BB182
by SuperPirate585 lines236.0 KB
<!doctype html><html lang="en"><meta charset="utf-8"><meta name="viewport" content="width=device-width,initial-scale=1"><title>BB182</title><meta name="application-name" content="Brett's Brain"><meta name="description" content="Brett's Brain 1.82 โ snow-capped mountain Pong with customizable physics."><style>*{box-sizing:border-box}body{margin:0;background:#10172b;color:#fff;font:16px system-ui}main{max-width:800px;margin:auto;padding:0 8px 20px}h1{font-size:24px;color:#a5f4d4;margin:12px 0 4px}h2{font-size:20px;margin:0 0 14px}nav{display:flex;flex-wrap:wrap;gap:10px;margin:12px 0;align-items:center}label{display:flex;gap:6px;align-items:center;flex-wrap:wrap}button,input,select{font:inherit;background:#263953;color:#fff;border:1px solid #a2b2cc;border-radius:8px;padding:9px}button{cursor:pointer}button,select,input[type=text]{min-height:44px}input[type=checkbox]{accent-color:#a5f4d4}:focus-visible{outline:3px solid #a5f4d4}.names{display:grid;grid-template-columns:1fr 1fr}.names label{display:block;min-width:0}.names input{width:100%;margin-top:4px}.panel{padding:12px;border:1px solid #50617e;border-radius:12px;margin:14px 0}.sliders{display:grid;gap:12px}.row{display:grid;grid-template-columns:140px minmax(60px,1fr) 70px;gap:10px;align-items:center}.row input[type=range]{width:100%;min-width:0;min-height:32px;padding:0;accent-color:#a5f4d4}p,li{color:#d4deef;line-height:1.5}.game-frame{width:min(100%,8in,calc(100svh * 1.6));aspect-ratio:8/5;margin:0 auto;display:grid;grid-template-rows:12.5% 87.5%;container-type:inline-size}canvas{display:block;width:100%;height:auto;aspect-ratio:16/9;background:#101c31;touch-action:none;border-radius:0 0 12px 12px}.board-header{height:60px;display:grid;grid-template-columns:minmax(0,1fr) auto minmax(0,1fr);gap:6px;align-items:center;background:#14233b;border:1px solid #50617e;padding:4px 8px;overflow:hidden}.player{min-width:0;overflow-wrap:anywhere;font-weight:800;color:#a5f4d4;font-size:clamp(11px,2.5vw,15px);line-height:1.15;max-height:48px;overflow:auto}.player.right{text-align:right;color:#ffd38d}.player small{display:block;font-size:8px;letter-spacing:1px;color:#bdcce2;margin-bottom:3px}.scoreboard{background:linear-gradient(#26354d,#080e18);border:1px solid #7184a0;border-radius:10px;padding:2px 8px;box-shadow:inset 0 0 10px #000;text-align:center}.caption{font-size:8px;letter-spacing:2px;color:#c8d4e6}.digits{display:flex;align-items:center;gap:6px;font:800 26px ui-monospace,monospace;line-height:1.1;color:#ffde72;text-shadow:0 0 8px #ffb52b80}.digits span{background:#080e18;padding:0 4px;border-radius:4px;min-width:26px}.digits b{font-size:20px;color:#7b8ba1}.goal{font-size:8px;letter-spacing:1px;color:#a5f4d4}.publisher{color:#b9cce8;font-weight:600;margin:4px 0 14px}#status{min-height:24px;margin:8px 0}.touch-controls{display:none;justify-content:space-between;gap:12px;margin:8px 0}.touch-controls div{display:flex;gap:8px}.touch-controls button{touch-action:none;min-width:52px;min-height:48px;font-size:22px}.touch-controls small{align-self:center;color:#c8d4e6}@media(pointer:coarse){.touch-controls{display:flex}}@media(max-width:480px){main{padding:0 6px 16px}.row{grid-template-columns:110px minmax(50px,1fr) 52px;gap:5px}.panel{padding:10px}.scoreboard{padding:2px 4px}.digits{gap:3px}.caption{letter-spacing:1px}select{max-width:100%}h1{font-size:22px}}.game-frame .board-header{height:100%;min-height:0;padding:2px 6px}.game-frame canvas{height:100%;min-height:0;width:100%;aspect-ratio:auto}.game-frame .scoreboard{padding:1px 5px;max-height:100%;overflow:hidden}.game-frame .digits{font-size:clamp(13px,3.4cqw,26px);gap:3px;line-height:1}.game-frame .digits span{min-width:0;padding:0 3px}.game-frame .digits b{font-size:clamp(10px,2.5cqw,20px)}.game-frame .caption,.game-frame .goal{font-size:clamp(5px,1.04cqw,8px);line-height:1.1;letter-spacing:1px}.game-frame .player{font-size:clamp(9px,2cqw,15px);max-height:100%;line-height:1.05}.game-frame .player small{font-size:clamp(5px,1.04cqw,8px);margin-bottom:1px}main{max-width:800px}@media(max-width:800px){main{padding-left:0;padding-right:0}main>header,main>nav,main>p,.touch-controls{margin-left:8px;margin-right:8px}.panel{margin-left:8px;margin-right:8px}}</style><main><section class="game-frame" aria-label="Game board"><div class="board-header"><div class="player"><small>PLAYER 1 ยท LEFT</small><span id="leftLabel">Brett's Left Ear</span></div><div class="scoreboard" role="status" aria-live="polite"><div class="caption">BRETT'S BRAIN</div><div class="digits"><span id="scoreLeft">0</span><b>:</b><span id="scoreRight">0</span></div><div class="goal" id="goalLabel">FIRST TO 7</div></div><div class="player right"><small>PLAYER 2 ยท RIGHT</small><span id="rightLabel">Brett's Right Ear</span></div></div><canvas id="court" width="960" height="540" tabindex="0" aria-label="Game board. W/S left, arrows right, Space pause."