Hold on — progressive jackpots look simple, but they hide a lot of math and social effects.
Here’s the quick payoff: progressive jackpots pool parts of many bets into a growing prize, can be local or networked, and usually require a max bet or specific game variant to qualify. Knowing the mechanics and the social trade‑offs helps you make better choices at the machine or online lobby.

Practical benefit first: if you want to engage with progressives responsibly, check (1) whether the jackpot is standalone or networked, (2) the qualifying bet size, (3) the published odds or hit frequency (if any), and (4) the operator’s payout reputation and KYC procedures. Do these four things and you’ll avoid most beginner traps.

![image](data:image/webp;base64,/9j/4QC8RXhpZgAASUkqAAgAAAAGABIBAwABAAAAAQAAABoBBQABAAAAVgAAABsBBQABAAAAXgAAACgBAwABAAAAAgAAABMCAwABAAAAAQAAAGmHBAABAAAAZgAAAAAAAABIAAAAAQAAAEgAAAABAAAABgAAkAcABAAAADAyMTABkQcABAAAAAECAwAAoAcABAAAADAxMDABoAMAAQAAAP//AAACoAQAAQAAAAAEAAADoAQAAQAAAAAEAAAAAAAA/9sAQwAGBAUGBQQGBgUGBwcGCAoQCgoJCQoUDg8MEBcUGBgXFBYWGh0lHxobIxwWFiAsICMmJykqKRkfLTAtKDAlKCko/9sAQwEHBwcKCAoTCgoTKBoWGigoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgo/8AAEQgEAAQAAwEiAAIRAQMRAf/EAB0AAQEBAAIDAQEAAAAAAAAAAAABAgYIAwUHBAn/xABjEAACAgECAwQEBwkGDw4FBQEAAQIDBAURBiExB0FRYQgSE3EUIiMygZGhM0JDUrGzwdHhN3J0dYLTFRckJzZTYmNzkpOUorK0FhgmNURGVmRlg6PC0vAlNEVUVYSFlcPxpP/EABoBAQEBAQEBAQAAAAAAAAAAAAABAwIEBQb/xAAoEQEBAAIBBQACAwACAwEAAAAAAQIDEQQSEyExIkEyUWEUI0KB8JH/2gAMAwEAAhEDEQA/AOtETcTETcGep5m4lACgBQIUABsn3GZLbojyADwg1OO3uMgaETICNlImUBIhQBAkCgDRk0BnkaAKgAUAUkSgAAAAAAGgBnYGjIGi7CJtIis7GtgWIU2ABAAKUQFAAhQBACgANjQAyaBABQUQAoEBQBAUAQFEQIUAAAAAKAIAABCgCDYFiBAAAAAAzsaBAMmgBkGjIAAADVVns5pruMkHA5PgW05dPJJTXVI9XqunOp+1rTcO8/DjX2Y9qsrezXXzOUYWVTmY/Nc/vonmsuq90+N5ZlOK4kD2ep6e6W7KFvDw8D1h6JnM5zGVll4AAdOQhQQYNRbXNPbYAD6LwVxJHIqhhZsv6prW1dj+/Xge44n0SjXcP4nqQzK18nbt9j8j5HGUq5qVcnCae6afNM+i8IcSLOgsfKahmw+hWLxXmfJ6rpstWXm1Pdp2zZPHm+fZOPdiZFmPkVuu2t7OLPEfVeKdDq1rE9pXGEc2tfJy8fJnyy6qyi2dV0XCyD2cX3Ht6XqZux/1hu03Vf8AGQAepgyACByfccm4P4jej5CoyFvhTfNpc6/NHGQZ7dWO3Hty+O8M7heY+6Sspy6E04WUWrquaaZ8t4t0CWk5Ptad54dj+LLbnF+DNcJcST0mz4Pkbzwpv6an4+7yPpU442oYrqujC7Htj7015Hx5Mugz4vvGvf8Aj1GPr6+I7EOQcU8O3aNk+tDe3Cm/k7F3eT8zj59nXsx2Tux+Pn54XC8UMSRv96c94L4WVar1PVq931ookv8ATn+o5378dGPdk61a7svEa4G4ceIlqeo1/LyXyFcusF+O/M5JrOr4+jYTyMp7zfKupdbH/wC+81rmr4+k4jyMqW9j+5198n+o+S6rqGRqedPIyptzfRd0F4I+Tp1ZdZs8ufx7tmzHTj48frzZ+uZuo6gsvIlzXza18yK8Ee+wcqjOxX60U9+VkWcP6Hmw8mzGuVlb9/mfV2aJceMPTxY7LL7fu1jTXhz9aHOh9H4eR6s5jRlU52M9kmmtrK33HG9V0+WJP2kN3Q+j8PI51bf/ABy+mzH9x+AnMA9LIAAAv3yJuftxsSVi3mtkS3h1I9PE1HkzJorh5E0yni7zyxe4UKAQABEo0AAKeKcWufceQoHgBucdua6GABtMwAjyECZQAAKjUQAABSACgACkAFAAAAAAABobbsRW55Etl5kCC2KAHQAIgCkKAAAAAAADQGdjQAAAAAAAKQoAABAAoEBREKhQAiAoAgKAoAAIUbAAQoAgKQAAAICgCApAAKAICgggAAyACgeTHusos9at7M8YJZ3DlGHkV5lW/wB/tzR6rU9OdXytK3h3rwPxY91lNilW9mciwMuOXX4PvTPPZdV5nxvLNnquLg9pqunOre6lfE714HqjfDOZzmMrLL7AAVygKSQAtdkqrIWVycJwe6a6ohkD6dwrxFXqlapvahmwXNd1nmjycT6BVq9XtaUq82C2Uvx/J/rPmNNk6bYTpk4WQe6kns0fR+E+II6nWqMhqGbH6rF5eZ8rf016fLy6nv1bZtnZm+cX02UXTqui4WQezT7mZPp3FPD8NWx/bUJQza1yf468H+s+Z3VTptnVdFwsg9mmuaZ7em6ibseZ9ebbquuvGAD0MQAgA5RwlxJLTJLGy25YUn176vP3HGCHG3Vjtx7cnevO67zH3CdVGZjeyu9S3Guj16prxPl3FWgW6NlbwTniSfydn6H5n6uEuJZaa1h5bc8Kb5N/gn+o+l+zjfjqN0a7K91NQa3XLmj42OWfQZ8X3K997epx/wBcI4L4XUY16nqMd29p0VPu82cm4g1ejR8T2+U3O2zf2dS6yf6EeTiHVVpOFPMsi5zb2jBd7/QfI9U1HI1PLnkZc3Ob6LuS8Ed6tWXWZ9+fz/70mzLHp8e3H6uralkatmTycuW83yjFdILwR+IA+xjjMJxHgt7rzVIAVy82JkTxblZW+a6rxOUY19WbjbxScJcpRfccRPNhZFmLd61b5PqvEy26+759aYZ8PPqunSxJe0h8ehvk/DyZ685hRdVm4zaXrwa2lWzj+pac8WfrV7uh9H4eRNW3n8cvplh+49eSRT2+lacpbX5C5fe1+PmzXLOYTmuZOa8Om4PrbXXrk+cYs8+flRo+LX899fI8+p5kcdezhztf2HoZNttt7t82Z4y5/lXVsnqPygA2ZKAQDyp7+8ux4jyQl+MFU0AQAClEKQoA8c69uaPIAPADc47c10MBCJtMwaA0aMpgDQAKgUhYgAAAKQoAA0BkGgAG25VzPJFbASMdigHLoABQALEAIg0QZABQNDYoEAAFBCgNgAAAAApChDYbABTY0AEZNAAZBoBWTQMhGgABkGgFDJoyAAAQGwNBWdiGzIEAAAAAAABAUAQAADJoAZBoyBo1RbKi1WVvZnjBP5HxyfBzK8qr+7++R6zVNO9k3dT8zq14Hr6bZU2Kyt7NHIsDNhlV7PlNdUee43VeZ8byzZOK4wD2+q6d7Nu6hfE714HqDfDKZzmMrLAAFcoAAMm6bbKbYW1ycLIPdST5owaA+m8L8R16tUqb9q82C5rusXii8T6BTq9HtqEq8+C691nk/wBZ8yqsnTZCymThZB7qSezR9F4X4jhqVaoymoZqX0Wea8z5W/Rl098up79W2bZ2Zvnd1U6LZ1XRcLIPZp9zPGfT+JtBq1eh20xUM+C5PusXgz5ndVZTbOq6LhZF7NPuPb0/U47p6+vNt1XXWCFB6GIQpzvgrhlJV6lqlW/fRRJf6b/UZbt2OjHuyaa9d2XiHBnCqSr1DVa92/j00TX2z/Ucv1PVMXS64SzrvUc3sklu39B4Nd1ijSMV35D3tnyrrXWb/UfKNV1LI1PLnkZUt2+iXSC8EfJ1as+sy78/j3ZbMenx7cfr7BkV4+pYLqscLsa6PVPk15Hy7ifh+7RsnfnPGm/k7P0PzP08K8ST0uXwfK3nhTfPxrfij6Bb8H1LB9jd6l2JbHk9+q8jqd/RbOL7xqXt6jHmfXxkHueJNCv0fK77Maz7nb+h+Z6Y+vhnNk7sfjwXG4XiqQpDpyAAD9GFlWYtysg/evE5JRdTmUNracGtpRfccR3ORcP4c6v6os3XrLaMfFeLPPvxnHP7a67eeFxtGqrynbN+vUvmxfj5l1XUI4icK9ne/wDRPaetFt+o010ez6HFdXwbcW1z3dlUnyl+sz13uy/N3n+M/F+GTcpuTe7fVkAPY878wHcUqAAAAADyQlv7zex4Dywe/vCtApAKAAAAIKeOdffE8gKPzmjVla+cvqMgCpkAR5AZTNAUAFQAAAsQABoyaABJsLmeWK2AkVsUAjoABAAKUAABoARAbAoAhQAIIl2KBAChAhQAAGwEKa2AVmJoAIAAAUgAAACkKQCggAAAAAAA2ACgACBk0ArIAAAACAoAgKQAAAICkAAAAZNADJqqyVVisrezRkEHJ9PzK8yrwn3xZ67VdN9m3dQvid68D1lNsqbFZW9mjkmBmwy62uli6xZ5rLqvM+N5ZlOK4uD3Gq6b7Pe6pcu9eB6c9GGcznMZWWBCgrlAJABsaqlKqyFlbcJxe6a7jIA+k8K8QLU61RkNRzI8vD2i/WefiTh+vWKPaUpQzYr4snyUl4M+YwslVYp1ycJp7pp7NH0bhjiSOo1woymo5sPqs815nyep0ZaMvLqe7Vtm2dmb5xdTZRbOq6LhZF7NNc0zHcfUOKdAr1ij2+OlDPgv8p5P9Z6vhDhV1uGfqtXNP5LGku/xn+o9OPX4XV33/wDGV6bLu7YcHcLqKq1LUobzaU6KGunhOf6jk+vavRpGI78p+vZPlXWusn+hDW9Xo0jEeRkP17Jfc6++bPk+q6hfqWbPIypNzn0Xcl4I8erVn1mXkz+PRszx6fHtx+rquo5Gp5c8nLlvY+5dEvBH4wD7OOMwnEeC3u90OQcL6/LTLfYZO88OT5+Nb8UceBxs147Me3JcM7heY+y3VY+oYPsrlC7GtjumujXl5nzPiTQbtHyV1sxrH8nZ+h+Z+jhjiKzSZ+wyN7MKb5rvr80fQ5xxtRwfZ2epkYly7u/3eZ8mXPo8+L7le6zHqMeZ9fGge64m0G7R8rl8pjWP5Oz9D8z0p9fDZNk7sXgzwuF4oAcl4e0XdQzM2PJ86qn3+bJs2TXOauGNzvEeDRNH3UMnLXLrXW+/zZ5tY1NUp0Y73t++ku48mu6x7JOjFknZ0lYu73HF92223uzHXjdl7smmVmE4j9OHlzxblYm2u9eJyemynMxvWW065LZxfccPP04GZPDt9aHOD6x8TTbq7vc+uMM+Pryarp8sOzeHOh9H4eTPXyOaVyozcXdbTqmtmji+p4MsO3lvKqfzZE07e78cvq5Yce58er7gIl6m7FAAAAAAvRkAHlhLf3mjwnkhLfl3gbAAUAAFNGQBo8dtfejyFA/MDyzr74niCKVMgA2UwmbiAABUUAADUVuZitzzJbIAlsigEUABFBEFAAAoBIGgKAQCgFAmwSKAAAAhRsaCMmgAABQIClAyCgAkNigCbAoAgAAAbFAgKQBIbAoE25jYoAmwKQAQoAgKAICkAbGTQAGTRkKAACAoAgAAgKAIAABk0AMmq7JVSUq3s10ZkEHJ9NzY5de0+Vi6o9fqunervdQuXej1dVkqrFKD2aOR6dmrKr2fKxdx5ssbqvOLeWbJxXGNge41fTvV3vpXLvR6c9GGcznMY2WXigAKiAoKIWEpVSVkJOE4PdNdxDnnBvC6iq9Q1SG+/OmiX+u1+gw37sdWPOTTVruzLiOScMX5WVo9F+fT7K99G/vo909u49lkSajNwirLUuUW9t34b9x67XdZx9IxfbZL9eyX3OtdZP8AUeg4f4q/ojNY+dtDJbfqyXJSXgfCmnLZztk9Pp+THCzXz7cL13NzM3Urbc7dWp7ez7oeSPXn0riTQ6tXpc6UoZ8Fyf8AbPJnzm6mdFs6rouNkXs0+4+10u7HZhxj64/T5+/Xcb7eMAHpYIAAKe+4X1+zSbvZXbzw7HzX4nmj0AONmvHZO3J3hncLzH2SyrG1HA9Sza7DtXJr9B804l0K7Rsnn8pjWfc7f0PzPPwvr9umW+xs9ezDsfOPVx80fRbY1X46hfWp1vaaUl070fKmWfRbOL7xr3Xt6jHn9uB8OaByhl50evOql9/mzycSaz7L18XEl8o/uli+98kew4uzr9PxoV0Rmvbb/LdyXgvM4FJ7nq043qL5M/n6efZZqnZiknuZNSMnueZoyaMgfs0/Nsw7d1zg/nR8TkydGdjd065/YcNP2admzw7d1zg+sPEx26e73PrTDZx6vx6osSA3ZL1IWL2NSW4GAAAAAAAAeWEt+T6mzwHkhZvyfUDyAAKGjJoAUgIKeOcd+a6nkAH5weWcd+a6niKgbTMFA2CJlKimkjMVueaK2ARWxQCOgAoEKAQAAUNjWw2AAAsQIXYFAgBYgBsNjQRkGgAAKBAUAQsQAAKAIAUAAaAyDWxnYADQAyAaAyDUgBkAAAa2MgBsDQGNgUAQFAAmwKBNiFkTYKAbADOwNAIyDWxkKEKAIAAGwAAgKQAZ2NADJuqUqrFKD2aMADk2m5scqvZ8rF1R+PVdN23uoXvij1FVkqrFKD2aOQ6bnLKjtPlaup5csbrvdi3lmU4rjQPd6rpvW+hfvoo9K+R6MM5nOYyuNl4qAHMeE9Aj8TO1GPnTS+/zf6jjbtmrHuq69d2XiPJwfw5GPs8/UY7t86aWv9N/qOTa5rFOj4vtsjed8uVVa73+hH59Y1mjS8Z22NPIf3Orxf6j5rqGbfqGVO/Kk5zf2LwR8zXqy6rLvz+PZlsx0Ttx+moZ1+o5U8jKlvZPu7l5I/NFuLTTaa70AfXmMxnbHiuVt5c/4W16OdVDGy2oZcPmyf4RfrP08Q6NTq1XrwShmxXKX4/k/wBZ84hN1yUoNprmmjnXDmvxzIKjKe2Slsn/AGz9p8zfoy1ZeXU9erbNk7M3Bb6bKLZ1XRcLIPZp9x4z6JxDpFOqY/tK0oZsVyfdNeDPn11VlFs6rouE4PZp9x7On6ibp/rz7dV114wUHoZA2bey5vuEd20kt34HN+GNCWF6mZmxTy3zrrf4Pzfn+Qx3bsdOPNaa9d2XiLwxw78D9TMzo75L51VP8H5vz/IefO4qx8fPWOt7q99rrU+nu8T1/E/EW8J4eBZvvyttX5F+s4hE8eGi9Re/Y9GW2a524PrVtVGdguqxQtx7VvF930HzziHQ7tIyE+dmNZ9zs/Q/M/Rwzr8tLl7C/eeFJ81+L5o57OONqGC6rNr8S5d35V5mEufR7OL7xrvidRj/AK+QmT3XEeh36Rk9faY0n8nau/yfmenPr4bJnO7H48WeFwvFDJoFchkHt+HdEu1nJaW9eNXzst25LyXmTPOYTmrJbeI4+ADpyFi9iADe25gqZrbdAYKQoAAAQoAHlhLfkzyn5TzVWdz+sDyAAKFiQoAAoEJOvfn3mjQH5dtgeecfX954OnUIG4777EXN7I80I+qvMDUEkjRChUKCAUAAADQGTQAAAoApCgQoGwA0kZNBAAABEoAAAACgCCJdgAAAA0ZNAAZNAAAAAAGQaAAAAABsAA2AAAANjJoAZBoAZGwAEBRsAAAEIUAQAoEBSBWQaMgQAACFAEAAGQaAAsJSrkpVvaa7yAg5LpWdHKj6tj2tXd4n5NY01bO/HX76KPTQlKualB7TRyjTct30qU1tP8p5s8bqvdi3mU2TivHw3okfiZmck++qp/lf6jkGr6tVpuN61nx7HyjWu9/qPxXZrx6J2qLsaXRHC8zItyr523veb+wxmq9Rlzl8aXKaseMfq5uZdm5LuyJOc39i8D84B75jMZxHlt59gBAihScZqUG010aBAObcO64syCoyGlkrkn+Ov1n6tb0erVKfWglDMguUvxvJnAIycWnFtNc00cw0DXVlKGPlyUMhcoyf3/7T5+7RdV8up7Ne2ZzszcPuqsptcLIuE4PZp9xjyRz/AF7R46pU7KY7ZkVyf4/kfn4Y0P4G4ZubHfIfOqtr7n5vz/IaTrMezuv3+md0Zd3EOGdA+B+pl5q/qlr5Op/g/N+Z+PibXt/Xw8GzfuttT+xDibiD1lPFwZ8nystT6+SOJnOrTlsvl2/+ouzZMJ2YKAD3PMh73hvXpaZZ7G/eeHN813x80ejI+Zxs1zZO3J3hncLzH1yyqjUMH2dm12Nat00/yeZ864h0O7SMjn8pjz+52/ofmebhrX56XZ7C/ezDm+a/F80c/lHG1LB9nYo3Y1q5f+/E+XLn0Wfv3jXuvb1GP+vkQPccRaHdo+Ts97Maf3Oz9D8xwzoV2sZXfDGrfytn6F5n0/Ph2eTn08Pjy7u39scPaFla5kzhjbQqrW9lsukV+l+R9Mx8fG0vT1TDarGqW7b+1s8uPXiaXg7Q9njY1S6vl/8A6fOeJ+IrNXu9lQnXhwfJPrJ+LPl27Oty4nrF7eMenx5vuuKAA+y+cAAAWL2IAN7bmduY32N9feBgAAAAANGQB5oWdz+s8h+U81cu5/QB5CgBQoBANGTRQMTrUkbBBmEVH3myFAFIWIA1sBEDO2wNk6FAABAAoUKQoRCxIUAaAAyaBQJsUABsCgCCJQBoAAZkDWw2AyDQAAoAgLsEgBDWw2AgKQCFBQIAAABQIAAAAAkkCgCAoAhk0AMg0NgMgGgMA3IzsBBsAAIUgAyaMhQmxQEQFIFCFAEBSAZNAAeSqPPdn7IZfsFuuq6I/D62xN9zmzn66l4cg07O+FR2eysXVH5tU07fe6he9HqISdc1KD2aPe6bmq+Hqz5WIwywuu92LuZTOcVx7p1B7nVdP5O6he9I9Ob4ZzOcxxZZ9QAFchCyIAEE3JKG7nvy267hJyaUE23ySRzbh3Ro6fBZGUk8trdJ9Kl+sy3bphOK0167lXt9EryY4FUc+SeSl3dy7k/M3q+PLNwL8am11WzXJ+Pk/JnFOIdedvr42DJ+y6WWrrPyXkfs4b15ZEIYedLbIXKu1/feT8z5mXT5yeZ7Jtxv4OH5FNuPdOq+LhZB7NPuMH0bXtHq1alclXnxXxbPxl4M+e302Y906rq3CyD2afcfQ6ffNs/15Nuq668YBD0MgAAD3vDeu2aZZ7G7eeHJ813x80eiPa8PaNdrOW6637Oivnba18zy95nvmFws2fGmu5TKdv19Mni4+qaf6ljVuJdHdNflXmeaFWJpOn7Q9nj41MebfL//AFnjoji6RpqqhJU4lK6yf2mbnjajh7OStx8iO26fVfrPzvP699vL6n+/t874p4gnrFyrp3rwov4tb734s9Ce24h0W/Scnae88eb+TtXf5PzPUn6DRMJhPH8fM2d3d+X1+QpAbsQAoEBSAULyAA3JbmNjUXsXqgIZNAAZNAAAAPLVZ3M8p+U8lVm3J9PEDzAAKGgO4gFIWJQAKQDUTJqJQESgCkl1KJEGQUFQAAVQDQRkGhsAiUAAAUCbAoSAbDY0AA2BQJsNikApCl2AgKAGwAAAAAAAANDYDIA2AAAAAaAyAAGw2AAmwKAIAABNigCA0ZAAADJoADJCgCDYACAoCoCkCMg0ZAEKQKAACApAAAAyahJ1zUoPZrvBkDkmm5yyIKM+Vq+0/LqendbaFz70eohJxkpQezXRnvdPzo5EfVnysX2nmuN13uxayzKcVx8h7vVNO3TuoXP75HpTfDKZzmOLLPVQQi7JKME3NvZJdWVRcmowTbfJJd5y/QtLjgwV96Ty2vorX6zjbtmqc1deu5Vvh/R1gpX37PLa5LuqX6z1vEOte1U8TEnvV0ssX33kvImva17ZPGxJfJ9LLF9/5LyOPGGrTc8vJn9a7Nkk7cQz0e6APW87m/DGvLKrhhZ0kr1yrtf3/k/M9nrukU6vTtyrz61tGz8fyZ81i9nut0/I5pw3r8b4Qxs+W165V2v77yfmfN36Lrvl1Pbq2zOdmbh+TRbi3Tpvg4WRezTPEfSNd0erV6NklDPiviy/G8mfPL6Lce6dV8HCyD2afcerR1E2z/WG3Vdd/wAeIFPacPaNdrOU6637OqG3tbH3ft6m2ecwndl8Z443K8ROHtGv1nK9Wt+zor+6WvpHy959LjHC0bTPVr2pxKVu2+r834sylhaNpm0WqcaldX1f62fOuIdct1fJ6ezx638nX+l+Z8r8+ty/rGPd+OjH/W+Itdu1e7aO9eNB/Fr3+1+Z5OGddenWewyG3iTf+Tfj7j0APo3p8Lh2cenj8uXd3c+312yqjOxHTelbRbH6GvFHzniTRbdIyV1nj2fc7P0PzP1cMcQS06xY+W3PDk+vfW/FeRz+6rHzcN1ZEYXY1q7vsaPm43Pos+L7xr22Y9RjzPr4mAU+y+aAAAAIgADQGTUeTAAu26IE9ma5MDIGwAAAAUADyV2bcn9Z5T8x5IWbcgPODHrG4y8iKpYki0UoDuBoAUhQAAACQAEKBEIFiDQVkGgECkLEABsUAAAETRk1EAIgRAFIWIAuwAAAAAAAAAAA0Bk0DIGgABkGgBk0AAAAAAANjJoAZBoyAAADYhQBAUgAAAQDYAZkDQAyJGjO4EGwKBAUgAhQBgGjIAhSBQhQBg0JAAZNGQBqEnGSlB7Nd5kAcj0vOWRD1Z8rV9p4NX031vlsePPvij0sJOM04PZrpscl07KdtKdnKw8ucuq92LfCzZ6reiaasNK2zZ5DX0RR+DXdX9snj4svkukpL7/9h+zVXfZhuND5ffJdWjjBNOvyXvy+my9k7YyAD1MGQaMgDSez3MgDm/CuuxylDCzWoXrlVa/v/J+Z7PXtGq1anurzIL4tm3XyZ8132fJ7HPuD9UyNQpsoyIubpS2u8fJ+Z8zqtN1Xy4Pbq2zZ+GbjGj6BlahqVmNOPsoUva6U/vf1s+i/1DoWlrmqsepfTJ/rP1QfqpHzHifVMvUM+cciLqrqe0afxff4syxyz63Li+pGn49NOZ7tTiHXLtYyE2vZ48Pude/2vzPTlIfXwwmuduPx4M87neaAArkPf8N6/PT38HyH6+JLx/Bv9R6Ahxs1zZO3J3hncLzH5CkKaM0KAABoAZ2NRAAAAICL2ACtcmibDfYvUDILtsAAAAbF2ETQFg+59DyHiNQfcBs3F7GTQGlzNHj6M8kXuFACkADvKUQABARKABoyaAFIUCFGwAoiDQDYAAZ2NAAZNJFSKBNgUbAQo2NbAZANAZNAAZ2NbAAACgQAoEMmwBAUAQFIABQBACgQpCgTYAABsABnYAAAa2M7AQFAEJsUAQRKTYAZNADIAAgAAkgUAQzsaAVkAAQFIECFAVAABkGjMQN1rnueSd9i2UJNe48RknA5Fpucr4erPlYuvmeDU9PUk7qF8f76CPTwk4zTg9mj3mm5yuXq2crF9p58sbrvdi1lmU4rj8iHvNU09TTuoXPvS7z0m23Xqb4ZzOcxxZYgAK5ZAP36PplupZHqreFUPulnh+0mecwnNdSXK8RdG0m7U7/Vg/Uqh90s26HPt8PRtMSb9lj1/XJ/pZ+f2uJpODstq6o9F3tnCdZ1a7U8n1rPiVr7nWuiR82zLqsvfrGPXzj08/uuYaLxJXqOVOi9Kpt/I+a8H5nm4g0arVK3KtKGbBfFf4/kz5zFtPdNp+KOacM678LjDEzZbZEPudj++8veN3TXRfLqNe2bJ25uHXVWUWzqui4ThyafceM+h67pENWq3glXnwXxZd0/Jnz+6qdFs6rouFkXs0+49fT9RN0/159uq66wAD0MggAH5CgFQAAGgAAAEQAKAgAAoAAjfJmdiHk6hXjKNgANAoAApR5IdDRiBsgcirkAB5PMGE9mbCgAAFIUAAaCABQJsaiAAAiANARKBAUgApCgCgANjQAAAAAUAQdwAF2AAAAoEAkNgABQIAAABQICgCApAAAAbCQAEBQBAAAAAGSFAEBSAAAA2IXcAQyaAGRsABAAFQFARDJoAZAAVkokAICkAAADIAACEnGSlB7NAhByHTc5XxUZ8rV9p4dU09WJ20L4/fE9PCTg1KD2a70e807UFevVs5WL7Tz5YXXe7FrLMpxXH5LYye81TBVm9tK+P3pd563Dw5ZVu3zIL5zNZslnLm4WXh5NL0+eddsuVa+dLwOWqyjTcHaHxKq1v5tn4oXUYOKttoVw6LxOOahm25tu9j+Iuke5Hlywy6m/1jG0s1T/AFvVdQt1G9zs5QXKMfBH4CkPZjhMJxGFtt5oVNxmmm010aICuXOOGNdjlqGJmtQyF9zs7p/tP26/o9WrVbwSrz4LlLul5M+dRbTTTaa8DnHDeurNrhjZb2yVyjZ/bP2nzN+i6r5dT26ts2TszcKuqsptnXdFwnF7NPuZg+g69o9eqU+tCKhnwXKX9s8mcBsqsptddkXCcHs0+49fT9RN0/159uq66wTbmUHoZPyGjJoqMgGgABQAAKgACBsACikKaSCiiaBogzJbmdjycxJAeMo22BUU1EybSAsFy3NDuBFUELECxNkiUKACIFAADY0AECxGxQAAAA0AABUgAKQAAUAaiZNAAAAKAABCgQuwAF2BCgABsAkQuwAgKAIDewiBjYprYAYKAAAAAAACFAEKABNiFAEAAAyaAAzsaM7gQFAEAAAhdwBDJoAZIUAQoIBAUgGQaMgQAoVkFkQAAZA0ZAAkgUAQRk4vdPZrvBCD32nZqvgoz5WL7T9du0YTlCPPrsu84vCTjJSg9mj3mBmq9erZys/KebZr49xvhlz6r1GZkWZFm8+W3JLwPznu9SwfaL2tK+P3rxPTPk9jbXZZ6Z5yy+2QAduEAAAsW4tSg2muaa7iADnHDeuxzoLGzZeplrlGX9s/aft1zRqtXp9aC9TUK1yfdYvBnzqLcWmm01z3RzjhrXvhihj5Ukstcoz/ALZ+0+Zv0Zar5dT26ts2TszcLtqlVZOFkWpwezT7meOR9B1/SIanU7K4qGfBcn/bPJnAbq5VTnCcXCaezTXQ9fT9RN2Pr68+3VddfjMg0elibAAAXYAIAAAUAoAG0gpGHibAIA7gUACFAbDYF7wCRoRKBCgoE2L0AiBopChUKChELEJGgBYkiUAAWIA0AAALEAUgAFIUAAIgaAAAAAC7DYoEAAAFAAGgAAAGTUTJoAZNAAAAAAAAAADJoBsZNFiBgGpADBRJACAAAAAJsUpJAQzI0AMgACApAAAAgKQBsZNADJCgCAADANSMhQAASQKQCGZGhsBkCQAAACSAAELFuLTT2ZAQe907NVyUZ8rF9pjUsFWp20r5TvXiemjJxaaezXej3mm5yu2rs5WflPPlhdd7sWsvfOK9Fs09n1MnvtS0/wBqnbSvlO9eJ6OSa6m+GcznMcWcMkKCuUBSACwbjNSg2muaaJuAOecN65HUIQx8tqGYukuntF+s8/EOi16lWrq/k8mvlJ7fPh+tHz2EnXNSg2mnumupzrhzXnm1Om9w+F19OezsXj7z5m7p8tOXl1Pbr2zbOzY+dgA+o8CgAoAAgAFKIUG4R7wCib2KNiKbAFCpsXYABsNjQIGw2KChsAAKAaAyaiAAKAEUEKBobAsQCRQACRoAAUgAFAAFiABoyDUQGwiABSFGwAAAACpANhsaAGTQAAAoE2GxQBBsUATYFAEBSAUAANiFAE2BQBNgUbAQF2IAMmgBkhsyAJsUAQF2IAkibFGwEAkAMgACAoAgKQCAsiAZBodAM7ENmQISRQFYANAZAAEkAAJJGTRkAQoAgKQCAAgCLcXunswZA5Fpucr4qNnK1faeHVNPVqd1C+P3pd56ZNxe6ezR7zTc5XJVz5WflPPlhdd7sWssy9V6KS2fMye+1LT/AGqdtK+U714noWmnszbDKZzmOc5wAA6cIAAAi3FqUG01zTXcQAfnAKVyAFAAhQABuEfxihCPezyAEdAAIABQBoyaAAACgAoAFA0DO5oACgBEpChBI0AAKAALEhQBqJk0ALEmxQABQAASA0AAABQBSACgbGgMmjIADY0ABQAAAAAAAAWIEBdhsBAUAQFJsABQBAUgFBAAABRAUhAAAAyaAAzsABCggCSIUAQzI0AMgSAAhQBBsJACApAMg0ZAgLIgEBQFQyaAGSSAAhk0AMgACAAAQpCAAAAi3Fpp7NdAAOQaXnK+Hqz5WL7TGqacrU7aV8p3rxPRwbi04PZo97pmcr0q7H8p+U8+eF13uxbyzKcV6Fpp7PqZPfapp6tXtaV8p3rxPQvk9n1NcM5nOWeWHFQAHbgIAB+cpIlK5CkKUADcEQIR72biAHSgAgApAKAIgaAAApClAAACiIAGjJoAUAIFiDUQBUiFiABREAAaiAEQVIAUCIAA0A2AAApCxAAAAWIAGgZNRADYACgAAAUCAFAgKQCghQAAAAAAAAAAAAAAQoAgKQAWJAAkiGiAQAANjJoAZIUAQAAJIhSAJGdjQAyQoAgAAEKQB3GTQAyQpAAAAgKQKzJENyMACFIBkAACFBBCFAEBQBAAACbi1JPZoGQORaXqCvgq7OVi+0zqunRuh7WlbW968T0MJOM009mvA99pmoq5Ku57WflPNnhdd7sW+OUynFcfkmns+TIcg1XT1cnbSvlO9eJx/Zp7NczbXsmc9M8sbAhQduH5ixIUrlQDcF3gIx35mwCOoFAAAAAUhQA2AA0AAABYlAAAUAADQARSxIUAaMmgBSFAoAAGgIgWJSdCxAAAAaAAFAAFIABYhI0AMmgkAiUgAFEQAAAApCxAAAAQoAhRsIgAaAGTQAAyaAGTSQAGQAAAAAARAgKAIAABNgUCAABIyaAGSbFAEBQBkFkQDOwNGQBCkAEKNgIJAAZAkAIAAESFIBkkigCCQAVDJoAZAAAhSEACQAgKQDIEiAURbTTT2YIByHTNQVyUZva1faNS01Xp20fde9eJx+MnFpp7NHINL1BXL2dj2tX2nmzwuu92LfHKZTiuPyTT2a5onccg1LT1enbSvle/zPQNNPZrmba9kznpnnhcH5SiJuEdzVksI95sA5dBSFAAACFAAFIUAaiZNACkKBCxAiUCxAIBoyCjQBYgCgAaAKECxIWIA0ZNRAFiQoApCgDUTBsAAUCFSBQIWINADJoRAbFBAEigAAUbAQF2AAAADUTJoDJod4AAAAAAAAAAAAZNSMgAAAAAEKABCiQAgKAMlAACQAEAkAMyAAAAgAmxQBAABkAAQFkQCAsiRAGTQAzIGjIEBSBWJA1IyBJAsiACFIAMmgBkAhABJFAgAAyAAICkAoi3Fpp7NdGAByLTM5XQUbOVq+0zqenK/e6lfKrm14noYycXuns13nINKz1dtC57WL7TzZa7rvdi3mcznGTi6ieQyD1PO0AIkVQABBEFAAFAAADQAiAKQoApAUUAADRk0BREFCAiABopCgCkKANRMmogUARAoAiBrYAoEKCxAhYgJAa2MmgBmJsgAAd5QABQEQAABDcQMgADQAAAFAgAAApCgACAAAAKAMA0AMg0ZAAGgMg0ZAAEAbAoAgAAgAAyDQAyBIAQFkQCApABk0Z5gCFIAIUgASBkAAABAAIZNAKyQpJBAhSBQyaMgCFBBCFAEBSAZAAAEAFG4IBSdOaACsAAI0UkSgAAAAAFBCgBEADQAAoAAFIUAaMmigUhQBQAgaMmgBQUAkAANJFEQAEREoA1EzE0AKQoApCgDQAARBQBAWIAAANijYAADRQABAMmgAAAFBCgABEANgUokiFBAABRCgAQFBBBIFAwaGwAAyaAyAAAAAEBQIQoAgKQAZAAAAASQAEAAGSFAEBQBkFAGAakZAgLIgEAkArIEgEQhQFQyakZAAEIAAAEKAIZNADJCgAQpAAACsAGggWJAAKAAAKBCgAADQAAAUAAACgDRk0UCgRAFiQsQjWwBYhQAsQgaMmogUARAoAAA0ABQABYkiUAaMmogWIAAhYgAURIbiAAAAAAABEBsCkAoAiUAAQNgUhRQAQQAAACgAAUQApBkoAAhQBDJoADJoFGR3A0QYKJEAEKABJFAGAaAGQABAWRAJIFIBmQNGQEiFIAIUAQyaMgCFAEkQpAEjJoyFQAASRk1IAZAAAkikIICgohk0CDIAAEKAIAArBoyAjQBQAAAAACghQNAAAUhQABQIUAAaMmigUhQBQaCMmyFAFIUAaiZNAUsSFiAANRAFIWIAAAWIAAGoiIAoIWIApCgNgAANGTQAyaADYApRCgEAAAAAAABRQAAAAQAAUAAAAEEAAAAFAgKQYNAADJoyAIUAQAAAABJApABk0ZAEKQAQpABk0ZkAIUgASAAgAAGTRkAZkUSAhk0ZCoCkAgAIMg0ZKBCgCEKQgAGSgACAAAICgK8YBoIFIAKUgAAFAAGgAAAFIAKUhQBoyABoAooAAsTRmJoIpSRKASAiaAybIUAUhQBoyaAFiQoARAAoAiBqIAAFIUAWJCgAABqIkABk0O8ACkKUAAQCkKAANAZ2ABQAAAAAABEADRkIA0ZAgKQKbFAAyCkIAAACQAGQDQGAWRABCkAAAADIAAACAACAbgDIAAgAAgAAyAAIAAqCQARkhSBQhSAADIAAASRCkAAAgyAAAACgkCAYAAGgCgAChEBQFADQQAAAoAApCgDRk0AKQpQBQEDQAFAKANGTQApCgCgANjQAGTZIlAhqJCgBEGogAUAAAAKSJQBoyaAAFiAAAEKCgQFIVAoNAZ2BoyFAaMhAGgBkGgBkGgBk0DIAABQhQBCkKBAUhAABRAAQZBoyAIUAQAAQFAGAakZAhQAIBIAYkImpGQAAAgLIgEAkAMg0ZiBJASAVDJoAZIWRAICk2AAyaAyQsiEAhSFAyakZIAAAAACApArBoyaAFACBYkKAAAUNGTQQAAFBClApCkA0ZNRKKAUAAaAAFCBSFA0IgsQBQaAAABsNigACmorcDJrYbMACxIUAAAAAARKAANkiABSFAAAoFJEuwQA2NAZNAADJoAAAABSAAAAAAAAAZBoAZAAAhQQQApVQAACFBBAUgGQaMgQAoEkAABCkAbD1W+ibP26NpuXrOs4WladUrM3MuVNMX03fe/JLm/JHarhfsT4R0rCrhqOFHWMzb5TIzJNqT7/VrTUIrw5N+LZMs5Hcw5dSJLbqtjJ2g7Q+w3Q83R8nJ4Rxnp+rVRdlePCbdGQ1976rb9VvbZNbc+u51fi90ns15Pk0MM5XNw4TYhomxUQybIBkhSACFkQAAZAkiFkAIAAMSBZECgBCADJoDMiAFAhSEAAAZBoAZAAAhZECsGjJoIFAAAACkKABoyANAACgCJRQQsQNRAAFAEQKaiZiaCBSFAFiQoGixMG4gc57G+E8DjTjP+hOq2ZVeJ8EtyPWxbFXPeDhtzafLmfc16PfCPfma/LyedFfkrPlnoxvbtQXngZK/NnbQy2WytcJOHU3tp7Ko8E04+q6HLJyNDltVf7aXtLMaxvk20l8m+S3fR+9HynY/oFn4mPnYORh5tFeRiX1uq2qxbqcHyaZ017WeAcngLX/YQ9e7RspueDkvw76p/3a+1c/FK68+fVTPD9xwcAGjNyPs60XH4k450TRc52wxMy512uqXqTSVc5cnz26I7C/73zg//AO71/wDz5fzZ8O7Ev3XOFv4RZ+ZsO6K6Iy2X21wnp1w7WeyThzg7gPO1rTLtUszKrqK4fCcv2kdpWxi+XqrubPhElsduPSTW/Y/q/lkYn+0QOo8ubO9d9JmybIDpmoAAAFAAGgAAAAAqPrXYf2c6Px3p2tZGtXajXPEya6avgl/suTr9Z78nvzZ9Lfo+8I//AHmv/wCex/mz0/omv/4FxR5Z1P5lH3cwyt5eiScPj/8AvfeEl0zNdX/62H82X/e/8Jr/AJbxB/nsf5s+wbPwZPoOOavEfHH6PvC7XxdR4gj/APrK3+Wo9RqXo7Yji3pHEebTLbkszHruT+mPs3+U+9erJ9Ew+XXkO6nbHUPifsf4x0CuV0MCrV8WO7dumyc7EvOppP6tz553td8G1JNbNPvTXczv7vsfP+0rsw0fjameRGENP1xL5LOph85+Fq+/Xn1XczTHb/bi6/6dQiHs+IdF1Hh3WcjSdZx/g+fR86O+8Jp9JxffF+P0dU0etNoxoAAAAAApABCgCAoAEKAIAUCGTQAyACKgAKAGxSCEKAMA1IyAIUbAQAoEBQBzjsM1DF0ztX0G/PcI1WStxo2S6Rssrag/pfL6TuZ05M/n1JKSaa3T6n1Thftu4q0bT68LLhhavVUtq7cx2RuS7k5x+d72t/Fszzwt9xphlOOK7WZGVTh49uXlWxqx6K3bbZJ7KMUt239B0G1HKjnann5lcXCvJyLboxfVKdjkl9TOacedqnE3GOLPBzrqMLS5/Pw8KLSs/wAJJtyl7uS8UcEida8OPpnlymx73/cbxUv+avEf/wDGXfqOP5L2x7H4Jn9CINuEG2+aXf5DZnwmE5dEsnhTiPFxrb8jhvXKaKouyy23TrYQrgubbbWySR6PY709pHPs64rj46Tl/mpnReHOuD8kTDO0znCGTcjB24QhSADJoAZIUgEBSAZkQpAoAAIZNSBBnYhQUQFIQACAADIAABQgKEeMA0AiUhQAKAoAABoAIAACgAoFiBEAaH0AgFiQsSimjJqIApCxCAiCxA1EpCxA+sejGt+1BP8A7Pyf/IdtTqV6Mb/robf9Qyf/ACHbUx2fyb6/gej4y4a0/izh7L0jU626blvGyPzqbF82yPmn9fR8j2GZquFh5+BhZWRXVl58pQxa5b/KuK9Zpd2+3M/XuZunRDi7h3P4V4gy9H1aHqZOO+Ul826t/Nsh5NfU90+aZ6c7mdr/AADj8dcO+yqjXVrOInLBvfj31Tf4stvoez7jpzl49+Hl34mZTZj5NFjqupsW065LqmejDPmMc8OHMexBf13eFv4RZ+YsO6K6I6XdiL/rucLfwqf5mw7orojPZ9aa/j5l6SP7j+r/AMIxP9ogdRjtz6SP7j+r/wAIxP8AaIHUaJ1q+OM12P0adp+ZqWfTg6biZGZm3P5OiiDnOfnt3Lxb5I/VoGk52v6zh6VpNKtzsuXq1p9Irq5yfdFLmzuH2b8CaZwNo3wbBh7fPtSeXn2R2svn+iK7od3v3Z3nn2phhy+K8Mej9redCu7iTUcbSYS2bx8dfCbkvOXKKfu9Y5tR6PfCcFtlZ2v3y8XlV1/ZGtH2Pc9dq+vaPo0ktY1bTcBvosvKrqb/AMZmPda17JHyjP8AR54Ytql8A1LXcSzbk53V3R381KO/1NHzfi3sN4q0GqeRprp17Dgt38Ei6slLx9k20/5Mm/I7T6bqWDqlXttLzsXNq77Ma6NqX1M/Tv4CZWFxlfz+knGc4zThODcJRkmnBrqmn0fkDtf2x9l2Nxdi3aro1NePxHVHdOO0Y5iX4Oz+68J/XyOqG0k2pxnCabhKM1s4Ncmmu5pm2GfLDPDhSAFQA7hIqOxvol/8ScU/w6n8yj7vI+Eeia//AIHxR/DqfzKPu558vtemfHV/0qKo28caN7SKntpj23X9/Z8YWLjr8BV/io+0+lK/+HWj/wAWP8+z42a6/wCLLZfaVRVL3o3qa6OqTht9TOX8P9o/GGgSj8A1/MuqTTdGdJ5VTXh8pu0v3jRxEHXbHHNduOyrtTwOOE8HKpWna/VH15Yrs3jdFff1Pv8ANdV5rmfSOR0Gw8zI0/Nx83BtnTmY1iuouh1rsXNP9a70d3OBOI4cV8JaXrddareXT686k91Xam42R38pJmOzDhthly4n25cDV8W8KWZeHTvrulxnfiSS52xXOVD8U108Gl579SoSjZWpw5wmt0d/t9ua7jpX2qaNDh/tH4g0+iCrx1kfCKYroq7UrFt5Jza+g61X9Odk/bix5cWi/KyqsbEx7srJte1VFFbsssfgkupcPEyc7Lx8TAonkZmTYqqKY9bJPov29x277KuzvB4G0pTmq8nW8iP9WZqX/h179K19vVmmefY4ww5fI+FuwPWs+Eb+JM+rR63z+C48VkX7eEp7+rF+71jm+P6PvCla+WzuILXt1ebGH2RrR9hSbeyODat2tcC6VkTxsviLGnbF7SWPVZkpP31wa+0w7sq17JHD830e+H7Kn8B1nW8W3b4rttqyI/SnWn9p8x4x7HOKuG67MnGhVrmnw5uzCg43RXjKl77/AMlyOxvDfaHwlxLesfQ9ewsnKl83HbdVr90LEm/oRyrmn4MsysO2V0BhJSrUoNOD6NFOwPpA9mtTx8rjDh2mNdtS9pqeJBbKyPfdHwmvvl3rn1XPr7E2wvdGOWHa5R2bcKrjXiuvRJ5tmCpY9t3t66lY947ctm14/YfWf97pW/8Anbl//wAdV/6jhPo6PbtWxPPAyl9kDtmZbLZWuEljqL2ndmtvB2qaBp2l52XrebqvtVXTHEjCacHDp6r7/WfXp6pzHhX0fsvJx1fxRq0sKclv8D09QsnD99bJbN9ei282dgZ4mNLOrzZ0VvMqqlTC5r48a5tNpPwbS+o8lttdNU7brIV1w5uVkkkvpZPJeOF7Jy+UQ7AOEFDaV+u2PxnqDX5I7HqtY9HnSLam9D13UsS/uWYoZNT8uSjNe/c+sY3FfDuTk/BsXiHR78jfb2VWbVOf1bnuufecc2OuHSjjfgHiHgyaetYcZYUn6sc7Gk7KG+5N7JxfPpJLy3OLHfrLpozMa3Gy6asjGtXq2VWxUoTT6pp8mdTO2rs6lwRqlWbpcbJ8PZk/Up9Z7vFt5v2LfVrZbwb80+m71w2c+qzyw49x82AP26BpObxBreLpOlVK3Ny5erWn0iurnJ90Ut2zVkzpmnZmq6hRgaZi3Zebc/k6KY+vJ+fkvN8kfYeGPR/1bMrru4j1bH0yL2fwfEh8ItS8HY9op+5SPs/Z3wPpfBGjQxcCv22Zak8vNnDazIn+iK7o93v3Zyzcxuy/ptNc/b45T6PfCsV8rqPEF0u9/DK619UazOV6PXDUo/1Jq2u40+7e6q1fVKv9J9V1TXdI0iyFeq6tp2DZL5scnKrqb9ybPPpupYOp1O3S87Fza11ljXKxL6mc91d8R1e4t7DeJ9FqlfpVmPr+NDm1TD2OSl/g22n9D38j5ZOMq5zhZGcLINwlGaacGuqafNPyO/u5807XezHE4ywbM7TKqqOJaY71Wr4iykvwVn6J9z8t0dYbP7cXX/TqTIyea2udVtlN9U6r6pOuyuxbTrmns013NM9hwvoWTxLxHp2i4MvUvzrlV7Tbf2Ues5/RBNmrL/H6OEeE9c4tzZ42g4Esp1te2ulL2dNO/wCNY+S9y3fkfZNB9HZOpS4j4gmrWl8lplKSi+/49ie/+Kj7dwzw/pnDOi42l6LjqjCoXJd8pd8pPvk+9n687NxtPxLMrPycfFxKlvZdfaq64+9vkjG7LfjaYSPky9HrhFR2eXxA34vPS/JXsfkzPR24ekn8B1vXMefd7V1XL/VT+05dkdsfZ/Ra6nxNizkntvVTdZH/AB4xaPbaL2g8J65bCrSuI9KyLZdKvbqFj/kS2ZOcnXEfBuIewHiXAqnbo2bgawoL7nzxbZe5Sbh/po+U6tpeoaNnzwtYwcjBzIc3TfHae3c/NPbquR32m1DnY1CCW7b6JeJ0b444ilxVxfq2tuTdeVe/Yb91Mfi1r/FSfvbO9eVtZ54yR6XEq+EZuNj7+p7a+urfbfb1pqO/2nYGfo4Ri2lxhlb/AMW1P/zHwHTntquntd2XR+dgf0Asfx5e9/lGy2GucusfGHYVHh7hjVtZXEt2U8DGlkexnhVw9p6q6bqXI+O6bifDdTwsNWRreVk1Y/r7b+r7SxR3279t99jub2vv+tXxb/Fl35Dp5whXK7jLh+qCbc9UxFt/30Brt4plJy+yXejfl2KyE+LMfbmt/wChkv507GVL1a4R8EkeSdb3m9ntu3uzxmVyt+tJJHr+JtNes8OarpcblS87DuxVa4+uq3ZBw3279t+m58Bh6N+bGCX+66jZLb/ipv8A/tOx8efJD1JeDEvBZy6m9o3Y3fwXwrka5Zr1WeqraqnTHCdDftJqO+/tH038D5Kdv/STrk+yHU94vlkYr6f3+B1CN9d5jPZOGSFkQ6ZoZNGQBCkChCk7wMkKQAQoAkjJqQIMgACADmBAABkGgBkGjIUEeoAGQZNBApCgUELEAAANAAAIgAUAAURAA13AzuaiUCxG4iBQB3BGhEFiFCxIWIRo1EyWIH1j0ZF/XQh/Acn/AMh22l0OpXoyv+uiv4vyf/IdtDz7PrbD4+GelRZZRo/DOTj3WU5FOo2TqnW9p1yVW6afimkzmHY/2iU8caE45TjXruHFRzKVyVncrYrwfh3Pl4b8O9K9/wDBzh5f9ese3/dM6/cNa7n8Na9h6xo9vs83Glut/m2Q765eMWuX7UjuTnFLeK759T4x2/8AZp/R7Bs4l0LHb1vFj/VNNa55lK8u+yC6eK5c+R9I4C4r0/jPhvH1fTZbQl8ndRJ/HotXzq5+77VszkHTmupnPVafXS/sP2n2tcLSg918Ik0/L2Nh3Sj0j7j41rfZ5HRu2PhrirRMdrTcvMms6muG6ovnXNKzZdIyb5+D9/L7IuiLlefbnGcPmXpJfuP6r/CMT/aIHUaJ259JH9x/V/4Rif7RA6jLkaavjjN2U9FrhqrG0HUOJb475Wda8PHbXzKa38bb32b7/vEfcZHC+xaiGN2UcLV19JYULX++m3J/azmiW9kFLvkkZZXmtJOI+HdvnadnaDlvhnhrI+Dag6lZm5kdnLHjL5tdfhJrm33Jrbm911sl8a2y6xuy+x7ztsfryk/Ft82e34w1GzVeLtd1C5ylPJz757vwVjUF9CSX0HqD0YSSMcrbXl03KyNLzq87Ssi/BzK/m34svZyX1dV5HbnsU7QZcb6FdTqXqLXNO9WOU4LZXRfzLUu7fZprua8GjqCfR/R1zLsTtb0uqmW0M2jJx7V4wVbsX21o5znMXC+3b06seknwtHRuM8fWcOCWLrSnK2KW3qZNaXrP+Umn70ztMfIvSgoVvZtVdst8bU8axPvSfrxf5TPC8VrlPTq4CkPQ8wJFIB2M9Etf/BOKW+vw6n80j7wfCPRNf/wTilf9dp/Mo+7nlz/lXpx+OsHpS/2daP8AxY/z7Pjh9i9KV/8ADzR1/wBlv8/M+Ono1/GGz6AEOnIdofRevlb2eZ1M3usfVb4V+SddU/yzZ1fO2Xo5aY9P7LsK+Skp6hkX5uz6+q5erH641p/ScbfjvX9fTpHVP0ma1X2n1Th1t0uhv3qy1foO1kjqL6Q+oRzu1jUakuWDj42H9KTsf50z1fWuz45b6L/DcMrVdS4lyo+v8CfwHE3XSyaUrJe9RcF/KZ2N/enzL0cceFPZLp1sF8fJyMq2x+L9tOH5II+mk2XmrjOI63ekXxzlZepXcJ6VbbXp+Ml/RCdW6+EWtb+ybX3kU1uu9vn05/Eo1ySSVc1Bckkuh3R1Ds34N1LPyM7P4b03Iy8mx23W21bucm923zPB/Sr4E/6J6N/m/wC06x2TH9OLrt/bpnOp3RSnCb2e65PdPxXgdqvR+41zOJ9AytL1eyy3UtJ9mnfZ8++mW/s5vxknCSb79k+85DLsp4Df/NTSPop2/Se24a4K4b4Zyrsjh/R8LTr7oeyssoi05w3326+KRM9kynxccbHvpxjOucboqyuaalFrdNPqmdIOPNAfDPG+uaLslXi5DnSl0VNi9pXt7k9voO8HQ6t+k1jwp7SMO6C2eTpVc7PfG2yK+x/YNV9rs+PX+jt+6th/wHL/ACQO2h1K9Hj91bC/gOX+SB21G36a/j0/GHEGHwrw1qGt6k38HxIev6sfnWSfKEF5ttI6a8Z8VavxlqU83Xsj2kd96cNP5DGXhCHRv+6fNn3b0qc2VXCehYC5RyNSdkvP2dU2l9c0/oOtp1qn7cbL+mJ1QlD1ZwhOHg0mj6P2T9p+o8F59GFn5NuTwzZJQtotbm8RPl7Sp9Ul1cem2+2zPnJNlL4rXJ8ma2S/WeNsf0Ai4zSlCSlBrdST5NeJ6fjLh+jivhfU9DykvUzKXXGb/B2LnXZ71JJ/Qeh7E86zUOyTha+57zWEqN/KubrX2QRzXfbn3rmeT49LoHOu2lurIg6765Ou2t9Y2J7SX1pnYr0XOGoUaPqfE18E8jLseFitr5tNb+Nt77OX8lHxrtNohjdpvFtUF8T+ils/8faT+2bO0nYnjxx+yXhauvbaWGrnt+NZNzf2tm2d/FljPbmh8Q7fO03M0K98NcNZHwfUZVKebmQ+fjRlzjXX4