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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACr0lEQVRYhe2VP2gTURzHv7/LYZcOIgiWqi1pkZNCnDoVOmjcxBrUpVwOjqR00UFBrApV6dJOLi6l4JUkm0NJBxdzqxTbwRZLO9TSpbVkqYJYwbv3dUhySWzUpNJUpF843rt3x/t93u/fA/4Fvb57jodlWztsiAAg+vTGoUAEADtvZxF90nyIAAA+sTOXRfTx9aZCVAAowFfYeZNFdLR5EHppQo8ABH33FIAZABoMw+Dq6qo0BQA+0TcCDA0NVf0wNTV1oBBBCPpGBMlkEq7rBk/OdZFMJmEYRhAO0zS7S3PLsmquNwxw+5WGRCKBnOuCJEhVHImc6yKRSAQQIrJs23a4chPbtsMisrxvAADI5VyAhCJBBSgSIAGqKgiStud5M5WbeJ43Q9LeD4AAgGEY7DjbAQhQ8CmLn6oLIXrxEl44Dnp7e9dF5A6ALIABks/S6XTX2Ig5CBEnRPY8HM+sNeQBUkFRgUoBiqBiEAYW33O5HGzbxvz8fFgptZRKpUQptXTyRGh47EH8AyD3dern6zVe5YHTZ06XD7z38NWeuBzFtDONUnWMPTI76WuR0fHUbL2G9wC0t7ej7PqCNjc3/7hBCeLlc6sK+eatVF2lW25EVIURhADY2vqIWvVvWdZVpdRSJpPZKK29y5qdQgxcuPYXHjjV1gZhwfz29l7jtm2Hi9nfGgqFhj3PW8tkMhu7c2bn5129O//Jn6Tgi+h6LHLFWa8XoJyESoFgTeOmaXZ7nrdCciKdTnf5vj+paVrEsiyKpkWOt/qTkVi6S8AJfvdW3mcbbEqGYbC/v5+VHe9XMk1zMB6PLwLlTvhtIb74dcEcBH6buzUVeCCfz9eM+c8SEUfX9VjlWssxPaZBHLIyhRsEqPfCIdnjONUxloiz3iLskQO9N490pCMd6X/VD2jfZmb371RYAAAAAElFTkSuQmCC) 1 1, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur88375 1s linear infinite forwards;
}
