@keyframes rwdcur52975 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHElEQVRYhe2UTUgUYRyHn3aGHVo2VsqoJKxghQ7LFuuydJAUN/agIInY1B6mz0Ngty5CHwNJB/Fs3iL2tlAnK1AwgqAyVs0oUwld1F2/O0l1GKPD6jrj7EDg7Oxlf6d3/u877/Pwf98ZIR6P35ckqS+bzf4BxnA4giRJfd7u4XTlxOumUki4tgfe7uF0OBy+C9woicDbqDBaCgmX/qEUEgaBhqHNkNMSrt0FpyVMAk5LFBTQSUynIw9ngI5iSRQU2FjIMNU/CErSv/akRURJZoslIerG7l9LyyyOTzC/tP43X1WSGgk5J5GQO7aqT20V+L22DhD8NPBOy88kZNGwskgS+4CRrY1FlKSmg2mWbyXkKqDWDgHRVNmG5yBW6bUDbhYwwnux8aytYvwKrODnW1tQ1AHq2hpzhWMeuwR2OrAbHlMiHKj0khp5z8ngPY5Ua6xmFohevoP3kIfZ0Wd8+bBin4AeflU9S02oi6nUT3zuj2Qmu5j5Ooe0P0DsWjur8yJDL14CexYQAI3x51H0bff4jqJtnmAy9ZjPgyvMfptm7vsy1TVtCJKPsTf9/Ei92iu8cJpvhYi0HreYFQGvnTjjJTwVCHKuWaW2zm+xXgM2aFfddkrspOnmaS5ciRVn8/+N3+/mTH2FUzjjEUQvHkTpecDhqoBp5fVHQepV85/T5og0yI15MbnzUrGB1ol3VnC7x9yJcsopx+b8AzKlyyZ6Z4RAAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur52975 0.53333333333333s linear infinite forwards;
}
