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0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhd2Wz48URRTHP6+7enp6l2GBnWUDUWPE4MEfiYqLcjARIsZ4JPHiwZsnxxPEC4TLEj1wkps3/gIOJiZGDmKEg4kxRo2RCAoJkGXXOLuzPdNdVd3PQ6+7wszsrHFXjd+k011dr+p9+73ve13wL0MALl7Yo91ugCuEbuZwXlcNHn4s5fCRVLaKgAFoTCRI6MmtEoWG5W5FoNBiq/zeS2CiEVWDXkAuJa6wOKtA+M8QGB8foyhLalFBzyi+FFSh3XFcvrQTSLeMgADc/elFzZwjzz3d1LG0aJmbz7l5B7Zvc4zFnkIL4rjk9TfnN1UPApDefk1dkWNzy3LPceMXy9XbP3LlM+XRh+CRfeAd+KLyvXd6DGOUl4/9fTIBQDQ+QZRMMNbYRruT8N3VW3Tm6xw40CCMQowBE4EJ9Z7Flz6e0isXp3TgzhuEAGjR0vdOnycM4KmnX6CRLPP5F98C8MTjHuurDy0ceA+7J8cIagFJUmLq1ZzUqvtzM3N/KSp9xj989ao+8GDKUr5E7zdH2ulhu5YMwfYELRxiSkxYEtXA1AWpCWFg+jZ/5sCtkWQGGiy2D+lyp0vucmzq6KUe3/E4W67aRLWAIFGkvrZu5pyFqbXx+f1d3nhr/SY2cPLXhRnNepbc5RS+pMgLbNuRZwU4gUhXnc9csMhsRIlHrkXILXA3HJJBuFj1F9oWf2awYIPh3IZoK6reH/xIOfisIrPR2tzOykdtp8EEERKXaK5oAub4YLEOJDDZ/FLECnWNkcygNkCDkLheXZ9eWkLev38jg9kVURgLQJiUlFoCDojQHVGfH1jphIOQdiJsWnVAjwdAgxApC55/qVhZHOKpnvWs4LEEi4Yyc5S5Uj4ZEBAgtoqMaTXVn1u4JxVDCczPdSkKKNWuBqqelESxcPhIKpFOqCWvnDNOeeLnvhybVlNlfwPqoJlFp2t9foZq4NAr3wtA4ZU8K8mzkrQj/LrcrpyeUgIMAQY5kw/cw59bEPO2RzMLbYtk/TIYGgGAIMwJtfow7xXvlaW7rhrP3hGz2FSdrlGcvD1Q4ebkHrVnMqQHVbB8n83IRnH5k30KkGcViaPHrm+o04Wze1U6oA23RiCmrxzXjcAf8F4A5etvFkbamuNTSgyKQyYFpAY9CzFo0l8J6/SBCulypQHvlaJc31Y+3K26Y22sd6ucaxJh6tHAVI0kcPTYdfGl0MsgjPpz+GckTqpwA9IGYuBmjvQc2akhOhlFACCOHc4a3j3dXTf/Lq26nrTX3t1f9/djZAQAaomSNOZGG+5ayfF0baDgBmFTj1fm+JSy0mz8idG/4v8nTKupptXc8DFt08JkWk1lIkLrglyzMCn4s6M1sCERbgTRBwmoR3oO3VdDdsvQM8CWEHCnVnpEDuAoY4H66Crf3CpoNZXtgiYQbDe4d+789yvhdzk04Wl4v5L9AAAAAElFTkSuQmCC) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhdWWy2tdVRTGf3ufs++5aXNfSfSmEWKrCCpIkGakWBDxgYKIigMHjuykRieRiGnBiRYKFUGl4EwUDFItJQXBif+A1gdiByUBQSW1tWm4yc157LPPcnDCTST3hU1qXbDh3rPP/ta3v/U4C24GO/GWL/+Vbx8gtcLMlCcA4+Oa8iC8dMSqG0YAwPPAOSh4+f9PThmxqRBGiqmZ3SOjWwR8zfi4xjOCTfMVRgopaN476e1aiDRApaqp1fJLuo3LLiwKzz37Cpd/38uP3xc5Nm12hYQGGKoMUh8qUR0sc+VqRlDUVKuKt098TKUm1EqG2/cb3pndeSUUwGcf1QTA+DA5+SDV6hDvn/o8fyHwWL2mGa0nABitsJkwfSzZkbzYBvLrz49LqVTh7PwZRsc8jPGxNuXasrCyIih