"Slash Your Costs: How to Calculate 25% Discount Savings"

Are you looking to save money and reduce expenses Learning how to calculate 25% discount savings can be a great starting point. In this article, we will explore the simple math behind calculating discounts and provide you with practical tips to slash your costs. Watch the video below to get started:

Calculating 25 Percent Discount Savings

When shopping, finding a great deal can be exciting, and one of the most common discounts offered by retailers is a 25 percent discount. But have you ever wondered how to calculate the savings from such a discount In this article, we will explore the process of calculating 25 percent discount savings and provide examples to help you understand the concept better.

To calculate 25 percent discount savings, you need to know the original price of the item and the discount percentage. The formula to calculate the discount amount is: Discount = Original Price * (Discount Percentage / 100). In the case of a 25 percent discount, the formula becomes: Discount = Original Price * (25 / 100) = Original Price * 0.25.

For example, if the original price of an item is $100, the discount amount would be: Discount = $100 * 0.25 = $25. This means that the item is now priced at $100 - $25 = $75. The savings from the 25 percent discount would be $25, which is the difference between the original price and the discounted price.

Another way to calculate 25 percent discount savings is to use a discount calculator or a spreadsheet. You can also use online tools or mobile apps that can help you calculate discounts quickly and easily. These tools can save you time and effort, especially when dealing with large numbers or complex calculations.

It's also important to note that 25 percent discount savings can vary depending on the item and the retailer. Some retailers may offer additional discounts or promotions that can increase the overall savings. For example, if an item is already on sale, the 25 percent discount may be applied to the sale price, resulting in even greater savings.

In addition to calculating 25 percent discount savings, it's also important to consider other factors that can affect the overall cost of an item. These factors may include sales tax, shipping costs, and any additional fees. By taking these factors into account, you can get a more accurate picture of the total cost of the item and make a more informed purchasing decision.

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uXQZkd0AAIhKjNxCt/nMmKadUB7UA/ufkMkeuuGL8KzZpkdBj4P7Gw8+k4037aZ/PUbO3NbQBiB9L4SB/Kbearu5dBnR3VLk+1SbGYKj6gmbd5pwZjMiYEnKkwJsDYCuCq8KXZ2nQ7SgTAKGovqIGNAAPZSPz0GzN+Hx/3lgnuk4zTzVd2+gzo78kmdQNNQAI/dce7hFIChP1QaX6zcDQ2MdvtTuItXCWPCk2WNcLju8M4eY7vGrG3E+alJ8K7Z2ow2OB7GmMpERoMUIV23pu5dBnR3jOnQq7ozWO64BBB03UpsJB42mLx6SmuD/nsdn/W+N+8sT6fHKwfCu2f7xj/Oxhyf+sFTdy6DMjvzgGvRn0ADQaSZ4/kaym/tBrvI09E0xgnwtCVoVKVNpUEwJAWAbwryhviY7aeQ3390Dd6b1iZDzdj1QPxx2A+inZNpiCDvJ9Ft3npDTB4E27B8hE37KcRhzoUnt65B32jLNQDYJ7I1mCfWd1IWm/m4cP3VSDgTAGUT2rJ1vpG/5KwrZpnyRp7okTvmb1AV7TRn6kr0pBiNOy9Sgysx1AOzOI88T66kIKpnKYBOqhc7vy7KyW1mOqII93c8SbcTp5qGY0lKpuEADWVED1JvpS2UEnVuM25Ji88b2invEyYukb9CTPnJnd+QrAwhgDMkCO8kzrrG6gABWucaA2QAB3yuB6OFZQwSRmcWb2EAC0EiLmN3nFKOB1KlqMwPJFvUY/8AVILGplW8GZjhuSOMRVBl/BpN7mYuDv74sBpbWKb8TTEkG8+UpRHV4jML6D01I6IG2YxG7MTbS5V8lZGGSOJy7oHfrfUz6KGIyG0ieqiYscoPouZJ7afC92aYTcJAEA3I013TxNPJXvykcTx3QItw/IU0vEgX6o7lWJ7yqJ/Gd1AxCn4JPXV3JJCR5yBm3fNTT2JkE5VC4Eqy+TN9Vn0QaF4kRqmTfjB49Um8dhM0w84kCxUZEzlUZ1AF0i3nrJIhz7wg8Ufoa6IgHEYU6iY8aZ1tp3V56xZ+Ku/c/C82zX5BkKwx7BlxLJ49kC1ee3VVupo0zYkGt72Ts7Cs4JrE4htx1Tz60JSheVKQkrG4j3BPeYitAmtq5P8ALAtMjDu4dvENpcK0ByxSozMdVQ9sozAPWN62owJO18Jh3/Fxg0uIcce6NTS8yokwlWcyDG8BRsZgQa2LlXyUY6PEDDNqS7hFIKiVKIdbKJWUhRIlNyYjySN4qpb5xSC1kwzKEMqWpDYJCQ4sFOaQBoFKtHtuwVH2dziYpK8y19Kk5vYlpSG4VoBlSFQNNdNZq3RDbdgcncOrDsLbYbxC1shTpXii0UuWlOVMixlOgiBrNCOSjPjOIbLCkp+hnStJUuQHcxSVIUhZlFhZRmZtEVqTHLMZEIcweGdS3IbzpJKEE2TO+BCZtIAmTenv8oDvS9KG2gBhDh0tgKDaWyQq0KnNIG+I3VldFLBYwuEw2FW5hRiHMTh+kJU4pIFkGABIjrgRG7tqDy6wDIbwuJYb6NOIaXmbzFYSpJToSTxIO6wsKjbH5arbZQwtlh5LQhsuozKSnhrFtAYmABuqDyp5TLxWTOltCGwoIbbTlQnNE7zfqgcBGlzWJNStZXOp4/i9NLzVHCqUldQyLBt2tQ5yPKSeOEIHmU589bGl2td5eCcnHolp9c/LRBntDmtP+b8H24Fk+lArY1GtG5j8Zn2ZhCTfxVIPARMAdlbc8uvJktWelHgSGzfz1gGo4gwO6hSqxZsiSFKqO6bUhS6YeXr3fKKhuQwtcVDcdp19dQVqpY2IfU/8VMuuWpl5elRMfiMqSeAoZXONc/m1/IaF5VJ+1Gvx/Lurk22EZdrQffGPXhmvnFbfyrSvF4xRQCpKCAokdVICpMHSDp3giDFajypGXa2s+y4cfxTSR57CvQw+mh5eLeZXNpUutv2NstlSMOtQEoRnfSSZeS666yyBfc42lJAiy+ytKzU2pX5euuo882TaOzAhDilpLYVtIIbcKSR0EYjNkGq0pKUTEmYp7ZeEQWwUIS6tPjYb6qj0y0Jw6mwUE3KUuLIQImNDetTUfy79fTWCaugN62ns9tKXsiEZAMRnXclp9IaLTQXPVGdRSBfPKtctmeUmDSFOJW020PHkN4coAStxkrUFyAes2EZVBwgQSBJmK00Gm1VCGzY7ZTTmcMHrIcIvJzFKHlKSgGDBCEXIkHPEiDVZt/ZIZCYXnzKcTITlHsagmRKiSlUzm03AkgxUFNJFVlNx5N4xKMBiQVAKOMw5CZGdSQ4ySUpmSAAdBuq42xgG3MYMUMZhQjp2nMpeGfK2EW4Scp1jUVpOC2wEICOjC4z+XBRKxE5cs5h5PlDqlQi4IXiOUh9qgpnyj0mZSuuyq8oywEtFATlyws21BtxYOVWNS5iXnEGUqeUUniNJ7jEjsquDlN43E51qXEZlkxmKokzGY3PeabbXWIHsU51uH0v8RXXrfAYwnrEJFuJknieE9leQ8RdX/Lf1l16i2A5KEyT5KfajgOyb/JWut4UZU/Ezb0A8U37RPrV8VPFsRb06kn5B2VWYNJIgJUr/ANcLD0zUpvDn3JA7zYa3i3o4Vys3kh9ge2PaAVHTtEabqwVo3qTeZvv0gWFvNFCdnb4Ata5BniQSNdfip5WF3dXTTTTiZuo+cfJC6DWZF7p+yi89m/45rX+cpxJ2fjf+E4sRkIM9A5fyQI03nz1szbQF5n4I77AzHfraqbnLRGz8dcz9CcZE6x0Du429FRcRyPl3RW0c13IZ7auLRhMOBmUCta1T0bTCYzuri+QSAALlSkgXIr2zyB8HLZmDQnpGPHHgnrO4mVIJsTlYB6JKJFswWoC2Y3nye0Ha7A7GtGs3Ko1dQgk3bq7tJL2u75JmNHDzqcOB8/qK+mq+bLZpEfQvZ/mwTAPpDcjvrk3O94MGFxDandmpGFxIBIazE4R4+5IUSWVnQKQcg3pvI+fwH0nbOxFVU6sJ0U9FKVnH8bO6XnZ+djdPAzirrU8R0U/tHBqaWtpxJQ424pC0KEKQ4glKkqG5QIII7K9VeBdyAweNwOJdxeEZfUnaRbQp1AUUoSy0opB4Sua+w23tqjsvCPFVU5RTStG13mdla7S+Jy0qbqSyo8nURX0n/wAjmyv1Mwv3oUf5HNlfqZhfvQr4f0q7O+yq/lD9R1/2fPqj5sUTX0C51OanZrWzce63s/DIcb2Ti3G1pbAUhxDDikqSdykkAg9leAsHhlOKShAKlrWlCEjVS1EBKR2kkCvrez3aXD7ZpTq0Yygqbs89ul+TZz1qDpNJ8xqivefNlzCbP2bhQ7j2mMQ+ljpMS9iYXhWoTmcDaHB0Yw7d/ZFpKlQSYBCRZbG5KbA20w54rhcE42leRasMx4o+2vVJlDbLqZglJIKVQfKEivn630jYOMpunRq1KNNqMqkYrLd+18+V2m+htWClzaTfI+fVYroHPzzdK2Pj1YXMVtKQHsO4oQpeHWSAFxbpkKSpCogEpzQAoAaxyJ5OOY7FMYRkS4++ltPBIN1LV+toSFLPYk19xRx1Cth1iYSTpSjnzcstr3fS3Pocri08vMp6Jr29z38j9lbG2SpwYDDLf6FOGwy3Gwp1zFKTlDqyfKUkBTytxyxaRXiCvN2Dt2ntejKvRhKMFJxTlZZrcWrN6e0zq0nTdnxPqfyXfPQMgJ/1VsHt6iTpNWCVnclQ7ykC0+SYHo41U8nHl9AxZuDh2tVEyOjTayQRHGrBLigfLQAd2VZiDxKhJ7uFd7Ng+HFQe8b4183zVkFW6NOJnv8AJt5pqO8+dVOJGlwgXHnn13pCHrEh1wgH2oSL7tEyB+XZWILCCYvG6TP5DzU2psxJVodRb5agqfT7p1VwNVi0d4jcPPSkoBSeoTuhSibXiZmPnqFHyjU5RrwTpxv8lOtpVG4SdZT5IvuFhGvfSjl3qtEGMoMCwHYPbVhWUAXVvtJ03abjM0M0IdK9OqP3Wgk2gAXpxpJMkq+xGu4X10MDzTTbiUX8omfsjfvv/wC5paUpkjITG423SfKiPNVAtAAg5jO68Dv0G7z02kJtCt0CIEEydSfSaWkz7RI+Dxtvk60rpTNgmxgiY/myapBIWkCMyjB3Ex6hSEpE+3O83WJ7NBJ3empTSiTu8qSAD6ASB3eingkz5XZYABIvvO8/HQhGZaBj2OwvuPZF9+gmlqaPuItFgkC/fvOk0/J4k6b7D8uym1p0BIHeYIm+gEzHbSxLkZTZ7BcxffqZhJnzmouLQb+TxnKVG0zwv31LMZr310KrCJmx1ioL4TrCpJG4qgdvV8uYsI4cayQOb8/RI2XiSVR9RGXKZMPtm5JNhBMTXnl016J5/kTsvEgIKeq3rbR5AtGnbMmvOOat8OBpmYNLSaaW6AJOlRBtdoauo+EKzMCzTTqaqxttn31Hwh89CdvM++o+EKBluKVFVI5Qse/I+EKyeUrHvyPTQFslNZIqnPKjD+/J9fzUJ5V4f30ev5qtgXCRTgFUSeVuH99HoUf6tK/Nfh/fP4KvwaEL9sUztbZXShMZZSVeUSAQQngDvTvqoHLHD++j4KvwaWOW2H99/gL/AAaLQM3bklyoxuDbS00rD5EiEhSlm2gkBIGltPSZNXauc/aHusHO4kOyPVXLlct8P75/AX81J/Nth/fP4CvwaxyRfJGanJczqg51No+6wR70PH5qP8q20Pd4H70/89cq/Nxh/fD8BXzVj822H92fgK+apuo9EXey6s6k5zpbR98wP3p6m/8AKdtD3zBfenvxVzBXLVj3avgH5qQeWrHulfBNVUo/VX5F30/rM6UrnFx5/TcL95cpKuX+OP6dhR3MrPxzXNFctWPdK+AaT+bRnir4P46qpx+qvyG+n9ZnSHuXWNP6ewO5k/LUHE8rcYqZxDZnX2K1aGrlmzxV8GmlctGfs/g/jq5I/VX5E30/rP8AM3I7ZxEQHmx3ND5a1lGxJf6dxzOvPnPVgqUIyzBgJECwGgAqCeWbXBfoHz0k8tWvcr9A+esrdFYwcm+LbNmy0gitXXy2b9wv1fPTZ5ao9wr1UsS5tShSIrVjyzR7hXq+eknlon3CvSKlgbXWFVqZ5aJ9wr4Q+akK5aD3s+dQ+arYG2UlSa1JXLX9aPwvxUlXLT9a/h/9tTKyXNsUKZWK1U8sVH9KHwj81Ot8pHFaND0k1bA2dBoCqq9n45SvKSE8L/itVgFVjYIkrTef1j+suvU/Jt4ZEQknqIvH2IMibSa8sMpk/wDL/Gpz5q9R8lCpTbRGQDokQSDm8kG19fNWFXgjOHFm5MLVYBG70HgQZgVObQrcQLaHQDfEEa8fiqrwVtVjS+kCOO/NbfpUlDqYPspgm5vFuAAn0xrXIb0Sig65k9py/EVKM00to+2U4RwmPiBmRNtPRSEuJFgVK7MqjIG4QPPu76S44k8Yncgj1EiKhR5KU2ssq7ZVY3jW+u+qDnMVOAx9h/onF7ibBhz2x0Nu/dV22u0+SIvZI1m1idYOut5qi5yVH6HY7/hOLtF46BzrEJsAO2i4kZxXwC+TyW9n4jFkDpMRji2Fb+gYSnKL6eyOOTGsJnS3Weerl6nZOAcxikdIsKS2y3MBb7k5QTuQkBSzF4QQLmvD3N1z54/ZmGGFwqmQ0HFrAcZC1ZlwVdYnS1M85vPRjtqsJw+LU0WkYlLyQ20G1dIlK0C4Pk5XFW7q/OMf2ExeP2zLF4hwlh5TTazSzZFZKPh6JLR/ib4YuMKWVcbfE6/zT+FFi38ewxjGcOWMTiUMyyhTbjS3VBCFAqdUFNJUoZkqk5ZgyIPryvFfghcza8S+1tTEpKMKw8HMOlVjiMQ2eqsD61aUJKtFLSEiQFx7Ur4rt/S2dRx0aWBjGLhG1TJ4c19F/mS8Vvx1udWDc3FufPgeC/DY2OlnbS1IEeM4JnELG7pOuyo956EKPaSd9d68BXCZdjrV75tZ9fobYb9HUrzd4WHKtOO2w+pshTWHSnCIUNFdDPSEfY9KpwAixABFjXqjwNGMuwsMfdv4lXofcR/U9VfYdqt7R7K4aFW+d7mLvx8LaT80l8Dmw9niJNeZsvPDzsYbYyWFYpD6xiFOBAw6G1kdEEFRV0jzcDrpiJ36Vzr89zsz632h95w/98rq3Lfm6wu0HsO9jGunGFS6GmVn6XKni0VLcQLuKSGgAlRy9ZUpUYIt2uS+FCOjGEwwbCcobDDQbCIjKEBGXLFoiK/PcHidh0sNTVejVq1tc7U8kV6zslxv6tr6I7JKs5OzSXLS5525wPCh2fisDi8M2xjgvEbOxDCCtlgNhx1pbaSopxZIQCqSQCY3GvOfMGylW2Nmhen0Vw5vpKVhSf4QFq9Q+EB4OWHxDK8TsxlOHxbaSs4dsZcNiUgSUJb8lrEwOoUAJUeqodbOnxpsPaSsO80+2YcZxDbzZIkBxpQWkkbxIFfr/ZGnsyvs6vHZmaGe6nGbvKMnFpX8ujWjt1TR52IdRTW81sfQPwsX1J2DjykkEtsJMe4XiWErHcUkg9hrhv8A8fjh8ax6fanBMk8MyXCE+eFK9dehuTPKLB8odnLSlQW3iML0eJYCh4wwtQulQ1StCrpcjKqEqEiofNNzXYTYDWIcQ8qHMqn8RiloQlDLWYpTMIQhtOZSio6k3MBIH5xg9pwwOxcXsqvCSxM56RyvW+RfDK2ut1Y7ZQc6saitlRxH/wCQhsZ9mq9sWsYDxyhWHKfNKleup/gJ838Jd2q6m682Hwkj2gMPuj7ZQDIOoyujfXP+e7lAeUm3GMJgiVMpKcKwuOqoZlOYjEwYPRAAnWShlJsTFekeeXlI3sDYuTDdRaWE4PBD23SlJHSmxlTaQt4k2UoAHyr/AEmNnicLsXBbFhpicVpJc4wlNys+nGz8oyNEFGVWVV+GP9TzJ4YnOD4/tE4dtU4fAZmUx5K8TI8Yc7QFJDQOkNyPKrh9KWqbnWbneT89Yr9U2Zs+ngMLTw1Lw00l7erfm3dv2nBUm5ycnzPp/sBodCyQm/izRE/aJnyvRVogfYiZ3xHHROkzFQNgtewM9eB4s1ICTmno06lR4abqsEp3Bar3FgBe06Wva3EdlVm5CxJskImwg384uL9tEHecpHBMREQZ3DtPGkJSDcrKpGqVnMBw7BPGllAECCdet7bfAJN+IuTUBGLknUzO7KEzpOkD8dOod0knyTvRFjrPDt40OoNupqCLq+LgB+U1jxU+4SOF501vAnuvQE/pF7kgAkEAq7L2kyBczpTaVKMExMHfMnfeNb1DaxJ1K0ibAQncIvcmIk9vbWQ9MQ4rKlMwMmY6SYg9a49FDMsAg5bkXIjU6aqiNNBNLw6DaYi5sFAEaXPAVBCSbysgiNZ0sB1R5PbasnDm/VWdw6yojWPTG6hSzdSI7puZuewDRNNiJMnfMZgmSbDeeNRPEhP1O0ASdZAFvK3macw2BPuE75AiwERfjrFCEolOpIEfZb+4AyN24CspyeaJMTpoALWnXjTbeGVpA0jUa6mJF9ONhTrbRtInjcbpi0gHXShBYUnttc9U67td3d2UMFPuTpfqgEz3gaeakqaJ1KfKJN7E+gzwpxvCjffU9gudbafMKpiRnXLWSok3EnKBMQbVFfcOgG8Cc0mbD0brRe+4VPfw490RaLanh7W2vZTDjSRIvx1ImBbRQtJ9etZA5dz8idm4nybJTpewcbgTG6bntrzYs/Ga9Oc/bA+h2IHBCBdRJzKca0EmNT3wTXl5CrDumt0OBpnxDEYfOmN2aqHGcmkndFbNhzWXK2GJz7GcmiNKxsLkc/iJ6JIIBPWUrKm2pm/VGkmt5Wmtm5AME4V1KEkr8ZjKkEqgYozpJy5deyo5BnO2+aTGlJWEM5RqrphkHerLApxrmhxhQXAGCgar6dJQANZUBAjtr0BtbZih4yltpQSp/BZEoQUpKZQVlIAgp8rNFtZrZdgMht3FlSA2z7ERKQhooDQzESAnJrO6sHPQwUrnmHBcy2OcGZtLKxxQ8FD0hOtPDmNx5JGRrMIkdLcSJE9XeJNemORQSXcUpuOiW8no1IjoyA2lJKCnqkAgi28UxyZ5IOMFYU90mZ9pwLMhZyxmCgVKMjKIuZtcXFYuta+pbnndHMHj/ctD/wCw/g0tPg/48+8/DP4FevRSga1d4kZHkQeD7j+LHwz+DSx4PeO4s/CV+DXriiad4kLHj5zmNxIVkL2GCukSjL0hzZ1iUiI1ULgVO/O8Y33TPpPzV6KxnJlasSXsycpfbXBnN7H0cbtYDnpHE1tYrOVdrgRXPJifB4xvu2PhH5qWPB2xvvjPpNesZrE1h3iRbHlEeDtjPfWfXTifB2xfvzPoPz16pNKp3iQseV/zueK9/a+CfwqynwdMV7+18En+tXqYmkzTvEgeXvzumI+uGvgE/wBasjwccR9ct/AP4Ven1KpKjR4iQseZT4OL/wBdNfAP4VYd8HV1IKji2wACT7GTYXPtuFemFGm3Km/mDzHsvmEU7MYu4AJ9iIyypSYMq8uUm3CDvFTx4OavrsfA/HXbsDsFLbvSJMXUcoTAuFJAEGyAkiRBzFCDaINutVZSrO+jIkefR4OZ34v+L/HS0+DqN+LV8ACu+ldRsXjUIjOtCJNsywme6Teoqs3wD0OGfneUfXSvgCg+D6gf6yvzBI+Q12ljarSjlS82onQJWkn0BVPuLGv/AKo6szE4p/kDZ99c9I/BpvF8xrCUkhS1EbsxE11V7lNhx/rDP3xPz081jEOIzIUlaDPWSQQYsbiq6lRcSp3PKuL5Phl1xo36NyBOuUgKE9omPNUrDYQDdV1y2EY3ED9cT/MTUFqulN2DFts2PZWKePknuqPmqgnYBV//AKR/Ocr07yNyhlmfrdvUkiShM2/Ld3V5g2OZJ+0Hxrr07yMuyyZAHirW6STkTx1VvtETWNXwoyp8WbdgsvtU24Qq44TlBHmPpqxQB7gz33UrUACQYOs1Fww6tldokcLWi4GvoqagGPL1tYC4G6YB7SSR6K5bHQjIVPtE2mJI+IEk+mhRNpCJ4zmM8BAACb6C9ZLY3qndMkAnWNYMa2nvApWcD2yfKiSqMx7TJ9RIrFgQlW+UWkjqK36d57+2tf5zY+h+N6yJOysUbJA/SHfbTqeHdFX5eQLAoiN4Vu4wJvuCu+1q13nJxCPEMdcEnZWKsAqPqDmkQAN1xVXEM+YcV6J8GDmDOOKMdj0FOCBzNMmUrxZG86FOCneLr0EC9a/4KHNSNq4tTuITODwmRTiYMPvKktszp0fVK1xfKALdICPe7TYSAkABKUgAAQkJFgABYJAsAK/PO3nbOWBvgcI7VWvXkv5E+CX+01rf+VcNXpuwmFz+tLgYw7ISlKEpCUpSEpSkAJSkCEpSBYIAEADQV5v8KDn9RhkO7P2e5nxSgpvEYhB6uFF0rbbWNcbqkqT9SvfOIR0jnu2JtbGN+L7MfwmFZWiHnnXXk4xc2KG+jwy0tNRqtKitU2KADm83/nRNpfXOzvv2I/udfG9kdnbJjOOM2liKd07xpt3161P65fe6HTiJ1PDBP2/I88TXovmU8JVOzMExgXMAXEM9J7M3iAlZDjjjpPRKaIKpXH1QaVyznh5sH9jOtM4lxhxTzBdScOpxSQkKKIV0jTZCpSdARG+vefJfkls7EYZh9Gz8AUvYRp1J8Tw90uISsfpet6/Qu2W2tm9yoSxFJ4qhVk3Fwk4pSirJ3TXJyt7GceGpVMzyvK0eced3wqnH2229lJdwpMl915DSnvsUMwpxARqSsgK0AywSbDwWefbF4nHowGPd8YTiErDLqkoS628hCnAlSkJTnZWEqT1gSFFEECRUHwveZx0YhvGbPwc4dWGS281hGR7C8gnrllpM9G4kjrpSQChWYiUzVeCLzV4s7Saxz7DrGHwocWFPNqbLzqkKbQhsLAUoArzlYBSAiJlQrz3htgT7PVKtKFOCcJNZmnVVSzss3izZrJLmvJmeasqyTb4/hY9sV83fCL2OnDbZx7SBCfHS4kDQB9KX4HBI6SAOFfSKvnD4Se104nbWPdQZT430QO4nDoQwSOKSWzB3iK+c+ined9rpeDd69M2ZZfhmN+0LZV7TQcFi1NqC21KQtJ6q0KKVjdZSYIMGLVK2rtx58APPvOgGQHXVuAHiM6jBqurYebnkq5tHGMYNqy33gkqiQhsSpxwjeltAUsjfEV+3Vp06cXVqWSgm23yS1bueUrvRHp/wE+b/ACNu7VdT1nc2Hws7mUq9ndFz5a0hoGAR0Tm5daZz3bRXyi5QNbNwy4YYdXhkLiUBSZXjcTFpjoygCYUGUQRnrvfPryob2Dsbo8N7GvoE4LApmVJVky9LMGVNNhTuZUyvLJ61edPAUbB2wsnVOyXyn7YuMJP8FSvXX5Ns3EVcT37tFNawjOGHT5JK17eWifJtzPQmlHJRXO2Y9LHk7sjk9g+lWyy22jK2p9xoP4x51WgzZFOLWogqyJhCQFEBKRZO0ORmyeUGCDzbLKkPNqDeKZaDOLaWklMZsiVyhUy04Ck8CCDXP/D8WfEMGNx2mSRukMrg94k+k1O8AtwnZL4JJA206B2A4fCkx5yT56+ceFrx2KttLEVe8Opxzu1szj+d1fja2ljfeO93Vlax2fDYcNobbVkJQyhBUSqDkSE3Ga3rtvpwPp1CUzb9KNp11SbDWaf2jiIMZoi4CjCeJjt7KYRiwTM3kGchiRp5KYgxN5r9l2TipYvBUa8/FUhGT9rSb+JxTWWTS5D3jBv1FRFyE5YOgtYQdZtWQ+rTKvcLhInifKBCt1jSUYgXELIzWiAbQTOluzSew1kYxRIItJBiMqcwEcTqPXNd5DC3VE2QbjTMkAb+r1tOyKZQF3GUedXdu81S2VrIIgTOZJkqCY13XBEnU7uFMdYXmYkxB03g2Fp+SgLFToG5O7s+Ieelt4wdkkk66RwEjhr31kZjcIGthlv+QnfTpzgdVM9UToPNrSxRSHuF+rMC8Ht1jf20vrG2WPVejplwDETulO7iRx1rJcOsgEmwzdvYN1AOICo04REQP+701ltlW8DSSJtEbzf8ppkrNuuBF/bHrG/ZTRfjVe6AI3m+9V73pYEsNK4p38dDrJjsrPRq4pA1Np7B80b7VFcH2ZJ1sAPNoRPm4U4Vk+6gnXsSLbhY0ISUtnTPx9qNImwmx1vTYbNgXSTY2Hb5xSQgXJKj1ZN79k37KFJHBRmw66otEEwR3+arcDrzY0KlGdRvIv2CB29lRMYU71AGOsSQABw7Jn8prJw6b+x3m1zp2ySfPTDoA9ojQSQJgnQQLZ9NT56pDnPPU6FbPxABmQ1NxdXStyexIFq8s4RXVT9on4hXqvnmcBwD9gJLYBhMA9K2dbmbRbvPCvJuEV1E9iB8Vb6fhNM+JZYU047UfCqvTzhrMwGqveRCiGnwmZ8abIicwHTIUYI7CTVBNbdzMwcQ6hSQpK5lKhKSChuZB81Yz4A3Tbb5UrElKiR41gSmCTAlOYgiwSLk7rHgaVtd4qViFJUVJG0cGZSZSEAIkyLBG8nTXtrcsPs1pKC2GmwhQgoCE5DvumINOtbOaCSgNNhB1RkTkPemINaN6kY5CxwToKQUlJSRYpIKT5xY0+F1AwbSUJCUJSlI0SkBKR3ACBUhCq52ZW5EsLrOeooXWekoGtCSFUonTjvqP0lAXQWJAVQF0wlysBdBYk5qAqmCujPQD4XWCqmAukhdUWH81ClUwV1ha6EHSqkhdN56RnqlsOFdNuOU1npt1VSxBxa6bKqbcXTanKC2o90la5yu5MN4vKVkpWiyVpjNl3pM2Kd/Ye81ddJTees4tx1RGtLHIuXPJ9OECAhalFySSQAQlBSREcSQfMK3LnBxqk4CcxC1JZBO8lRSVekA1rfPI5LjQ4NLPpKfmqw52XIwzaf19A9CF/NXd4lC5oWmaxX8mORjeIZQ8tTiVLzSEFIRZSkyAUmJiY0mY4VveGYS22G0CEoRCR2D5TqTVXyIthGfuU+kk/LVi6uxrnrTbbT4I2QilY4Hy3P06/8Abo/o01CZNOcsVfTuI+6p/om6itqrfHgjYyctXVPd8tQ1Kpa19U91RwaqBa7BupX2ifjcr0zyFXOHY1/QbIJtE9GnSyjbS3y28x8mT7Ir7VP/AOlel+QDM4bDyVCcG1HW3BtJOUZh1Z9sRoDUq+FFp+Jm9YRE6TwmwzEcJMwNLVPQsWiBCb+ST2klW6q/ZuHSL27TEjfvNwfnNWaFoFpmBwVAi82id3ZwrlZ0GG3B7UjSbad5geVpY2t6Fk33mBIgQme2VFPmjWhzEptIUZvZCoJAsDeDBjQCseNGLIWRP2KZm1pB63laVLFM5T9l2yUQB3Sbd5rX+cpJOz8fYR9C8XqoZiehc4JJIFrCBxq9L6rwkAWvIJk7u37Uec1Qc5b/APm/GjKI+hWLAOe31ByTAJG/iATvOlRcQzmngRYIJ2IhSRd3H4hazxUClsfwUJFdxivlhs7lJiGkhDWJfbQCSENvOIQCdSEpUBJqT+bLGfXuK/fLv4dfm+2Po2qY/GVcT3hR3knK2Ru1+V8yvb2G+ljlCKjbh5n1Gy0RXy5/NljPr3Ffvl38Oj82WM+vcV++Xfw6830TT+8r/wCN/rNn9or6vxO8/wDyAD6ewX/DFf0zlT/BM59WsM0nZu0HOjbSo+K4lZ9jQlRksPK9o2FElLh6qQSklICa8zbV2s6+Qp51x1SRALrinCEzMArJIE3gVDmvvl2Uw9XZNPZmIedU1pJKzUru0lxs9bc7o4+8NVHOOlz6vYZ8LSFoUFJUAUrSQpCgdClQJBSeIp2vlnsHlRicLPi2KxGHkyegfcZBNhJ6NSZMACewVN2ny/x7yC29tDGuoUCChzFvrQQRBBSpwggi0GvgZ/RPUz+riVl84O/5ZrfE61tBW1j8T2R4R3PyzgGXMLg3Uu7QWgolshbeEzSC4tQlPjSb5WhJBgqAEBXhRapudd53k/PWJrFfpPZ3s7htjUHSo3lKWs5PjJ8vYlyXLq3dnFWrSqu7CvZXgL83vRMObUdT18RLOGkXGGSr2RwfdXEhIOsNHcuvGtXOF5V4pCQhGLxKEJEJSl9xKEpGgSkLACRwFZdotlVtp4OWFpVN1ntmdr3itXFari7X8rrmSjUUJZmr2Ol+FtzgfRHaakNqnDYLNh2Y8lTgP0w6Le2WAgEWKWkHfWr8w3LUbL2nh8WqeiCi2+BcnDugoWQIklEhwJGpQBvrRCaK6qGyMPSwCwCX91k3b801Zv2u7bfVkdRuefne59IedXkRh9v7PQ2HwEKcS/hsUzDqAsJUkKy5khxopWpJRmTuuCml8gOTWG5P7M6Nb4DLOd5/EuwjO6uMysoJgmEoQ2kqUYSOsoyfnnyf5V4rCgjC4vE4cKMqGHfcZBNhJDakyYAEnhSeUHKfE4qPGsViMRl8np33Hsvd0ilR5q/PvR7it0sG8W+6KefLkWa/tv8A62vrlOvvkb5svrcOJ9L0YrpEhxNwtKXAkgyElKeG+NSDFYSqwPYI0IvYhRFxe0Hj2VX7AgYdkdLA8VQZ6kmUJEWEzfTXWppKdc6+9OpMTuET1iNRutNfodChChTjSpq0YJRS8krI0tt6jvTG9yNLE+bgJUBv+PWgjQSSNdYiN4vEmIrDKkC3XIJ3g6gGCQCewSKcbIj6mo6DNIgxrcmRrwmtoaG1MWuFeSYKlKAPbe06GN4JpCmxEwCNwJm3/upSyqQcl9DKxcazaZFR1lUx1RfSSZ0i4AvUYLwvWus6bgIgaC6rX9NZD4mMyt1yAZIMW11MdlqdS1aMsAdid++N8U4poz2q0kiwvGlCiEMjdNhEwd9pvFPIw++DeAZjiItO+O2m0giDmF5A36axA9forASBMr9twMk9nZupoB5OHMWA3iTAkd0EzrSg2ew6d/AaJ88WpAKREqVcaXn0fIKyEjW/YOFrTb8pqgkBBsCRv7bmJvHmoI7d0Adg49/GmFAaXuOPDX5hWURNgTed8WPf2eunEhJyjSZ9EW4ms5hOsyfUPj7qj5Y9qYzXJgbu24HYKcCewAaJFhrFzbz9tqjAhw30Ohi2+w3DQdp4VHdVa8WJkcIESYIEwSeOulP4he4ZeAk9uoAE/FuqM+viSbm0GYGgGgyyJMQL61jcpz3no/0e9YCUtEfa9K3oBYC2u+1eRsNpHBSh5wSK9dc85jA4jTRpO6fqjZ1uc2kmbSBXkVOq/uzn89VdNLwmifEl4RV6lOGoOHVcd9S3DWwwGlVsvM+7GMPb8qI/q1qriquebF7LjU9uT/8AQfIKxnwKei0qpSVVFSqlhVcAJSV0sLqLmrIcpYr4koLpRVUQLpQVVsYkkLrIXTGegKqWKSJoC6jhdGeqkCQV0Z6jlVZUuliMfC6wldMBdHS1QP5qStdMqXSVuUA8V1gLplSqRnoLDhcppa6bz02tVLGNha3KbKqbWabWqlijueubJ2g7j3FoS6WUtyQEk5SnNlGbKQc951I4ARffluVznmoHXdP60j+ET81dNHSMpdDXPikXmyuSYSrM+4X4PVCgYBFwZUpR8wMcZq72zg0PIyOCRMjiFbiJGo7bcZp5aqbdXWt1JSdxlSTRpG0uRxQlbhxDhCEKWBEK6omM2eAbaxbhuqdyC2wt5tYWZ6NSQkm6spBsonUiNe2rLla5GHe+4qHpBHy1r3NkIZcPF6PQlPz1vcnKm2+pFG0lY5ryxP05iPuqP6JFRGzUjlofpx77dH9GioSFVnHgjaSlmx7qYzUtRse6mAayRC55Jnrr+1T/AF69K83YV4swQBHijU33ZU62398615m5IfVF/aD+tXqHm0aHimHOVP6GQSSQFaQLxbQ2m26savhRlT8TN3wThiIQDOswMx4Sq4E6VLafO5aYmSAkXj7ZWg11F6ZwoTGibbhOp0Jt5Px1LWQLGIGkaHuM6d1cx0GG8RqQTp2J7z1Rr2i8VhDokRc8YUADvkhIJA339NKJAjyp18hSo84HlHWaeJHuSZ4NqGbfeTJG65isQNIiwAUoQbiyc3YnMDm7e0SK17nJJ+h+O9jUCdlYycxBgdA5ukmd/fbStmWiZlC5MapyWMbwrTsAHoqj5yW1fQ7HDKQPoTixrwYcMBMkyTpNRFPlvRU36FO+9Ofe1fNSfoY57058BXzV3HMRKKlnZrnvbnwFfNWfoY57058BXzUBDoqZ9DHPenPgK+aj6Fu+9Ofe1fNQEOipg2W57058BXzUfQt33pz4CvmoCHRUz6Fu+9OfAV81H0Lc96c+Ar5qAh0VN+hTvvTn3tXzVj6Fu+9Ofe1fNQEOipZ2Y57058BXzVgbOc97X8BXzUBFoqV9DnPe1/AV81B2c572v4CvmoD6e8nmQGGSEwRhWjoBKejSD5PAyO6PPMDETAF+0kcLBMDeTInTsqu2AghhgEExh2/KzAAdGnfPki86iKtEqg5VJTZMwdT5xMpPHtrkZ0oigwBJXZVrnUAZSBBEyY84pRUgXIVGk6iRcbhbd5t1ThiYtCdT1dSIHZbeeNgOFJlVyMgGc24aQbjS+oqMDYLcwQqYESNZ1kjePiNMEIzfUiRYyCoxbuMCTvqQhZOqgBmgdmp3agTrfdTWIWm4U5cq1kC/eBYdYnhApxBZIeBsF630AA4j1VlMagq3Ce09w0obxXAQcoSN0DfqR3+ccKWHCBMXsNTr37iZ3dtCiW2RYws671aAabokinHG4PkTFyPSDZSuMa60kukGOqBN9fPM8DWUHtGt4STa1ifQaWBltxU6Cd0qTPcJPpNLaKtTETMTP9U8aDJ3mJmyRF+8VnoiYJCiBeCQLT2HfpG+1LEAkyYIEJCfKPAcI1189OJTaMwtN+wDtUe22+sBmAZSLG0m+nrNvjpaEx7m8wALze/cKpRWQbzcj3I9N5M21oURIgm5A0A0i9gNLDSsJX2jS41Mzffu7aQ6pUiFCOuVdUybZUgbhBMmZ13VjIGYEnUkneTGW8mOBjS/CmX5vY71X8oxGUX03EjdF6dKp3m43RZO82360ziMP1hAUbkgAwAJMTe10i/aawYOf884nAv9ganeArpUzl3btRa1eQXRDjg/Xl+sk/ERXr7ngbjAPCPJS3xiS62D2E/ZejSvIeIT7I792/qprso+A55+L99RTJuO+pTlRGhcd9TFprIxI6zU3kSqMY2ftSe4K/7qiZKsdkYfoXUPLMAWjgSUkE9kpiNb9hqSWgOlNLcUhwTiOk6MKUQt1KenCoUlKcoATBsEKUkgAxaa3nCIypCb2AFyVK03qMkntJNa1huW2FgTiGwY0k29VO/m3wv1y36z8STXLPM+REl1NnCqUldaunl5hB/rCPQv8CsJ5c4T64T8Ff4FY7uXQyubSFUrPWqfm8wn1wPvbv8AZ1hXL/CD9P8A4p7+zpu5dCJm2FdKDlaernBwfv8A/FPf2dY/yh4P38/eXv7Krup9BdG49JWA5WnHnFwfvx8zL39nSf8AKPhPfVfeXf7OruZ9GTMbmHKC5WljnHwnvi/vLn4FB5xsL7tf3pfzU3M+jF0boHKwldaT/lHwvu1/elVk84+F90597Pz1dxPoxdG7Z6SpVaOecjDcXPgf91Y/ylYb9d+APw6u4qfVYujeC5SM9aQrnMw/B74A/DphXObh/cPfBR/aVVh6n1WRyXU3tTlMrcrRV85bHuH/AIKP7Sm3Octn3t70N/2hp3ep0YzLqbstdIW5WjK5yWvenf4H4dIPOS17076Uj5avdqnQjkupuzxkEdh+KuY7IxjmEK0paJUYCitKgOrMZcpNr6yZtpVmecZv3lw/uk02echG5hX3wD+rW6nSqRTWW6Zg7PmbJyd2op5vMtOVQWQRBA4gjNeCCPPNI5R7RW0iW2i4SYge17SAJI7q1lfOQn63PndH4FML5yB9bfxv/jqd3ne9viW6tYxjNr4l5JbWwQlaSkkNrkTpckgCY3VZ8iHUhpTQPsiVkrTfqkwInQ6XiYNqp3Occ/W4+/H+zqvTy5y5ijDoSpd1Kzkkm9z1BOprY6U8tstvxMFa97mqcsz9Nv8A3RP9GioDZq6Xh0PkrzQ6pRUqdDwCRfqgAJFzoJvUDE7OUgwR+OolbRm/iIJ6p7qZBqYhqx+1NR0Iq2IWXJE+yr+4j4zXqHmwanCsfcRE6GJF9wAAiTJuK8u8lUezL+4T/CHz16h5qlDxVkknyCIAUQYWu/DdpeT56lTwXLDidH2YSBpBBEAgkSbTI3wLafNNzKEXA36SdOPud/5XZasLW7uPm31kcd/HfX5HP6UMPGTW4np/tR+R6vcn1HVuHe5HGB1r6yFK9fdxtkuWjpCLagCSPX1d9jrTPzz5+PfWQe01rf0o4f7CfvR+Rl3J9RbcaZnDpoDOkiISL9+8pFYUE2jpOAMrzHTeTE77caSVdp9PHWhKzxPpNPSjh/sJ+9H5E7m+o8ncAlSgJJBUJB0Aki/bNh2QadC/sTp7sZf5vk9oJqKVnifSaMx4n009KOH+wn7y+Q7i+qJrcxYCAdCVE9vVEJ9JMDWht5XuUwZvJAve2sAjsvpUE6zv47/TWCPVp+XCnpRw/wBhP3l8h3J9SWpxVxKLDySJy6xMrEDS1u7ijpTqVoHV7pG+TmBk9sa+iL0Y4D0ClR8Ueb5qelHD/YT95fIvcn1QpWIVcdJlFtECATw6sRvmSYpSlq98ULRmMQrhoLpHGaaCaVPafTT0pYf7CfvL5DuT6oW47aMxP2qQTHCQOqCax411hGZNtwUoZey2YK3d/Ckk9pvWCN+/jv8ATT0pYf7CfvR+RO5Pqhl3EweqVACx6rgPnAAmeM0hawSAEm8+UgpBVOtzcASInfUgoHqi/Dh3VgNjSLcN1VfSlh/sJ+9H5F7k+qKxtV4ydkQOwgm4tBi/CaUHVDLlSkpmTJCQUzJFheLX0qzSI0t3WE+asFPHfr299X0pYf7CfvR+Q7k+qILeIUbgJ371KgiwsEZTOhI9VZOLUTHUCbgkAqieqJJtI3X3emYGxwHopIw6fcp9A+anpSw32E/ej8h3J9UQFPZYHSI3QcoFzuvA75+WsqWB7cXG43BG6xOk/HVgWhwHooDY3AeinpSw/wBhP3o/IdyfUhLxresqVEblRInSwEEceNuwXigSOoTI1jcfJ1M2BH5azkpjS3dWMnYPy+Wp6UsP9hP3o/IdzfVEVLtzDVstpIE34cL7vlptbpmAgAAzBO+O7UwanlPxz56ZxYASTlBNrcT89dOD+kqhiK9OiqM06koxvmWmZ2vw8zGWEaV78BTeH7L8CpRvp8u+s5UgXyyc0k38wnefXSEg+9DvJGtz28R6O2pDDSpiEDuNzw0Twga1+ls5TOHsLZZkE5U778DHnqYgmIn2h3DU+n8V6ZBO9aQDBtM8NdwtS1CL9IdCARewME95NUC2m7XJ8nu1PE+inOjB46ACVQOAA88m/wAlMtsgaqUd2/yt+/h8lJKB7lVragG9xqbSTFAOyIsE79SdYMebTXt4mnwoDQiwAtqd/drAio7Y+wTpxGg7pMknWlgqgQlAJ0ACjA0kW11/IVCDqXALyNdI39vHuozAWud+m7UDz023mkQUjdOUzprHAWg9poRJvMW4AExffxm5rFsGC/b20kkW1jj2JFh56afe1kExuBkqFo+XX5qez78x3GJFyNB2gmCeFqiOu6mZsIvpJiYAvF733ViDR+eX9A4iRE9Hxiekavc3O7SvIz7Xsrv3UfzEV6353/0FiCZ0aGs6uoPDd1QT2eevKjDMre+7j+jbrrpO0DRPxfvqRmmL1ZeK8acYRBmKe2u2VXbUIjRXVIPog+mszEr8S+lAtE+k1T43ElRuan/QZZ1Uj4R/BrB2As+2b+Er+zrYnFGL1KoUqatU8nV+7a+Ev+zpaeTa/fGvS5/ZVlniSzKilirdPJhfvjX8b/ZU7+ZdfvrPpcn+iq7xdRlZSA1kVd/mXV7616Hf7Kljkwffm/Q5+BTeLqTIyioq+/MyffUa+5X81B5Mn31PmQo1d4uoysoBWavUcm/10fAV89ZHJn9eH3s/hU3kSZGUU1mavVcmY/Tf4u/9JTadgj33zdFf+lpvYkyMpk0qauxyc/XT96H9rWRyd/XT96H9rV3iLkZRxRV5+Z4D9NV96H9rWDsEe+H72PkcNXeomRlIaSqrwbAHvh+AP7Sg7BHvh+CPwqb1E3bKPNWM1XatgD3Z+CPnpP0CHuj6B89XeoZGUhVWM1XR2GPdK9XzUj6Dj3SvV81HWQ3bZTqNJJq4+hKeKv4P4NJOy08V+lP4FN9Em6ZTk0hRq3OzU8V/CT+BWFbNT9l8Ifg1N8i5GUpNJq7+hiOCvhfipKtmI4K+Eam8Rd2ymKqt8Btm2R0BQ0CvbAd++KPocj3P8I/PWPocj3P8JX4VYylFmaTRaeIJKFLSbBB+KqLoqsWhlBSmwOokmfSTTZbrSjIZ2Aj2c9rCvUW/nr01zUrJwjQzxAWB1SY9kc3ka/lurzds1uH09rDvqUz89ejuacfSjRiwU6J3T0zvGL27dO2lTwlh4jnnOp4TTuzsfiMEnAtOpw7oQHFPLSpUoSqSkIIB63GtY/PiPfqcz++F/gVyfwoP9ObQ/bKf6Jum+azmZxm1mnHsJ0ORp/oldK7kVnypXYZTKYUL18JDszsGlg6eIxVKnFOMHKUpSSvJLj61tWzrdeq5NRbPQHI7wu2HFhGNwTmHSSB0zLnTpTOpW2UNqCBqSgrOsJtB9IbF2o3iGkPMOJdacQFNuIOZCkneDxmQQbgggwQRXzK5fci8Ts184fGMlpzLmTcKQtskgLbWklK2yQRINiCDBBFd58BTl4pvEubMcXLT7SnsOknyMS2MziUCNHWgpZvYsiB1lGvme1fYfA9xljtm6KCzNKTlCUObi23qlrxs0nob8Pip58k+ZuHhz8p8ThBs44XFYjDdIcZn8XfcZz5Rhcufo1JzZcyomYzKjU1r3gScr8XitoYlGKxmKxCE7KUpKH8S68hK+mYGYJcWpIXBIzRMEjea614R/KnZmD8U+i2CXi+k6cYfI0070eToelnpXmsufM3GXNOQzECavweeWex8XinUbK2e5hHk4IrccWwy0FMdI2MktYhxRUVFCoKY6pvoD52GxVuzDp91m/Vn/e5YZf4j1vmzaeHhx8jOUf8AvF8y9mvQ7nRVJy15WYbZ7JxGMfQy0DlBVJUtcEhDaEgqcdIBOVIJgE6AmuIbQ8LnAJUQ3hcY4kGM5S02DfVILpOU6jNlN7gV8Js3s7tHaEXPDUZTiueij7LtpP8AA7J14Q0k7HoqiuYc13Prs/aiwyy4tnEK8ljEpDbi416NSVLbWd+UKzwCctjXT64sds7E4KpusRCVOfSStp1XVea0M4VIzV4u4UVzXnT578BspRafcU7iAATh8MkOPIkAjpCpSW25BCsq1BRBBCSCK5/gPC5wClAOYXGNpJjOA0uO0pDoOUanLmPAGvUwnZTauKpKtSoTlB6p6K66pNpteaRrliKcXZs9FUVSciuVuG2gyMRg30PNEwSmQpC4ByOIUAtt2CDlWAYIOhBq7J/LdFeHWoVKU3TqRcZx0aas0+jTNqkmroKK4jy38J3ZuEcLTZdxikmFKwyUHDgjcHVrSF/bNhaT7qovJLwqNm4hwNupxGEzGA48hKsPJIACltLUpMz5RRlABJUK9+PZDa7pb5YeeXjw9a3+W+b4GnvNK9syO8UUjDvBSQpKgpKkhSVJIUlSVCUqSoWKCLgjUVx/nD8IzA7NxbuCfZxqnWCgLU00ypo520OjKV4lCj1VgGUi899eXgNlYvHVHSw1N1JxV2lxSTSvrbm0bJ1IwV5OyOx0VqnNXy8Z2thfG8Mh1DXTrah9KEuZkZSTDbjicnWEdadbVofLvwksBgMW9g3mcap1hwIWppphTRJSFdUqxSFEQoapFb8PsDH18RPDU6UpVafiirXXLXXzI60ElJvRnZ6K1nm25bNbTwiMbh0upaWpwBLyUpdltRQqQhxaYkW62nCuX7B8KfZ2IeaYQxjkqexDbSVLaYDaVOLCAVkYtRCASCSATE2NZUOz+0K86sKdKUpUHaolb1Xrx18n+RHXgkm3x4HdqK5Xzs8/OB2U4WHC4/iRBUxhwlRaBuOlWtSUIURfICpd0kpAUDSOaPn8wW1XfF2w6xiSklDT4SOlCQSroloUpKlpAKihWVUAkAgGMv8As3tLuve9zPdWvmty+tbjl53ta2t7DvFPNlvqdXrzPzreE+vAY/E4NvBNPJw7wb6RTykqUsJSVgpCCBlWVJ19rXYed7nPw+xmmncUh9aXni2kYdLa1BSU5jmDjrYCY4E91fOflZtQ4nE4jEEQcRjHniOBdWpZHf1q+2+j7srTxzqYjGUs9FxtC70cs2rVmnpa34nLjMQ42jF2fM+oux8V0jTbhEFxhtZA0BWkKgdgmKcx3knu7t99d9cf5lefbB7RcYwDDWKS8nBCVOttJZ9hbSF9ZGIWu8W6nfFdhxQGUzpaeGo9VfKU9m18BtehSrwdNurBpP6rqWT+B0bxTptp30/0HUsibuFRkj2o7/Nc3rKGUcCo37b/AC2p4NqB1A7uPya1hu0dYmI0Np/IV/Sx5QospH6XJmOI9Md/opwI4AC173twtTbTQi5J85k3Ggtf8VC8vAi0aEkxMwSfXF6oHg2eIAgcJmbd0D4qdbNzcXidIiO65qMALiONoEboibyY399SM1wLXVoI438wgDzUIjJV9lr2ntjduoWkGNYjtnhe4tSA5rxzcNIO8i0AbhTipkk+60Ji8zHdxPZUBhKBoAZuB3aemcx89MJZAmEaJi5Hqvr207e1xMzpaSSfUYv2mkFfE+2MjgZNvVFqxYFhPAJsiNdCr8hTGIO+R5AmPQAO4Wk8aEPSYvJ13WOvxR+V21KJEBJgaA8JtPxgad9Yg0fncR9IvkxJQiwmfqqTJO4W/KTXmHZjUrf7H0+tpuvTvO8s+J4iwgpR32dQZ88xHcN1eZ9gfVMR92R6OiRXXT8H4mmfi/fUkLZpgipWJVe1RUgk1SMSDTrdIECdbdlj3QTS0KqkHkmnUKpgCltjtHy+isbFRJSJrNYAqm2pyjbaX0ZzqWNUtoKyPtosD2EzRJgvEp/L8jSwk1rg5WDcxifvUf1qByq/Y2K8zPzqFZWIbQlHaKy4n4vjrV/zWH60xXnbSP8A9BTbnLL9i4mY0CW59HSzSwubMgRSymtaa2+6bjZ+ONveALfD07ppkcszp4q/IMEEspUD2gu2PZVsLm0k/FUdLQBmBPybq153lcfrZz4bP9rUMcriFGMO5fcXGfj6TSqoshuZFJy1qI5ZH3gjvfYA/pKd2byjdenosItca5HW1R35SY89LFNnNJWitd2lygeZAU5hFtgmAVuJSCeAJFz3VAPLVXvKf3y3+DVyshuWWkzWmnlmv3lGu/EoJ9STTY5WunRhB/5gT6mqliG5BVYUBWlP8qngJLDaRxLsD0lsCrQYnGb8IBKQfqu46HydDVSKWO0NoIbgLWElU5RcqVGsJAJIG8xAppONG7Oe5p0//nUrmbbWvbuDL7aQT0QCJziA+m5kWVc2r2pt5a/GE5i/0fRN9F0GcpL+defpcgjLl6Oy+rGffQh4h6b7B37y7+BSkIWdGMQe7DvH+pXpnbvjhSznU9Hi+EzdEMTnnJjOk6ToFB0v5ixnyECejm1bJgA8ekg4gYg4gZFKLvigY6ZvJaQgw15YjpJ6XNxq2RGzx5tHM0nO6y+0iQC46w4htJJgZlKSAJNr0t0BIJUYABJJ0AFye6vXXPgyVcn9opWFZvoQ+VBxWdWcJJJkyIkZkxAAiANB4hx7GJVhlqUproxhlKMBWcpSmTc+3tFY6FLTB7T6USyw+4JiW2SofOPOBTym3jpgsYf+XVXduYxTg2E0GFKDpwqgkoISsuZECQTbpiAAkq0IG6ukutPFCvFU4lDfiDoSnEF5TpcJQR0ZcdK0vEaKUdQsgXqlR4/8WxP1hjf3ufnp1nZeLVps3HHuw5I9RNeo9r4Z6V9InEqR4+oupSXkuKw2Z/ow2vp4UkLLCilgNqyAg5xar7kbh3UvKW4l7oST0