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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe2WT2wUdRTHPzO7Xbbb3WXFtSyFAJZaSP1HCpFqjMaDxmDSeLB7AAzGSORAUEnUCyaN0ehBD8aDJRoPhlQxBBIjQSEGgg0CagsEAQsKtNguiy3T7XT/zM7O8zCtu92ZLW1AT/0mk1923tv3/b73fvN+P5jFLGYxQ4jIVhHpEZExESmIjcL47x4Ric8knjID4keAfUAEYwT6v4Xhk2BoEFwKwcUw/zEILgEYANoURTl6WwSIyKfAi+hXVE5sg+vHQCwwdXstRf06eHA7BJdYwOeKomy6JQHj5C9xaRf0tEM+VTRapi2iHL55sPp9WLYe4LOpREwpYLzsP3Jpl525G/I6iFkWVbXXhztg2XqL3I3HmXNHl6I46aYWYJqDjF2OcXCtnflE4FJYBphpdwFVEXimC6oXaYrXeydglf/dJeI4uUgcjyfGD8+y91Ave7sSnPp9ALLJMjKvOzlAXoOjm8HjiUg6uc2Nr2IFxDR7GD2/cu/2+xy2SACeaI4VyQzNXcAE2vrA4z+tVAVWAZP6VakCKrCCS7tdjVoa9h9P2JuwFC7khZwOf+wExdcIeMvtFVuAx+MjcbiiOZuH/SeSRREu5EM3dBIaMNQN4K+P4ivnnKoCKpliv1MZuPw3DI9BOmc/fcNw6kKS0dHiJizkdK4M6vQndAwTVBXIDYPHQzaPr711egKgUIDqWrJ5GNDAq0JtCPxlRez8yW7J4HWdwes6yRT4vOD1lDiF66FQYGAE9cxf069AlrtaSBsQqXY66AZYAqoCe7rBLFRMBUINgJWtDYGecxI58NwqQIxe7n3VkTFA1rTJJ5DQoPM4GKbTF4CFT4Gp/5kche/OTEPA7l+xGOv7kur5xNc47UZJttm8vWpj0HEIunqL7wAW3N8K4Xvg4hc7sAfRpGFUaQ6oDbUELwwY/aTOhw+++wDJEdtgWpAuIegdBH+VM4C/CpZGYeOHZ6FmcVLxBdcAw19vRo93FEW4VkBErGgNBr998DzhJp5ct/1fWyk5QDTknkE2Dxs3bYFQIxzZ8Nq8AAZgtD002W+qs8ALBEU7v4O5y+N0v8XBzne4mHQ6numHcMlGjUXgla1boOVjGOrZo0SbXwc0ICUiZumhdLPj2F8bInKt7+xHhBrjpM7CgbV8su/q5GwN6Buyy/7Co7D85V8gshK003vmLmx+M5UjDQwD2ZvwOaACQaBODm+Ii6FfExGRoZMiP78hcmCtyFeLRL5ZLXJsq8jYgH1By2dH5PunNwCNQN2KGEFcxvB04QWC0RrqwnNokJ63t0k6eU5MIyOmaROapohpZCSdPCcXd74HNAEN0RpiQLi9tTL5dO+EKhAAApFq/FoG37gwNeizHXQDsD8xEzBiYdK1YdKnr5IVEcvtMjITARMivIA/FsaXSOGbF0C1BFXL2NNSy9jk2L02xsU4LiG3ChXwtdyNHwg0LSCIvU8CgB+cJ95/DfX/Jryt+Af3juFiSUf9zQAAAABJRU5ErkJggg==) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhe2WW2gcVRjHfzO7nWx2N8kmJnHdltamTUhjoFAllkjRB1FBKXhpyEPyUFEoWkQDWoQ+pL54oSBC8YI3KEKlagtSIaJgMSWCWLeWTSqxBFqTbTJNzd6yu5mdmc+H2ZDsJdtEq0/5w2H3nO/s9//Nd3bOObCuda1rjRKRF0QkLCLzImKJIyvfD4tIz1ryKWsw7ga+AQIYcZgagrkI5BLg2wy+TdC0G/xbAKLAPkVRRm4JgIh8CDxNbFTl/GGY/bn8xFwCtvbCzsPg32IDnyiK8uy/AsibP0P4CMMnB5lNwkOd4KsPlU4202AboAXgnjdgWz/AR5UgKgLkyz5M+Ih6+uPBglhZiEWARXW/D9v6bRbm7qeq/pyilNpVBjDNayR/Dw6/2clssjT++H2NoGpLA7kUiLnU1wLw6AhUb4opbvdtgF2cQ13RXKQHlyvID71lzQF++2O2aKQovxGDkQPgcgUkrQ+U81sRAMt6ldgoJ4Yi6EnQk5DIgGktTZnQWSq5bYAUASgq6OdgYQ42+PvXAqAC7Ux8jm2DX3OaWwXDhMk5SGWdibn5fBUsozCDsiz15BlQtDbAvfoKuFwa02fLhhq8oCoOSHQOsLKFa68UpZ2LAHhaGtGKPStVQCU9vSLfIshf83kARV1qxTJi4HKRzaEN7l0dAFgWeIMlw6YNiQWnXZwEW+DKdLoiKL7NYFlE46iRqdVXIEvwgYLBxAKkc873VNZZhuk4aG6Ymknx53SqfDb/nYCdba6B1EKpUYmeuhsQY5wdBwvMl2viuvMZjeUTqeB2wbXrDshim5pJQVMXmKkJPYk9FCl8V8sCfHkem/mrJ6i+nZ57S81NCwLVeRAdsrnCuNu11Dbu3Au1rXD5+AflvFZaAru1rf1drFxiwxMXaK4pDCYyhf3vx8onafABXUchN68rnS9+DRgnD6yiAiJiN/owGD3aT10nT+5/pSBe/MQTOoxFS/NU7TkGvhb4se+lBi8GYOzrKpxT6SxwA36Jj79HbWsvvxziq0/fQk867/7yHXFRD94FHSHnyav2HIMdz8ON8CmlcdfLQAxIiIi5/FC62XHsaa4hMHN17B1q2nqIR+C7x3j79CR6ovwPBh6Gpv3jzpPHLp6q27jrUGKBVB4gexO/EqmAHwjJ2b4eMVIzIiJy44LITwdFznSLHPeKfNEiMvKcyHzUuaDlsnH59pE+oA0ItQfxU2YbXq3cgL/RR6i2iu0Sfm1A0volMY2MmKZjaJoippGRtH5JLn/2OtABbG/0EQRqB/eubL7aO6EKeAFvoBpPLIOWB1P9+etAyjmLbMAEjGAt6VA96V+vkKXMPWCtAIsQbsATqkOLxtEavKi2oMYyzr4QyzjmOGtt5GFWNP+nUgFt91Y8gLfjDvw4/xMv4IHSE++/lvp/G95S/Q1/j9OrJHD5LQAAAABJRU5ErkJggg==) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhe2WW0wcVRjHfzOzLNNlWRZYcLtdBREIAUIAiZrGGo2XND7wVAmp8GKs8QWtjbY2mkiiUWOMSZOmXlNNU1tjFC+Jpr4Yg5eYSqWS1hrEBg2lQIUuC+xuh5n5fBhuu+yuoNUn/snJnnO+s+f/O2fODTa0oQ2tUyLyiIj0i8iciFjiyFoo94tI23r6U9ZhvBX4DPATH4ezr8DFL8GIgr8WCuuhoh38dQCjwH2Konx3VQBE5E3gAaZ+Ui8fa+S9k8lxX+5y/v7t1XBnD/jrbOCwoii7/hXAgvmD9O3jw7dfYmJmdZuVAAClBXD3zqeh+VmAt7JBZAVYmPav+b5L7XrqIADlAfCkGOoucGvJdbF52PVoNzQ9YxMfv0PxBHvXD2CaF4mcDh7oamEsslyvqhAuWi67NQdipcaicFMFbNs7AL7aiOJyFQN2qoea0VykDU0L8vltSeYAtg3Dl7KhQ8gPf84AnzSCpvklNrEnnV9GACxrP5On2H88ljasKjA16+RTpz8SBz3HyX/UZ0N8HHK8nesDgBoGD2cJOyM0LQdmqW7OGX2SfjkEirsacKV6pny5FWCa5ubCCcpLoH4LhAuXjUwbRiPwza8QjUORBxKmE7+uKE1vY73QgF5ejD48iZFslAkAVHyVtDZCRQm4XeDSnKTnQHkx7LwZ7m0AwwKfDn5Pht40N2gahomru3WtM2BZsCmUNmhaECoELdfLtag01Xi4ND7GyGWILCwZPQcqS6GkNAChe8CyGJ1GPXNhbQAACQItOryTVGmYULbZ6xTEdjay2JQEQ5QEM/SUFwbsRGk+zF5JHWka7bgREGOQ69szmy9KbLANsqrkFjBnz0/MYJ84swaAD05hExs5jl7M5rJawNn7q8wXZRtgJdLHyneAtwyGjry+2PpvAQC7qqr6ENZ8lLs+pijPWWhZZSXATDkzcnxQtwfm5yaU+t2fAsb7D68BQETssB+Dsy93kldB7raDBDIMPhnbgPmo82ub0NQNm8LQ2/FYkQcDMNpeS/5LtrvABXhlevBVfFXt/PYu9D0J8yvOZVl1tDty+6HlRbihEyb7e5RA8xNABIgC5loBAPTSfPzjf/x8gPzqNuIjMPA8nD+WGeKaW2HrG87IIwM9BVua90WvEAOmgAwLJbNUwAuE5KuONjFmx0VEZGZYZOioyA97Rb59SOTk4yJDR0QSU84DbT4xLV9s7wAqgVBNEC/Zt3xWuQBvII+QL5dKOf3cbolNnBPTiItpOoamKWIacYlNnJOhoy8ANUBlII8g4O1uzWy+1jehC3ADHv8mPJE47oU61et2Gswa2LCUjKCPWKiQ2I+/kyDNO2C9AOB8Dheghwpwj07jLvKg2oIacS4keyqGibPIEoCxkM9o/k+lAq7bq9EBT0MYDywlHWemsl3zV08igoj8L17/mf4CKIeqlFPEJDUAAAAASUVORK5CYII=) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217238 1.2s linear infinite forwards;
}
