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21.212121212121%,27.172727272727% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.272727272727%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.293939393939% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.393939393939%,45.354545454545% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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51.515151515152%,57.475757575758% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMklEQVRYhbWXf2jU9xnHX9/v/fhefl6m0ZjNaecGM7ppFpcUWmHC5qREmqIQ1I2kMMiyzq7dYMpABnF/VDe6YkelRjC0Gwt0blRUOls0FZtkNnFVK8ZmEhtTm18muTOJl0vu7r0/vt+75HJ363VsDzwcfL7P83ne9/48n+d5PpC9bAdOA/35JnNt9X4BcZ0D+p3v2z/HnhhZ2BwGGkpLKNpZY1D1baisMFi9CiwLZkMGQ/9y8V7PHJe74a+nxOAwAaAZ2P95wCRJ47fcW57d5A5WbkStLYbCY6Y06UrV27lSe5E04pUmXQqPmWptMVSxEQETwGP/TfwjR7b5dPWgX9FBT/rAcR33SB/npKxHAqYONRmyLAQcyRTIAFBTqQ9YByxZfWhw52whjRdOuilb6YHi2exhRwzozYN1U4ml6zfEtqdiDA3zKvCTxS6m8/sIsHP8YbSltsLTeOGMSVm55oM/8EDQA9HPSBm3koIDbPiGwYUzJitKaCQNE3EAgZ6RcLDjbmhl/e+ilK01wJCtwxb0W/DADTMu2zggrl4Xl9rt30BA/xFX2VqDc2+aWBY/I1NOfL2Qid8eNObPccqUAobU55O6CqUPC/TBeZfqdhuyvAgIAcHvrzJCb/2gUHW7Db3/boZEdfRQkxFPzHlRU+nm32/1Ha/YiCIBMxnAJLrd4dLJF936zX4ERIE2YM0i/Guwa8BcTTUKjaYHEgmY8dvxwkIAW178nm/yLy1GqtOUoaMvoWudaPA2uteLancwCqzNwLYX6H9ia2YQrScWsXB2d+Hz+zd7NNebI93JkQLuJIcD++zgmrR15r4N4hdVng1qKvWmAeEGBmqqSQUQdCl6ya/SEoRTMc3q1gffLfhmDLfbABn2VXLk/W5xrsWImU7ygV39/njUKF6/3nXx1ki4Vk2luYsARICvnjpLpOvKouQ0wSyfYmeNAfBjAPPlbTlVXysX5EZttWIJ+1eaxS+/k3ezrzn/4ey0AWETPs3Bi4u6/SrqePjwDye6ghvSsDALvP1Kc/rbUbkJANvvfJ0/eueSN4WuiQFTlhe11fs339q79OldOxiNXMmTTi2VhtzSsEuzn7i0K3NOrPFZaGIgNRdudpnxBgYN5W6FRlKNPmg341ctLuveeaZgMnquKJEPC3MiA4jQ1Y7UvaeHzXgXxWy+GsFrpXpOTiaojMvNoU9jTxx8bWo8HJ5ftCx4vZni2h1cSgNi1tknSaxF8fQwOwYSTNTuYHTmPtkw8ZkMAMz1dKcaxXOA1KKTLYjscgDof73ZkIJu6R/+JMOGPYaqv2K+lQZANiDa6vc4xW3EK43Ot/XXjhnCnqAAOL23wTEc9SYGC0269PHJfL39w8Lo32oLFt/1JBDh0WQQ93rtst110ZTue6S+XFvH7SK3t8EQdukGYHtpCfbE010oXV7Awic+najzqcBFP3aFS5GfV3rK33u2cHohE4O30YF9TiUcd0t/WmYDCLgVHjO1Yvl8JYzLRGuLIQ1Z0qCVdAyhUVPtz/jjlKUrvQkm7vXawa91oqMvIU05zAbcUtDe78+Le4Ejh1O64SIQNdX29Lsmj7Ok74ZtQPTAPjv4zW6Hkan5PdN2w4UsHD7oJONY+jmw611Tnc/7dfFpvyqKCVUtN4JAyGeh+j2Gui6aiS6ayIkFANLNAwtnrMcsi/a+Nwr44nIT1k9lHNofjMHYR15C06Bls3zpEVFUtMg4Bricqy6D6zdE1ZYY4TCPAx1xM9cCl4FolCXmgB4te1z4V0bTRwesGS9fcLlZtkosXyl8+c6HawXgj0J3IQS8UDwHBvTcElufjBEM8jJwPOPGjhxbUYI+7DDtcbsvVxrwSVPOUdz3SH050o0C6a4v9ag+ypPeXCJ12rfpWqepFXb/P5YumCvN2pmpaZasvuN99MuBXPyrhOEFfDH7SAzs4dSKQVHE9ljIfn4ETBeacNH7hsWmH4Xi//yn6QCY6RaB52bmtDVv2h05/Oswfz8/x2zEmRNczri+1OlTPflJjrNz4vTlEMePzrDryETAOfPnMsTJ6m34AtAYfxtWbkp+G4bD0H8Xuv4puq4kvQ1fBX6Vxf5ZS+J1jN1IMr2On/xfBv2/y78B+23i++LHGq0AAAAASUVORK5CYII=) 15 15, auto;}
57.575757575758%,63.536363636364% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.636363636364%,69.59696969697% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.69696969697%,75.657575757576% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur214433 2.75s linear infinite forwards;
}
