@keyframes rwdcur150687 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 13 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 13 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 13 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 13 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXUlEQVRYhe2WzWsTQRjGf7vbptskJtUm0BZTsFBR8GahVdRaUbyEetBUQbQfB+/+Bf4H3j2IBy/aIhZpQVQoRW2tScSjooeAosWG9Cvd7Da7Mx6SKlTo5sO2FPJcZnd2Zt4fD/M+LNRU016TBGQM9Q6ou82y85qKEgJ4d5X4jhcfjRUs/zDI04+3kIlh3gIkjlNXzbklb25fxQ+shMLhHr9ah6Xax2ABp4MQSeYrBSjpIklQe56zEh/kITYtWqcgvWgEEiO87B5jvhoXSgJIRtEB9ABnNEVF96pEmoJ0tLSeBHAiBLYNQAJdExjxm9xX8r721mYdT9pPsNVLfl14E8NMdo+TmeqtzAVXgGTR3mAg2N8WCCBCDkLPsXb6J1krT1s4fBagbxp7WwC6ktjx6zzImssh5ZSB3WGRO7oK2hr7LzrMZxa8728wCTBaQThtuWEj7RQPV4SExgUfDXN+snGN1dkgcklDSNAaOAcwAKJcAMVtwdw1Htc1MeDrBDUH2uIBlowMAPV+UL1g/YL8Iq96HnGhXAB3yyQDwsA2vmAsf0WY+zIcuQ2NEVhPY+dSmE4WW5Gch7+B9V8A5i7ThSTl5JhZzzCuKHyvby5884RA8fDDNnjhmLwRktRsjKGD4CkHYMvW6X5CAji08R4f4bWwaQeQeZCCzIkxLpVTcLNc7ZrqRb9XbEUJJrIwLwvjn9Z7FsVbSRa4AvRNY7qtmYmh909gVJIFu/5TsccAHHCs4qMFsuzY+VclXZrD/mJRE9v4DJ/ugrDAMYrJ9616kF2TaxRvlqz2gJpq2qTf0ArP7cw6QQoAAAAASUVORK5CYII=) 13 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 13 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 13 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 13 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 13 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 13 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 13 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 13 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 13 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 13 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 13 6, auto;}
}
div.testarea{
animation:rwdcur150687 2.6666666666667s linear infinite forwards;
}
