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[11-3] [Blog 2000] Advanced Collision Detection Techniques.html
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<!DOCTYPE html> <html lang=en class=hb-loaded style><!--
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url: https://www.gamasutra.com/view/feature/131598/advanced_collision_detection_.php?page=3
saved date: Sat Jul 24 2021 01:48:49 GMT+0800 (中国标准时间)
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<title>Gamasutra - Advanced Collision Detection Techniques</title>
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<meta name=keywords content="game development, game developer, game programming, game programmer, videogame, artificial intelligence, 3D animation, game design, 3D modeling, game business, game jobs, game directory, game development software, game technology, 3D technology, game producer, game audio, game animation, virtual reality, digital entertainment, PC game, Xbox game, game news, new game, arcade development, Nintendo development, Playstation development, Playstation 2, PS2, Dreamcast development, Game Developer magazine, Computer Game Developers Conference, Game Developers Conference, Independent Game Developers Conference, CMP Game Media Group, game industry research, online game development, digital assets, free textures, free 3D models, free shaders, Gamasutra Exchange, 3D Studio Max textures"><meta name=description content="Collision detection in 3D becomes ever more complicated as gaming worlds become ever more realistic, but many games still exhibit collision problems. "><link rel=image_src href=https://twimgs.com/gamasutra//images/questionmark.jpg>
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<meta property=og:title content="Advanced Collision Detection Techniques">
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<meta property=og:description content="Collision detection in 3D becomes ever more complicated as gaming worlds become ever more realistic, but many games still exhibit collision problems. Because today’s players demand increasing levels of realism, developers will have to do some hard thinking in order to approximate the real world in their game worlds as closely as possible. Nick Bobic's article assumes a basic understanding of the geometry and math involved in collision detection, and covers some advanced collision detection techniques. ">
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<meta name=twitter:title content="Advanced Collision Detection Techniques">
<meta name=twitter:description content="Collision detection in 3D becomes ever more complicated as gaming worlds become ever more realistic, but many games still exhibit collision problems. Because today’s players demand increasing levels of realism, developers will have to do some hard thinking in order to approximate the real world in their game worlds as closely as possible. Nick Bobic's article assumes a basic understanding of the geometry and math involved in collision detection, and covers some advanced collision detection techniques. ">
