0W8pT8eG1m//UwRvzrOpT83NFm/JCkRv4/CpT+iDFm/HlENvzy+oz8OMWK/1lUNv3u7oz9rK2K/HlENvzy+oz8OMWK/SUsNv2+8oz9jKWK/n1cMv+ELoz/bUWS/OKMyv3Bcpj9m+P++5fE4v5DApz8f8w2/XMkyv2oVpz9/g/6+OKMyv3Bcpj9m+P++boo3v6A0qD+nkQ6/5fE4v5DApz8f8w2/VUw5v/hrqD/xuw2/aOcwv3fYpj/qWQC/S8g/v2n9pz86dhy/jJ8+v+ljqD91Ih2/S8g/v2n9pz86dhy/lStAv1OTqD+yZhy/VRNEv87/pz+sOSS/KA9Dv9lbqD+U3SS/VRNEv87/pz+sOSS/kGZEv2qGqD9HHiS/I4dIv2L1pz9N2yu/KbFHv05DqD9dbiy/I4dIv2L1pz9N2yu/RdRIv+RmqD9ozSu/fepMvzLMpz9WgDO/00tMv4EHqD/w9zO/fepMvzLMpz9WgDO/kC9NvwwiqD88hjO/yvtQv89opz9sQTu/uJNQv+ePpz+Okju/yvtQv89opz9sQTu/+DJRvzCgpz8qWDu/8btVv9Vcpj88MUe/hJ5VvxJopj9VTke/8btVv9Vcpj88MUe/2dBVv0xspj+eQUe/6kJYvy8wpT/3Ik6/1PM2vwGnuT/TaHK9+gk7vxoXvD//eoW91PM2vwGnuT/TaHK91PM2vwGnuT/TaHK9+gk7vxoXvD//eoW9+gk7vxoXvD//eoW9+gk7vxoXvD//eoW91PM2vwGnuT/TaHK9pI0/v9dtvj+hMZO9pI0/v9dtvj+hMZO9pI0/v9dtvj+hMZO9pI0/v9dtvj+hMZO9oz9Ev82vwD8sZqS9oz9Ev82vwD8sZqS9oz9Ev82vwD8sZqS9oz9Ev82vwD8sZqS9nwVJv7sKwz8o1b69nwVJv7sKwz8o1b69nwVJv7sKwz8o1b69nwVJv7sKwz8o1b69UtRNv2lRxT8rpNy9UtRNv2lRxT8rpNy9UtRNv2lRxT8rpNy9UtRNv2lRxT8rpNy92ChTvxVyxz8jFPu92ChTvxVyxz8jFPu92ChTvxVyxz8jFPu92ChTvxVyxz8jFPu94Ctav8layT9k5w2+4Ctav8layT9k5w2+4Ctav8layT9k5w2+4Ctav8layT9k5w2+R1pavwJjyT8OTA6+f98bvy0JsD851Zq9nE8hv+zCsT9dbFq9Y34av5I7sD/6fJS9f98bvy0JsD851Zq9M8Egv6c+sj/ZXWC9nE8hv+zCsT9dbFq9NBMgvxb3sT+Yik29bR4bvxeCsD/3PJ+9JT4nv0USsz+3Qe286dcmv7CMsz8ujPS8JT4nv0USsz+3Qe28mxwmv6ZFsz8I59O8qDktv44EtD8sgRS7Le0sv+Z5tD8G2TK7qDktv44EtD8sgRS7/yIsv4MztD8RAQc6Gf8yv/61tD+dnvc8+MQyv0IitT+OWfY8Gf8yv/61tD+dnvc8Fvkxv/DftD9bmAU9XoE4v4ArtT8z4oI9AFU4v6CKtT8S9YI9XoE4v4ArtT8z4oI91J03vwlQtT+mQ4c92zQ+v+CFtT/2Kcc97BU+v2PStT+uZMc92zQ+v+CFtT/2Kcc9ZoY9v7GjtT+4Bcs9ZTVFv73itT9IGwc+fChFv0AWtj/bUgc+ZTVFv73itT9IGwc+bcdEvw73tT9Iigg+InBMv47ptT/vNyo+DXFMv5IDtj8EdSo+InBMv47ptT/vNyo+HTtMv/nztT8AASs+C35Tv4BjtT+Lbk0+8X9Tv2ZptT9Bg00+C35Tv4BjtT+Lbk0+63FTvwZmtT80nU0+qONVvzYEtT/93Vs+vTgFv982qT8FNdy9Mc8Ov4nQqj+X/uW9EJEGvyxmqD+OWda9vTgFv982qT8FNdy9pFMPvxKiqj91PdG9Mc8Ov4nQqj+X/uW9paQPvyr+qT+TN+C9f90Fv3AKqT/CF8a9AhIZv+7Nqz+ZnvC9nnkZv8ufqz9qFd29AhIZv+7Nqz+ZnvC9YHgZv20Bqz+L4eq9B7Ejv1slrD9Yxfu9N/8jv3L5qz/nj+m9B7Ejv1slrD9Yxfu9P6wjv/Vlqz9NE/a9aTovv1uzqz/ajwS+53IvvwmMqz91yfi9aTovv1uzqz/ajwS+ie0uvxgLqz923wG+t346v4DSqj+46gq+y6A6vymyqj8wEAS+t346v4DSqj+46gq+6x06v0FIqj80ngi+FahFv3/AqT/4qA++tKpFv4KqqT9Kmwq+FahFv3/AqT/4qA+++U1Fv/tcqT/o9w2+tRpSv1x2qD8eMxC+PQ9Sv2FrqD93Zw2+tRpSv1x2qD8eMxC+kdVRv7xBqD/hRQ++QfNdv4Ktpj95rg++u+5dv0yqpj/O3Q6+QfNdv4Ktpj95rg++mdddv3Ofpj+Uag++syRkv8BBpT8KLxG+7iUtPwCupj/LL4M+x4EzP6YNpz93Low+7iUtPwCupj/LL4M+7iUtPwCupj/LL4M+x4EzP6YNpz93Low+x4EzP6YNpz93Low+x4EzP6YNpz93Low+7iUtPwCupj/LL4M+/+Y5P3xHpz+eP5U+/+Y5P3xHpz+eP5U+/+Y5P3xHpz+eP5U+/+Y5P3xHpz+eP5U+FR09P+BNpz/r/pk+I74XP+Hupj9blDk+pG4fPwMFpj8hOkQ+I74XP+Hupj9blDk+I74XP+Hupj9blDk+pG4fPwMFpj8hOkQ+pG4fPwMFpj8hOkQ+pG4fPwMFpj8hOkQ+I74XP+Hupj9blDk+BromPwHDpD//P04+BromPwHDpD//P04+BromPwHDpD//P04+BromPwHDpD//P04+Y9QtP2FPoz92jVY+Y9QtP2FPoz92jVY+Y9QtP2FPoz92jVY+Y9QtP2FPoz92jVY+ZW81P1aZoT+0W1s+ZW81P1aZoT+0W1s+ZW81P1aZoT+0W1s+ZW81P1aZoT+0W1s+ptU8P1TEnz/Op14+ptU8P1TEnz/Op14+ptU8P1TEnz/Op14+ptU8P1TEnz/Op14+s+pDP0bPnT96p2I+s+pDP0bPnT96p2I+s+pDP0bPnT96p2I+s+pDP0bPnT96p2I+OgRGPyMtnT9FaGQ+wmsDPydopT9rtvI9y7sGP2/wpT/ichw+tw0DPwABpT8ao/U9wmsDPydopT9rtvI9bXMHPwqfpT9wWxs+y7sGP2/wpT/ichw+XVEGPwyPpT+ZDh0+7kEEPzQSpT+et/E9iBEKP3HopT/Y8T8+1bEKPySdpT+afT4+iBEKP3HopT/Y8T8+9Z8JP7COpT+m7T8+Rx0NP2dhpT/NOmM+k6oNP5MdpT9nnWE+Rx0NP2dhpT/NOmM+9KgMP7YRpT+xpmI+oYYPP39LpD/7dIQ+fv4PP6ERpD8qqYM+oYYPP39LpD/7dIQ+xhkPPxQJpD9gAYQ++Z4RP8Ttoj9BvJY+qfoRP6nBoj+4BpY++Z4RP8Ttoj9BvJY+G0YRPxu7oj+pS5Y+R/8TP8RboT/AQKg+OzgUP4lAoT/ltKc+R/8TP8RboT/AQKg+ucITP4Y7oT9X7Kc+kZoWP/zhnz/MtLU+Y7gWP/7Tnz/iWrU+kZoWP/zhnz/MtLU+YHcWP4XQnz8bgLU+GlIZP981nj/xL8I+eVsZP5wxnj+mDsI+GlIZP981nj/xL8I+lUUZP24wnj87G8I+/BgbP2nlnD/yDMo+a0bmPs0doz+KdD89huT8Pt3upT/AB489IH3jPr+3oz+YTUA9a0bmPs0doz+KdD89ucf6PssTpj+dgpw9huT8Pt3upT/AB489Bg/7PgmJpj9MjZA9asHjPhhBoz95IV09BwcLPxL2pz/1SMM9LSIKPx4YqD81J889BwcLPxL2pz/1SMM9rFIKPzmAqD9j7MQ9+wYSP9MSqT8VVd89sDsRP6ExqT+O6ek9+wYSP9MSqT8VVd89IVgRPyKMqT9piuA9TwQZP8crqj9kJPs9A1wYPw9Gqj8V/QE+TwQZP8crqj9kJPs94XoYPyWSqj/iPPw9gBEgP2Moqz9eEQw+QpQfPz48qz+8XQ8+gBEgP2Moqz9eEQw+iLofP6t2qz8Dlgw+tDgnP3Hkqz/N5Bs+8+QmP+3wqz9J9R0+tDgnP3Hkqz/N5Bs+FhMnP48XrD85Xxw+FLQxPyJPrD9i2jc+058xP2FSrD/QXzg+FLQxPyJPrD9i2jc+9rIxP+JbrD/tCzg+RZw2P0MCrD+bckU+/I+MPY3Vrj9anEG+sOWVPRqKsT8BvUC+/I+MPY3Vrj9anEG+/I+MPY3Vrj9anEG+sOWVPRqKsT8BvUC+sOWVPRqKsT8BvUC+sOWVPRqKsT8BvUC+/I+MPY3Vrj9anEG+wFugPbA8tD8gtz++wFugPbA8tD8gtz++wFugPbA8tD8gtz++wFugPbA8tD8gtz++YDqtPYHptj+Vmj2+YDqtPYHptj+Vmj2+YDqtPYHptj+Vmj2+YDqtPYHptj+Vmj2+utm/PYG0uT+FCDi+utm/PYG0uT+FCDi+utm/PYG0uT+FCDi+utm/PYG0uT+FCDi+hsnUPZtzvD9hUTG+hsnUPZtzvD9hUTG+hsnUPZtzvD9hUTG+hsnUPZtzvD9hUTG+u3zrPewvvz+Cciu+u3zrPewvvz+Cciu+u3zrPewvvz+Cciu+u3zrPewvvz+Cciu+Uz4EPqsgwj80TSi+Uz4EPqsgwj80TSi+Uz4EPqsgwj80TSi+Uz4EPqsgwj80TSi+1J0HPpq1wj9z1ie+N1NhPRU2oz+5pQW+N24xPcJOpT9ZNB2++dlIPXE6oz/dXgK+N1NhPRU2oz+5pQW+ysEsPcSypT/ezBi+N24xPcJOpT9ZNB2+yF8aPb1TpT+nIRq+81ZdPXCVoz+UbQC+Er73PBkcpz/MfDe+AkjtPGuBpz+9xTO+Er73PBkcpz/MfDe+f4XMPDogpz+IgzS+VvVyPImaqD9AalO+cjNcPCr9qD/FO1C+VvVyPImaqD9AalO+V7UkPE6aqD++UFC+HVvPu7vRqT8Ni3G+tvP9u8ctqj/+1m6+HVvPu7vRqT8Ni3G+IzIsvKfOqT+obm6+ehfvvH7Hqj/uzYe+cCL6vA0Zqz9PrYa+ehfvvH7Hqj/uzYe+jnQGvS/Eqj/baoa+Le1UvZuqqz/vAJe+rYVZve7sqz9xHpa+Le1UvZuqqz/vAJe+DDphvaSoqz9K7ZW+61eavXO6rD/oM6i+LA2cvVzorD/WqKe+61eavXO6rD/oM6i+9pqevZm5rD8of6e+UYbKvbaFrT+k4Lm+2ZTLvVqerT+LqLm+UYbKvbaFrT+k4Lm+vsDMvWqFrT+ygLm+OBH9vVDHrT+Ivsu+Y2D9vc3NrT+ztMu+OBH9vVDHrT+Ivsu+u539vXHHrT++osu+2BAMviicrT8SadO+eSFdPc+8mj8CZIi9CryTPQM+nT8uU7O9KjlnPVAcmj8MeJm9eSFdPc+8mj8CZIi9J4mFPdIanT9cksO9CryTPQM+nT8uU7O9SkGXPR2UnD+q08G9HEA/PTScmj8hBpq9P8m9Pd9qnz+1pOO91jewPRNGnz+VmfK9P8m9Pd9qnz+1pOO9ksu/PZC7nj/EtO+9uarsPQ4soT8mqQy+GMzfPc0GoT8AdRO+uarsPQ4soT8mqQy+e9vsPX16oD+uRxG+78YSPtNqoj9aZyy+weYMPohHoj8+XDK+78YSPtNqoj9aZyy+6SkSPs7DoT/Lui++l+EvPqJCoz89J02+ptMqPpojoz9HAVK+l+EvPqJCoz89J02+RggvPt2zoj/GiU++NC5MPlPpoz84Mm++ijlIPp7Qoz/MfXK+NC5MPlPpoz84Mm++D15LPsN+oz+vsHC+B0RoPvmGpD/GFIy+JeplPil4pD9T6Iy+B0