@keyframes rwdcur101598 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAw0lEQVRYhe1X0Q6DIAxswQT//2d1CaV7WOomgU1sk22m9wQN5Y6rFQX4V8QY2WIf1JIT0ak9BEGTbAEXYCYgI3JG5E+xGpMV+RzjY0zEEzO2Yq1ctQNywnVZDsVqqNvwVsrhvJYL6hKI3TJP4Wnqq7heCUyeARGRQtiRyrxHDmDYBd0TviEHMHJAQESYBl/TpgKENCN2267GbtHIDbeWAnMYq2DLkS0wSi7QivgdB0bg3wMuwAW4ABdwKQGnYfVz+nXcAT4IcAqG9X7qAAAAAElFTkSuQmCC) 14 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe2XMWgUQRSGv/eTE9GQSoyIiFqF4wo5khQiwSKIpLISlCBXi0gKaxs5LCyDhVhIECshh70iQUQkpUI8BK/RQlDj4UW5DfIsbpfsbXJm924PBP1hip2dmf9//+x7swP/OmzQBQKYdFhsQO04vBd8K8CTPMQV0wxycMLWhs0AfBPm0pKoV7+kx5JWzezmDqSjAF9hDMDdAViFEaDl0EoroBcmJDUluSQHZmPknmzB1JRvFIseQNQmBxVA6ICHbQ3YEwlgy/JfAfjn7aJ6OZsJRyWtRyLM7G4LDjm4dzz3NfDlmCDAL8PDPMgBkDQfc8HPm1WjKNuFgkduLIfWA25mi7ElTgA3gBnC7yUzzOxeJOCAtG3/Af8B/mHLhavh1IqZfQ/nNoFyv0bslfQuElGW6j/hWBvmA1giZr+D16BkZvfjzoUf8uF+BQCcTSx4bYcxpSosjZttJMa+Bs4MQg6Amd1KRHQy8f52Mmozu0NOGQGApBcxgudh97SZvUqQf5J0ITfiGMoJoqfJqCU9Ag4OgxwASQv7JX9g5hclP91NfmVoxDEBFUmbK2beNPNzHeIVoNTPeiMZxo6GRaYyDtTpnOXrgLu/Bd70IyAt5iQ1Env9caz7+dJQmP+UXvEqKekLAxabJKYl7ZZeXVVSUi0XZknXM6RXmiqZWcBLZUiv3apkVkyEVm9IekbK9OpRJfvGPrJH0VUlzaw6qIjMkLSQ2IrZXScNQUT8X7JOnqdhShyRtG5mDTLcD/LGKcK7w3/89fgNTycSZNzT1CgAAAAASUVORK5CYII=) 14 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
}
div.testarea{
animation:rwdcur101598 2.6666666666667s linear infinite forwards;
}