Ta579y225vdfcIr1ppeL2OjXHmfZqfHXEeba/Wst1K9cn3Rm64r/FgjnXOb7dZXiPRNetZZbNuy2x72W2P15yfi2+bPPpuTk6XmV5elX24GVX82/Fl7KS+ldV5PkeAG7Hl217Eu0OXG2k342rSrWvYCXt/Zx2V9b5K1LonvyaXR+TR9MOn/AGB59uD2taGq38TMV2HavGLrc19taO4B59k4r0YXmOsfpL8NV6bxTg69iwSp1aM68jbp8IrS5++Uf9Q9N6OrrXatgevtu8PK9n++9Rfo3PrnpOURu7MldJL1sbUsayL7+bdb+yR1p4W1vI4b4j0zWsKPtL8G5W+zb29pDpOH0xbR3j7x4Z5esuXe8+Hekvw3xBrdGi5Om412fpGIrHfi0RcpV2tra11rnJbbrkm1u/E+tcMcR6VxPpFep6HkrIxrOT7pVS74WLrFrwZ7ffbmnt7jKXitb7fz59vD2rrnYoWp7OE36kk/Bp8yXVRtW10VJeElud9tW0PSNZh6usaVp2etv+VYsLfyo4TqvYpwJqCl7LSLNPsf32n5FlX+hu4/Ya+X+2XidXtH4v4j0bR8zS9N1nKhp2VRPGsxbp+1rjCa2fs9+db2fVHoklGKSWyXRH2zjPsB1TToWZXCmetWqXP4JlJVZG3lNbRk/eonxW6u2m2ym+qym+qTrtqti4TrmuqafNNHeFn6TKX9vNpv/Gun/wALo/OwP6Az6z/fP8p/P7TXtq+nvwy6PzsD+gM/nS/fP8pntda3Du179yvi3+LbfyHSfbmd2u1r9y/iz+LLvyHSWJdSbPrx5MIOmz14wl8V9Vuf0IqSVUEuSUUvsR/PfJf9Tz9zP6EV/c19H5CbV1uOdpC37OOLd/8A8NmfmZnRj2NL5utP3nejtI/c34v/AImzPzMzo0NRsYjVVD5kII1IpJGrJkhSAQyaAGSFIFQFIBkAAQAAQCQIMyIbkZAgAAgAAAGQANGQA7wO4K8YCZoIFIUAUgAoAAGjJoAUhQAAAFIUAaMmigUhYgURIbiALECIA2YKEaLEhYgfWPRjX9dBP/s/J/8AIdtDqX6Mr/ror+L8n/yHbQ8+z62w+PhfpX/2N8PP/r1n5o62ROyfpX/2NcPfw+z8yzrXE21/Gez65l2Wcc5nAfEfwypTu07J9SvPxV+ErX38f75HdtePNd/Lubpudi6np+Nn6dfDIw8mtW03V9JRfRnQDc+tdgvaQ+FdShoOs3baFnW/JWTfLDuff5VyfXwfPxOdmHPuOsM/1Xa9cujATNGLV8w9JL9yDVf4Vif7RA6jLqjtx6Sf7j+r/wAIxP8AaIHUfuNtXxlm7hej/qNeo9k2hKMt7MSNmJavCdc3y+rZ/SfRFyafg9zq36N/GtOha9doGpWKrC1WxTx5ye0K8nbbb/vFst/FLxO0fNPZnGU4rSXmOk3anoFvDXaFrmn3QarsyLMzHe3KVNs3JNeO27j74s4od0u0zs/0vjzSq6M2ydGoY27xM2tbyqb6pr76L2W6+rY68ax2J8cadkOGNp1Gq1d12Hk1rdecbHFp/X7zXDZOPbPPG/p802Pr3oy6Ddm8d3604/1JpePKHr+N1q9VJfyPXf1eJ+bhnsN4t1TIh/RavH0PD3+NZbYrrtv7iuLa397OynB/DWncJaHRpOj1OGPX8eUpPey2x9bJvvb/AGLZI5zznHEMMLzzXu9j4n6U+pRp4R0jS017TOzvayW/N11Qb+r1pQPtm623bSS5tvuOmvbJxfDjLji/Lw5p6Xhx+B4Ul+EinvKz+VLp5JHOuc11leI4R3AFN2KAAI7FeiX/AMUcUv8A65R+ZPvUj4P6Jf8AxJxR/DafzKPu0jzZfyemfHV70ov7P9Kf/Za/PTPj52g7Y+y/VuNuI8LUdMz9Oxo0YfwaUcqNjbftHPder7zga9Hzifv1rRP8jcaY5yThnlhbXxsp9or9HriFyXr67o8V3tY1z/Scq4a9HvS8W1W8Tavk6qk//lsav4LU/J7Nzf0NHfkjnx18b7NuB83jzWliYqnVpdMk87LS5VR/tcH32PuXd1Z3MwMSjAwcfDwqlVjUVRqqrXSMEtkvqR4dK0/C0rCqwtMxaMTFpW0KaK1GMfoR+uPN7LqzHLLuaYYcPz6lqOLpWnZWo6hdGrDxKpXXWPuiluzoprep5Gu61qGr5qayM/IsyJRb+bu+UPoWy+g+vdvXaXRr3rcMcPW+10um3fOyoP4uTYulUH3xT5t97S25Ln8XNNc49uNl59O0voyZ/wAK7NniyfxsDUL6WvBTatX5xn1iXQ6l9hfGNPCXFzx8+ar0rV1HHum38Wm5fcrH4Lm4N+a8Dtps09n1M85xWuN5j4H2ndqvGPCHGmoaTRj6T8Dj6tuJZdh2N2UzS2e/tFvs/XT5dYs4tHt+40/tPD3+ZW/zp957ROBtL450pYmpetTl07vFzKl8pRJ/li9lvB9dvFJnXjXOxDjbTrXHDxcTWKN36tuLkxqk13b127bPyTZ1h2/txe79P2f0/uNUudHD/wDmdv8AOk/3wHGHfVoG/lh2/wA6eio7IuO7nFLhq6vzvyqK4r/xG/sPpPAHYLXRkVZvG1uPkqt7x0/Eb9m+X4Sx7OXuSS82W9kSd1cT/p+cZP8ABaD/AJlZ/OnC+NuLtU401XG1DWlhwyKcf4NBYtTrj6vr+tzTk+e7P3dqHA+VwHxC8Kxzu03J3swct/hI99cv75Hv8Vz79lw6J3hJ9iZW/K+mejqv662H/Acv8kDtodS/R0/dWw/4Dl/kgdtO4y2/yaa/j5V6SGg3ax2efDMSr2l+k5CzWkufsdnGzb3JqX8k6rS2ezT3T6Hf2STTTSmmtmmuTXgde+PewfIeXbm8D24qxrH670zJsdfs33+ys5rb+5fTx7i68+PVc7MOfj4ISTaW6i5vfZRS3bb6JeZz+HZBx/K31Hw26/7qWdjer9alv9h9a7KuxuvhzPx9a4ksqzdUpfr4+PTu6caf4+7+6SXdySXdu9maXZIzmFfROzjRLOGuAtA0fISWTiYcI3Jd1r+PJfW2ci70vFlkzgvbJxd/uP4HzMmiaWqZa+CYMd+btmuc/dFby+heJ5/tejnh1V421COqcb8RahXNTqydSvsrkujgrHGD/wAVI7Q+j/qVeo9lGixhNSsw/a4VqX3rrseyf8hwf0nUKEVCuFcOkEkvoPrvo48Z1aDxHkaFqNir0/WJwdNknsqspLZL/vFsvel4m2WPpjjfbtJvs013czpd2v6Bdw52j63iWR2x8m+edivulVa3Pl7pevH6DuhJbcmcT7ReB9L460eOJqSdWTTu8TMqXymPN9ffB8t4Prt3NJrLHLitcpzHSoH0zW+xLjTTshxwsLF1aj727FyYVtrzhZs0/c37zzcNdhvF2qZSWsV4+iYm/wAay22F1u39xCttb+9o374w7K16N2hXan2jV6n6r+CaNRZbKXd7WxOuuHv2c39B2t7j0HBnC2l8H6JVpmj1OFUfjWWTe9l1j62Sfe39S6LZHv4rd7LqY5XureTicPjHpSZ9dHBel6fuvbZmoqzbf7yqEm39bgvpOscjn/bTxdVxdxvfbg2KzS8CPwXEkulnfZYvKUunioJ95xXhjRb+JOIdO0TDbhkZ96pUl+Dh1nP6IJv6DbGcRllea/NoOrapoef8N0TUcrT8rknZRPb2i8JrpJeTTPqWhdvvFeDGENVxdM1dJbOxxeNa/e47w/0TmvGno/6bnTeRwhn/ANDLdkvguRF20y89/nR3+leXM+Wap2M8f6dOSWi159cfwuBlV2J/yZOMvsJzjl9XjKPqGlekVo9sYrV+H9UxJ97xbK8mC+txf2H0vg7jzhvjBSWhalG7IhH1rcW2LquivH1Zc2vNbo6lPgLjNTdf+5PXd1/1Pl9e+x9Q7FOy3ibTuMNP4h1yj+hONgKxwqslF3Xudbj6vqxb9WPPdtvfltt3rjLHHh3LXYx8zrr6UfDONj26XxNiwVd2Va8DM2/CNQcqpe9KEo/V4HYo+GelXqMI8O6Fpe69tfmyynHfmq663Hf3b2JHGv6uXx1007/jTA/hdH52B/QOf3Sf75n8/MHlqWB/CqPzsD+gc/uk/wB8zva51/HEO1j9y/i3+K7/APUOkp3Z7Wn/AFr+LP4sv/1DpMXU5zePJ+4z9x/Qnotj+e2SnLHsUOri0vfsd+tC1GnV9E0/UcWSnRl49eRW/KcE/wBJNq63qu0jn2c8WrvejZn5mZ0cl1O/+o4dGo6fl4OXH18bKpnj2pd8ZJxf2M6h632N8a6TnPExtHt1WiPKrLxLa3CxeLTacX5P62NdkNktfOySOfal2TcW6Xw1qOu6tgU4OPg1e2sosyI2XSjut2lHdLZc+bXQ4E+RrLL8Z2WfWCFIECFkQAYkUgAhSBWSFkQAACCASAGZELIAQFIBAUgGZAAAQpAAKArxmgAgUAKFIUIgKABoyaAFIAKAAKAANAyaAFiQsSgWJCxA0WJCxAFj0IWIRosSAD6x6MvPtUr/AIvyf/IdtfWXidA9C1nUdBzvhui512DmezdXtqdvW9R7brmn4I99/TH425/8K9Y/ysf/AEmeeu28tJlJH2r0rmnw5w8t/wD6hZ+aZ1rPca9xVrvEFNFOu6vnahRTL2lUciSajPbbdbJdx6ZM7xnETO81SSSaaaTT6pgsSuHY30eO0h5dVXCXEF7lk1x203Jse7tgl9xb/HS6eK5d3P73uvE/n3TbZRdXdVOddtUlZXZF7OE0900+5pnLF2mccL/nZq/+Ur/9JndfN9NZs9e3Yv0kGv6UWqLxycRf/wDRA6jyOQa1xtxNrmnywNZ13OzsKyUZSpvcWt4vdPlFPk0cdOsJw5zvI0pQafRnYHsm7bqacenR+ObrU69q6NW2c013Qu257/3zv79tm31+7zUS3GVzLw/oBh5FObi15ODfVk41i3rupsVkJLxTXJnlOheiazqmg3e20PUs3TbG95fBbnBTfnD5r+lM5ri9s/HePWo/0WxcjZfOysKqUn72tjK6q18kdv3tt1Pwa1q2n6JgWZ+sZuNg4cet19igvcvFnU7K7ZuPcqtxWt1Y2/fi4VUH9bTODarqObq+WszWM7M1HLXS7Luds4eS36L3Fmq/tPJH1nte7Yp8TYd+h8MK3G0az4mTlyTjblx/ES6xrffvza5clvv8c7uQETWST4zt5aKQpXIQpAOxnom/8RcUPxzaV/4KPu+68UdFtA4q1/h7GyMfh/V8rT6r5q22NCh8aSSSe7TfRHso9pHG6f8AZZq/+NX/AOkxuu28tpnOHdfdeKLuvFHSldpXHC6cWar9dX/oH9Mvjn/pZqv11/8AoJ4qvkjutv5jZvom/cdKH2k8cPrxZq/0WV/+k9VqvEeuazW4atrur51b6135ljg/5CaX2DxVPJHb/i3tB4W4UThrOsURyV0xKH7a9vw9nHdr3vZHXvtG7YtW4rpv0/SabNH0a1epZBS3yb14Tmvmr+4Xnu2nsfLa66qo+rTVCtf3K23N7mmGuRzdlvwilGKSWyXJJAyaO2bM4qUHGaTg+TT7z7X2U9s70TEp0fi93XafWvUoz607LKI90bV1lFd0lu/FPqfFtwS4S/VmVjvppWoYeq4VebpWZj5uHZ827HsVkH9KP1HQnSs7O0fJeRo2dmabkP51mHfOpy9+z5/Sczwu17j7FjGC4gjco9HkYVNj+vZMyuq/prNkdxd0luYlYlFyb2gur7kdRb+2nj62O0NVwsd/jVadXv8AbucV1/iniLiRSjxBruo59T60WW+pU/8Au47R+weKnkj7V23dp3DOfoOZw3pdePruZY+eUudGHYulkJ/fWLu9Xl4vufXrbZ8jWySSikkuiQNcMe1nc+X0n0dP3V8T+AZf5IHbU6l+jry7V8Jf9Ry/yQO2hjt/k21/HDe0PjejgiWh5OoVN6ZnZjxb7opuVC9m5KaS6rdc1126c+RyjTdQw9Vwa83S8vHzMO1bxuosU4P6UfGfSsb/ANyvDy/7Uf8As8z4FoOvavoGU8jQtTytOyJv40qLNlZ+/g+UvpQmvmcpc+K72CTOo9fbXx9Cj1JarhXNL59uDW5v37bL7D8GqdrPHmpUypu4itx4Pk1hUV47/wAdL1/qY8dPJHZ3jzjrROCcL22r375Ni+Qwqmndc/KPcv7p7JHUrjrizUeNeIZ6rqrVey9ni4tb3rxq/wAReLfVvv8Adsj0VrduRbfdZZbfa/Xsttk52WPxc3zbMGuGHDjLPkJOKkmmt0+5lB0zfeOyjtsWJTRo/HF1joilCjVWnNpd0Lu//vPr8TsFh5WPm4leVg31ZOLYt67qbFZXJeKa5M6CH79E1vVdAtc9C1TO0xt7yWLc4Qm+m7j81vzaMs9XPxrNn9u+O6Y3SXVHUDG7Zu0CiKj/AEcxshJbb34FTf0tbEyu2Tj3Ij6s9bqxvPEwqov62mc+OuvJHbXVdRwtJwLM7VcvHwsOHzrsixVxX0s64drnbE9fxbtD4RduPpVq9XJzZJ12ZMe+Fa6xg+9vm+nJdfkurannazkRydWzsrPyYtuNuVa7JL3b9Po2PxmmGuT3XN2f0nLZJJJLokfSOwrirhzhLiTKzeJI5Nd91KpxsyNftKsdPnZ66XNN7QW6T5eG7PmsmDqzlxLxeXfbR9UwdZwo5mk5uNnYsuluPYrI/Yfs38ToDh33YOWsrAyMjDy10vxbXVYv5ceZzLTe1XjvT61Xj8S5FkF0WXRXkP65Lf7TK6r+mk2R3N3Juuh1E/p2cf7bPVcL3/0NrPV6p2o8c6nW4ZPE2dVW/vcONeN9taT+0niq+SO1PHXHGh8E4Xt9cy9r5L5HDq2lfc/KPh5vZLxOoHG3FOdxjxJkaxqSVdliVVNMXuqKVv6taff1bb72z0U/jXWWzc522PeyyyTnOb8W3zZNzTDCRxlny8+B/wAZ4H8Lo/OwO/8ANr1pc185/lP59Qk67ITg2pwkpxa7mnun9Zyv+mZxy3z4t1f6LK//AEkzwtXDKR2r7XGl2YcWb/8A4zI/1DpQcjzuPuLNQwcjC1DiPUMnFyIOu6m2VbjZF9U/inGdy4ThM7y0fefR87TMXTcSvhTiG5UVKxvTsuyW1a9Z7+xm+7m36r6c9uXLf4JuZe0k00mn1TLZzOHOF4r+hHfzL07jo/w72hcWcN49ePpOv5teJWko413q5FcEu5KxPZeS2OQvtv47dfqx1PBT/G/ofVv+oy8da+SO22dRj6jg5ODkVqePlVTptiu+E1s/sZ0H1LBel6hl6dO2F08O6zGdsXupepNrde/bc99xFx/xXxFW6tW1/ULqGtnTXJU1vycK0k/p3OLrkkkkkuiRphjY5yylCFkQ6ZkjEjcjAAhSBQgkAMgAAQpCCAAAZNSMgCFIAEgQAZNGQAAAgAAgMmiKoAiUUEKAAAQNGTQAAAUAACgAADQApCxKKaiZNRAFiBEIFIIgU0ZNAIlIWIFNRMFiBosTG5qIFAAFAAA1EyaiAKBEABIAWIEQBopg0AAKAA2GxUAUgEKQAUAAUA0BkRAA0AAKCDcooBNwPpfo78+1fD/gGX+SB2ykdMuyfijC4P41x9Z1KnKvxq8W6lxxYKVm8vU22Ta8H3n2tekJwp36ZxIn/A6/50w2S2tsLOH4/Sr/ALFuH/4zf5iw64H1rtq7StD470LS8PScTVqL8XM+ESeXTGuDj7OcH0k+e7X2nyU71z04z+hmJoHbhkAAQFIABAAAAAAEVmQAAgKQAUhAKCABIyJACAAAQpABk1IyAAkQAAQC9xAZAEKQCAGQoAABCkAgAIBkEAAAAQpAMgAKEKAiCQAEBk1EKsQAAKQAUABA0ZNAUgAFAAFAAGgAUCxIIgaAAGixIWIAARCKaMmgAAiFUsSFiEBEADQAAoAApqJkRA2IkAFAEQLEA+y9m3YzjcY8FYGu367l4tmVK6Lpqx6pwh7O2dfV8+fq7/SLeFk5fHNgdiP97pi93FOf9OFV+sz/AL3PH/6V530YNP6znyRfHXXqJdjsP/vc8bb+ynUP8yp/WR+jlj7fE4tzl78Gp/pHkh4668g+8Zvo6Z0a28DivHtn3QytO9RP6Yy/QfOeL+zXizhOmWRqumrIwYLeWbp8vbVRXjJbKcV5tbeZZnKlwrhoHVb9zB05QFAEiUGogZBoADJoAAAAAAAAANkNl4IAAAABkACFAASIBsFQFAEMmthsQB1AAyAABCgCELIgAAAZAJIACd5QAIABk0ZAkgWRAIAArIAAgAAhk2QDIEiAACEAAyAIUgAAACFIBkABQABEIUgGTRk0FUAABEACgAIGjJoABIACkKAAKAAAGgAUUsSFA0WPUgiBoRIWPUDQAAFiQsQgUhQANGQNAFAAEApYkKBoGTQApCgDt76OvLsd0L/C5f8AtNh1CO3no6Pfsb0L/C5f+02HGz401/X0g9Zk8R6JiZNmPla1plORW9rKrcuuE4Pwab3R7KXQ6S9qlVcu1DixzqrbepW85RT8DLHHmtM7w7h/7q+Hf/z2kf57V+s89HEmiZE1GjWtMtsfJRhmVtv6NzoZKin+01f5NE9hR/aKf8mjvxM/I/oM911G+zOpnYfxzqugcVaVotuXbk6FqOTDFeNdJ2ewslyhKtvmue266cztnLk2vDkZ3HtaS8usfb/2eY/DuRVr+h0KrTMu72WVj1x2hTc+alDwjLmtu5+8+Nncntoxqszso4pqv22hgzyIPwnW1OD+tI6cSfPp9BvrvMZbJxWQDUec4RSbnZJQjGK3c2+iSXNs7Zhdj6Zwr2KcWa5TXfnV4+hYs1unmpzva/wK6fy2n5H0DA9HnTI0bajxJql9nf8ABaKao/VJSf2nN2R1NddcwdjMz0eNIdf9Q8Q6vVZ3PIqptjv5pKL+04FxR2I8W6NTO7Tlja3jR5v4I3Xdt3v2Uuv0Tb8hNkq+OvmAJL14WWV2RnXbVJ12V2RcJVyXVNPmmU6cAMWWKuucvxU39R9s0bsEz9S0fT9Qr4nxaoZeLXkKt6fJuPrRUtt/a89t9t/sJcpPrqS34+LbA+4ZHo952Pi35FvFuK4U1ysaWmNbpLfr7U+b9n/AWv8AHNVd+j40K8Br5TPy966YvvS5b2Nc+i28WiTZDsri4Owum+jrhRjvqvE2dbLww8aumK/xvWZ+q/0eNEdb+C6/rddnc7o02R+lKKf2k8kXx11wIfU+L+xHijQqLMnTHj6/iVreSxIurIS8fZNvf6JN+R8s33X07NNbNPwZ1LL8c2WBk0ew4d0t63xHpekwvWO9Qyq8ZXOv2ns/X79t1v7t0Uj1oPuz9HXOXzOKsN//ALbP+dONdoPY/k8GcL5GuZGu42bXTOquVEMKVTftJqO+7sfTffoc+SL47Hy4AHTkNHseGNLevcR6Vo8L/g7z8iOMrnX7T2e/f6m63+tH2Ofo56gn8nxZhNeemSX/APac3KR1MLXwnYmx9Q7Q+yLL4K4Ys1nI17GzK67aqfYww5VN+0n6u+7sfTr0Pl5ZZfhZwARTc4Rim5yahGKW7m30SXez6bwp2I8W67VDIz1jaFiy+Mvhqdl7Xj7FdP5bT8hbJ9SS34+ZEOyGD6OumQp/q/iXU77PHHx6al9UlJ/aeS70d9Bafsdf1yMu5zjRNfm0c+SO/HXWkH3DWfR51eiHraLr2Bnf3rMonjP/ABouS+xHzLifgfifhiMp67omVj48P+VVL22P16uyO6X8rYszlc3CxxwAFRJELIgAyAAJIpAIUACAADIAAEKQCAADINGeoEBSBQgAGZELIgAhSEAyaEgMApABCgCAADIA5ACFkQAQpAMmomYmiKoIUoAF7gAA3CABoAAABSFAAAAUhQNAyaAsSkiWJRoRAAoAApqJk0ECkKFUEiAjfcZAA1EpAAKQoApCgImjJqIAoAA7f+jxy7HNA/wmX/tVp1AO3vo6vfse0L/C5f8AtNhxs+NNf19HlzR0i7VsjHXahxVvkVJ/0St3TsS8F+g7vH5rMDEuk5W42PObe7c6Ytv7DLC8NMpzHQL4Xjf/AHNH+VRPhON3ZNH+VR36ek4D/wCQ4f8Am9f6jcNNwqnvDCxINd6oiv0GnlZ+N1X7CuCdR17i7S9YuxcinRdOyFlyyra3GN1kfuca9/nc+ba5JLzO2Ib329Z9Oh+DXM+zTNLyMyjAy9QtqjvHFxEnZb5Ldpf++8zt760k4cA9IfW69J7Mc7D9ZLJ1eccGlb89m97H7lBP60dTpPmzk3aBxhqfGvEVmfq0fg06E8enA2a+CR35wafP1m+ra57dySS4xub65xGWd5ry49NuRkVUYtNl2RdYqqqq1vOyTeySXi2dsOyXstwuDMerUdShVmcRWQ3su23hi7r7nVv08HLq/Jcj5n6MPDcdQ4i1DiDKip16XFY+Kmvw9i3c/eo8v5R2XM9mf6da8P2bvfm/rMXXU49alk3VUwb5O2Sgn9Z8z7bO0iXBOnU4GjquevZ8XKDsW8cWpPZ2td735RXRtPw2fVrVs3K1rMnl61lXallSe7ty5e0f0J8kvJExwtW5yO+dUo21+vTZCyH40ZJr7C7+B0N0XUc3QMxZeg5mRpmStn7TFl6m+3iukl5NNHabsW7R3xvp1+Hqka6tfwYp3ezW0MmvorYLu58mu5+/ZMtdnsmcrydrXZjg8b4tmZhRqwuI6oerTkpbK9L8Hb4+T6r7DqdlY2Rh5F+NnUTx8uibqups612J7NM78HXL0neGYYupafxPi1qEc6XwLM2XW1Q3qn73FOL/AHqLrz98Jsw5nL4Tmf8Ayt/+Dl+Q72cD/wBhHD3P/wCm4v5qB0SyueLb/g5/kO9XAj34F4c/izF/MwLtTU9vk0VZWNfj5EVZRdW6rI+MGtmvqZnDxqcLEpxcWmunGogqqqaltGuKWySXctjzHwHtw7Vc7T9YyOGeF8iWLZQts/PjzsU2t/ZVPuaT5y689ltsZSW+o0tk9uwLjLvTMc1yOg2XdPMud2bbbk2vrZfZKyf1ttnNuzvtO1vg7UKvb5uVqOhesvhGHkWu111986m+cWlz232f2rS6q4myO4Z8E9I7gGhYdvGWk1xqvqnFapVFbK2LaSuS/GTa38Vz7uf3jGupysaq/HtVtFsVZXZHpKLW6f1Hh1HCp1LT8nAyoqWPl1Tx7E1umpJr9JnLxWlnPp0L2OSdmL/rm8JfxpT+k4xCu2iPsL/utLdVn76Daf2o5L2Z/ulcJfxpR+VnpvyvNP5O7cekfcfL/SS/cl1N/wDWsT86j6hHpH3Hy/0kv3JNT/hWJ+fR5p9emuqHiBLqQ9TyuV9k+z7U+Ev4xj/qTO68ekfcdJuyh7dqPCX8ZV/6kzuwvmL3GG3631/Hy30lv3Ksv+G4n506nnbD0lf3Ksr+G4n506lzbVc2lu1F7e871fHOf12P9GzgbFr0qvi7UqoW5mU5LAjJb/B6k3F2L+6k9+fcunVn3Zv7TjfZvGuHZ3wtChp1LScX1Wu/5KH6T2uuxzp6HqMNHlXXqc8a2OJKfRW+q/U3+nYxt5rSTh+PXuLuHeH7FVrmuabgWtbqq/IjCxr951PW4PaZwPnyUcfivR/XfRTylXv/AI2x0z1XFztJ1K3H1yrJw9Tk/XuWWnGyyW/Obb+du+9b7n5ZtWx+O1YvPmazVHF2O/1N0L6YXUTrtqnzVlclOD9zR8X9JziZYXDWHw7jz/qjVZe0vSfONFb7/wB9LZeaUjrvoer6jw9ke30LOydOsb3fwexwhLb8eC5P6UefijiTU+Ktas1XWrqrcyUI1fJQ9nGEYrkku7q372xNXF9l2enqpEANGSApAEjJoyAAkQAAQCkkAAMG+4zICEKQAZNGQoAAiDvBAoZNSMgCFIQQAFAzI0ZAgKQACFIIAZAAAAQu5ABCkAyaMmgoUhQAACAAAoBoAAAAAAoAAFIUAaMgDcSmTW5RoGTQApO8oRQQoGgAFUEKEUELEAaMmgBSDcCliQsQBoyANAoAHb30deXY7of+Fy/9psOoR289HT9x7RP8Nl/7TYcbPjTX9fR9z4pxf27vh/irV9HXDfwn4BkPH9t/RD2ftNknvt7N7dfE+1vozpX2sfuo8WfxjZ/qQMtclvt1leI+pR9I+Xfwi/o1NfzRuHpHx3XrcJ27eWpL+bOvwNvHiz8ldpOHO3vhjUr66NVxc7RZy2Xtb1C2lPzlF7pebSR9cjONlcJVyU4SSlGUXumn0aZ/P87XejbqGRm9mFVWTKbhh5t2LQ5Pf5JbNL3L1ml7jPPXJ7jvDPl7jtO7ONM430+ybhXja1XXtjZ8Fs9+6Fn40X9nVHTzJx8jDysnEzqXTmYtsse+p/g7IvZo7+y5o6j+kLhV4XavqMqopLMxsbKkl09ZxcW/p9mi6r74Nk9cvs3o04saOy6q9JevlZ2TbJ+LU/Zr7II+pvoz5J6Mecsjs6txd162FqN9bXelP1bF/rv6j63LmmcZfXc/i6cdtmoWaj2rcSWWPljXQw614QrrX6W39Jwk+g9vOj2aR2pavbOD+D6nGvPofjvBQkvepQf1o+eG+Hxhn9aOZdi2py0ntS4etg9oZWQ8G5fjRtg1s/5Si/oOGnPOwnR7dZ7U9GcIt0ac5Z977oqEGofXOa+0ufxMPruDJHzT0isWN/ZHrNsknPFsxsit+DV0F+SbPpfcfMPSOzIY/ZLqdE3tPOvxsWteL9qpP7IM82H16b8dSstbUXrwrn+Q708Cf2C8OfxZi/mYHRbKf9TXv+5l+Q70cBf2CcN/xZi/mYGu1lre/r5WQ38ToDk5lmo5eTn3ve/LvsybG31nObb/ACnfyH3Re8/n1iL+pq15E1LseURW728QF89e82Yu5nYvfLI7JuE7JvdrTqo/Vul+Q5pV91j++X5Tg3Yb+5Dwr/AYf68jnUPukP36/KeS/XqdD+IIqPEetxS6ajlL/wAaw9r2Y/umcJeH9FKf0nq+JH/wm1x/9pZf56w9h2bS9TtK4Sf/AGrR9raPT/4vP/5O7q+ZD3I+Xekn+5Lqb/61ifn0fUF8xe4+e9vmm3an2RcQ1YsfXtx668xLyqsU5/6CbPPPr0V1CfeQKSsgpwfxJLdfSD1PM5V2SrftT4S/jGP+pM7sx6R9x0+7A9MnqfarpE4Rbq06Nubc+5bQcYb/AMqa+07fx5JGG3621/Hy70lf3Kcz+GYn506mnbL0lP3KM3+GYn51HU2PQ01fHOz67G+jlx5i3aPRwlqt0as7E3WBKb2WTU237NP8aO75d6226M+5+Xefz/23XPx39zPofC3bDxloFcKZZ1WrYy6V6lF2TS8rU1P69zjPX/S47P7ds9Q07C1Oj2GpYWNmUf2vJphZD6mjh+pdkfAmpTc58OYuNY/v8CUsZr/JtL7DgGlekXitwjrfDeVVDvswsmNy+qSg/tZzrh/th4J1q2umOsLByLOSq1GqePz8PXfxH9ZxxY75lcD4k9HaiVTnwrrdtdiXLH1OKsg34e0rSa+lM+I8U8L61wpqnwDX8GzFyJpzrlv69dyXfXNcmunmt1ukd6ziXanwvTxfwPqOnTgp5ldUsjCsa513xTcNvf0fk2dY7LHNxldKdiSEJq2qM4LZWJTX0lNmKAADINGQBCkAgBQIAABkACSIWRAoZNGQgQsiAO4ABUkZAAgBAAAIBkEKKQpCCApABk0ZCgIUCAAIGDQkBkABWolIAKAAgAAKCFChoya6hApBECgAAUhYgADQApO8pQKQpBopBEopSFAGjIiANARAveAAiiIACQNAAWJIlAoIUDUSkLEAdvPR2/ce0P8AwuX/ALTYdQzt36OvPsf0T/DZf+02HGz401/X0iXQ6s9onZnxnqnHnEeoafw/k5GFlZsrabY30JTjslvs7E+7wO04jt4mMtjSzl00fZRx6v8Amtm/5ej+dJ/So49/6K5v+Xx/5w7m7rxX1k5GnlyceOOpmg9iPGmpXwjn4uLo+P8AfXZV8LZpeVdbe797XvOzXB/D+HwpwzgaLpzm6MWOzsl8+2Te85vzbbfke5bSW+6PFk3U4mNPIy7asfHrW8rbZKEEvFt8jm5W/Xcxk+PKk3yXU6cduGs1652p61fizVmNi+zwapLv9kvj/wDiOa+g+p9qfbbgUYeRpXA+VDNzrE67NRh9xo7n7N/hJeDXxV4vodcIJRgorfZeJ3rw/bPZf0+n9gHGNfDPGLwc+z2em6yoY8pPpVen8lN+Ce7i/eu5HbSW6ez6n8/JpSTjNbp8mmfeOyDtmhp+NTofG2RP4PDavF1Sfx/UXdC7v2XdZ9fTcbMP3DXn+n2LtC4I0vjjRVg6mpU30t2YuZV90x5vvXin3xfJ+9JrrlxF2M8Z6TkTji4Fes4279W/Bsgm13b12NNPyXrLzO2OJkUZmLXk4l1WRjWr167apKcJLxTXJnl5HEysd3GX66haH2Qca6rYoz0j+hlO+zv1K6NaX8mLlJ/Uvedi+zTgXTeA9FeNiyeTn5DU8zMnD1XdNdEl3RXcvys5lsjNtldVUrrLIQqrW8pzeyivFsXK1ZjIp1c9I7i+Gu8UUaHg2qzC0Zy9tKL5SypLZr+SuXvlPwOVdq/bbi14+RpHA2Sr8qW9d+q1/c6V0apf30/7vou7fu68QSjHZfada8P2zzz/AE8eX/8ALW/4N/kO9XAn9g3Dn8W4v5iB0Ty//lr/APBv8h3r4De/AvDn8WYv5mBdvw1Pf1/doe8/n3j/AHCB/QSv7rD3n8+cb7jAmpdjyCPWPvIF89e82ZO43YX+4/wn/Al/rTOdw+6x/fL8pwTsLaXZBwrz/wCQr/Wmc7r52R2/GX5Ty369LodxH/ZJrf8AGWV+esPyYGdbpeoYepYq3yMO+rKrXi65qe32H6uI/wCyTW/4xyvz0z156Xnv13507Nx9SwMbOwbVbiZVUbqbF0nGa3T+08tsI2QnXZGM65JqUZLdST5NNHWzsL7U8bQMeHDfE93stMdjeFmSfxcZt86rPCG/NPot9nsttuyqalBSg04Nbpp7po81ljeXl1t427AdQxs623gq7GyNPm3OOFlWuqynf7yFjTUl1232a8+p6DSOwzjbLyIRzaNO02jf411uUrtl5RrXN/SvedshyXU78lTtjhvZtwBpnAelSx8CU8nMyWp5ebakrLprpy+9iue0O7zfM5kcQ45490vhTK07TbZwyNY1DKpx6cOM/jVwssUHbLwik3t4vl4tcu5dzRxeXUfLvSV/cqzf4ZifnTqcuZ2x9JJ/1p83b/7zE/Oo6nKKsnCFljqrm1CViTfs4N7N7Lrst2bavjLP6+09lHZJgcYcA3arq1+XiZeZfP4BfS/udUfi7uD5STlv58ls0ep1/sK4z0q2UtNjh65jJ8p4lqquS867Gl9CkzsXwLrnDWqaLh4nCOo4eXhYlNdNdVNnx64RWyTg+a6d6OSdORn3Xl32x0YzeFeI8J+rmcNa7T++061r60mjyaZwNxVrN6p07hfWLfW77sSWPX9M7Nkd5PaPuk19JZSk+rb+k68tTsjjvZ/o2Vw9wToekahk/CsrDxYVW2xe638E31S5JeSPa6pm06ZpuZqGRJRoxKLMixt7JKMG3v8AUfplNQrlObUK4reUm9kl4tnXLt27U8DXdNt4Z4ayFlYNliedm1/c7fUkmqq33rdc5Lk9tlvuzmTmureHwfGbdFcmtnJes14b89jZZPd7kN3nAO4yAAIAAIAAMgAABAABJAAKSMjcAJEAAgAAyQpCAQpAABkBIhZEAAACAAKSMgBEAAAAAQzI0AMgbAK0AAigAAAAqgAAaiZARoAAUAACxIANiJk0ALEgiUaBCxA0IgAUsSACiIAGgAEUhQAiAUBE2YiaiAKCRApSFiANAAU5bw/2j8W8O6RTpei63PEwaHJ11RxcazZym5vnKtt8231OI7lFkv0l4c+/pxcf/wDSa7/McT+ZKu2PtB/6UXf5jifzRwAHPbj/AEvfXP5dsPaA/wDnPkf5jifzQXa/2gf9KLf8xxP5o4DuC9k/o765zf2scfXR2nxVnfyKMaH5Kziesapna1b7TWc7L1KzfdPMvlds/JSey+hH4iDiHNbBkHSND3dTJoI9nw9r+tcN3uzh/Vs7Td368q6LPk5vxdb3i370c7wO3LjnEqjC7L0vOa++ysFJv3+znBfYfMQc2SupnY+pX9u3HNtPqQt0bGbXKdOC917vXm19hwXiTiXXeJbfX4g1jN1Dbb5O2W1XL+9x2h9h6cbiST4XO1e7bly8AQFRmcVZCcX0mmmc3wO1TjjTsPHxMLiK2rGorhVVWsLFfqwgkkt3VvySXU4VuBZL9ObPjny7YOP00/8AdLe/J4OJ/NHAYpRSUFyAEknwttB3gAcv0ftL4x0bS8TTNM162jCxa1VTUsTHl6sF0W8qm39LZ+2Ha/2gRe64ou3/AIFifzRwMyTtn9L315snItysrIysibsyL7ZXW2NJevKTcm9lslzb6HhAKhtutnts+5nI+F+OOKOFqlToGtZWNjLpj2pXUr3QsT9X+TscbKLJSXh9Wx+3njapJTeiXv8AGswZJ/6NqPVa12x8dapCVP8ARmvAqkvVa0/HjU/ok/WkvoaPnwJ2Re+v042XfjalXn13WPPhcslX2P2knanupty39Z7rv3OZLtf4/X/OS3/McT+ZOCAtkv1Oa5TxH2g8V8S6XPTdd1m3NwZzjZKqWLRXvKL3T3rrT6+ZxYASSfDnn6kPk7ldW3XeuatrbhNe5rmcy0ntO430qKjicS5dlcVso5kYZS299icvtOGgWSrzY+qY3bxxzTWo2XaNkP8AGt05p/6NiRi/t144trcK79Ix33Tpwea93rza+w+XAnZHXdXu+JOLOIuJm1r+uZ+dU9m6LLFCnl/eopQ+w9JyS2S5EBXHNoDIA0ZAAgG4AEAAGRIAQCQACQIAMyNGQqAAASRSAZEhIgAAEEAMgAABAABJAoAgAAyAAIAAICkACQAGTRk0AEQUAAAAAAFIUAAABoAAUkSgAABQQoA0ZNFFKSJQBqJk0BSmUygUEKAAAGkymDUQighYgURAA0AAKCRKBYmjBdwBuJgbgbBNwBSxMjcDRBuABswAKIgAaBgoGjJCgDRkAaMmjIGgZAGgZAGjIAAAAAAAAJuBQNwABBuAAIBQQbgDJoAZAAAEAAAm4AAyFJAAIkgABJAAAZkaMyChCkAAEAyAQgAgAGRJgAATcCkAAEAAAbgDIBAAAAEAAGTRkKAGggANgAAAFAAAFCoUAI0DJoAUhYgABEAUm5YgDRk0UCmDYApCkA0ZNRKBSFiAKQsQBqIMhGgAFWJSFCBoyIgaLEgAoAAoIUAaMgAAa2AFiQAUDcAAABSAAACgAAAAAAEKAAAAAACFIBSAAJASIBQCAUgKAIAAAAGQABCggCQAAgAAyDRkAQpABJFIAAMhSQAAgAAkjMjRkgEkCAADIAAACAACFIAAAGQABAUgU6gAIgAAyAAETRkAaAAU5AAIFIUAAAqkKAhEAAaEQAKQAClIUAaMgo0WJBECliQRApqJkJgaLEhQKCFCAIUDSYMmogDRkoFAAVoGYmggUgAoiQoFBNygDUTIA0AAAAAoIUAAABSACggAoIUCFIAKCACgEAAAAAQCkKQCgACApAAAAGTRkAQoAEAAEKQAZNGQAAASIAFJEAAyBuABJFkyAQAADIAEkQpCAZNGQAG5AAKQAQAAZAAAAAQAAQpAoAAgZNGQoCFCNAAAUgAoAAAAKAAIsTRk0AiAAAAApTJQKCFKBoyaAoJEoFBCgImzBqIFKZLEAUgTCLsaMgDRSFChSAIoAA0DJoAUwaiBREACghdwAGwA0DIA0AAKCACggApBIAUEAFBABQQAUEAFIAAAKBAAAKQyBoyAABABSAAACACkACQBkBIAACAACFkQKAGQIAQACkAGQABJFIQQAyAAAEAAAhSBSQBkAAQIoIAAAAEAAAAKyAAiAACmjJoAXuIAAAiAKCAUAAUAADRnvNAABECiIAApCxAGjJoB3lIIlFKQoA1EyANAFAAACxBCgDZg0EUABSJSFiANGQEaBk0AKQAUAAU0eMu4FAiIgDRkbgaBnc1EAAAAAAAFAhSACgACApAAA3ApDO4A0DIiBoyaMgANwBAAABJACgACAAAZEiAUDcgVSAAQAAZkAAJIAAQAAZAAAgBBAJGQABAKQACAAKGQAAACBCkAAAAQAADICgAAgACKAANAAAUm5QBCgAAAKCFAGjJoAUgAoAAAACghYlGixIIkFKQFFBABTRk1ECgEApSACghQNFMG4gAAECkEQqgAI0DJoAAABSFiAKCAUECYFAAAEKANGTUQABkDQ3BkDQMgDQMgAAAABoDIIAAAAAAACAAAAAAAGQABCkAEKAqAAAZNSMgCAACAADJoyAIJAAQAAZNGSAQAAQGQBoAKyAAgJAAQAoEIAAABBkGjIUABRCgBAAAaAAAAAUETAFAAFBCgDRkAaBk0AKQAUAAU0YiUAACjRSFAAhQKaMxAGgZ35mgighQoWJCgaMg0ECkEQKAABSFAAAAAANAyaAu4IAKCFAAAAAALuCCIFBABQQAU0Y3G4FAIAKQAUEAAAgFJuAAAAAAADJoyAAkQAUEApAAqAAIAyAoATcCApAABkBIhSAACAJAAgGQTcAAAJIAAADO4AAgFBAAkAAIUhQIACKyACgAAAie01PTfYudtC+T71+KerJhnMpzFs4rQMgrkNGTUQAEgAKQoAAbgCkAFBCgDRkAaAAFBCgIlIAKaMiJRopABQSJQKCF3AAADQEQEUpkoDkXcEA2DJoKoIAigAACkAoIUAaiZAGimNzW4FBABQQAUEKABCgAABCgAAAAAAAAgFJuAAAEQAAAGRIAaBmQAAEAAEAoIAKQbmQoAAgCAKdRsAAIXcgGQAAIJEIAEnsY9oBsySMtylEEgCCAAAZAAAACAAAAQCkBQIAAABkKAbmXIC7k3MbjcI5fgZtebX6y5WJfGj/77j1mqab7JO6hfJ/fR8P2Hqse6dFqtre00cp07MhmVetDlYvnR8P2Hmyl1XmfG8s2Ti/XFAe31fTfZb346+T++gvvf2HqD0YZzOcxlZZeKAArkNGTQAAoAE3KAAAApCgAAANGQANRMiIGikKBQQpRoyDQGTa5kESC7AAooIUAaMiIGhEAIoJuWIFAAVoGdzQQETIA2CFCgACKCFAAADQMgDQMgDQMmgAAAAAADJoAAAAAAAGQNGQAAAA0ZNGQABAAAAAbkApAABkbgAAQKFIAABAKSQAAyaMgCFIAIJGZ9APHJ7shSFchYvYhAPKDEZ+JojoMmjJAAAAAAQAAQF3IAAAAyaMgADMmAb8DBSACFAVs8lF06LoW0vaa6HjA/kjmGBmV5tPrw5TXzoPuPU6vpyr3vx18T76Pgerw7bqcmEsdv2nRJd/kcvg2605pQm1zXgeXKXTeZ8by+Se3DAe31XTfZ7346+T74/inqDfDOZzmMbLLxQ0ZETtGgAAKQAUAACkAFAAAAAAaAAAAUpAALEhSjRkADaZTJUwBSSAFAAA0ZAGthEoAAAIFIAKCFChqJk0AAARQAAEQIgUEAFBCgAAAAAGgZAARAAAAAAAIUAKEKSIQKQBVBAEAABSAgAo3IRSRkAoAEAoAAgAAEKQAAZASAAAyXcgAxP5hsz1QHiIWS2YK5CAEGTcJdzMADyAzGW3JmiOgCRAKAQAAAIAZA0DIAAGZMBNmCkAAAAQpAPIWEXOajBNzfRLvEIysmo1pzm+SSOS6bg1afV7e9p27c2+kDjLZMY7xxtTS8GOFX7Wxp37btvpFH4szV7XcljS+Tg+u3zzw6rqTym6qfiUJ/WeuOcddyvdmtz49RyzAy6syndcpr50fA9Zq+neyTux18T76P4p6vGvsx7lbS9mvtOTYObXl1etDlNfOj4GVl1XmfHcs2TiuKiJ7fV9MdSd+PH4n30V96eoib4ZzOcxlZZ6rQAO3IAAKBuAAAAFIUAAANAyIgaAAFBIlAFIUAAQo2AAKCF3AFiQAUE3NgCmDQFBCgEykG4FBABTRgoGgAEAAAKYNRAoAAAAKFIAikAAo3IABdzJYhSQ3EgEUbkAFIAAA3AAAbgCAAAAFDPMAI0ZAChAUCADcACAADO5oAAZAAAASTEmQADIA1IyAAnHdHh2aezPMmScd15hOHiMmpGSoEKQAWEu4hCDyg8cZbcmeQjoAJuBSGdxuABBuBQTcbgRvwMiQAgAAAEAAAK5bpenw0+r2tjTvcfjSfSPu/Wer1bUXkP2NL+QT5v8cavqTypOqltULv/GPVmOvXf5Z/XeWf6gCSKkbMw8lF1lFqtpe019p4wBy3TsyGZT60OU186L7j1ur6b6m9+OviffR/EPU4l88e1WUvZr7TlGBmQzKvWhysh86Ph+w8tl1XunxvLNk4v1xUHttX0z2e9+Mvk+so/inqTfDOZzmMrLKAA7chSACgAAAAKCFAhQANGQANFIABQAAIaAbgAAaAKKCFAFIAKCFAGjJoCghQIWJABQNwBRuAEDRkADRk1uAKTcABuJAKbl3IAgDJoAUgAAACkACqQAAAAAACAMmgrIG4AAAIAAKgAAAEAbgAABuAMmjIAAACEEgAAAGQABAUhAKn4kIAnHc8D5H6E/Ek47liV4CFkQIAAAWEtuTMEA85kzCXczyB0wAABCkIBkSBQIUhAAAEMmjIGgDIV51yBZxlXJxmmprk0+4g+oAAAAAB+jAd6y63i7+17v2+RjFotyLlVTFzmzk+Hh1YOO+ac9vlLGZ7dkx/F3hhz7ftjzSbXvR6HVtN9lvfjr5PrKHgePJ1exZCeK2q4Pv++PcYOZXmVe0r5TXKVb7v2Hnky1fk1txy9OJg9xq+mezTyMdfJ/fRX3h6c9eGcznMY2WX2AArlQAAAAAAAUEKANGTUegAAACkKAKQAUAADRkFGgABdymS7gCgAAABoAAAZNAAABdykARQTcAUEEQKAAAACgAAAAI0AZAAADRkSAUAAQAAUAAQAAUBAAAAQAG4AgAUAAAyAAAAAEBBSAhQAAAyAQCAACFIAAACRYvchkBOO/Q8J+mL3PHOO/vKljxGRIgQkQAKGoS7mZMgechiEu5mwoZNbJLdmQIAQIoIAKQSBFDJqTMhQABH07ibh2vUYzlipQz6ly8LV4e8+dzi65uM01NPZprbY5xwfxH8LrrwM6W2XFbVXN/dPJ+f5T9nE/D61SmeXiR21CC+NFcvar9Z8zTuvT5eLa9u3XNs79b5wBNOLcWmmuTTB9N4g8+Hj25dyppW839SLhYlubkqmhbzf1JHMMPEo03FcYSSW29tr7zHbu7PU+tNevu9348WHiU6bjP1JbPb5W195x/VtRllz9SvlQv9Iusam8yfqV7rHg+S8fM9YNWuz8s/q558+p8DyY988e5W1PZr7fI8ZDazuZOY6blxzKVYuT++jv0PU6xpnst78ePyf30V96erxcizFuVtMvUmvtOUYGbDMp9pDlNfOj4fsPLcbqvM+PRLNk4riZT2+r6b7Le/Hj8n99Fd37D05vhnM5zGFll4oUgO0UAACkKAA3AARAA0DIiBoAAUEKAKQRKKQoAAADQEQBdwQRAoAAsTRkbhA13GTQUAAAGTQApABQTcu4AbgBDcpAFUgAQAAFAIFUEEQKCFAAgAoIAikAAbgAAUm43CgIAgAAoDIA1IyaMhAAgUAAAEBAAMlGjIAAgBAJuABSAAAAAAMgBF7gy34AWyvdcup+eR+iNm/J9TFle/NdSo8IAAGTRkAeaD9VL1+vcY5QW769yMNtvdgeZ8zAhZ3SLJbgZAAAyABrYzuJMhFUDcAB3AAeaDaaabTXPdH0LhDX/h6rw8uX9WQXycn+EX6z52bjKVclKuThOD3UovZpmO/p8d+PFaatt13mPo/FHD8NTjPJxYKGoQ+cuit/acDwdPyc3NeNTU/aQ+6brb1Pec94U4glq9XsMqLWbVHd2RXxLF4+TPdvH9b2nsI1wnZzse2zl72fO19Tn0/OrJ7MtOO3jOON4uHj6XhtJpJLey6S6nFdZ1SWdZ6te8MdPkvHzZviDVrc651bOuit7KvxfmeoPdp02/9mX15tmzn1PgCA9LBQABDy419mNcraZbTX2+R4wOORy/AzI5lPtIcprlKO/Q9Vq2mqre/HXyf30V94erxr54tqtpe019pyjAzasyr1q+U186L7v2Hlsuq8z49Es2TiuKA9vq+m+y3vx18n99FfenqDfDOZzmMLLLwAhTtApkoAAAUgKAAAGgZNACkAFA3AAEKUUEAFNGCgaBk0QCkBRQTcoApABQNzQGQaMgaBk0AAMgaBk0EC7kAFBAFUgKAAAAAAAABSDcbgACAUgAAAACkBABkFGjIAAAACFIQACFFIAQAAUDIBAAAEAIAAAAyaAGQaMgACSfcBJswWRCoh5IS35d545GQNzj3rqeI8qlvyfUk47811A8ZrZVrd834DlWt317kZk9+bAzJ7vd9QABDyQl3MwQDyyRksJb8mJLdoipFbhvwE5LbZdDBQAAARAAokQSIPOfu0XTbtUy/Y08klvKT6JDR9Nu1PLVNPKC52Wbcoo5/SsXRdL2TVdFa3ba52M82/f2/hh9batXd7vxcWrE0PTPZwl7OiPOyx9bGePROIqNTunj7exv3fst31X6zhWt6vdqeRvP4lCfxa/A9ZGTjJSg3Cae6a6pmE6Pvxvf9rbz9t/H45/xRw6s2ueZgV7ZMG/aRX4VePvOANNPZrZo+h8K8QR1GtY2XJQzYfNl/bF5eZ4+KuHVm1zzcGG2Wudta/CefvOdG+6b4tq7dU2Tv1vn4LJNPZ8mQ+k8SgCIDYARAHkxrrMe1W0vZr7TxgUcv03NrzKfWhysXKUX3fsPWatpirTvx18T76PgenousotVtMtpr7TlWm5scyveHK1fOj/77jy3C6r3Y/G8s2TiuJlPc6npe1ntcdfEm+cfBnqrq3VP1X1XU3wzmc5jKyy8V4ikKduQAACkAFAAAAAaBk0AAAAAAUAFAAEFNGQBoGTRQAAFBBuBSk3AF3BAEUEAVQQAUEAGwZAGgZ3NAADIGgZAGgABSAAAZAGgZAGgZAGgZAGjIAAAgFBAAAAAAgAAyBoyCEFAAAgAAAAQAAADIGgDIGjIJJlCTMSNSMhEAkQAZNGQIeVP1Ut/nmeVa3fz/A8cnz3A8lsd3v3954TywlvyZJx70B4wAAIU1Bb8wEIt8y+t3Eb5bR6GANyXkYLF9wkiKgAKABAKACD6hTXh6PprVfydFa3lZJ87GcL1vVrdTv3fxKIfc6/D3+ZjWtUt1LI3+ZRD7nX4efvPXnl0dP2/ln9b7dvPqfEG4B6mCpuLUoScJp7pp7NM+hcKcRR1BQxsuSrzUtovut/afPCwbjJODaae6afNGHUdPN2PFa6tt13mOfcVcOrMhZmYMdsuC3tqS+6eLXmcB2a6n0PhLiOOoQhiZslDPj9zsfL2n7TxcVcPxy1PMwa9snrZWuk/FrzPJo33RfFtejbqmyd+DgOwNSTXJmT6TxAAAAAAfu0ei+7LUseTh6vOVncjOm4Nubd6sOUF86XgcjnKjTMRJLaC6LvmzHbs4/CfWmvHn3fj9+68dpnoNa017PIx+ffKPh5nrrtRvsylepbTXzV3JeByDTc2GbVuuVq+dD/33GPZlp/JpzNnpxMHutY0tx3vx1y++j4eZ6XmenDOZzmMLLLxQpAdooAAFIAKCACggA2ZIUDQAKBSFIABAKAAKAANAyANAyaKBSACgg3AoAAhQAAAAAAABuAKAABCgAAQCgAAAAAJuNwKQACggAAAAANyAQAobgAgGTRncoAhSACAoAAgEKQCkAAAABIyAAAJJgJMhncFQAIAIUgGTeyrW/ex81bvr4Hjk9wJJ7vcAAZPJCW/JnjAHknH8U8Z5Iz7mJR35kGYR35sSfchJ78l0MFAAACpkBFWSIVMSAgIAKQAD9MegOS8WcNW6RY8jH3swJPk++t+D/WcaONWzHZj3Yus8LheKASB25AEm3sjyxraW4GYcmpJtTT3TT2aOfcMcQR1CEMTLl6maltGXdav1nAZMzCTjNSg3Bp7pp7NGG/p5ux4rbVtuu8xzrifQFlqzMwo7ZK521rpZ5rzOCtNPZnP+GuIo51cMfLkoZsOUZd1v7T8/FOgrKU83Br2v63VL7/zXmeTRvy1ZeLa2265nO/Bwco226g+k8Yfv0zTrc67ZfFqh86zw/aNJ063ULtl8SqHzrPD9pyjJux9Kw0ktoL5se+bMNu3j8cfrXXr59348d92NpeEkltBfNj3zZxbMy7cy523Pn3LuRnMybMvIdtz5vu7l5HhOtWrtnN+psy7vnxk8lFs6LYW0ycJw6NGTJqzcv03OjmVJr4lq+cj1+s6ZsnkYseX30V3eZ6bHtnRara36k10ZynTdQhmQ339S2C5x8Ty543VecfjeWbJxfriQPeaxpi2eRix275RX6D0e2xvhnM5zGVxsvsAB25UAgFBuqtyfkamlFDkeMg6gAUhYgaAiAAAAoINwKAABTJQKQAoAAC7mjI3INAzuaKAAAbgACgg3IKCbgooAAAAAAAAAAAFAgAAAAABuTcABuZA0NzIA0AZA0DIIABAKQoAgEiAUAAASQAAAABIyAAAGjIEgJJkBkqEgCAAAALt6vN9fAcord9fAzuAlze75sx0N7jqB4wJIAZANJAIp9Sxnz2+0xJ9xCK8k4/injNwl3Ca7wMAdABCgFAqZkEFkiF3AVAUgR9ywMrF1TB9rU1kYlq9Rwl9sJo+d8W8Ny0mz4Ti7z0+x7JvrW/B/oZ67Q9YyNHzlfQ263ytqb5WL9fmfUdPy8bVtPV9e12NavUlVJdPFM+NcdnQZ8z3jX0ecepx4v2PjRVFt7JbtnJuK+F7NMyYXYSnbhXPaPLd1v8AEYw9L+A1KVyTva+o+lOpwuMyn7eLxZY3ivT14ns4etPqfnvlz2X1n6tRy1Kbrp6d7PXmmHNnNc3j4gAO3KptNNNprmmns0c74Y1+OaoY2XJQzV82Xdb+04GVNppptNPdNctjDd083Y8Vrq23XeXNOJ9BjfGebgx2vXO6pLr5o49o+k26ja+fs8et/KWfoXmcw4Y1S3UMNu+uatpah7bblZ+0/fmp141ssen17EnP2ceXrvvPBj1Ger/qv16bqx2Xuj0+dkY2kYUIwilsvk611b8ThuZlW5dztvlvN/UiZmRblXztvlvN/Z5HiPoadXbO6/Xl2bO6/wCMgSBszaBkAaNU2yptVtb2mjxgUcy0rOqzKU18SxL40fA9brWmLZ5GPHbvlFflR6Oi6yi1Tpl6k0cs0rUK82v8S2Pzonlyxuq90+PRLNk4riIPfaxpSad+LHbvlFflR6I315zOcxjnhcLxUP0YuPK57/eLqzy6fhSyn6z5VLq/E9pkOrFqXcl0RMtnF4izD1zX4LFGmvw2PXzk7J7s3fbK6frPl4I8Z3J/aWqCArlQTcAUEKAAAAAAaAMgbBAUUEG4FBNygCmS7kAAFFG5ABTRkbkAAbgAAUDRk0AAMkGi7kMgbBABRuQFCQBkDUgAQJGQaKBkDcACAgoAAE5AbgAQAUEG4FIAAkAAAAAAADIAAEKNwJ0JLdmZMFQAIAAAAsfiLd9Ryit31JJ7vmBHzfMAAZG4IBXzMyRo1yYHjjDxEnuWbMACFAENwfczAA24mCxl3CSIqAEKAAIMm4kAVSF3IB+qRyTgLKzKtahRiR9rVd92rb2XqL7/AMtv2Hp9K03I1TMhj4sd5vm2+kF4s+qaDpdGjYfsMdb2Pndc1zsf6EeLrd+GOPZffL06NduXdHtopbNfeM4Dx9Vk4arVcX8Et/Crx8PI/fqfGtGHqUKMaHwnHi2r5p/6hyCqzF1PT04+pk4WQtmn0fl5M+ZrmfT5TPKeq9eVm2WSvi4OQcVcN3aNke1r3twLH8nb4eT8zj593Xsx2TuxfMzwuF4oADtyHt9D0mWoWe0sThjQfOXj5IvD+jS1CxXZDdeHF/GffPyRyXWNSp0vFhGmEE0tqqV3LzPNt3Xnx6/rfDXOO7I1TUaNHxa6q0vabbVVLuXizPDXEHw1rGy36mWvudn9s8vecIyL55F07rpOdkurMJtNNNpp7pp9Dn/iY3Di/f7Wb7MuY51xNoMcyE8zBr2y487al+E815nB3y5HOuGOII5irx8qXs8+PKMu639pOJdBjmqeXhV+plrnZWulnmvMy07rqvZtabNU2TvwcEkA009muZD6DxqAAAAAHkx7rKLoW0vaa7zxgDmelahDOq5cr4fOj+n3HiydFpuyVan6kOsopdfcfh4Y0m626GZY51UR6dzsf6jlVqS8t+h83ZnNedmFe3CeTHnKPS5VlOFj7z2SXKMV3nGcvJlkWuU/oXgcg1/T55Hy1LbcVzj+o4x0PV08nHP7efbbzwAA9DIBCgAQAUAAUAAAQAUAADQAAAFAAAUEBBQQoAAAAABSAAAAAKQAWQIAKCDvKKNyAgo3IAKCAoFIUAAAABAAG4IAAAgKAIBIAAAAAAAAADJoyAAAAEkABiTNSMlQIUgACQAFXxVv3mo7RW/eY357gST57gAAAAMgAANyFASW545LZnkJJAeMF22IAAACSKn4kIFWSIWL3EiCAAAAAoAUD7Xo+l4+j4nwfF5trey19ZP9Rw3i7iT23r4WnW/JdLbY/f8AkvI1xhxN7b2mBp1nyXS21P53kvL/AN+/hh83peltvft+vXu3STs1/A9zw1r12i5L5O3DsfytX6V4M9MD37Nc2Tty+PNhncLzH2imzH1HT1ZXKOTh3LbZ9GvDyZ834q4ds0i5W072YVj+LLvi/Bng4b17I0PK3r+UxLH8rS+j815n06m3D1TTFdW4ZGJctrK33eTPk/8AZ0Wz+8a9349Tj/r4ye74f0WWoy9te3XiQfN9834I9zbwd7PVPW9o3p3Vfj/vH+s/dreqVaPjwqrjD4Rt8nWula8WezLqfJxjq+158dPZ7z/Tx6vqFGjYsKq4wd6W1VW/zF4s4LkXWZF07rpOdk+rF908i6d10vXsk92zxm+nTNc/1ls2XKoADZmqezTT2a6NHPOE9frzvZ4WfL2eXBfJW/23y95wIvNNNNprmmu4x3aZux4rTXsuu8xzviTQVmwnkYkNstc5QX4T9pwZpxezWzRznhniCObBY+dJQzIfNk/wn7RxRoKzYzzMGO2Wudla/CefvPHp3ZasvFm9O3VNk78HBDRmSa6oH0niAAAOR8M6A8zbLzU4Y6fxY/2z9h5OFeH/AIY1mZyax4P4tbXO39hy/Vc6jTMT21/LZbV1x6t+CPD1PVXnxavr16tM47tnx+fUsvH0zEU79oQS2rqXf5HAczU8nLzPhDm4TT+Kl0gZ1TUbtSy533vr0j3RXgfj3NOm6aYznP6z27rlfXxzDS9Rjm1bPlfD5y/Sfh1rTPap348flF86Pj5noabZU2Kyt7TXRnKdL1GOZWlv6l66x8Rnruq92KzObJxXEinINZ0xWJ30Laf3yXeceN8M5nOYxzwsAAduQAoAAAAAAAAFAAA0ZAGtwAAMmgUAAQABECkKQCkAAoBAKCFADuA3AAAoAAAACAUgApBuCgNwQgoIUobgAghQAAIAKQAoyaAIBkADQMgDRkADRk0ZAAAAZkxJ7mSoAEAfvQAANr4q3fXwEdorfvMAJPd8yFJuAAM7hGjJoyFAABAUACFIAkeOXU8gktyK8YLIhQAAAbgEDYhUwAIAFCgAeeIKAiFAAHNOAacvFunk3NwwrVs62vung14e89dw3oXwjbKzV8h+Drf4T9h7jXNajp0PY0bTydtkl0rR4t+zy/8AVjOXo1Tx/lXNd4SjvBqaXVd695804v0W/ByXlQc7cS6XKxvdxfgz8Wi69k6bqDyfWdqt+7Rl+EX6z6Xh5WJqeB69KV2HavUsql3eT8zxTDPosufsr0249Rj/ALHx0HI+LOHLNJs+EY6dmBY/iy74eT/WcbPr69mOzHuxeDPC4XigBTtygAAqezTT2a5pruOd8K8QRzPZ4uXL1MxLaux9Lf2nBBFtNOL2a6NGW7TNuPFa6tt13mOecTaBHOg8nEj6mYudke6z9pwWUXFtTTTXJpnOuGNfWdBYuXJQzEviyf4X9v5TXE2grOi8vEjtlw+6RS+6ftPFo3Zasuza9GzVNk79bgJyvhThxZnqZufF/BvwdfR2efuPLwrw37ZwzdRj/U6fydTWzsfn5HLNW1LH0vE9vlPbltXWus34JeBeq6q5XxavqadPrv2M6vqGPpeF7bIaWy2qqXVvwR8z1XUcjUsp35EuvSK6QXgjOq6ldqeXPIv6vkorpBeCPxm3S9LNc7svrPdu8l4/QAD1vO0WuyVVinW2pro0YNAcq0rUY5daU+V8Oq8fM/Lq2mqze/HjtZ99Fd56CuyVVilB7TXRnKNL1BZUVv8AEtXVeJ5s8Lrvdi3wymycVxboynv9X01Wp340fjr50V3nH+hthnM5zGVwsqghTtykgAALEqi3zJJoAIgAUEAFBCgAAANGQBrmDIA0DJoAACgACADJoABuAAAAoIUAAAIUgAoIAKCFAkgJACkAAAAAAAAAAAyaAyAAAAAhQANAyAAG4AGZMSfcZKgCFCIAAoAAHUAgFIJAAZA3CA33JJk7wNAJpgKAAAQpAoACBJHj6HkJJbgYABQABBCkAAAAUhQFfrtqlTY4WRcJrk0+4wfTeIdChrFDlTBQ1GtcpdFZ5M+b5NF2NdOm+t12RezTPP0/UY7p6+tduq6r/jxHI+H9FVqryc1fEfOur8bzfkeTQNC39nl51e6fOqp9/mz9Ot60set04kk8h8nJdIHO3bc72YLjjJO7J59e1pYNbx8Vp5LWza6Vo4XOcpNym25t7tvvMzk5Tbbbb5tshrq1TVOIz2ZXK80PacP6zfo2arqfj1PlbU3ymv1nqxE7zwmc7cviTO4XmPs+JfjangK7HauxLls4y7vJrxPnvFvDctLn8JxE54E3t51Pwf6Gev0DWsjRsr2le86pfdKm+T/afUMLMxtVwFfQ1bjWfEsrkunkz5Nx2dFnzPeNe+XHqMf9fGgcn4t4blpc3lYic8Cb+mp+D8vM4yfV1bcduPdi8OeFwvFQAHbgAACLae6ezXPc+p8KWZuRpULdRjs99q5S+fZDxa/Seg4O4Z9r7PUtSh8gudNMl899zfkct1jVqNLxfhGW+b5V1rrJ+B8nrN02Xx65zX0Om1XCd+V4fqyLHGuclB22JbqKfNnyTWNQyNQzbLstv199lHugvA5jonFK1Cz2GcoVZLfyclyUvL3nj4m0OGanfiw2zFzkl0s/aTpZ/wAfPjbPf9ru/wC3HnCuBFNTi4zaa2a7jJ9d84AHUDQMmgBarJVWKVb2mnyaIAOU6XqMcqvZ8r11R+TVtNVm92MvlPvorvPRV2SqkpQezXeck03UI5UdnytXVfpPNnhdd7sW8vdOK40D3Wp6erN7qF8fvXiel6G2GcznMZZSyh5qat/jT6eB5MahvayxbLuQyLUvirqdc/qHDx2vbkjwgFjlQQAUEKABCgUEEQKCFKAICCghQG5oyAAJuUDRkAAaMgDQAAAyaAAyABoyANAyaAd4MmgAA3KAAIABkDQAAGQAAiAAAAAgAFBABQQFAkmJMyEQpAEAAABABSAAADIVoGQECSG5AAAAyb3MADYEXuAoAQCghQqAAgzJENmXzAgBAAAAAAKAAD6LwfxHG2UMDNltN8qbX3+TOT5uk4ebbXblUqd9fzZNdfJ+RwjhrRVT7POzY+vZyddLXJeDf6jlmPr+Hbn/AAB3L2+3KW/Jvw958TqNcxzuWj/2+jqztxk2ON8T6u8Gc8PHe2R0sl+J5HDJNvmz6hxFoNWs0/E2rz618nJ9LF4P9Z8zyaLcW6dN9brsi9pRfcz3dDswyw4x+/t5epwymXNeICQPa84AAKe04e1m/Rs32te9lEuVtXdNfrPVg5zwmc4y+OpncLzH2fAysPU8D2+LYrsa34llcl08mfP+L+G3pkvheEnPAk/pqfg/1nrOHtav0XM9rT8eqfK2p9Jr9Z9Q07OxtSwva0NW41q9Syuf5Gj5Fxz6LLme8a9/OPUY/wCvjQOUcW8My0yTysFOeBPu76vJ+XmcXPq6tuO3HuxeHLC4XihzXhDhdSUM/Va9q+tVElzn5vy8jfB/DUXCvUNSjunzppff5v8AUcl1vV6dKx/bZT3sa+TqXWT/AEI8HVdVc74dP16tOmYzvzeTW9XxtLxfb5TTs2aqqXWb8Pd5nyvU9QyNTy55GVLeb6JdIrwRNU1C/UsueRlS3nPu7kvBH5Dfpelmqc5fWW7ddl4/RzT3T2a70c04b15ZUIYedLbIXKu19JeT8zhY6c02n4m+7TNuPFZ69l13mOdcQ6HHOg8jFjtmQ+dFfhP2nB5JxbTWzXJpnMOHdeWQoY2bLbJXKux/f/tPLxBo8dQTvx4qGYucv75+08urblpvizbbNc2TuxcIBqScW01s11MnveUAAA0Z3AGhCyVVilW9pro0ZAHI9Ozo5UNpcrUua8SXYVMrva7c/Du3PyaVhuMoZFnJ9Yx/Wex9vCVjrUk5ruPLl6v4vRPc9vU5t3s37OD5978D157TUsT1t7a+vej1Zvr449McueQyaMnblopAAAAAAACkAFBAUaIBuQCk3KAIAAAAApABQQAU0ZAAAAACAU0ZAGjIAAAAAAABCgAAAAAAAAAQAUgAAAAAAAJJhvwMFQAAQAG4AkikAyaMmgMmjIA0AAMkKQCAADINADIAAGkzIA2CJgKApAoZEgQAAAktzJogEEQAoAAAKQI5dr2s+rW8TElz6WWJ9PI41Em5UzjVrmucR1lncrzXPeEuJI3qvB1SW1/Sq9/f+T8/M93xDoNGtY6T2q1CC+Tt/H8mfKNzn3CHE0bo14GpWbWLlTfJ9fJ+fmfO6npstV8up69O6bJ2bHB8rHuw7505Fbrsi9mmeE+qcRaFTrmNstq8+tfFsff5PyPmOTj3YmTZRlQddtb2cX3Hr6bqZun+sN2m67/jwgA9LFAUFEPZ6FrF+j5aup+PU+VtT6TX6z1pDjPCZztz+Osc7heY+06bmYuqYCvxZK6ixepKuS5ryaPS4fB+Bj6vZm/dKFzqxmuUZefivBH5+ANGyNPreflSsrd0dq6N9k1+PNfkOYS6b7H5/O/8fLLHVl6fVnG2S5T29TresY2k4vt8iSna18nUus3+hHyrVNQv1LLnkZUt7Jd3cl4I5R2g6RlRy3qak7saSUH/AHp+Hu8zhh9LoNOEw8kvNv8A9w8fU7MrlxQEKfQeQAADo91un4pnL+HtcWRCGNlvbIXKux/hP2nECdHuuTM9uqbZxXevZcLzHNNe0iOandjrbJXVL8J+04c04txaaa6o5Tw/rivgsfLltkLlGx/fftPLrmlrNi7qFtkrr/fP2nm1bLqvZm22YzZO7Fw8Bpp7Pk0D2vMAACbnuNM075l165vnGL/KXS9O9VK+9bvrGL/KzWqah6qdND5/fSRjllc724tJOPdNSzvV3qpe8+9+B6eEnGSlBtTXeZBrjhMZw5tte7xMtXx2fKxdV4n587FUt51rn3rxPXQk62nB7Nd57TGylcufKxdTOzsvMdS8+q9WD92ZjqXxq1z70ev5mkvLmzhoGTRXIUgAAAAAAABQIAAKAAAAAAAACFiAAAFAAEKQoAhQBCggFBCgAQoAAAQpAUCkkCAAABSAAAQCgAoAhSASTEmYKnIAAgCACgEAAAADIAAAAAQAAQAAAMg0AMgAAO4AAai9zIA3Ig33BHQAAMgACFIUCPmNgXYDIKQKpCjqB5TRiLRsIFiToIgfQOEOKI2ephalJKzb1K7pPlPyfn5nIOIdCx9dxoVzaqz61tVc11Xg/I+QpnOOE+KqfZ16fqk/VsXKq6T5NeDPl9V0113zanu07pnPHscPzcS7CybMfKrddtb2aZ+c+t8R6Pj6/h7L1IahWvkrfH+4fkfKsmi3FyLKMit121vaUZdUevpeqm7H/WG7Vdd/x4QQvfsup6WCHP8AgzheMIVajqle83zpokvqnP8AUZ4M4ajT6moarBOx86KJLp/dv9RyDiDXK9HxnfelZfP7nXv1f6j5nVdTdl8Wp7dOmYf9mbz8Ra1To+J7a/4+RJP2VXi/PyPnWHxRqFGsPPssdrs2Vlb6OHgvDY9RqGbfn5dmRl2Oy2fV+HkvI/ObaOiw148Zzm1nt6nLK8z0+04GbiapgLIx2rcaxbShLu8VNHAuMOGv6G/1bgJzwJPZrvqfg/LzPT8P6zfo2b7an49T5W1N8pr9Z9R0jUcPVsL2+K1bRP4llUl08mjx3HPotndj7xeiXHqceL9fGgcv4v4UswpzzdLrnbgPrBc3S/B+XmcQPq6tuO3HuxeHZruF4oUg3NHCghQHmuTOTaHq6u9TGyntauUZP77y95xkhns1zZOK7xyuF5jlOtabHLTuoSWQuq/tn7TjMk4tprZruZyHSNWV/qUZUkr1yjZ+P+08mtaZHIrd1C/qldV+P+0x17LqvZm0ywmf5YuLnv8ARdNUWr70nP72L7vMukaX7Kftc2O010rl3e88Gq6tydGK+T+dNGmWdzvbi5k7Pdb1XUlzpx375HpjG5TTDGYTiOMrb7oBuInTkCbTTg9mugAHs8bIV0efKa6o8GXUm/WXU/Gm0909mfrquVi58p95nxx8d88vzbNdTJ57orfdM8RpHADO43A0ZG4A0DO43A0DO43A0BuNwKCbjcCgm43AoImUAIkKAA3AUAAQBNygUgG4AAAAQAUEAFESACghdwAAAAm43AoIUAQDcCkAApG/AzKfciFQkCAIAAAANwAM7gDRkAACbgCggAAAAQbgKAAIyAAABABSACgm4CqaTMDoBsGRuiK0ZAAEKABCkAskQAKFiSJuKbeyQH//2Q==)

