@keyframes rwdcur59878 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 16 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6UlEQVRYhb2WfUzUdRzHX78f5wHHcdIBBx5lWuacY0ksqbF8yKQpPvxhs5yzBzddrqVLnStqix+t6ZqVZTNq9UeGK6druUnLacrJsBI0JsaTEXBwnvC7E7gn+N3xu/v2B9EUsQ05ff33/e67z/u177M0iJtkDAVAIdAG/Al4JWxB7gGSIFoco38t6LqM7Ac+AyyAEVABt4RNv1sCBhBNEol2Dc0wTLjKQmoMsAM24HGgS6B6AZeEzX0XBBK6JEy1fnxbQvhyT3NOz8Hmn0/+CxKZC8HTA5SMjCXuArKiKFGQK2SMTT1E0voRpRamlvgJ2MFHDHEM0O9GOIAEIBAG0Je6UA80cGW6lQSyMEdChDq7uVrupueIild9m/fjLiADKIoyDIbfbWSWm0nVOwjG2vEYTKTMKiD/Awvmi820rn6NjVaP4hTxFJBubAhEPnC0mou2AH3kkWM0IHGMnwcCBGodnCt7AHvDFxyMxEtAHtNuGSZcls/9fQ+RTR8hzYUafJgZbg/eU730akFCskCNV/7NAhLS4BSMZ4xYjmRiDZpJjmRi1dPJsNnJKlpOkf4lH8pAsUBdJ1DNkxVIuKVHwbfE8fQqQXhVjHB/KikuMymGecx9sIEmcw7Z1zKwLmLkntDK2OucjIA0XqfAbwwTWhMiaBdwOJ3s7d2oy87TkJGBoSafufUWUgeAExK29skIjEupsl3EuG7y0Wn/m7o0jQE5Qvj5q3R21PFboJLDp4N0/iBQ3xKoSQI1Ke4SW5X1oo+//msLhDxMZE09Lc37+S5cQ2VrHSfXC9RtAnXbneaMuwS3QyAAdjiof/Ug1dMLSBh4iVWuKRh2GTG2jBS09Uyk5thj+L9II74fL2Te3pXku1rA9gXHrBvZmSYQG4B1E6k3YYFRie1UfG0hee0S8lwJZNmnYN13hhovcEKgmgSqXaAaJlp7QixT1ooaGmZ30FW3gwOBTWw+v5XNz2p0LxSoiwVqLoBAlQWqTaDax6sz4RkY5YRyVDqlHGmdwbSdr/DMhWwK5gSxfFpD7QofARMQW67MF4z8tPYA5QJ11tg6E9qE41GqvCMUpWy+F+++49TO+oPLWhHTvy1iUVUSiRGBSJORc4EY8LmEbXCymeNIvCsEwqwT/bGa2u5mfm3sor5Mp2fvAG3NJzmae4hyWaAiUK3/3h0miMMM3IhAGIfQKgwM5Q3giWkMulW8lnoa+7ro3lPKrq4E5NXAy8BHwC+3vgWTQUEvcixdmoBxZhLJj8hI9hCDJg8D05x05+WQfSGLzEJgHtAIdMQtu1QpFQKRJBB5gtimGP5ejev9LloDhznk03BFy3jzjT6uPCpQVwrUPIE6445PwW2IADpIRTqJWpSoIQljkkaiXEVtpB3Xc1ZmmyVslYx8+cd5ju+Qs46zZSjEFjsWlwDDUbTZ/QykO/FK1whKHajSdDLMT/KYXUNzbmKDFzDGdRPC6HsRkwX+OWHCxYMMPeHk+hIPPksKsqzRr33D9yUVHNgPmOKdfxMhnARw2vvo2HaW6vPH+WmomNejl3Bca6N2CyDH9xSMYTefoCs+/1OOBettWNrMGK0zmWppx5nYRKvnEo31cV+C2+Gn0ziMbriKe64L94u9eOacouqreyYwygplgXhPKU2v53KhlfuW3+t8AFYqheIclYb97Db9A9qoFjkbCe64AAAAAElFTkSuQmCC) 16 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 16 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 16 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 