Evolution of Slots: From Mechanical Reels to Megaways — a practical guide for beginners

Hold on — before you press spin, this short guide will give you meaningful takeaways: what changed in slot design, how payout math actually works, and what modern features like Megaways mean for your bankroll. You’ll get mini-examples, a comparison table, and a quick checklist to try the games sensibly.

Here’s the thing. Slot machines are a century-old idea dressed in changing technology. The core concept — randomised outcomes and a house edge — hasn’t changed, but how wins are structured, how volatility behaves, and what players experience has shifted dramatically. I’ll point out the practical implications for a casual Aussie player and flag the bits that matter for withdrawals, verification and responsible gaming.

![image](data:image/webp;base64,/9j/4QC8RXhpZgAASUkqAAgAAAAGABIBAwABAAAAAQAAABoBBQABAAAAVgAAABsBBQABAAAAXgAAACgBAwABAAAAAgAAABMCAwABAAAAAQAAAGmHBAABAAAAZgAAAAAAAABIAAAAAQAAAEgAAAABAAAABgAAkAcABAAAADAyMTABkQcABAAAAAECAwAAoAcABAAAADAxMDABoAMAAQAAAP//AAACoAQAAQAAAAAEAAADoAQAAQAAAAAEAAAAAAAA/9sAQwAGBAUGBQQGBgUGBwcGCAoQCgoJCQoUDg8MEBcUGBgXFBYWGh0lHxobIxwWFiAsICMmJykqKRkfLTAtKDAlKCko/9sAQwEHBwcKCAoTCgoTKBoWGigoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgo/8AAEQgEAAQAAwEiAAIRAQMRAf/EAB0AAQEBAAIDAQEAAAAAAAAAAAABAgMEBQcIBgn/xABdEAEAAQMCAgUFCQkLBwoGAwAAAQIDBAURBiEHEhMxQQhRYXGBFBUiMnORobHBIzM0QlJUYrPRNTdDU3R1kpSyw+EWJCdlgqLCFzZEVWNyg5PT8BglJoTS4kVko//EABsBAQEBAQEBAQEAAAAAAAAAAAABAgMEBgUH/8QAJhEBAQADAAICAgMAAwEBAAAAAAECAxEhMQQSIjITQVFxgbEjM//aAAwDAQACEQMRAD8A9GAK4AAAAAA0AACAyO/qHLF075Cf1lbx9TyGo/g2nfIT+srYy/aOmHquigNsgAAAAAAAAAAAAAAAAAyADS11TVt1532jZHLk2exqo+FFcV0xO8dziBvrz2fZ/ib77ellHLXTFymblvw+NT5v8BlxG4DQDlu3KbtuJ2ii5RERtEcpj9oOJAA3AAAAGQGhloAZAGmQGmQAABrcZAa3ZABpkBpkEAAAAA3EBdxAF3EBpRAZbGQaGmQBz42RVYqmaNpor5VUzHKuPS4BLJfZLx3ruPbu25vYnOI51Wu+af2w6hauVWqoqoqmiY8Yd3exm/Hmizk+fuoufsljtw9+muS+nSRyZFm5YudnepmiXG37Q3VAFEAXcEFV3NPzasS5tO82qvjU/b63TGM8JnOVccrhex+souU3KIqomK6J7pjxV+dwM2rEr2neu1PfT5vTD9DbqpuW4uUTvRPdMPzNuq6692vZM42CuLqKRDUQgKbLsNDRENRCBS3SmzUQilLRs1EIFLRssQilLdJs1EM1SlulNnJEMNFLVKRDcQirStJENxDIUtxBENRDDTVLVMbpEOSIYtaj02A+yfMqIIAAAAAA0AAVO/qX4Np3yE/rK3Qd/UfwXTvkJ/WVsZ+41h6roANsgAAgCiAKm4AogAtPfzQBy3bcbde3O9vf2x63EoMgUxMxM7TtHfINOSiKKqZpnlX4T9ksVxNM7TG0x4I3VcmqiIq5zHdIywioDVVUzRFMzyjujzMqg0q0VTTXFUTtMHVq7PrbT1N9t/SgytERNURMxREz3z4FdM26+rMc0ckXIqt9S58SO6fMDjQAcmPbpuVzE1bcuXplmumbde0xtLK1TvO40gAMgAAAAAAAAAAAAAAAAAAIAgAqAKgAAAAAAAADQACgAAAAA7dnNqptxavUxesR+LV4eqfByTiWr0dbCu7z42rnKuPV53QapnZzuP8AjX2/qrXRNuuaa4mJjviUd2nOm5RFGXRGRRHdM/Hj2nuSxf8AwS/G/wDF3eU/P3Sn25+y/Xvp0lcmRj3sedr9FVHrjlLidOy+mPQAKAIqu5p2bViXNp3mxPfHm9MOkM54TOcq4243sfsKKouURVRMTRPOJjxa2fm9Nzpxa+rXvNie+PN6YfpKKqblMVUTFdExvEx4vy9uq66/Q17JnGliCIbiHF1Z2b2F2QIhqIWIXZFIhqIIhqIQNmohYhYhnqpENxBENRApENxBENxDHWmYhuIIhuIYUiGogiG4hOhENxBENRDFrRENxBENxCdUiHJEEQ1EOdaj0sA+zfMAACoAADQAAAA7+pfgunR/2E/rK3Qqd/UvwbT/AJCf1lbGfuNYeq6ADbIgAAAAAAAAAOSzZrvXIpt07y42qKppriYnaYGSuJpmYmNphG712q7X1q5mZ9LALRcmmZ5bxPfE+LV3q9f4EzMd/Ng3ARy1247PtLc9eiO/zxLjBHJat9pVt1oiduW/j6HGDS1RMTMVRtMd8SjsU736J5fDojfreG0edwDLdu5NveO+ie+nzl2mI2qtzvbnunzeiXGDQLRTNU7Rtv396AOa7YrtWqK57q/N4OFaqpmmKd+Uc4GUAGgGQAAAAAAAAAAAAAQFBEFQAAAAAAAAAAAAAAAAAFRRoQAFRQBFRQAGgAdjHzb9iOrbuz1PyZ5x80uWMrHu8sjDoj9KzPUn5u50hi641Mq73ufFu/ecuLf6N6nb6YSdNyJ52YovR57VW7pLHKd4705lPVOz+45LuLftffLNyj10zDidijMyLfxL9yP9qXLGpZP4827nylqifsPya/F0h3ffCr8bHw5/8GCnUP8A+ph/+Udy/wATmP8Arp+15HRcuq1kRZ5127k90RvtPncXvhdj4lGPT6rUOTFzr9zIopuXfgV/AmIiI7/U57Jc8eWNYWY3sr9PR3brs/OaXqE4lfZXt5sf2fU/SUTFVEVRMTExvEx4vzduq6ryvdq2TZOtRCxBENxDi6kQsQsQ1sisxDcQbNxCBELELs3EM9VIhYhYhuIY60jUQRDcQikQsQRDkiEaSIbiFiFiGAiG4hYhuIS1UiGohqIaiGKpENxBENxDnW49IAPtnzAAAAMgA0AAAAVO7qf4Lp3yH95W6Lvaj+C6d8h/eVsZ+41h6rogNsgAAAAAAAAAAAK5Oz2tTXXO2/xY87FExFcTMbx5iuqap3qneQQbtW6rte1Eb8t5YGVoqm3V1qJ5pVMTMzTER6IQGlRzU2K5szdjaYjwjvcQy3Vc+BFMcqO+fTPpYEGgaotzVTXNO09Tw8WQHNVMXomdoi7Hm7qv8XCIyDVERVciJqiiJnvnwL1qq1cmmvvVos9TtPum+3oLlNEfe6+vHq2lxiAAoAAAAAAAAAAIqAAIAAAAAAAAAAAAAA0AAAAAAAAAAAAKgiiiArTIDQAoAAAgAAqxMxMTHfHciIO1e2m5NUd1cdePa7+kaj7lr7K9Mzjz/uz53jqJ61jbxtz9E/4/WM565sx+taxzuF7H7inaqImJiYnnEx4rEPzGj6nOJMWb8748z3/kf4P1VG0xExMTExvEx4vxd2q6ryv0teybJ2LELsRDcQ49dUiGogiG4hAiFiGohYhloiG4giGohKqRDcQRDUQx1oiG4giG4hFIhqIIhuIZ6pENxBENRDFUiG4giG4hjqkQ5IhmIclEM2q9FAPuHzAAAAAAAIoAgA7+pfg2nfyf/jrdB3dR/BdO+Q/vK2Mv2jWHqukA2yAAAAAAAAAAAAo56KbM49czVtXHnhwAtFVVuuKqJmK45xMOTJvdtc63Z0UT47eMuIGUHLRbpuW9o37XwjwlxDTVu5VbmZonbfvRABXPVj1Rjxd3jnz7/BwDJRVNNcVUTMTHdMOWuIuxNVEbVxzqj7YcKxMxMTE7TA0gtU7zu3etVWpjfaYmN4mO4ZcbVVyqbcW6p+BE8vQyDRTEz3QOaxe7HfemK4mHDXO8zO0Rv4QDIAAAAAAAAACAgAAAAAAAAAAAAAAADQAAAAAAAAAAAAAAAigAKAAAA0yCtAyg0AAADks3OzuRM86O6Y9Dkrjs6pp3328fPDruxantbfUn75R8X0x4wgy8vomre5J7DImZx57p/i/8Hh1Z2a5sn1yawzuF7HsOnaYiaZiYnnEw3s/I6Dq84kxYyJmcee6f4v8Awfr42mImJiYnnEx4vw9+rLVeV+pq2TZOwiG4giGoh5+uyRDkiCIbiEGYhuIWIaiEaIhqIIhuIY6qRDkiCIaiE6qRDkiCIbiGOqRCxCxDcQxaqRDkiCIaiGbVIhuiEiHJEMWtR6EEV92+WEABQBAUEFQAAB3tR/BtP+Q/463Rd3UPwfTvkP8AjrYy/aNYeq6QDbIAAAAMtAAADIDQACoApMbTMTG0x4OWiq3at9aPh3Z7t+6n0+txTO87yAt25NyetXO9fjLIAOxVNqrGiNupco5Rt4uAF689Tq78t99kQBR2KqrE4kRTTXFzfz+h1wQAAcvaRdp2vTzj4tz7JcQDIAAAAAAgKIIAAAAAAAAAAAAAijQAAAAAAAAAAAAAAAAAAAKAIAAKAAAKNMtAAAAIAAC+O8d6Ars79tE1fwkc6o8/pYcVNU01xVRO0xziXYiYvRvG0XPGnz+r9iekYeb0HWfccxj5UzONM8p/i/8AB4Rpz26sduP1ya17Lhex7Kp2mImJiYmN4mPFuIfjOHtZnCmMfKmZxJnlPjb/AMH7SjaYiYmJiY3iY8X4O7Tlpy5X62rbNk7GohqIIhuIed2IhuIIhYhOqRDcQRDUQx1SIbiCIbiGbVIhrYiG4hm1SIbiCIaiGeqRDcQRCxDDZEOSiEiG4hmq+fwH3r5QABRAAAAAAAB3dS/B9O+Q/vK3Qqd/UvwbT/kJ/WVsZ+41h6rpANsjIANMgNAAMgA0y0AMgNDIDQy0C0RNU7URvLd2mbdyaZ74Yoqm3XFVE7TDd67VduTVXO+/0DLjAGgdm9VYnFtxRRMV+t1gHJVbnsouRzjunbwca265tzMx48pie6QRkAaZAAAEAAAAAQAAAAAAAAABoEUAAAAAAAAAAAAAAAAAAAAEUBQAABAABQBQABpkAaZAaAQZaZaFAAAAdii9Tc5XuU/xkfasxtz3iYnumO51mqLlVueU9/fHhKDmed4e1ycGqLGVMziTPKe+bc+f1PBRcoq746k+eOcfM1Fuao+57V+py268duP1yb153Xex7TomKqYqomJiY3iY8YbiH4fhzXKsCuMbL3nEmeUz32v8H7mjaqiJiYmJjeJjxfPfI05aMuV+vq2zZOxYhuIIhuIefrqRDUQRDcQz1UiGohrZYhhSIbiCIaiEtUiG4giG4hjrZSsQsQ1EM2qRDUQN0s1Xz0A+/fJgAAAAAAAAAFTval+Dad8hP6yt4+p39R/BdO+Qn9ZWxn7jWHqug0y02yAyAAA0yAAA0yAAAAAAANDIAAAAAAAAAboAAAAAAIAAAAAigADQAAAAAAAAAAAAAAAAAAAAIAoAAAAAoAgAAAAoAoAAAAAgAANMtCgAgAKAIKADkpvXY/Hnb0836ThjiOcOuMbOnfEn4tW33qf2fU/MDjt1Y7cfrk6a9l13se5qdpiJiYmJjeJjxaiH4DhTiOcDqYedVvh7/Bq/iv8A9fqewqNpiJiYmJ5xMeL5v5GjLRlzJ+xp2zbOwiG4giGoh5uuqRDcQsQ3EMWqRC7LENRCdbIhqIIhqIYUiGiIbiE6qRDUQbNxDNqvnYZaf0F8kAAAAAAAAAAO7qP4Lp3yH95W6FTv6j+Daf8AIT+srYz9xrD1XQaZG2QAAAAAABQAAAQAAAAAAAAAAATcFTcAAAAAAAAEAAEAGlAAAAAARQAAAAAAAAAEBRFAAAAARQAAAEBRFFAEAAAAFAFAAAAAEAAAAUAAaABUEFAAVFZVp+p4Q4k975jCz6pnCn73cn+Bn/8AD6n5Yct2nHfj9cnTXsuu9j3dG0xExMTE84mPFuIeuuEOJZwKqMLPq62F3W7k99n/APX6nsijnETE7xPOJh8z8n4+Xx8uV+1p2zbOwiGtiIbiHk67JENRBENxDKkQsQ1ELEM9UiFiGliEU2Wk2bpZqvnIZpaf0N8iAAAAAAAAMgBU7+pfg2n/ACH95W6FTv6j+Daf8hP6ytjP3GsPVdABtkAAAUAEAAAAAAAAAAAAAQAAAAAAAAQEVFBUBpUBBRAAAFAAAAAAAAAAAAAAAABAFRQAABFAAAABFQFFRQAEAAAAFQBVEUAQBRFQAAABQABpkBoBAVFAUGVaAZFfr+DOKPcE0YOo1/5lPK3dn+Bn0/o/V6n5Act2nHfj9cnTVsuu9j3xTtPOJ3ie5vZ634M4p9x9TA1Gr/M+61dn+C9E/o/V6u72THN8v8n4+Xx8+V+5p2zbj2EQ3EEQ1S8jrxNm4g2VGilaRqlFGoj2tW7c1eiI75nwcm8Ryt+2fGXO1ZHzTS0y0/oz5AAAAAAAAAZaAHd1H8H0/wCQ/vK3Qd3UfwbT/kJ/WVs5e41h6rpANMgAAAAAAAAAAAAICoAAAAAAAAigAgAAACACjSAAAAKigCKAAAioAAC7iAKioCiAKACCgIoAIqAKigioAAAACqIAoggqACgAAoqAAAAoCAAAAK0yAAANAIKACgMq0AyooAtL9twVxV7i6mBqlf8AmvdavT/Beif0fq9Xd+JacN/x8d+P1yddW3LXex79pbiHrTgvir3L1MDVK/8ANe61dn+C9E/o/V6u72ZHnfK/J+Nl8fLmT9vTtm2di0jQ8nXfg5bdveOtXO1EeJbpjbrV/E9HfJVVNU8+UR3RHgzb1SurrcojaiO6FiEWnvRXzW0zT3NP6O+NAAAAAAAAGWgGXd1H8G0/5Cf1lbqO7qP4Np3yH95Wzn+2Lph6roANMgAAAAAAAAACAAAAAgAAAKCAAoDSCoMgCAAAANKgAAAAAKigAAICiggAAAKggAKIoAICiKAioAAoAIoAAAACgICAqAKIoAAoAAAAqKAAgACgAANAKggoACorKtAMg0yoq0tMtIq0v3XA/FfuOben6pc/zXus3pn716J/R+r1d34Wlulw3/Hx34/XJ21bbrvY+gadphyWqY2mqv4kfT6Hrro91+9RbuYeoz/8vsU7+6qp2iz5qJ8+/h+zu9hV1dpPL4kd0eh8j8n4+WjOyv3dW2bMexqapqneeXmiPBUpV5nQbp72aW4jmlV8706jcpjanGwpj048SvvnX+aYH9Vh0R/Rv4sf8fI/fJ3vfOv81wP6tC++tz800/8AqsOgH8WP+H8mX+u9753PzbB/q8Hvnc/NsH+rUuiH8WP+H3yd73yq/NMH+rwe+U/meB/V4dEP4sf8Pvk73vjP5lg/+RB74z+Z4P8A5EOiH8WP+H3yd33yn8zwf/IhffOqP+i4P9Xh0WT+LH/D+TL/AF5D3zq/M8D+rQ3rF2b1nT7k026JmzPK3T1Ij7pX3Q8Y72o/gunfIz+srYuuTKcbmVuN66IDq5AigAACAKIAAAAAAIACgAAioAAgKijSCoAAMgA0KgAAAACoCiggAAAAAAAKgAAAgAAACgAAAAAAAigAAAAAACAqKAIoAAoACoAKIoCKiKoigAAAA0AgoAKIrKtAMgqKKoCK3S7ul4VzOyos0TFEbTXcuVd1umO+ZdO3TNVcUxG8zyiIeXz7tOn4c6fYn7vVzy7kefwtx6I+tx2ZWfjj7rrjJ7vpjV861ept4eDE28CzPwYnvuT+XPpfqOB+K/c/Z6fqlf8Am/KLN6r+D9E+j6vV3fhd1pctvxcNuH1rpr3ZYZfaPoSlXrbgfiz3PFvT9Vr+4d1m9V/B+ifR6fD1d3sml8r8n4+Xx8vrk/a1bZtnY1S1T3pS3T3vJXV8ytMtP6U+PBkAaZAaGQGhkQAFB39R/BdO+Qn9ZW6Dvaj+C6d8hP6ytzy/aNYeq6IDbIIAqAAAAAAAAAAAAIo0CAKgIAAyAAKgNAAAAAAACgAAAAAACoIACiAKAAIKAAAAAAAAAAAAACKAAAAAoAIgqKgCoAoAoAAAAqAAAoqKgACAArQACoqAqKyrQy0KKisgtKPIaPh+7Mra5PUsW6ZuXrn5NMd7OdmE7WpO3ju4FMaZp3vhcj/Ob29GJTPm8bn2Q8NvMzvM83Z1PNnOy67vV7O3EdS1bjuppjuh1nLXhf2vuumV/qelapZadEapeweBuLItdnpmq3NrXxLF+qfi/oVejzS9e0tvN8n42PyMfrk66tt1XsfQq0vXPA3Fk0Tb07Vbu9vlRYvVT3foVT5vNL2NS+S+T8bL4+X1yfuats2zsfM4D+hPkgAABAAAAAAAd7UfwXTvkP7yt0Xe1H8F07+T/wB5Wxl7jc9V0QRtgAAAAAAEAUBAAAAVpAAAABUAAQVFQBUFFRUAAAAAAAAAUQABAAUAAAAAAAAAAAAAAAAAAAAABQBAAAAAAAAQAAFQFUAAAAAAAUVBBQAAAaAQFQBVRWVABWhlqlkapeaz5nTtMowY5X8iIu5Hoj8Sj7XBoNi1cypyMqN8TFjtbvp81HtnaHSy8i7l5V3Ivzvdu1TXVPpcMv8A6Z8/qOk/DHv+uMpZadWFpVFRuN0rSytKNOSl7E4G4tiOy03Vbm3dRZv1z/uVz9UvXUSvfDyfK+Nj8jH65Ourbdd7HjAH6780AAAAAABADcAVzZF+b1vHtzERFm32cbeMbzP2uATi9VAVAAAAAAEVFGhFAQAAAAABUAVFQAAAAAAFQAAAAAAEABQAAAAAAAAAAAAAAAAAAAAAAAAAAARQAAZaAAAAAAQAAAAURRQRQAAAAAEUVFAAAaZaAAQURRVAZBqll5DRManL1CiLv4Pbibt2f0Y5z+z2sZ5TGW1qTt47eo74Ok42DvEXcjbJvxHhy+BE+zedvS8Q59Qy6s7Ov5NzlXdqmvbzeaHXc9WNmPn21svb4VplptkapZWkbbpVhpGmqW6XHS3SxVeNpEpV7nhAAAABAAAAAAAAABFQFEAABpRFAEAAEAAAAAUUQUBAAAAAAAAAAAAAAAAAAAABloAAAAAAAAAAAAAAAGRWgBBkEUaZANwAGmWgBloAAABAAAAAVFFQAFEUAAABFFQBQAAAaAQFpRWVFRQHmLf+Z8P3LndczbnZU+fs6Oc/TyeJoiZmIiN58IeU4hnssu3hRO9GFaix7e+v6Zlw2/lZi64eJcni1RXVzUSlUVpaUVG1aYVFbWllqlhY8cqD3PEogAAAAAAAAAIAKiggAAAAAAA0AoIAgKIoAoAigCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAy0AAAAADIDTLQAAMgIoAAAAAA0y0AAAAAMtIACgAigACoAogCiAqiKgoAAANAyg0qAKAivK8M2qbmr2rlz71jxORc9VPP69nj8i7VfvXL1fx7lU1z7ebyenfcNC1PI7pu9TGp9s71/RDxDz4ec8r/wBOl8YyNDLTqwqoIqtMtI2qsqitrSw1SiugA9jxAAAAAAAgAAAANCoAADIANAAyADQAAACiAAAAAAAAAAAAAAAAADIA0AAAAAAAAAAAAAADIDTIDQy0AMgAADTIAAKAIAAAAAAAANDLQAAoAAAIACgCAAAAAqKKAIgqKKigAADQy0gtK+LK77RMsq8xnT2PDumWfG7VcyJ+fqx9UvEPLcT72s7HxvDGxbVv29Tefpl4hy0/r3/XTb+3FaYVthpUUVRFQaGWkbVaUWlFdNAet4wAAEBUAAAAAaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABloAAAGQaGWgAZBoZAGmQAAAAAAAAAAAAAAABFAAAAAAAAaAAAAAAGWgZaZaFAAAEAAAAFEUUAQUAAAABBpy4dvtsuxa2361UR9LgeT4bt9pruFE90Xor+bn9jnsvMbWsPOUi8Q3e21zNq/wC1mI9UcvseObv3O1yLlf5dUz88sJrnMZFzvaKg2itMtMqqsqgrTIjbSotKK6YD1vGADQIoIAAAMgAAA0AAAAAAAAAAAAAAAAAAAAAADIA0yA0AAAAAAy0yAAA0yAAAAANMgAAAAAAAAAAAAAAAADTIDTIAACgCAAAAAABubgK0MgDTIA0AMgA0MtIAAAACoCqIAqoIKAAAA8vwvy1i3V+RbuV/NRLxDy3DfLOuz5sW9P8AuS4bv0rev9o8X+LADpGVEUBUGVb3GWhVVlUFaYVG3WBHqeQAGhUUEBQAAQAAAAAAAAAAAAAAAAAAAAAAAAAGRoAAAAAGQBpkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFAAAAAEAAAAUAAABoZAAAAAaBlBpkBWgBAAVRAFAQFQBXlOHPwy/8AyW9/YeKeV4a56nNP5di9H+5Lhu/St6/2jxoz4DrGGgFVVZVlVEVkaVhpFVWVpG3WAel5AAaAAAAUQAAAAAAAAAAAAAAAAAAAAAAAGWgAZBoZAGmQGhloGQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABQAABAAAAAAFABAAUAAAAAAAQABRpkBoZaAAAVFAAQHleFp/8An2HH5dU0fPEw8U7uh3ex1nCu+FF+3P0ue6dwsa13mUdWqNp28zLtapa7DU8uzP8AB3q6PmmXUXC9xlTKcqtbsjQ0ACiKyqtMKyrS0sNIOuCvS84gDQAAAAAAAAAAAAAAAAAAAAyADTLQAAMgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgqiAKIICooAIAAooioAgKogCgCAAoAAAAAgAANMgrQy0AACiCCrRVNuuKo74neEPFMh5XienbXMu5tyu1Rdj1VxE/a8W8trUdrg6Vkxz7TH7KZ9Nudvq2eIc9P6RvP9qog6Mq0yA0MjI0qAqqyrKuKkB6HEAAAAVAAAAAAAAAAAAZAaZABpkBpkaBlploBkABpkAAAAAAAAAAAAAAAAAAAAAAAAARQAAAAAAAAAAAAAAABQQAAAAAAAAAVAAAABAAFAAAAFQEFQFUEBRBBRFAAFAAaGWgAAFQQeYpnt+F66e+cXLiY9FNyj9sPEPK8PzF33bhz35NiqKf+9R8KPql4px1+LcXTLzJQ3B1c1EBVEAVpkZVoZaBxgOzkAAAAAAAAAADIDQyAAAAA0yAAAAAAAAANbsgAAAAAAAAAAAAAAAAAAAAAIoAAAAAAAAAAAAAIKogCiAKIAAAAAAAAAAAAAAACKgAAAAAAAKACAAKACgAKIoACAADQyA0MgOxgZE4mZYyIjebVyK9vPs59bsRj6nfpo+9Vz2luY8aZ5w6Dy2ZHurRcTI77mNVONV6u+ifrhwz8ZS/9Ok842PFgOzmACqIINCAKIrKsgOzkAAAyDQy0AMgNDIAAoAIDTIAAAAAAAAAAAAAAAAAAAACKAAAAAAAAAAAAAAAAAAAAAAAIqAoAAAAAAAAAAAAAAAAAAIAogCiACooAgCiAKIoACAIAoAAgKoAoqAKIAoggoAAADy2gz285GBP/AEu31Le/8ZHOh4lu3cqtXKK7c7V0zE0z5phz2Y9xsXC8vUmJidpjafMPJa9bpqybebZ+9ZdPax6K9/hx8/1vFmvL7YytZT63jQyNsNDLQACKoiglIDo5gMgNMgNDIoAAAIAAAAAAAAAAAAAAAAAAAICgAigAAAAAAAAAAAAAIoAICiAKIoAgCoAoAAAAAAAAAAAAAAAAAAIoAgAAAAAAAAAAAAAAAAAAAAAAAAiqICqIAqsqCiKACAogg8zpcxm6bf0+YibtEzex58Znb4dHtiPnh4dyY1+vHyLd6zO1y3VFcS72tWKIvW8vHj/NsqJuU7fiz+PR7J+uHKfhlz+q6X8p3/HjQR1c1AQAAaGRFGmR1cwAAAABAAAAAAAAAAAAAAAAAAARUAVFABAURQAAAAAAAABAAAFQAFRQAQAAUAAAAAAAAAAAAAAAAAAEAUQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARQAUABRAFEAUAB5fR987HuaVMx17k9pjzM7RFyI7vbHL17PELHKd45TDnsx+04uN5Suiaa5prjaY5TEo8rqNPu7EjUaNu0ja3kUx4Ttyr9U/Xu8Ua8vtGspyioNsKIIKAKANuYAoAAAIAAAAAAAAAAAAAAAAAACKAAAAAAACAKIoAAIoAIqAAAAAAoqAAAAAAAAAAAAAAAAAAAAgoCCgIAAAAAAAAAAAAAAAoAAAIAAAAAAAAAAAAAAAMorQAoABuMgNDLQLuJuA7WBl+5L3Wrp7S1VHUu2/yqfM1qWLGLk7W6uvYqjr2qvPT+103kcC9Rfse4cqqKLczvZuT3Wq58/olyy/C/af9tTzPq8cOS/ZuWL1dq9TNFyidpiXG6T8mVEBVEVBQG3MAAAAAAAAAAAAAAA2UBrY2FZGtjYGRrZnYEF2NgRWtmeXngEUAEUBBQEF2NgQUBFNmtgZGuXhMT6jYGRrY2Bk2b6qbAwN7GwMC7GwIGxsAGy7AgbGwAbGwAbGwAbAAbGwALsCC7GwILsbAguxsCC7GwMjWyAguwCC7GwILsAguxsCBsbAAoIKUxuBsLtt4GwILsbAmwvVNgZGtjYGRydVnYGRrY2Bka2NgZF2AQAABFBkBoZEAAUAANwAaZAeXszGp2KMeuYjNtRtZqn+Fj8ifT5p9jxdUTTMxMTEx3xKRMxO8TtPnh5SqPfS1Ncfh9uN6oj+Fpjxj0x4+dy//AD/4/wDGv2/5eLAdWQBBoBpgAAAAAAEUAAAAABQWnvRae8H01wB0L8Ka3wRoeq5/vlOVm4lu9d7PJ6lG8x4RtyfoP+QLgmf+tv65/g/V9EcxPRhwt/N1n6nzZx/x3xXhcd8QY2LxDqVnHs5123atU35iiiiJ5REeZGntrUfJ54WvWpjT8/VsW5tymbtN2PbExH1vR3ST0a6zwLft1ZkUZWm3a+pZzbMTFMz+TXH4tXo7p8Jef4K6ZuJtI1XG9+s+5qelzciL9u/ETVFMzzmmvbfeO99M8c6PY4h4R1jS8mIqoyMe51Z81cRvRXHqmIk9D4OCietRE+eH6PhTgriLiyqv3g0u9lW7c7VXt4t2qZ8011TEb+jvVH5zY2eyM/oV45w8ab3vTbyIiN5px8q3cr+beN/Y9fZePfxMm5j5dm7YyLc7XLV2maK6J9MTzgHsLyf9NwdW6S8TF1XCxs3GnEv1zZv24uUzMRG07S9n+Unw1oWj8C4d/SdH07ByJ1G3RNeNj0W6pp7O5y3iO7k9d+TXy6VsT+R5P9iHtnyqP3u8L+crf6u4l9q+Utk2a2fq+Eujziniyz2+i6TduYsztGRdmLVqfVXV3+zdUfk9k2eztR6EeOcLHm7Gm4+VERvNOLlUV1/NO2711nYeRgZVzHzbF3HyLc7XLV2maK6J9MTzB1tjZXneFuENe4pvV0aBpeRm9SdrlymIi3R6652j2bg8DsbPZ97oQ46t2e0p0zGudWN+zt5luavm3+1+B1rRtS0POnD1jCyMLJiN5tXrc0Tt5/THpgHjtjZrZ57hTg/XeLMm5Z0DTruZ2f3y5G1Fu36652iPV3g8Bs90eTHoml61xDrlGsadiZ9FrEtV0UZVmLsUz2k84iXh8zoQ45xceb0abjZExG/Z2Mumavmnbd+x8lrDyMHizifGzLF3HybWLaouWrtM0V0z2k98SDr+VBoulaRPDcaTpeDg9p2/ae5bFFrrbdntvtHN6H2fRHlad/C//wBz/dvnlYt9s7c30X0V9D3C/EvAWkavqnvj7syrdddzscrqUcrlcRtG3miHzt4vs7oD59EXDnyVz9bWUjw3/IFwV59X/rn+DqZXk+8IXKZixmaxj1+E+6KK/oml6s6XOL+I8DpJ17Fw9c1LHxrORtRatZNdNFEdSjuiJ5PG8KdK/FWi6rj3srVsnPworjtsfLq7SKqd+e0zzidvMco5elHol1Tgm17vtXIz9HmuI90U09Su1M90XKPD1xy9T1ns/oBrWDjavomoYGVEXMTKsV26onzTD4Cqp2naZ3mOW8EHHsmzymiaHqmvZ0YejYGRm5M8+zs077R55nuiPTL97b6DOOrliLs4GFbmY37OrNo6/wBG8fSiPV2xs89xPwnrvC1+izrumZGHNU7W7lUb27nqrjeJ9TwewM7Gz9hpvRrxlqeJjZWBw9l5GNk26blq7FVuKa6Ko3iedbg4Y4C4l4myMi1o2lXb0Y1ybV67VVFu3bqiecTXVO0z6I3B+W2NnsXVuhvjfTMWvIuaRGTbtxvV7kvU3a4/2I5z7Il6+rtzTXNNcTFcTtMTG0xIOPY2fqOG+A+JuJcCvN0LSL2biUXJtTdpuW4iKoiJmOcx54eM4h0HVOHNUr0/XMScPNpporm1NVNcxE93OJmAeK2NnawMLI1HPx8LCszey8m5Fq1bjbeqqZ2iOb9RqfRjxlpenZefn6Bk4+Hi0TdvXarlrammO+eVW8+wH43Y2a25P3HD/RRxlruNRkYuj3MfHqjem5mVRZ60eiJ5/QD8LsbP3fEPRVxloGLXk5uj13caiN6ruJci9FMemKZ3+h+G2Bx7NbO9gaRqOo0XatO0/NzKLX3ybFiu5FHrmI5OnsCbP23Q5wxp/FvHeNpGrdv7juWL1yexudSvemN457PxT2p5NMf6V8L+SZP9iAfrOmTom4a4R4HyNW0eM+Mu3ftW47bI7Sjaudp5bPn/AGfYXlJ/vVZn8qsf23x+sWvJcK6dZ1bijRtPyprjHy82zj3JpnaepXciJ2nz7S+iOL+gzhLR+Fta1PFq1Sb+Hh3si1FWXvHWoomY3+D3cnoLgOduO+Gp/wBaYv62h9n9Jn73fFf82ZP6uSkfCG3KDZ5Th7QtT4i1GMDRMOvMy+zm72VNURPVjbeecx53kuIeB+JeHMSzk65pF/DtX70Y9reuiublzbfaIpmZ8ER+Z2TZ7J0roX441HGi/TpNvFoqjeIzMii3XP8Asc5j2vz/ABbwHxJwpEXNc0u7Zx5naL9MxctTP/fju9uwPymw3VBsCbP1+k9GfGOsYGNm6doGVfxMimLlm7FduIqpnunnX3PGcNcLa1xRev2dC0+7m3LMRXci3NEdWJnaN95h9q9GOn5Oj8AcP6fqNqbOXjYdu3dtztvTVHfHIHwpmYl7Dy7+NkU9S/ZuTbuU7xO1cTtMbxy74cOz2hxP0VcZ39d1fKs6Dd9zVZV67TV29n4k1zMT8bzPWOwOPY2fp+FeBeJeKo62h6TkZFiJ2m/O1u1H+3VMRPsfp8noP45sWZuRp+NkTEb9nZy6Zr+adgesNh3dT03N0rNuYmpYt7FyrXxrN63NNUeyXV2BhdmtjlETNXgDzXCPDGqcWavb03R7Ha3pjr1VTO1Nqn8uufCH0hwp0A8O4ONROv3snVsuY+HFNybNqJ9EU859sv0/Qtwda4T4KwqKrURqedboycy5Mc5qqjeKPVRE7evefF6M6YOlfUdd1nM0rRsu5h6JjXJtR2NyaK8mYnaa6pjntv3R8/oivdGf0JcD5FmbdGjXMWZ7rljKuxXHzzMPR3Sp0P53B1mvU9PvVahosTtVcmNrtjfu7SI5TH6ce2IfjOHuMNe4fzqMvStXybNyid5pm7Nduv0V0TO0w9za10/YmZw1RhzoEZObk2Oyzbd+5tjxvG1cRtzqj5jlg9G8N6BqHEmtY+laTY7bMvzyiZ2iIjvmZ8Ijxl9L8K9AHDmDj2512vJ1bM2+HEXJtWon0RTzmPXL8X5OWrcLaDh6xqGt6vgYOqZN6Me1byLnUqosxETy9cz/ALq9P3SROZnY2jcM6rFenxai7kX8O/8Afap7qOvTPdEeHpa9j2fqXQnwNl482qNGrwq/C7i5FyiuPnmYn2w+fOljowzuA8q3ft3ZzdGv1dSzldXauirv6lyPCfNPdPoTot451rh/i3TqLedkXsDJyLdjIxb12a7dVNdcRvET3TG++8Pp/pX02zqnRxxJjZURMW8O7epmfxLluOvRPzwz5h7fDtUbd73t0XdBnvvp+Pq3Ft7Ixse9TFyzhWZ6lyqme6bk/i7+aOfpjufhOhXhujifpF0vFyrUXMOxvmX6Z5xVRb5xE+iaupD6a6ZeLb3B/A2XnYVyKNQv3IxsWqY32qnnM7eiImWqOlV0JcCzjdlGi3KOX32Mu91/n6z050r9C97hnT7+s8P5F3N0u1zv2bu3a2I/L3j41Hn7pj085j1xjcW6/janRqFjWdRjNpq68XZyKq5mfTvO0x6H2N0da/b4z4F0/U8i1brnKtTayrW29PXjei5G3mnv29LPmD4b2fsujTo/1LjvVK7GFMY+FY2nIy7kbxb37oiPGufM6fSHoX+S/GesaVFMxaxr89lv42p50/RMPrjoj4bp4Z4C0jB6sUZNy1GTkzttvduRvO/qjaPYo/P6P0GcE4WNFvK0/I1O/wDjXcnIuRM+y3MRDxXFfk/cOahj3KuHar2kZkR8GJu13bMz5pireY9cT7Hp3pU6RtT4n4ly/cmdkWdIsXa7eJZs3JtxNEcuvO3fM7b8+7d7G8m7j/UNQ1W9w1rOVcyqexm9h3b1e9yjqbda3M98xtVvG/dtKeR6B4h0XO4f1jJ0zVbE4+ZjVdS5TP1xPjE98S8ZVD6a8qvhy1e0bTOI7NuIyLF2MO9Mfj26omaN/VMTH+0+Z6moOOoWpEQZaZQABQAABAAAAFAAG7V2q1ciu3VNNdE7xMeDADzFdu3q9E3ce3Rbz4je5Zp5dr+nR6fPHzPE1RtJRVNNcVUTMTHdMeDym9rVafhdS3qHhPdF79lf1uU/H/j/AMa/b/l4sWumaappriYmJ2mJjnEo6stAKwAACKAAAAAAAAAIqhS3SlK094r7h6I4/wBGHCn83WfqfOXSD0fcW53HfEGZicO6jexsjOu3LV2mmJiumZ5THN9GdEc/6L+FP5ts/U/L63048OaPruoaVqGBqkZGFfqsVVWrVuumradt4+HCK9PcE9DXEesavYo1zT72laZRVE37t/aK6qfGiijffee7fuj6H0f0ia/j8LcEapqVyaaZt2JtWKZ/GuzG1FMe36Il53StQw9X0jG1DTrtF3EyrUXbVzzxMPjjpe4k4j1jizLwuJqotTp9+q1bxLW8Wrfpjz7xz3nwk9js9CfAlPGnEvZ5kVTpODRF3L6s7dp+Rb38N5ifZE+h9F9IXG+ldG+kYWPj6fRcu3ImMTCsbWqaaY75nzR4d3N+W8lmxbt8EapfiI7S7qM0TPoot0bR9M/O/R8edHXDHFeu++Gu5eTRk27NNmLVGXFuiKY3mOXtP7H4bQfKCpvajbta7otvGwrlW038W9NybUeeaJjnHn2fsOmngTF4x4Zu6jg2bdetYlntcW9a779MRv2cz4xMd3mn1y8N/wAivAu+9GdlR/8AfUfsezdCp0vR9I0/S8XNtTj4lqmza7XIprr6sco3nfmD5e8mzn0q4kx3Th39v6EPbPlU/vfafH+s7f6q69adBtNFnp0yLVvbqW/d8Rt3bRMvZXlU/wDMDTv5yo/VXD+x6t6A+ALHF2s3dQ1a1FzR9OriJsz3X7s84on9GI5z5+UeL330kdIek9H2Hj2rtqvJzLtH+b4dnanamOW8+FNPh3ep4nycMW1j9FeHct7dpkZGRduTHnivq/VRD0P08Zl3L6Vdci9M7Y9VuzbjzUxbo/bPznuj2pw35QuBl6pbx9f0icDGu1RRGVav9rRb38a4mI5emN37vpX4B0/jnQrnZUWqdYtWpqw8uO+Z74omfGmfo33h8XVPtDoPzb+d0U8OXsqqarlFmuzEz40W7ldFH0REFnCPkvhHRcbP4vw9L13LtaZhzemjKvXrkW+zimJmaN57pnbqx6ZfWOp8a8LcFcG28jTL+FkYdna1i4mDdomap83f6JmZl819J2mXr/Svrun4GPVfyb+o1xas2qd5qqq2naI9r2Pwr5Pc3Ma3f4m1Oce7XG9WNhUxPU9E3J5fNCjt6R5Q1dWfRGsaHatYEztVcx7013LcefaY2n6HtHpH4WweOOEL+NXRbrv9jN7ByNudu5tvTMeieUTHml6/udE/RngxXGdqvOiPhdtq9NH0Rs9yaRjWMXT8PHxJ3xrVm3btfC633OIiKefjy25pR8M8EcP3uK+KdO0axM268q7tcq/i7cc6p9kRL7Op94uAeEpmIt4Oj6fb8I3mfD11VzPtmZfP3kz2Lc9JesXJiOvj4d3q+je7RH1P3HlUZd21wZpWPRMxbyc7e56epbmYj6foPZ6eFy/KMu++E+5uH7c4EV7fdMqYuzHn5RtE+jm9v8F63ofFuJRxJo9qn3Rdte5r1VVO163tO/Z1+qecevl3vhul7+8lDKvRqnEWH1vuE2bN7b9KK5j6pWwcvla/fOF/Vk/3b56fQvlbffeF4/RyfrtvnpZ6ZpHfD7P6Af3pOHvk7n62t8YeL7N8n6d+iTh/5O7+trK1H43jzoSyeKOMdU1qzrmNjUZd2LkWqseuuadqIjnO8eY4S6AMLTNVsZuvar74W7NUV04tqx2VuqY7uvMzMzHo5bvy/SX0s8W6Fx1rmmaXnWLWJi5E27VM41uvaOpHjMemXitH6e+L8XLoq1GMDUcbf4VqbEWpmPRXT3T7JTyPa3Tf0kWeG9HydH06L06zl2ptxcm1NFuzTPfX15jaZ2nlEb+l8xcK6Dk8Sa/g6Pp23ujKri3E1d1Md81z6IiJl9k5OLovSPwVj1ZVmb2nZ9mLtqa4jtLMz4xPhVE/V5npXoB0GdJ6WeIMLL2rydKsXLMTt3z2tFE1x7PrQe6NH0nh/oz4Pu1URbxsLEtRcysqqje5eq7t58ZmZ5RHpiIer8vyjLMZ0xi8OXLmHv8AGu5UUXJjz7RExHzvL+VLm3rHBOmY1uZi3lZ0dp6YoomYj59p9j5fJCvt7QtU0HpJ4Pm7RZt5mnZUTbvY1+OduuO+iqPCY88eiYfJ3SpwdVwVxfkaZE11YVymL2Jdr767U+Ez54mJifV6XsXyUcu9RxFr2FTVPYXMS3fmnw61Nzbf5q5eZ8rHFtzp/DeTtHaxevWt/HaYon7PpJ4pXtLoqjbo24Uq5b+9uPP+4/E8c9K2l9H2dTw7omm05uTjxveibvZ27U1fC2mYiZmqd959b9x0Ux/o44Wif+rsePoh8c8bXrmRxnr969O9yvUMiZmflJIPq7or6SsTj33VYjHnB1HGiLleP1+vFVO+3XpnaPHv9cPV/lS8L4uFqGncQ4lFNuvOqrx8qKeUVXIjeiv1zG8T6oeA8maduk3b/V9//geyPKq2ngnSvP75R+quH9jseS5Ex0cZf853f1dt6k8pH99XM/kmN/Ye3fJd/e5y/wCc7v6u29ReUn++rl/yTG/sn9lfkejqN+kDhr+csb9ZD686XJ26MOKfTg3XyH0d/wDP7hqf9ZY36yH1z0vz/ov4o/kVf1wX2PRHk1cL4er8R5+q59qi9Gl02+xtVxvHa1zO1cx6Io5emd/CHtTpf6TMjgXMwMPB0u3lZGXam921+5MW4iJ225c5n6uT0X0M8eUcD8RX6s6iq5pedTFrI6kb1W5iZmm5EeO287x5pfS965wf0h6VRZuXdO1jEmd6aettctz6O6umSj8ZwP026ZqeNlf5U+5dHyLO025puVV270ejlvvHm5970n0wZfC2p8TzqHB1y51L9M15VubE2rcXd++jfbv578tvne6tc6AeGsu1X705efpuRPxetc7a3Hrirn9L58484Q1TgzW507VYpr60dpZv2vvd6nzx9seDU4V9adEtOBT0dcP06HNE48YlvrTa/jdvunX2/H62+75b6Z7um3uk7XatHi37m7aIqm38SbvUjtJjb9Pf27vyFnLyLFNdOPkXrMVfGi1dmjf17S4TgPaXk1/vq4f8kyf7EPVb2n5Nc7dK2F6cTJj/AHUZj3f5Sf71OZ/Ksb9Y+P32D5ScTPRTm7eGVjfrIfHyxqvPcBRvx3w3/OeL+tofZ3Sd+9zxX/NuT+rl8adHdM3OkDhimiN5nU8b9bD7H6U7kU9GvFdUzy97cj6aJZpHzf5NO09J9Ho0+/P9h9PcTV6Rp+Jb1vXJt0WNK61+3cr5xbmY6u8R5/CPW+XvJpnbpTo38dPyf+B7R8qbKu2eCNOx7c1xbv5sdpt3TFFFcxE+36i+yPE5PlHWIz5jF4druYUV7RVcyupcmPPttMR872zwvxBonH/DFeTiUUZOBkb2MjFv0xvRO3O3XHtfDD3x5KGXdjXOIcPeewrxbV6Y8OtFcxv80yWHXr/pk4Lp4K4vu4ePFydNyafdGJVXz2pmedO/jNM8vVt534N9J+VpYtzpHDWTtHaU5F61E+O00RP/AAQ+bGoV7C6JekGzwDkaneuaXcz68um3RTFN+LcU7TMzvynzw+uuE9Yp4h4X0vV7ePXjRm2KL0Wa6uvNO/hv4vgPd9x9EM79GHCn832maR624k6fMXC1DU9M/wAnb12bN27jTc910Ub7TNO+3Vl6y6EOAaONeJblzUaZ958CKa78RO3a1T8W17dpmfRHpfjeMp34u1yf9YX/ANbW+l/JgxaLHRxdvxH3TJ1C9XVPqiiiPogH6fj/AI00bo40LGnIsdpcufc8PAxoiiaojbf0U0xy5+mHrjR/KKxb2oUUaxw/OLhV1bTesZHa124880TTG/sfhPKUzr2X0n5Fi5M9liYtm1bjzRNHXn6a/oerGuHX2zx5wfovSJw5RFzspu1Wu0wc6jnNveN4nfxonlvH2vizUsG/puoZODm0Tbyca7XYu0z4V0TtMfQ+ufJ4zb2Z0VaZF+Zmce9ex6Zn8mi5y+vZ6E8oTHosdLOsdjTERdps3aojzzao3+pmFettnu/oCzuDcLSsvH4ps4N3U8rOpoxacnD7adtoiNp6s7fDmfF6Qe8OhSxwBToVrK4pytJo1u3l1V24yr8267dMbdTlvEd8TMSpH0nrGpYuj6Xl6hqV3ssTFtzcvXOrNXViO/lHOXqv/LTomp5UWtM5ebSZ/wDTe1NSxcXUdMycTUqKMjCyLVVN63V3V25jnvt6HqXsehbf75oHtvVftRXHqnGnRbGBk1Y9rTZyItVdlEaXtM17Tt/B+d8u90RHoe/elCz0YW+CNRucMTpFesbW4se5rtVdcb3I32jfzbvQVSpWd0Kn7/oj6OczjzVZm5VXjaNjVR7qyIjnP/Z2/wBOY+bv80TUeZ6AeB73EnE9jVsqmaNI0u7RdmqY+/XYnei3HqnaZ/xe6vKA4pscP8BZeBFcTqOrUzjWre/OLc/fK/Vty9cw85xDregdGHB1uepbx8WzR2eJh2fj3a/NHnnxmufXL5A4w4o1Di7XsjVdWuRN27ypt0/EtW/Cij0R9Pez7qvcHknYtNet8R5e0b28ezaifN165mf7EPJeVtkVU4XDWH+JXcv3Z9cRRH/HLx/km36Y1TiTH5b1WbF2PPyrrj7Yd7yt8eZxuGsmI5RcyLUzt54tzH1Sf2f0+cX1R5Kt+q5wHqNmZ+BZ1Grq+je3RM/S+V31P5KuPNHAOoX5jle1Kvb/AGLduP2tUj8D5R2n26+lnS6dp2zrGLFXhv8AdK7ff6oh9K8S3pwuG9Yv2++xh3q6fZbnb6nzZ5SudTb6UNKmJ54eLjV1b+H3Wuv6n0nxJa93cOavZt/D90Yl6in07252+tkfANv73R6ofv8AoJv1WOlnhyaJ27S9Xbn0xNqt+Ao5UR6n77oJsTkdLPD0R/B3qrs+qm1XLSPpPp7x4yOiPiDrxEzaotXo38Jpu0T9W74tqjaX2p09X6bPRFxD15iO0tW7cb+MzcofFdU7sxa46kWpFRkAABFAAAAAAAAAAQVAURQeTt5VjMtxaz96LsRtbyYjefVX549Pe6mXi3ce51bkRz5xVRO8VR54l13bxMzso7K/b7bGmd5tzPd6Ynwly+tx/VrsvtwCK6uYAAAACAoigAAAAAANR3wy0o+4uiKP9F/Cn83WvqfJXSdP+kbifz++N7+29y8D9N3DGhcIaJpeVj6tVkYeJbs3Jt2KJia4jntPW7t3onjLVbGtcWaxqeJTcox8vKuX7cXI2riJnfnHnWNV728mHi+m7iZfCuXc+6Wt8rC3nvpn75R7J5+2fM4fKd4Nqrt4/FmDRvFuKcbOiPCO63c+nqT7Hojh7WcnQddwtVwKpoyMS9F2nbx2749UxvHtfRmf08cGapgZen6lpOr3MLKtzau0zatzE0THP8dnnk68J5LXEVmzd1Th3Iu9S5kVRmYtM/jTEbXIj07RRPsl2fKQ6P8AUNR1C3xNo+POVHYRZzLVujr1UdTfa5EeMbTtPm2h6FrzadN1ycnh/JyrVvHv9ph37kRRdpiJ+BM7bxu+gODPKEwruNbscW4N7HyaYiJysSnr27npmjvp9m62eenXoDSdF1HVdRt4OBg3snKuVdWLVqzvPt83rl7T1ToF1bC0Oc65q+kRXatTdyLd63VRRaiI3na5tO+3qh7VyenPgaxY69vKzb1U/i2sOvf277PTXSr0vZvGOPXpem484GjTO9dE1b3b+07x1p8I9EfOHhx+TZP+lXD2jaJwsnl/sQ9r+VXP+j/Tv5zp/VXHovok4qweD+NrGr6payLuNRYu2ppsUxNe9UbRymY5P2vTX0p6HxvwniafpWNn2ci1mU5Ezk26IjqRRXHhVPPnCf2P2fku8R2cnh3M4dubRk4Vc5NqN/vlu5PPaPRX/ah4XyhejjU8vXK+JtCw7mZavW6YzLNmnr3LdVEbRX1I5zExtvt3bPReg6zn6DqmPqOk5NeNmY9XXt3KfqmPGJ8YfRfCflCaVlY1FrijCvYOXHfexaZu2q/Tt8ePVz9a88j0Vw3wZr/Eeo0YWm6ZlTcmdrly7am3btR5665jaPrfZGh4eBwRwRjYt6/FGBpWJ91vVct9o3rr9s7/ADvxmf058EWMabtnNzcu5EbxatYlyJn21bR9L0f0n9LWpca0zgWLXvfo0VRPueKt67sx3Tcn7I5etPZ4j9Z0E51niPph1zWs23EZd2xeybFMzv1OvciJ9sUzs/c+Ute1WzwNjxps3aMK5kdTNrtb/E2+DEzH4kz9Oz5o4S4jzeFuIMPV9Nqj3RYq+LV8W5RPKaJ9Ew+mNF6duD9RwqPfSrK029MbV2btibtPp2qpid49cQc8kfNXC3DeocT6rb0/RsSb1+5O1VUU/AtR+XXPhEPujR8SnT9PwMK3VNdGNZt2YqnxiiIjf6HpHiXpw4c0zAv2OD8WvIy6/i3Pc/Y2aa/y5jlNW3m29rl4Y6feH8XR9Ps6za1i9n2rNEZF6LNuYuXNuc/H85fI9adBmu2tE6V7fuquLWPqHa4VVU90V1zvRv8A7cRHtfQvTJwfc404KuYGJNNOo412MnF607RXXETE0TPhvEzHr2fGuo3rV3Usm7j9fsqr1ddvrRtO0zMx7Xvjo66ereJg2MDjKxkXZtRFFOoWI69VUf8AaUef0x3+Y4PTWTwvr2JnTh5Gi6lby4nbsvctUzv6No5+x9KeT7wDncKaXnalrtHufUNRi3FGPPx7NqneY63mqmZ7vDaPF3Mzpy4KsYs3bOflZFe3Kzax7kVz88REe2X4nROn7Hq4ozsvWsXLs6P2EW8PFxqYuVxV195ruTMxzmPm+mXk8J5W23bcLx49XJ+u2+entTp06QtH48u6NXo1jOte4qbsV+6rcUb9eaNttpnzS9U7tRmtfjQ+zPJ/5dEvD/ydz9bW+Md30B0X9M3D3CvA+l6PqOJqd3Jxaa4uVWbVE0c65nlvVHnRqPAdK/AfFWp9Iev5um8Pajk4mRlde1et0xNFUdSiN45+eJeB0roj44z8mi17w3sWiZ53cu5Tboo9M89/miXun/4heE5/6DrUf+Bb/wDUcV7yheFYpmben61XO3KOxtxv7e0PJ4ezuDtEt8N8KaZo9u516MKxFuq7PLrz31T6Ocy+b+FON8HB6edU1WbtNOmapk3cSbu/wYomYii56I3oon0RLh6Rem7VOJcG7p2j4vvXp12OpdntOveux5t45Ux6vneoN14dfavTFwfXxpwbXhYc0xqONdjJxetO0VVxExNEz4bxM+3Z8kZfDOvYupTp9/RdSozd9uw9z1zXPq2jn645PZ3Rp05ZOg4NjS+JcS7qOFZiKbWTamO2t0R3RMTyqj2xPre1LPTnwPdsdpXn5lmf4u5h3Jn6ImPpZPDpdAHAObwlpmbqGuWYs6pmxTRFjeJmzajnETt4zM7zHhtD115T3ElrUuKcLRce5FdGl265vTE8u1ubbx7IiPnl5njrp/puYlzD4Ox7tF2uNvd+TR1Or8nb58/TPzPny9euXrld25cruXKpmuqqqd5mZ75mVK+4+ir97rhb+brH9iHxpxht/lhrsR/1hkfrJe+ODunHhbReF9G03IxtXm7hYlqzcmmxRMb0URE7fC7t3z9xDm2dR4h1TNx4rixk5d2/biqNp6ldczG/p5pCvZPky/voR/N+R/wPZXlV/wDMnSp/1jH6q49KdDvFmn8G8Ye+urW8mvG9yXbO1imK6utVttymY5cpfremvpS0PjjhvDwNKx8+1fs5cX5nJt0REx1K48Kp58z+x+78lfNtXOC9Vw4mO1sahNyqnx2rt0bT89E/M/OeUlwTq+ZxJa4g0rDvZuHcxqbN+LFM112qqJnaZiOe0xPf6Hqjo742z+B9ejUMGmL1q5T2WRi1V7U3rfm38Jjwl9HaX078GZmNFeVezsC/tztXcea9p9E07xJzyPUHQrwHrGqcY6bqeVhZGLpmn3oya7161NuKq6ecUU798zO3d3Q+hOl7967if+RV/XD1bxt084t65YxuGLeVFrtrc3827TtX2cVxMxbo38Y3jnt9q8bdNvDWvcIazpWLh6tRkZuPVatzdtW4oiZ8+1w8nh696Pei7P450y5n4Wq6di2LV6bF2iuKq7tE7b/EiPGJ5c3j+kPgvM4D1+uxdru3cKrarE1Dq9SLsbc43jurid423eP4B421LgvWfd2mzTct3I6uRi1z9zvU+adu6Y8J8H0NpfTvwdqWJ1dYtZuDVPxrN7H90W9/RNO+/tiF8jwHk3a5xJqWfm4+beyc3QbVjeL1+Zri1d3jaiiue/eN949Hh478q7sPenh7r9X3RGRd288W+pG/s36jzWsdPHCGnYUxo9GZn3Yj7nat2Jx7ftmvbaPVD52484u1HjbWq8/VqqY+D2dmxa+JZt+aPtnxWeyvYHB/QXquvaBY1PO1Szps5NuLtixVYm5XNExvE1846u/m5vV/E+iZvDevZmkanbijLxaurV1Z3iqJjeJifGJiYl9D8GdOvDtvhfFs8QW8zH1LFs02qqbNiblF7qxtE0zHdvt3Tts9D9IfE1XF/F2oa1XZ9z0ZExRatb7zTbojaiJnz7Rz9aeS8fnH6/ok1+zw10h6NqOTXFvFi7Nm/VPdTbuRNMz7N4n2Px267iPvLjnh21xdwjqGjX7vZ0ZVuOzu7b9nXExNFfp5xD5E13ov4x0fOuY97Qs3KiJ+Dfw7c3rdyPPEx9u0v1XRj02Z/DGFa0rWserU9LtRFNuqira9ZjzRvyrj0Tt63t7D6cuBsm11r2flYtf8Xew7kz/uxMJ5i+3r3oO6J9WxeJcTiHifDrwcfDntMfGu7dpdu7cpmPCI7+fOZ2ew/KH4hsaP0eZOB1492atMY1u3vz7PeJuT6tuXth4jiHp/4YwrFcaNj5up5H4sTa7G37Znn9D534x4q1Ti7Wq9T1i9Fd+Y6lu3TyotU/kUx5vrB+78meN+lOif9XZP92+gel3g+eNODruBYqot5tq5GRi1VfE7SImNp9ExMw+ffJl3npSt7f8AV2T/AHb3Z03cYajwVpuialpvZ3InO7O/YuR8G7b7OveN/Du7y+x8t5nB/EmHn14WRoOp0ZMTt1acWuvf1TETE+uH0l5P3AmZwno2Zn6za7HU9RmiOwnvs2qN9on0zMzMx6nJo/Txwdl4lFzOv5mm39vhWbtiu5tPomneJeB4x8oLScfCu2eFMbIzMyuNqL+Ra7O1b9O0zvV6uSj855VevW8vXdK0OxXFU4NqvIvxHhcubdSJ9MUxv/tPQ7s6lnZGpZ+Rm516q/lX65uXbtyd5qqnvl1d1iHi+3uhy9Td6K