></canvas></section><div class="touch-controls" aria-label="Touch paddle controls"><div><small>LEFT</small><button type="button" data-key="w" aria-label="Left ear up">โ</button><button type="button" data-key="s" aria-label="Left ear down">โ</button></div><div><small>RIGHT</small><button type="button" data-key="arrowup" aria-label="Right ear up">โ</button><button type="button" data-key="arrowdown" aria-label="Right ear down">โ</button></div></div><header><h1>Brett's Brain 1.82</h1><p class="publisher">Developed/Published by bEaton Studios</p></header><nav aria-label="Game actions"><button type="button" id="start">Start / Restart</button><button type="button" id="pause">Pause / Resume</button></nav><nav class="names" aria-label="Player names"><label>Player 1<input type="text" id="left" maxlength="40" value="Brett's Left Ear"></label><label>Player 2<input type="text" id="right" maxlength="40" value="Brett's Right Ear"></label></nav><p id="status" role="status">Click the board or press a movement key to start.</p><section class="panel" aria-labelledby="settingsTitle"><h2 id="settingsTitle">Settings</h2><nav><label>Ball Type<select id="ballType"><option value="circle">Classic (circle)</option><option value="football">Football</option><option value="octagon">Octogon</option><option value="x">X</option></select></label><label>Game mode<select id="mode"><option value="classic">Classic</option><option value="tennis">Tennis</option><option value="mountain">Mountain Classic</option><option value="plus" selected>Mountain Motion</option></select></label><label>Players<select id="players"><option value="cpu">Vs computer</option><option value="two">Two players</option></select></label></nav><div class="sliders"><div class="row"><label for="score">Score</label><input type="range" id="score" aria-label="Score" min="1" max="21" value="7" step="1"><output id="scoreOut"></output></div><div class="row"><label for="speed">Ball speed</label><input type="range" id="speed" aria-label="Ball speed" min="0" max="100" value="50" step="1"><output id="speedOut"></output></div><div class="row"><label for="sensitivity">Sensitivity</label><input type="range" id="sensitivity" aria-label="Sensitivity" min="0" max="200" value="100" step="1"><output id="sensitivityOut"></output></div><div class="row"><label><input type="checkbox" id="spinOn" checked>Spin</label><input type="range" id="spin" aria-label="Spin" min="0" max="100" value="50" step="1"><output id="spinOut"></output></div><div class="row"><label><input type="checkbox" id="windOn">Wind</label><input type="range" id="wind" aria-label="Wind" min="0" max="100" value="50" step="1"><output id="windOut"></output></div><div class="row"><label><input type="checkbox" id="gravityOn">Gravity</label><input type="range" id="gravity" aria-label="Gravity" min="0" max="100" value="50" step="1"><output id="gravityOut"></output></div><div class="row"><label><input type="checkbox" id="accelOn" checked>Acceleration</label><input type="range" id="accel" aria-label="Acceleration" min="0" max="20" value="1" step="1"><output id="accelOut"></output></div><div class="row"><label><input type="checkbox" id="bounceOn" checked>Bounce</label><input type="range" id="bounce" aria-label="Bounce" min="50" max="150" value="100" step="1"><output id="bounceOut"></output></div><div class="row"><label for="ballSize">Ball size</label><input type="range" id="ballSize" aria-label="Ball size" min="0" max="100" value="50" step="any"><output id="ballSizeOut"></output></div></div></section><section class="panel" aria-labelledby="infoTitle"><h2 id="infoTitle">Information</h2><p id="description"></p><p id="weather" role="status" aria-live="polite">Wind off</p><ul><li>Score sets the points needed to win, from 1 to 21 (default 7). Changing it applies to the next point; it does not retroactively end a match.</li><li>More than 10 collisions in a rolling second forfeits the current rally: the last player to touch the ball loses the point. If neither player has touched the ball since serve, the rally is re-served without awarding a point. Pausing freezes the collision clock.</li><li>Pinch shots remain possible. An ear contact near the floor or ceiling activates an 850 px/s launch cap for 0.25 seconds. A 1,400 px/s overall safety ceiling prevents extreme speeds in long rallies.</li><li>W/S moves the left ear; โ/โ moves the right ear in two-player mode. Mouse/touch moves your ear on your half, or anywhere against the computer. Touch buttons are available on touch devices.</li><li>Click/tap the board or use movement controls to start/resume. Space and Pause pause/resume. Settings do not start or resume gameplay. Changing mode or player count resets the match and leaves it paused.</li><li>Sensitivity center = 750 px/s; right = 1,500 px/s; left = zero. Ball speed adjusts current velocity and future serves: 112.5 at left, 255 at center (default), 487.5 at right. The default and both bounds are 25% lower than version 1.8.</li><li>Spin: moving-ear hits add rotation and curved flight. Center = original default. Wind gusts last 3 seconds, followed by 5 seconds calm, with random upward/downward direction and ยฑ10ยฐ horizontal tilt.