@keyframes rwdcur211884 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 7 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+klEQVRYhe2XTWhcVRiGn+/MnZk0JpNYW5MU7KVYRHBxRXShFBlU8GejLhRREaq4lO4UcS9uhYKCCoK4UREXVl24uChSFSlOFRf+BCYGFUzTJpkkk5l7vs/FuTOZNHYyY0dXvnA5c/7mfc77HeZH2EPVeu2NCXHHNkx/UHgojZNsrz3DyO1h/ixmTzbUX6dmDwBvj9IcQPqYl4A1zErnpw4wvbqMmILIrWmcfDkqgH4JHMCs5AtFvp86yNoVU53xm0dlvhfAOIA6R0mNtit2xuf+K4BSaISiB0wuGh+Nor3mDIh6AAQevaNeu1HheA7TSuNk8d8AuCiB0DOzQwaHROQXMysB3Fk/+7PHbknj5MKwAP1KEOBMcB5EQwLelcgKY5hZCRFMHN70KHC6Wq+dqtZrQ13SfgDduciD0xBBy+2jKZMAZJRZk6vDIrPrMbvPwVfVeu32UQDkbwyFHgCzCG8hHKWIWSGMS4GWTaJmDnhupAChBB0A6ZbDzIHPS6NlGu2Zzq7qoAARQLVec8DjwDTwQRonC50FQucO5AMqiFn4DFUXYFyAsSyCsgPT8Wq9VkrjpLUnQLVem3Dwk5rNAkQiL9+1cPZMZvZabwKbOkkkbZpZBYdHoyJtvw/zBYjANEIyMC0ggXY/8McgCTyhZrMqRbwUwTZB9SbglV4AtSKrOoMYmBZZbl2LKIjBanYE9UWcD0lIqEplUIBxgLaNsyRzlGhR4RxlVrqLnA9GHUO0p6+gVt6e25YygBzwPiJaZoVJXcX7EheyOTb0YAhAHc6Dy3KQvHVZeGTHnCG+SzEYQBon88AJgIr8zrit4TxsbF3FSvMIjc3ZbbMec+maWzDODJdBpdy9d41BEyCNk5OIvIAZleg3HWMd8eDbZSQr7DxpF8Ry814oo7n9pbU6MEAO8SIiL2HmKmOLWpaNS8bs8tNKT1kkgyhq0TYDkR/TOGkOBZBDPI/ISTNzlYlftSjNv425Y+gykDa4dt4vdz2/HsR8F0CuZxB5U81c5cq6RtLcVftdEFmAuPdwt+yf/2OANE4AnkLkHW/mDs8uqlPdbdgDIRmIZHy6tR5ewHuXkwBpnCjwGCLfLvnMnbjh/G7DNrgWSCu0hakGZgbwYRony5cFkENkwNOI8HrjHC5q7Yhb2juB7jm63tn67qDmfQFyiG+AV82MwtRq97Tdi9dp1UhD/ACfjAwg1ymAY3Ob4dS9T14KKWS0QvyLw8QP/X8TdnQGkez01kZ0zW3zzbvHp8dmohIOIRL4rrnOF81G80/PGDA/jDn0+WfUq2q99gjwFmaXBhZZBh5M4+SzkQPkEPuBh4H7gTFCeg5YAD4GPkrjZGkY8/8F8BemSQfrocdugAAAAABJRU5ErkJggg==) 7 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 7 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 28, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 28, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 21 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
}
div.testarea{
animation:rwdcur211884 2.6666666666667s linear infinite forwards;
}