16 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 16 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDklEQVRYhb2WXWwUZRSGn5mdTne3tN20ZdJu2tKUChVMJYhprGIqohfQGIImYhMNmJBwIVZNFI3izppIoiQEUWOMNybcNBKimMYQiLEVMRRLS2opSyn973ad/m2X7nb/Op8X00pTS7TNwjuZZM5k5pxnzne+OUcyMVwSvAoMANNADqDM2asAE4gAlyS0KCmWLJFblcCWjBGPC4RrLpg2F9gJuObAUh4cQAbRaSPjkUkilde5GQCGgHOACpQCcQmtRUK7F/FRwDYgIw0IHAd6+Wt3M1e/DjHZtY/aq5lkuiXoExj5wJiElkw1gA0ds7rxqf0zxCovM/JQgPHtguT6SSbXxIi2u8iOpqHUAqqXo92pBpAABEKB5PYhjC9/oqX4Bj1mNYXBODO+Mop+K+cBJQ3lGxlZBoYktEiqAGwA6MxWN247aMduKiS3ZeKQDYK2NCStEG1zJhnV04TLBSKpkqZ6OdqXKgBpoSEQm0Gcvkhbnp8RokwlC8iQN1Fu/4O2lvWUnckjpyGbtZ2pApAX2b4Ecc86Cro3UEQxBWY2WclhAgMZOFuP8dU5FbVMYJSlCkBafENgFsaJ1k0z+coEYyjWXWWW2EQhbl866c8CAeAw8IOEFkoVDAAe3SNMEjm3CTT76WwO0vvzKDevxRgOC4S4cxr9AqNcYMgWuKHOXy9H/8qA5SykxgjvDjPtFlCfS/6bfkZ3dNGjrSPfv5ocIw2lB/hcQusQGHnc+W0PSWjm/wVYkljXPTEV9UeFtPopgpEYs4c0Cj4poMQ4zVX3eS4oHfiaAJ/AyJoLPu/PvpwM3FUH9Voxwc1/bIGQk8T2tOK7tp/PZg5Rd+E8p2oExl6BsUdgFAsMt8BISfwlJazjrV9ovbGX4zNv8M7gbXqbE/j3rDSwspyHJSQE4tiTPBwaZ/rQ9yRKO7hl9+FzPs+OLIFhx+qePQv7hsBQ7tZHlizC/9LrfEsNGzdFiJ7pZUjrp9XwcsCXRWYTkAkMA2eBbsCN1VmnJbSxxb6WvW0ATrCXY/qnbXlkP7OLxztkSnLqaXA30xoRiO3AGqAKqyDVudecSy2TbSUAAN2Nnd4iPXdsV2PNS25c6124KnoYrNhIaZFAjMnIDqwPDGBlOgzIXo7GF/pZ0RIslEd/X+i699ERxj4+T0tFHkKp4sGhbDIDElLARDTJSJewpqxSrNHOlzIAC+JDoevezFnMk5do3VIAESeOBo08VUZ+Lcns7zbk0xJSHPAB7VgDjpkSgHkJhDpD9KTCzKYxAnEnqpLN2nKAETq+yEe7IlnZiM4BTK+oCO8mXddjDux1aWQ1ahQ503G4w/RHB2mPjDL+3CjjCtagCxAXGCvbBUvJo3uErusOIB+iURmcYE+OEo4PYlDBY8XfcSbnFr0BwC+hxQElpRkA4kAS0jaYoMaZVQYJEUaijg9Cpzi7s4zKEgktLjBygC0r3oaL1dTY5LUG3Or3wBZKkiiZIphnEFL6mJTCmMoMUYcD1TWCf0TnbRXITmkRgtUvwJQFofIYsR0RZir7Gd/2K12rWulSBrgw0UPX4X6u1APrUg6wUGH6McGdwHyhlb4Xo0Q2TxFU38V7+TbGviDBrpQtwVI6wnGS+lToicattQVk96xCzZkmlJVP7mon9mSI0PV7moGFCtGnJkgqw/g3DOF/uYX2kgTRU/cNYF479a3iI92T28afVXbSn77f8QGo0avERRqUExxx/g1A7Rn3ybywTgAAAABJRU5ErkJggg==) 16 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur59878 2.1666666666667s linear infinite forwards;
}
