@keyframes rwdcur57928 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe1WTWgTQRR+m2zbpNkkbU1NTUJTtEICIuIlt1LwUslNEMGLFAreFDwo9hChxXry4CEHIaCCYovSUtrSFCnMyRIERUpNsC2SnyZpSfPX3ew2m+R5cdsl/c22Kkq/y/DezHzvezNv3i7ACf51+Nig5yj7VccVWKkQSqkAKSij1pspiqJvaKy3lXDUdAIEsW1CzM0QRI0/Hp4CANCuFS9SoFL54+EpgsiMCCvPf5sAAEjracPDJS50v8did+tpo9VoMp/Nl7LRHovdvcJHBs0Nlq8E8dC8iq9AunNbXueKGbgAAEAf4xyolUdxEW4Hwyr7mAVUV7d099IIAKBTM2Z/PLLDDwAwzMe8SoTtKYIgNn3IZb5Ifn8yOj0p5mcJ4unq4Ip7BEG0vd9cfQWwnZFE5k9Epwlil48Nevzx8JR83HV9lV2NXYuQIHYAwAWxUnzGlwvf1orJT9Ico9ab2fLGqi3f6IoZCoE+xjngY4Meya7mktbvVSM7BMiV0lSd1iIYuiqbfBYAoGGjsLVu2QoBOamPDXrOrYBLssVWUwuWxAKWREEurFrIvs/QxwY9NEU3nG/s7A9yoUfyOWO46MrZ67dOwJSqv6K2nmJzYjbUXNdySagI8c2KkC6UufXdAkvY8xX42KCnj3EOtOUbLosAVwEAOnWO0Q60XO9jnAM5e31ACERcY5upkVa26VbKVJzV08YnpqzKoaP1vRlxffGmtv2uLd/okkTul+y+kDYTRIYgOqTCmsxk7r1emJ+bKQvzBJGWvwKCaJgQczMHcR+qD0jH101RrJCIPO2x2N3+eHgqWZdkssl4Osr/eCckIuOaM+3u2QK7/Gsrq6cNDw7K/Ehfw2E+5k19XOjQuNoDnTrHEACUAOBaN0WNHpZDcSseL6bH2PLGqmQvcaH+boqCWoIrEkAQm6ZL3JyxrvmN3N+pcwwpKbSaBSxxoTtadaNbSER65X4hERk/crXXipfc4uPPiPiC+z5Yyz/AsWCYj3kJIv2Wj3oJouaPZi7HXwt8ghP8N/gJ67Gx5B72q/IAAAAASUVORK5CYII=) 16 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur57928 2.6666666666667s linear infinite forwards;
}