+FK6JiYjBt0cvPG8T9MPh97d6Hel6rgvCr0jWMW7maTNc3LNVmY7THme+IieU0z37bxtO/nKseK6ReBuIsbjDWblrRs+/j3su7es3sexVct1U1VzVExMeiXsvyWuJrE4OocNX64oyIue7MWJn75RMRFUR6Y2ifb6H6DL6eeCqsK7TRVqs3K6Zjqxhz5vXt9L5b03UMnTM+znaffuY2VYri5au0TzpmO5D0+hvKG6O9Q1fPt8SaHYryq4tRZy8aiN7m1PxblER38p2mPRHpekND4R1/XNRjB03Sc27kTO1W9mqii36a65iIpj1vd/CHlD4F2xbs8W6dfxsmI2nJw47S3V6ZomYmn2bv1GV08cEUWOtbytRyKvC3Rh1xP07R9J5PD9hwJoGPwbwVgaXXft7Ylqbl+/M7UzVO9dyvn3Rvv7IfHXSRxBTxRxvq+r29+wyL33Hf+LoiKaPoiJ9r9n0p9MufxdiXNK0qxVpuj3OV2Jq3u5EeauY5RHoj5/B6mqlYU3XdjciUR9pdCnF9vivgnDquXYnU8GmjHy6d+e8cqLnqriN/XvHg9R9LnQ7quNq+Tq3CmJVnabk3Ju3MSzzu2Kp5ztR+NRv3bc47tnqPhXiTVOFtYtanouTOPk2+U+NFynxorjxif/fOH0Lw15Quj5Vii3xHp+Tg5Md9zGjtrU+nb48ern6xevSGk8B8U6rn28XH0LUbdyZ51ZFiuzbpjzzVVEREPdOr9BvDGBwdGRnallYebg483cvNtz1rd2YjefudfzRtMeD9Nk9OfA9rHmujPzciuI5W7eHc3n59o+l6T6VOlvO40te9+FYnA0aKorm1NW9y9Md3aTHLbx2j6TyeHS6KujXN46z6701+5dEsXepfvz98mdt+zoj8rbbnPKN/HufU161Z4K4Sixw5oeRl28WnqY+BhxvVXPnmZ9POa53n1zyehuhrpU4e4K4Tv6fqtjUbmZczLmRM41miujaYoiOc1Rz5P3MeUJwjP/Qtaj/wKP8A8k8j1Pxnw90j8Za1c1PWOHdTm5MdS1aptbW7NH5FMb930y8F/wAmHG8RM/5MaltH6NEfa97/APxB8Ifmetf1en/1GLvT/wAIXKa6ZxNZjeJj8Ho/9RTw9NdBPElrhzpF0+7lXYtYebE4d6qe6Ir26kz/ALUUPpHpm4Qu8ZcFX8HEij3xxrkZOL1p2iquN4mjf0xMx69nxZXMTM7dz3v0Z9O86Xg2NL4ws3sqxZpi3az7Mde5ER3Rco/G9cc/RPeD1Xh8EcT5eqxptnQdSjLmrqTTcx6qKKfTNcxtEend9icAaBj8FcEYWmXL1uKMS1N3KvzO1M1zvVcr5+Hf7IfmrvThwHRj9pTqeTdq8LdOHd3+mIj6XpvpX6Z8jizAu6PomNcwNIuT92quVb3b8eaduVNHo57/AEJ5o/D9I/EFPFXGusatG/YZV6Ytb/xcR1KPoiJ9r616HeJbXE3AGl5UXYry8a1Ti5dPjF23G3P1xtPtfEe79b0b8ealwJrM5mBFF7HvRFORi3J2ouxHdz8Jjwlrh15/pY6NtW4b4nzK9P0/JydGv3Zu496xam5FETO/Z17d0xM7c++NnsHyb+j7UdL1S/xJr+Hcw57GbOHZvRtcnrbda5Md8co2jfzz6H6fSunzg7MsUVZtWfp17b4Vq5jzcjf0VU77/Q8XxT5QGg4eJcp4cxsrUcyY+51X7c2rVM+ed+c+rb2p5HV8qziW1Z0nTOG7FUTkX7sZl+I76bdO8U/PM7/7L5mql39e1jO17V8nU9VyK8jNyauvcuVePojzRHdEeDx4JUy0yIAgoAAqCIqAKqAAABuAAOXHs1XqpijblHXqmZ2imPPLjnkDmx7tu1Rc69ntJrjaneraKPTt4uFA4dUR5PFt2cKzRl5dNF25Vzs41XdV+nX+h6PH1JlnxZOugArCggKgAAKCoIKIAAAKigCKo1ubsgrW5uyA1uu7ADe6bsgNDIDW67sANbm7IDW67sAN7m7ADW67uMBybpuyA3um7ADe5uwA5Nzdxm4N7m7ADe5uwA3ubsAN7m7ADe5uwA3ubsAN7m7ADe67uMBvc3YAb3N2AF3N2VBvc3YAb3Xdx7ruD2/5LsTV0oTO3KnTb+/z23sjyrY/+jNIq8I1Db//ADrfLVFU0zvEzHqaqu1VRtNUzHmmRem6VSxVKbiLVKboAu67sgNbtbuMBrdrdxgNbpugBubstAu67sgNbm7O4DW5uyA1ubsgNbm7O5uDW5uzubgu5ugDW6boyDW4yAVSgAAgLuIAogKoAAAAAC0R1rkU7xRvO2890MiDtZMV2PuG00RPw5mf4TzT6vM6zu416i9ZjFy6trcT9yu/xUz/AMDq3rVVm7Nu5G1cM4/5Vv8ArjAbZdzAu49iLl6/R2t2nbsrcx8Dfzz59vN47uvdu3L12u7eqmu5XO8zPi4xn6zvWu+OOUFVhBakUAAAAFRUBBQAQABQVBAAAABRAVRAFEAUQBRAQAUAAABQAQAAAAEUUEAUQBRAFEAUQAAANwA3NwAAAGQGhkBo3ZAaXdhoF3N0AXdGQGhkBpkAN2mQBpkAAAAAN0AXcQBRAFEAUQBRAFEAUTc3BUN0BUAAAAAAAAAAAVRAFqQAU70BHNZsxcs3bna0UTbiJimZ51uEEUAVHKAiAAACgAAAAAgAAACgAgAKAAAAAAAgCgAIAoigAAACAgKAKAAAAAAACAAoMtMg0MiDQyKNDIDQyAAAAAAbgCKAAAIoAAAAAICiAAAAAAAAAAAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADmvYty1atXZiJt3Y3pqjnHq9cOF2cPK7GK7VyJuY9z75b+2PNJk4s2Zoqoqi5Yuc7dyPH9k+hmW95WrPHYxVTNuerPeju3aYu0bT3+EunXTNM7T3kvXOVAFUAAAUAAAEAAUAAAAEAUEAVFAEUEAAVBQAQAAFQAAUAAAEQAFZaGVAAGmWmUA3BQAAAEABQAQEBVEAUQAAAAAAAAAVAFEAVAAAAAAAAEAUTcAAAAAAAAAAAAAAAAAAAAUAZBoZaAAAAAAAAAAAAAdnDy4sdem9b7XHr+Nbnz+ExPhLrMs2dnKsvHlmblMXI2nv8JGmHN0a6ZpmYmOcI7ty3FyOff4S6dVM0ztPe1K0gCgAKAAAAAgAqAAACgIAAAAAAAoAIACgAAAADINDIg0MigAAAAAAAAAAAIAgqiAAAAAAAAAAAAAAAAAAAAAAAAAAICiAAAAAAAAAAAAAAAAAAAAAACgAAAAy0ADIDQyAAAAAAAAAAA8sMtOTAzctxdp27p8JaAdGqJpmYnvR3LtuLkenwl06ommZie9uXrQAAIoAAoigIAAAoAACogAKAAAAAMgNMtAAAyAAAAAAAAAAAIAAAgqiAAAAAAAAAAAAAAAAAAAAAAAAgCggACioCAAAAAAAAAAAAAAAMgNDLSgAAAAMtAAyDTIA0zuANMgAAAAAAAAAAAAAADywyOTAAAl23FyPT4SoDpTExMxPeju3LcXI9Pg6cxMTtPe3K0ioAAKqoCACqIAAAAMgNDIDTLQAAAyAAAAAAAAAAAAAAAgAAgCgAAAAAAAAAAAAAAAAgCgAAACAAAAAAAAAAAAAAAAAAAAADIKAAAANDLQDLTIAAAAAAAAAAAAAAAAAAAAAgCiKAIA8qA5MAAAACXbcXI9Md0qKOlMTE7TG0wjuXrcXI9MOpMTE7T3tStIAAAqgAAADIAAAA0AMgAAAAAAAACKgKAICAKICgAAAAAAAAAAAAAAAAICoqAAoIKgAAACgAgAAAAAAAAAAAAAADIo0yNAy0yA0MtAMtMgNMtAyADTIAAAAAAAAAAAAACKAgAAAAAAAAAAA8oA5MKIAogooggrNy3FyPNKqo6MxMTtMcx2r1uLkbx3urVExO0w1K0AyDQyKoAAAAAAAAAAAIAgoKAACAAAgKAAAAAAAAAAACAAAAoAAIACgAICoAAAAAAAAAAAAAAAAAAyA0y0yoAAAA0MgAAAAAAAAAAAAAAAAAgCgAIAAAAAAAAAAAAAAAAAPKAOTAAoAAAAAIDF612kbx8dsiVHSmJidp72XcvWouRvHKt1dtu9qVpkBQAAAFAAAAAAEUBABAAUAAAAAAAAAAAAAAAAAAAAQABQAEAAUAAAEAAAAAAAAAAAAAABkFAAAAGhkAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAQFEAAAAAeVAcmABQAAAAABAUDdx3LcXI3j47ag6E8p2kdu9a7SN473U22nm1L1oAUABUVAFAAAEEAUAAAAAAAAAAAAAAAAEAAAAAAAFQBRAABQAQAAAAAAAAAAAAAAAAGQUaZGgZaZAaZAAAAAAAAAAAAAAABFQAAAAAAAAAAAAAAAEBRADcAAAABsAGAAB5UByYAAAFEVAFQAAAAAGL1qLkbx3tgOj3TsO1et9aN473V/7zUrQAoCAKgCgAAAAgCiAAACoAoigCKAACAAAKACAAAAoAAAAAIAAAAAAAAAy0oMtAMtMgNMgAAAAAAAAAAAAAAAAAAAAACACoAAAAAAAAAAAAAIAqAAAAAAA2AAAAAy0AMgPMAPOwgoogACKAgAAMgAA0MtAOO9ai5G8d7kAdCeU8x2b1rrc47/rdZqNACqAAAAIqAAAAAAAAAAAAAAKCoIACgAgAKACAAAAAAAy0AAAAADIAAoAAAAAAAAAAAAAAAAAAAAIqAqKgKIoCACoAAAAAAACKgKioAAAAAAAA2AMg0MtAAAAAAAy0APMCo87DI0yAioAiooMtAAyAAAAAAAOO9a60bx3/W5BR0h2b1vrc47/AK3WWNCKiqoACAAAAAAAAAAAoAAAIACgAAAAAgAAAAAAAAAyDQyA0MgACgAAAAAAAAAAAAAAAAAAIAoAIAAAAAAAAAAAAAAgAAyDQCgDINDLTQDIDTIAAAAANM7ANMtMgAbANADzIqPOwgAMgAgCiBUDTIAyADQigAICoAyrjvWutzjv+ttVHRHZvWutzjv+t1mmxUAAAAAAAAFABAAAAUAAAAAEAAAAAAGQFAAGmQAAAAAAAAAAAAAAAAAAABAFQBQQAAAAAAAAAAAAAAAQBRAFQAAAHJZx79+JmzZuXIjvmmndxu1RMxpk9WZj7t4epakZ978z80vf+XJ7hzPza9/Rlw9pV/GV/Odar8qr50/Jrw5/cGZ+bXv6Ce4cz82vf0XD1qvyp+dOvPnn5z8jw5/cOZ+bXf6K+9+Z+a3/AOhLg7Sr8qfnTtKvyqvnPyPDse9+Z+a3/wChKe4cz82u/wBFw9pV+VPznWq/Kn5z8jw5/cOZ+bXv6J7gzPzS9/RcHaVflT86dar8qfnPyPDn9w5n5te/onuHM/Nr39Fw9pV+VPznWq/Kn5z8jw5/cGZ+aXv6J7gzPzS9/RcHWq/Kn507Sr8qr5z8jw7HuDM/Nr39GT3vzPzS9/5cuDtKvyqvnO0q/Kq+c/I8Of3vzPzW/wD0JT3vzPzW/wD0JcPaVflVfOdpV/GV/OfkeHP735v5re/oyz7gzPzS9/RcXaV/xlfznaVflVfOfkeHP7hzPza9/RT3Dmfm17+i4e0q/Kn5ztKvyp+c/I8PMI3Uy5OaIoNIy0yCCoMoArTIAyCA0qAAAAAMgCtDjvWut8KO/wCtyAOkOxet7/CjvddvqgAACAAAAoAAAAAIAAAAAMg0MgNDIDQyAAKAAAAAAAAAAAAIoAAAAAIqAAAAAAAAAAAAAAAAAAAIAAAAAAAAAADYOzT+5s/LfY6zsx+5k/LfYzUjrANKAAAyDQAAAAAC0dXf4fcgDn7Gn9L5zsaf0vnYs3NuU931OwMXri7Gn9L517Gn0uRkTrj7Kn0/OdlT+k5AXrj7Kn0/OdlT6fnbAeURah5mmEbZUZqZbQGUVAEVFZKmWmRpBUAAAAAAUAQFEAHDet7/AAo7/FzAOmOW9b3+FHzOJpQBQGQGhkBoAAAAZAaZAAAAAAAAAAAAAAAAEBQAEUAAAQAUQAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAGwAAdin9zZ+W+x1Xap/c2flvsZqR1wGlGQBpkaBlpkAAAaZAaGWhBy2bm3wa+7z+ZxAO4y47dzwq9jkVzEVO8Be71+c5RG0d/nQaeVRupl5Wmamam6kqBhFRRlFQBAUGWqmQEVAAAAFEVAAAAZAaZABxXLf40e2HIKOsOS5b8afa4VUAUAAAAaGQAAAAAAAAAAAAAAAAAQAAAABUAAAAAAAAAAAAEBRFAAAAAAAEAAAAAAABloAAAAAZaAZaZbGhloGRpkB2qf3Pn5b7HVdqn9zZ+W+xmjrstMtAAAAAAAAADQAAgtMbpTG7QDkt3PCr2OM2mZ2jvEdg7u5KZ2jbfefGQQAUeXZef1vTY3ryMWnbxqtx9cPBVPBr2TZOxqzjFSLUlTqMotSVAxUjdTKiIqKMgAIqAAiioAAMg0MgAACKgACg4rlvxj2w5QHUHJct+NPtcaqAKAAAAAigCKAAAAAigAgAqAKgAAAAAAAAAAAAAAAAAAAAACAKIAAAAAAADIDQMg0MjYAA0MjANMjYAAAAA0AyADsx+58/K/Y4HNH7nz8r9jNSOFkGlAAAaBkAAAQAAABumYjzr1o9LjaiJmdojmDUTEztG+/qb61NPLff0xDFW1MTEc58ZcYOftKfP9BTdj0/M4AHY7Wn9I7Wn0/M4dwTj2s8HrGmxtXkWKfTVTH1vOG757Xsuu9jtzr8MlTzmt6Zt18nFp5d9y3Hh6YeBfp69k2TscrOFTLSOojLTKiIqKMgAgqAAKIAAy0yAAAgKCACggAADhuW/GO7xcwDqjkuW9ucdzjaUAAEAURQEVAUQAVAAAAAAAAAAAAAAAAAAAAAAAAAAQBUAAAAAAAAAAGQAGwAAAAAAAAAAAAAAAABoGXYp/AZ+V+x13Yj8An5X7GakdcBpQAQAAAAAAAAAp3mdojeQKec7RzmfByVT1YmInn4yk7W42jnM98/YwAAAAAAD2uA+beoeA1vTNt8jHp5d9ymPD0vPjevZdd7Gbh1+DHm9b0zs5ryMePgd9VEeHp9X/v1eDfq69k2TscbOeKMtMuiIipUqDIAIAAgoAAMgAgKCKgAAKgAAAMtMgOO7Ttzjucgo643dp25x3ONVAAFRQQAAAAAAAAAAAAAAAAAAEBQQFEUEVAAAAAAAABsAAGQAaZGBplpkABsAAAAAAAAAAAAAAAAAAGmQQdiPwCflfsdd2I/c+flfsZpHXAaUAEAAAAAAAKYmZ2jnIG0zO1POZb+97xHf4z9kFW1uJiJ3nxmPqhgAABFABAFEUHtcB809YAKj87rel9nvk49P3PvuUx+J6Y9D9GOmvZdd7C4TOPwA83rml9jvkY8fcvxqY/F/weDfq69k2TseW42XlEGXVBFQQBAAFBlpkBFQABQQAAABkBoZAaZAAQUVxXaducdzkAdcbrp25x3MKoAAAAAAAAAAAAAAAACAKgCoqAqAAAAAAAAAADINMg2AAAAAAAANMgAAAAAAAAAAAAAAA0yCAAAADsR+58/K/Y67sU/ufPy32M0jrgNKACAAAAAERMztEbyBETM7RG8y5Kp7OJiOc+M/ZCbxbjaO+e+Y+qGAAQAFAAAAAAB7XEHzT2CooogqN8O9+a13Sew3yMePuX41Mfien1P0o6att13sTLXM5yvXzLzeu6T7nmcjHj7hPxqY/g/8HhH6+vZNk7HiyxuF5RFR0ZQVFAGQABUAVAQAAAZaZAAABAAFFQAAAHFXTtzjucgDgG66ducdzCqAACKAAAAAIAoigCAKgAAAAAAAAAANgAADO4AAAAAAAAAAAAAAAAAADTIAAA0AjIAAAAAAAAADsR+58/K/Y67sU/ubPy32M0jrgNAAACAoHOZ2jvAp5ztEbzLk37ONonn4zH1QnK3ExHOfGfsYAAAAAAAAAAAAUe1gHzL2gA1BUEaUBGl2iY2nul+W13SPc++Rjx9w8afyP8H6k2iYmJjeJ5S6att1XsZy1zOcr12jzevaROJM5GPH+bz3x/F/4PCP2NeybJ2PBlhcLyoA6oMgAioAioqAAAArIAgCAAKAAAigCAAADhrp25x3OYB1xqunbu7mVUABRABd0AAAAAAAAAAAAGwGQGhkBoABkAAAAAAAAAAAAAAAAAABBploGQAAAAAAAAAAAAAAAHYj9z5+V+x13Yp/c+v5b7GaR1wGgBAAWImZ2iN5AjeZ2iN5lvfs4mI7/Gfsg5W4mI5zPfP2QwAAAAAAAAAAAAoAA9qAPmXuGmWhoARtRFRVaZaRVqiJiYmN4nlMT4vyWvaPOJM38eN8aZ5x/Fz+x+tpKoiqiaa4iaJjaYnxhvTuuq9jGzXNk49bDzOv6POHVN/HjfGme7+Lnzep4R+3r2TZOx+flhcLygI6IAioAAAAyAAAAgKAAAgAAAAAAADIDjrp29TkFHCLXTt6kFAAAAAAAGwAAABkAAAAGgZAANwAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAHY/wD4+flvsdd2Kf3Nn5b7GaR1wGhBSmN52jnIERMztEbzLfxImInn4z9kH3uNoneZ75j6mAAAAAAAAFAAAAABAAUe1BFfMvcADbQFKNKqKjQ0Kiq0y1S5tFVMXKJpriJomNpifGH4ziDRpwq5v2ImcaZ9tufN6vT/AO5/aLNNNymablMV0TG0xPjDtp+RdOXYxs1TZOPV6POcQ6LVgXJv2ImcSqfbbnzT+14N+7r2Y7J9sX5ueFwvKItSOjIDIgAKACCAAAoIqAAAAAAAAKDIIACg46429TkQHELNO3qQUAbAAAZAaGQBploBlpkAAAAAAGmQAAAAABoGQAABAAAAAAAAAAAAAAAAAAAAAAAAEUABFAdin9zZ+W+x13Yp/c2flvsZpHXA752iN2gjnO0d7fKneI2mZ75/Ys/c42jvnvn9jjAAAAAAUAAAAAAAAAAAAe01QfMv0FAGxplpFVaUWlFaWlKVpZVWmaWqWG1pbpYpbpKq1003bc0XKYroqjaYnxh+H4j0WrT7nb48TOJXPttz5vV6f/c/uaWqqablubdymK6K42mJ7ph0+P8AIunLs9M7dU2TleqEed4k0OrTrvbWImvDrnlPjRPmn9rwT9/Vsx24/bF+VnhcLyjIOjIAIAAlQCgCAAAAAAAy0yKNDIAAgAigAA45jb1OQnmDiFmNp9CNgADI0yKAAAA0yAAAAAAAAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAqKgAqArsR+58/K/Y67sURM4ExEbz232JSOGImZ2iN5lZ+Dyid58ZX4sbRPOe+XG0N1/i+phuv8AF9TCAAAAoAAAAAAAAAAAAAA9piD5l+i0IqNNDLSKqoqNNUqio0tLVLNLVLNWLS3SxS3SyrVLdLFLdLFbi3bdu9artXKYqt1xtNM+MPwPEmhVabc7axE14dc8p/InzT+17ApLtu3etV2r1MV26o2qpnumHb43yctGXf6c9umbZy+3qEec4k0KvTL3a2YmvDrn4NXjTPmn9rwb6HXsx3Y/bF+RnhcLyiA6IqVAIAigAAAAMgACgAgAACCgAAAAABU46o2bO8HGFUbSNjLQCgAMgANDINMgIAAAA0MgAAAAAAAAAAAAAAAAAAAAAAAigAAAACAKIAqAAAACxEzO0RvIERvO0Q7XxcGuKKt97m0/M4KvgxNMTvv3y5I/AJ+V+xKrgAaRqv8AF9TLVf4vqZQAFAAAAAAAAAAAAAAAAHtIZafMv0VVBGlaZapGhpmlqllWlRUaVqlmlthVpapZpbpZqrS3SxS3SjcbpclLjclLnW2b1q3ftV2r1EXLdcbTTPdMPXfEug3NLu9rZ3rw7k7Uz40z5p/a9j0l2zav2a7N+iLlq5G1VM90w7/G+Vl8fLv9OW7TNs5/b04jzvE2g3dJyO0t714dc/c6vN6J/wDfN4J9Hr2Y7sfti/H2a7rvKItSOrIAAAIMtMgAAAACKACKAAAACAAAAABPNx1Rs5DvBxhVGw2AyA0MgAAAAAAAAAAAAAAAAAAAAAAAAAACKgKIoCAAqKCKgAqKCKIAAAAACxEzO0RvIFMTM7RzluZimNonfzyVbUxMR498sAOePwCv5X7HA7EfudX8r9iVXXAVGq/xfUy1Ph6mVAAAAAAAAAAAAAAAAAAHtDcZ3WJfMv021Y3aFVUVFapaZpapRWlpYbpZaWlthqlhWqW2G6WWm6VpSlaWa03S5GKW6WK2tLkpcdLkpYqxL1q1fs12b9EXLVUbVUz3TD1rxPoFzSb3a2d68O5Pwa/yZ80/++b2Yzes2sizXZv0xctXI2qpnumHo+L8rL4+XZ6ct2mbcef29MI89xPw/e0i7N23vcwq52pufk+if2+LwL6fVtx24/bF+NnhcLyjLTLbIAIAgKIAogoAAAgKIAqAAAAAAAAyANd8OOqNmjvBxjVUbMtgAAAAAAAAAAAAAACAoJuCgAAACKAACKgAAAAAACoAAAAAAAAAALTG8xEc5kCI3naG6piiNqOfnnzlUxTE00TvPjLAACiO1R+58/K/Y6zsU/ubPy32M0jrgNBvuAAAACAoigAgKIAoAAAAAAAP/9k=)

