@keyframes rwdcur98649 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYhe2VW0yaZxjH/3wifiKSdtp02o5a02ktKAx1HlDjdOt0Pa52yRqtXVyb6NK6iy1x3WWTXSw7ZMuWnZItaXthm61p03WZ2SltcVRUVBAElJMnEEFRisD3AbILZ0MyVmnFXvm/fJ/nfX+/98uT90vAxoQF4BQABgDbwxqZcQYXPFdUfi6HLxL7lgnxzctfvrzWhngIsACUF5ZWnZLU1B0vrajh2FwULn/3sQ5A70YKCDjcp4r2H3r1bWFhqWhPjgCZO55xD6j1TplicMukQdMNYGEjBCpq6o+eKSyRHN3Jy+bm8vODyWzOfJCmlnuHhgm1YYppNQzTc9OmT2I57HEETu7li5pr64+BnZJCh0Mhd8DvJQa1RkKpsyyHaB/XrJZfAqCL5bCExxC41Se7fV2tVCSZRrVMMpmdbVuklhTDegZJkmH75ChHJb3VDmAilsMYMfSIsHIbf5QamUgmn61reufD9MyseQDsnt+uWrQ9v5cBcMciQKxRF59pPy+tbzjZBxCvRKn7A37fZwbVvVEmM5F0Wi1so1L+UazwWAQm/F7PzPkLnwpaOz7ofHp37rf479wE52yWbprycUyaXh3tc1+JFQ6sPQNek9Fo5PF2HamtO5ywbcezpQ6nQ+C0jt8AEFptWnK7xlgk+y37lPEXj8txLZ4CoCnfWL/srkMgKm7IF4rmOWkZYpvVyp+fnYqUcFpNmjSPy/EVAPt6BQoAvA+ga3WBovwjS15qX35JtThPWOhJSdspVA/Kp/yeBUXEvq5HhUcVKKusunD8RGNLz9/SawCc/y4HJ0z6G95gMH9b5vaCYkm1k8liVWr7ZTqapsYeFfqwkCca31DIB7R2Pl/4dZQ6iwGcfrO1feyLH3605/LFd+IJx9b09OaLP3UF9FaP4/WmFg3+56UkEsmDktoDyqLKl8wAePHicxtb2oYHTQtLQ5YFx5Wf74RSU7nvYuVvFy1sAEXrhUbOQElr+3sd2XtyFsPLQWJy9r6fTtp6JCk55UACk1l83+U0A5iN6A8AsK5X4MEnLpVUN+YJCoIMRhjyIS2k/Sps5+U4M7L2CmjKKx6R/3X63q+d3wBoWy80msC+ukPHmnZlZXv+6O4hZAMjyxxOKhEM0Ftmxk3MxbkZ9+y05SaAznjCHwgUl1WcO3j4Nba0T+ntUxlYIcrLtYzrMG3UqnQDdz+nfUv9AFTxhq8KkOUVL1SZHYvo+vN2us2k8ZpHFJcm9MqLALoB0BsBjszZ5raOcNGLDYMZu/O+x8pL+ETzPIAaAOSTBm9mM5vZDAD8A3ZXiEOIcmeXAAAAAElFTkSuQmCC) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe2UW0zbZRjGn5ZS/pS2gQWjbtph5SR0HRQmHWzL7JwWEQebMcYxiApm0w0vNJkYr0xMPG/TXczNGzcTnAmREIyLOiWjg5ZDoSfaQk/QQWEtVEqPf3rwAlmarBtltF7xXH7v+73P7/3yfm8KkiM6gCYAFAC2+yXSEmzMLy2vPJVfXCLwhamCrivnn1/rQiIA6AAqy4T7mqpE4peFe0RMmzOAKxe/1AEYSCYAj8neUv5cbf27O8uEJbn5PGzd9rhLrtY7+oZHMq0GjQTAP8kA2COqrmspq6iqe4zDZRcU7wimM5gLQTIQHhhVUdWGW7QZg4qcnzZ9FU+xBwE4Vlhc0nig+jAYGRlkJBRyLfu91BGtkarQWcIh0sc2q2WXAejiKZbyAADdg309v6gVw2mmcS2NSGdwbYsBz7BKTyEIIjJnHWcqe7tbAUzFU4wSR04JVrrxx4gRqUT6SXHDe59lb81ZAMCQ/n7VopX+sRuAKx4A6hpxQUtrW2/1kWODAPWFGHH/st931qDsH6fRUgnHjIVhVMi+iNc8HoApv9c92/bx17zjpz9pf+SJgu9w99wE520WCRnwMU2aAR3pc/0Urzmw9gx4TUajkcPZfuiA+KWUh7blCe0OO88xM9kJILSa5HE5J+gE4+25W8Zf3U57x3oA4hKbndV85vuOSLfUOP/RN1cjBYK9HVhZQNE6B4C/3tqxXoAP4EMA11YPAgH/2JLHW/RkPk/A5eYugEYIFNKeqVAoKI+6dw3A3IYBhFXPfHr4tddbZDd7fgbg+O84aDWPd9od9h0cbl5pXmGxl87KOqhTy5XhIDmxXtP7iWh48x1t/5gtwi8tvxQjTucW7rx0su3zpQudA5HdB+v1ALYkzD0rO7vxx87rEY3Vs/Rq01ta3GNTUlOJF/fXvKIS1TV6AAgS5c8++sYJ1YjR6Rk1O+3tXX+HWCz2+7h72FZFYGVJbUjRM1BxvPWD09zcgkVEQlSr3e0n07IOpaVn1KTQaLuWnA4zgNtR+UEAsxsFuPPEwqr9R5/i8YMUSgTSUS16h5R4mJPveDSnkEcGvIIx2V/N/b+1XwBwYqOmsQCKxLVHGrbncN1/SqTUPvlYmMlkUYPLZObspIm2OD/ruj1t6QLQnkjzOwC7KipP1dTWM27I5N5BpYEeCnjZlkkdpo1apU5+4xzp8wwBUCbafBWA2PuseN+MB7h+cyjbqpe7zZrBy1N6xQ8AJADIZBhHAzRHWJlF5789q5yQS+QWjfQMktTtvfQ0ABFWvtWmNrWpTf3v+hfM+IDoCfxS1wAAAABJRU5ErkJggg==) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur98649 1.0666666666667s linear infinite forwards;
}
