@keyframes rwdcur167756 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGj0lEQVRYhe2Wy4tcWR3HP+dxH3XrVlVXJ510Oq8iE52QhEGGIRpRFzJuRkQEQXChf4F/gLrpnQtX4lpR3AizEclyiBsZJrOS+BiMQ9LppNPv7nrd9z3nuKibSU+nu8mICxf+4FDU4/6+n/P9/ep3juAVwy0P5oAIWATmgHnABz4EnonllbT5nQR081gtllfsSXnFK4rrRvgqcAW4APQAC4yAO8DHQH1APAQkkIvllfFxufVxXxwKvxG9BlwEbjZiq0C/AZPAFhA34hYoAeuWBxGwIZZX/mOACOgys32uEfObz3LgDHAb+DvwueaZe8AeMGzep8BLTrwE4JYHNLvwm+QAV8B9KcndF53jC7Wx3bKyoXXorHBlUdqdxVNeGfryVuiLLoghsAT8CXgKPGtgTwZoxC80O/aB68Dc7ri+DXw3bqk4iBX4gnK/ZmOvZDip/W5bL/meJPDEAClwxqVCCJ9ZCf7JrBxjtzzgcBkOO/C80+eAa865r24Pq69IKa+1AknQkhAKUJJpZhhOaqwFrUEKEH0fYo3IbOR28ltCMAdinllPPHiVHugCp4F559yN7VH1Tl65pbN9SbDgQ+XAUzA1aCVptzSiBXFLURkISwsOiCViIqXJ7VUlnQahgfeacnwq5AH7/QYoAniyVb4dBXpp6ZRPEKqZiVrApMZlNVKApyGOBKf6Hp1BC5SASQW5hUChAqWzws0x+3dcajReBmhq7wNToF7dLG5v7dVvAggBZWEZredsPErZ3ykRocLTgn7H48yNLtxoQ6yhtjCuZ6+BAOsQgtNZYa83ZY2Pc0A2y3fOba2uF9+vasP9f03528OUJDM83azY3jdMUkOVGpSETl9DICFW0FcQaaaZhbGB2kGsCDsaY3kT3EVgcBJACPCXB+lbSWIGC/0A31MUheGjRyl5ael1JL1YoSUYCy4zgICNCnYqKCzxGR/mNHT8WT/UDq0Ip5l7A/CbqXpkE2pAjqblN4WAJK/pdzVKaUJfsLVXkeWWqgJPS7LCMhcrVFKDJyCzYNyLNawAQZlbJqnFYa/GLb9m1k1HOlADYZZxUym4vBggJUg520grlIT+zIFpVtMOJWoxhMzAtLG8sgz3Sh4/SskSAwLy0pDkhuHEzAFbhw+n5w7YZsXdjhp4nmJ3ZKiNRVtJ3JKcuxwwmRjK2rI7NFQ1nF3P0Qo4E4AnybcLpJRkecX+uKY28HS7Yn9UMU1M9/Vfba4e7oGDAAPgrV7HC30NYSDwtCIvHYEnmU4NSkEgJEpAmhnSSBN4gmBcg5akhWWcGKra8ni9Ik0NyXQGkoyS6LD4QYDnYzcGytoSCqCswBh4uFaweMojCiVpUbM3rpjveXTbTQW1hMJgDOzs1+zsluxujjD1p7SOPJKfA3SbPsgDjz0h5JKnJVVtKSuLsZYnmwWehvHU0Ot4tFuKNLNEcxpwbG9X7E8qstyQJjVewGGAlaMAnjdh2ayo11FDT0O7JTk779GLFVUNVWUYjg1laUiyiv2xQQiopgYSg3WzMVxVBmsTLl6eR3vQ6nyi9cFJAENmZ3cvCvRDB9S1RenZhSlNDeOJYTIpqCqQQlEby8pGwdpOyZOtkqJ0rG/nTMY1dQXP1vbo9ttcHiygPQDePRagOaXeB9bilrhvDDvDqWFtqyQrHJfPB1gLuxsJ+7sjympWbyUgyy1PN3JW1wvqejaggrBNf75HO9aMRiX9M+0HwN2THKC5t/0RxL04Er/PCsvGTsVoWpMVFinBC2bJnYO8MCye8ggDSeCrWbImW9TWiOa2KQRcXIp/+YPvDcITARqIp8B7Z/v+L4bj6k67JelEms3tnGRagwA/gPmex+JCwCSzdCJFuzVL4xycPx/Q7apPcrZa6g83r7TeZzboXopjb8Xpjy9dvffX0W/Lii+XeU0ySXDA4lKPi+ci5jqKrLAY40gLS5Ja2i2JsTBJKpLUEIXqw1s3Oz/SSjxrNneyAwcj+tnqxxfORd/Y2x79en9nJg5gHUySmqKy5KVjbatgPKnwPchLyzSpWF8vGO/Xv3nj8/G3tBL3jxM/0YGD8bsbvOOF/Nw5rvthm6uvRbx+KSLNDY83CqaJYTwuUEozHo3+4fvtn3777YU7YnnlSNs/MwBA9pNL4d0Pdr+eJsl3Ti/0vvbapWgghNBrm3m+sVE8nOwnf7aWd4G7P/zoVbN+BgAAtzwIeTE9I2YlHAPpURfO/zpAA6F50Tv2VWz+f/xPx78BWlwj3DChv3oAAAAASUVORK5CYII=) 15 14, auto;}
}
div.testarea{
animation:rwdcur167756 1.3333333333333s linear infinite forwards;
}
