@keyframes rwdcur228117 {
0%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhdWXsWojMRRFzwi3SzCEVGEX0ixxky4QQ8r9AGO2yA+kDmznD3AdXLoOuAjGH5DS4EBSpRnjJmDjyhhMcDuMtpiRkG1pnFESRG4z8Ebz7n1P0pUGvjNkjmDkgFQ6fPNUfMmjKKK7WAIQRZGKRWVzCV/ym4cnHbt5eNIiyuYrpdhGbuL2zzlSSsp0wkvAnjFfJ0CJKEzosQ6Cwlvtdid8K/eegm0+paesEKsPGCTRdlyFqp1nHV9PJ1qQzQ9c+awCTBIzmYpXO8+shgMAVsMBYj7OEv2748ev3zum5MqnsGFE+/a5qlbMx7z12lQvGxxctRD1Jumoz3o6cX7nMistoIjcrD6ZxZr0rdfW3UiPT4FsalyuaBNRMQmUt8cvr4XVQ4NkFlO9arGeTkhHfQSQAGtnD6B2dkJ3sdyYJq/DSAlZDUHMx6THp1R+1khncelcArLVKaXk+ujQWT2QVVpvkuREJnkyi/XThfjlleujww271h3IRVjXgflOqT7I2y9yYZV6Mxt833aeB7bDamfQ1rZhZzv9benKVRdETp6O+qSPA/t32A8qq2u9x4jERSMjzYVw33aSFBlRcCsOfhgFR/ALSfArmZcTFl1Ky8JrCpRZ1c5OgMzhfG7E3lB/Rd3FUnYXyw//HX1IRBByU0Qw8s/Cf7SOkhkDr3SXAAAAAElFTkSuQmCC) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur228117 0.8s linear infinite forwards;
}