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+XrBG1MvJk0grk3PtI3+YNfm5/YLkBtdV2ci2NGdf71V39UFa5lxHTQQHZnDOYqpBdSWYI58F5P0NPW1fBD/aVCHrLCQiTx15vJo76+Ph7j3elDh7bn4SXSLsuy01hi8/PzsjtD+g+8dyXiye4Ks77G3G0iB2wjmPi2vqttcu/xtKzUivkwWG/+YDaBuKEHxLiRd0CTRDFNYsXW3JEFYhfMb/jzvaEX71uKasaud30UXcc4uoZGMX50M2ZMn8B6ZrIZv/nh3X0vffDSiA15Qz11trIuUYo3/1n3dEbMhA0ujeq0pasIUXZRE9nVD2Z0UYfYNvP1sLqyIT9LrPf4Yk5YIFxNqo/5fD5ikTmXa/veiXDLLbdw6+vrxEIPqqQzifyE2cDrqxVOsQTCa0loa2+FFp9x8o3IIZ9eGTIC01bf0zSIo+I48YLe9luaHIloLLNRhlobd3M2Y/Ma2v+nXhIvB3VWYxyZMsoJhNQLO1vITGF8fBTrm3ku4YMP+s+cvz8zZVee9ch8i+qahiq45idtzTPKLv6hVIz/apteM4cbi5kZOGxkyQgI0muXYeCGVVhc2QEi+GtiZVz8s4lviZUJveGGG8IItFBLSwtsJ5H2r7/++lA2mw2//PLL8gInfAR+JTmL3sKQi928N57NivAzNy9BNueGHy0GoHVHm76QiBwYY0Fmz+ZNebI6X+URvd8TzJ0VawHmkWKJPy7EAh/26GVHagCl24Zx3K2ad0mQvQCJqQVpoRpwhbNSqODSHds80yHFpXUdZSJWy/E/f31N6Jlkh6UlmMM+ja1HEcYDv+qJJP5SFOzIsx6Zb1ddRZ5MO4wtfrF6lyOOhcM50lGEkmwwss/nhBp5FM0VrCGYXd4W3aQRAXJqNQHX9wmweFlEt7YNRI2xQCATy35Kfayjo2P04MGDcCWI9INu9niVtXLByfzG0pCPO1Atn2IBhPUM7N95AS5c3g+t7bWAJnJw+1qDZF+4ftBswZDVebUVY1HD69WXmHIclSL3X2usWNUkB8IeXr8NBDIju/4mVoRRHnIZskyCZQ0VXHTxq4V44KjHyFWsosVxVFIf8PQjb3NYjBYsB26Zp4ilPO3I/ErUlQHDHFp8UKz1UtwG8wzKPMvzoJ0nDmUaTJzUD/d0wYwXcG6vv0ZLivkiMPlFuLF/DV6OZ6FYkmBPN9TsFyigUsFjFd/+1ltvDfI8H9Rzr/EcvOlNb5Kz0mhRGwbwxYsX4YEHHgCVJ8Dn8/ngCy+8EKOeRlREvnxQDeZctgRLS+hbeIuwb895uHh5D7Tq3JtGi04EyaEgBZ2JiRkA5DBVJFHF2zGoF1e1ZQQQLvBBT0gGpN6c3ecJJf6c5idchi5rDEwellDVsUduQ+DxlNe4TuKPjINPPFy9wBN/Icv1UGDEM23ywAZP+7XDG9Qxjq2oq5/Ic8vzHdE5bujpmc0zVYYx/chYTzegdnR7WzWLXgQxeQF2c6vw8isIZGKOS7WPYclgzidjdHLKfLvdRwOBAIkbqkpfXx/cd999cNtttzUFZEL79u2Dtra2StukP9KverFIUi5aKla7SYWCJL+TO5MqweLFDOztWITk5dqvZhB5MEZWww3zslqsLfLiS0yLUSwT+P/TuvXcGsus39ZxrDeHv0GD8yFVG7xBHVLiJucIL2dMzg9oTIERr9OUV96gD5nXwK97Qliq3v6CchqRlaMRD2DCO6tSHGZj1DNpzdZ1o/HSPzdu4BOHDOuXZTdkaw4s3Wy0tMVCGsjCd7m9kE7lgPNegJYu9PHO5cuWmBapVK0SivkkuqXVmqOzszNIgFbliufzcM8998h/X758GR577DFYXV1tGMwLCwuK4qj8dnd3BzXjipUK6RAZUwXMIpTf+ImYJq/6XUCPY9feBAiv5cDXufmhOpe7xXjHImu4Q4wP3I8W80Exir8c9nHUoJ7sWmGdINZp9A7CgEq5GCaTEl9FXj7ssbLMvKGrq1iPD3tCTejeAZWVC+O4ye8Yykmg8uQatI5E3kFsJ4Z1BrbA2tZTd54m9kI6PIWRp4p1pmsh2KDsgvWB2UUWuQAbrwmQL+yB3Z05EgjDhUviJpAp6EslTZ6imCbXV91jbG9vD2ld7JtuugkOHCi7vE888QS89NJLTVlmPRfe5/OFNONaI/yp14rsYRTKYCaFhA4rF7LA7VmB1UslaN+9XwZ0ScoZuq8IkFjgox69WJbQTOA3PREag/IGMXPUwm2tb5JZ+flXswVpxCsk/ieO5Tc9Q1ZgrvIEGuV1c/URt3oI+1UUiZGcYpR/wWTT1HPYThws7uvbTAPXV1eCk8iXnlyq8zfNzXOoXjCHysB0g5ROQcmThUtCscoiVyyzxs2WiJlzVfv7aJkrFlOh3t7ecqAhCPD888/L50uoGd7+9rfD4OBg3SN8+umn4fHHHwdtv5pxxSSpWO1mI5ilYjlkUABNFNRrr4rgaVuBxXgJOrpWQb7OZbJAWJhEeUwbAOCYWfIrMUUTGiw0820sPvDbGNP/EWph1mCxKIk2Dxgt9qjK0xi3UBiHm16QbI2czBVEqcxf4k9Q4RwzVJ5gAeTT2wbmkvy03XEsXM3cjKF1Pk6tc3OKELCtELYVtRUzy0ddxEohmHN5WFspyAteXvSal9GXJN3rq9xsAlRtvFzJGiCYlWMEzI3eurrjjjtq+tAqEKJkSqV0DZhly6yMSfW3iArMLaZAYooVmRi6r1M4USTWc1NXzH4Zq0qW6NUh8iRJNKUYtUWVMP7N6Z5nqcfkxgWt30a84koalS3iNfA7GFLUIycXTCVOqJKPbjjRgKxJOxFd19lqvDbqyvyxCGj98+NVyS8j+VfLTjCoF6zLzSbk9edBcHeCp1gAhimVLTEjyb/yzhVGTnZBvvhDYFlcP2x72WK7qnf5KGAuFAqQSqVkAPfTl/5tbGzAU089Ven61KlTcOONN5JbWTVskUcjFYvLsugscxx5ggruvfde+fjOnTvlttX9asbF1WTeRaqgVJZZ+TvPeIHpAPvvMHXBCFO+vWIv7pUgsvhFUc7693zSwxtunJBgBOtVFGTP73nmDKyYvEOIYc3dOMbITZXKsTtjYn2w7yCA8fikEgwmvrQJup5PeFYN5BGynTmXiEdVvQEp8YA4hW0fMXBrwUSONdl8pg7LbFUXZXvSIBvPo+zCi38oRhgjyyyR+9HirI15HqgnAVZxszr2JmF9qQPaxfUKoNWgLqGUC8WkXCpPs2kmb2VlRQYZAa5C3/jGN2BkZES+NUXA+8orr8jH9+/fD+l0Wi411i+RqDmmBjPp48UXX6ycy2az2nEFMQCWXeYi8iuKafBqYmYFyBm3H1y9DPjbMqqsnflE4iKO9XzKM0jdbau4aGrx82K1VZb0K2K9mMY6GN22OGwrocMagihm43ozd1hI/KHm1h1reNtuwCaYoyiX4cQXdG8JDpNHdE3DmM3bRmMox8h238ZCMEZ7Pm0Ysx+l58BU/pt9Ge