IccKiz7CzmLgKlZ80FIVJCVpcEdfNTQh40Q8cy23G3GnWyAtp1GR1OYSmU8Delmt08JpzLt963Vcw2GTI0CuiBTP20KHfFaWoUCM4b6u3+1n/52Hr0TzSLHijUxZb+txPTvG0wAeqN86xXnXDfV2v2viB62Pmr0NzPrnCIAB+rPXBuAHnLRpF9/A0qL1Cx8R5B8J/8A05j/ANso/om69E+AH/o/F/8AFf8A8Wq87+FCf8+bQ/bKf6JuvRHgB/6Pxf8AxX/8Wq/Oe2f+GV7KP/CduG/j/mN+H7s1JwODfIHSN7SLIVv6N5lxah3EsJNeb/B3x/Rba2csb9pNNeZ89CfU4RXpjw+nwNmYVE9ZW2EqA4pQw+FHuBWn015g5g8IXNs7NSNRtbDr8zbiXD6kmp2Obl2Zkqnhy1l+HrX/AA4jE/x9PI77/wDIVpsz7bG/FhK1nwA/9JYr/hCv6fD1s3/yF+Tsz7bG/FhK1nwA/wDSWK/4Qr+nw9efg/8ABUv8lT/9pGc//Ffiv6FZ4ce31u7XGHJPR4TBtpQn2oceSHnF/bKCm0nsbTwqLzG+D6dsYReKGPbZy4hbQaDPTrCkgEdKQ830WabCFdW/ZW2eHDzdPDFDajTal4d1hDeIUgZiy80MqVOAeSwtASAvQKSQSCpGbzdsjajrC+kYdcZcAgLacU2uLGMyCDFgdd1fR7CU8VsLDx2fVVGcYxTlljO0l44uL4Nyvd8db8zRWtGq3NXNvxnNbtTDvrSjAY4rYxKgl7D4XEKbK2lkB1l1LQlBKQtDiYkQRXt7lny9dwewfoi62W8X9C2D0TiCFIx76UICVNqggIdXmKCAYSRXlDm08JDaODcQMQ8rG4cEBbb8KfybyjER0vSgadIpaTvF5ruHhj7eTiOT+HfYJUzisfhVpVEEtLaedTmBuDKUyNQRB0r5ztLhsZi9oYDD46lT3bqaTg21JaOUGmllule2q6N2ZvoSjGE3Bu9uD/qeOdn4N7G4lLaAt/E4nEwJMuOvuqklSlHyiSVKWowLkkAE10nnI8HnaGzcKcW6cO60jL0vi7i1uNJUQMy0uNNygKISS2VRM6AkHgeshW3sHPtUYlQ+2GFeg+aa97cotkIxTDuGeBU0+yppxIJSS2sQoAi4MbxcV3dre2VfY+0KGHpxi6WWMp6XbTk42jqrWUbrzephh8MqkG3x5HgTwU+Wa8DtbDpCiGcY8nCvovkV0pysqI0ztulJCokJLg0Ua9D+G/y5XhMC3g2VFK8etxLpGvibQT0iJBEdKpaEHigODfW07J8HLZTLrbzeHdDjTyHUHxh0gONqCkmCqCAQDBrg/h/YgnaOERfKnZIUOGZb7wVv1hCd3CvJoY7Z23+0OGrUYy/u4yc88UruGsHxd7N/BG1wnRoyT59Picd5rObzE7WxBw+ESmUtlbjjiilhpvQFaglRuSEhKUqUeEAkTed3mqxWx3G0YsNqS8lRaeZUVsrKIzplaELDicyZCkiyhE13v/492Rl2mrfnwaf3IGJPx/EK2Dw+0D6G4U7xtcAHsLD5I8+UeivdrdrMTDtHHZqjHc6RenrXcM+a9+rStbgaVh1uc/P/AJlT4CHLtbrb+zHVFXQNjEYablLJUEPNif0tK1NrA3Fxe6I4r4W3+n8f9th/+kw9XvgPukbbSB7bZ+ISe6Eq+NIqi8Lb/T+P+2w//S4es8DgoYftViHBW3uHzu3V1Ipv8XG782JSbw6vyf8Aoz0z4D3+hR/xLEfE1Xlrwof9O7Q/bSf6JuvUvgP/AOhR/wASxHxNV5a8KH/Tu0P20n+ibry+zH+J9o+yX+/Ezr/wIHrHwO/9AMfdsX/TOV4KwOLU2tLiDC0OJWhVpC0nMk3ESCAb1718Dr/QDH3XFf0zleA69DsfrtTay/8AVj/WoYYn+HT9nyOlo5pNpYnBO7XLRW0rpMQtS1jxp5uSp3EBs9ZTc5lyYKgCoAggnReTm114Z9nENmHGMQ26g6dZtQUJjcYg9k19JuTrITshlIACRsFoBIFsowqREcK+ZFeh2V7QVNsd6hVhGMaU8kUr+B3Vnd6uy5WWvAwr0VTytcz3z4VfIDEbXweGThOjlp9T6+lXkHRqatBymVX0rwNX1QY/Qo/aI/oq+V9eL9GePqVMNXwrtkoSWXTX13Nu+uvDTRG3HQSkpdT134MHMljdn49rHYjoOgVgnAMjpU57MgFEpyDje9q9R4tcJJOgjv1GlQuSv6Gw/wC02f6NNTMcOor7WvzbE7Zr7U23Qq11FSjUpwWVNK0amnFvXU7oUlTpNLmr/AmhsnRCZvY9swNdwvS2gdSkayBNo7u/d20mVEza5vcTME27RYUm8ap1jXsJOnGa/oo8wkBEXgSLH0a+b5RQkSDoYvoI4QL/AJTTKkcVd8SZ/L56WkzJJIA3CbiQYnjYnsqlH0IvraPWZk2TQANYvuEndx4d1MKG8nQCJIAF5v2jh2iuacvecAJBawxE3CndYEFJCJ9txO6sW7GcKbk7I3vbHKthj6o6gEe0TKlk+aY84+OtQx/OuwmyWlrvM9VPmvJjt31x7EuZt51kmbzxJ3mo5UTY7prW5ndHBxtqdmw/PAyfqjTiZVqMqhOknQ20gaVt+xOU7OJHsDiVkeUkEpdA1JKVQd57715pLMjrW4Hd+KsIYKDMkEGQQYPmIpmJLBq2h6sS4eERlgcbkgfF6qjKVGYxa47Bv9Font9PAdg8ucUwR7IXU+5dJWNIsT1hG6DHZW14XnZBAC2CkwLpUFWBkWUBcHtqnJOjKJdc8DsYJ4biEz99bPf+KK8zbBPXxH3VH9Gmu58t+WiMVhXG0BQWsCApIA+qIVAIUdyTu4VxPAbMcQt4qQQFOIKTYggISncTFwda6qTWS3mcs4SzcBaxVtyP5MNYt3I8nMTiehTKlhCUdG2qciFJzLUVnrE6AAReqtSKt+b/AJRsYZ8F55CCjGBxSVKAX0ZaaAISfKBKVCRvBrMwN9c5m8CS62yGXnmSsKaIdbUS3OYJV0yhnEEgGJio73M3hIzFDaWxgU4lxSUOOLSlasgSlPS9a9yokACrdnnF2cy6/iWMSp595bqkJVkbZa6Ukm5UZUAYuR3bqTiOcfAlbahtE4dTWBQ0lxF050rJUFDMkkZerZQ10MVHe5LHJ+VfN7g0JxLwxCUYfDOMIzIwrjzi14jNlT0fjKCFpKCCBmmRE79I5y+SQwKH0yOmw+JYyutynMh1p5Y8rrJPUQqDcEKBma6/y650MOU4zxXEqadeTgwh5ohhS1YfOHXFZFAtl3pJyj3JuLTwflft1C8M8kuZ3HcQ2qSrOohCH8ylKM3JWLqMknfeM0Q6nsxeZtCjqWkE95SJpfMryQRj0PlYBWnGuErU303U6RtA6pUkJbSXitS5slN5CREXYS/YWvuDf80VF5o+XTOAS6l9xxvPjHFpLbKHVKLWIScsLcQlMLaTmlV0qAg5pERTsWzObPCNjpHWklpOFD7ixhmihSSlsgNKKjnOZaUypKBqa2bCc2mCWlC0YdGRbRUCrD4fNOYBMjorWI3nvrRtl89+zEkEuOCG0tn6VZTnbSkICF/TCwUBKUgDdlSdRV294QezCcxefzQRORkABRkgAaCaSCIHLzkHg2ELcWmE9J0SMjGHUovKCjmOVWUMiE+2kzoIvynn05GN4LDOCApxLrbqFJbShCWicrYzJHXdUJcVuSSlOqFGul7U59tmKzELeOa5SGMNlz9aHAFIID4zK64AN99cf54OcXD4rDLZYXinFO4rpPZyyUIlN+j6NpBSgkBRSVKEkkAEqJIHYuR+0lL2QyT5atkj2SeuVJbgH+CL1zXk/s9romeo2AcO0VKUkb20lSlKIPWMklR1JvW/83zZ+heETH+y2wO8t/jrn3NVzrYbBtp6UPScHhmylGdCvY3sKpcLQpBIytLVlnKrKEKso1I8Q2de2bsvAOAllDABZ6IFxhLaVKadbWl8EhX1ZBeT0hyyMgMZq33BYFgmE4Zoo8YV5OEb/Q8QhchoL6Gb8SJ7q4ph+e7Ay1nedLfiyGX0pYxCbZMqnENlZYACglxKW0BQgAnWtjw/hHbPKVZ1vgqnTDOrSkdIpSUwhxtXVQUpBzbtDWbuREvnEwENtJShpeJGIcCl4dpKU9Bq0lQSlKc+pNrWrlOyTG2mISAXdlLLiYjMpJIBUPdDIL9lbztTwiMCpspQnEFzoJC+hiMZ0Zw5WSVT0ZaOawnOK5dyD2yMVtdlbaHMjWznUqUpMWhRKoBsjO4Eibk99YRTKdB2jsVGL2hhmFZQDhMStJWkrSiHGS4oJ3rCEwJ4kWzGp/5jsMoBSHF5XMWnCtk4ZsLGIkJWXRnEYdBWgSgqUcxIHVvqfOJyl8QxuDxQJSAxiEJcyhSEu9LhnAFA6pKULBSNRPAkQMTz4daUOsoHVISjCpKEOIJKXW+kSooxQJJ6TXyZnKmMkRnYeTXN6glAUpWdWHQsIT0IknxbMUErPsSVPlHXyqJbsDnFbSnkwwlAUAteTDF0hD3sjqcogJbAzNpMg5lTYWrzfs3npDacvjCiOpEsgrAbSylMKgGYYak6koBM1eDwiVdWHnjlVKcuGQAJBGsCUwSI4Wqy1CNr578CyrZL7rbTySVKCQ+vNkDaUPBYQW5zKBISQoRE74rU+S6irBYYkkk4BiSdZ6NIrV+XvPEcXh3WT0zinUqAK0oQ0lSwEKX1b2TYJ0sNK2/k3hi3g8OhYKVJwbQUk6pUUJOUjcoaHtmsUg2QeblP+f8AAduX+mr1NzlpCYzPYlAWlZhpxCUAIyyMilIK1nNZCVFSrwK8d7e2+vZ20MHjUN9J0IJUkkpSrK5mKM8HKohQix0VYwa6Btnwq2MRHSbMegIWjqYtKcyHMoWkyzdJCQLXrJ6kOv8AKQNoW42rE4+cPhkrJQ8E5z1QW2wEyX052QUmILzYm5iw2cQgttunHJddC+jbOLSoqUgt2zNrIB9kmZAHRrmwBPnbaPhDYRwz9CXQolzOrxpPSLDoKVJUtLaSUAZco9qW2yIKRTqPCWaAhWy3njlUkKe2gSsBSm1Skhg5VBTSCCmCCCdSTVsQ9C8+OxkjZGPVneJTsx49bEOrTOQyClSsqk8QRXkDFXwLttNmLnv6M3rcucHwm3sdg38G3s1LRxLBZ6Q4kuqSlcBRDfQIzLIkSVACZMxFag4n6WWzmTnXhXEAyIzlCkCdISTBqZbFOm80K20bOwKnHn0B97oAEYzxZhJDfSZiCRLhCSAAcyjlAFdY2RtNvK2CceguBpSEqxqiosvplld1fVFwQWtUkGvLnNxzyL2ew1h14Hpjh3VraWHyzAW2WiFJ6FwK6pVe2ulq2LAeEOltKUp2QTlKcpVj3CpAQAG0pPixhtsAZUiyaWYTsdq21tPDuIUouY4JbylRTjHkmFFkA9RYkDpHJO7oHal8j+iYU4EeMudDiMR0hOLJSEsqcKzCcuZ2EFWRZJKVIJJzRXAcbz9IcsdiNkWzJXjFLQrKp5ScyFYWDlL7hFjBynVKYUx4QRSAE7IasSevjn1ZiSsqzQ0M+YuKkKkEEAyAALYFx4VRja7mnWY2aR5nMs+eYrQqj8rOWb21cYvFPtpaUvxYIbblSEN4daXFqWpUEk5MosnrLAiATUkioQbwx9nZ+54gejoDXoTmccjCpJUbPP2Ea9Ko7zcQY85rzy39XZ+0xH81s/JXoPmYB8WTaYed3aDObXtcqmlTwFj4jyT4UP8ApzaH7ZT/AETdbBzAc/H0Fw7zHiXjPTYrps/jPQ5eolGXL4u7PkzMjXStm59eY3amM2ri8ThsH0jDryVNr8ZwqMyQ2hJOVx9KxcEdYCtJ/O37a+sB++8H/ea+PeM2Njdn08Ni61GUcsM0XWjF3ilxtNNNPl+Z1ZakZuUU+fIpue/nWf20+h15CWmmUKSwwglSWwsgrUpZAK3V5UgqhIhKQAIM794EHJFT+0zjCD0WBYUrNuOJeSpptHaQhTi+zKniKc5GeCjtB1STi1s4Ruev1w/iAOCUNEtlXe6B36V685uORWH2ZhUYXCoytpOZSlQXXXSAFOuqAGZ1UAaAABKQAlIA+Z7Udqtm4LZstn7OlGTlFwShrGMX4nfg203zbu7vz34fDznPPP26nnT/AOQrydmfbY34sJWs+AH/AKSxX/CFf0+HrqXhj83ON2oMAMDh+m6A4rpfZmWsnSeL5PqzqM2bIryZiLxImi8ETmp2hszHYh7G4boW3NmqbSrp2HZc6ZlYTlZeWodVKjJEW1mAeHCbSwq7IPDurTVXLP1M8c+tWTXq3vw14cDOUJd5vZ2uuXkReezwi8fs3aWJwSMPglNNLR0anW3y4ppxtDgKinEpSryyJCQOypfI3Gcn9s4NL20W9nYPGyvxhKHPoeoO5lQtv2VJeSpJSuVF3rEzcVvHhH8x6dsBD7LiWca02UBSwehfauUtulMqQpCiSl1IVAUoFKpSUeV9oeD3thtRT4gpdyApt1laFAGJBDsgHWFAHiBW7Ya2LjsBSVGt3HExUc7hPdzbirPi0pRl4tOHPmjGrvYTd1njy0uaJy3wjDWLfbwjqnsMjErSw6uApxkKISowACT7oJTm1gTA9V8ouTa3+RDAiVsYRvGAb+iQ8tZPcnDuKX3CtF5r/BYxjzqV7Ry4XDhQK2w4h3FOJscqejKm2wq4zqVmT7g17PwuAQhtLKUJDSGQ0luPYwylOQN5Tbo8oCY4Ve2Xa3C0p4SnhpqvKhUjUk0008qtbMtG5Xd7cBhsPJqTatdWPmpzOcrhs3aOGxpQVpYePSITGcsuIU05lkgFwIWopBIBIEka16s53PCR2erZ76MC+47in8KtlsJaeZLKnUlJdU44hACmwSodGVEqCdB1hz7nh8FnEIdW9srK8wtZUMMpaW8QzJkoQpxQQ6ym8EqSuIBCyMyuc7P8HvbDignxBSZUAVOOsoQkcSS7cDWEgngDXuYpdntuVKOPq1oqVJLR1Iw0TzKNSMtdG3wte71asao76knBLj5X/IY5ldr4zFbVwDAxeJWF7RZK0qxDpSWW1Bx6QVwUhtCyQda7J/8AIFsJU4HGAdSHcMtXBVnWh+6HTH9ya6N4OPMQnZBVicQ4l7HLbKJRPQYdtUZkN5oUt1UdZ1QTbqgAFRX07l/yTZ2jhXcHiUktOoiU2cQsXQ42SCA6hUKEgg6EEEg/JbW7aYWO3aGIw/rUKCcJNK2bPpJrqkrW6tdGjop4WTpNPi/9DxV4JHOmxsnEYhGLzJw+LabBeSlS+idZLhRnQgFZaUHFplAUQcloJIu/C854sNtNGHwuBUp1pp5T7jxbW2lTuUoQhCXEpXCQpZUVJF1JjQ1ScuPBj2nhnCMO2nGsz1XWVoQuN2dl1YUlfYgrSPdVG5JeDTtXEOBLrCcK3PWdfcRAEicrbaluKXEkDKEmIKk19m49n6mNW2d/DOl9pG11HKm4v1s2XS3/ANbnN/fKO6tp7DavAJ2ApePxOLj2PD4Dop/Xn1pKQD2IacJ708a0vwwcKUbexhIs4nDLSeKfFmUz3ZkqHmr23zU8g2dlYRGEw8kBRW66oAOPPqACnFRYWASEjyUpSJMSeVeFhzKO7ULWMwWQ4plktONLUEdOwCpSMi1EID6FKUIWUhSV+UMgCvkdmdsMNW7SVMTOWSjUhuYSlokk005dFJp8eF1c6KmGkqCitWnc5n4L3Pphdl4F7CY0PSnErfZLTYX0gWhAU15Qyu5kSCqEnPciL8J5xuUqsfjcTjFpynEYlbgRM5EGyETvKUBKZtMV0Lkr4N21cQ6EOYYYZvN13n3EZEp3whC1LcVGgSInUp1rcueXwa8Ul7Do2ThemYb2Y2h15T+HaW5jOkeLq1peeQrMoFBsCkJypB6tvs6GM2DgtpVKsK0N9iVeb3kciS143tFydna93boczjVlBJp2j5HZ/A6/0Ax91xX9M5XgOvot4NnJXEYDZDWFxbfRPocxBUjO25AW4pSes0tSLgg+VbfFeRPzt+2vrAfvvB/3mvD7KbVwVLaW1J1K1OMalSLi5TilJXqaxbeq1XC/E24inJwp2T0XT2Ht/Yf+imv+Bt/9MmvmLX1F2Ts9adntsFMOp2UhkolJh4MBBTmBKfKtmBy9sV4V/O37a+sB++8H/ea4fo92nhMNLG76rTp5ppxzTjG69bVXauvYZ4yEnlsm9D3rhx9Kp/aQ/oq+WEV9WdltlLbaSLpZQCNbhIBFrG4rxHzreDRj2cS4rAsjE4RbyltdGtCXmm1GUtONuLSSpE5QtGYKCQTlKso4/o32vhcLWxVKvUjTdRxcXJpJ2crq70v6ysufIyxtOTUWlex6Y5mOdnA49rDYdnEA4vxFGfDlDiXELaaT0ozFsIUlJB6yVEHdwrpTygBe4kSOImvJfgo80G0MFtJOLxeF6BlOFeRK3WisrWmEgNoWpfnIAr1li/JPdXz+1cBgsJt7DwwVTewlOnJvNGVpOprG8dNNNOPU3UpylSeZWMhf2oJk20mNJnhupxZsNYy6DeSDe2+QPMAKThjnHVWCnikAiN8RUhaCACVHyRqbTMnfYama/oC559htKrxB0BPAbz2wNPNUHaOMQ2mXFZU5PbG/EARqewca1zlXyxS0VIahaoIKiSUC+69z3VzfamPW6rMtRJPHQDgBuHYKwczfTw7lq9DYuWnLQvAtsyhuTKp660njwSfSbVorrdSVnz91NqVO70VrcrnfTpqGiIrbHbuocTI0yn0j1VK6P8tKeRhjwrE6E0iA2jjeshJHdw+bhUhwAd9RMQ9UbSGZsZxGk+njVTicVF6m4xzXtqhdbKldnbVUjVONyywO0ZVG6TWy4RYIrUMI3l75q1w+Lis3I58hd4vZSFzmTB3KGvzHzzXPeWXIlKyFqRnypgLTZWW5yqF5AmQbxJg3rcztSLTTatob6yhVaNM8MpHNhzcoGaW5CUoUo9IkpSlwgIKlBRCQoqTqdCDpepCObRGYo6E50gSkuhKhmICRBUJWSQAnyjItetxe2ipAUE5YWIWlSQpKgEqSAZGYABRAyFNVCeUmKDji0MqUVBKXFpU0lK0iLFOcHKoQkgJEjumuqE1I4alJwKZPN01E9EQOh6WVPZfYicoUMyxIm1r6WvSnOQrDS8qmhmSbjpM4CgSIVCiMwIuknvqTtPli+RC2IHRFAALSYbJbhIykkgdGmCZI6171Wbf5eLJ6Z5ghKnMhUlc9a6yMpJgmSQkECAYFjWxJmk2tBgVrO3OSocUpaFpRnUVKSpBUkuKEKUkhSVJKoBIuCYq2YxgUkEGxSCO43FIeedUSllrpCAColYQlIVOW5uScqrAGIvEioDWW+QJ3uNH/AOtz5HhT7XIT7Jn7w7/ea2VnCYwxGHRcgXeAudw6mvZvqenYWPJWBh2yUJlaQ8cyBxUA1KRvk1dQaoORhHtmI4eLrPx4mk4bkWc09M3rOXxclHcUqfKSnsIIq7xzGLbSlammsi/JV0y8qo9yehg+Y1U4/brzSFOlppSEKSF5HTmCVHKFQUaZilM7iocaIHQPzQY/KEnHoyhIEeI4cWGkWtwgdlacvkK5i3TDzecgrVlwjTYPkgkhsdZRJGoO/tNW+zccHWkOp8hbQWDvykTftqs2ZtXFQl5pLTaXG0rRmcUXOjVlcbKsqYSsjKrKNNDN6asOw0zzXKgFT6EhSHFScMyZS1PSaJVcAT2iCNRUg80is4bOI6xbzx4ugDLE2AbOY/aBQ1vYxfbJb2jivY2g05CCAhOcpShSOjISlKOqkpsQkDSdRNT2dibQV0jxVggWB7IpSFdUggDMFNAKcmBJlUxeq0yGnnmjgAqxOWWekHsSR1ICrHoCkmCNCY30rYmwl4Uq6HFPIziFhHRozDUAlCASB+PWrvHKxm97CnqFJPRuZssBMKUAFLEADrEkRrrVC3tJ1GKGFeDZz4bpm3WswQpElJCkrJOaUq9A1BBomQf2zgXH05HMS8pPBWRQ9C0HhVKjkagaOufBZ/savds4lYUhtrowpaXFlbuYtobbyycqSFKWVOIAAIGpJtUMNv73mfMwv+2o7lK9XJBHvz3m6EfExS2+SDe914+dv+yraeS/JDF4wqDDjSsiQVewkAJJjVeIA13dtXe2ea7GYdrpXsUwhOcJhLKXFgqmLJxOltTQHPU8lmx+mPHvUj5GxU0bOHvjx73D81TdubCeQy66jFoWpphbmQ4YICkoGZQzdMqDlBi2sXGtQNi43pWm3YjpGkrjcJGlE2BrG7HSsQpx4iffVD4oqD+Zpri79+X+FS9r4lxT7TDaggLQ4tayMxSlCc1gQesYIv2Vf8j+QmKxxWnD4lSlNNZ1gtNIOTsnNJ7KCxrf5mWf1z785+FR+ZlngvzvOn+vVxhuST62nnhiHujwwSXlZWE5ApWUWKJUqQZSmSAO0TcbM5uHVvvYZWMeDuHbcU59RCYaSFKCSlgyqDbdbWrZkNM/M8yPaq87rp/r06rAI4H4a/wqttpcmQGnFtYvEdIhpS09IllTZKRmhSUtJVBAIkERreqtGIzNJc91h0uRuukKjuvFS5bENWw2fe/4S/wqwdite9j0q+eq/CMqU224t50qdb6SEEJSkEkBMXk9WZ7eytm2LyKLjQfcxZwzK1lDa3nFlTq0+UG22WXHFIRYKXAAJAm9WxCnOxmvek+igbMaH6Wn0CtowXNsFuFoY5HSSrJ9MPFLqEoLqloUhhScqUBUheVUpIy6VVjkuxnITiHXkiPZGnlhtUgG3SNJUCJgykXG+gITDYTZIA7hFO56Y2ls3xd8NpWtbbmGU4A6c60KQptJ61pSQs23R20qaAy0fZmT92H8XPyGvQfMuv6Wgkx4wuY7kmvPDavZmft3PW0r5q7/AMyb+XD+UBGJULn7Bo/LNJ+AkfEdsT8lZrDeg7qzX8eV/wCJL2v+p9OuAUUUVqKFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFW4CiiioAooooAooooAqPtNcIUeA8+vx1IpnGtykg3BGkgdupsK9TYn/mGG/wDcp/76MKvhfsZ5p2c4sK6hUk8UkiPRW3K5QvlsNuPFY4mMxHuSrUjvqjAiw89YIOvpHZX9QubNSpofdxFMNYmTFYdZmsIYuDWBvUR4U6humkGKfQaGdhSm6L7qXTanIrG5i0QsUO2agYkVPxK6rsU5U4k1RVYg8aiqWE3pzGvVS4vFU4GTJasVc99I8bqqViKR0++qY6F4nF1lOKqpadrIevVRMpbYp+1QsJtEoVIggpKVJPkrQdUnsOvYQDqKjvO2qAp29bISNNWFzf2cc1jdpYZbi2mm04zDoZwi21O9IykpASoobKC6sk51uAAlW8Axxvl6tAZWlt4PJOIQsqDbjY6TK+MuV5KVGAZz5YOa2+tj2s84hKXmCQ+ytLjZEEhSSDYEEZxEiQbgca53jEOuDLkygqB7JuPlPprvpSzI8etTcJWOhbIxXsTf3FH80VdcndoKQ6pTbi21p6IhaDlWPqgsd0iRPbWl4R/KlKZnKgD0CKcfxjqFZ2QlWZIStJMKBSVFKhJEpIMW0taNNljSepsLiF4jaKEvPKOGw+Ew2JWlxZLQV4q2qVFUwpSlGVDerfNWuKwjisZhsYy6yvpWloxjjZKsP7EklwrEJISW8pIiesqK8ntcrNoHMIUc6EoWC55aEgBKFdcSgBIAG7KngKlYXlVtJKChCAhsgyhLiQi+tuk31DI7Dzv4psPMuLbeXs1eBy4PxUI6RC0KhbbnSrCA4lRVmuSVEkWmuR8uMSwrC4gYdGKT1G83jXQmR4wyRk6FRt1blV7jtqrdx+PUnLkTkkEIK0lAgQISXYBgkSN0DdUJ7ZGMeBbKUJC4zHMgCAQq8KJgEA2G6isYu5vvI5X+b2f2kB/BN++l8n3Jw+HP7Aw3p6FupOxcCGsO2yTmyMBBVxMdYjhqfVWkYfBY1kBpt1taEAIQTE9GkQic0EHKAIvHE61CnaObzapbWprolPJxCEtqQhfRuWWlxOVWVQiUAEZTKZG+uvYZpvFrfYUA5kxaF4lDS8qfGXnCXF5oJVh8IDlEQFLKySmvI2HXtEaLaSeMhJ/g39FLL20R7djhZN73M9WSOM61bksdM5QNBK1hJlKXFJSeKQSJrQttH/OmG/4QofxrsVBWvaJt0zIH2iR8TVO8neT7wf8AGsS6FrDPRpAv1T+5SEpEmwFyfTOALfaZ9nb/AGtiB6V4c/JS2nLiwVBBykkZgCCUyLpzCU5hcTIvULlRsRT+QoWULbUSCNCFCCCRcaJOhFu2RQK2Ji/rpAkwJUb/AMXVKd85Q9DhcAU4Vco2liW1tgmX2sG0lK1tuKuQ4h72PjCU7wSdOw5OhUojgVKI9BMVzRjk/iUkqGJQCoySlMEnSSej1i0mnvoXi/ryPMfwaktQkdC20oeL4gmwGCfmdLtqFafyL/QjH3AfGaqMRsTEuAocxi1IUIUm8EbxlzCR2VsOCwobbQ2mSlCAkTqeJMbyb0XAjKjaa4xrH7VfHnyn466jzO7cTh04xZeQyvxZstFagklxDyHITJlRhBJSLkTXL+U2xw9lOYpWicqgJsYJ3gyCAZB46zVKeTyzriVW0OSfR16ugO8ctOVOEDeLZYebCcVsx98JKgM2PxD2EKcMOLzTTZTAv9UMXJqy2VtZgYnGY/xllSH8MtKGEqJxSXXmkoUhaMvVyKzHNooAZZKgK87Dk8sf6y5ruTF+I69JGwjr4w7MTeyvUuq2Q6PjHIZdJsPF3NTp1DrurTtlKnCtftJv+jTVWeTOby33FJ3jMT8ZInzGtiSkBISkAJCQkJ4JAgD0VjYXNe2C8CwzBFmADG4hSrHtrfth7XZeRhUvPs4d7A9OlsYppbmEfZeUlycyEOZX0LzJKFphSSjtFc7c5LIB6q1pG4A6D5aQOTqRq46f3Q+askwdkx/KjCo2m1iEuNdAjBhDrrTRS2p44V5pwpbSgK6zik2CRYiwF61HY71k/ajf2VpP0BTucd+H+KkO7DT7t34f/bSwNn5W4hKsW0AQcuCdmDMS40RTJNVWyNmobJUmSoiMyrqjWBAFiQCeMCrFRoBDKvZWfuqvW07XdeZ7AhbSzeRiNBY/UmflPx1wdk+ytftgf0blegeYx6G3JGmLTO+3QsmPOar8DMY+I7gyoQIM2GlLFV+z1aWOlyNJPZa9pqekTuvNpJOsfj3791fj1T6LaUpN94lrr4F+o9dY59DM1kVkiJEEQJFosAYEzr2dtLQrj7qQZm90k6dtYeiyj94l7i/UXvz6DcUVIS0QRmHtTpFkib3O6ezdWAkaaW1myd941nvPrqeiyl94l7i/UXvr6DCawamByeAJJM20mBEnXXd8dZW2ddQEWuDEiT3qPGKei2j94l7i/UO+voQ8p4H0VippVMA36szICt19AeO/XjTKVzM3zHKBHtb3I3i009FlL7xL3F+ovfX0GVCNbd9qAk8DEaxaPmqZhmwd2pkWg29qL60oov1jGk3gzw4ECKeiyl94l7i/UO+PoQQKIqWpMp6s31kWyzxI47p405hDpG5Jm0dmaw7PivT0W0fvEvcX6h3x9CBHYfRQU9h7baVJ8YBEgggTc2mPx2gmkOPCCE3Lkkkxlj12tHop6LKX3iXuL9Q74+gzFGU6wY4xasqxNhrdwJuIBg7pgFFiBppTr4sZBCbDW1wL9oEab9N1X0WUfvEvcX6h319Bgndv4b5omsNNxCzAASI7FRF98pjTfFJxh0i4AzKje4Qco7Sbns36U9FlH7xL3F+onfX0Fz6OO701grH5flrTD17XATcfZEjS1swiJ7KbcMg2EqlN+JiI1Fonq2ExT0WUfvEvcX6h319CXnHEemsFY4j01EdcuCbnP1huMHS1urBgaxFR3UCLCYSSNDdcJvvuASRxgVfRXR+8S9xfqHfX0LPpBxHpoLg4jfv4a+iqlKvKtqAMtxJt1j9jIjcLimxoN8JSYj2qjmIHniTfhvp6K6P3iXuL9Q76+hdBwcR6RpTWLcGU3Gk67hrVW6rrToIkdxA3CbEHQXEigkdaYAGVVgLJEAATeSbxvg2vXTg/o0pYevTrKvJ7uUZWyLXK07eLyMZYxtWtxOKRNON04GLUlCCDav0K56iiB4Cm+ypShWFNWrFyNiQwpNDdPJRPpmkOoiguC3Kg4x2s4l61V+JxArEwEvYiqnG4vWsY7E1RYzFVUYyE7Qx2tUr2JpvGv3qZszk3iMQhasOyt0IjPki06WJBJ3wmTW1RuaHOxWpxE1Jwo41X4nCraMOoW2q/VcQUGRuhQBmn8O/mIAudwF62OBjCpctUqqZg8IpXkpJ7haO+rbk7yYtndB7E8B21s7ISgZUiI0FarHQk2aceTTyhICfOq9Vw5NPg3bkdik/PXQ1r0jfSS7FZKyMJRZp2D5Ouq1SE/bED1CTWEc2UqJU8EgmcqETHHrFQ+Kt2S9TrT1bIzceBzVKKlxRq+G5tGR5Tjp7ilP8AVNW7HIjDJH1Ke0rUT57xVr4xTyH6rqSMFQiuCKkcmmk+S2n0THdNQsTs1AN0J74+Ubq2fPmFQMSqsc7NipLoapjdlpBkEjsmR67+uoa21JuBm88fJWx41H4x8VVSDBjdWUarRhPCxfKxltpakggSOKYN+2PlrWlYt0klOGcKZIBWpLRVBKSQlXWyyCJIExOkGtlw+JU0vMm4PlJ3KHyK4H46uAtrEpiOsBcGzie47x2iRXXCaaOOphmuBpDeNxB0wvpxDafjipQVit+FbHCcWyJ9dX/JPZYRiVlxKnW2cFiMSEJkLeUw3nSyCLhazeReEKA1qRs3lirG4fGDEM4VAY2crFtPYVoshsoWlKWFnOsOpezFKFmDKTAJ02pXORpx4mprxOK+tmv320fmpOB2wvpzhn2ujd6POAFhaVIiZCgIIIkgpKhZV5BFRV47tqsOJK8fhjwwCx/CerFIG07b2kprIhtvpHHVkITmyJhCSta1rNktpSJJ7qrVYl8+1w4/+xZ9eSndsveys/aPj0tiktmiRLimG8So2GGP7t35GzanU7KxXu8JrvW9PqZrpOL265s9jBIwgbbViMD4y9iFNpcW4srKOiTnBAQ3AzAXlSe4zeWyg/g8JjVoQ3iHXnWnOjTkS6lEQ7kFgsgwSNYFGrEucnxuyMWhC3AcIvIgrKEKd6QpSJIQFoSCqATEybwCbVjY+N6VtDgsFpkDXeRr3g1sGKMIc/a7v9GqtN5DH6UZ+0V/PXURWObcxqgpDTQSVuBapX5CG2wCtRuCdQIB9OlQEodP6az8BdL21bEtn9iYgenoqG11UQynCPH9Oa+9qPy1KY2I8f8AWGvvah8lbrsXY7e0GEeJo6PGMIQjE4UqEuInL42ypWXOySZWmxR5gFy+VTWGYCcGx7NiWlk4rEg+wpWbFlI0UUxu0Ij3YTkQ0LH7CxCG1OJfZX0aCooylKilIlUSgAmLxmExaTakYLFZ20LFs7KVx3pBj5K2PHo9id/ars8PIVWncnj9LM/tdHqArHiVlZhMW64kOZwhKyrKkJCjAUU384I7YJ0iXENrOrx8zafnqHsA+xJHDN/SL+eth5NbEdxTvRMILjmQryiJ6NJSFKvHVSVpB+2FZEIicCoiemUJ39GmD6TrUrD7HnXELHc0j8Kt/d5F7UGEThDhUdCnGHEZkkeNElJT0ajnALYJnSbJGgrV9obMcw7vQvoLbgQlZQdci8wSbWglKh5jRgpMdgVMuJT0nSIcQopzJCVpWkiQctiggmDMyO6sLNTOVB6zB4lweqoKjUA2j6o1+2kD0pdr0BzIK6ro44lPrbQPSI1rz6T12v2418Tg+Wu9cx8Hph+utEHcCUmZ78tZNeqwvEduwegM75BkfFckdnz1YJVqDBgSTvi0QbXvVRs5N91wbRwtF9D2GrFLloJJ4boHm3Tea42dCJab9176XudSbgzTij5rHU2BMHhbh3CmFpEgRqJM7wb+r5qS+uPNbcTwM3kwbz274qFRJU9EHWRbeI3k8Bp5UWpbir+UBEAayo+n5NwqIlVt8TGuoBkC9tD8elYS1BSALZRBJmIt6L7qxKSGVakJE5dRckdluI3cadD5AvvMzImbARHDu3bqhtLynUATcjSdx7+7hSnItvO/cCOwiQL8OygJycTNrykkkwSo8Y4/N3XaVbgADmuLzqSN895pCeqJiCFE9ZQhRnt1NjEmTTbBhWgsFAWmRxEi5E8RruigHsLaOMgmZiNPMdOO6lKWTI8nifToba66ULcJjKOqATKjqrzXPHhWC8JuRx36GNLxUKNsGRAABAHWUbA3MCfMPRxp9RgJFgCT2Cd4sbRbhSHxJChoiCNSY3WiTupOEUFSNACTcXNwb8Bu7RQC18ALxe/V0teOGl+PGhpw+SYKo4TB3X0FhvHDzqdSQqRrkGaQJkDNa4AItqN9NhFyZgEEkk2uYBPo1BHnrJAbZE5vbEKI0gJVB0FhdW9QpOMQACN5Sk3kHLMWt3W+KkDKUzvKxaTeDoBPkgnt31h5aY7h7UCLT2xIIHnUKAErB9t1M4I6pgjU8CBN541labTlNzZGhOWACVDUjhukcKcwxB9qTEwCTvi9999db7qbfTFwRPUgg6C9hPtgAT3EGqQhvqM21JVHFIubSqJ7O00yFmbR1QI0FzAMHfAgE9pqW4tIsmbEQdROiiDYfY23zWMgGqbBSEpGsnNcydJAA4UBBU0QkeToRclRJKogcbCZ4HsrLkZrmQkGeEAnTsEkxv8ARTjiohRJMGQZO4z6LG4tFZL4SYTbrSbe1AsDrEm5HbVQI6xYAlRzIkxa8cBuEQBxG7WnMgnWOuQPsUmCFXOhm4jfvplTlhYmQTpPVOWLjfAzXta+tYKbEqF+sYKri4uY80d5oQW67ckAJsDJmAAAAm4EmL6777ob6ax7ZNwSQQBFzMkkHsEinYTewgAZoAJI1UO5RjuApC0m4VaxCo1MaBPaDKTHdQpyrJSFGlpNJUK81tn01kRlIpaTuud/dWFq4UJc9BFTiOAtTkCq3GOa1