@keyframes rwdcur107605 {
0%,19.130769230769%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
19.230769230769%,22.976923076923% {cursor:url(data:image/png;base64,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) 3 5, auto;}
23.076923076923%,26.823076923077% {cursor:url(data:image/png;base64,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) 3 5, auto;}
26.923076923077%,30.669230769231% {cursor:url(data:image/png;base64,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) 3 5, auto;}
30.769230769231%,34.515384615385% {cursor:url(data:image/png;base64,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) 3 5, auto;}
34.615384615385%,38.361538461538% {cursor:url(data:image/png;base64,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) 3 5, auto;}
38.461538461538%,42.207692307692% {cursor:url(data:image/png;base64,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) 3 5, auto;}
42.307692307692%,46.053846153846% {cursor:url(data:image/png;base64,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) 3 5, auto;}
46.153846153846%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,53.746153846154% {cursor:url(data:image/png;base64,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) 3 5, auto;}
53.846153846154%,57.592307692308% {cursor:url(data:image/png;base64,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) 3 5, auto;}
57.692307692308%,61.438461538462% {cursor:url(data:image/png;base64,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) 3 5, auto;}
61.538461538462%,65.284615384615% {cursor:url(data:image/png;base64,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) 3 5, auto;}
65.384615384615%,69.130769230769% {cursor:url(data:image/png;base64,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) 3 5, auto;}
69.230769230769%,72.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhcWXP2gbVxzHP1dSHP3BWCQ4F9uLiwcLL27PmJKACBQCLa3pUOISMM0SmW7ePFoaKvBUkYLAWqKOGWQ6ePLicwcNls5/BtkeVHtpzopR8UkQNzg1r8PpTjrppJyV4Pzgcb/7vXe/7/f9/rzHQZMkEgnBx5JEIiGEEEJRlOsnYYFbcp0kJAusUCiwublJLpcjm80CoGmadF1E3jsFhRVE6/Dy3Y1ewNzAFcXdPjVP1yh+8mHBV678/XsRaAafShccTwBFMdd0daIoilAURQghhKqqQlVVYdm8EBAFhIgqQqw0noVoVAhhznmqhV7bsLCCCSTq4FGlAV4fXovRcxe0VngbiS7g7+wOz2EX7S3XDGzNt65zI+Vow6scPEoUtLRZaGDqzs206C5t2kagJ1GaQLQWIM0kilYfH0o6hV0UXN7rneC5I7zKO8Fd7G5+ek6BlobhmX0Mo142AeAQxsfDLotB65CCngkMz+wjy+fIt8dsW7mic3h40CDhIe89Xbdn+znxJjSAfHuoba5c0TEMifHXjUhoGnS6lK5MQFVVEQwGGR72A3Ql8fpPk0S3G/FKKVBV1VMVm6R0iBwQDocd4OKt4fBxpduwVqvZ+s0zA1k+70piYEBwcHBgAwpRENwo0TxcCaRSKbG4uOhgmn2RbHJkquWyvythiwTAycm+cFvfMQXTX9wl+yIpbt2Z5J9Xu7a9VqsRCASaPJTgvzEXDw0xo9BO+uaZ0T0Fn/o+a7P19/cjSY20eo1CPl9qnBl18L3Ti/YIpFIpT4X2JjTQdV7bK7G+vk61WsXn8zE7O8v42F2TdEWnLIWAV+4puHPrwtYDgQC5v865uLhgcPBvRkZGCAaDXcHjvyQpFovMzc3x3deRtnmrS8LhB5IjBW67lySJn79/gK7r7O7uks1m0XXddNTSBYelEx49fsrS0rf8+MN9V3BLrHS41kDF8LXvKr6AoijIskwymWRpKUk8vmbPlys6mUyGZ8/iPHnyG/ciDzuCA3aLuhK4vLy0davlksnfmZ+fl3w+H5FIhKGhIYrFIvl8CYDnz/9gYeEnZPmcmW8+t+2dxCpOBwHDMByL3v57RD6fJ7r0K/l8HoBYLCbFYjEJYGJigu3tbVZXM+zs7PDy5Tnlsp97kYesra3x6PFTVlczlCu67VPbKzH15Vf2u+OYtH7Pq9UqR0dHAIRCIUKhEMvLy67neSwWE8fHx4yOjqLrOpOTk0xPT7O1tcXp6SmDg4NsbGzg9/vp6+sjnU47/PwPj9B7QNw2B7MAAAAASUVORK5CYII=) 3 5, auto;}
73.076923076923%,76.823076923077% {cursor:url(data:image/png;base64,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) 3 5, auto;}
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}
div.testarea{
animation:rwdcur107605 4.3333333333333s linear infinite forwards;
}