0JCNVtmcuJJYwZe5KQeq0NWpJZvEDUxMy6A+xT/0cUxThaZZ5YU4UIeIlFfutb3wpf+cpX4KGHHoKlpaW6XGuSIb/zzjsr/3/22WerFV35JXLqcXUWSgIkU8+V+Sp4dS1z1kuBvCOjtTqWi2/xCzLwDvV8xhNG+RyRQa3EduUETgx/Tyx+TgNQl+ziTupoa71FfAL0N+MLPZ+V3wozaQgMJQxiauss/r4YrSTIjNuI00U3aXBOu5ZO0I0qNXVJfyinYXr/PVixsuUxExCfQjlFTGQtgxTbIH2M6rRBZE02L0WwHcEEoFFTeVXXPakbd6vrujB0Mtv8YiBblEfcJl/6NljvPnHvqJcIZE57fH25HXxrGWCZTUC37GsFsSVTo2EW/1isPE1x1113zaBbXpUhJS734uIinD59ujZR1QCRJNqnPvUpLZhnH3vsscqjcz2/Ve225DNe8AkiFC6VKlY52dYBrX1Z8LTofvtqEMcVBYccugrI1qt2i9+X4u431wZVHYEkZFr8IC6z4C9lNi1zbUwZ7Dnm4RanytoQY9dTWjCTeJbEwORJp/e85z1w9913y5tISKmHnnzySXjkkUdkxaB9UwkOtrKllPBT454w5e89y1+VlFyQ7mgzAzKUXpKcFeTQVUu6YF5+uhDv+VmPbnzg35mBDOuHzEU/+Iv491oRPPrPJ5T30ZaBO4tgPs5oXkHb1dUll1gsBs888wyQ93vVSyRRRnZ76b2tpFQqzaqAO6QXTkirErrPLkh2d0AHn5TDCiNa+vv6XgnskEM/djCX/WCMNzz6fr+fy0De64XU+fJTVR79J2eOKmCemZkR7r33XgIsvSyfnIUmRLZkbiFFHn30UUEF3KO1mUkJkt4OOWPd0WcOZMha7ml2yKGrE8xSDmJMm3FG1rsjD95bTNO7oZ6Pe/jFL5eDerTOJOgfYhiG2+5BoXstqJMMhA/QyQB6/CJ0HrL3XWipVF8ywiGHrjQZ30FNwWlwMdBkqbzY7Jvf/GacAJrEylegnCD9bY4S+Wh2LDndDKZDDl01ZPjhuD13sJz7za5V8DXbAwwu/kG+YtXC4XBNZnuLrfJsJBLZzGB/0kvu38411WgBoPh0qZ/kEpwl49DVQlrsGlpmXLiCRPaaKtsYGy0MTPd82ltxrdFqjmCJbZNFJu1W3hUl90s2cDQ5BikDsXqBTN6tpX7XcwMTxTvLtSKLafK2Tj0ZYeG0creSK5aJa1G+phsVpfPSqabBTB5OUD2A8PDDDwsul2uQZLjJJpKtKthelLRL2ld5BdNy/82C+ZJ00mKBkMVRRTRGP9rE3ExLNj8YpsPPDGVjRrvYVYpGMqtj0vZco3w1OBbSF1GKeps+yHGtlzduMR4C4nFQ7dAiSpcojCb55KnSWaVl5korDFMwL82KEdgAgXGRV+c0VYZ6P+utCOtrX/ua8NBDDw2Tl5xpH45osExie4OkXaUP0h/pt1neyfilC1LEQo7kPHnUK6b6u9kFHAKTN3pSBTJncK3yKRTya7atdNiqHx0SwOo9YtsRDzLMsM7hPjXvKrnV+4hhU2OiyuM52vcYLTw9dnWAWWZ0RTqh9+hjAyXcO+6t0n4PPvjgBP70g8F3e20Qua6ftlMhuR+y2X0L+JYuSrMk5LBYaOTNmVG6IObp32orGNJo8JCFdSMLlLj1IUW7kwWjXEdfrUsWMqej/ZVwYJTyEzfhe5ae51S88qq/OVW/Sj9kK6n8DShaFH6U8Rke08gkaACMoKY/3sR9Jm0QeQ6p5AZqMKv50fQZV80DUcInVWNVruH0ZK8jc6XfQyjTCClUoY8Y8aFpM6RaF7yJLExlZ/m8SOlH0hSWTtc+JgTtEMTfZj7RHu6d9BK3e3jhs3mBAposppH7779/klqSoxaaVRY8lll67SaIf99L3uAwA9Dc86LSsoSuNVrkNSkqJQ33KNuhEF2MZKKItp6l2lqgx6Zw4se0i5leRxbDNF0oI1QmcyolFoLNhx4imj4FWn+SKX98jSOv6dUBjpJBUZQPaZ+Md4L+PUiVwhAFfb/q+DjtK07HcoiOdUZ1bJjyOE37I/8n+7CP0f/3E/7UsTF1neVX/arqK4CJ6oCZjGsU68ZUY+9TvBeVYuTp9ZOq9sJUtiHazyQdn6Baa4P0WFDVjiIjNR8RRcY0V6IoIUHl/Wj5UPriVB6CLBda/xjlgchykLZzXFUnXheYqVWSF9yeO1i+9B9S2NXHHHX1Mzz4G17g53o/5x1Z+Ex+VmWlCWNTtACCW/uonYB1DB90wPaG5EXDNPjanQwqrkVJKMWlWcjBSRx3dIvcw37qDh+h4+HoJMTpZGm/lDGq0fYknlMrlC76/myymA5TK6B296YpuMmDGMdV33fSc1MHKV/kY2cnTIYRpxZZS1Hsf5AqhSEKCEFl7UdV10VpUQA4q3ZtqfUhIBgmHgOJOen1ZOxh0o9BomuMjnmGtn9apQDI9bLCVOSlibfHiPzoOd3wg/ZDeB4kHhf+/zkDN11tQAZU7n7Mgo9hep6jiuUcvS6scv85Kl9BT3a2wawBdlzWSE/DBAI77OKZcdeNCGpP3WucMDfT+3mvrKEWPp2vAY4ZcKtA/HlvSGUl6icRQXxeEqR56YSUgSkrl7pOMlIIk1RDH9HJYIcpGOfpwhylx6JUOQgWyR1Cp2j9UVX8rKdootQ4H6PXCjqZ9DHa/3Fq/dR02gD4k9TDmqfAHKG8TFNeBDpnZ8Diy4YmJCsFCsajKm8maHMtxCmPUwbeH2hzCVRZ6hkLorDmqGcxRsfPgcmbNDV0hirmuOZ2U1SlDGOq9TRO18dEw2DWADuyB9hZaUk65noDM84EGvpekZyw6P2Cl7wChjAdXfhk3nLwvX/g5eVFKlm65Obu9DoCOVaaxd+RLQaxWYyvLGoOaj81IrtiOKnqWEuxMJZyweti5D47tVKKxYhRN3RWqwhUbnaMAjtCeRhVHVtVLeC4BQsnaN8ziqWhnzc9plqcc6o5i6vzDrT/GeqacgbehNr6xVTKUa2cFIV0glrXYzrKdVgFwHmNHCtfDqFtxnRcYq1SHKHzGlbJfoSOy4wPs7VyTKWYBCrXkEbhbPJhtGmkHkIrHUS3e8Z1G7MVqXhlAZJnbjffOi/JL6kL0tL0llBpQRKK35fGiFLawtsoirWI08XEUYAFVWBTNDaoE2Xa6zXWoBKvKdeo2zfIaCsTzlGrG1PFdJxaCWoTdiqAC+r+6biUhBGvGmtIdZ6n5+LKOJQ26aLnVFY1ZiBDTtWeXN9AVqC0QfpV11fxr7QnqBRIkPISVIU9nOYcp/o7pDpPAEueApwwyGoH1fLTGVcVH6o5UtZKSIf3uGZsAq279WCmgOZcNzBzaKWDcJWTdBGB/P+kQQRyDBxyyFpJn6MgjFJrOahVLj8mvrYHzFWAvu3qBbR0AYH8rw6QHarb4xqlHsdJddLxmgVzBdC3IqBvvPoALS0jkJ9ygOzQNaNkqv6/5d9WJYmk0gvSCAHOVTXyNADhywGyQ9cqbbllVmjvu9gh99tcM3ZuW6UTfnCXinX3QV7S7+kSwbOjYFm3dFaaSjwijjlT7tC1apm3DcyEAh/0zLluZkJW9daebYdbrsvW3f56qggLGT+035QyHzRJeD0r9V+h208OOfRjATO7nZ2VXpJGXH3MOWg1r+fpK8C58xKwbrGu9jfyO8B/c86ajwsw5gDZoWudXNvZONkxVlqyfOIIWgMZyLT6oZDzlF9Ib6Nk0CITIFu52NKSFF/6azHiTLVDDpibdQWW4QTYMLidNyUh0+GHYt4tb7E0K5msHxiesRUrSwk44UyzQw6Yt4DQKsakdXvfFCKATvvboCQyIJGvM+oUMc8Ccx0jW3NLIhnsV6w9A4cccsBsO7jdfBm9FbXfugFJXwcC11VjkQsFD+R7ffaATKyyCLNOrOyQA+YtpNJ5+6+pdbESdB5CC72jrSpGLhbckA20Qvv1KfsdZyXnjZoOOWDeUlf7lBgtPlGKSvOSbUD7b8lB0tMhW2QFyJ03J+1ZZOyn+IwUK/6zNOtMsUM/LbSt95m1RF5uAD4Ydx1khpgDDMdYfC+umHXLG0pcbAna9qfNAbyAMfUSCKVFBHB2614u4JBDVytd0U0jFsAeQmAfYXYzIaYLeIQ2yOC2sWNMIg9GpiT5VxIgJi1KBLinEcCOJXbIAfOVBnONxd58VrkPAc6DV4f5i/J+b/JWBvmZZ8f6OuSA2QLMDjnk0E8euRwROOSQA2aHHHLoKqL/L8AAWAgSVZ6ozHMAAAAASUVORK5CYII=" 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<strong>Advanced Collision Detection Techniques</strong>
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" 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<h1 class=item_title>Advanced Collision Detection Techniques</h1>
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<span class=newsAuth>by <a href=https://www.gamasutra.com/view/authors/915502/Nick_Bobic.php>Nick Bobic</a></span><span class=pageNav> [<span class=category_links><a class=category_links href=https://www.gamasutra.com/features/programming/>Programming</a></span>]</span><br>
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<title>Error 404 (Not Found)!!1</title>
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<p><b>404.</b> <ins>That’s an error.</ins>
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<hr>
<strong>March 30, 2000</strong>
<a href=https://www.gamasutra.com/view/feature/131598/advanced_collision_detection_.php><img src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="91" height="16"><rect fill-opacity="0"/></svg>' width=91 height=16 border=0 alt="Article Start" style="background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-38)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important"></a>
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<strong>Page 3 of 3</strong>
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<p>
<strong>Detecting Collisions
Using Hierarchy Trees</strong>
</p>
<p class=MsoNormal>
Now,
let’s assume that we have either our OBB or AABB trees. How do we actually
perform collision detection? We’ll take two trees and check whether
two initial boxes overlap. If they do, they might intersect, and we’ll
have to recursively process them further (recursive descent). If, along
the descent, we find that the subtrees do not intersect, we can stop
and conclude that no intersection has occurred. If we find that the
subtrees do intersect, we’ll have to process the tree until we hit its
leaf nodes to find out which parts overlap. So, the only thing we have
to figure out is how to check whether two boxes overlap. One of the
tests that we could perform would be to project the boxes on some axis
in space and check whether the intervals overlap. If they don’t, the
given axis is called a separating axis (Figure 8).