RoPvmGpD/GFIy+eJtnPntKpD/WVoy+0uGBPliQpD+X/6C+MIOBPo+LpD+sPKG+0uGBPliQpD+X/6C+EryBPv59pD8dAKG+fAuLPu4HpD+LOK2+8fJgvy/BbT834mU/HAhlv/2DaD9OuWo/8fJgvy/BbT834mU/8fJgvy/BbT834mU/HAhlv/2DaD9OuWo/HAhlv/2DaD9OuWo/HAhlv/2DaD9OuWo/8fJgvy/BbT834mU/Le1ovzY6Yz+iX28/OShFv1+bcT/MKFo/kUNQv7Q6cT+vQFg/qftEv4j3cD/YZFk/OShFv1+bcT/MKFo/SyFQvx6McD8Arlg/kUNQv7Q6cT+vQFg/TPpPv6ypcD9Kllc/cy5Fv7fVcD8Lmlo/ABxbv0a2bz/uXlY//+lav20ebz+Hw1Y/ABxbv0a2bz/uXlY/3sZav9Y4bz8ly1U/cZNlv9JtbT/pJ1Q/q19lv0H0bD+mfFQ/cZNlv9JtbT/pJ1Q/7zhlvywMbT/Zs1M/MzZwvzwuaj/Vr1A/Cw1wv1PnaT9L5lA/MzZwvzwuaj/Vr1A/D/Fvv2L3aT9ybVA/KCt6v5QxZj8+CE0/Lhp6v5cdZj+HGk0/KCt6v5QxZj8+CE0/lBJ6vx0iZj/o9Ew//Px/v4sXYz8cKUs/WwYov2K9cT8BaFQ/+tM2v7DHdD9g6F0/ZcInv3xgcz9Wn1M/WwYov2K9cT8BaFQ/v/M3vyBFdT9UH1w/+tM2v7DHdD9g6F0/WvQ2v7Q9dj/QfV0/7DEpvyhGcj/aPFI/5SpGv23GdT8k1Wc/YRlHv/Erdj87cGY/5SpGv23GdT8k1Wc/flVGvwLxdj8Ijmc/jXxOvxFydj//dm0/WTZPv6XAdj8SaGw/jXxOvxFydj//dm0/q5ROv9pWdz/zO20/HsBWv9L/dj9sInM/VDdXvysxdz8xfnI/HsBWv9L/dj9sInM/H9tWv6SNdz/RB3M/WRdfv+D0dj9dw3g/AkpfvyAJdz9agng/WRdfv+D0dj9dw3g/3Ctfv8Mtdz/Tv3g/nwNnvwDjdT99zn0/24iXvu1/lj8GoTw/EECivgQcmD9bJkM/24iXvu1/lj8GoTw/24iXvu1/lj8GoTw/EECivgQcmD9bJkM/EECivgQcmD9bJkM/EECivgQcmD9bJkM/24iXvu1/lj8GoTw/PKOtvoVgmT/tDUo/PKOtvoVgmT/tDUo/PKOtvoVgmT/tDUo/PKOtvoVgmT/tDUo/n+W5vrxamj+KAlE/n+W5vrxamj+KAlE/n+W5vrxamj+KAlE/n+W5vrxamj+KAlE/3szIvtkHmz/2CVg/3szIvtkHmz/2CVg/3szIvtkHmz/2CVg/3szIvtkHmz/2CVg/6E7YvoZYmz8n+F4/6E7YvoZYmz8n+F4/6E7YvoZYmz8n+F4/6E7YvoZYmz8n+F4/fZLjvno0mz/VXmQ/mmCQvnicjD/m5xo/uaeDviLgkD+ygyI/16OQvgLzjD/lRhk/mmCQvnicjD/m5xo/QluGvvM7kT8PSCI/uaeDviLgkD+ygyI/t7eDvtE7kT+vJCE/go2TvnfzjD97iBo/ZOhovlm+lD/RBys/7IZtvmoXlT+T3yo/ZOhovlm+lD/RBys/A+tovpASlT8L0Sk/GohVvt7Mlj/5LC8/fLdZvgQhlz8oCy8/GohVvt7Mlj/5LC8/H7lVvmoVlz9kAi4/zClBvl/SmD/OGzM/a9dEvk8fmT/S/zI/zClBvl/SmD/OGzM/mFBBvlkTmT+dEDI/woUsvqvOmj8qGjc/npYvvrIQmz82BDc/woUsvqvOmj8qGjc/CJEsvlsHmz8hPDY/nFAYvi++nD9ybjs/aLMavojxnD+rXTs/nFAYvi++nD9ybjs/WTUYvqLtnD8lyjo/Px76vTJ3nz8O20I/+Z/8vRyVnz+Z1kI/Px76vTJ3nz8O20I/BcP5vSmUnz9qiEI/sr7BvRvVoT+JI0s/CmjCvbXeoT9OJUs/sr7BvRvVoT+JI0s/44zBvXreoT9ODks/UkmdvfPmoj/VdVA/ga+YvlVohD88hAE/DVWZvsy4hT92+ww/10uTvlG9gz9AUAI/ga+YvlVohD88hAE/W1yTvmkehj+B7Qw/DVWZvsy4hT92+ww/CkuUvowRhT+SXQ0/E0OSvijRhD83OAE/FAWavoRKhj83/hg/+3SUvu+phj/bFhk/FAWavoRKhj83/hg/20yVvpOshT99CRk/2C2avhwohj81KSU/8Q2Vvmt+hj9MUiU/2C2avhwohj81KSU/7deVvtCYhT9/2iQ/ggCZvnsuhT+jIjI/nYKUvpp4hT/9TzI/ggCZvnsuhT+jIjI/xTqVvsS1hD80nTE/pyCXvsXLgz+esj4/No+TvnkFhD+U2z4/pyCXvsXLgz+esj4/YyeUvotugz8BMD4/R8yUvgNBgj/YEUs/EW6SvpRngj9OKUs/R8yUvgNBgj/YEUs/WtWSvnUEgj/ur0o/wyuRvh2O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value="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"/></keys></connectionparameter><connectionparameter objectid="3" name="Rotation" semantic="UNKNOWN" type="25" rows="0" columns="0" handle="87328360" animated="0" numkeys="1" defaulttype="quat" defaultvalue="0.000000e+000, 0.000000e+000, 0.000000e+000, 1.000000e+000"><keys><key num="0" value="0.000000e+000, 0.000000e+000, 0.000000e+000, 1.000000e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Translation" semantic="UNKNOWN" type="1" rows="0" columns="0" handle="87388152" animated="0" numkeys="1" defaulttype="float3" defaultvalue="0.000000e+000, 0.000000e+000, 0.000000e+000"><keys><key num="0" value="0.000000e+000, 0.000000e+000, 0.000000e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Scale" semantic="UNKNOWN" type="1" rows="0" columns="0" handle="87326992" animated="0" numkeys="1" defaulttype="float3" defaultvalue="1.000000e+000, 1.000000e+000, 1.000000e+000"><keys><key num="0" value="1.000000e+000, 1.000000e+000, 1.000000e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Current Transform" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="87436328" animated="0" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"/></keys></connectionparameter></parameterlist></nvtransformlink></nvtransformlink><nvtransformlink objectid="22" parent="30" handle="42" name="Default Camera Transform" animated="0" separable="1"><nodes><node handle="35"/></nodes><parameterlist objectid="2"><connectionparameter objectid="3" name="Matrix" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="99360224" animated="0" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"/></keys></connectionparameter><connectionparameter objectid="3" name="Reference Matrix" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="87283768" animated="0" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"/></keys></connectionparameter><connectionparameter objectid="3" name="Rotation" semantic="UNKNOWN" type="25" rows="0" columns="0" handle="87475792" animated="0" numkeys="1" defaulttype="quat" defaultvalue="0.000000e+000, 0.000000e+000, 0.000000e+000, 1.000000e+000"><keys><key num="0" value="8.412395e-002, 2.996101e-001, -2.653148e-002, 9.499753e-001"/></keys></connectionparameter><connectionparameter objectid="3" name="Translation" semantic="UNKNOWN" type="1" rows="0" columns="0" handle="99344128" animated="0" numkeys="1" defaulttype="float3" defaultvalue="0.000000e+000, 0.000000e+000, 0.000000e+000"><keys><key num="0" value="-1.354583e+000, 1.696564e+000, -1.396133e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Scale" semantic="UNKNOWN" type="1" rows="0" columns="0" handle="99489976" animated="0" numkeys="1" defaulttype="float3" defaultvalue="1.000000e+000, 1.000000e+000, 1.000000e+000"><keys><key num="0" value="1.000000e+000, 1.000000e+000, 1.000000e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Current Transform" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="87285360" animated="0" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="8.190597e-001,2.682209e-007,-5.737082e-001,0.000000e+000,1.008173e-001,9.844385e-001,1.439331e-001,0.000000e+000,5.647805e-001,-1.757295e-001,8.063139e-001,0.000000e+000,-1.354583e+000,1.696564e+000,-1.396133e+000,1.000000e+000,"/></keys></connectionparameter></parameterlist></nvtransformlink><nvtransformlink