@keyframes rwdcur45887 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2WLZSrMBBGb/esQFYiRyIrkcjKSiQSiaysXFlZiURWVkZGIiNHRiJxPNGS15b9abvvOe45HMgwyUxI5gsLHsDZdgBQVdb5ZvGN63C5L+6evyS87PtuiKJlaI9BZSWYo8FYA0AiQlFV3w56Cf6TDwDvANuqGszR0PfdoK2iqtRNjTkdqesjIoLWbeiUr7OhOZmHAvzEW73fDx+HA3W9D0YRQV2LVY+qIisJ75yPkWRFvs6GNJEhTWT4ZNzHEyiqarEtS4qiAgizL4oKZyzZJmO33aGqAETdaTpKFL2cxAIIn95aw+Gwx6onlRgRAaAx9qY9MiZl1UPfXy/Jw3vg1imKhjFQkpbI0qNdjCw9ThXnY5LYn12XKX1n+Tgczn1fTOD93lCWFXlZhLY5GrwHczoCsCnPSxXHEZBhTkes05c35Nt1I89StIvZbXfBlm0y4lgAwhLEseC9/rX9Yg/cJNCczEKWfuIkIufKUEW7OAQHkGT1auxpAkCYrbZ6cx/pOxt8/gWTBL5inGm0TG/siQipxP83AVUNgfvO3izBb5kkMB429qL9I7L053q/wnvFqU704RkmZTjiLiJzHSjPUtS152sUoV+UINyJhTYfQ+uUxrobp/Hgudf9bb5GnaNqJgfT80LUrbMhyhJwGmb3HflKvgr+FKHzPs8GgOau7ODqM1+kGs7a8MmR/PQPyczMzMzMzMwfcQMKq+0NqHUAAAAASUVORK5CYII=) 21 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 21 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 21 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 21 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
}
div.testarea{
animation:rwdcur45887 0.8s linear infinite forwards;
}