</p>
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<p class=MsoNormal>
To
check quickly for overlap, we’ll use something called the Separating
Axis Theorem. This theorem tells us that we have only 15 potential separating
axes. If overlap occurs on every single separating axis, the boxes intersect.
Thus, it’s very easy to determine whether or not two boxes intersect.
</p>
<p class=MsoNormal>
Interestingly,
the time gradient problem mentioned earlier could easily be solved by
the separating axis technique. Remember that the problem involved determining
whether a collision has occurred in between any two given times. If
we add velocities to the box projection intervals and they overlap on
all 15 axes, then a collision has occurred. We could also use an structure
that resembles an AABB tree to separate colliders and collidees and
check whether they have a possibility of collision. This calculation
can quickly reject the majority of the cases in a scene and will perform
in an O(N logN) time that is close to optimal.
</p>
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<td><img 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" alt width=308 height=210></td>
</tr>
<tr>
<td>
<div align=center>
<strong>Figure
8. Separating axis (intervals<br>
A and B don’t overlap).</strong>
</div>
</td>
</tr>
</tbody>
</table>
<p class=MsoNormal align=left>
<strong>Collision
Techniques Based on BSP Trees</strong>
</p>
<p class=MsoNormal>
BSP
(Binary Space Partitioning) trees are another type of space subdivision
technique that’s been in use for many years in the game industry (<em>Doom</em>
was the first commercial game that used BSP trees). Even though BSP
trees aren’t as popular today as they have been over the past couple
of years, the three most licensed game engines today — <em>Quake II,
Unreal</em>, and Lithtech — still use them quite extensively. The beauty
and extreme efficiency of BSP trees comes to light when we take a look
at collision detection. Not only are BSP trees efficient for geometry
culling, we also get very efficient world-object collision almost for
free.
</p>
<p class=MsoNormal>
The
BSP tree traversal is the fundamental technique used with BSPs. Collision
detection basically is reduced to this tree traversal, or search. This
approach is powerful because it rejects a lot of geometry early, so
in the end, we only test the collision detection against a small number
of planes. As we’ve seen before, finding a separating plane between
two objects is sufficient for determining that those two objects don’t
intersect. If a separating plane exists, no collision has occurred.
So, we can recursively traverse a world’s tree and check whether separating
planes intersect the bounding sphere or bounding box. We can increase
the accuracy of this approach by checking for every one of the object’s
polygons. The easiest way to perform this check is to test whether all
parts of the object are on the same side of the plane. This calculation
is extremely simple. We can use the Cartesian plane equation, ax + by
+ cz + d = 0, to determine the side of the plane upon which the point
lies. If the equation is satisfied, then our point lies on the plane.
If ax + by + cz + d > 0, then the point is on the positive side the
plane. If ax + by + cz + d < 0, then the point is on the negative
side the plane.
</p>
<p class=MsoNormal>
The
only important thing to note is that for a collision not to occur, all
of the points of an object (or a bounding box) have to be on either
the positive or the negative side of a given plane. If we have points
on both the positive and negative side of the plane, a collision has
occurred and the plane intersects the given object.
</p>
<p class=MsoNormal>
Unfortunately,
we have no elegant way of checking whether a collision has occurred
in between the two intervals (although the techniques discussed at the
beginning of this article still apply). However, I have yet to see another
structure that has as many uses as a BSP tree.
</p>
<p class=MsoNormal align=left>
<strong>Curved
Objects and Collision Detection</strong>
</p>
<p class=MsoNormal>
Now
that we’ve seen two approaches to collision detection for polygonal
objects, lets see how we can compute the collision of curved objects.
Several games will be coming out in 1999 that use curved surfaces quite
extensively, so the efficient collision detection of curved surfaces
will be very important in the coming year. The collision detection (which
involves exact surface evaluation at a given point) of curved surfaces
is extremely computationally intensive, so we’ll try to avoid it. We’ve
already discussed several methods that we could use in this case, as
well. The most obvious approach is to approximate the curved surface
with a lowest-tessellation representation and use this polytope for
collision detection. An even easier, but less accurate, method is to
construct a convex hull out of the control vertices of the curved surface
and use it for the collision detection. In any case, curved surface
collision approximation is very similar to general polytope collision
detection. Figure 9 shows the curved surface and the convex hull formed
from the control vertices.
</p>
<table border=0 cellspacing=0 cellpadding=3 width=44% align=center bgcolor=#ffffff>
<tbody>
<tr>
<td height=188><img 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" alt width=320 height=181></td>
</tr>
<tr>
<td>
<div align=center>
<strong>Figure
9. Hull of a curved object.</strong>
</div>
</td>
</tr>
</tbody>
</table>
<p class=MsoNormal>
If
we combined both techniques into a sort of hybrid approach, we could
first test the collision against the hull and then recursively subdivide
the patch to which the hull belongs, thus increasing the accuracy tremendously.
</p>
<p class=MsoNormal align=left>
<strong>Decide
for Yourself</strong>
</p>
<p class=MsoNormal>
Now
that we’ve gone over some of the more advanced collision detection schemes
(and some basic ones, too), you should be able to decide what type of
system would best suit your own game. The main thing you’ll have to
decide is how much accuracy you’re willing to sacrifice for speed, simplicity
of implementation (shorter development time), and flexibility.
</p>
<p class=MsoNormal align=left>
<strong>For
Further Info</strong>
</p>
<p class=MsoNormal>
•
H. Samet. <em>Spatial Data Structures: Quadtree, Octrees and Other Hierarchical
Methods</em>. Addison Wesley, 1989.
</p>
<p class=MsoNormal>
•
For more information about AABBs take a look at J. Arvo and D. Kirk.
