@keyframes rwdcur142780 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAklEQVRYhcVXMW7CQBCcjRB93ASJT5CGF1DkBXaeAF0KKguqIKr08ATsN+QFNPAJJCo/gGZTmLXvzvbZiRdlpdPZZ/lmdvdu9g74ZyPNyXh1ZADAeJhPvpi0zj9QAd6d2Rq43IDxEMwhE6VeEk9q4JdbOTgeFu/MIVcIGlYbgSvAADDqmiIBn2+9ROtS8iSAZgOANwAf+bM0v31+deLq2gDIPb0aIC+rI04AaDP99SIlOgEAmF/tD2aKXAJ1JLqC02JCzCELuADLM9EJvGv+v7IIRwD9xXPA9roAdyPhI9B50bm2jwEk9YT2cbEtWwn0s8j7tUmU9AislyBKSRqAVu9VCdBmSswhS0OSlR/nW8hClV6FgKlw7sSIAuB5Wb7vY1SI9SVQkDD2OFFKBUgU5OFfL3OVTDLQ+7dqASwrIGCFmTlkPszK3ng2/9dlI0QEJAqAJCt7oBIBlXJsgZtrQVLh5P0hZoV5d7Z7J+ymqaWADzNGFJQD+9gqz00HExUCFXDT1ktgPHywErrgSZZvOUpJTkdNp6J+QiSqdwc1NUBWu+l5HQmdXWCs8lqhkTNiTU3oFYGi+HjUzfXaFC5AUQfqSFgy3VAR1ZXQrQ0F8H3MPW3p6YDHW98NSUcHBNxzJWu6F6gYr47e249Jwh1TESLaTMknNt5/NQiIWQQkJS2p+QHbWz5V5K7VGgAAAABJRU5ErkJggg==) 3 6, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/klEQVRYhcVXMW7CQBCcjZD70ATJnyANL6DICyBPgC4FFYIqiIoenoB5Q15AA59AoiI9zabAe+yZOxvkTTKSJfts38zu3c3eAf8MsuyMJ1sGAKTJpfNhu7L/hgnxcs9ew+EMpAmYe0y0KRXxZEZ+OF8b08Q9M/f4RqCCSQYc+WAe/YSXew4NSTADR4CPQFR1EJ+Lhz73BAihJn4D8HG5l+suEO1AtLt9oYdIoQEALYB0xC+TLXYAaNapnMU0bBNzj4Wc+RX6nmgHXsb/d0PQKizJe8iLEHK514IqBWghD5OvxgCysKDV2C3LSgHFLDyGfunbmCnV9gGH6QhEG5ILQGX0pgJo1iHmHsuF7HR9OZhDJqqpAO1wNwT9JvA8uj6vxsE+bKxYrXGiDXnRpwkwHUVdsnY15MmWZdVI8XHZECH95lWctYCgqHWXHXF2+lsB3lzQQ9FvBgWYrQJed9lFLhPue+Gi98QomGWA1112ZCJCTbzYxsREwA25xnQEpMkvO2GRPDsB2ekSdb47iu2K6hmRuF5Oqj2A3r8I8GtASITNlkxNMCH2IHvEQE2olQFXfEKkOYpRu617DpsMIBy5Z9ORimhvRIXa4IjztuJmx84HSqItOyHZ+ICQlxzJYucCE/BkW3r60SKKbSZGRLMOlZlN6b8WAgSeABmSiqH5Ab6UDl13EcJoAAAAAElFTkSuQmCC) 3 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVRYhcVXS27bMBB9ExQ+QDcJ4EM03fgEWvQESo7g7Fogq0Bd1TC66F45gu0z5ATaWJcwkJUP4M3LQhqalEkKqSbIAwTTlIj35sPhUGAIVg0BAPMZAEAebmVszRcT4rplMHE4AfMZyJIiu6yIKzPyw+k8OZ+5/2TJC4EeTDzgyJfr5CesW8ZCEnjgFUgqHcWff/+17CIEk0QAENlDZH/5wg+Rh2gIVMQNMJrF8nArZEklJ7/DH4vswTq9/koJXwFeVw2uqwYA8APAz06IPqNQch37gpIG6ECtVgEAIKvFqAeAficsvwG4u3z5/OS2ZTYJbwD5C+DXavEu8jMi5B5SRemdJHGwbonDKRBNlhyzHphYiPwCI6uFkCXJktwUxPZ4/nC5hiaqqQAn4nA6E2yPwN3X7vEL0/PTVKqEgP4AUusBgJuCzht1S1YNUx4wyQEnhiWdB2JkkYPJ5iwYEBBFZ21CSLDGUgCAMBd8ovsXc66QeFPQxb5uw99E/AGDXRBAXb5cd1mfOZ4VNoVoUzAZ79+PH1eIHIbk2yOwPXZJ2XdHqa5oWiX046uEffJp0vmWx0TYbEMv46PZrj1i3y37mOQBkZ2I7CS3xYZWu9a9h1khionQcwJA1HrgIwqRT+oT93PDPsNMQM7a3A3JtCHJXclS9wITsGqytx9fxHDOpBDJaiG5YpNdayFAEQjQkIyE5tPxBpgLNIi8MHMUAAAAAElFTkSuQmCC) 3 6, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur142780 1.6s linear infinite forwards;
}