@keyframes rwdcur149430 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIUlEQVRYhe3WO48cRRAH8N/0zO7Ors/ntTmfDBxmeYqHBUg8BQSQIyIEZISEhIgAaQO+ADEJEsSIbwASRCATgMHGAnQyB9hgzmf7WN/tY4age7mVbXx3QEDgkka73TP9r6p/VVdV5j+Qut8rMY8CFTawhoAq6y//7dnsP1DexMJl22Uy5Gxaj7FxNUOKf6GY6OH8zHYzrUMyYF1ko0AHg8txdsRAUtYVPQvpGSTgwwl8nBQ2Z46uiixUaT3M+svDWeydMrAwA9xJhiwmhb1kXJGMOpkUTpWWtjwvsDsD6n6vM6O8mc40RRbuFim+CwfSu6fwbdr/LP2GdL5ymeyEgdlvSpHybgKdGnO3GPu59PyIG/ASPsexpHxQ93s/Z/3l8W4MmFo9hyPptxQ9fhx3pv9BDMsK7k/rhfRuHl8knF7d761k/eUNtqi5lmwkoKUEtIRHcZsY/wPmikMOthbtb7A3X9LOX5Z5EU8kHbfOOBOwkGrHjhjoiMl2U/Jmf2LhIRy21C41c3JsThjXUcU5DCYdtSM4nlhbT5gFirrfCzthYFrlmrhXjPcCDus2S4dy7miyGDjUYF8RjWgE5gua4RFXMj0Na9gJA/O4HfeJyfecgHbOXEHIGE2QUdS0M37HqKKR0QkMqwfFRFy1VaDg2gykAjQvxrqFnjxjvsGlisEowg1rhhXdnH05Cw0WmtxSsljC87YSd2CrFoy3C0EpNpVSTL4gZJHiXKT53ISqZoSfxgxq8owbCsqQ2FHNYFViDoyz/nK1XQiKdOgH3KG2YVxxY8nKgItjLk3YnCqroiFZxr4QWfp9xChc0KgWZzwP4u3a0S0Yind4Tu0FE5wZcEubPTnnJyxv0q5jXrRzDuasTbgwjmyE6hBOJ2eGZlr0diGYZutZnHKufcrFFgdKugWbFd+NWNnD6TIqHEw4M6bI2FPEJMwFk3AyeT3bJ7ZlYCjGbojT/sjHDowpCn4bcm7ERpO8ZqXFZoj9de+QvZsxxQY5x/fT2xxa/Ksb/1WKr8lAqtnTuK070/jG93tYucT5MTJaE5oV7QmdSfzyfJONnBrlhCobWhhMh5NqBnP7Upz69wC/6lSf+KXgaDfe/yKjO2E9p874tkNnzMENRoFuoFGxNDwlWE+eD2Yno12NZPVr93R8vPcrT/5xu86ItRaH1zmRhqLfCh66GNmAYeBsSajfzN75+q2rYe5qJMvePjGoe4+9Yrn1kbxVaFasdlkpYhVcDzEZGzVVxsXAav6hZ1bf/zvMXc+E2fJnn9ZLD79kLbznWNZJu+ltTau1NRu3qw89vfaGq8yCU9lJM7rSiE+PfuBYuIvsXbL1mTf8Ggj1l24ev+rZ1dc1qoGt6fhKrH9iwKzUHm/iAbFdX8BJ/TOnpUF1Onhcl+tyXf638idke1mvDkLgiwAAAABJRU5ErkJggg==) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur149430 2.6666666666667s linear infinite forwards;
}