objectid="22" parent="30" handle="43" name="light transform" animated="1" separable="1"><nodes><node handle="36"/></nodes><parameterlist objectid="2"><connectionparameter objectid="3" name="Matrix" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="99827160" animated="1" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"/></keys></connectionparameter><connectionparameter objectid="3" name="Reference Matrix" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="99443864" animated="1" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"/></keys></connectionparameter><connectionparameter objectid="3" name="Rotation" semantic="UNKNOWN" type="25" rows="0" columns="0" handle="87437464" animated="1" numkeys="1" defaulttype="quat" defaultvalue="0.000000e+000, 0.000000e+000, 0.000000e+000, 1.000000e+000"><keys><key num="0" value="3.948320e-001, 5.191326e-001, 0.000000e+000, 7.580298e-001"/></keys></connectionparameter><connectionparameter objectid="3" name="Translation" semantic="UNKNOWN" type="1" rows="0" columns="0" handle="86791848" animated="1" numkeys="1" defaulttype="float3" defaultvalue="0.000000e+000, 0.000000e+000, 0.000000e+000"><keys><key num="0" value="-7.831433e-001, 2.472190e+000, -1.165829e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Scale" semantic="UNKNOWN" type="1" rows="0" columns="0" handle="87433928" animated="1" numkeys="1" defaulttype="float3" defaultvalue="1.000000e+000, 1.000000e+000, 1.000000e+000"><keys><key num="0" value="1.000000e+000, 1.000000e+000, 1.000000e+000"/></keys></connectionparameter><connectionparameter objectid="3" name="Current Transform" semantic="UNKNOWN" type="5" rows="4" columns="4" handle="99329160" animated="0" numkeys="1" defaulttype="float4x4" defaultvalue="1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,0.000000e+000,1.000000e+000,"><keys><key num="0" value="4.610026e-001,4.099403e-001,-7.870360e-001,0.000000e+000,4.099403e-001,6.882154e-001,5.985888e-001,0.000000e+000,7.870360e-001,-5.985888e-001,1.492181e-001,0.000000e+000,-7.831433e-001,2.472190e+000,-1.165829e+000,1.000000e+000,"/></keys></connectionparameter></parameterlist></nvtransformlink></nvtransformlink><scenematerials scenematerial="156"/></scene><objects><object objectid="10" objectguid="162952798_10233_20391_190_157_243_248_162_252_177_187" objectname="NVGeoPipeObject_Mesh Object" progid="nvsys.NVGeoPipeObject_Mesh.1"/><object objectid="12" objectguid="658808481_10380_18213_151_67_164_241_60_187_34_27" objectname="NVGeoStream_Position Object" progid="nvsys.NVGeoStream_Position.1"/><object objectid="5" objectguid="687344697_14784_17624_175_112_25_78_110_206_178_195" objectname="NVCalculator Object" progid="nvsys.NVCalculator.1"/><object objectid="3" objectguid="1178903711_54835_17816_162_225_77_133_92_204_97_107" objectname="NVConnectionParameter Object" progid="nvsys.NVConnectionParameter.1"/><object objectid="9" objectguid="1335965045_63750_16786_166_174_116_14_177_170_26_82" objectname="NVGeoPipe Object" progid="nvsys.NVGeoPipe.1"/><object objectid="1" objectguid="1394174672_42515_16399_189_63_62_31_182_9_209_60" objectname="NVScene Object" progid="nvsys.NVScene.1"/><object objectid="4" objectguid="1401340335_59252_17807_172_96_248_52_119_74_181_173" objectname="NVMaterial Object" progid="nvsys.NVMaterial.1"/><object objectid="11" objectguid="1638754405_523_18817_162_143_95_186_217_193_125_148" objectname="NVGeoPipeBundle Object" progid="nvsys.NVGeoPipeBundle.1"/><object objectid="20" objectguid="1675712286_15683_20022_149_108_42_250_122_123_231_64" objectname="NVCamera Object" progid="nvsys.NVCamera.1"/><object objectid="8" objectguid="1755565597_56309_18722_149_152_96_3_18_125_126_123" objectname="NVCalculator_Assign Object" progid="nvsys.NVCalculator_Assign.1"/><object objectid="14" objectguid="2061074294_18011_16941_166_42_159_24_76_48_116_192" objectname="NVGeoStream_TexCoord Object" progid="nvsys.NVGeoStream_TexCoord.1"/><object objectid="22" objectguid="2342579002_10168_19906_178_150_26_144_17_106_220_182" objectname="NVTransformLink Object" progid="nvsys.NVTransformLink.1"/><object objectid="19" objectguid="2516468428_38854_16959_155_101_192_176_42_10_71_202" objectname="NVGeoPipeObject_MeshMender Object" progid="nvsys.NVGeoPipeObject_MeshMender.1"/><object objectid="15" objectguid="2898306558_58886_17259_152_16_103_161_164_23_180_175" objectname="NVGeoStream_Primitives Object" progid="nvsys.NVGeoStream_Primitives.1"/><object objectid="17" objectguid="3095096276_40668_19071_158_4_96_72_178_165_117_235" objectname="NVIndexSet Object" progid="nvsys.NVIndexSet.1"/><object objectid="6" objectguid="3098681227_22869_16810_191_237_249_13_61_143_28_123" objectname="NVCalculator_Load Object" progid="nvsys.NVCalculator_Load.1"/><object objectid="21" objectguid="3220590291_58699_18805_154_8_29_13_205_177_47_217" objectname="NVLight_Point Object" progid="nvsys.NVLight_Point.1"/><object objectid="2" objectguid="3275223899_28196_19999_162_153_111_232_35_119_165_23" objectname="NVParameterList Object" progid="nvsys.NVParameterList.1"/><object objectid="18" objectguid="3604142169_60816_17805_176_220_110_41_222_151_171_95" objectname="NVPrimitiveAttributes Object" progid="nvsys.NVPrimitiveAttributes.1"/><object objectid="16" objectguid="3718288079_1142_20134_178_153_28_237_112_255_41_202" objectname="NVTriangles Object" progid="nvsys.NVTriangles.1"/><object objectid="13" objectguid="4088192929_19711_18550_172_31_87_8_171_210_117_52" objectname="NVGeoStream_Normal Object" progid="nvsys.NVGeoStream_Normal.1"/><object objectid="7" objectguid="4162726501_8958_17137_170_77_131_38_3_90_246_20" objectname="NVCalculator_Mul Object" progid="nvsys.NVCalculator_Mul.1"/></objects><media_objects><effect path="F:\devrel\SDK\MEDIA\HLSL\scene_anaglyphic.fx"><![CDATA[/*********************************************************************NVMH3****

File:  $Id: //sw/devrel/SDK/MEDIA/HLSL/scene_anaglyphic.fx#3 $



Copyright NVIDIA Corporation 2002-2004

TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS PROVIDED

*AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES, EITHER EXPRESS

OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED WARRANTIES OF MERCHANTABILITY

AND FITNESS FOR A PARTICULAR PURPOSE.  IN NO EVENT SHALL NVIDIA OR ITS SUPPLIERS

BE LIABLE FOR ANY SPECIAL, INCIDENTAL, INDIRECT, OR CONSEQUENTIAL DAMAGES

WHATSOEVER (INCLUDING, WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS PROFITS,

BUSINESS INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR ANY OTHER PECUNIARY LOSS)

ARISING OUT OF THE USE OF OR INABILITY TO USE THIS SOFTWARE, EVEN IF NVIDIA HAS

BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES.





Comments:

    Gooch-style diffuse texturing, calculated per-vertex.

	Untextured and textured techniques are provided.



******************************************************************************/



float Script : STANDARDSGLOBAL <

    string UIWidget = "none";

    string ScriptClass = "scene";

    string ScriptOrder = "standard";

    string ScriptOutput = "color";

    string Script = "Technique=stereo;";

> = 0.8;



#include <include\\Quad.fxh>

#include <include\\nvMatrix.fxh>



/************* UNTWEAKABLES **************/



float4x4 WorldITXf : WorldInverseTranspose < string UIWidget="None"; >;

float4x4 WorldViewXf : WorldView < string UIWidget="None"; >;

float4x4 ProjXf : Projection < string UIWidget="None"; >;

float4x4 WorldXf : World < string UIWidget="None"; >;



float4 ClearColor <

	// string UIWidget = "color";

	string UIWidget = "none";

	string UIName = "Scene Background";

> = {0.0,0.0,0.0,0.0};



float ClearDepth <string UIWidget = "none";> = 1.0;



/************* TWEAKABLES ****************/



float Shift <

	string UIName = "Eye Shift";

	string UIWidget = "slider";

	float UIMin = -0.3;

	float UIMax = 0.3;

	float UIStep = 0.001;

> = 0.07f;



float4 MaskColorL <

	string UIWidget="color";

	string UIName = "Left Lens Color";

> = {1,0,0,1};



float4 MaskColorR <

	string UIWidget="color";

	string UIName = "Right Lens Color";

> = {0,1,0,1};



float4 LightPos : Position

<

	string Object = "PointLight";

	string UIName = "Lamp Position";

	string Space = "World";

> = {100.0f, 100.0f, 100.0f, 0.0f};



/******** RTT ****************************/



DECLARE_QUAD_TEX(LMap,LSampler,"A8B8G8R8")

DECLARE_QUAD_TEX(RMap,RSampler,"A8B8G8R8")

DECLARE_QUAD_DEPTH_BUFFER(DepthMap,"D24S8")



/************* DATA STRUCTS **************/



/* data from application vertex buffer */

struct appdata {

    float3 Position	: POSITION;

    float4 UV		: TEXCOORD0;

    float4 Normal	: NORMAL;

};



/* data passed from vertex shader to pixel shader */

struct vertexOutput {

    float4 HPosition	: POSITION;

    float4 TexCoord0	: TEXCOORD0;

    float4 diffCol	: COLOR0;

};



/*********** vertex shader ******/



vertexOutput goochVS(appdata IN,uniform float4x4 WorldViewProjXf)

{

    vertexOutput OUT;

    float3 Nn = normalize(mul(IN.Normal, WorldITXf).xyz);

    float4 Po = float4(IN.Position.xyz,1);

    //compute worldspace position

    float3 Pw = mul(Po, WorldXf).xyz;

    float3 Ln = normalize(LightPos - Pw);

    float mixer = 0.5 * (dot(Ln,Nn) + 1.0);

    OUT.diffCol = float4(mixer.xxx,1);

    OUT.TexCoord0 = IN.UV;

    OUT.HPosition = mul(Po, WorldViewProjXf);

    return OUT;

}



/********* pixel shader ********/



float4 goochPS(vertexOutput IN,uniform float4 Mask) : COLOR {

    return (IN.diffCol * Mask);

}



QUAD_REAL4 mixPS(QuadVertexOutput IN) : COLOR

{   

	QUAD_REAL4 R = tex2D(RSampler, IN.UV);

	QUAD_REAL4 L = tex2D(LSampler, IN.UV);

	return float4((R.xyz+L.xyz),R.w);

}  



/*** TECHNIQUES **********/



technique Stereo <

	string Script =

					"Pass=L;"

					"Pass=R;"

					"Pass=Mix;";

> {

    pass L  <

		string Script =

					"RenderColorTarget=LMap;"

					"RenderDepthStencilTarget=DepthMap;"

					"ClearSetColor=ClearColor;"

					"ClearSetDepth=ClearDepth;"

					"Clear=Color;"

					"Clear=Depth;"

					"Draw=geometry;";

    > {		

	    VertexShader = compile vs_1_1 goochVS(

						mul(mul(WorldViewXf,nvTranslateXf(Shift,0,0)),ProjXf));

