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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeklEQVRYhcWVXWhTZxjHf7HtOTH9yHdC2uohS9pYWDNdxRYZjoEXU9lgVkHwYrDBlN3MXckoDAQ3EG8cuxjCYCAOvHAfrNN5MdhNET9Xl2I7tTFEbLrT5jttTM7s3l1ojq0maeKy7bk65z3v8/z/7//5v8+B/zkM9SYoiiKWv8u0cDs6XXedmgm84XELgJBk1NfcHQ48dife0CU2NTXxicn63CSaVwPf8/Ah40tLAPiKRQC+e/x9qt0BuTiWDjO9il88D4k11cA/XGNgfGmJsCzjKxYJyzIXu3xs9PaRzmawdJg53+5g60yYPq+fXsUvKtWrmwDAxGKesCyz/cEDwrKM6ujGY3cym5gHIJ3NABAJDpGYuMzOXLxuEmUlUxRFeP0b9feZ+xG0QgaZFiwdZtLZDCP5FB+b2ghqBW5J7fR5/cwm5vHYnUxFpmv2RFUPlMJkagUgkFXxzcTZ1NTE2eYnqQEtx1Rkmj6vH2/oEgmDAUv/gLgycX1VEmVbEI1GDZHpGxwcWsfBoXWkkzGsUgshycjFLh9nm5t1Q8ITc84m5okEh/T1Lf0Dq7ajqgemJic5fHqUU6dOAXDms2Oo2Tiqo5uwLK/YG9By+vNmIbgycd3gsTtX9URVAq+//R6fJxIMDg6yw28menUMAJ/3BUKSkaBWIKVpAKQ0jXQ2o6vwit1akxlX9YDz9JeMX/gegMOnR9n60hbCkbvA4+EkGbFqBTYXi4S1HLeyj/LckqT7Aqg4I2oyYfTqGJPRu2yxG7j42xUABvp6Ubo8/Dh2gxBPJuVbuTjnARzduGJ3mU2Yq9au6tKn5z6AZDTT73XT8/JrfPvNGbq6vaSSc6xlkU63m+tTt3F3OEhnMxT5E5kWXAsJ5trsjORTnG1uZnRW1XEreqAELhnNSEazDr57eB973v0ITf0dk6mVmfsRrDYXnW43MVVl9/ZXUbNxRvIpZFoIaDmsksTOXJzxpSV8xaL+f6mogKIoYqCvl7C6QDoZw2LrJJ2MsW//Ae78+gthdYF8fhGTqZV0MqbnWWydWG0uItM3iEajhjc8bpHSNDYLwYlkuixWRQViqorV5gLQQc58fRKly4PP3caRoyd0VeDR7EgnYzo4oEt9zWBYcerlUdEDpRaUipXW9u0/wIWfRrHaXKSSc+Tzi2iFDE/vrTXqSlAURUhGM0eOnuDYpyM6eEkFrZCpm0TNm0s/qFRyjnQyhmQ06+AmU6tOpl4CVSdhpRicjfNBPAE8OrXV5sJkakUymste3WpR0yACvb8CYFu7hf4OC/y1oK97/RsJ3PyZbe0WjiuKqFWJmgksI8FxRRGXN2yAyWsryO1ZRuxfj3JSK4oi/tgxLOptQ0NDUZR/TqAnEGz4CSrVfOYW9ASCYmzvcKPxGds7XJbECqf2BILi5MIcQghefOf9hhK4+dUXABxoc3HnVkjH1R96AkGxa/4eb641lklvXPzwoMA553qdxDMK7Jq/B8A55/qGAi+vu1yBZ6InEBSHbJaGm/CQzSJqNvd/eQv+Bntz6880EVcsAAAAAElFTkSuQmCC) 15 28, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
}
div.testarea{
animation:rwdcur229943 2s linear infinite forwards;
}