8XJoB8NpsfN0ktgEs/vCQlCs1hkeG+OrcHIVBH7EpNoaVppBtJKizisTlZ66nStoe/PPCo3JLvcoXZ8/hGQg8wQT53tp6fiS1QhxnRCEkbpOENzXSyhP34V89ibV94dIvh6RULrNnuMbpudMtEltNG0MYpTTXHI01iBPFG+vDSMOiYpAoD5P7dLkrCd3uYaZCrIuQMMpBLIjo1oqdIoxSClpRDDyCAUNQyAlWPqggAahiDu3P7utaOX67h2P3fqv+uPiASHNzO4yFgWDzMiNjARihDNTROdS8I0VRqBaxYZLLG7tu/tsrABCtNmmsNnj4kUMkLmuRWI8znIXmsoNW7uX74uVwNsxLVgKgkXUl0FYBgDsP/qQWz09IYkBrTSrgKcFJ7vTJF9b+EVtvakRUkBGeiaCWf1BUUUHU8Y5AFwUAkoIl9dZ57On7AVrOX3w52pZYKgZ90kfOO/RRhT6q8KeLSKN78+yoAMA9911QCwt3SxgLzTDnunegvaQSgJtNUcojez0FICPFvXu5axV0JQCQJAkgPPHMXczPXaSTaKpsNhLOIXHWVw+gI9oWs9aSJJY4jgkTSML2kqbHlxSBh8QZKtB4M6N9fbh6EpiY+E1Za2k2mzz1/D4KA10utgfUHQZu81Cj/XXnniEAsGna+n341fWOyEKKyjS+n+EKffnvrQDA5MElBRD2qGkuCRLlzrMOyfqv7Zuv6z1j6h8ekYKMtVY/uDs6bHpv3ioqAYK8EaXHl27IZP3/tp0NwcYwooI8t9MeXRD6rIJ+TZUNlDYht05HnayvPtCvGe1hqxnqgEH2W9SXpueZHSVgM4dcFVh2yHeCSroPIzeF/Q3WTIlToXEyWgAAAABJRU5ErkJggg==) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhc2WT2gdRRzHPzM7+96+5sU8IXlPaS6CJ8VTqSBS0avgqeBBo15EL6EgRHow9dJ4EAIi1FsPehW0NyFIsZfoQbQIRqsNxiK1zWsx2eS5/2Z2fx7CS6T7mqTJNs0XFmZnZ3+/z+83M78ZOAy6NNeUB+Vb9xvffDUsX194cCBcmmvK8tIpufbL2wcKofqNv34/JTZLieKEKIpZvHaBV163arufKwUA+Pn7NySKYq5c/RJTUzzS7jA/f4s/lgo8r8H5z9YqByoZnL/4uABkziHiAPju23WMgdPvh5UD6Ds7hptDBEGduh9sPidOtBiql4ZWooER/fbjcXFFQZ47rHO43FEUOc88v3j/MwBw/tMr1IM6R4aGCOoBzSNNgiDgh/knK98hpYjefK0lTzzlkUY5E68eQ8jI0pw0SQFI0oRjzy4MzISZHBUyoO2DVZBb3OytbbN214/nPnpIJt9ZUys3XpLcJsRpQZrGpElagjDTbZGzoK76qNCg/swpQguJhlDDSgYP13DvXS/529Wc5r2Tst6LcJkjShPWw4hu1/HCiz8pX8YFoCBD93z0ZZBQYFkoEmDVgapBbCGRUkbMbgC85hcq750UbTNaDc0/SpNEMWa6veWcGjTBjuToNQdoRAQVaEya4xo+jJTj3RVAH0Lcy6KSGsMFdEYL/LM+IDhqgI98kqBjD5YdJDmq5cOIh6tt2FCFv3cAAGU+V1JMSOA5jrf/JsMCoBlCZi3u3RulEBtyVNzHPmId4rKSzb1VF7/ObVbQ1DZSD1x8Ohw41J4pELtRUYntntyVJMWEmJkxCaQjvoyLL+NiJkfvWiPMW6NipsaqrSFm+tFN576Miydt8T987J6d7Ku0etIW3V+AN/9FFgQdAotN7OmlXdne1wmjzmxsQXoZsiCoBORXENvDTLfFfHB0x4zsC8DNdFWuukpfBi/2kX7Qq0AiIOVVXylAX+lz11Uxl6GUB4mC4H8gBwEA4M7dVoQaRmpbncHOZaby891MjQmdOoQZbqZ73++Uh09mamzbonSnKk2Rme0IN4utjkDtOA33dBjtqFUNgYbAIQOO3kGq9qq7aoF889VreAcM0Noyp