“A survey of ray tracing acceleration techniques,” <em>An Introduction
to Ray Tracing</em>. Academic Press, 1989.
</p>
<p class=MsoNormal>
•
For a transformation speedup, check out James Arvo’s paper in Andrew
S. Glassner, ed. <em>Graphics Gems</em>. Academic Press, 1990.
</p>
<p class=MsoNormal>
•
S. Gottschalk, M. Lin, and D. Manocha. “OBBTree: A hierarchical Structure
for rapid interference detection,” Proc. Siggraph 96. ACM Press, 1996.
has contributed a great deal to the discussion of OBBs in terms of accuracy
and speed of execution.
</p>
<p class=MsoNormal>
•
S. Gottschalk. <em>Separating Axis Theorem</em>, TR96-024, UNC Chapel
Hill, 1990.
</p>
<p class=MsoNormal>
•
N. Greene. “Detecting intersection of a rectangular solid and a convex
polyhedron,” Graphics Gems IV. Academic Press, 1994. introduces several
techniques that speed up the overlap computation of a box and a convex
polyhedron.
</p>
<p class=MsoNormal>
<strong>Nick
Bobic is trying not to work 14 hours a day with very little success.
Any new collision tips and tricks should be sent to <a href=mailto:%[email protected]>[email protected]</a>.</strong>
</p>
</div>
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<div class=thumb><a href=https://jobs.gamasutra.com/job/senior-software-engineer-remote-austin-texas-35173><img 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" alt="Bitwise Alchemy" width=120></a></div>
<div class=title>
<strong>
Bitwise Alchemy —
Austin,
Texas,
United States
<br>
[07.22.21]
</strong>
<br>
<a href=https://jobs.gamasutra.com/job/senior-software-engineer-remote-austin-texas-35173>Senior Software Engineer (Remote)</a>
</div>
</div>
<div class=stories_item>
<div class=thumb><a href=https://jobs.gamasutra.com/job/senior-gameplay-engineer-poznan-35064><img 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 alt="Robot Gentleman Sp. z o.o." width=120></a></div>
<div class=title>
<strong>
Robot Gentleman Sp. z o.o. —
Poznan,
Poland
<br>
[07.22.21]
</strong>
<br>
<a href=https://jobs.gamasutra.com/job/senior-gameplay-engineer-poznan-35064>Senior Gameplay Engineer</a>
</div>
</div>
<div class=stories_item>
<div class=thumb><a href=https://jobs.gamasutra.com/job/ai-systems-designer-bellevue-washington-35171><img src="data:image/gif;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCACoAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3eiiiuY2CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKSjNAC0U3cOMc5o3CgB1FJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANd1jRndgqKMkk4AFfP3xH+N9xDNLaeF0WGNWKC7lXJf3CnoPrzXoPxu1q40jwh5dpxJdSiNj6IASfz4H418fX0k810sax72Y7QoGSSeMVcI31ZEmdkPin4quGnaTWZi5xjAx9cfzrn9U8d+JbliW1u/IPULKwH5V6z4e+AUk1lHLq+qeRcOoZoYYAwTPbcW5/Ktuf4AadPaeU2sXAcdHFsoI/Wq5ooVmfPaeM/Eke0x61fqV6FZiCKt23xG8X2xzF4gvz/vyb/8A0LNe2f8ADNdiRn/hIboZ7fZl/wDiqYf2bbIqQviK6DY4zbLj/wBCp80QszyJPit41UY/t+4P1RD/AOy1RPj/AMUyXv2mXxBqm4nJC3Lqv/fIOP0rf8e/DiHwx8QtF8NQahJcrqCwkzPEFKGSRk6AnOMZr0dP2crIRgy+Ibnd/s2o/wDiqLxQrM8em+IvilpWMeu6mq5yAbp+P1otvH/iprmInxDqQ28c3L7fx5r2dP2brBlJPiG6H/bsv/xVOX9mzTsc+Irs5/6dl/8AiqOaI7M8suviD4ps9hk1y9J+8AsxOfqc133gb47aw1yttqMcd0NpPzAgnHoc+lad3+zdFJbP9n8S3BlAJQS2wK598NXhPiDTdT8H+ILrSb8LFe2rDJRtw5GQQe4IIo92Qao+7/D2s2uu6ZDe2TEpIoJB6qfQ1p180/steLLubWr3QryRpIZIPOiLHO1lPI/EE/lX0tWUlZlp3CiiikMKKKKACiiigAooooAKKKKACmjOTmnU2gDyX9oiUJ4csF3bd8zjHHPy+9fNvh8rL410RUcFWv4AF9f3i17l+1i7DRNCVScefKTj/dWvn3wO2fG2gYHzf2hbkZPfzVrWOxnLc+8lj2kYVRgYrA8R+MvD3hm6ittc1OCynlTzESQHLLnGeB6g10hBNcx4p8A+G/Fl5DdeINNF5PCnlIxmkTC5zjCsB1JrJW6lmd/wtnwKeviSz/J/8KT/AIWz4F/6GOz/ACf/AAquPgr4APXw8n/gVP8A/F02f4IeAJYmQaF5ZI4dLqbI+mXIqvdFqeReO/EGk+J/j/4Mu9DvY721R7SJpEBwGE7HHI9CK+ntueoFfIOp+Dk+H/x38PabHO01k17a3NvJJjd5bSgYbHGQVYe+M19gr0py6WCJl3+uadYw3Jku4PNgUs0O8b8gdMdaqeG/EFtqmkW9zPNBDORiVC4XDDrwex6/jXNfFCyilutPa2hL38xKkIMllGMZHc+lY3hnRIbfxBFB4ktJow/+pEi4jZ/Qnof8eK5nOSlY+gpZfh54T2rb