	    ZEnable = true;

	    ZWriteEnable = true;

	    CullMode = None;

        PixelShader = compile ps_2_a goochPS(MaskColorL);

    }

    pass R  <

		string Script =

					"RenderColorTarget=RMap;"

					"RenderDepthStencilTarget=DepthMap;"

					"ClearSetColor=ClearColor;"

					"ClearSetDepth=ClearDepth;"

					"Clear=Color;"

					"Clear=Depth;"

					"Draw=geometry;";

    > {		

	    VertexShader = compile vs_1_1 goochVS(

						mul(mul(WorldViewXf,nvTranslateXf(-Shift,0,0)),ProjXf));

	    ZEnable = true;

	    ZWriteEnable = true;

	    CullMode = None;

        PixelShader = compile ps_2_a goochPS(MaskColorR);

    }

	pass Mix <

		string Script = "RenderColorTarget=;"

						"RenderDepthStencilTarget=;"

						// "ClearSetColor=ClearColor;"

						// "ClearSetDepth=ClearDepth;"

						// "Clear=Color;"

						// "Clear=Depth;"

						"Draw=Buffer;";        	

	> {

		VertexShader = compile vs_2_0 ScreenQuadVS();

		cullmode = none;

		ZEnable = false;

		ZWriteEnable = false;

		PixelShader  = compile ps_2_a mixPS();

	}

}



/***************************** eof ***/

]]></effect><effect path="f:\devrel\sdk\media\hlsl\include\\nvinverse.fxh"><![CDATA[//////////////////////////////////////////////////////////////////////NVMH3////

// File:  $Id: //sw/devrel/SDK/MEDIA/HLSL/include/nvInverse.fxh#1 $

// 

// Copyright NVIDIA Corporation 2004

// TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS

// PROVIDED *AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES,

// EITHER EXPRESS OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED

// WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE.  IN

// NO EVENT SHALL NVIDIA OR ITS SUPPLIERS BE LIABLE FOR ANY SPECIAL,

// INCIDENTAL, INDIRECT, OR CONSEQUENTIAL DAMAGES WHATSOEVER (INCLUDING,

// WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS PROFITS, BUSINESS

// INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR ANY OTHER PECUNIARY LOSS)

// ARISING OUT OF THE USE OF OR INABILITY TO USE THIS SOFTWARE, EVEN IF

// NVIDIA HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES.

// 

// HLSL Virtual Machine code for matrix inverse

//

// This file provides a stand-in until HLSL has an inverse() intrinic function

// 

///////////////////////////////////////////////////////////////////////////////



#ifndef _NVINVERSE_H

#define _NVINVERSE_H



// okay, so this one seems excessive

float nvMatrixCollapse(float2x2 inpMatrix, int row, int column)

{

    float result = 0;

	int i;

	int m = 0;

    for (i = 0; i < 1; i += 1) {

		if (m == row) m += 1;

		int j;

		int n = 0;

		for ( j = 0; j < 1; j += 1) {

			if (n == column) n += 1;

			result = inpMatrix[m][n];

			n += 1;

		}

		m  += 1;

    }

    return result;

}



float2x2 nvMatrixCollapse(float3x3 inpMatrix, int row, int column)

{

    float2x2 result = (float2x2)0;

	int i;

	int m = 0;

    for (i = 0; i < 2; i += 1) {

		if (m == row) m += 1;

		int j;

		int n = 0;

		for ( j = 0; j < 2; j += 1) {

			if (n == column) n += 1;

			result[i][j] = inpMatrix[m][n];

			n += 1;

		}

		m  += 1;

    }

    return result;

}



float3x3 nvMatrixCollapse(float4x4 inpMatrix, int row, int column )

{

    float3x3 result = (float3x3)0;

	int i;

	int m = 0;

    for (i = 0; i < 3; i += 1) {

		if (m == row) m += 1;

		int j;

		int n = 0;

		for ( j = 0; j < 3; j += 1) {

			if (n == column) n += 1;

			result[i][j] = inpMatrix[m][n];

			n += 1;

		}

		m  += 1;

    }

    return result;

}



// Returns a matrix which is the Adjoint of inpMatrix.

float4x4 nvAdjoint(float4x4 inpMatrix)

{

    float4x4 result = (float4x4)0;

	result[0][0] =  determinant(nvMatrixCollapse(inpMatrix, 0, 0));

	result[0][1] = -determinant(nvMatrixCollapse(inpMatrix, 0, 1));

	result[0][2] =  determinant(nvMatrixCollapse(inpMatrix, 0, 2));

	result[1][0] = -determinant(nvMatrixCollapse(inpMatrix, 1, 0));

	result[1][1] =  determinant(nvMatrixCollapse(inpMatrix, 1, 1));

	result[1][2] = -determinant(nvMatrixCollapse(inpMatrix, 1, 2));

	result[2][0] =  determinant(nvMatrixCollapse(inpMatrix, 2, 0));

	result[2][1] = -determinant(nvMatrixCollapse(inpMatrix, 2, 1));

	result[2][2] =  determinant(nvMatrixCollapse(inpMatrix, 2, 2));

	// Cofactor of 4th column

	result[0][3] = -determinant(nvMatrixCollapse(inpMatrix, 0, 3));

	result[1][3] =  determinant(nvMatrixCollapse(inpMatrix, 1, 3));

	result[2][3] = -determinant(nvMatrixCollapse(inpMatrix, 2, 3));

	// Cofactor of 4th row

	result[3][0] = -determinant(nvMatrixCollapse(inpMatrix, 3, 0));

	result[3][1] =  determinant(nvMatrixCollapse(inpMatrix, 3, 1));

	result[3][2] = -determinant(nvMatrixCollapse(inpMatrix, 3, 2));

	result[3][3] =  determinant(nvMatrixCollapse(inpMatrix, 3, 3));

    // Adjoint is TRANSPOSE of matrix containing cofactors

    return transpose(result);

}



// Returns a matrix which is the Adjoint of inpMatrix.

float3x3 nvAdjoint(float3x3 inpMatrix)

{

    float3x3 result = (float3x3)0;

	// Cofactor of top-left 3×3 matrix

	result[0][0] =  determinant(nvMatrixCollapse(inpMatrix, 0, 0));

	result[0][1] = -determinant(nvMatrixCollapse(inpMatrix, 0, 1));

	result[0][2] =  determinant(nvMatrixCollapse(inpMatrix, 0, 2));

	result[1][0] = -determinant(nvMatrixCollapse(inpMatrix, 1, 0));

	result[1][1] =  determinant(nvMatrixCollapse(inpMatrix, 1, 1));

	result[1][2] = -determinant(nvMatrixCollapse(inpMatrix, 1, 2));

	result[2][0] =  determinant(nvMatrixCollapse(inpMatrix, 2, 0));

	result[2][1] = -determinant(nvMatrixCollapse(inpMatrix, 2, 1));

	result[2][2] =  determinant(nvMatrixCollapse(inpMatrix, 2, 2));

    // Adjoint is TRANSPOSE of matrix containing cofactors

    return transpose(result);

}



// Returns a matrix which is the Inverse of inpMatrix.

float4x4 nvInverse(float4x4 inpMatrix)

{

    float4x4 outMatrix = (float4x4)0;

    float det = determinant(inpMatrix);

    if ( det != 0.0 )

	    outMatrix = (1.0/ det) * nvAdjoint(inpMatrix);

    return outMatrix;

}



// Returns a matrix which is the Inverse of inpMatrix.

float3x3 nvInverse(float3x3 inpMatrix)

{

    float3x3 outMatrix = (float3x3)0;

    float det = determinant(inpMatrix);

    if ( det != 0.0 )

	    outMatrix = (1.0/ det) * nvAdjoint(inpMatrix);

    return outMatrix;

}



#endif /* _NVINVERSE_H */



///////////////////////////////////////////// eof ///

]]></effect><effect path="f:\devrel\sdk\media\hlsl\include\\nvmatrix.fxh"><![CDATA[//////////////////////////////////////////////////////////////////////NVMH3////

// File:  $Id: //sw/devrel/SDK/MEDIA/HLSL/include/nvMatrix.fxh#2 $

// 

// Copyright NVIDIA Corporation 2004

// TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS

// PROVIDED *AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES,

// EITHER EXPRESS OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED

// WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE.  IN

// NO EVENT SHALL NVIDIA OR ITS SUPPLIERS BE LIABLE FOR ANY SPECIAL,

// INCIDENTAL, INDIRECT, OR CONSEQUENTIAL DAMAGES WHATSOEVER (INCLUDING,

// WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS PROFITS, BUSINESS

// INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR ANY OTHER PECUNIARY LOSS)

// ARISING OUT OF THE USE OF OR INABILITY TO USE THIS SOFTWARE, EVEN IF

// NVIDIA HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES.