Quick history in two paragraphs (so you understand the mechanics fast)

Wow — the first commercial slot, the Liberty Bell, was invented by Charles Fey in 1895 and used three mechanical reels with a handful of symbols. Early machines paid out small, steady wins and had tangible limits: three reels, a finite set of symbol positions, and a predictable hit frequency once you knew the payout table.

Then came electromechanical machines (mid-20th century), video slots (1990s) and the real sea-change: algorithm-driven pay tables, virtual reels, and features like bonus rounds and progressive jackpots. In 2015, Big Time Gaming popularised Megaways — a dynamic-reel mechanic that changes how lines and hit probabilities behave every spin, creating a new volatility profile.

How the technology changes outcomes — the simple math

Hold on — math incoming, but it’s practical. RTP (Return to Player) expresses the average percentage returned to players over a huge sample. Example: a 96% RTP means, on average, $96 returned per $100 wagered across millions of spins.

But averages hide variance. If you play a 96% RTP slot with high volatility, you might have long losing runs and infrequent big hits. For instance, simulating 10,000 spins at $1 per spin: Expected theoretical loss = (1 – 0.96) × 10,000 = $400. However, short-term results could be ±$1,000 or more due to variance.

Here’s a practical EV mini-case. If a bonus offers you $100 with a 45× wagering requirement on bonus-only (typical in many modern casinos), you must wager $4,500 before withdrawal. If you play a 96% RTP slot, expected retained value of those wagers is 0.96 × $4,500 = $4,320 in stakes returned to you in play, but only a fraction converts to withdrawable cash because of bonus rules and bet limits. In short: large WRs + high RTP doesn’t guarantee cash-out ease.

What changed mechanically vs. programmatically?

Short answer: symbol positions became virtual and configurable. Back when reels were physical, each symbol occupied a single stop. With virtual reels, designers assign multiple virtual stops to a symbol (weighting), allowing “rare” symbols without physical limitations. That shift enabled modern bonus mechanics, weighted hits, and dynamic paylines.

More importantly, RNG (Random Number Generator) now sits at the core: it produces a random number each spin, which maps to virtual stops and triggers paylines, bonus triggers, and jackpot events. Reputable sites have third-party RNG certification (e.g., iTech Labs) to validate fairness, though regulation strength varies by jurisdiction.

Megaways explained practically

Hold on — Megaways isn’t a payline count; it’s a reel-height mechanic. Each reel shows a variable number of symbols per spin (e.g., 2–7), so the number of ways to win changes every spin — hence the name. A typical layout can produce hundreds to hundreds of thousands of “ways.”

Why it matters: a larger number of ways usually increases hit frequency but spreads potential wins across many outcomes, often raising variance because the game can deliver many small wins with occasional large payouts.

Mini-example: a 6-reel Megaways slot that can show up to 7 symbols per reel has up to 117,649 ways (7^6). But those ways are not independent equal-probability events; symbol weighting and bonus multipliers shape the actual paytable. So Megaways changes the experience more than the underlying house edge.

Comparison table — how major slot generations differ

Generation Mechanic Typical RTP & Volatility Player experience
Mechanical reels Physical stops, fixed paylines Low–medium RTP, low volatility Predictable, slower, tangible payouts
Electromechanical Motorised reels, early bonuses Medium RTP, medium volatility More variety, slightly faster play
Video slots Virtual reels, bonus rounds Wide range (92–98% RTP), variable volatility Feature-rich, graphical, frequent bonus mechanics
Megaways / Dynamic reels Variable reel heights, dynamic ways Typically 94–97% RTP; medium–high volatility Chaotic, variable wins, high feature potential

Where casinos and platform tech changed player choice (and why it matters)

Here’s what bugs me: many sites advertise “thousands of slots” but hide the practical trade-offs — wagering rules, contribution rates, and withdrawal chains. SoftSwiss-style aggregators made huge libraries cheap to operate, which is great for variety but means many casinos share similar bonus traps and KYC processes.

For players who prefer low friction and fast crypto payouts, some platforms lean into crypto games and provably fair titles. If you want to explore a large, crypto-friendly library and test features, the main page is an example of a SoftSwiss-powered, crypto-capable casino with thousands of titles; it illustrates how modern platforms combine game libraries, rapid deposits and layered bonus structures. Keep in mind licensing differences — that site operates under a Curacao framework, which affects dispute paths and protections.

Checklist: What to do before you spin

  • Check RTP and volatility — pick games that fit session goals (fun vs. steady play).
  • Read bonus wagering rules closely — note WR (×) and game contribution rates.
  • Confirm payment & withdrawal options; note KYC and max weekly/monthly limits.
  • Set a session budget and use deposit/loss limits on the site; turn on cooling-off if needed.
  • Prefer sites with third-party RNG/audit statements (iTech Labs, eCOGRA) and transparent T&Cs.

Common mistakes and how to avoid them

  • Mistake: Chasing high-RTP myths. Fix: Understand RTP is long-term; manage bankroll and accept variance.
  • Mistake: Ignoring bet limits with active bonuses (max-bet could void wins). Fix: Always check the “max bet” clause when using bonus funds.
  • Mistake: Assuming Megaways = better odds. Fix: Consider volatility and paytable, not just “ways”.
  • Mistake: Depositing via a method not used for withdrawal (some casinos disallow withdrawals to certain deposit channels). Fix: Check withdrawal policies and verify accounts early.

Mini-FAQ

Quick questions beginners ask

Does Megaways change RTP?

Short answer: No — Megaways is a structural feature. The declared RTP remains the authoritative metric. However, Megaways often increases perceived volatility, which affects short-term outcomes. Check the game’s info panel for RTP and volatility ratings.

Are Megaways slots fair?

Yes, when supplied by reputable studios. Fairness is established through RNGs and third-party testing (iTech Labs et al.). Always play on licensed platforms and check for audit certificates.

How do I manage bankroll with high-volatility slots?

Use smaller bet sizes, set a loss limit per session (e.g., 2–5% of your monthly gambling budget), and avoid using large WR bonuses as your primary bankroll source. If a slot’s spins are $1 each and your session budget is $50, don’t set auto-spin runs beyond 30–40 spins without reassessing.

What about withdrawals and KYC?

Casinos typically require KYC (ID, proof of address, and payment proofs) before the first withdrawal. Crypto can be faster but still may require verification for larger sums. Be prepared — upload documents early to avoid payment delays.

Two short cases from practice (what actually happens)

Case A — The high-roller Megaways test: A player bets $2 per spin on a high-volatility Megaways title for 3,000 spins (≈$6,000). Despite the game’s 96% RTP, the player experienced a long drought, losing 40% of stake before a single 100× hit returned the bankroll near break-even. Lesson: high-volume play needs BRM and emotional buffers.

Case B — The bonus trap: New player accepted a 100% match with a 45× WR on D+B. They played mostly blackjack (5% game contribution) and hit WR barely. Result: most wagering didn’t count, leaving the bonus unusable. Lesson: know contribution tables — slots usually count 100%.

How the modern landscape affects Australian players

Here’s a practical regulatory note for Australian readers. Offshore operators often use Curacao licensing. Australian law targets operators rather than players, but access controls (ACMA blocking) can change availability. Curacao-licensed casinos offer fewer formal ADR options than MGA/UKGC sites. That doesn’t mean every site is unsafe, but you should weigh faster crypto payouts and huge libraries against weaker dispute frameworks.

One operational point: many large white-label networks use the same platform and processes (e.g., SoftSwiss). That can mean similar T&Cs and KYC procedures across brands, so learning one platform’s rules helps with others.

18+. Play responsibly. If gambling is causing you harm, contact Lifeline (13 11 14) or Gambling Help Online (1800 858 858) for support. Set deposit and loss limits, and use self-exclusion tools where available.

Final echoes — trends to watch

To be honest, the most interesting evolution is not just Megaways but how AI and machine learning are being used behind the scenes — for example, personalising promotions and detecting problem play. That raises two simultaneous issues: better player experiences and more sophisticated retention mechanics. On the one hand, tailored bonuses can reduce wasted offers; on the other, they can nudge vulnerable players to play more. Stay aware and use the responsible tools sites provide.

If you want to try modern mechanics hands-on, test small stakes, verify your account early, and prioritise sites that publish audit certificates. Platforms vary, but focusing on RTP, volatility, contribution tables, and withdrawal policies will give you the practical edge.

Sources

  • https://bigtimegaming.com
  • https://www.igb.org.uk
  • https://www.itelabs.com

About the Author

Samira Patel, iGaming expert. Samira has worked in online casino product analysis and player education for over a decade, focusing on slot math, platform mechanics and responsible gaming guidance.

Leave a Comment

Your email address will not be published. Required fields are marked *

Scroll to Top