5nr0vpo7LseuIyyIrIwZW5BByDXx9+09CkPxUnZBgy2kLt7nBH8gK+wkQKoVQAoGAB2r5C/alGPiif8Arxh/m1dNPc+fmN/ZhYD4nW+Sc/Z5sf8AfNfYgr4z/ZpYj4qWgXjNvNk/8Br7KXpRU3COw4UtIKWoKCiiigAooooAKKKKACiiigApCM0tJQB4X+1ND/xItGcnI+0Ov4lR/ga+YEuJbS8iuLd9k8UgkR1/hYHIP519UftTxTP4T0poMcXeGBAIxtznJ5HTtXzL4QRT4y0NJwjRm/gDq4+UjzFyD7VtDYzlue/6B+0jYnT4113RboXqrh3tGUxufUBiCv05+taTftI+HF/5g+r/AJR//FV65HoGi5IOkabx/wBOyf4U/wD4R/ROh0jTv/AZP8KzvHsVZnl2gftA6BrOuafpcGk6pHNe3EdujuI9qs7BQThunNez1mxaDpEMqSw6VYRyIQyutugKkdCDjg1pUnboNHzd8Z0WT9ozwSj8qRZg/wDgS9fRkY+RemcV82fHEl/2gfCSxEGRYrUYz0Pnua+jLEkQRBsA7actkJbj/skP2r7QYwZ9u0OeSB6D0qWWGOVCkqK6HqrDINfLv7U2p6jZ+PdPjsb+7t4zpqMVhmZAT5knOAeteNf8JFrQlz/a+ojn/n5f/Gmqd0N1Hc/QrgDJ6V8VftEa3Y678TbybTJ0uILeGO2MqHKsyg7sHuATj8K5W51nUJ7Xy59RvZ0bhla5cqw9wTWJIgKhlUgH3zVxjZkOVz1H9mSMt8VbYjAC20xOf93H9a+xx0x1r46/ZiQN8VIM9rWU9PYV9jVFTcqOwopaKKgoKKKKACiiigAooooAKKKKACiiigDhPjTokmteBLz7LH5l1af6TGvrgHd/46T+VfEciOZGfdtYNkEetfotXg/j/wCBA1TV7nUPDVzaWSzHe1pIhCBu+0jpk5OOnpVwlbRkSVzz3w98evE1hZRQXlrZahMgCi4l3K7Af3sHBPvgVff9o7XNxDaJp2R6O/8AjXKa78H/ABvpRbfpH2iIf8tLV1cfzz+lZcfwq8byhWj8OXrK3Q/KM/rV2iK7PRP+Gltc/wCgFpn/AH3J/jTJv2lfEDRMIdF0tJCPlZjIwB+mRXFWPwh8cm7jMnhy58tXBfc8YBGeerc13OsfCa+kigNp4YlyDlhGUUnnocuPT6UrRC7PJZfFuqXvjSHxNqcv2zUUuEnO/wCVTsIwoA6DgDivWU+PniExZXw/ZsIuT80nH1rMj+EfiH+0YZLfw3cQIjAs7Spxj0G/1ravvh54uRZI7PQvOVxgmWRBz6/eptxYK55p8RvGV5461iDUtQtobSWG3FuEiJIIDM2ee/zVyZtnlmwgAJxx+Fewx/CDxXdZNxoyxt0/1q889eDWxb/BvWrePIsN8u5QSJF6D05FHMkKzPCmspo5TAww/wCYprWrxDZJ989BXvN/8HNenvhLa2yQgEAF3BwO+P8A9ddFoHwIMl6JvEF+WgBB2RY3t65PQUc6HynP/so+Hd+r6prkyNshhW3hYjHzMct+W3H419NVj6VDHpckel2GlfZrCIYSSLAjAxnkdc5+vfmtispO7uWlYKKKKQwooooAKKKKACiiigAooooAKKKKACq9/ObSxubgJ5hhjaQJuC7sDOMngdOpqxTXVXRldQysMEEZBFAHikfxpvIdOup9T0W3t7hIIriG3aWVCytOkTctGFYDfncpI4x7je1n4mXNv42uvDGm6day3YuoLa3uJ7kpCd8JlYuQpIIxgAZz7V2Nr4O8NWiXCWvh7SIUuE8uZUs4wJFznawxyM84pV8H+G1019PXQNJFi7iRrcWkewuOjFcYz71V0Tqec638ZLjRBHHe6Nb3Fx5M5kNhei4iWSORV5ZR8qYbJ3AMvTHSrtz8StUTxU2jQ6ZYzCKO2kkuYpLiWM+cu7KmOFhtHYttz19ceh2ug6RZwRw2mlWEEMcbRKkduihUbllAA6HuO9UpfBvhqSSJ28O6KzR4CsbGPKgdMHHGKLoLM4bwP8UtR8Sa1pFrLo0ENrqLXCiWOWXdD5Qbk741Rs7f4GbHfGMU+9+Jmrx+Kr/S7LQBdxWl+lm/lGVpSpAJk4jKAAHnLjpXpFrpGm2qWqWun2cKWpYwLHCqiEtncUwPlzk5x1zU1vZ2ttLPJb28MUk7b5WRApkbGMsR1OB1NK6HZnkesfGWWw8KeH9Xi0mCaTU7O5unhFwf3JiZQBnbzncfTpSy/GaRtSj0y30UR6jI1vatHdTmMW9zI7qySnacKuzIIzuDDjmvRY/BvhmNrho/DujqbkFZsWUf7wE5IbjkZANWb3w5ol89097o+nXD3Sqs7S2yMZQv3QxI+bHbPSndCszg1+J13Z+IbHR9V0qGe4lkuY5jpFx9tKmIIRhFG4Z38hgCMZrrfh34kbxd4QstakthatcNKvkhi23ZK6dSB125/GremeGND0v7N/Z2k2NsbYuYTFAqmMvjftIGRnAz9B6Vo2Fla6dapa6fbQWtshJWKCMIikkk4A45JJ+ppOw9SxRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=" alt="Sucker Punch Productions" width=120></a></div>
<div class=title>
<strong>
Sucker Punch Productions —
Bellevue,
Washington,
United States
<br>
[07.21.21]
</strong>
<br>
<a href=https://jobs.gamasutra.com/job/ai-systems-designer-bellevue-washington-35171>AI Systems Designer</a>
</div>
</div>
<div class=stories_item>
<div class=thumb><a href=https://jobs.gamasutra.com/job/senior-software-engineer-performance-tooling-redmond-washington-35125><img src="data:application/octet-stream;base64,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" alt="Xbox Graphics" width=120></a></div>
<div class=title>
<strong>
Xbox Graphics —
Redmond,
Washington,
United States
<br>
[07.21.21]
</strong>
<br>
<a href=https://jobs.gamasutra.com/job/senior-software-engineer-performance-tooling-redmond-washington-35125>Senior Software Engineer: Performance Tooling</a>
</div>
</div>
</div>
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src="data:image/jpeg;base64,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"></a></div>
<div class=title><a href=https://www.gamasutra.com/view/news/385510/A_taxonomy_of_Weenies_the_landmarks_that_define_Ghost_of_Tsushima.php><strong>A taxonomy of Weenies: the landmarks that define <i>Ghost of Tsushima</i></strong></a></div>
