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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVRYhe2WP2gTURzHP3deAg1FnBQyODo4CgWHR5ZKC51ECgVLh+x2kkyHk9xUpIu4FgndHDIFGupSbnCy0KEdC4VU1EGQEEo4Xxzud8357t3lUgsO9gsH9977/fn+3t3vD9zgf4dTVtAPQ4AlYB1oAHWgCoyAc+AA2AV6gVLXS8APwxfAK6AGzBeIDuQJAqXe/jUBPwyrwHvgGXG0ZTECPgDNQKnRlQiI84/AI+LItRy5Bfa0PB4wBD4Di0UkioztpJwnsi4QifELeb+QdSTnnsjXRH+nwIedgHzz1ZTzNHrAQqDUXKBUJVBqDliQfRM1YFXsWZH5BH4YorX+6rruXeKokoh+AsuBUp/yjPlh+BjYA27LliYO8htwz5YdthtYGg0GtfbmJj/6/fR5oXMAOV+2HNWAJzadDIFfUbR+dnQ0f3Z4yLu1Nff76Wk01ro7zblBosvkn4A4dTdKERhr3fhyfHy5vlOvjxzXbZVxnkKLOBXTaJQicMvz6v2TEwAeKIVXqbiBUscZzQKIvGm7bpP1zA3HcarPt7cv12OtMzIlYepZC1n2J3ScP67Ocd3oigRMPWsxsmXBubHWfhg+nMWzyGtj27SbS+DAWFeBrVkIiLx55abdXAK7xB0NJnV9RYrMVIjciugltzAA2mUJ9Ihre0Igwd40EqlKmCBNYN+mY+2GUrvfYP9zu0ArnZryzbeIIzcxAl7mzQdF7XgXeEq2IUViNOl8EXGkVbKpNwQ6gVLreX6KcrwJ3Cc7D3iGXvrdNg80C3zkzwMyRCwCHSYRF80PiT1P5DtMGUZgtpnQJ24q02bCIfD6WmZCgwTELXWD/Km4DezPMhXf4Ab/HL8B8Q7RkeliyKMAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACi0lEQVRYhe2WMWjbQBSGP8uyISZ06NBCIB07dCwEOhxZUhLIVEo6mQxeMnUrzmI6FUEgdOtuSvBSOngyxKRL0FAydAkJGZKpYKjHEkxw1VMHPcXK+STLaaBD/YNAp3v33v/udO/9MMP/jkJew4bvA6wCVWAZWADKwBDoAYdAC+h6St0tgYbvvwbeAhVgPsP0Uh7PU+rDXxNo+H4Z+Ai8JMo2L4bAZ6DmKTW8FQEJ/gV4SpS5liknw5+WxwUGwDdgJYtElrNmInhs6wCBOL+S9ysZBzLvin1F1jczYtgJyJlvJIIn0QWWPKXmPKVKnlJzwJJ8N1EBNsSfFWNHIH/7D+ABUVZxRj+BNU+pr2nOGr7/DNgH7gHoINBaa6fgOP2i6z603Q7bDqxyc9tjZAYHkPm1UGvCMOTi6Ijm1ha/BoMK8Ny2xkagyuiqxWfemRQ8SSIMw07/4iL4tL3t9M/P+X58PP87CDbzElg2xkOgnif4tdNisX5/cfH6z++dnBBqbfpNJbBg2nhKnU5DwFPq1C2VnMdy5r2zM4qua/oFRj9YEmbBsdnkgftqZ2c0CkNrIbPtgFk0gttELzjOzXWFgrUY2Qj0jLFu+P6TaYKLvTY+m35TCRwa4zKwOw0BsTe33PSbSqBF1NFgVNfXpchMhNity7p4Fy6BvbwEukS1PSYQY38SiUQljJEkcGBbY+2GUrvfY2/BHaCevJpy5rtEmZsYAm/S9EFWO24BLxhvSIE4jTtfQJRpmfErOwDanlLVtDhZd7wGPGJcD7jGuuS7TQ/UMmKk6wEREStAm1HGWfoh9ueKfZsJYgSm04QNoiY1SRMOgHd3ogkNEhC11E3SVfEecDCNKp5hhn+OP9xM2aCskTjFAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur133912 1s linear infinite forwards;
}