// 

// HLSL for matrix ops -- mostly useful for the Virtual Machine when setting up

//	state for hardware shaders.

//

// All functions return float4x4

// 

///////////////////////////////////////////////////////////////////////////////



#ifndef _NVMATRIX_H

#define _NVMATRIX_H



// FOR NOW, use dummy function in place of HLSL intrinsic inverse()

#include <include\\nvInverse.fxh>

#ifdef _NVINVERSE_H

#define inverse nvInverse

#endif /* _NVINVERSE_H */



////////////////////// Super Basics /////////////////////



// Identity 

float4x4 nvIdentityXf() { return float4x4(1,0,0,0, 0,1,0,0, 0,0,1,0, 0,0,0,1); }



/// translate 



float4x4 nvTranslateXf(float4 Vect) { return float4x4(1,0,0,0, 0,1,0,0, 0,0,1,0, Vect.xyz,1); }

float4x4 nvTranslateXf(float3 Vect) { return float4x4(1,0,0,0, 0,1,0,0, 0,0,1,0, Vect.xyz,1); }

float4x4 nvTranslateXf(float2 Vect) { return float4x4(1,0,0,0, 0,1,0,0, 0,0,1,0, Vect.xy,0,1); }



float4x4 nvTranslateXf(float tx,float ty, float tz) {

	return float4x4(1,0,0,0, 0,1,0,0, 0,0,1,0, tx,ty,tz,1);

}



/// scale 



float4x4 nvScaleXf(float S) { return float4x4(1,0,0,0, 0,1,0,0, 0,0,1,0, 0,0,0,S); }

float4x4 nvScaleXf(float3 S) { return float4x4(S.x,0,0,0, 0,S.y,0,0, 0,0,S.z,0, 0,0,0,1); }

float4x4 nvScaleXf(float4 S) { return float4x4(S.x,0,0,0, 0,S.y,0,0, 0,0,S.z,0, 0,0,0,S.w); }



float4x4 nvScaleXf(float Sx, float Sy, float Sz) {

			return float4x4(Sx,0,0,0, 0,Sy,0,0, 0,0,Sz,0, 0,0,0,1); }



/// rotate -- angles in radians

float4x4 nvXRotateXf(float A) {

	float s = sin(A);

	float c = cos(A);

	return float4x4(1,0,0,0,

					0,c,s,0,

					0,-s,c,0,

					0,0,0,1);

}



float4x4 nvYRotateXf(float A) {

	float s = sin(A);

	float c = cos(A);

	return float4x4(c,0,s,0,

					0,1,0,0,

					-s,0,c,0,

					0,0,0,1);

}



float4x4 nvZRotateXf(float A) {

	float s = sin(A);

	float c = cos(A);

	return float4x4(c,s,0,0,

					-s,c,0,0,

					0,0,1,0,

					0,0,0,1);

}



// we assume here that axis is NORMALIZED....

float4x4 nvRotateXf(float A,float3 Axis) {

	float s = sin(A);

	float c = cos(A);

	float t = 1.0 - c;

	float3 Ax2 = Axis*Axis;

	float txy = t*Axis.x*Axis.y;

	float txz = t*Axis.x*Axis.z;

	float tyz = t*Axis.y*Axis.z;

	return float4x4(t*Ax2.x+c,   txy+s*Axis.z,txz-s*Axis.y,0,

					txy-s*Axis.z,t*Ax2.y+c,   tyz+s*Axis.x,0,

					txz+s*Axis.y,tyz-s*Axis.x,t*Ax2.z+c,   0,

					0,0,0,1);

}



float4x4 nvRotateXf(float A,float4 Axis) { return nvRotateXf(A,Axis.xyz); }



float4x4 nvRotateXf(float A,float Ax,float Ay,float Az) {

			return nvRotateXf(A,normalize(float3(Ax,Ay,Az))); }



// rotation submatrix



// extract rotation matrix only

float4x4 nvRotOnly(float4x4 inMatrix) {

	return float4x4(inMatrix[0].xyz,0,

					inMatrix[1].xyz,0,

					inMatrix[2].xyz,0,

					0,0,0,1);

}



// extract translation matrix only

float4x4 nvTransOnly(float4x4 inMatrix)

{

	float4x4 R = nvRotOnly(inMatrix);

	float4x4 Rt = transpose(R);

	return mul(inMatrix,Rt);

}



//////////////// Projection ///////////////////////////////////////



// D = distance to near Z

float4x4 nvFrustumXf(float D) {

	return float4x4(1,0,0,0,

					0,1,0,0,

					0,0,1,(1.0/D),

					0,0,-D,0); }



// angles in radians

float4x4 nvPerspAnglesXf(float AngleX,float AngleY,float ZNear, float ZFar) {

	float Q = ZFar/(ZFar-ZNear);

	float w = 1.0/tan(AngleX/2.0);

	float h = 1.0/tan(AngleY/2.0);

	return float4x4(w,0,0,0,

					0,h,0,0,

					0,0,Q,1,

					0,0,-Q*ZNear,0);

}



// formula like D3DXMatrixPerspectiveLH()

float4x4 nvPerspViewportXf(float Width,float Height,float ZNear, float ZFar) {

	float Q = ZFar/(ZFar-ZNear);

	float w = 2.0*ZNear / Width;

	float h = 2.0*ZNear / Height;

	return float4x4(w,0,0,0,

					0,h,0,0,

					0,0,Q,1,

					0,0,-Q*ZNear,0);

}



float4x4 nvClipProjXf(float ZNear, float ZFar) {

	float zr = ZFar-ZNear;

	float a = (ZNear+ZFar)/zr;

	float b = (-2.0*ZNear*ZFar)/zr;

	return float4x4(1,0,0,0,

					0,1,0,0,

					0,0,a,-1,

					0,0,b,0);

}



// Angle in Radians!

float4x4 nvPerspectiveXf(float Angle,float Aspect,float ZNear, float ZFar) {

	float zr = ZFar-ZNear;

	float a = (ZNear+ZFar)/zr;

	float b = (-2.0*ZNear*ZFar)/zr;

	float t = 1.0 / tan(Angle/2.0);

	return float4x4(t/Aspect,0,0,0,

					0,t,0,0,

					0,0,a,-1,

					0,0,b,0);

}



///////// orthographic



float4x4 nvOrthoProjXf(float Left, float Right,

						float Top, float Bottom,

						float ZNear, float ZFar) {

	float xr = Right-Left;

	float yr = Bottom-Top;

	float zr = ZFar-ZNear;

	float a = (ZNear+ZFar)/zr;

	float b = (-2.0*ZNear*ZFar)/zr;

	return float4x4(2.0/xr,0,0,0,

					0,2.0/yr,0,0,

					0,0,-2.0/zr,0,

					-(Right+Left)/xr,-(Top+Bottom)/yr,(ZNear+ZFar)/zr,1);

}



// handy matrices for spotlight projections //////////////////////////////////



// Since we might not ave the full xfrom of a spotlight, we can make a guess --

//	we DO know its location and orientation, so by adding an arbitrary "up"

//	vector we can create a useful matrix for this spotlamp

//

// Inputs should be normalized

//

float4x4 nv_spot_xf(float3 Pos,float3 Aim,float3 Up)

{

	float3 side = cross(Up,Aim);	// to the side

	side = normalize(side);

	float3 top = cross(side,Aim);

	top = normalize(top);

	float4x4 tXf =nvTranslateXf(Pos.xyz);

	float4x4 rota = float4x4(side.xyz,0,

							top.xyz,0,

							Aim.xyz,0,

							0,0,0,1);

	return mul(rota,tXf);

}



//

// pass xf of a spotlight, its coneangle (in radians), near and far distances.

//	Handy for shadow mapping!