IxJqlxT8VkjBjeKfqoxeJox2LtWuY3G1UjG47i8ZNVOMf8AjrCnZqJi3L1tjE0TkTOT2yV4h1LTaSpSj5kp3qUdyBxr0vyb2MnAsIaSTAlS1wAFr3n8joAK0HmcfQxhSvolJxC1qClEQS3YphUWb4gakGrvH4tTl1mRNhoB5uPfW7MonLKnOo+iJfL3aqMQy5hwCUuJCSv3IBB6usqtFaRsjYTbKYQgT7o3UT37vNFbCpFMOoitTqOR006MYcCKoHWm3W57/wAvVTziqaWm3xW07KxOlDRam2/eOysITusezQ+btpxLMmd/Gsup4m/CrYOyGskWioz6oMj8hUxDk29sPWPnqi2pioNVNI1SLPxi1O4TFSPVWvNYqw7amIXl9NVs1qJbpxVRsdiKr1PVh56tTZnGItT9QHl1l5dVj+JojJlm4qRTee4IsRvFjVarGWptvHVsjI1SWpsGI2uWfZ7KUyC6kKUpAzoBUmVNqSsIkCQCMwlJsTVLsPlW7tIP4TE9DlOEfxiFtNBgNYnCoLiHHUtkJewhPVIdzEEoIUFQRr3KPliWFILZHSpWlSZSFpASZ6yFAgpVGXKd09hrXcdy5WppbKGsNhm3YDwweGDBeQLhDqgpSizN8iSkG4IIJFehh75dTycdbPZD2G2hMd3GntnP/TbB/Yrg9CnfnrWWsd2K+Cfmq25OhS3kLykJQ2oEkRJVmO/fKtOytpxm6bTe9kZ/+7+iPzU60uqjb7bmVtxpOYtuKKkiSooUhSDAFzGYWF9+6oTe3HPrZ34KvwagO081208Q4tvBoSw80XFLSnFNBxGHBu44hUpUlHtlJmCZNr1P5yuU4xeIAbI8XwyeiZypCUrI8tzKLAKOgFojhXHtl8t8UyFhpl5sOtFt2ESpbaolOYtFSR9qRrSWuVjiRAwbkAWuR8aaMG84tXUc+4OfzFVpfINU4RrsCx6HFio2P5WPrSpCMMpBUgpzG8AiN4TJqZycwhZYbbJBIBJjSVKKonfExNRIrZG28fZmvuD/AP8AnTSDWOVOEcXkW1GZBUCkkCUriYmBIgW/9VVB3ED9I/ho/DqmJ0vZfLBGFYbRs4zi3UJVisW41+hUyCcK0hxPWeUUjOu6csRMpyWW3No4d4IxDcM4l1ZGJwiEnoVO2KsSydEtuEypBvMnXMpfJ28c+NWP4SPw6mYfbz4/1dP3xP4Rqtg3rHL9he4eLOfzFVo2wXPYGvuKfmpWN2/iXEKbDKUZ0FJUXAYBsd/rg9gpWCw/RoQ3M5EATxO/W8TpURSm2EfYx9uv+calrTMa2m4UUm+t0kWqv+h7jZOQgidFW840vx/HSkpf4N/CPzVSG0stYbxYqLzvjoxqUJY9lIOGKQVO9IDlsc15HkhOpmjZzQBtviSVE2HaSbCT6a1pBf8A1v0/ipxGKxA06L1/NQF9yoN2OIcX6MhqGTUBHSuLC3lJhIOVKdJVa+lgO/zVMJoGJPlN/txn+cR8td55jj1nxuysn+lHA8PVXAybo/bDX89Ndw5lVeyP3P1JjTWMzw17LGsn4WReJHdtnpEAA7vXHfparJagbTM6bo0G7SAI81Vex12sTO4x33gCxE7hxq3MayIGvrMjhauJnSjK1g29FxPcZ3jQaUpK9Y3QDNtNDMHW4I7NaaBTMgzoVAAAmdePDeaUkG3VB6t5JB3kE5dJPyViyoc6TzDSCZEmdAJsL+gd1KU5MwD5NoN47rAntF4msIXrpJVcDQ3Mee4Ii9qUtcjfIg27bae5uLdvbYUy2jduggTEhNiBmm+kT89OLZiOvqmxFvxHvAE0021BsY3Ei+psI3bvVxpQQI1uIzHXzWmR3aa0Albeh0OewhJkCRvnf6PRSmFkDQq0yqzDLfWDYf8AqsJQLQVEAzKRw1voNxvenVMyZMAA3EmLj8fCoVGUgKF8sAHfI77iSqO+lt6pAPV0IAA10BJ1FtOAplaTJAACSI1SNNReSbQfPWUqiIlQM7rDXMTA/EKAlZhawg77TfhxmItpaogIuIuXOsdRA0sPX3CnAOAKRlndHr0M8DcUwmwIIOtzMC4mdNZtwoQnlMXWZGWwkdpEdsga9lNKbSCVFQg5piyQAQAkAant3yKQoTHk2UI3mbxfSNTIPfThTM9YXEWuM+8DfA9fnqgbCZErAB1FpVPd2/LTD4ITc6mbyNw42CY9e6nXRBkWtqbECLiCTE8YtbfNN4lOYjUAqjiCkDqiDHf6OFUDb14OW6gNNCRaPtOrPxAU261MGAeuAJMSkb4mcpsYA0HbWMQQCSOOVM3TAnrFWnmqPCQPKv0YBk9e50AmyrHzGgH1oyykEZlTAAkQm4J8q19N9uFmHFSL3WoHWyQkwZA3TYAfFWX3rwJJIEkmJGiQbxEmajYojUwRGYaXg5ZgdaIkeca1QZS2Bcm6dOPZbSSZt30ojsBMkGIuSZN9BEgemmVgyQYEJAMAnKTcDtV37+6kKeJVqRmJj3QSqDOsCRJmhGOtOXlRkBQJi8RMJHeTf8VR0rypNhKkiZkqMqJgX7ie4UgpmQIgGbb4AzATHpM91zS5hUAaE3O8jgBoDIA81Ciw8VERJuVaWAFtPdWi50iorKJjWdTKosBKiY0E240FBygFUSoze4CbC3uY3cY4USAOrNzcXIg2ABG83Jtr3UBy0K/9UlxX5cKTasBXHjXnWufTXEd1JeVA+Shx+KrdoYztqqJg2ZxeLtWubWx43Hffuo2hj9a1PH4uslExlJIex+P9FVS3JpkKKjAkncAL1u3JXkQVQp6QNQjee88K2Wsab3Nf2Lshx85W023qPkjvNdE5Pci22oKxnXr1rgHsHz1sWBwiW0hKUgAbhTuaKmYzVMylocKStNKQuhSawNiiR1opgpqYU0kpiqiOJCcw0UBuacdNNEUuVIUpIG711DxKRTinZHcaiYlyajmVogOvZTN+8VQ7Vdk1bbRPxVS4g3oma2heBTp3VMxD1QG1Up1wRRmKQ6l61NPYiKgqxNYwjSnVBCAVKJFuEkJBJMAAqIEneQN9FFydkHOMVqYxuMtVW7iY1PfWu7a24rMpKYASopvcykkHsiRWvbQxedKgoBRkEE+UkidD7kzcHgNK7KeFfM4KuOinZG44rbKdxnu+eqjHcodySB2kgn0bqqNnqlCT9h8VO7OT1B2iT37z3muiNCKOKWLnLyGFYsG+YE77zWW8SniK27kHsFOLxTOHUrIHVqBWEhRSEoUuySQCTljdVhtnZez0hXR4zEKWEnKhWBIClgGElYXCEkwMxCovrFb0uhyt9TTsPjkj2w9fzVc7KxqVGAoEjUDWKp3GhJ4Tbu3U9hyOmwxgA9G6kkbwnMRO6RMTwCeAqA3HxxLaSpZCUjeeJ07z3VE/NIydCo9uRf4NV20XOuzYGHnCARIzJYeKTBtKTCh2gVYDGK90r4R+esSGTtts2hZ/+pf4NNYjHpPtHfMy56upp81b5zY7KOJehbikMNILuIcKiAjDouozNiryRScZtbM4tTJcbZzkNJU4or6MEgFapusjWBHDWmhTQ07XSgSpt4AHyiysJHeSmrnD4gLSFJMpUJB7KvV7SWQpKlKUlSFJUlSipCkKBBSpJJBSQdDWg8glxhkfbL/nqqAuNrY5LSZUYkwOJPYKqvopN8jn3tXzUrlC5DjBG5T3p6FeU/bJMKB3EA010h41bEFePk/pT33tX5R26UtGIXuw+IPcws/EmnMOvtq5wDnbTQFBiMYtIzKw+ISkC6lMrShI4qUpISB3mpTDoUAoaESPy3HdFbW1ijCrm6FAg6EEEEHsM6VoPJ1fsCOwLH8NVCiX9rJzEJSVQbwCezclW8RekDaB9wr4K/wKc5GYBb7gw7cdI9tFbaMxypK1BAGYgEhIg7jcm16ucLyWfXjPEUoHjPTraKVKIaSW0qWpanEpUQwUJzpXluFIsM1UhS+Mq97X8BZ/qU4nOdGnT3NOH+pV5s3k6oocW4/hMOlraLuCUcRiFoCsUwApwIKcOoFqDIWrLYEkCKsdl8m1Bb4fW3h04V4N4hx1cNIdUeo2ktpWp110dZCW0qlNzllOZYGpJfIUErQttShKQtJQVRrAUAfVUlRqy5bsoQWMj7L6VLzpUyonKmSiFpWhK2nNRlWkSONVjhoQjukyPurf9Iiu68yRIeeAmOhaJjgFuD+tFcJxB9Skf0jddy5mDL72sdAnTXy/+4Vl/Kx/Mjv2zbgSLQkmTF73HZEHzVa5BAiNJFpUImxi5Hb56pdmNxFiRAiSIJkyY3G3CrllJgWA4RrlvOg31xSOkdDG436s6R3iYn4xQpndBvraL9m6CCN16WnW5mezdN7Tc/MaaUsCDxEa94iONgf/AHUA843rJMZgQZM8Rpoe3upUjLcSc09wUQL6zcVGcB1ANxqL7pm+nVg3tTrrp3mLBWsC/wARkA8NaFHSsBXG++I07IGo9VHSAAzAhdo1AOs3mI0jWTUd9QJAkEAwCDa54TJVffbTjWTaAOEhQSCd5jTsrEoptBuAZmLC2mhjWYPmFOtsTYxwKlXkdt4MRaJ8ka3qOt7ME2IlWpt5KRw3b4n4qwlV4JiVHS6UzuIFiPioCY0swNBETqd8a37BMWrC0BUQTawJMJkgaGNeEcaiukJCQfKJgwJ0M7x3xw0p9KABfysogWSqQJi0md+sd1ADiwkTAMXkmZVdMAzdQ+XspRfBBGXMLZfbGIvJCSAY4/JTaRKSmQRMAninXTePdRrWA2d6gnqwJsVWVc+c+SYGndQojDrKp3mSmQcoBBAA0nIJ3QKHHNUiLHrAdYyYvOlyZubdkUBlKkwQROoAJTxN9CkXk6UlSAkSEi5uFb9YJAT5AToTE9sTVIJde4kfVcoSkEKmANeM3J7qQt8nqySY1UOqDmmJ3W3An4qy67FiJJjURfXMqCSLGbDviawkZpImys1hCASIFtcwBKo7qoGlIMETxMT5Mg7hO74470rXGgAmZUTbLOpuSFE6DumlkGYNjcLJMa7huEk99jSVGw8kmYAF05gCAZIggC8d1ARIJy9YKUUgH7FCb671G3bpWFjVWU5hqOsQpQBJ4dUdUAREjWppcA8kzlIuLJuYJESZEndpFRVAxFoAVv8AKULQRqb29HmrAx0U8JOWQYkmFAzrfMT3W8yyq06mTpJGVNyAY3DU8B20nEKEgAgnLeEz1pkz3mU23d9IeWYkSRlBFoyokgx3ka9poDCzBsT1W+ECIFieFzpTPSi039sdxvoD3AJ/IU+pnUkAkm4JkAEm3ExB3du+kFUSRA0CeJAgSTaRAiONCDCHDJIGtvJGhNrGxkz6OyskmAADqrU3SkWCjFyvX0CBrTjr32UxA09zYAcBvmsIdA0k3MGYT6bWEA1QcdDlGamEuUh5VcKR9G5CMWqaoNoYjWp+JeMaVrePbU4cqEk7q2KBqcyn2rjZNQ9m7NcxCsqEz2nyR32rcdi8hyTmdO7yRx7TW97N2elACUpAHYKXSIouRQckeR6GIUesveo6eYfLW1pboJilIXWpyubYwsJy006g+bfT+asroZWIooTTjiaRlqMWMJXwpDprDlRumvBpcqQtwxUR9zfS3lWqGvTWsbmaElVRX1xSlvVDxTtQwkyJil1VOuVKxT9Vb7282FZxNMhzpqrdq7RSgSox+Xrqk2zylSiUo66jwPVHed/mrUcRjFOLJUZMeYdw3V10sO3qzgrYxRVo6s2PGcptyEz2m5P2qRcqOgG+1q2bk7iCzjcFgyoF07RZdx1x+iSJawov9TwyDKosXVqNslc7wWILa0OJ8pt5DiZEjO2oLTI3iQLVvfJHnGc8bZL/AIsho4pJeWMK0hYSScy86UZwbk5gZrvpQjE8ypWnPizQdqq9kdv/AKy7/SK9dQndD3GrjldtpWJeW4soN1IR0baG09EHFqRZCUyqFeUqVG0m1Uq1a91U1k3Z59jR9pUzZo6ie6oeA+pp+1qZspQyC40owbLyG2uMLimMSUKWGXFKKEkBSszbjYAKiBqsEnhOuh23Y5we0MzCMKrDYlTa1MK6cvNuuISVltwlCChxSUqhUKTIvNknTuS+0WW3QcQ0XWVJUhaUqCXUhQgONkmC6g3yqsRNXbG1MFg1F7BrxD+I6NaWi80llhhxxJbLqyTmdcShSglCRlJNzoRUzFmluDzjceI3HuOtDSPZcP3u+kpX81KBFriwjWmWnZfYAvlLhMdqTWJS12vZTP3Vz+gdFSmVVD5QuBPRKOgeUCeGZp1I+OltYtPuhUB2bB7aawGzsO0cMnEu7RCsQ4FuKaZDLSwhtKy311DMJ6MECQqdwLe3wy7hGsYyz4so41WFeYCy42HQ30qFsrUAotKRMhVwYFalsTlth+iaYxjHjCGC4cO6y+lrENIdIWtpQWlTbrCldYTBToJp3lNy8bxAbaaSjDYRhSloZ6QOOOPLGVTrywAC5lhISBAvWVkENuKrTeRH6HT90X/ONXOK2+0kE9Ik20BkmqXkcCGEyCJWsid4KjfurFICuUXls/bO/wBCumwfy7aOVS46NV4S4rNG4KQUj1mowx6PdCqDeNn8psMEpB2MlSggAqO2MWMygIKsoaIBUbxumrdrlY0ppxtGymmS40pKXRj333G1KBGcdK2BImYm9c5Y2k2Pbip+G240P0xPpo2SxtLCtO6DWg8nz7EB9kv+eqrxzlM0kE9IkkC0a1Q7CQQ0mQRJUoA65VKJB7iIPnqIpecy5/zjhB/v1PrUgVumD2qkNNbQzfTjr2H2O4iZVmbfQp7Eq06zuBbw7ZUd6o31yFl4IUtK7S6pYkWIMQR6BpTxxTXFHkxoPJ4X9rYWrO5LHVmNrMMeOeN4dt/Dq5wcch3pApRZaUzKnkpCgFBGWVJWFBSAoRJBCMVhHsSMTg3Foc2gzt840pBQ2nGMuYUYfNhusGz0aejcS3JIaWAJUDXLGcQ0NCgWi0Axw+17KdbxDGXIQ3lmcuUZZ4xETUuLG1c4mwlYQ4dtwoDq1BxbaVBTjYzZR0oTOUqBlOaCQFWtVSo1W4jEtqyNspH1UKVlTCbXJMCJ7d9WDhqEIePV1VdmU+haDXdOZ1zLiXJ94PoC0A/HXCscrqq+1H85Ndu5pT9NHicK5f8A+1n56y/lZOaPQWz8RYRIgd99d0QYirNrNOpgXgZU3gRrJEyPXwqo2a4bEnUDXfu+QDzCrNetjut2ix1A3d+k1xyOpEhombR3Tr5hv37qytZFx33jUeknduvamSmd0cLzF4Mk1nou8RBiRuEbgdSAQZisQHSlUATJncZhUaSYi0A7tKfw60gjqgZlQTAtNxaJ3x6eFMpZBI7UGJkmZ7dddeBNKIMA20H2Osm43gGfX3UMh9uTOUWvO7rHKCRvixmd9MtKM9aAJg5tLRcRvmTu9FCVwJkSVXteL2m0pm9hTqADaJzFMEzIkdh33/8AYqAU2nU2KoBBi2UWEXg94jdWXVEGDbrGI7QRf1cd1ZWxcEAyDlAmdIzdoEdmk1h1r7G1kkWMaDNqLTb1UBhLmVaUgE5Rx1jsI36WoxLhK7ZkhSgIA62kSeGupm3CnncQYB9qNFRBURCTaJve2tqbW7nMiYHCSoojWANInWxE0Ahg2MAQNAowI0zag6EieNLQ6nMR1Yjre2M3sIJBkXJFZKCRcG8RI6g0MSTOUcDEmnlgqFgkdXQFM3gR2JGtp14VLFGQ4TEixGgPVAynKEmLmJk21prGr86iDmBM2uMsAxAkSSNxBJmnlsnsNgbzlg+jq7rC96YXE5rkpUQSlNyTAgG8g3FiBMneayIIDphWUrjcoJFwdZItxM91NqC4VCDEWBJzKgakTc62qVjibyogaXO6AdANd03nhVf0g3kypViZJKd6oBuIEARvNAIcaOUqUBeLFUkSddNbgx5qWo3NwEpSbhIm8WtEd3YacEEpSAYjTLlkkA2EX0m9o4VHdWCSEpBlRIBOYzbda86d/YKFZnpI1v1RvgJJMjT5Sdab7IB0G+IFyZyxe59FOKm4B36AgAmb3AiwE27Ipl1dyQRvuZISDaBBEwOEeqqQUHSBYBPq13AE6AKV1ophTgN7EJCQBJy2NgbXiTM/LSQiCNxSgz1blURwzGSd+npNKWbDWIMJuElUxEXMCDqb0AgxmJJJEED2ttI1PlG3dNMGIvE5BAub5t/r80U+4k2vf0Cx8xA1MmKS2gQTPbwFjYTr20IR3Hh2wAYgXve/nJNCQSBrwuQkWO7foZJj8byU7uCe6w1O61hSUOC2mkHhlTYgxGoH5XoLnFVmsEU5lFYArkvY+gauNeIg6zU/B4RKdAKabp9E0chkRJFLFNBVOCsGbErClC1IaBpxBp2KxNg0kGnJoVTeaoDDqabNZdNMqc+Kpchha6h4lM34Upyoby6FMOrqOpdYdVUZ9+sWRjeJcqsxWIpeJequcVWUUaZMaxK60Tl5tefYUnd7IQb/AGttJ31dctNpLbR1EqE26QoV0Sd11gZc/ATwrnLjSjKpBOp1kzvv2/HXp4bDvxM8/FTm1aJkVlSJ3kHcRSUGlZSTAgWmT8gFdZ44Fn7M+isdB9kr1fNT4b+y9Cfx0ZBoFmTMAN3MXNs+4SfTSwGThfsler5qyjBjio+j5qwtwblKP7gD+saEuGDCjIBNwm4Ak3nWN2/s3gWCUWgaCm1YNJM3E6wYE8YpzCLzJCuIpTGEzAKU4UyTCUJBhMwJJIhRiYE2iliDQ2cnir4VLRsxJ3n4VT8NskKt07tzAhtBuf3dXe0OQrrKA44rEoQYhSsMpCJNgCtXsYJNhKhO6bUsLmus7ERvBP7o/PVtsnZ6W5KRc7zcxwBOgqtewEfpzvoA9QVS8IS080lLhcQ6g5gsEKSsBUjU2sCFA3BNhFSwuXzjQIKVAEHcRI/Kb1EOyGj+lp9KvlVWdrHyE5ikKchSgJUEBC1kJEjrHLGo176gjAJ908be/EfEmpYhYfQlq3sabGdNe+Tcd9B2Yz70j4I+arzkhyAVjAotIxCkogLX4wG0JnSVuBLYMzqqeAN6d5Sci04ZYRiGH0KU3mT7OClTcwFIWhKkLTxKFKi00yi5rw2Y17038FJ+SrKPijsAHDgKYd5P4YgiMQgkWV04WEq3EoLQzJnUBSbbxUHks+VMgq1ClJ4m3abnvNClhiU/+rX9NQUYJPvaPgJ+aq3FIC1uFcqKXciUyQlKQhBm0EklUCNIMzIAGsIj3A9KvwqtiFh0CR7VPwU/NSXEp4J+Cn5qbawjfvafSv8ADqYxgGfeERwzOfI5TQEbq9noHzU8FTrU5GzsPvwyI4pW8lQ7Qel17wRxBqj2UISpMzkeWkHeUiI+OoCQ+4BrHn/HSA4niPVVY20FOOlYkpWkJ4BJCp89hF/ddkPDDomAlE23b9QO+LxVQJofHEekVkvjim3an56ihhPuU+jTh6aksMI97QfN8xpZFuLZdB0jzR8lLcNN7QZQEhSW0oUFg5k5ridCFKIg9gG+lLFCEXHq6qvtT89dp5pV/TSZ+tXf5zR+QVxPG6H7VXxGuzc0qvppq8fSqv5qDWS4Mj4o9G7NiAZGm4er1a9tWaR6AdSb+eDoO3iaqNi7pGg90b7vTwNWzbZvZIuNYBt3zxrikzpQ6pydCn21x1lQLXkXtFKTMiSqMn2sEgiLnSaymZuf/wC4jcYkT2WkClaz29+oJkcI0/FFQolLI0O8HVXDUW3jUG9KSiDPU8mbgk666+VftoUsXknzWkRbz3FCFR7kxMEE3B9RT2brioUwHLRp1psmxEEXnd599ONO2KZlKtOy8+YjhA1NMl4cQNPaggEEA3JMW+IU6nEmBBIsfchBHYct8wi0ETbfVA6WRMz9jM74MGUbibSKkYduUwqZyZrGAN0dY300njaoa3dY0JTYBWUqAtu1O4RSWdCQlQ3kiQctrRvNtZ76lhYmdIDYJkA3FyYHfGbtgaUy28pIISAkQbX6ovqYER3n542cgWi9hJg95g3Re47aVePqgHVBgJzD0xfSdaoFu4g3CrgERJIO+IAJJHrvWOlVZKUr0zSbSbCxVEJEHX0UhKzIhSyQZ6oGnEkzHZANDqyTOVUZRJJEkHs37zJmOwTQo2pwkDyQmSbqzTHdeBHbuFCATJzEgZjKcxhIgAAKjs3b+6sOLgDyR1YEKBIF/KIFj8egpxbxJ91fyQkkWskXtrc76C5g4cgCySQJIJEwQBlM5jBnSRpWHGVXUpcEmQAFeSLSAAnq3GtLUYFwYIzEyAVKkTE2Ijq5R+Kkuu3vYCCZ9sQJAv5KZjhuoQYZYA8oqO45RETJFz7aN2lxwpC7wAhVyN8QkXiQnU3JM7xwp9xfDSQdwM3Mz5x6hNJW8TGsHSN5m50gAAEwSLjsq2BGVawQlPWuSQSbAkkkxBnd8lIUoDUjyiAALRa5MSqyZ1p9xwG+Wx0TxSLSZmJiTG+ajuvCSSoSZNkyJgEAXGpsfNQCiSqSc0rNjoDMXOvVA3RJpLyRI3W3ngY60mw1MD5aShQkSpSzAI9yIBAiRoYEG1ZQ2LaA5SASYAGpUeJgiB20Ayl0Tu1AHaSCL38gd3dem3HQba9+mYmSd1rmnAoaGwBJ06xt2akcKjrxNiYN+Ag30ursnjY21qkHXFTFvaE6ACxN+7tNRcY1mGhFwUgWiNAJFzvJ7aWtwkyoGJSDcA2vlHzXiaT1iZMSUSozpNwL6QBFqgucebFOJrGWloFcLZ9PYcaFPlNRxaslyoi2JCjWMtRS5vp1tc3oCSFxTjS5plIkd1ORx/8AdSxi3YS4um1qtrTDzmtJSv11CXHlOSKYcc+KhbsCor7npqWMhpTnbUd1yha6hvPRURHIMQ9Ve+9ScS/UFbtZqJqlMy6uobz8LSiOs408puxhamWy5kB90YAgXvVNt3lC2JQHkoXxKHFgfe0KE95qlbQoNJHjCwkv+NNujB4kqDiEHM404UpHR5BKtRCQba134fDc5HLUqckULXKB7rK6dzroKVDOchSqyk5CcgTBNgLaiCKgHQ91bridtJBJ6Zlt5Ses8jZpRiiHEyVZisBKlpVOdKUkhUg3mtMcSBmAMgAgGIlINjEmCRum1erFGN7p6WGWtB9qKdY8r9x8tNoNh9qKcw3lfuPlrnZ4g47XQuZfbCEPNstsgOus4rxjErOZxSEtOraaZEDomRlQV6lSk3MAVz9xNbPzPD6fb/a+K/6Z6soPUjNDw46qfuafiFOt6+Y/Eabw/kp+5p+IU43r5j8VYgtdlfU0fa/KafwI6o7vlqPsz6mj7X5TUnZvkj8t9GQ2Dkntc4Z5LyUIWtAVkDgJQFkEJXA1UgnMN0gHdW3c2ePeLrr2IfccwqMG+rHl5altONLacSlsoUS30rjhQEpSAbEC0itY5D8n14t4NIIHVK1qM5UNJjMsgXUBIGUXJIA1kbNyj2fiHkpw2HweLawTTmZKV4TE9LinoH0ziMjBGY6IaJhCQm0gBNSDOfpnKnNrkTP20CfXUNB9nw/27g/gfjqwcjcZHETB9IB9IFQFfVsP2Kc/mmsUC22x7T7of6JysJo2t7T7qfW25WE1AX2wsK5ismDDktqeLqWXHEpwvThB9kUHFJbCwlJGadYgExW48v8ABKwmHwWAWJU0cRiOkAPi6WnsgSwwspAdSCOkWW5SlRSm9UHJ7kW5i2UrwuR9wOKTiMKClOKaH6W8EuLSHcM5e6BKTAuQrLd8rMKcJgcPgXVJOJG03MV0KVJWrCYRTPRFKygqS2XnYcDU7ibEEVUyM1BfyVR8k/qX/wBy/kq5Wr4qouSivYlfd1fEmogML+qO/dwf4Cfmp9uo5+qO/dU/zBT7Zq2BLaqWyaRsXALecS00grcWYQhPlKUAVEAcQlKldwNZRYkGQQopIOoUkkEHtBBFQEtNUGzv039sL+SrorqiwB6zo/ZCv5qaIEfDn2R37ZHxLrrHNkEu7MewKyB4/wAoHMO0tXkt41OAw+IwqzcdXpmUoga5o31yNlUOOdqkR5kn56tEbUcDIZSoJQnaIxqFBPsyMUlpLKVJXMZUhIUBlkKvO6srg6ngkFjY2LwikZcQ5s1vaGJSodZCnMWw1hmVHcpDTWcp1BdB31peEwmDKRmxmISopBUDs4KAURcApx4kAyJgSIqJjeWD7rmLdWpBXj20oxJCCBlQptSQ0M56MDom03zWB4zVQ2ujIP8AKVKRnDay42FJyOKaLKldUEktFxwphWZPlmYm0xQuom11exmpCz+WlQpFxpsftT8Rrr3NK7GIYJ+tiPMWgfy7q4/itD3Gusc0p9nwsb2Y/iFfNWS4MxfFHpXZLcpFwd+/Q20kWndV01Oon1CbTcz2RVPsEwnUEenXSOBq7BMW3GesYvXJJanSgzKHueO+eMRF476y8eKhr2kdhmRx+OloSTvmCNZNpPn3nSsKFtSJN4A43/I1rMkYSU+aUyAPTrMH8VYyi9gSDYTllBm5IjukydRupSkASQT6YJjju7awpE6IAgnVQBkkaCb6xfW1GUSlRAvlFxrcg9lr+aNafackCCAQmwSBA7rxed3rpltBmQUJMyYBzC41iYiTwp5at+YAwCYTaTrAkSnfBG81QLCyJGU6xJUG5B3GI/8Ae6hKSCDe29Surv1IFjqPPO+mysTGZROX2oyk6RIOsadX/wBZaAEylWpBUSdd2/TdF/NQovpgQFEotuJnXsB9UnuFDOIIJyyUlckJTPmAImJ4EwI0p1zERfKlJmCCATfhKpkaibd1NRGpIOqQkyY83mvUAlSlW6q+4qyG0bzfdEU0UxMoT3rUImdZ6xtpuERTjhmwCvI1tYcesoSo+am1oyjVuYixJUDFpgqlWp7KpR1tUkqlCbGSEkxuyiQL93ZWAse6VYXi06A6knNffuBqK7J0jqpva4G4Wjq9vx04lSQZWVGwORMJsZIkfIKhLmQgTJ6QjKTrlmCcogaD5t9YJSLQBpPtlC15MRMXjiawlAJ8gE3m5KZ3SRqBqTx7KYUdYAhKfagZiNJMxqZqgW5jE3I7N86aSBaPV30zPtiFm8gaeVI4WB+ShCtCSSdyOAuAJvB0sNJ11pK1CbzrOtte/WBVIZcIIsmISIk7ye1V4EegVhL3DKgSSLHNGgVl3KOomLXpp1fV9e7U6gamABPqqO7ibxaTc988dAL99qEJq3CSCnSbEiEgQRMxB0IA77VHKp13gEngAYte5tw7uNNrdmScxUB5gmNdNNBTTnk6XzASdQALAZieM31NAZz6WAMb4tSHCd25J+Ym+87qS4gkRwGgJ9eUdnrpt1kb5k6xA8wm8dtUApZ1JAiTdUmTqd9zNj2dlRsa+BAJ1M2T6e20G5qSGx5p0k7h59abywdBPZuBg3jfx4XoDl62TFZCKc6S3bwplSt1eefV2FZr0Oi9MNTrTbhM3pcMSpz46nYa3nqIEXipmFG7fupxMLokpXBqPiH91Zc7TVTjn+2qaW7kxTkmsrNqr8Os1MC7VgypBiFD1VExaviofXVbjH6GTMYh6qvEv1jGYite29txLAzKIncN5/F21lCDb0OepUUVdk7aGOS2kqWQAOPxd9c92/yvLkpRKEfwlD5BVJt3bK31So29qkaAfP2mqxRr06NBR1erPLqY139XgSVLB37t1bc3y3KS4tptSHHRmWou50JdSytlJabLUJbSHCShRXICUyEi+khfbSg52+quvOani2+KRa7e2mHnVu5A2FBADaZKUJQ2hsAEicsIHdpeJMNb1oE3tp89RQrtrPSflFM7DxkrWsh9Og7qWhUGdbef/wBU02qaUpUa1gzkuPKf+xNLwGPcaWHGitCwFALSQlQCklKgDOhSSk9hNRUvj8gadS4O30GgGeiOgQRaNRoLDfWUYZXufWPkNPpf7FfBNL8ajcrvi1AS8I3lSBwFJaStNhChuMgGO0Gn2lAiRoaY8avCUqVBi2k1GCfs/HPtnM2otqKcpU28tpeUkGCpsg5ZAMTFhwqYdtYw/wCsPfvzEfh1WsvL95cPcD81Smi7uw7p/cKPxJqgbS07GjQH2y/wDSsFs050uLUmUTlSiTcgi5UlMDu9W+UMO/uwzvwHP7OmWscQ4G3EKbUdypnfqCARMViiMl7Qw+cQDlIUCDqJ0uOBBP5WqIjDOe7b9f4NTMXicqZgkk5UgalR0FKa2dij/qix3mPTmAg9hqAiKwizcrbMadUkjuJiKzh2HE2StCRMwluBPHXWrJvZGKP+rH4aTS17ExW7DDzuoqpArHGnSI6UX4NXj75T+z8MG0hKZ4knUqOpgWA3AcBv1p9/ZGKAJ6BNhNlpUT3AGoWy8Z0iZiCDBHAj/wB0BBzeyO/bo/mVJwrZUQkXKlBIG8qUYSO8kgeeoy/qjn2yf5tPIH5aEHiO2qQ7NzR822Pw+0cK+9hFttNPrLiy4yQEll1Ewl4qMlYFgTULa3NLjs77hw/U8YxDgIdZMtFxawoAugyUkHLE7q1rmi2iobTwSluqjx1IUVuKKYKVjrFSoi++qblKgHE4rePoliwDMynxh0CD7iIjsiqgNJckAjQgHzETVNgfKd+7/wBVNWoMCqjAeW791H81NRFFYjApJzSoHsi/pBvbdTfiX2a/4P4NZxDqlKKUZQEgSpWkq3QOMGO40BK/dI+CfxUsyAMH9mv0p/AoOD+zX/B/BrBQqfLTHDKfjJp1GHUf01I/cH5KWYuYbwIkSpSt8KIifMKlrqNjG1Npz9IlYGoCSkxrPWSBI4CaluebzUBBxGh7j8VdT5o1S9hIEyhXnjDufNXL8RXSOaVXsmD+2j+KcFZx5mMuKPUmxTYdYROm/wBN6vEqEXI/LQ7pqn2A1YSnSbHjbjpFXaFwNBYGdNCNOHnFccuJ0oSg77zOsgT6RNuylrcjgmdYNt3oH5bqaidx13m3yH1U6hHCAR3X3WnXhasDISpRO+2a0Sb7wOBNjJt30BW++9KoGU3ndviLi1xUBW2U9KWc5zZAuBBJBJFt2u/uqQl3Xqk7utb1mKFJBeixIIBm5vBkejiDbSsdKDpeCImFR32iqzaOKyiQi4ULCJAm866Cey1TEYkRqYjTKPJkHju10oCSuJHASYFiDvAER6ONID8qKAU5gASIAMbiTwEaAXvSSSbJzRMg5bnjx9J4bqaDIBJyxmgkyJt1ZMmAeyaFJCHDfQX9qiYuNNNbHf5qbJ+yKibbk34TmNu3Tt3U2mAbBJMe6JNuExb0289BUMwOYHcRF+y4VMaWG+guZctaLzJJyiToBwB1Md1Jc70iDIIRM8VRE5r3qQ2lOuVM2kkKN9BAOk7z+Omn2/tRpBIMwNI0SIG+aWBhKYsekNtAMoj0SB2bh3UjDpm+pB1UogTrb1edNBUkA9YkxeECAe8GewcL06pKomwzCYJzLVbyiDNuz4qFuNJTcyJmJta51JKSTqTeN170ytN7wBm3JvCdNTppwp/EoOU/Yi8m8qi1oFovG40y2iNSNwnSOwC54jzDSapiJ6L7ZRJ7AAd976C5NJSlIvG/iSTuPDKnWDxnhTigniVdaYE6RvtvNp7DSSqL5Rwkyrd9tedOFANEjcEJiAZGpOusmDqe6KbW/rc+j90TpvIF9Yp0rIA3TCiRc8d0ad9vNTbmKga6b5O8ROt1XmOyhGDiiZsTmJvfQaXJnj3yKaAMGB3SRPq14enjSlPyT5WsC1zvvAgAeUfQKbcQSfJIAAHlGBJPGJJgkxVBlSdZKdZIM5dN+kxcRNz3U2pQE9aTqYAHWmwnXgbUPt20GkXg6Tp+LeDWL2619Sbm/HQXtAAoQSpy3tuIGg89tJgdsUkH7ETBmTeRfSdIGX00leG0km5vOsd3E1joRbXedQNeyN1vRQpyoCJ76axDnA08WSrWnWcFavNPrWQukNOLSe+n0NxapKWhVNUmRcM0ZBNOKdy0+8q1Uu0MRFZmiUhGOxdQw5NV7jhJqQwmsSos2lUpxyKjBVNYl+sTIS+/VXjHaMU/TDDRWYG+rGLZrqTsiv2k6Qha9yGyo+auP8ocUVuZlGTHoHAdld45XYMN4R4DXoFSe2K4DtcdfzV6tGjkXmeFiK7qS8iMmkPUsVh7d563nMNpVWxbF2EFs+MP4hGGYLpbbUppTrjriRKg203CihE9ZZMA21mteSK2jlh+htmgeSNnvK7OkViV9J+6kAGqiFfyl2QrDqR7Il1t1rpGX25Dbrc5TYwUuJUClSDdJjjVYlyL8K2Tal9mYQnVG08WhPHo1NtOKHdn9dayKNAkOJh1cWFj6b0uLjupCVStR+wH5eqlLNx3VAbDyd2Z0qXHHHSywwE9K7kLqs7hIbabbCk53lkE+UAkJKiY1m7T2OlLXjDDxfY6QtElotPt4gAENLbzrBK0nOhaFEKAIgECYza/82GP/wDIBm7vEjkns8uKtuQboGGWVkBB2/skCdM6XHVL84bueyKysiMmI5MstuJwz+LWjFKKEqyMBWCZeXGVl10rzqWMwSpxCcqSew1Xco9ndB4wy4BmbQpJ3wqLGd5Fr8RVbytdUcXiUkHOdpvgTqVHELCQJ3kxHmqx51sbOOx0G3jC0GOKQEq84WFeipIczW9k/U09x+M1tfI10JaTuJJJ7ZJrVdk/U09x+M1J2djIQkToKxkio6Zh9qAaGph2nYHrAHQxY9x0NczRtI8d1bhyo5UYVeCwrTDKkYpGXxl0gDNlbKVS4FZnS6spWmRCEpjq2ScctyXLxG2PsvXWjc4uL6TF4c8GyJ4mfmi1QG9pnjVbjMRneZJ90fXFVKwZf4JwJew5OgxiD6MxHnBrdxtIcZn465ztF2OjPDEJPx0te1DxpYp1zBYR1aQpDalpIkKShSknuKUkGNDG+kbQw7zaFOLZdShCSpSiy6EgDiejgcJNqreSvKBScM0DyjXhAEqjCpwbzpZGdUJztqAVPlyPdRupnlfyhSrDPJ/NFicUSyoDDnB4hpp9VobWtSylKDxUIq5DG4w/tgXvxrnuw1fVP2ys+mKaVtA8aOTxsv7sfiFSxTDh9lX+4+KpLQqMr6qvuT8VSmxVILyTYiR23FPtJiw9VhTaDToNQCjVXgfLc+3HxVZk1W4Py3Ptk/FVQENfVF/uPiNb3yQ5IN4nBYp/O4MU09lw7SYLTobZ8YcSRkzF5baHcsLTdIsYM6KB1z2geqPnNbvyc5UjC4VJbVOIZ27h8WhqFQplDD6HElUZQlZUEETJC9KjvyKPcnORzbuzsXjHVrS42045hUJKQhbeHLQfdWClRU3nfS2IKboXc1A5G8mVvt4tamMTDey1PMEMupSt/pWEoyHJD0oW4QlJMi+4Gtm5T8qcKfGG8McuE+hDuFwiMisxW4Q8sKTlzI6R1xacywkexJvpOt8jeV7jCMU2vE4kBzZLjGGAedUlvEdIyW8gzwylLaXAFpiBbfRO5GjWOUeHUhtxK0qQoNnqrQpChIscqwFRHZenQbDupvlDiluJWpxxxxXRxndcW6uBoMyyVZROk0pJsPtR8VZAZeroPNMsBWDP66B6c6a5+v5a3nmsN8If2Sj1ukR66yjzMZcj1fsB6w/HV2l2OGm+Ozv9da9sFMgcSB+VvNWwMtgeVlnzk99ccuJ0pCC5vuTN40I4W3dtLaM3KTFjMgR2xHx0ouQLAz2JIk9kiyd9JQ6oxIEhOuYEejX8tKwMhC2RJNgSAOJsdNdLn00LSBcyZEcJG6I1ApwuD2yZ4j4uB9ZpDajoEEXEaWnjO7S4oUExoAQe1M9hB4b7mnFPEaxAJ1Mnt3kb+PGsON8YPW0JM3vMxEb9fioCb29VgTxEwZHpoBK1jjaZjWd8xoO74qFAaBB4zpB4nMAPQAdOFMuqA1TJ33MxrbUz2i1ODEGAkAgxvUSI+14+ahUOKRA3EG4vv7Ak2PZ85pDczZUHfrYaAE+umFOJHtlXgyUgKPmk3JFOWNwFG2827SSMscKCw6pfaTeEzMA6nUxrxpcncJ1EFaVJ04bzvv3VHQyoaAibTYDuF5gdsmm3W9ATunNdZM3MgWHx0uUmpeKRdSddQQYI7ALAad8UwsiblUmxmE8De9hvvTYQO1IO6wUR9qAMqT69aRJBEATc3N7cQd3AVSMHHRYBKidRuSe+2lqQgKFgmJVqqc3EgX8jjJpwzrpa+8kb4g2Tuv6pqFjWBKVZiIvFhM6TNyqB6DVSFyQsKMlSxvi0z2xfzbqwGRa5NhA3ec8Bf1cKUX/OcsRJMnS9okdkAU2vExbTtnWNwiYAO/voQS6ACLSRMk3sL6THymm1kkkZQLyZHHtgXvMU5iMQbCR5V77zxNvyvTJcHup1gCwvv0vHmoBwqNyQAm+8AnSdPyvSS7OgQDqTNgDw4AaR89NIVmvBI3lRgTF9IveQBTbiuBTcDXcB6T2m9CD6n9LiEggDdAt5hcG9NF21vSIFwJsOI49lNEaCZ1tpBidJFhY34U2pwaXMAAXt2xbfQDjjk6C0/GdJ1MxFNqc321iN/qEf+qSFngYnUnhrqab6aNSNZjt0Gg0FUhz9Ay9p7KdbRJvQymlk15J9cxLrW6sZIp4n08agY96BWSNEyJtPE7q17GPZqkY9+9V81nc52tTLYp4GKZK4ptx+oZcCWp+oWLepl16oq11iohyFQSYratkYHo0zfMRe2nZVdyfwGi1A9lt/Grh5R/IxXfRp5dWeXia2Z5UUHLtP0u95R9gX8XZXn7bA6/mr0Lt7Dlba0z5Tak6nekjhXn/biLg9nxfkK7YPQ8+fEr6w4NPPShWYrIxGgK2TZ+0mXMOjD4oOgMuLUw8xlU4lLpCnGlocUAWioBYUCCDO6tfA76yKhC35SbTQ4lllhKkYfDoWEdIQXnHHSFOuuZeqFKKUgJTISlIveBTpTTnp9NZSntPpPz0LYSwnrH7WnXRp3fj+Wstpp2Lfl+XoqkLHYG2ehS62ttLzLwT0jSlKRKmyS24haes2+iT1hqCQQbRnbu2A4hDLTSWMO2tSw0lanFqfWMqnXXV9ZbuUBCbJCUyBrVcEDh6z89OBA4D1/PS4NkTyzBWnELwjLmMSExiVKcyl1ICUPOYYKDS8UkAHOY6wBiwrVcStRzKJJKiVKUdStRlSid6lEkntmpQaHAeinW2x7lOvClxYTspMNpB4H4yaitA3HBRHoNWqaWpAOqUm3tkpUfSQaCxU5jSkrNXSQPco+An5qcSrgE/BHyCpcFGHe311nBgqdbi+UlSuxPExoO/fV+lZpxvvN+2lwyBttJKJAJhYJjhcE9wmqgvj3SfhCtoB4UvxhXulek0uQ1JTnaPSPnrEn8orbjiFe6PpNIL590fSaJg1dKSd1XGwcOpKFFQIzOSARCssAAkG4ndO6++phePE+mshVLgrMS2oOE5VEKSLgEwRuMC3npaXfsVfBPzVYdJWQ721LggpfPuF/AV+DSxij72597V81SiukKVQDHjn6258BXzU3gmVArUoRmIhO8ADUjdM6G9qlA1kmqCBiGVBeYAqBEGLkdv5cKyVq9wr1fLUpSqAqpcEQrV7hXq+egLV7hVTIrFUER1tTgy5cqSbkxMcAAZk9tqmrO7dupIFJmqQaeVANdA5pmJXg08Xgr4JUv4k1znFkmEi5UoAeciu18zWzh4yn3LDHCeuodGnzEdIY7Kyi7XMWrtHoLYWg8k90k342gVftqO4fIfVM93ZVfsoAJFzroLAer8oqclQnQHsmfVauKR1IcvvPm0B7e756Qp37KfRHmtrUVxwcD3JMdnf8dPIasLboMzae+sTIx4wRvjrD7Xs9F7wNaZdxZngeAFiLX38d9qkpw43i3CRpvAA3eesLwyAQTBgR5rggCZnf3gVbAaQ6TaQPc6ndod1KiN8neNUyN0zEdtqfDQHGOHb3Gd1YXwkcQN3mgAToKWBGKSOw65rDU8bkn8t9ISz9nYExujjFyNNafWRvEDeYzD1n4z3RTWIcG5IPARfiOMUKZQYkBWUTJIA3aaDXePx0BWpk66hVz321ka9tICValMEcTvHG5k9lYUm+8xbUAAnhIn4tKAU4JvJ1kyATpa5MmfVWFKtpqRcyVEdmo7bUi4sEhUHWSQO+DScxN7DfEpHoBv22oS4t1w7gQdADlJjsuTI47qhtv5lkKBOWJhRSmTwKbqUN/y1IfanqmdZKYM+eRc37KbWUgRlHGAZv2nXzaVQZWobkbrzJO+Yv5uNM9bLmAAE2njpvv2zpT/SFQPtUjWE6k90XO/0UwpMkTOtkJmMoHaZzT5rGgFIJABUsCRJSmZJ3JFok76QMSBYFNgAbExfQRHnrCmwDeCSTxMec6jz8aEibJToo6J7bk68SKIjFdNOozDMTcb1RBIJt6aSp4kxqbDstuAFggdtI6E+2WNTAERfeSQLd0zFKLaYEqUuDe+VM3IEA8ZO+aoAr03xv9MxG7W5qKbzcm8wJgazaNKlONadVI1uTcWkmOAFgL1iLiI37rAbhA3mgIZSTokhMHUgdl7/ADzWAk3vu0vv/LWnlnjI9VvPxmm+qL+rX07qAaW1xP4hr2yd9NZBwnjr3AflxqS4sbkmfX27/NNBJ3cU33A7771b7WFCGjZawFCh1NMLdjdXlH1bY+t21U+1HLVJcxXZ6apNoYiaqRpkyvfcpgmlumajrNZ2NYl52oxVS3VVHWqqYtiXVVZbD2cVmSDl+Ooez8LnVG7f2VtzTYSAACBXRSpX1ZxYivZWXESVRaTbu+Y0hau/1/MKccV2eum1Hu+OuhnAkQ8YrsNcZ5dbKyuLAFiouI7iZKe8GR6K7NiBO4/BrWuVOxOmRF84MoVwPA8Un8e6rCaTMZxucNTQT8dXW2tklKiCMqxqDoeBHYeIsey9UzzRGoPyV0GkBShSZrIoUWDTgpoUsKqkuOCnEmmQqlhdCD6TS01HS4KUHRSwNx2bgWy22XEoSkuYbrBXlJWtIclfSTmyk5kZEhABOY3p5vB9T6iz4z0MhkqBRHSpGbKp0jPlKrFWgm9aSl4U4nECsiG6bNYa6bEAJQpKVQ0JSoAdJByJW62FpjfnsLjNNTNmFrOhBRhyn6IOtkwCSygJKFZlq8gknrKMEQJ1rRE4jsNOIxB4H0VAb8h5lsZnEJ/RDYyBlhSy3kUVABt8pbCiI6RJUQYtUbbLbYw6SgNhcMRlLalqJbPSELQrpSc3lh5AAMBJ46cnEH3KvgmnEvn3Cvgn5qBm/hDWfrDD9AAchSWziFDxZ0+1JUVZwn6uAQvo4vIp7ZYw/R9XJm6Bo+ynC9Lm6bGZ5L6S3myhqbZsvR1z7pVe9ufAV+DWc6/e3PgK+ahGdB2cWszebxXoMmHiQ14xn6JPS5o9kBz5yrppTpF8tUW31IzJLWXouiT0YEdKE7w/7bxqZKlKkGQUnLAGupU57058BX4NODpPeXPgL+ajBu23mmThk5HGQptLMJAb6d05PZDmTDiess5mnQqShJSoXFI5H41lCUh2OttBGbqNK9gKOtnLqFFOGJ1KCFcDWnht0/pK/gq+agYd4/pK/gq+agN7XimvpaFNZQwgGehKEv8Aii0hS2/F+lGV4glTi1Jm5GkQ8Xi2sqenUh13p8OSrD5G7JGKzZ1dEpLgALebIlMy2NUE1qXiL3vK/gn56Poe/wC8q9H46pDoj20mApshTXRh9ZVChqcQ+UKLPi5KkBKml5ukskeSct4WE2k2lP0w6287DWVaGysNqScTlWrMlIfDedCyghNilPWywdJTs9/3o+lP4VZ+hz/vR9KflXUKLxJ6xlQUcxlQJKVGfKBIBhWtwDfQUyo0v6EP+9/w0fh0fQt/3H8NH4dSw0GZrHSU59CX/cfw0fhVkbGe9yPho/CplYuhkqoBp8bFe4J+GmsHYj32PwhSwuhorrAXTx2E9xR8L/trH0Cd90j4X/bVsxmQyV1GxGJj8vytVmnk+r2zqQOyVW9CfjrY+S/IpSyC00py/wBUcs0O2SAm2tsyuypbqLlLyV2SQQ8tJzKMNIAlRKrAwL9iRvPmr0xzXcnPF2RnA6RbgW6d2cwAiRqE6ADfmO+oPN/yAQwQ44eke3KAhtG6EDiRbOYJvAFdMwOCAi2l+F9O2961VKitZGcI63ZOwmFgCfUN3nqfkAG7eOPqphojiddxF+zS3eaC7Gmk8PlHpmtJuHS7wnWbCw7e6m1KMeUOPE9oHCNd9NlZOh8x+QmskaSY7Rw7YsB5t9YlMvOb8xM9h9d9aYSudB5wmxPnExTnTAaKvG6x/wDdJexCjHaNR5/x+iqAMn2vAkqNvNFuystqAvM9gt6D7nd56YWFHUxe2v5eimlJnevhPA8L7qAlOPgDSNwmbx6xTJcVJOQDvt1TpvmN9Mtp1yg31NzHcbaeaswT2d97fMT20KOqixJGlrTb0zOvGmiUz5Omp6091ide2nmkCIuozYCSns7AocaVlIvEG8DNBk6k3n01SDUk6JEbgeqe+VWjfTaWtZE8VAnLA3zuHbTywd5v2QYH20EXmkkDtUJ00T3cJvvHbQCVhJBypkC5km44WFk9lNJeVqDAjdIA7BfTXW8070hNgNDpEeY7z+OkdFOpiTJjjvtPrj4qAUpA3lRIBMEwBae6LayJptJvCU5jv1UCd1t8X1tTmVJMAH0kyZ3gnQ6bqcHYkADh7XstcmxtrQjGEpOtkhPBFyo9kxYTQ60ROZR0HVEBRnjrA7J+KnHGxYyYBi5B628xfThSG0JG6TOpkkn5gPXQEdDKdySok7zYDTeLGI4061a+QSBb3IJn0q330tS1JNjlsTYaWtfUa/PTXRk6mAADYSfmAPG+6qQU5Y9ax33g9xA3mfiqKp4STBOsADqjtvuAm3ZT6IHE3J7d15j/ANeekuu/ZJAnjftASAeqNJ30KMJRG4dk21+bjQhPyWi5sT6Aaz03fx6wtc7gdTpUcuaX9CZnXf6aAePadVRGmncO6mFIGsnXWfk3UvOmN+8ReTaO6L030nYe/h+PdVB5QV4Qv7B/lP8Ah6Srwgf2D/Kf8PXDKKd2p9Pizb3+v9b4L5Hanufif9T/AJR/4KhO89M/6p/KP/DXIqKd2p9Piyd9rfW+C+R1ZXPF+xf4/wD8NNq53P2L/H/+GuW0Ve70+n9Sd8rdfgvkdNPOv+xv47/xUg86f7G/jv8AxVzWim4h0/qTvdXr8F8jrmz+eYNiBg5PHxj/AMFSv8uf7D/lH/grjNFbFFI0ucm7s7L/AJcv2F/KP/BSFc9/7D/lH/grjtFMiJnZ2BfPbP8Aqf8AH/8AhqOrnj/Yh/fH/grk9FY7qPQu8kdI2pzltuiF4IHgen6w7iGQRWtv8phPVaIHAuBR9IbT8Va3RWcVbgYt34l+eUI96Hwv+yj80CfeR8L/ALKoKKyuQ2H80SfeR8IfgUpHKUD9JHwv+ytcopcGy/mnHvI+F/2UpPKse8/w/wDsrWKKZmDaxyvHvP8AGf8AZShyy/Wf4f8A2VqVFLsljb08tf1n+M/7KX+bn9Z/jP8AsrTaKZmLI3T83h96/jP+yljnAPvP8Z/2VpFFMzFkbynnDV7z/Gf9lLTzjK95/jT+BWh0UzMZUb+jnIPvB+/f+OnU85Y+t1fvi39DXO6KZmMqOlJ5z0/Wy/NiQPjw5tS086CN+Fc82KR8uENcyopcWOnDnOa34V7zYtsf/wAKlf5TmfrTEfv1v+4Vy+il2LI6mOc9j6zxHnxzR/8A6fSk86LH1k+f+eR8mArlVFLsWR1g86mH/U97v8eT/cqynnVw2/Z7p/5//B1yaioLI663zr4Ua7McJ4/RAj4sKNKUnnZwlv8ANa+3/OLl/Rh7CuQUVLe382LI7Annawm/ZSvNtBzzfpB01pSed3C/qST/AP7B3+xrjtFLe382X98DsrfO/hB/sgm/6oOf2FKHPHhP1HEft9yfSWDXGKKmX2/my/vgdoHPJhf1HH79V8uHpY56cL+o6PPiz/dq4pRTKvP82L/uyO77P5+sO3dOxmgePTon0nBkz56umvCjA/2ZYaDxz/C15uoqbuL/AOrLnZ6bHhYf7s/lv+Ep5vwto/2X/Lf8JXl6im7iM7PUyfC7/wB1k9+O/wAHSx4Xw/Ukfv3/AAleVqKZEMzPVKfDAjTZf8tt6PE6aX4XZP8Asz0Y2P8A+JXluim7iM7PUifC5gR9ChH7d38f0JrWfz3X+6+/6d/wdeWqKZEM7PUKvC3/AN1j9+n+60NeFsB/soH/AJwf3O1eXqKuRDOz1Krwu7QNlgf87/hKx+e5vJ2XMD6+v/0mnZXluimRDOz1Kjwu4t9C/wCW/L4nNqQvwuSddmefx2//AEleXaKZEM7PT/57IRfZcmfr0R8HxOPipY8Lf/demn07/g68u0VMiGdnqJXhbSb7LtGgxxF+P6FjzRWD4Wo/Uv040H/+HXl6imRDOz1EPC5Og2ZaNPHf8JWFeFuTH+bTAAgDGgAEf8nXl6imRDMz0+PCz/3XcTB8dsJ1t4pr21n89rw2Xuj9G7uz6U1O8/FXl+irkQzM9O/nsf8Adh/fo/ucAdwptzwriZ/zbHCMZp/JfNXmaimVDMz0ynwreOzJtAjGRH8kNH563/dthp9O7tTfxTfXmaimRDMz0yfCtvP0M9ONmP5L8dJPhVD9TP5bJ9PileaKKZUTMz0sfCp/3ZFvrz/C0g+FR/u3zeOSP+lrzZRTKi5mFFFFZGIUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUB//2Q==

En conclusión, calcular un descuento del 25% puede ser sencillo y beneficiar tus finanzas. Slash Your Costs te ofrece las herramientas necesarias para reducir gastos y aumentar tus ahorros. Al aplicar estas estrategias, podrás disfrutar de grandes descuentos y mejorar tu situación financiera. Aprende a calcular tus descuentos y comienza a ahorrar hoy mismo

Laura Thomas

Hello, I'm Laura, an expert author on FlatGlass, your go-to website for loans and financial information. With years of experience in the finance industry, I provide insightful articles and tips to help you make informed decisions about your finances. Whether you're looking for advice on managing debt, understanding interest rates, or comparing loan options, I'm here to guide you every step of the way. Trust me to help you navigate the complex world of finance with clarity and confidence.

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