@keyframes rwdcur201830 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhe2TXWxTZRyHn56efqzr2nUf3Vq2gnMrGwFRAsqUD81IhIFeeWPijRguDXcmXBIRr/BKExMSE0zQCw1gYogsSBAdgwQJjE/XMjq6r2517Vk/1/Oe83pBixUnxgtjTPok/4s3Oef9Pe/vPQdq1KhR419AmCfcwjzR+F97/D+wVC8yuVxvej6xIXrn7v5rP17Y0LPJpjYHvUgp//HG0pRIKXkQSVDMdhU7wqsPWq3KxwMDA9nKM1omG3wkoAvhikciX10+e3wwuLqOXLbAzUsRXnnjBRRV+Wt9KR8/B1JKpISMVuDboyO096yPCkm+LRQ61r5ixae7d+/OA6S0xaBaeckwjC1Xz595eedb66irdyKEoMXvRS8s0dkdwDQlpmki5cOAezcmKRVKGLqBrgvWb+9DqfIwhMn1H+7Qv6cXh5vu2P0EF7679v7mHYNfAw8qor8L6MJv6EuKYlVQbQoOWz2bXtrI+ZPDBLY2YxgGpmkihIlhGKjPhDB1SfzeDE3tHpp8biwWsFgeWsTuzrAyHCT4dCuziTT2ejsFPemanZraWBEwTZNH3ZZ0fbqpo3t89PIYyflFUpk0+WISUxHktRJ2NYzT3o/MN+JtaGZFqBW7w0qz30NXbwd1dXbGb8QxdAOwcHNkjM5wgEy2SDKpMT2ZJJ2SGBZ5u/q6HjXg8zWeG78X2X/my+vH80tRf7CrFZtVIRD2c2HoCi/u1Klz2rA3KEArVssqgp0ZAp2zFIoFSiWdzt4AuUKRZExDOhUmp+ZJzKaIxea4MvwLzYGeUz5fc76SqSjKY18PcGt0dNvFs0Of5HO313av76CpzUt9vQOXy4HLZcfhsGOzqSiKBSlB1wWFQolcrvhwsgUy2QJaOsdCKkssOsOtn6dxNQY/7+ldc+Dwh4enK1kpbTH4J4H7sZgyl5gbvD9216/NJ49oyQmXr61kf25LmAaPCwWFhYSGltQoFnT0koEwBKbVgs1lpyh0tFSOmfivRG/Nojrbiy2BwGdut+fgoQ8OzVVn/eE3rMIJNAHtfX19q/r7+9fs2Lrt7cnIT6tCYY8y/MUIi/EFLOXyhDQpGQZFXVC0CEKbexAWKOQaFoJPdc1dHLl0QFXV8eHh4XEgD5hPElAAF9AItJTHs2vXYNfrr+15dWr0+rPR78+2yHK4RCIMkyXDYEkIikLgCAZNp7/t3OmhoWOKomQNw1gA5oAkkAVKFYn0YmbZBhTAXhZxAR7ADXje2bv3+dWh0JuZ+fne6eiYmpp4QLG0hOL10tDmN1s6VypZXT998tQ3R9PpdBJIA4vlyQOiKsdc9htYRkYtX4sL8Ozbt29DPB5Xw+Fwn0+1vqebRtJS774aGYsMe32NrFu7dvuRIx+9OzExkawKFcttvpDW/lagGrWqHXt5ba+cpjyl8giqqq5Ro0aNJ/EbNYD542mtPxcAAAAASUVORK5CYII=) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur201830 0.8s linear infinite forwards;
}