//

float4x4 nv_spot_proj_xf(float4x4 SpotXf,float ShadCone,float ShadNear,float ShadFar)

{

	float4x4 invSpot = inverse(SpotXf);

	float4x4 proj = nvPerspAnglesXf(ShadCone,ShadCone,ShadNear, ShadFar);

	return mul(invSpot,proj);

}



#endif /* _NVMATRIX_H */



///////////////////////////////////////////// eof ///

]]></effect><effect path="f:\devrel\sdk\media\hlsl\include\\quad.fxh"><![CDATA[/*********************************************************************NVMH3****

File:  $Id: //sw/devrel/SDK/MEDIA/HLSL/include/Quad.fxh#1 $



Copyright NVIDIA Corporation 2004

TO THE MAXIMUM EXTENT PERMITTED BY APPLICABLE LAW, THIS SOFTWARE IS PROVIDED

*AS IS* AND NVIDIA AND ITS SUPPLIERS DISCLAIM ALL WARRANTIES, EITHER EXPRESS

OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, IMPLIED WARRANTIES OF MERCHANTABILITY

AND FITNESS FOR A PARTICULAR PURPOSE.  IN NO EVENT SHALL NVIDIA OR ITS SUPPLIERS

BE LIABLE FOR ANY SPECIAL, INCIDENTAL, INDIRECT, OR CONSEQUENTIAL DAMAGES

WHATSOEVER (INCLUDING, WITHOUT LIMITATION, DAMAGES FOR LOSS OF BUSINESS PROFITS,

BUSINESS INTERRUPTION, LOSS OF BUSINESS INFORMATION, OR ANY OTHER PECUNIARY LOSS)

ARISING OUT OF THE USE OF OR INABILITY TO USE THIS SOFTWARE, EVEN IF NVIDIA HAS

BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES.



Comments:

    Header file with lots of useful macros, types, and functions for use

		with textures and render-to-texture-buffer effects in DirectX.



Example Macro Usages:

	Texture-declaration Macros:

		FILE_TEXTURE_2D(SurfTexture,SurfSampler,"myfile.dds") // simple 2D wrap texture

		FILE_TEXTURE_2D_MODAL(SpotTexture,SpotSampler,"myfile.dds",CLAMP) // user-defined addr mode

	RenderTarget Texture-declaration Macros:

		DECLARE_QUAD_TEX(ObjTexture,ObjSampler,"A8R8G8B8")

		DECLARE_QUAD_DEPTH_BUFFER(DepthTexture,"D24S8")

		DECLARE_SIZED_QUAD_TEX(GlowTexture,GlowSampler,"A8R8G8B8",0.5) // scaled versions of above

		DECLARE_SIZED_QUAD_DEPTH_BUFFER(DepthTexture,"D24S8",0.5)

		DECLARE_SIZED_TEX(BlahMap,BlahSampler,"R32F",128,1)	// address mode is "clamp"

		DECLARE_SQUARE_QUAD_TEX(ShadTexture,ShadObjSampler,"A16R16G16B16F",512) // for shadows etc

		DECLARE_SQUARE_QUAD_DEPTH_BUFFER(ShadDepth,"D24S8",512)

	Data types used in shaders:

		QUAD_REAL & QUAD_REAL# -- defaults to HALF but you can define QUAD_REAL float

			before #including "Quad.fxh" either by explicitly declaring all the QUAD_REAL types

			yourself, or #define-ing the symbol QUAD_FLOAT

	Flags (define before #including "Quad.fxh"):

		TWEAKABLE_TEXEL_OFFSET	// shows in paramter panel

		NO_TEXEL_OFFSET	// disables



Structure:

	QuadVertexOutput -- used by shaders, defines simple connection for "Draw=buffer" VS and PS



Shader Functions for "Draw=buffer" passes:

	QuadVertexOutput ScreenQuadVS():

		standard vertex shader for screen-aligned quads

	QUAD_REAL4 TexQuadPS(QuadVertexOutput IN,uniform sampler2D InputSampler)

		pass this pixel shader a sampler -- will draw it to the screen

	QUAD_REAL4 TexQuadBiasPS(QuadVertexOutput IN,uniform sampler2D InputSampler,QUAD_REAL TBias)

		Same as above, but uses tex2Dbias()



Utility Functions for Texture-Based Lookup Tables:

	QUAD_REAL scale_lookup(QUAD_REAL Value,const QUAD_REAL TableSize)

	QUAD_REAL2 scale_lookup(QUAD_REAL2 Value,const QUAD_REAL TableSize)

	QUAD_REAL3 scale_lookup(QUAD_REAL3 Value,const QUAD_REAL TableSize)

Other Utility Functions:

	QUAD_REAL4 premultiply(QUAD_REAL4 C)

	QUAD_REAL4 unpremultiply(QUAD_REAL4 C) // uses macro value NV_ALPHA_EPSILON



Global Variables:

	QUAD_REAL QuadTexOffset // reconciles difference between pixel and texel centers

	QUAD_REAL2 QuadScreenSize // VIEWPORTPIXELSIZE, contains dimensions of render window



******************************************************************************/



#ifndef _QUAD_FXH

#define _QUAD_FXH



// Numeric types we are likely to encounter....

//	Redefine these before including "Quad.fxh" if you want

//		to use a type other than "half" for these data or just

//		define the symbol QUAD_FLOAT to use "floats"

#ifndef QUAD_REAL

#ifdef QUAD_FLOAT

#define QUAD_REAL float

#define QUAD_REAL2 float2

#define QUAD_REAL3 float3

#define QUAD_REAL4 float4

#define QUAD_REAL3x3 float3x3

#define QUAD_REAL4x3 float4x3

#define QUAD_REAL3x4 float3x4

#define QUAD_REAL4x4 float4x4

#else /* ! QUAD_FLOAT */

#define QUAD_REAL half

#define QUAD_REAL2 half2

#define QUAD_REAL3 half3

#define QUAD_REAL4 half4

#define QUAD_REAL3x3 half3x3

#define QUAD_REAL4x3 half4x3

#define QUAD_REAL3x4 half3x4

#define QUAD_REAL4x4 half4x4

#endif /* ! QUAD_FLOAT */

#endif /* ! QUAD_REAL */



///////////////////////////////////////////////////////////////////////

/// Texture-Declaration Macros ////////////////////////////////////////

///////////////////////////////////////////////////////////////////////



//

// Modal 2D File Textures

//

// example usage: FILE_TEXTURE_2D_MODAL(GlowMap,GlowSampler,"myfile.dds",CLAMP)

//

#define FILE_TEXTURE_2D_MODAL(TexName,SampName,Filename,AddrMode) texture TexName < \

	string ResourceName = (Filename); \

    string ResourceType = "2D"; \

>; \

sampler SampName = sampler_state { \

    texture = <TexName>; \

    AddressU  = AddrMode; \

    AddressV = AddrMode; \

    MipFilter = LINEAR; \

    MinFilter = LINEAR; \

    MagFilter = LINEAR; \

};



//

// Simple 2D File Textures

//

// example usage: FILE_TEXTURE_2D(GlowMap,GlowSampler,"myfile.dds")

//

#define FILE_TEXTURE_2D(TextureName,SamplerName,Diskfile) FILE_TEXTURE_2D_MODAL(TextureName,SamplerName,(Diskfile),WRAP)



//

// Use this variation of DECLARE_QUAD_TEX() if you want a *scaled* render target

//

// example usage: DECLARE_SIZED_QUAD_TEX(GlowMap,GlowSampler,"A8R8G8B8",1.0)

#define DECLARE_SIZED_QUAD_TEX(TexName,SampName,PixFmt,Multiple) texture TexName : RENDERCOLORTARGET < \

    float2 ViewPortRatio = {Multiple,Multiple}; \

    int MipLevels = 1; \

    string Format = PixFmt ; \

	string UIWidget = "None"; \

>; \

sampler SampName = sampler_state { \

    texture = <TexName>; \

    AddressU  = CLAMP; \

    AddressV = CLAMP; \

    MipFilter = POINT; \

    MinFilter = LINEAR; \

    MagFilter = LINEAR; \

};



//

// Use this macro to easily declare typical color render targets

//

// example usage: DECLARE_QUAD_TEX(ObjMap,ObjSampler,"A8R8G8B8")

#define DECLARE_QUAD_TEX(TextureName,SamplerName,PixelFormat) DECLARE_SIZED_QUAD_TEX(TextureName,SamplerName,(PixelFormat),1.0)



//

// Use this macro to easily declare variable-sized depth render targets

//

// example usage: DECLARE_SIZED_QUAD_DEPTH_BUFFER(DepthMap,"D24S8",0.5)

#define DECLARE_SIZED_QUAD_DEPTH_BUFFER(TextureName,PixelFormat,Multiple) texture TextureName : RENDERDEPTHSTENCILTARGET < \

    float2 ViewPortRatio = {Multiple,Multiple}; \

    string Format = (PixelFormat); \

	string UIWidget = "None"; \

>; 



//

// Use this macro to easily declare typical depth render targets

//

// example usage: DECLARE_QUAD_DEPTH_BUFFER(DepthMap,"D24S8")

#define DECLARE_QUAD_DEPTH_BUFFER(TexName,PixFmt) DECLARE_SIZED_QUAD_DEPTH_BUFFER(TexName,PixFmt,1.0)



//

// declare exact-sized arbitrary texture

//

// example usage: DECLARE_SIZED_TEX(BlahMap,BlahSampler,"R32F",128,1)