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<div class=thumb><a href=https://www.gamasutra.com/gdc2021><img 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wIro3OOV7knQZ9eKQ05GYDgkDnofXrQKDIRFOR3A6A8ilMXHSninlcAEnORnFDJcivsFMK88mrWwGmtGCaBqR5LE+R1q3HISxJOSecmqEJq1Ga+Rgz7uaNOGTO3gDAxx3q/FJnFZUBNXoWNejTkeZUiaMb1ZjaqMZJq3AeRnnr/Ku6LOCaLyNx1qZHqnGSamQ12Rkccol6M7iAOp9TTgciqyOV6fTkVMCc1oczRMKfnd1OajWnr1oMmSe1G3NIO1Lmgg/9k="></a></div>
<div class=title><a href=https://www.gamasutra.com/gdc2021><strong>GDC 2021: Find all our coverage here!</strong></a></div>
</div>
<div class=stories_item>
<div class=thumb><a href=https://www.gamasutra.com/view/news/385512/California_sues_Activision_Blizzard_over_sexist_harmful_workplace_culture.php><img 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"></a></div>
<div class=title><a href=https://www.gamasutra.com/view/news/385512/California_sues_Activision_Blizzard_over_sexist_harmful_workplace_culture.php><strong>California sues Activision Blizzard over sexist, harmful workplace culture</strong></a></div>
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<div class=thumb><a href=https://www.gamasutra.com/view/news/385591/How_Naughty_Dog_prototyped_the_interactive_guitar_in_The_Last_of_Us_Part_II.php><img src="data:image/jpeg;base64,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"></a></div>
<div class=title><a href=https://www.gamasutra.com/view/news/385591/How_Naughty_Dog_prototyped_the_interactive_guitar_in_The_Last_of_Us_Part_II.php><strong>How Naughty Dog prototyped the interactive guitar in <i>The Last of Us Part II</i></strong></a></div>
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<div id=dynamiccomments><a style=font-weight:bold;font-size:16px name=comments>Comments</a><br><div class=parentComment> <table id=comment265037 cellpadding=0 cellspacing=0 class=commentBox border=0> <tbody><tr> <td colspan=2> <hr noshade size=1 class=hr_comment> </td> </tr> <tr> <td style=background-color:#dcebdc;padding:5px;text-align:left>Li Donghui<br> </td> <td style=background-color:#dcebdc;padding:5px> <div class=date_comment><a href=#comment265037>22 Mar 2015 at 6:49 am PST </a> </div> </td> </table><table cellpadding=0 cellspacing=0 border=0 class=commentBox style=margin-bottom:0px;margin-top:2px> <tbody><tr> <td style=width:80px;text-align:center valign=top> <img style=padding-top:2px;padding-right:5px;padding-bottom:5px alt="profile image" src="data:image/jpeg;base64,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"> </td> <td valign=top style=text-align:left> <div id=comment265037_show class=single_comment>Hello,I can't find your source code........Could you please tell me how to get it? </div> </td> </tr> <tr> <td style=width:80px;text-align:center valign=top> </td> <td valign=top style=text-align:left> <div id=comment265037_replyLink><div id=no_reply_button><a href="https://www.gamasutra.com/sso/login.php?from=https://www.gamasutra.com/view/feature/131598/advanced_collision_detection_.php">Login to Reply or Like</a><div style=display:inline;float:right>1 <img src="data:image/png;base64,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" height=13 border=0 alt=likes></div></div> </div> <div id=comment265037_replyForm style=display:none> </div> </td> </tr> </table></div><div id=no_comment_form> <br> <span class=comment_login> <a href="https://www.gamasutra.com/sso/login.php?from=https://www.gamasutra.com/view/feature/131598/advanced_collision_detection_.php"> <img src="data:image/gif;base64,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" width=113 height=16 border=0 alt="Login to Comment"></a> </span> <br></div><br></div>
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" 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