@keyframes rwdcur136930 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD00lEQVRYhbWXXUhbZxjHf2/MsvhRTW1q/Nh0mjA6p2OydLUNyqi1krUVlTZ4tys7Dl6NUYgXa+nlvC4cRhi7KAgrdAgtnZRVBts07MKWIHRoma3WacSVmMRMEz3vLk6cY8x4kugDIQTO83v+532+3ggOwBQpi4AT6Z9xVYgZo76mA4gfUIVIAMtAHHh5AEzjwYGl9Degn4Yi5TlFyveMAPI5gUDj1avdQCVwEQgoUrqAbwE38P5hCggAFx2nTlW8MzDAjojF8fFvgC3gIfCDEZA528hljY1fu4eG+iIzM7bypiYsNhvJaJSyhoZKTKaS1Pq69lpxcQnQeRgCAnVdXd21Xq/tuNtNmdNJfHGR6vZ2XP39IGWJEIJwMFj63enThoAiSwEoUtqAs0G//yur3W6fvHaNFr+fqvb2aJ3X+wkwDyRUIX7Llp2tLQGy4/Zt6QuFZFVb25Ii5QlFyo8UKSuNQvKeAxabjWPNzVR6PGb0AowDFYqUhvyzLsL/2uzICOsLCyTX1gCKAC3N3RF0uAIsR44gLBYKHQ6ARDpoRBVi3+AHIqCmo4OG3l6e37tnAUpUIZ5k45+3gNL6epKxGBVutxX4RZGyE9gAVoCXqsjcaFm34Y7VXboUfldRKrRkkviLFxRVV0edly9PAM+Bn9Bf7gnwLL2s/tdy7oKGvj5LmdNJcU0N26kUD69cSQA3gDn0QoymRZRn4uQkQJHSZC4sNK0+fsz0rVukYjFqvV6TKsSvqhDDwP20AAuwmomVUw2oQmi1Xu9GfU9PaX1PD9ubm7x+9Kj5woMH5YAt/YmkH8/YDTmnQNM06nt7sdrtxBcWiM3Pa8BZ4Bxw3ignZwHNg4PWP0MhVqemeHbnDpGnTzVgDEgC0+zmXsvEybkNv+/uTnxw/XppbVcXCMF2MmlGn4Qh4C12U2ADXu3FyWsXvNnZSZnTSYHVSoHFAvAFUJ0ObkI/jWgmRl6DaLStjRa/H6fPh9zasgJ2wIW+kEKqENP7MfI6AUdrK1oqxdzoKOHJyY2tRMKH3nom4G0jjKxvROgX0EqAUpeLAqsVub3NcjBYvhmJEA4GPz9+8uSPH968OWgEmMso/keE48wZqjweAOYfPeLV1NQy+hAaMArLJQUD6SDL4YkJ/lpZodDhoMbjWQXuK1J+mg0s52UEBC6MjfUfa2oqSaysJNZmZ392+XyfAQpwQxViz9b7t+VThAOxublxc3HxVm1LS5HL5xsCfgfusjsDDt9ah4fvKlJ+qUjZmIt/PikAQJHyDeBj9H/FI9n6530jAv4AguyzdveyvwGYkkABqw508wAAAABJRU5ErkJggg==) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur136930 2.6666666666667s linear infinite forwards;
}
