@keyframes rwdcur253386 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhd2Xv0oDQRCHvxMxAUFESQobLQxoF5sUNsZSbBVbBX0H30Cw10rIC6QPiIhaxsZGiCgSQ7AwnSImFq5N5i63d5s/l0su5Fcdt8PM7Hczu3PWzEZGAfy+f9Cq+nPZYgiaGEaQdpqUh4vSg2vhcCWtYPAkRoeA6KR4BThEBk0icgL2rqQbzq8vAYdEfHkRgMf1XcCXhDL5NMhlHwoBpRRK6Xl0Z+/JNgAJZTuzLF+f3viO/ejUgK4eSKARMPm2v1GrvacNg0gCGxJxMvBZ79jbIZAwJWCBz0HUj3QSpnXXu26dC4lU/gyA+ssb0J6EIQFXzFAJaIG6s+3VuU6ilssDkDjYARwSUwtJwJkzTHfJ6J4DnaSTqByfAtBo1oZofAmI4qklBZA82gPg5+kVgK+7e6DzHBE5gcBtKDUwu73pei81sL/6B8BNY1oBlCrfY1IDsvNY8wTUq/7ztmgBbGUSCiC7NgdArlAFvCQiJxC4BmTnsmNdhWLNnpgAsul5AMqxRPgzYT8ayv8feGtHzonICQzkOm4nvWsiJ/AP3wDHoYm3P5cAAAAASUVORK5CYII=) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhd2WsUsCYRjGfxeRQiBR6NCSQ0Jttji0aGO0Fq0F9T/0HwTtNQX+A+5CRFSjLS2BUYSJNORWRNrQ1+LrdZ+nd/d5duEzeufd8/x43vc+K5HPKYCvl1d+q/VQszCT8rjueO6k4UsGO1DuHiyrN1PXwGn11nFhbymrIBAJr+SuCpWAJHdL6tvAYeUcsIn4INEvuS8XoRAwSS7q/kOm4eTiDLBJxBcXALhb3QJcSSjNQCAXE4Eth6wetwYkxoyAKACJfiX8uymQF5tMg+edw5KIZ9KO5+lTFOomNCHhm5WQyJSOAWg9PgPeJBL5HGB/bUdKQBRqB3TpJJrFEgDJ3U3AJjE1nwL6Jxf93z3gJZ1E/eAIgHanG6LxJSCKZ9IKILW/DcDn/RMA79c3gPeJKnICxmMoHZjZWHP8Lh3YWf4G4LI9rQCq9Y8x6YAkj3U2oN76t6uKBbCeSyqAwsosAMVyA+glETkB4w5Ickmsq1xpdk9MAIXsHAC1WNJxio6cwNB7wK/07sieiJzASD7Hg6RPTeQEfgCR+sS14Ysy4AAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur253386 1.3333333333333s linear infinite forwards;
}