What a Progressive Jackpot Is — in plain terms

Wow — a progressive jackpot is not one fixed prize.
Mechanically, each qualifying bet contributes a tiny fraction (typically 0.1%–1%) to a shared prize pool; that pool grows until a special condition is met and one player wins. When the jackpot pays out, it resets to a base level and starts growing again.

There are two common flavours: local (one machine or one casino) and networked (many machines across an operator or software network). On-network jackpots can balloon much faster because they aggregate many more bets. On-network means bigger headline numbers — and drastically lower hit frequency per player.

How the Math Works (simple formulas you can use)

Hold on — we’ll keep this tight and useful.
A few formulas you can reference:

  • Contribution per bet = bet size × contribution rate (e.g., $1 × 0.5% = $0.005)
  • Expected jackpot growth per N bets = N × (average bet) × contribution rate
  • Player EV approximation (jackpot component) = probability of hitting jackpot × jackpot size — roughly. Note: probability is almost always tiny.

On a networked progressive, the jackpot’s headline RTP impact is usually negligible for typical spins, but the allure changes player behaviour — they place bigger bets hoping to catch the big one. That behavioural shift is the policy and social issue we return to later.

Types of Progressive Jackpots — quick classification

Here’s a quick map you can use when scanning a game lobby:

  • Standalone progressive — single machine, slow growth, higher hit chance per spin than networked of comparable size.
  • Local casino progressive — several machines in one venue feed the pool; faster growth than standalone.
  • Networked progressive — many casinos or operators feed the pool; large jackpots, extremely low per‑spin hit odds.
  • Seeded jackpot — operator sets a minimum base (seed) to guarantee headline appeal; seeds can be a signal of marketing, not fairness.

Mini-case: Two real-world style examples

At first I thought every “million-dollar” progressive was the same — then I tracked two spins across different setups.

Example A — Local progressive: 100 machines, avg bet $2, contribution rate 0.5%. Growth per 1,000 spins ≈ 1000 × $2 × 0.005 = $10. Slow but steady.

Example B — Networked progressive: 10,000 players daily, avg bet $1, contribution rate 0.5%. Daily growth ≈ 10,000 × $1 × 0.005 = $50. Over weeks that compounds to big numbers and huge headlines.

Table — Approaches and Tools for Players

Approach / Tool When to Use Pros Cons
Max‑bet qualifying play When jackpot requires max bet to be eligible Ensures eligibility; possible higher winning share Higher volatility; faster bankroll depletion
Targeted, low‑frequency sessions Limited bankroll and time Control spending; less chasing Lower chance of hitting jackpot
Jackpot tracker (community data) Researching hit patterns and operator transparency Good for spotting suspicious payout behaviour Data often incomplete; survivorship bias
Bankroll spreadsheet All players, recommended Clarity on limits; supports RG tools Requires discipline

How Operators and Providers Structure Payouts

Okay, check this out — reputable software providers (e.g., Evolution, Pragmatic Play, NetEnt) supply game engines; the progressive logic usually sits in the provider’s system or a linked jackpot server. That separation is important: a known provider can increase trust, but operator behaviour (KYC, payout processing) still matters when a big win occurs.

On the topic of trust: always verify the operator’s license and payout history. In regulated jurisdictions the licensee must meet escrow or player-fund segregation rules; in grey/offshore markets those safeguards may be absent. For players researching operators and their jackpot terms, inspect game rules, T&Cs, and payout case studies — and bear in mind that some offshore operators obscure their ownership or use mirror domains to skirt local blocks.

If you’re comparing lobbies for progressive play, a practical tip: look for clear statements about qualifying bets and payout handling. Some platforms display recent winners and timestamps, which helps confirm payout activity. For a direct example of an operator that lists provider and jackpot rules clearly, see gwcasino which provides provider details and game rules in the lobby — useful when you want transparency before staking a bet.

Quick Checklist — before you play a progressive

  • Verify operator license (ACMA note for Australian players: offshore sites targeting AU may be illegal).
  • Read the jackpot’s qualifying rules: max bet? special mode? specific denomination?
  • Check minimum/maximum withdrawal limits and KYC turnaround times.
  • Decide your session bankroll and a hard stop (time and money).
  • Use available RG tools: deposit limits, session reminders, self‑exclusion.

Common Mistakes and How to Avoid Them

  • Mistake: Assuming high RTP applies to the jackpot component.
    Avoid it: Treat the jackpot as a separate, near-zero-frequency lottery and size bets accordingly.
  • Mistake: Chasing resets after a near-miss.
    Avoid it: Use a pre-set bankroll and time limit; take breaks.
  • Mistake: Not checking qualifying bet levels.
    Avoid it: Confirm whether only max bets are eligible — sometimes a 1‑cent spin won’t qualify for a multi‑million progressive.
  • Mistake: Ignoring operator reputation and payout history.
    Avoid it: Use watchdog sites and community trackers; prefer licensed and audited operators.

Social Impact — why progressives matter beyond the win

Something’s off when you realise these games are designed to prolong play. Progressive jackpots amplify behavioural risks: large, infrequent rewards increase risk‑seeking and chasing. That pattern can contribute to problem gambling for vulnerable people. From a policy view in Australia, regulators like ACMA are focused on blocking illegal offshore operators and ensuring consumer protections for licensed services.

On the other hand, a well‑regulated progressive can be an entertainment product with proper safeguards: enforced bet limits, clear odds disclosure, and robust KYC/AML for large payouts. The social balance comes down to operator design and regulation: are safeguards present and enforced, or is the product engineered primarily to extract longer sessions?

Regulatory & Responsible Gaming Notes (Australia)

To be clear: if you’re in Australia, the Interactive Gambling Act restricts certain online offerings, and ACMA takes action against illegal offshore sites. Always prioritise licensed platforms and use responsible gambling tools. Operators regulated in strong jurisdictions typically provide deposit limits, reality checks, and verified KYC/AML procedures to ensure payout authenticity for large jackpot wins.

Mini‑FAQ

Does a bigger jackpot increase my chance of winning?

Short answer: no. A bigger jackpot usually reflects more players feeding the same pool — your per‑spin probability remains tiny. Larger pools change expected value for society but not your per‑spin odds.

Do I need to bet max to win a progressive?

Often yes. Many games only make the jackpot reachable on qualifying (max) bets or specific modes. Always check the game rules; placing smaller bets might forfeit eligibility for the top prize.

How do big wins get paid — lump sum or annuity?

For online progressive jackpots, wins are usually paid as a lump sum credited to your account (subject to KYC and withdrawal limits). Some land‑based jackpots may offer annuities; check terms and tax rules in your jurisdiction.

Are progressive jackpots fair?

Technically, the RNG determines game fairness; reputable games are tested by independent auditors. But fairness is not just RNG — operator transparency, payout history, and licensing matter. Prefer audited providers and licensed operators.

Final practical guidance — what I’d do (and why)

Alright, to be honest — if I wanted to play progressives casually: I’d pick a reputable, licensed operator; confirm qualifying bet and payout track record; set a small session bankroll and a time limit; and avoid increasing bets after losses. That’s not glamorous, but it protects the experience and keeps the potential loss manageable.

From a societal perspective, regulators should require clearer jackpot disclosures (contribution rates, qualifying rules) and ensure operators offer robust RG tools. Operators should also fast-track KYC/AML checks for large wins and publicly document payouts to build trust.

18+. If gambling is causing you harm, seek support: in Australia call Gambling Helpline 1800 858 858 or visit the Victorian Responsible Gambling Foundation. Play responsibly — set limits, know your rules, and never stake money you can’t afford to lose.

Sources

  • https://www.acma.gov.au
  • https://responsiblegambling.vic.gov.au
  • https://www.ecogra.org

About the Author

Alex Mercer, iGaming expert. Alex has worked in online casino product analysis and player protection advisory roles across the APAC region, combining hands‑on testing with regulatory research. He writes to help players make informed, safer choices.

Suscríbete a la Newsletter

Recibe las últimas noticias de APOCALIPTUM en tu bandeja de entrada cada semana

Tú suscrición se ha enviado con éxito!

Pin It on Pinterest

Share This