#define DECLARE_SIZED_TEX(Tex,Samp,Fmt,Wd,Ht) texture Tex : RENDERCOLORTARGET < \

	float2 Dimensions = { Wd, Ht }; \

    string Format = Fmt ; \

	string UIWidget = "None"; \

	int miplevels=1;\

>; \

sampler Samp = sampler_state { \

    texture = <Tex>; \

    AddressU  = CLAMP; \

    AddressV = CLAMP; \

    MipFilter = NONE; \

    MinFilter = LINEAR; \

    MagFilter = LINEAR; \

};



//

// declare exact-sized square texture, as for shadow maps

//

// example usage: DECLARE_SQUARE_QUAD_TEX(ShadMap,ShadObjSampler,"A16R16G16B16F",512)

#define DECLARE_SQUARE_QUAD_TEX(TexName,SampName,PixFmt,Size) DECLARE_SIZED_TEX(TexName,SampName,(PixFmt),Size,Size)



//

// likewise for shadow depth targets

//

// example usage: DECLARE_SQUARE_QUAD_DEPTH_BUFFER(ShadDepth,"D24S8",512)

#define DECLARE_SQUARE_QUAD_DEPTH_BUFFER(TextureName,PixelFormat,Size) texture TextureName : RENDERDEPTHSTENCILTARGET < \

	float2 Dimensions = { Size, Size }; \

    string Format = (PixelFormat) ; \

	string UIWidget = "None"; \

>; 



////////////////////////////////////////////////////////////////////////////

///////////////////////////////////////////////// Utility Functions ////////

////////////////////////////////////////////////////////////////////////////



//

// Scale inputs for use with texture-based lookup tables. A value ranging from zero to one needs

//   a slight scaling and offset to be sure to point at the centers of the first and last pixels

//	 of that lookup texture. Pass the integer size of the table in TableSize

// For now we'll assume that all tables are 1D, square, or cube-shaped -- all axes of equal size

//

// Cost of this operation for pixel shaders: two const-register

//   entries and a MAD (one cycle)

QUAD_REAL scale_lookup(QUAD_REAL Value,const QUAD_REAL TableSize)

{

	QUAD_REAL scale = ((TableSize - 1.0)/TableSize);

	QUAD_REAL shift = (0.5 / TableSize);

	return (scale*Value + shift);

}



QUAD_REAL2 scale_lookup(QUAD_REAL2 Value,const QUAD_REAL TableSize)

{

	QUAD_REAL scale = ((TableSize - 1.0)/TableSize);

	QUAD_REAL shift = (0.5 / TableSize);

	return (scale.xx*Value + shift.xx);

}



QUAD_REAL3 scale_lookup(QUAD_REAL3 Value,const QUAD_REAL TableSize)

{

	QUAD_REAL scale = ((TableSize - 1.0)/TableSize);

	QUAD_REAL shift = (0.5 / TableSize);

	return (scale.xxx*Value + shift.xxx);

}



// pre-multiply and un-pre-mutliply functions. The precision

//		of thse operatoions is often limited to 8-bit so don't

//		always count on them!

// The macro value of NV_ALPHA_EPSILON, if defined, is used to

//		avoid IEEE "NaN" values that may occur when erroneously

//		dividing by a zero alpha (thanks to Pete Warden @ Apple

//		Computer for the suggestion in GPU GEMS II)



// multiply color by alpha to turn an un-premultipied

//	pixel value into a premultiplied one

QUAD_REAL4 premultiply(QUAD_REAL4 C)

{

	return QUAD_REAL4((C.w*C.xyz),C.w);

}



#define NV_ALPHA_EPSILON 0.0001



// given a premultiplied pixel color, try to undo the premultiplication.

// beware of precision errors

QUAD_REAL4 unpremultiply(QUAD_REAL4 C)

{

#ifdef NV_ALPHA_EPSILON

	QUAD_REAL a = C.w + NV_ALPHA_EPSILON;

	return QUAD_REAL4((C.xyz / a),C.w);

#else /* ! NV_ALPHA_EPSILON */

	return QUAD_REAL4((C.xyz / C.w),C.w);

#endif /* ! NV_ALPHA_EPSILON */

}



/////////////////////////////////////////////////////////////////////////////////////

// Structure Declaration ////////////////////////////////////////////////////////////

/////////////////////////////////////////////////////////////////////////////////////



struct QuadVertexOutput {

   	QUAD_REAL4 Position	: POSITION;

    QUAD_REAL2 UV		: TEXCOORD0;

};



/////////////////////////////////////////////////////////////////////////////////////

// Hidden tweakables declared by this .fxh file /////////////////////////////////////

/////////////////////////////////////////////////////////////////////////////////////



#ifndef NO_TEXEL_OFFSET



#ifdef TWEAKABLE_TEXEL_OFFSET

		QUAD_REAL QuadTexOffset = 0.5;

#else /* !TWEAKABLE_TEXEL_OFFSET */

		QUAD_REAL QuadTexOffset < string UIWidget="None"; > = 0.5;

#endif /* !TWEAKABLE_TEXEL_OFFSET */



	QUAD_REAL2 QuadScreenSize : VIEWPORTPIXELSIZE < string UIWidget="None"; >;



#endif /* NO_TEXEL_OFFSET */



////////////////////////////////////////////////////////////

////////////////////////////////// vertex shaders //////////

////////////////////////////////////////////////////////////



QuadVertexOutput ScreenQuadVS(

		QUAD_REAL3 Position : POSITION, 

		QUAD_REAL3 TexCoord : TEXCOORD0

) {

    QuadVertexOutput OUT;

    OUT.Position = QUAD_REAL4(Position, 1);

#ifdef NO_TEXEL_OFFSET

    OUT.UV = TexCoord.xy;

#else /* NO_TEXEL_OFFSET */

	QUAD_REAL2 off = QUAD_REAL2(QuadTexOffset/(QuadScreenSize.x),QuadTexOffset/(QuadScreenSize.y));

    OUT.UV = QUAD_REAL2(TexCoord.xy+off); 

#endif /* NO_TEXEL_OFFSET */

    return OUT;

}



//////////////////////////////////////////////////////

////////////////////////////////// pixel shaders /////

//////////////////////////////////////////////////////



// add glow on top of model



QUAD_REAL4 TexQuadPS(QuadVertexOutput IN,uniform sampler2D InputSampler) : COLOR

{   

	QUAD_REAL4 texCol = tex2D(InputSampler, IN.UV);

	return texCol;

}  



QUAD_REAL4 TexQuadBiasPS(QuadVertexOutput IN,uniform sampler2D InputSampler,QUAD_REAL TBias) : COLOR

{   

	QUAD_REAL4 texCol = tex2Dbias(InputSampler, QUAD_REAL4(IN.UV,0,TBias));

	return texCol;

}  



//////////////////////////////////////////////////////////////////

/// Macros to define passes within Techniques ////////////////////

//////////////////////////////////////////////////////////////////



// older HLSL syntax

#define TEX_TECH(TechName,SamplerName) technique TechName { \

    pass TexturePass  { \

		VertexShader = compile vs_2_0 ScreenQuadVS(); \

		AlphaBlendEnable = false; ZEnable = false; \

		PixelShader  = compile ps_2_a TexQuadPS(SamplerName); } }



#define TEX_BLEND_TECH(TechName,SamplerName) technique TechName { \

    pass TexturePass { \

		VertexShader = compile vs_2_0 ScreenQuadVS(); \

		ZEnable = false; AlphaBlendEnable = true; \

		SrcBlend = SrcAlpha; DestBlend = InvSrcAlpha; \

		PixelShader  = compile ps_2_a TexQuadPS(SamplerName); } }



// newer HLSL syntax



#define TEX_TECH2(TechName,SamplerName,TargName) technique TechName { \

    pass TexturePass  < \

		string ScriptFunction = "RenderColorTarget0=" (TargName) ";" \

    							"DrawInternal=Buffer;"; \

	> { \

		VertexShader = compile vs_2_0 ScreenQuadVS(); \

		AlphaBlendEnable = false; ZEnable = false; \

		PixelShader  = compile ps_2_a TexQuadPS(SamplerName); } }



#define TEX_BLEND_TECH2(TechName,SamplerName) technique TechName { \

    pass TexturePass < \

		string ScriptFunction = "RenderColorTarget0=" (TargName) ";" \

    							"DrawInternal=Buffer;"; \

	> { \

		VertexShader = compile vs_2_0 ScreenQuadVS(); \

		ZEnable = false; AlphaBlendEnable = true; \

		SrcBlend = SrcAlpha; DestBlend = InvSrcAlpha; \

		PixelShader  = compile ps_2_a TexQuadPS(SamplerName); } }



#endif /* _QUAD_FXH */



////////////// eof ///

]]></effect></media_objects></fxstudio_project>