</li><li>Gravity is independently available in every game. Selecting Tennis enables gravity, bounce and wind, sets gravity to 80%, bounce to 100%, and ball size to 70%. Tennis serves receive a small 5% horizontal velocity boost toward the opponent.</li><li>Acceleration adds 0โ20% speed per collision, in 1% steps (default 1%). Bounce changes normal rebound from 50โ150%; center and off preserve original bounce. Ball size: 10% at left, 100% at center, 200% at right.</li><li>Classic has no obstacles. Tennis has a quarter-height net. Mountain Classic has three 66-pixel snow-capped mountains on each boundary. Mountain Motion has one snow-capped mountain per boundary, moving oppositely at 45 px/s. Ball shapes have matching collision geometry; rear-ear contacts count as misses.</li><li>Ear hits show a random quote for two seconds. Victory displays the winner's name with the supplied artwork. The board and scoreboard fit within a 8โณ ร 5โณ CSS area and shrink on smaller screens; physical inches vary by display.</li></ul></section></main><script>
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+zCRo1g3yhGM5kdeQWXkJeKCOx6CQwpGjWj1fQfNjTbmctwk98Ow2G6GS/L842mRMwmnLvlxKVoEg5t7aWEvU1LyEIhns6K3ciFFmeFZvTdayxEceReSAI0KmB278tkuuT1PzkDRwe4FD98AMW/a+QYpjKynvbRGBE46DC8pgprA/dpt3CK7hAhMTdIbakYqFWu16Q2Dq1XJBDpSKl///oitKHyCHaKtB6b1ubMCvyrTxci0h1B1vq2ZzsRmoULblAu6aYWK+A3oByZY++FlInj635JSbnhquNeNFrTJpPg1nonmfhiQ1TR9CgSsLZkbknbTZgHtGcdaLL4JAxr785J7p/yr37GUQDH8MBaT0t1oFlNVxHckB1TIVLwFR1dpQvFy+yv9nLEbSWwJVX9W2ImBn9Lw9iObDY0hEpPLSlEUu2fssDjseJZf+SsfzZxKyx855coqmu8TXtCsTbzLP/8do80Bx/dIjbJccnvaiEWtHfRgJ6807PHFvMw6UaKUtuirRk/A04Tvo4Ogp7zvQcLSb5K+hnASuFAp7R+iFqGNel6RqKZ8XBBMuF41V2ftOdev/9xuE0fi3fQlwgzhCqH+v+hlIBr31uEMaVA8BiFfpVSoG4YQIqVltdmAfBiAe3xDaOYi2m3KBObG4103TpM4+G9desozRqZywq63tvf3MS2MYCX+x//EbAuNh1KW7mwL0M3xjQNxxdFpxSbmBatOnhBb5W5xWl+R6Pi+0tfv8U4wjd2I9AS31A/qtamILoX/F0JmAq7oR86CRHqY2MnVI0fBiwRy5mtny2u4z1rjJelHkrSm5bVPvX0FFjMjIJO41flWi3RGRTC/MTn1Sl9767ad5Pa1LXmZLm0uhjJGi2HsY9/pl7qTSe+3aJSSBw2k1iDGqZ4CBro3sfAODydSCZxqLpzdPa1NieOXsSuTZP4DRRp5Jhv09sXrbE8WfCEeH1MFeeAwIzSpNAxqMo/RWJJiSOt4M0F0vLbbdh/OOyCERY5TDjldGQgLMeS5DAwZdO6HH/lfullQYRrxD73a9zsHqcUQ+Sg9+DzOhY5IxDu1jarNW+UJtPmh8+8U7LWysBleUhGRA1APFzAGdS0TQdxankpdgpY5XmW+vUKYFhL3j/XxW/FfC6tyaoAPd3NUL/2lfLYxI/ys2G2GvQ421t6cBOpI76azGOA6Dn8aXJJC7rXKltjwUPFoHpIkPQV0K/evDHAEkqEbxRJRXGB2Yo8jB0rx+omMExAIbfmqf/8LL1ijINq6kuHSbDOcgSKy9Vno8yGFwRmxfLa0GheiJjO+NNgFanb9TDZEx6WTaUQQE6xoko8sjIBHQU7pToyVSV5AGnD2Q9vkdnUt8EW4sbTvOBV4pqPnOlFf54IhNOG/t0sFlInGwo7S6YtnZLENXwJ+mdxSQsK8XcOV8vCZ8cLob3VqXkRyuikYqqmPEl1+TwICKwODJv88RxgtiQ3jaX+R6KxCsti2m7sSZWe0Y52gfG7JJQVpC/PA4rXWAQEQkj4faucYpaZ7oey7RYqjQV/iv57guxG1IPgfs5G8x5JpV5OoNiWhdNWHJ3bAG8gTeMx2WiT5zfNCbTwPtXjX1QuYbmsosT43Mad3LrrwT5lcNg1A/s+zI5j4xQfVU49a6+ZMcsp3ehD7VVPcIhGKXPTR38BVm4r+Zx/UnAob3QDTGRyXOaduFpaN691iyowlWYhr5hvFwGclXY0ZKCS+W0qcIqrAS5tt46Cd5Q2hq4hGMki2Xs4SlA+HsbTOE5l/nSmYI2h8IzNg2oz5Skp7kho+900qPPTQCxjG55MQfwcOuYrurDJxDWZCYAs7LOgllJjvcdCpHctPd630CnvUHQVSYbUC40cMztkQw57aMGn+XRe8XbLhwqFDli8asBVbGB+/DbGzFzBupx2jtjyHZRZEZ4VpSTUzXKDRIIdz7nJNu9r/NSAB7MtnhsV72m9nbQoA7Em3WmXPUGDDMkiSGVklRumZSYNBBmvQl273Os805fERU4coU6KjbBKjNg/K3W9+BjBTON51MQMns+zCqYc5W1CD92AjOAbJqqwpc7aFi611+rF/vaEFyMvhVacQrI43bafZsVuQ2S8Ojct7loWerDVTU6COHURuJKjXyWX5VhWYiTcR19n2h0JqIuPKV521VDwYCOUX+NHR+/O7/UdMT/s7i3Nimx6/RQvsqm42vIUGl5Bf3/P+6y4O9mYhT2ICcB65i7K2S3iSYUJWtVxGONof3o3BdAiVgY53K5nMwKvSDdS+l6z+2MVyfskK8vLOz4bfsD07eMTMlC+rrRFEcvft180WN1oz3IME06qeoTXKZShy+FqGPBzMXbSgIeQzSSs2RvdNHwWHjINtryuSSJ2dXItEHH/M2NqPtScSrq98Hcs4KncC2YIo2d4tbrWdVL6zIfKPORgl9xSR1pjOnpoHYeoPCyP9jgP48Jgq+3/ZpWrS4m716C3DD/2eWAk1G1vxZCznGSfGIL57nm8//mCIXFJV5fdABkNTvtjx5n7LXOzMhZtBMWIFhqKKX8yuO5I3sXLTmBjTDQja9nkfsIzp6jmoSwJ7QjyXsIXSzdqDXHeX+NMDA0RRM1+URTyk6IJb1QOn89y0ykW7B4bG7Xc/7lFmPbVxV+mAUca7rL5h9aNYyoWcr1XECFeairXJ6bFLheohLtG6GAVrcGtX6qaV/vGWGDLmepkrsV2nkZ/r9rPGIKKEe8oc8tHdG6xn2etPcQ1gTOp9rcQEzd2YHr4U+lHT2QTXCyiOdb4/jgFe1KBdi0+Hmgb7MqsZ1lKpc1c1xe5sEUu0OSPMEdL1ETKkBVu3UjGvfABotCI7jIr4PeIm2mBO/aEdro11Y+hC9/3A0c7+8/n/k2348Fs//hew0h1MIf4m8KNP1r67zHHvx03yR9dJOCynt1Bx5RfvUwsLhJUW/FKO5jOfMQDAFULkX3A2ujwSVVL6VbTXFNK4xCsdMgudTfZkxBgH21btc0MdvqIDO0dA45x9bsHOb/5V9i9eCinxmn4fwLoyDkmt5jE5CP2mkMLrA7phe1DQNvlo0e/JuhkpUU9m0hxCLkMfx8av6N61WdPp6RapMFTbdf/EOTNdJz5ElmZz4vXUx0liE98iBndKvuFn5voKwMbcEbQ0K/zHsr62pdmEh4flv81rO4DL7vlRwIkxdH4qJTtCYxVyXq3Txkf9nx28AQukOKrGforf/aSqgsHjFcDsMhm7tbqkNJb3BrcqaHSrrJbMPXLJLqz/vPRpRBGfYdeDgFP5M1TL8k8tR4PBun1GzBMeQO8ujDQ5kaA5wUb7LWls1fgpvuEefA5lVTolsfH8zcVi6eLEKNpRaSuA1h6yZrBwzqFe+/twGRpsdHY9r+sS152cc4HTYhjL1pfh4EmB/HetAQBnPHfHy5S9ns/7nrXHVRYsaWOvU2ggD7jSUlWB2g537IyZxURyPVIF5Gvt+VQWqWb1HB8QNW0/mlQr60Gq8aP54TpdocgvrsChg5Kh876JXhZHLrz+cpTbpGBNVe2KMLNH8x26SeOafZ97r9JKt+23KR0I6n7+tR+QAZens35h33+ItjweiwCkjsmHA0aABw2hvPyMw9oHet2EFj3DHVoENXqWRHIKVVNWwkTYOkYlhoPQPDdGM0STcHPXybmw78NFStxzRERccN2gL9I6wWbrYsPKbXVIdp8Dg1hQDkPElXW/v4+BH5seF8hnxyAOmFetuXCXvu9y2aldg7IvQLW2c/6vCCpq/XjJzwp2iodngVaUTYIxd5B8zcoD0VsXiOZ26AaZbjsQPEaz24HDHuzLJitGkrGU1XKqjFTN2QEejGps2CWBdkOFVahitBTDZeZ2crrqjP56WFZC1gcJ5MU8soU/R5JYKIpEOoZJnsh4LgEB/vWWRAKoUvhUbLopjeGhzL6QI4HCnpdY0LqFOq9KkN94OyBOMi1GbPHQEZut7MpSynxFKEHSgjVpTuFlHo27QDDhlNqPd3ieUmVwhBN7DLOSpyL0rzXVPL8KTZ2VKsA+MfBXCSLEn7O+U8VsSMDFyYSpWpDzv0NA2ojuQtBm9/31jVaoZD/NLuZQdMTynnTq/OMGR6clsYsyy/+6rczdGPb0x0JhC/T0ITVGNPYTo2oqtEbsJr5AP8pk3znybi4fp/M66pObjvQuN07/diiLz7wvQCXys71HmsnGFpJbiiSwuBCgIzdGlrQAaNs0e7jxrqQdnzR//SVJZ+BVOYZ7gGy52pvAEPRoWDu5ZHu6vbWycn1wM6zbeJkq2pbfpHRs5yUUcTwpvfvVnBXPaApkvE0v1fH6V4d9iGG0SgXvPvj1dJXiwgWps7Z2o3NGjDompEMu0pjE+S+WMCnerGWH9WCU12cGNecrbEniYirYVXYuG8XSbJNvF2LyavpapDh76edQ5Sv09mt0ovbmT/4IJ26VHkoNiDuzIKCAdPeiWq3Kgyc954BygxHpk1foFLQNiwK/Bk8dPYxfVq6LvKF5bkVvtzvvQ3nqX6y7cYaffxS0hboxxpbBmDenXzQY6o6YNDA1ag3ZboQrbvPbE91H6eqc98rGm9IGrQElfVmyL9Nvc0bcOqX++KnQ/l+VztMy5cjja3lCndQ7bv/Za2Re1TWIyM0EWDv+BRa0352P9tg3ZdGi6vmjPjX3Psi49WOvbVb73l5VubnBh0aOl2uQbBduvgE4DO8por9oOdnry3M37djc8YREd24lZDrpicei/pQxpfvMrEBhC87HyElpFWn3uhjLgGBuBsw85qKnZeJ+SjvEsWDgkYBIxEa3CfAq+08lgspqzxKCv2I3wb262tChBXE+zixSzksRYyOwKSoVBH3BNOn7NL/j6mTchsrPV2eT4bhC+KMFYoJZ6O40FoXu2BiygP4hPkNhlWQxrLoCAofZq0JCi/flvG5iKa2eQMQeh1+JW0qfj4YoDeA8+mOOMNqg3lUclpnKYJQK8F7n7kWARB1OeA7R1tcB0Hd1wIK5HFFUzJnGc3EAtsXvQ/uHjqd3fq0O0z9zM6KUKza61oznfrnoJQwdETkEWiz3GPWxQsuF9STP7ka0LfWFFXMeYV+rQIglFPkiwOPmX1GWaDuMn2S99CPUIjDGtOerrddJkipsRf9Wemp6viv7F8i54hbaZzyPI1pQjkcGttwePK4ORHveMtD3ZtLTB/qRP7UQqurPWuyQS8yHPFOEB9K7zab11Cv9GBDvoospEMhCoyqmOeaqSSKKgWjAQVTRsca1rjC9PWAA5epnO3E8euQ3N/S5P8HQU+8wv8l8BSIgeTqppRdOzNt4Ip/SH5xHU5iwryoESk5rNzG1OhGukoJ8jEPisfpcm9cgGl3VFmtfiaLECBkJH7pXPkTDXhGSaWZuOtA9aoAOji/izeeja5Q/SWxGZPkjePlimSDiBLN/B/LNMS3b+MFnoFS58AbzaunWkuUEkQ1imW7S6EpxfEiCxE0Mf9JZ0v4tjIO+6xwY7FoYxNC1JNh2ftg12k64SMXDA4wGS8focXQImjvnqdipl7+Obp2RhZN67qKGq8KEwmJ4mJ/uJ0BmdPEgn2eL+5q8mfgx5FMLbeOuEtdeGd9Mdt4NAdxfPph5oAARaSXf9RM9LKkbVxQXKmlOVTbNCn2gJ2/ggFReDJRbirp6K7haEWX6Mv9fe4aq5F6nK6CYcte1gBV6a4b/ys7JMfZBv/3zwDgLuZS3RRB2SCkUb8wbLSVc/69faC7ZrojKpfBm29VpABJFKnlbUC/XJwv4PsCzWA1jgqArM0w0H9rzpmgLUvLts/L2Nk+J7VCrvCToORoT+iWTFoziy1UR8N/FFbWJO1w/yCddl/Kz75l1B9Uew/fW3DAQoejc3HXReYPtZYAwivzSS7/ZMXi8x3/5LORDhFN26Z97eElUGlaEZ0nHJRNFj1AN+nCjIXCqNIaTKeNkS4IDNgnE8YhvRBj7SYBQVkNJIXRjRwDTVsXUj2tYonbiP4r7GkPOb18LYBL2fWqW2i41o2uhoqkwza/F6s/eTfVEMhdwyjIMbnQ+1c5D3tzxVnOg4a50VWWevtXGJYigipnnJL5+Ba6sy3CZDPKue+Yk/UmGdoQlcW8KqICDnLtMOQzlSdra4QpZtfS+Pyx1eaH6F05Tu+NlKJEwa0NiUyZQdDAMSBubzYf0gzBIa5SyJ+tmbECRW25K4uMS/MyUtinFAw3KXiDU2umJa7Ji4kZ6eYbI2esESQwfGPDcvlBosEJIhJBIIO0crX41EoNUrZz329vGFUQ6B0kmW6CcXp3ZYGfTiYybp+6zmc4J1enTkFjAgkNTgmx+HyDUHDCIOxL9mn5ARV9jagcW8vaPxSSkFxFDESsgpW1awZjzYkRzkVncuyTWhDpiv9joBzNBk1hMdOKIiAX4YQp1u02Lby0zgXSkaGc3f2IhuOr6XcjkHT5Yb9rA6yLbN2+UbMzQm+Y/c7medpnnOHHwv9gvQ08nrgML6yVlD6UXJBOOUExmBnjcQ5h5vqqhMsJd2dV3ia/lD+aje+DUeb8SCL0g/KzzZZ3RnUWpNx6ecABbVUhkVLL/TTnLTu6AT3mnli+mdNyeNQdUl/dNqVvZHOrLpi0/7e1SjAsVwHran4i2IaNs3JTfZNYpso5iyok6e8cHbCwmLbxfMCisPBmn3xTm+vgwPq9aPcjw//zqL+KoWqRXHPsnNzZL++87yl5e+Y/xv3L5Xoo4BIIBex8Kam9hQRDEx2tTWXcQsf7nIB7UdNBpdfNk+DTVOFH18TkjuhqSwRDuEFWXy7a4qtrz7BbRJie+2un4LBSKVJyCG80oodjQ9eK8VWRABFF3FxRJd2RpO0TZdqh+0OhTrFhGktZYMdomKF2q6PDxRJC4qTh82k3/5EULQVWeo5fkDMuOHg2quiNGVknSrLg7YdJPYBg2+TFZYb+ETDOd1QPp/2ihfQnaYC5vyAF+Gl8pbu5HMV9KkCE/ND9iVDfo1/Tv4KMqDezPhb//i7UlafuwiaKB+kCTsfINj7wMelHcvsvgtbMadvXl1+1cjBzrcl8YGr2Ylob+g/miTWCeHWz/Xlrg/pIy6qdowOmyh1RdV7iSvyhKMQc6q6b9lxiTqstRLWbfky43iUG2srSpnCwcpUQPyyyLk1REyBmGHIh45H4N8WnfyrYSVZWHZe4e0vjDwUC0WL27kT9IHrKFXaGkj6GwhigeaO7vAjSYHo3fEtmRuDWbGcJpOPBXMDW2XzucUYrlrQEOcDga6KtEJFJTXscWKdznRSNfDfvHppU3IRQAp6fshJ190BU2dO7SEWXphG8mdclvScyEKC370CrsPagwc/VSJQm4hLA+/OvQCyj1TPNa36AQX9oSshZ+odd+PYq/MQTvdjh92/2O3WPfzJS9b5zW7Pr+UaF7iiQD7uwvIPPUZjKo/NUOKp7mlTk2ecBpwePbzdJMoVoJaPytbyANVv4fwRW9uAWSpEPAkNrdsSppe0ontnrhTGV5nxAU6FrOd+FbfGy7bz1bkLtw50ERtg4PmIlIlPcS+H+1KY80CoUvIXCeMI6xh7CNxWSnjeGFJkuSU7oLl9TllelokBlygfal8mOKiZvOdOXJAoemzmwbNQp49GhOtvdPJsmmocz1AMGMxPKppbRpiXnbowheqGiHjQFybKYpKiW/3Qy2PwM0XiufSAQNmj153AfUlwXIe3ZhD8Fxtfvv5YSfaA3u5GCrfuFpoEV/gHfhqn/dFup/A7aKYl/pWh77hRPrIb9XmePP1fWWV+kI09UBQXkvnnu4gW1bYePdhhpSD8Jpg7JQniN6P9Rc2TtKIj58kE5B6iZ8WPeiwJ21lcq4KpOMUgsnW1qM1fSbmce+o8f5CIFHUU+khmATNhRVtDR9yVIr0cfoEAO8lWeKIeM82WnjbpemDT1gDjp2JZdWcTM6Q5NKLQHcKQTBX8HTGGqf1+YOg1ycx7KInHgq2AJRg+FISHiLTwj5pS+VwEmXZBblX7EK2dLAEr7vjx6eeMi6QrlgpEzv2+xRG3wLfDYOvirhyYm7VwMWLSyGcmY++2EtAKnjeNDpqH8IhwNVono10URFcM2YYuC0rbxj1vrHfnqkq0soOB4gRTDA7avuwrX9uskxvlSyXrnsTWGTCkacUo3hlctvkL/jfnAWHE+IBZpp8FM2kxa7bOqhwD79reOz8DEj8QHNe0thtt7Vk4X5wX732Wb/+2dXMOvECo0kmf2kY27QabGHuEgduLvMrVsQMP9aI/LRfz9wXR8ijKFAxDJgIim0VyOADS5OYgJi1cVrX+nqa1piMJE5w8B3S9lcgxB3w2ZnoJBYltSTUuqK5qE2pmO9yYBEjdFQdPTfvgn48CrvuhPr/EHj3cGPSPTxcAHNDm4nZWc5Xb0ombEm0lavAx6fD1x34hZ4oQfLlvxgi8Up5xBCcB8chvyfMORVLnREu9F+j1//nPHzd3ANyi7qliCJvZ2ruIRkSGQ/RlVPy14FhxnMOlF10Ud5JyrIVV1Pk/Xv0wGkVt7/WqIDFo8DxjB6sP7dYitel9I7xkvmPGnt1Z0ulaN87w7tGfzkxuqLRcT2Z5ctSZhi2zSAx0adJj4P2kszJ8ecbPJqb33ovoZ1iWUBIIMr9TGo63JlTkeALxzcAL+92tKDp3f/97o8FPKuLfy456Gc+QmyK+pt/K+ZhzfMpXJFYEoOLte+Ot2+1ivbD/L3ANn9G4sweK5ORlPGbhvMfexHalQL/EqJgDGd5ITYVv/+VeRnLIGbiYLqgLsx2q7b0CdhaDBcqJ9TAoDf05iOZ/rIuzot/bGogd84LCJ2yEcBSy2G6d9m9iVxg4LWiHr+8xmNMXsXhAlbVOnCGbnw4RMJO7CjNz/WjnrlMLf8rNWMxzpkcRV98CxBToWDHdF1l5CRdlOeguMuwHjBEfW5QT4EY+x65j+/SRD0Q73Jfd9zt/BZcfDFlNjwaGNgGJ23oQijBNP1LFaO+5WG7vF5wlmp4/XUckPSUc/lus/krXVX1hKRQKFtc/f3/cryLNiq06j0XaYja5LhMjUZ+jC/aR6MzL2qPxjgDrPa6y/XuFQpDd2z9vHaWBUS1+8CoQ07LMLC6yk7XQZIvMJ9GmiQbplgRfzCq6SzKttIHivF8BJ+6WuC6peoZRFDD3+h3UCtaWeS/W+Gz4uxvHE/x6r1XjlTfTngmDSWQ3SEJsTJYYad49dMVzNmtsGpQQ9Ny0cdwqVbPZCAEtWhq0iEAfD0cuSVdOa4fQrbAdqW7cH3GKtZYXH2kGr04KtS57XGGESDmzBAOAGUC6IbSzO+heHakK62pNfQiQEhPiu/oAZi3XRldN1Hlwk5YIpA7wcP+3zQ/ZcEcXXJQ6iF6DsG4s+5obf8N9x2deKf/tKBWHyh4tTEAUtbeAoBJPmYPEzDo+6IKYudBQqd+8FtEErNwpJZBkes35VrHkSYKF39IgkDxkrF3d8oxbuJdzErvmaBhF+m1lqoDq1seCgLMXHIO0THkv3rF8CJhuDx4EsURISXnd84EQLo4bbo92opP7fT7ZZyvf+taJ4sWdW76dzkLNaKvKz/yx7XPJ81TYkhJxddep0QJb+g63CHvqRoPxfZ8al4Pl/yYqmpxQF23iu/y5t1/2oQ/8n2Gt27VktQcE/0Oxuhph8CIj9sJrGBLh9JwK6t3WS0yS5H4rgBRiVIChPovuZbOsqRU5l8uyTKS50ibkOAIbxqQvLDk9BiB596RJweN5eyo1fEXdL6Q01G3YuDJs9BMe9Xi1yBw5DYo7lSqZEwDU67dJrmot5A6T3lzKdYwnJEQrockEWLyEkllrBa7aEJLEQP/0ayWu/Vp+gzm7JGK1hchJ1L9Db4fe1OT83aZN49ibuZeMUvhcwh9hPNeSwEKTgix/COg47Xla0E40p2H/PZqJXxrxTchoSeHTU4V+SBnFglrEfXwyGmJgdAoKx894ZW4P1vXVwDBgY/isx39GFzcnlJu+tX+PU5M0tcj8XElWliSeSPA+Dm7gKKV8aJhsrsccrCI3QvLIJ+4uLlUv9W3Qhb2+w5laR0kAaLbfdPCnHygdbHYq96iAjwM5M7/OBnatVr53I/Kvjq0UYiPGMq8zkz0cOo0t+5Yv1JHkRa35xq9m52s7XH8m8Xr5WZyLYbJ/ONE0BDV4n7fW36eZVTCU0QxdbanjfgcRMeQLu4fOMdtRPYOyHmLsJu6frEAu9G6HYhFKYVa436XwUx2aYIm13UqhK1Q42NqQXLSKGDKDah+RtpAz8xKBKxi1FsedJOcHlEzMv0i6Xrfm/QSa4KPLINJP9wF9d8Aa2fHNT46i1+BF7vM/vwH9P1OiHvsI+xN9gIK/pO0EGEcxZG5VonkE3gCXISSRPHRlktMyLc294SuUH4o2YePZwMpmshIvdonohGInpwxVyotgY2Z2XanOwkHksydKQ6+q2V/7uzswZnwUIq5iemnf/4BIO2U/Z3yxF7cPBaK5WryUGb+64Fx2SZwTv/54NTzPJLOXvB/GelAysny4a+ghVT8qyg35Z/QrEG2176Rriktzk/In2JO5zkmLJGIkG7Bl7AyqaSqfagd78ItL+jPRFyNKmNkkdSDsjjsdxIi4fU8hS6aqVwmIA+J2xmtvHYNL1tdd+3rGLcmHulNODDRPDO4ifJHrAl5EnzUUT0LnrVpYLfYkyCk0BV8A1Qj37U1lH+FvbGDcZlFgpC6AhUnG4iwQaHm3zqdi7p1Cor/3R1IkdVF4DSYIWpydutU3/EPnOx3xAFTOmy2kj09hFhelMoOk+yNklemriCw9HgFmGg3sIv5R4sWIK2yz/iGemqop+frSyFlLWqTn9LofyL/CSWfz8WYiFvji4Pgm6sPZDxJL93NWTjP5BkldFijy2Nznswl+miTqSl0DRIO9kO9VJX5bTb1WgwEF+T5v9HSj37Tqej9YWyERgdgE+Dkv/mOBJryUu5/Te9tGNCU0UDPBHaBi0KJQ6XbVgal+BZOB/C3ofhzjE3NWXVZQNcz7Ag3gjRpmvmsSB7qP+Ci7uwgRWz4OZUfSLDWEshMw5zrtwHwojtLZhtre5OE0cygIVhj8C8brClhGuh70YDZL1ZOHZM764NVL7UBGyWhWicoyNlvqngD8RlOkeM0Mw3UTOmuBJXe7hImeF99GbhdhVuT4C0DYuIQBsJ3emPvU9+1dO15bQAIzXbs+lXYbgkTEH05s2I5//s9geJ93/3WD+sH/8VmMLJ4GEHS1INPPP2aZDeQBRQCmramx0g91hdh2Z/QINVLLLySDd165Pb5AQlP/lQv3BsCKf/0l6IBFhUFKwyKBwZ0wqZ4H+e7hrUvJveAv9h4jMKAVPzcZ44UlK3Zfr93/Z9BYXT+eiQxbmbh0DT0Oav/K61ONqMTyvQ19frNvTJjxoob7wAtc/SOpl3q+KjrbfzAi7s82VWORk5MEDWB2Ar2DzfsO/mapLT0+2qpu04/6WldbTHMsMIVEBspWNBLZaQBHaHUAqkUGHkb3aPazU7TSGuYyVyeMBz91NAr2W/qJe+v+vJWjLySWuK3NNBwgtHuo41mTyNiE5ctmoYMda/RFqE4ZZyof7/OeMc4qXcpaQNPO0toDs/nZDi+wzakaS0SW5wC4WhnuoeFV+drxf/YjJqOfoMfawRK2tT7Zm+nRWAaXWvspQNg9Og3UI7b+B0kJZhJoNLoIEMXK1Kb9xrCvlvNR5uiZkCdxGvFy6XS9g4GoeW/ce/KG31v1A8Dhm0cm9nvpHj/YZxtl2l+t81GtMaOEtlhk7mYOd3IAuKymjJd2BD8UmKzC41BKZC+rDaQey2at7xWIiF86kVGYeWXXRJOZ+T/d3Slah2M8i8SZTuE5ABe5AQ1DJODZw7bePn639hM5DcD5+jPm5gA/4uubxmjmVZclX0gDuky9pW5uDKNZC+zsEa9bnPaiKyflPuKDeTZUw3aeQzTuydUH3Nai38IBl7418rq6HbJqpqswotALIgOvAHWtQ4GNgZZaG/kOmCnr4WQn2njRboD7yGNWx8KfOSM82zpufk9vIYz8peC+LRom5W6xRgpqA7fO7p1H4tcUyS+2fNP7CbCQrmcnEXRC3ffPfw77Sk+bRP4AAD+pVamsBTAmr0qWnn/8bx/oc/27/naVSHCMBp+lnLdxrF5AL04kfAjRT0clXtGAgQGLgOHHeXC+SMgTlHJcXjMDL+NkYb4o2ZtEoTcFsbbJNuwMmu1aoYo7tU0XZ4/I7+uTE23cUOmYqu8g4/fTb2eRSKr9k6WcjHwQhsRKr91VFuruA4xQKMRpIL68jJA0JJLaz9qDqSyrEqkHXKncbYQ5VyLtGxblEFMLQhs+eBjt0T4+aGrgmicDrJtYtpgygV2Vthik3Lh5+BdVXeJA76p2yE9BefUpPDryNuag873fNPCzEvnr3CNqdiplIoPWDckE51ddBCZwFDt6UNWfzL5RRifNzcymwQRJ2FQcUJG/QmgMbOCaBzi49xkTTtMFoA83k7kv3nrJt7E+Wu2t7cSjphrO9VmoXtwajfdRQsSKKYaDmtCAnA3vKp3iisoaZVRx5ySqFnZtCfSlKFmDv9ml1GgazW2w607ghXR/cty59oHvKRezevKR7KaI/P0tK/EoQar+zICPNgZGD0tEc9tqqYzK7M8chRgLmqEFijoqDVYwDirZTl8WfH9wgV6/9Au+mvozHPG/+KzB2lCw4IM8pnM3H2X16Ezs706XHr9r3t/qrtjDba9rFpvHdeu21liIIy9/Y5lVtxAoraW8VAonm8I3Epr10G6XhCXKhgGblrasM7HvVJkelx/TerdpkJ8QWSb1PLMKkIyj5C72+odWZQf5k/A7xY5RsWakdB/m8DX/KdDVyu9KxacMW0gx/OKAkBxLMR/GDXE9bYWYo2s4Dl/t9SJjblQ4GaDBh9Urm2uKa1GiTmrx3z3y7X9S+4Cuo94K8t3KMREBh92zCJZJptSK1v9XAeNmCWFwI/UlhzySfdu/f/xl6IWav6LLJoEnggxsRqDQkzbiCxp5oSU+EVFlZ7VWigAmradUhhlfvx9pPixQpm4Irx48BnGmFkDYLvfv5KFihoVYLmbY1Q/5zNHgnsuEsffOggNXvcdQOgHEutFYOfaXaffnVTOBOPlYl404OTwsvi64jP+VjFnxySEVJUrDoByBXNjcv3p8Z3ZLpViShgoD8m3Lg4f4l3jfDR+kgVNnDKx52ov2lMkqn/Hwu4AmFYbkYBJbOc6vKhB2PSYG1XCJcwFchRE+UfYfZbD8NPRXQSY8a35BFF/K3WOJXkMy1dpbyk6SGsEt5lF/qdp18+wmmvGg+ytGZ9W3pSWQZC1gr0O7dlFnEKcIdHvQbf/RoZBo4Ja2paGFMD6kO1dP+rvP6G67B++6LCiaiKQ3WbR+Wup3FYb7Hg578i9/7yqnlwmy/FCU+JR0tobW4n89TVDecUPlS342UlSBndqb91TOrH7KXrDZSkVfVaUKBsm947bDOxLK6r8FhVvMZKBvhgIkEeQb6//vBxkaadtXs6tXi4GJ1BLrfCiY20Bk3raDjMeBKDnsTwrf0Q7LnSbpEy1pIH+LqDPBDd14ynJFUFEU4SXtgTAtzlaGKtlX+NIe9DJA2pzRyEGu/LAm2KVr5R01STQ4rKiG7pB8M8Zvytx3oW+sXWvkx65zsd65yKqr6HucTXgxta8ZJhZYxuBgXN7yzyCHmXooM8YP/QimH7xtU3RHVqjvLE53ltLLLfE70smSe8hf8r6CG7xBsb+LMCjoj9GK2UfNh1ueEtFl9xKbAcC3a7XCFyfXPUfvM/S9zmC0KTtfr50qQtSa/OxF8GBrddtmKd72FPCkshPbPq5qxSS7+IoqOBPspcxFGIomgED6Ob8S9mTgSvbeTbH2S3v4xnvD80Cs4TSdv5R2YNaWQROXs7jpPlceX5U/gGtJlQbCJbDrwBxhUvFZd1ztJFTsyStTnzMnqZslihNdKjijp13p/2hr1ubAanBLfS0zsSSN/M2Ko9KmhNcrfXJTPOpvjrMjK+xQ09A2ubWFG4lbpV7Ml2dTl6IUxilByxq5ELG7TIk2xqCSPDt2wUXGAIbEjzBRxS34vVd5HhmWRFoeVtuetgUN1zhQfEzdlhPVNEHJAcxcsNKUfVgXznRZY4DCMJAQ85IDo6f4/sZXPwRyrVay/2G3DloTNCI90GO5W7PvkGdTf6LhSZUFH9qGVH0Q2Obog7siDYubaKNczrCJ8p2zj/jQDlEYzDA+WlW4PDdMvsjwc4uUR05IQIKijG9REwUqAASUwDN9Vmx0suuZRGyvwdugnL7V6m+3xH+2USvrOnInC/1eowD5R8nc6wjSP+zLp/GIrkchjC4JtCA1gikzuVl5hwZiLPJzT3X9DGeVwQD+nRiJF0ns7NJuEHKWADXEW6Eewg4b0mHhXUPJMqpZ474lhb3/Ki8C86gUhr8Sur+7zrrJYStSap9gIeD/Kn6KMCxxgOwG5PGI1ua37Bq8WQ1WtJAMkQU6VchoioOaqRmDCyJ2nLNP+xyYHOw0yJwJo1Hv46c3h240LNrmF5n+FkiDP7/HYsc1KPr0QTRZGhCj4DcsMUNbFp5RX/Kl8PcmM4egAY5l96rqS68ukHBVGytbHWIpAtHSSxrlCTKYMNjyvC1tpLSRUIv/Zg1Oj37gIdWFlQirdqpI6FqECTuYzeSqu/iEzsQoGBkS1vlGq78BugL2bTvzKoK9J2UlQtEvggM2nciH/ut6rjOifJ31tByeow9mubw+xGlQgpwuau+pT0IMl16+Yej8WFJ0/sqEouZH7OgLaJgNYam4eKzIlA01gPQL6BhAL6BW5DAguwzqCIFD/L9w+9IZ2mczC4gLUTt7ELZwgihJ9zybE+wN1cmNF4zvJdAVedxYLiQ3wl36EY5Gtl2PCe8R4+nvbuqdv59SaT9ds+rPFxUjarOtOkuo/PVKUCXP3euXpwxCzmPuvP+ouKBhvEYuQ08heIzn0khg/7V0v/0YUoQrQzPUTeVeys3waH3VGXo2KaYJE02B24XpIteWKGu0WA8T2G+UyIzguSxQpHaCKaaAJO1LSi6WKo+6k7On8iqhr5j5Q+EpO5dolNJ7Kot77iK86ebvKkfRFh8GyJ9YIMmYKtVozrEV2aKJnQHQ7ZwoN4ec7H2kyo1mtYDLlx5q3LUgnXoeZSjjx2Lz6X3vYiA2pKvyPI+dUk7m84t3HpRf21teco2ojuWRl6bbrxPoZ8Fy7+eEo93SGs5OF92kkSQfbGAbZpD1WIVPvO7pbhVpv4gJhMqhhD2H+tVeaiTze5LZJB2Vtb5jO84p44qy5Wl32+3zMT5+nPRM6uhpZW476QqPIRA1fuSJANMvrexfqD4XM9T17n7Pbw86RoxEjxfoAp1l+njTHO8o4sZjIpnWRRd6h6zt4ayiY3LdZn4q3M6qVds6pukO9uNf4r6x60bOCPO21241/ewbWfLKEKgaeTikKildPxPo59EUyJNdPrgDynMmsWLQO4XnyY1gpUc9x0zrE9ZrC6IF8ReyWFRCi/vCf7d5mmAxR1BPsOirACkD8ojVZZWxDzxzzhaZVzUfOD6MnYM9oINs9zIHBE4WrK7SBu9MF+k2PyCPbxAFxX/9qi/B8LJwOxeXLecW+2RAfR5bvs77mPMlsd/KUsG9rR9swRKbEM/99AKfDDEQiP5KjwVf2ram+2tahzDNq6lMJXqkrNI5A/qNY2UjPBDGXieAsEmiDsO2PB99C3t5gHyt33EPPwSwzSTYI1wa3SGBQBSpH58nwtzhScwxTZlRLQR7VFKchVugJyrGJEKL0wXJRm4nWbhSFKzje1vY0AvKwFF34Y+R/94Xmg8wwAVt8qX/3l/UFbQMtlJfWPUm3jZDopPaKFY8SUIkrgDCsnpl9CGmVfE4oneBIzzB+6gpMJPRddBk3HbEXdXwjn7swkL1p2X0rForI74SxOMRhHjdF7ZIqPoUx3ztpl2AulBz3pnRoMyzxpw5PbWV+o27v19eeQSNLBTaJySbe/TpZ9RYqgoaykLSi3J7b7E/mLDTG7o4lqYPWkroKvXRcb6sVGn5qajTIpL1iHD9YqqYS5P7/n8Yz6nw1tUV4oSvSzvd4fV4tXFhMEymTuBktv+Gd/Sp2eZpgEtAkxtDT1Y2ed4rUmNg8NQEibpRfvlNygJLox4Nj8Dziid6J1rZCrAaIgVnseUalj6OtP/OirdvdQM3I4UnSqF4dpw/4TLbnWmi3Lmp5RHBHgi19wYSQCwWdGMLhMUaQiYmeQhhjqa9o8umEUKA6odyfuex64OM5CnxwkNB2d80lWbTuL1LncYuit2v9pPG3v5pdjrs0m6cRwgGvlv4PeN1TXPaSBhJ+ckBAl9Uo0NYxJP30SmHyvJDiVJ5/iAfr+zoruXKyhpYfhjqFzIzaHZrTNBUPQ9F6aBtyXegwDXma5w0JszCOUi2WMTUn3LaqdlS7+a1HINIzucINGeXLd8Iz4HaFW1YOGLhKxQwryFF+fd587VIbyn/o33vAWdzoHDwSbQgFxBPjqvv2b68Fwao4dv7PCQwf1vflj2vwz7Kaxh41WQUfzil4KiZktLFLRiFWFr4flQvogUX46WoYwEAW9GuvUUkueh3tzfwwrFBP67I6etdds/lbOEvLUTTOoRg2rmZTNeO0T6zzW+s6GZ8qeAxaAHO0pZjUamLuy+wlYco9+66EhaadiC8EhRQNyiRM7ehC5Eh2AttVysyy/5V6dWgwh3PUfgUkAikviEI4B8dsq/u2qq7lU5VN/t5QNuCsNab/8YsUrE+KKIEYNf9hlJpyjjQrwOYK1mwjiFBAvUHbBjYnsceUu1whVJVYxFAzwACrq7/hUWj+/G9as80W8X1+BZX59MVGNfcEM6XGJsOEW/P8DT8Dery7VHOSNFFCZDUYl9/3JtL/Z3Tn5RkEpC9m0tKa2zoIFsjF+5Uy2k4iiE1TCeF11gz6UphO9bqgsZVIRhzDXM9s8Ec9OLt0HL8Se91ZLnvc8iDqDplskOCVem8qST/BNed8ZaRR/cwOwW4Hh2k+nSyKA/qNGuDEBz7qNi2zGr8AnFTrE+4HoKGGU85jSOagKasNgM102jzD79rsTpI741M71xX/c2ef2P3X+RPABU6RcEIFU2iFyzWS5OHz6C+B0p6w6swDANew63SHGfyW9JG02xnPybM7u6at81FhcQeD1GufJrXR+YTSLXJNWro0LLSeNjODUrCwUF0Y4lrZuC+ITm8k+QpQRuBF8C2Z/Crm7ZIdvgC4Dm7gD1FG++4h5KQxBV3Z8XzZiqKDp08chJF8B5Sz58bmBOpSa3fQQBZiH09WMRQsiWJlmKb/5rTfjgSIpbGnK03SqhFEz+iXSnJkTXAhowQqVbt38JWgNmGaLbFGtgjBQjAdB0HDfmBewNT565l7cPxAZNRjIa9X+aArm1lvYOa21b594hzGXbfrKz+Vpa0FX/Lk6DbWXiXTsbbYbYAT/3cotVNnuAP6TLwqc68pm8U+nJLww2my6Yf4CHOvVxwLtx7q58gNYrIvV3na1zXFMcFWvGvdtFG0jiG1KgYPqUZ3sDLKvmk48Ur7p56JNmw3Oh6aUvQMglazj35Yg3AIRsJwtYXlAkc7la+ZPt7wWre79BRxgmLGnzHncUe4SP4oHeo786CNDAuyrmsypcV5SSGDx0YLBLeb11La0+CwlaPWU4NPLFAndROpH9frR2myevmo0wmYDZAIVivby0PWqfGQiU+RT2d8xjwkX8SRgOmcF4Tdi4RCBm7/qeqMHJoe4kNFZSBSIf307udMYCp4jmATd1ltE/i9HnFbemhvfY+9ex9CjMWQi3hwFVFHdd2YFMzdPCiEKzffKGksN9S2RT4b4tpDLt13UvLcwT4yYZhehOSxaTz4uPh6PJBgzejI8F++Hjm871AwXZCqhh/6AyZ6WIRUrrvPKbhJ0rdqEzZnikMe1akqOeXtChCSF5o/WEsyZEsAFHuwQEKggpZ/ceLZmpm/DfQSCGpatczDk0401RuGnMmELsV2QUtqG565pIPtDJGHeclaOyHYnBXYtj9CD4GIiVqjvcXYPGQc5cMVZLJ0dcIYktvoEQlJQnrQMnGlR8UoNYxOoVYkXWWl8UE3TtIBs+dvdHy4up1qUAjRqk0PVzV2X6mOjSNNVE1nqGteSE0W4CcKzJwcVoVNaKRHVZkKgoP3wSXEkfygXP4LRnQT3e74Xc/AVgd4TafIZxSnnGzKNBG/i+KUXzPH+UsUyfD+a7IJEblOpP98rFHfKWVKlwjupo4UGbDhy9AOPmN2o7oCEZfuPGG8C54VLHI2bck4F3q8dHDFckNSFpxsVQaJBALyb7rjTx2Ed+gByAHuRV2sc3kKoAgW+nZ/2bDkAyIsfBMf96a9NAThIuvUB71gKytguS0ygaYzIWlWMeK7sgGbOjuZD/3J9Vs04KZoVYJoo2cf6BOoT6ugB9YGqO59pOVwkB8vuqIHrYuDNMgUlG3MeowkbxpuFKfZZkpsaXDVSBYGKJkLrCzLN2nxeoYHft65PvGa/Az/M0svSnqecfJ1h8gPr8NyA0Rejlnp2DzpB8Vyji65lnzSkLI1L+5wjhI+kaYLFUMoBujPeVThS1EkVOUAQT0QZKB3qLzJK1bpy1KF+YV2bA104DTl0rlCakoxp334hvczFf4IATRGVdRWQyRyL6TOS9Y/uhJ2lLvdCXxZSG07gqIpbK21Yp2j8mhlZ8brX47nUo6O3eUWlJgquJLTnATfli4Z+qlLpvgy6tIPTtt9XjcbWGKQlYP/aQLeCLvNrameBKH1w4kjYJNwAOxB1qZHtHPkYhJXQepyt8n8cj433Z8I063uqz7/x2Wxj/DZ/XyEv2vc+JYxvA2qnp6wGgbDOai5MGoHCVwanqofrzsfRrUHsGcpc7Nmz/6oAp9/i3MC+QJ1do8OPY38nIsMiy1Gv6EM6y3hJadQkxg/rXgTRHddudJIzUBXYZP9VbljwMup7a0tqJnKY9g/YIxbzc0S4oUBGaLlU3Attf9j5zeP