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1.3969837715008E-7%,-0.099999720603246% {cursor:url(data:image/png;base64,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) 10 2, auto;}
2.7939675430015E-7%,-0.099999580904869% {cursor:url(data:image/png;base64,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) 10 2, auto;}
4.1909513145023E-7%,-0.099999441206491% {cursor:url(data:image/png;base64,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) 10 2, auto;}
5.587935086003E-7%,-0.099999301508114% {cursor:url(data:image/png;base64,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) 10 2, auto;}
6.9849188575038E-7%,-0.099999161809737% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhdXXXWgVZBgH8N/ZzuaZOzs7m1PPztSkluQwJYNF1EVQGFkNI4mIugjpQqLyg0ES5dNFhIjQTYHQTRRRYVmSGn2QaReJfZoYBI5apAfNOd3U6bZzurAuii022TnS//Z94PnxvC/vy5uI2FhyBVN1JZtPChAvR1tE1FwRQLwRCYt0m+PJiKiuOEBa2g063WuDaTojIlFZQJtm7Zot02KxbtVSlQXkZTVJm4bluoxaMVVbMTHAsPnqZCWxRNLtNuGOygHqdKiVBtPwmHkWeDEiWisDqDdXDX5BDxrwoA48UBlAkw5V+AG7FZ3B9VKW2RARN5YVEO/HTC0WGMYhI/Z63j6HVWOFnOl2RsTcsgHMtEyLvH6cNGTQHvusdUCvLNbJqdEdEfXlAcxzp0acwIAh9Or3sY88o2DItbjPw+icckC8FTWuslgCR9GnH/2xKkpO22W/PUaxVLM5no2I2VMKkJE3R7sRHMGAPegHffp8bbMfDUrjHrdJ2RoRjVMHaLJYTtp5HAPbI6IEsSZK8Uh8ZpvHHTVigSorLUfX1AFy5qvFeZzUh2//XRKr4jUHvWNQ0dVqLbR6MhfUuIDYFdUyrpHAHzjuZxTGLO6xWY8eCdyiU96WiGiYCCA57kpKRqMO8BtOOhoRpdgeNS66TkGXUw67NJVBrXbIWadZ0k0e8o398VJUx5oYvTxAi4ysnGEcU1TyeXwQj2q1zhJPmS7vV0UFZ5xy3DkpSYyiDWc94Tt7L38Cp2U0mGUIBefMNdNSuy3SqV5SPxaqslDWBVnnMYRhjCCv3THrLx/QYJZaGYOYIe1+z+nAaUVv6vWVD2UVtcqr165Ji4yUlOlKUhLIWxlbYrUBr0bE8OQA3GpUykXcjBqX3oLXbXPKJhxUUFSQRAvyZkg7K6feEmnzNGrXZL0BhyY/gdnuNqzK6F9V7xnxqW68EhEX/gP+j0REnYTa8dYTY31M4u1o0+UnbTJ+N2K3Lx30QkR8MtHGE83YE6izSL2MLxTstNGQHca7A8oCqNXhgF6fWhtPx7vYWo7m4wNO+N4Rdyk6XK7Gf2fMM1DJ/H8+p+XKn6tk/c15uTWFAAAAAElFTkSuQmCC) 10 2, auto;}
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9.7788864005053E-7%,-0.099998882412983% {cursor:url(data:image/png;base64,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) 10 2, auto;}
1.1175870172006E-6%,-0.099998742714606% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe3XX0xWdRgH8M8L+CIIqG/s9QVTgZBFOUMjQjJgpcbK1kW2pqt14VVr9mddtLrpqTuvmrctN28qq1XLXBlO15pmljPLNDM1yzIr/yBTmSCvXWCludqLAl7U7/r8zvM533Oe85yTiHj2rCu48q5kcSjI5aBYEQnH1TlmT0T0DyUgtwRGK1NvKRqHsnjugJQq8zSaZGlElI48YLJWM2XcpgntIwqINyNfrTZjFJirWKl7IqJwxABSmtSbB67CLHOQGTnAdE/JKJNFEreqwqIRAcQ7McVNWvVhC/pQj2pLIuKGYQdodqcKKV34CJ9jLO5WiSURMWrYALEmSqXcIQ8HsMmXVnnecVkdmKED1w0bQFJGlWlgp6wub6j0gh12y8dcabQOH2CsZhmTdWOTo1htu25bva5H1nRJUz00LIBYGUVmeESxpHX41m4cjEXR77i1Dug2GjM0RMSDEZEYUoAKs83U5CQ2o996HAYnbLHRx06jSYHxlqJqyADxUuSb5mGl8uzAV2DdH1Mw5kePjZ6zU7c05qvEgktN4eIErlXjRu368Q16vIVPLkAujs22e8VJA/Oxyl1IXTYglkdCmXZpJY7hU71YFhE9F+08bLmfHZKPRg1ouhTAhR8kkyRVu8UoSUew125siPcioU+xvVK6deOUWiV22SalQ7VxUhZGxKiI6Lt0wFhXm6rFWXTitDVullFmjgoL1WuyzX47fWiPz/TbqlGHEjRboNMHl5dAucUq1fnRwMvnei3aLFCt0jhJWbRK+U6DPXrtdUYpelCl2FRPR8T4iDg2aEC8G0XutZFzJ5wrT50WE3BU1vsOOeWoWuXKpaSNVmugOc+iBNeo8dvgnoW/EkjrMNF0J1CKWTiIF+2zwWq9XpNnH2pUajFRm3rNssrlG5iUacXy3B8RhRFxOmdAvBz52r2qQIEzOINOvVZagcfOdcGjf98cEVMUeFK7B9RJGYOMDr8qG1wCGTUmaPCDrC/sstYqR7yNbf92JRHx/Z+QHWYrdLsiM/HE4AAnNdrssK8t84tOffYPpp3OgxQqkpZQh2dyB3Tpss998Xj8lGvRf4DkdN/PX4n//L/h/4DfAYX7A0MLBRfjAAAAAElFTkSuQmCC) 10 2, auto;}
1.2572853943507E-6%,99.9% {cursor:url(data:image/png;base64,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) 10 2, auto;}
}
div.testarea{
animation:rwdcur199048 35791396.45s linear infinite forwards;
}