1JFQbHN4EOi/wDqbnQMKhGxcwAAAABJRU5ErkJggg==) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhdWWTYhcRRCAv3rdPfMmYcxudkcXNbeALAgJKAghV3PxJDkrwuai7kEhtyR4MF40F0FCQPYiohc9GEMOwaMrCHpYEcFLFBX/xmX2Z2an3295eDOzWd+Y/cnLrhY8XnfTXfVVdVV3w39BPrve1IOyHQwb198/oh9ebert717eVxgZNm593NTjs8/T73uSqM/JUx/I3RZWJaMInDm7Lj6OieKYfhRz8yO7L5Gwd3biyOMjz2r3EwAWbxzVT2916awpsydCXnl1vfKolBR++fmDI8/zKCPvF92ln2NeerFbOUDwz4GnTv8pxlmCmhDUDTY0AJw4Vqva9ngAgIV31xA1GGcxYR0bOGzgWLxxtPK8KAGoqj4647h2tQfpIQBswxZfaLZsURVS2tO3XntA46wI+4XLHflq8XhhUD24vJiUBDx5+pfSWjM/rRIKhA5dicne+WvbnNlRUg0hxKRomgLQWYWnnykg7MWHC0ifoJ2cIN1cq60A7eRkC8tjbe04q7/+4nFV9URxxsZGQndD6a1mnGunpF0BcYXBlRj6WobwioRCeqW9xebYJBwnT5z6VkRCeitNet2Q2Fte6BlSYwZWEtAEmahBQ8gto0/aOfTHp86OAYYQAL5XI/EOmQDqFusMREAI+luEhIWTMlmoz5sCjfHB3hUAwJlnvxHnHK+fmykGEiXtZuhEnfRSW7KFZUmvFH9Ch8zWkVCQULDGlvTtGgDg7HNLm+50EgCyi+WqSC//Kqxs9lXL27AnAIDb7/2A/hSP+vZCa/wm+wTqoF6J3vy9BLnns93MT6s8JOCBSQf9BDykb7R3pfOeLhf79iMKoOtC7RAkyxGEwCqlcrs/AOdbyowDJ5Ao5BnWZIiEJPUE7bixubFFx70ADL00c1Mqj1moW1Iserg/mOG21bHnJLxTsoVl0e9TWIvRw74Yayji8/0BGEH8URSCnbQ0ZupVqd6d2PMtDW621C5NH9hT/2DFzE2pmd+595U+Ms3clMrk4Oo9Uqje7mCqFCDUY5oOznsrAhi8/HhXG5VVAUB6KdtsqwLZv0++HwD4ZOD5/0j+BoZmRUKbWI4EAAAAAElFTkSuQmCC) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhd2WPWwcRRTHfzM7O/txzsUXG6MkyDIgvixApICCAipACOhACEGTBIkmJR9SRELkBFAwEgUUKIqDBGkQUhoKBFS4IjQUFgKBhALIJDLBPtt357293XkUax927NyZ5GIQr5p9OzPvP//3Cf+yKIDjhyuy2EjbypFbhnn+he/VVgDQK4vrKpbh3ZZ77r6JklF88P6tsmUAXhmbW/Na3/cIyLfC/t8MZK5Y1uZ/w/otgkD46ISRM2f8a8rEmpefeKcicUkxX23ia83A9TnRdsEPi20PPdzoeVzoNR9W8I1w510+cX+ODQ2+Z9r/v/wi6Dkb61708amK7LqhWCc0l7U5rUTz05SwWPdI84yx482esLHukmMHSzK0Q/Ptd45n9vpkqeb3cwnnfla0XI5IQUJfYBm9rcXjzyZXBURfqth5c8iPv1YYGNrNwmyN2jyEoWVkJAAE6xkGyoo9exxNpzl9MpbTJ+Mrds069BMTAyJJDoHQX6oTmJhmU5M0NGHsmP4lYfReTX3aUcs187OKUuwYrAhNp3n6bIyExbvyt2e6stNxw6eflKU61yCK+7CRxg8VrUSYueAI/BoL1YC5KrxGqbhMe4jLUdpjJXyy8fMdbaxzwWppNjVxZAkCR7QtIQiEvu0QBil/zJRImiFHdBnSwjjVFqRQMAgEYF7a2dE9HQE8+VxV2dAQLrvYWIexjnCbJbDFUbEayj4qDqHfBwvYAoQkOSy1MPsGLwuiIwCAJ55aUIVx29aV+jxsVJRqb7iFGc1xs/U2/Up7xUYLegF0dvn7N51Ck5P9AvDDNzm1RJOljpfHFtWg3CHgqO7/E9mhUYkjercMQIucbH8dgOzUxQ1tmY2UG4ngALj9Po+prxWNRoZ3cEgsESlLbeOmrlk6tFTQD6iYdlZsJP+oiHw1WZY8NUydFRbrKUkKb9oSpIAFdcGhM0g/vKi8F4fafu+UjptmAODBBxbU559VBMAaTZK6IgOUB4/5MNHAlbsbXS1dg/BSeeTROWX8Ynoy2kDZhwD0/TnEPkQ+5sCgdIr8qwIAYCMPYzVH3ppXKnWI1bhDDrU3gwCkrGGXj//GjV1B9KSjmVeXi00ZZGY5+EIPsZr88PSVV8LNSnbsvJIkR2ZyVH9hT9zmRrqeAIBVQZdovHEfAJW6rud6PmJtNv3+v2IODMpqFrpJTylqZwMU88BSi+y9jXtA+0wvAURHI4CiF0gOHXrANQGw0oT0uEKO+ps607M0BIqJCJDXi89uReg/IX8BS+NnGxOz7hAAAAAASUVORK5CYII=) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRYhc2XTWgcZRiAn29mZ7LbNEnzs2mKiPQgBb1UiwcPxfqDmEoPSkUFD8UU0docRLYIkkMFtbSCh1p7EAp60Es9BQtC60WKePHUi14kpDWapA3Znd2dme/n9TDbbTT7F02072Xg+95v3mfe7/0b+J9FAYh8KzACDANDQJ7ZixOkicfhVypqKwG81ssBaeJh9Faa7giQiTEdtzcTwPxtWXPluwpXf1jljVeRrQRo3q/IVYFBshgoAHngD2CFY1OPNA+cv8CmxsQagG8EdnAHIgVWgDlgAahybOqd5sGhfjh19t/DrAH4qpEJ2ylNP8bicoEjR4XHn/wQqAKrgAEXg0kovX2BwUHD6LDizZL8Y5A1AGcFxjhzcprifY7vr2QpcPglw+Tk0UzJJNi0CoC/PQFSPv1olsJA9hoPOPK62xDMOmWRs3LuzAzzNxRjwyl7HgRrHYeefR6AJIkRifECQdDUykIc1wG4fPlHalWL1YIf9OaZlgpipwVvldmLX5MmHpPPPI3WGm0sAGkSA+BcTC1yGJc2z+69dBNXqQHw5f2LvPha5zhpDVA+LNWkTr2eYLXCimvuxXHaeBqyQAUrKXu/uIkSDQVFOJgnLcdQzzLYfrLUFqLtxs8/PSrGQa5RKZSXQWhzp2ZYyQD6tikeOL+QLRYU/tg27C8V1M4QUZnX7PuLLW3l2gFE1QoAQT47p6vZ1/giWJWt7dt/TQH4pXEJ+0MAjDhcolE7Q8h7qM7Ftv3uvv3X1G3jUUUTlVOSespv8/OsLM81jQNwy6L7Ia2muJpB5mKkbFAzIIlGkvZNpXMvyEVESY2okhBVU6K6JjcABOFf9JQWZCa7f1XOXB4mDb5VQc0b/KnRliW9I8DDD/2qbi2n3FzRVCoGHRvCguDlk3W66mMfToN8nt1q2tewV1CoiT4Y8Vva6NruVpaEek3QDoxVEKzXkXtzyIKFE2DVoqLgoQbvhJcLLCpoDdBT1frs3LgUwoRcLs/E7izHDxxoP6j4pXFRAwEiKeq5AHXdQx+8vrEsWCs7RgSjQwTX3fjxooRegAZYArVbQYehqqeJ44WXl1RxxBH2Cc60Hw9y790jajxE94NUNAwp3CmNu7Q+ZppnegEASMXHOcHU2jOryCG33xhyu1Biz7QuQtCjBwAOHlpUo8U6cWLb6jixiLZZDRAfFfgdjcMGPADwxFNR56BtlAfvdIj87jC7FroG+YYAehV34j8Yp+9a8Uvj4h8v9jxJb+qEG5zYJbLdQxKNEh/zQfcY2LQ/D//dcXGBzZrSqiDl9g1orWyqB/yTRVEDOdRbje+KQA/c2Lw07CqRQiKLTBsoqK414K6QPwHmEsZnv7TQpwAAAABJRU5ErkJggg==) 1 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur194134 2s linear infinite forwards;
}
