@keyframes rwdcur160353 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhe2WzUsrVxjGH/wEJRpjHDcJxKGIqFGMGxeugrSuupJQKHchxJX/QaWL7iwuXNy7EC50JSjtzpUUoTGBKCLiIAnGiUVNFHVGTcx3MjNPF1dTg2Jz7y268YGXGeYsnt/7cc4c9Pf3RwCM4xXFvr6+0mtCUJIkDg8PF14Lgvl8nrIsvxoE8/k8Sb4aRBmAJA8ODuhyuV4UogxgGAZLpRJDoRCHhoZeDKIMoGkaC4UCs9ksJUni4ODgcxBmAOLd8+sBHpqnUikmEglub29zYGDgIYRFEIT3oijSZDLRZrPRZDJRFEUKgvAegOWLALLZLIvFInO5HNPpNJPJJK+vr6koCjc2Nuh0OgsAfrJarfR4PJQkiYZhMBqN0jAMSpJEj8dDq9VKAN9+NkA6nX7S/Pz8nKenp1xaWqIgCPT7/VRVlU9JVVX6/X4KgvDZEEwmk8xkMry9veXNzQ1VVS2by7JMq9VKv9//pLFhGNR1vRw+n48Wi4Wosh01AGAYBnRdrwjDMGAYBtbW1uB2u9Hb2/svMQld16FpGjRNq3jv7u6G2+2GIAi/VF0BVVWZSCR4dXXFy8tLnp2dMRaL8ejoiF1dXZQkqZytpmksFossFAqUJIm5XI7ZbLYiNjc32dXVxaor8DDz09NTRCIR6LqOXC4HVVXhdDofVUlRFExMTODy8rKiApqmobe3F4qiAFVs0XILDMNAPB7H5ORkcWZmplgqlZDJZNDa2gpZlh+1aH19HbIsIxAIVJjruo5oNAqTyQRUMQflCsRiMXi93uLu7u47AH/v7++jvr4eiUQCDofjEUBjYyMAoKGhoQJA0zTYbDakUikAuK4K4Pj4GF6vt7izs/MOwO/BYPDXlZWVbF1dHTo6OiBJUrkF9yYWy6fkLBbLo0Hc29tDe3s7ACSqApiamtLuze++LwcCAVxcXGB6ehqzs7NQFKW8O3Rdh9n8qb0tLS0V5VcUBfPz88hkMh/+yxwAakRRVMPh8I8PzAEgX1tb+1swGCyOjIzA5/MhFApVDOJdj2EymcoApVIJ4XAYgUAAqqr+XA3Ac/qmu7u75Pf7uby8TKvVypWVFYbDYcbjcZ6cnHBsbIyHh4eUZZlbW1tcXFy8P4SqPglrn1m7FkVx3G632x0OB0ZHR+H1ehGJROBwOGA2m5FKpdDT04NwOIy5uTksLCwgmUx+B+DPr83+Xt+Pj49nVldX+fHjR/b39xfa2tr+sNvtbG5uZmdnJ5uammiz2Wg2m7/4b/icalwu118AODw8vAfghwdr/9t9oBq1vITJm970plfRP6KDRxj5JNpSAAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur160353 2s linear infinite forwards;
}
