@keyframes rwdcur249772 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2klEQVRYhe2WT0gUcRTHP7/fzI7jJmbbskqJZVhBpXjIEqG0jiEk0aVrRhER6a2I6BgdJSioS4eCICpPIUGoHcoEkwzMPJQU/XG1TdPddmdnfr8O2kEdXdLdLvmFOczjzfd9ePx+7w2s6n+X8I0eT1XjqAnGP30hsjGMF1d8n4hhrjEZ9xQ9ZcncADR+DrIhHAfAtB6jGEKoQoSMobx+lCdBJrgZaM8NQPNUBMMaBSBgKcBBYqNQaKaBCTRPGBw5S3d5Vrog5+JYYUyrizwLJBKJPZslEThoHjIebc1W8YUAUhTCbNGF+gnea6YmnWwV9wGwTAT+BSRbkMYZysv35w5Ap0NoCpbI3o0Q52hOVeUGQIhSIIQihmIa5fOFMIqQoig3AKCAjyjvKsq7Arz3gSgBUQSdZjYAjDlvNZciaPWUyV8dpN1+LCOAkDvRCDQGAoEghKEr2RvuozfvC3TrlQDMnQO1H23SUZe+3S4AJ+KlmMFzmNgoGhGUEUhLNg/C0bYuwu9OYT8fXglAZh37GQbgtHuelsQotzo1U4c17oE0uuE+U7siK7H33wWL6fqLa5y8eAIDGw0IlQB9G+G9IOUOktfzaiUwmTW2vaAphUYfnH0aNLrhx0ys/gHJmm0AfNhkk6qrZhgrk+XfdQAgvqeU4Jq7IOYNJJUAcRsneQMjUIUhmkknL2C97M0uAIBTV0vAegSyZB7EOOhnQDUQJfnrGPm9I0tZ/f1dHt1RgAzUAj6HT4aBI6BcYIDYxHQmu/mDKLOKB6dJJ9tB31nC1gRtsr4wlH0AgPyXI6S9NlAd/glKofQ3vFQiNwAAk2PD4A2D8muzg+Ytn99EcwPwtTjIupIWMA7h//9gATaRHYtv1lktb6GEt9ZhiLVNTlfFn1C7VT8AIgjQ5HRVtLMvikq6mayWdw0vI2mtLMQuKEEIGyFsLBnB1aEZSxEkHr3H2qHYsvxXtap/qd8xePvfEfydGgAAAABJRU5ErkJggg==) 12 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 16, auto;}
}
div.testarea{
animation:rwdcur249772 2.6666666666667s linear infinite forwards;
}