3FQmVzpXtDsSujiF2ztwT8z+KmzvIkHmo7OyZ4JEZVLtIjM3HWlD7HpCy9hXuyZTFK6nNGREchy4Z5SNHvffdPYJjUp7pAlGfAsb57HWMo45Dy6mtVlks43RK4Yp7vZKI44L4qNeE1NWcP/x3y3ZpqZzY8lBZpl40VjYgLGMZDwyPbOewA25UO1K6tk4xv3b0ZK/6Hv8FmWueOIjQ1tjX4RT01o2q2sBk3EP8BeA72PmDvEAtY5oi92ZQnL/XVQQAhB3bMgY6STtOODZj2Sgo4uNSBYHEcxlviZxK25GLEhMr4067Xhe9QdXBsHj7/SFwWavkMCymkVRwJ+nImkUZGw5wCl1o+NVGcnT8pFo+zVObjRI0WAEx+uFKB8g0jxLhWwJAboMrocs3278JD5TQwHmPTXBn/9S19Tvgtlyk04sAK+oRVqWFNJ3hzVw04r/lW1Dl16eDZ8QNlNO+tq3XcfA0kq1cvHIXUsvJ45ToJmKQ16h9SUM7b5pNCHH4g8hIg0/THyu27OBLDGF0rbKTNzTd7RGMi4g1vLIABkHnEKmIng3dp37Nb/rdKjkVhF29mHyXOX+cFuowAzwXhzfa/c/sgQ+ddQyNDU+uxX8tE6fedfFaLm/LFW2WWJueA2ebhFWqbjmwozW4ewVl1Q5ATRjsLzVxKa6FKA9mgbFje6tin3R7+VvLvXdszS8m++4HLIYWTyHpGFaoVj7+QvYmJeYKw4NCm6L8FJ4kUDdWfUaZGOtwUhknMpP3l06DnsbdpZ4l/OuKTgIk5aLyjyUqgFUsFk98LEJKbrCccZX6Oqsf/a5Zkgomob7pbqC93cdzH8TP8BLeLsJWRB/eJ8xRTMzqRgIITeda6qumxxnNISYT6lCXbkhcj6ezR0e4c5rsuehL7rs6Oup3LovlDiMIWHX2meDai2VMfDK7blOS/bJhWXdPIWc+hvmgUZTSOD+ebwfPWh7XjRTGdDWkG/Cm0pySF636d1z2JE9NFeq0xZQxqYBY5f68SzT6T6G+m1ZGe/i9PFpMBtjn+gq7ohQF1lbWG5NUyAn0mD9mnN66ymfBpdbZFAhNjtCvBOoWToPKMqbe4HjZ5z1/hIlVa9XbSdp9FnKvKh3BQm/zDBtFV6Rob+YxJ2pjQfFD0+/qlO5oEcMwRmIWFFRdcR6k99WqApLl6d6zRcv1YClffdADWAD9UGKsv/VatK6wnyJ5p9GDZaZ7AD4cjDU1MSVznPBDnwV6JseXw4dRyp705Bk38YDTEJaL4Uk3aDNDhjbGYIbpPJu9seveL/Z+ifOt5o/nAl/o47M+rN/fNFEi7p3fVU8BGoWEQmzE2O09Z4tGGMZlAOeKijG6NE7adNPVqWdxdLyeD2UjXfqFoS7ryFcq6e6ZXBPJwNg9W7yqL6MJl3sQoEuZ+BK27dOOj+/ZrCW+wx14JbJqOU+qFvs2CMwV/qJrOSzyDfPhpTPBqpQ6MLr7uFdPoo+PI3Af9e7gvUILpgAFlb9okD7uZCALnSTVVEuaYiFR3mRIDMuHdcy6iXjipOGrL/O6jT77zOdAhKlgZ6SAVH+KxbHO1xZ1Ew+FWFPzwpaWmne51GT3cUntNUrnmp0mg4HLXPXU730QRiCil0CrMtciEjYcqapQ8COxzxfFd4Pms0kzWDJEBN3nL4U0PErbOqfxoiEyP4xfZybXfXRyvSoW1jXqxE55ArmuDCiBW12nWJ9LxAcl2AP7AXXVNmlrQa4+OcZnaU0Du8xwBh4J1c6bx/BfLyLYwmhNfp9YnNDu4Y8qiBJqb3TJ2PB+LQyCwqqeR8CkroQLZF9ihT5cJw7QLxGden0AtLg81kPF5d+xHiEKLBAc0oEYyaN/ZJQIbjyfQkxmkd9NhLl+zWXrsbKj80PLrIgyrjpghFHbr+NQ9Z+jQc1fd03Dj2ltDWalfxSDWkw8cvoWvo19CCN5QYzPGn4Ki7/MwzdGUDK/l3bIq+uSmWIWcnYnNREeyaNBEwh9JOlh8yON0rmSEuHBtA1NN7takreplwFqwK5njQ2JkxL3Fum6kSUWOYC5O0uT1/GHOAUjQGj/Uo75Tix6Yido9jUzjxqoLHcyEeHrJ/KjAOo2bsdNF+MTqp27ZcREoYqTT5DsRVh3ow3xvoP8+C2lsHiwmHYWs2FIl4osdZ06VNU9PZnbZnveekAPlNJDNbobIyOvDCKYFfUARV+kmjRa0QOfJk+D/FrWivw5iY4OnPkIizk/KUvSjJa7/VaPh7AK8L743aGp4DWRML7nXa7RdLmc/mWnO2ZnPDipYvHCZvyzjqyJiQkFqPwUyWC2w/BXp1FcncZhgKywBGgz4knUfLXdJAkk9IlRiQbJwC+sw4BuAIDq7EWHMbHvAX7JafZ82J+3pLwKpBTh7cJiOaSndeQ+6cvzc1XHbJEtbSy1KfBYceJEcTPmxQEc0W8I+y3FkB2QQSksHBmH/y6HTLPr9WAfjdZJTtUY/yjC/6U7QWbetL7Jfx8vnkDvwjEX+zpDemi80IUsBpEvfHZ3St4WfN7tJxfuzRPpi1X8+B5ja17/WFpAIxNVhg5D8zGmtQooTkAIhi29FZXE77gKgtdNWSiiCsiDmrwDBFA9ek8YWwqnTGFZWXKQx29WLpZGTDze9aoywYMbYiz+fuIxCiopotAEDwRZ09lAlS+RuGLYhcjXdxe/gHOYkElITy59tx8tERgwlWjKo5KXI2/lUWYCBYOsYOSfN46kFjrMapvrV+5f8KlwBfi6meQbcZRMzKosP+E1j5x9sXB+Zl8tQbg22uuSw1oONexnE9uG6i6tvyaqhFD6S6VV3mBqYDavRn0qt4YXmGOpeFQv1axtKJ+VfVCqu9iiSPc0tKY79+ucAZWA+l5hHYFlPgjoaP7gMzESih8IejEV0FBwV6iXnmSfsYglBQU6cnosYy8u5mqj8PAsauXmZP/F5EzCT9d9i0eV6SqFNPx+P5CbyQQyQPV/okn5dDG4jsWIyG5b3wq2n8naGaipiwdMdRT4bKoQKGDNLpqGy/6BgfVogZKOd2ZfXKxF5LjU2A+WCpFlFtD/iXh2Lf0hxZ/vGWEpmhJm+7eQhEubyC+rmUkajI5NuwHdqUyCbpJ9RcfBgdPG4BZAhR7OmO7j0TMVuMyuullvLUimSL8GZTQMy7QZ6G29affi1UTmFmWBRATmnUtZ6WkIqJX9iqYvqhDBAsFFwB0XMKYAJSTd13Z9e6ojO8AZkh8RAgNNaahvjyRMF76h0VeZD+CVh5Y1lqHR8f3aLDbrAy1ttPdBa7auuGig24YiTRtuPusEyTbe0C7/TlSqfTDNVGn8Xop6vW4x1JzeHCXpFtG4SvI8abnfNKbzyPg9gO/or6eIPsDE9wJs7Isb5V5QYzBxGDcVLs6Fwec+JpWVr5g1I6C8Lrh7GhckgJ+t5CUvGEi02NkDZoxtvkOeHnwRIeK3zl2ffrBF2kCbknBvPtPZ77Z2/Z6sViqq8V5T7KpQe5aYay7DvjrDXxzO5In/afKo22gFh0CcLY9zsWIxAWDb7iUEwHWkdqaxBvlhGjOu3dYAZQ0ZWPsgUX3DpEs+EcU1OwYtvsaFrcfWWjFcuXA550mV4M7s83bI33O69h6KLrCxQ5FsXIU70IYi7JeMLXPy+t/ir2cytIegg427d1yZzDVB7XcJzOzcPJyi+RM4JtNj8hBqADHK3OeUzoedwvuFe4RPud8wKHoJstthThZvKTiLYxbws/kuQ+QIQYqpuJY+c+jsfs3oQWazk50R0JgxuC64yTvSZB0xtQs+XFHRbegjB3lm6wOnmCB0PuOfs7Yw8L4I9CSIP0B7wrxEmae+41uwdgpsNhoWgl+ZRmMUbCyiLNaSVC0wXpjBeH0ueAltYYq5W91JHoQyOmKRC/nhzRYNl3rlNNRFYRTHMd3CWJGiBDkqv/qOZn4TpNsWykLpn4z/VniozcaCCLogxg7DrXPcdqgoQ5Hwn4NxScAVr3pp8raq+VtyBErzxKBKVeIgfagskX2k6plg//PDvKwsVzO1VL48DrqdAcMzRu9kylGuKubWJrKutJHcgrEwtMVCJhS9dYtpyR1oFZtJwEPNGPslU4s2g/GxDP8dq+PvcMk08pFRRajGxN/7MoWf688g/6SHKQsw8SZYbF8qrTP0KzQBU6BTL+0ir2fhe/kj3x6P7QtNDkrj3920Gy60con8nIXfnLGzLGcfLzIb5wLpxuTfuFOgRYkNf1hveLVO1XXK7hY6nu7eHzbEL8bSggyNLwhxrJwDyau2tj0UxMch77o798lU2dPJFl6yhF90k7nEmB5nJwF/s6vqFNJS/RgxRFeOA3sGMDdXT9wp8BOrRjpApVK07N+vSNCisuE/PpXvurhUMHjeYuU2KcYw1BAZkZ8peka63Ks8izZ8ZN2n/EZdK6DxKH3zEYVvkPQRunIuZQfBHEkiIDi02mDxMmvMoH094ahvsC+dCIQR8OkhpcPxy+mgrbVFNUWZ4c/HOHVpjpXwhAR2D9g3jhSK17mHMjeTc9mE7dv7A1AA5NZD00Mo2cjPhxTeoe66EUwfzeMTrPswtxnxmSDUinrf363cnYwjLKTyaDYZ5PXFCnYvlt9MuefI0qU9lD4IHSbtGEXtkDWK4tawkLV9w1bXPgZlbNMPmx64KPJx0dbDYwIKPpK9lpSdyyFUtZ4sqT4B9REijZEZJzxREkAiLwAnpd4NUisNqqQewDwVvtDhf5aLMJUWh+6THBAFAH34yYsfkg1ojk19fNx+kBA3rR+ORsBznZoeotl9gb5BYPUOKRs++sVvt+7IxI8ZU9bb/fXXOdPds4LfGSgSwH8Yi3PyKMkIs70gQ0PLvoaYuigrF4GbSFz/ax1eJw/pCkL+jsw3WaQpxX6mNv8tAW/3nbm78QcaETqS+IuKDG6pz9lWzuYu5DYbkL3WYzt9kbHy+fIEaUgxRS8wywecp3oVi9xrsFeikssKcwPDOgnmemCvsVqyBgVNnrRDSnolAh9Vicc+ENQWn6mXxty2UDLxIZKH68LgV3uI4dYz0NQWmEgIba39vqrAmgtY3Nao0P7vvBgcmbdn3J7VEZoFU4eJIgS9YJ9/VtQazQaP7tA3Ug3bEJKWozT1NNQPC1GoVu6Y5nT1o5cCyxqz6XNdCf43sJfwXadmeB7IR3Zy4jRq9W01sEWHVDsAcXic3XpcUXa4QzHgyXaRb6HzKgQ2W9iYlPPWmpNi/r4EKHtiCFNSiuosVKJvSP2uIwZO01kkfLEqwJTuX6jxqJxtPfPnvDMprNTw4SELAG2aZMbZlF7yCTbmdatdUYVmEwkj+3RfjBw8WxWqIMGLeRHbjbuzMGkQQxv5HM3jRc7gdBZC6+1wBm4HHEjVqF+fvQNu4i6Ki2ZLOLLSA2/jSokIqENCRrrW28CtR0Wr1vF4eum4tcvRlwee9de2xiyRJULATp8rPdcdkT+B0Z1yBOasyeVMjR1J5P38W6Ah9LA9nQTRiiEfBIlTExDObI1bhua11DpIcyDEwzsNQ8xxeh6gxBlm03EXhDH+HncvDBxdzpWVE/MBMep8OXDmKGuhsYeyqZfOD6q+VmVs/NZ+7aLqBJvYNTygvrHZQKQ6lvvOsy3UHTBUIpba6nXQ7Hw18cfp3lqXeS16+xjp0ekoWoGZZ/sK5MZmcT1a5i8PYju7pEPOunOGqp9/b50xmOkyAu2hbbpPRmPmeEeJGzxY7u42SdK6Hy5gjzV8E22pKrEu7xVD1hhlV9Sbc6qiX+QWlme8NC5+JH18kulTPrhtzduSq5pI9YoPO1bd28iB4x3r6DKgNbtFcIacx+YQlAVRg/nQT4+dCVYLArCPkEXoc5AtsCaFUSYzPK3UJGTgGNkkj+PlkWgsfr2VTKs/CrqZ49GxY7fanYAqgQUN/0EGJ92PemR3mSuhO913UhaBz3vWm/atKs/wUrrI7J+nPvgpaFkks6UUhvcURWATzyh39oYQCEfQGw23NwD8lghripPH912vm8xMG1/pXi9qVYmTgbwI9pSODsCFE0ODubJCAaEy1xfY033M4Wz5iW/N2qRMFgMNEJ5cZohBfhACs74d1iP4AomG+d/5ymw2SUhtJ6DB3ZICjzoHMo4M2is3JnAXQrlSVih3Y6Gos7FTyNS8qQETfvyo2b/OZRO17EYevZjDCsWVxClGqakcU3CcBS6OLUuQoOADeR/m9NWebibfAOOlFbiFoy+gRjqazx1MCz5pTPBCV4vwbiNvoQcCZFrs6ERGpDbhs5d0846zRWq3r59893yGJ8hP/HsMFwXxddpygs/sLZ83xV7oHH0P9FXNo0GIKRNvlxIo6rI8kdxqFErMl7c3B3wtVTnGcyTtZulQ0sysjyF2J3NiyoMonFu+TuYGCxkxR/rvVAaWOfhHMrkb5xVGWGw9k2kgOcp77Y1lWfFI+r4hJTYHrmTKkK2lHGWM0stxO07NYmaP5aRMy4DSHAqAk2CCfDOBH+icAOUBKmQs5pm2/9SgMQn/gLcgpriQrVpWp8brZzLSKX/Nk0BWXRJKf9uWPc1+wuRzqUJN1gK6Dq71sNZqF5NnSh5fYsQhZpKVBYE3zxpzDEcSAXlFkDN2eVy78JH9NUGZ5JflVXx9EBVy65BE8944eEzd4r8Bz4K846OEwDcOXX08rMRUPpv8tvqcnn1LZWe6PSKbQpAH0YbIWXgPgH/+PNYakeNNAcDXyOmdOLHKYYxhE9E9mBq1afLO3XMcFFkyVSOqnRIoFLYfiq5/1iTkyCKehL36GUrhOWT53IFPDM5CJfU8iw0qcaLE3pXoTADFZLdKg6sDt7ieWZI8p49WjvdKokPbS4NU5afXSQYLbbKSwlNT09rrI4KXmWR4dQ+RgMchLOQ/XbM4M+DdyH9QKO7/yrE6N0GR4rMMCjomZklPVdBulx7ak3O9JtlAc3k75pq/xgX2HdWdmaJE2tHivVDoIbwq3TOIC+fARa/ROnaPGUKtNHyX3ykMZb3H+L5/diJDd9p7+WApXMN+M21RK7YMSXbjEWmYXf+R+XnFEn6J66O+ZYsH8FQtZ479bKv4Nar5pPfUJE62rs64xaiTb3Cfbgan3DLxkDvU6WBvkH7raPJ3rmX+0fDdIRy2UlRru2VP+/n4uAKw2zzsZH0OeqCjuNF9BR9G0pr+p6y4ioWxQJSieN7x7sSQSs27es8/giKf0mvXGlUgHP/+obRgbLWsdsZ45DLgy/WDZPpubVWx2mDplHQVnRuZEaK6Oc4zqP+fSdYPIyf90mFeupDj/O73kKImtgd53sSDBTROojHsG+VsbciQBGF/2PdwzTXKk1tKq5C6YA76N6HsdrgleEd4Le2ElZhZ7u3KcxFb01ek3xtEHZ54PeBV+XMoG4UJFrGE5dB8dHK6cpg1rHLw/Vp7fD+Put8egTWnt4/z/0WwOhrsXXKaPHGPK6XznIldudJqcQkFRlNa2CTyApzSnnezrLht5lcNeQSdu9jWlMW8pwtQEaSpmzUcvw5Hu3ul0NZg2Cz+Y31s93gESi0yiO9aku6jVsDJZhJCHzh9DFACIs1+6EXM7COde3CgfDurkoF6t6+af1e0ufBEvTU2Vy4WZQWg+bwQ2WhLofMjo841PHXIA1Pf3gwIRYB6HUL6TDe9RBj3beZv0w3u+hGCHFPfRaF8bXUaCaC1RBZD7uq82KodO7zPtSJmQTNfe4zy9yAAs0Iqx38KNdvXsoUELawgKaOBlgdFxUUJiwquaA8sHEYiu9qg0a9yQDUUzrd9DkSAvzlqcDV/PtV6kjCgn7TRSBL7tCy5hnnyZqRje54B0qH8cej3yRkE1siK9OUYd5/KKaqVPVPWkDxnXAvPbhqtFcN4Qy/69piZ5Z7xGuvll0LoOiLcwAJkG8sZKE8EKW5URSwrulXy2+bG87YN8PQDPuuI9s65ecIMGBvA7b8gMtTe7NOUJSNDjnS828CLVU7dY+r0R0Rn/ILw7O96mG+VN7SB2C7iRkRwwkN6cOlXI1W+dNWJZfvtmtQmC+wRoe12+qJ91iq7LmtfhLOU6QL8n68JdzMTiyveAryVFOnRa9iqm7cfFHBWOGhCvSihb02X6wDA4XXkXWJjIw0Ss6P4m0S2YclzLoYiUcQdpmkav74gYXIsFwnXT3kddQSmP5IcCOWOgKhoj2evdgeY3kFd/n0dPJOjf+eIulYavk5RBcqgLm3xsNJ9LqLC2REWmdGlIixxqtr7kBHMYm0VJ3rDclh9N3RPUeoEB+O5wtVA8PiKWvwPm6UPTtXbdyRFBnatcP8ORUsMYPLkNGbtfZubDARLvM1aV/LPJw+PkNplEhfcKW+ALw7qpkvadNadADizkld4HryrfJIsuYypSr6FWUq/ARX0SRKdgi4urCLOgwhtEsUjZoEy2Wc7nmGe5T/1VrKE5MK7dosel/e1rcHsWwpSj4UZUrT/MB5c1enm69x515KmonK/NY8oyZIDbgFBwNE/83xVDzjar8pdDFFMIXZEARfCkYeuykMw5r7QV+3Acb9saGgGTqFNZmeaG/fC46hphgm9cunq1sc+hIUidynxqfDx8uyK9R3WJEtLeXgZ/VIqrbg06lThRThrYO5AwZBdvF7RXlIZYPw/Fj7Dw0MNeOT8qQfU/YKOzGhhRf/v/W5zTLN2d9G90w/hUrGON4mTarfpHwVIeD6UXNANJyYZ9ric7R6VRXwbSQGJOct6MaN190z5H45OX/CmpQ5iSNpehwHn8IKgqQ397MskJfhV3feVRkWIABrwqbKoIQBx+Lr/eNy/sT2mn8ZpaUhOFYYRa8xml8HlUNvxnOgZTfrzvjtpVhqXk25a/4ZPCI+Xg0e87lGTSJDp1tXdtSOqBLMZEiuCoQUxybmA5B7BN5+lCyquokM5p6wqKv5NTYcx2AZ8LPsafOV3XgQr47eDD0sjpTxC4ZhXFRUjQI6AJQhrH57iWPMXZ7LLFiokTLk9fPPNp/Bx8xn9tYb2Rs9yhD3krw29/KqAsGy+ATcagdDa1angHugKWWZfTX1gbKEsXiETzS2xQIE8oGCJsaztAJTp77QSYqGIeM85re7eZbdtw31qDIqv6Yt3xciKwZEx5NYC/QL7AFBTqvh3eHOVwO45rKwAZ4VejbIHWTB/A4dRU563q/31+2Rq28QViEgzijCsO4e946YC3O6wU/r0ZX6awJEKTWMhp+VLJCznzUQ5tEyXe5fGEU3JBKR8sbHBYsVqbjE6NUBG1GNBcScwkIpt1GWHjpQMasoYOTzKsW3DWd4XO0SToaqkaNSkfKaifR3by92zoxI7rKjeAqzplzOkKXjDfFY3sf8bv8L8vrn6whkJAP72xJsa45GqtbhhsqLcEWe9dUPvKZxrBGXkW6FZz79PX2c7Phf4ZB3B3uuF6SqZyyO5PcGBYx0n+X2QxK8+ECG+Q4i1KgkwA0lvPUOSMjOE9cPZhduiMTOQtYJEwjppxHJ6cJT9PobD9p72l3khS/g6ef2tkeD/8z3l6jB9r2kCtU/j5QsUbcb3bq7SOYZvyFw7j3+zSwQq+ndUgLx0UF4G4r4nUdTJ6sragmU+j7UQKXJlv+2SWLNOHWUWcYNuecuO/5SccNpqp1dIxL8+ccVinKqzyeCooH0ndXB3ylsHifbPpxrH5hJMDse+fybpYrysC0q/oQThnVkEhNjakwFPETYv5tEtXXJCyvsE2JcoR2xnEWRtf7GxGL0YmtmxqYz88tcEAsAF/PNVjbb4KlSFPERYGbw5277s9IYZwztRgzaZoXvgsaiGmm7hRvIuvYfaCVpa+PK1sq6MNsnM9z/vksrfoiiE7P2dMC7+ROLoEXCa0MLkqyn0jxHDstn7MFGGID7XPg008VrDY0Jxyj13LyXFIzrXZEWeSF2xFcwPIYUAauCVp4i25tqBFpR+gsnESbbKpbL2K7qgRKuOVW8QbUWgFMC9UWZ0+S/bTUuGEDmU5Ztu3jTpFUER5K77bxwQ/gwpEiV9LTYJnNBbGrLjHHRAqGcclNqRj++81mOxAbOQ79e/jEdkXR6RFQPN1HAIkMZFNf56l55F0tsmQcVv3QpCHxNi0eqK9EDbGrNEEymPezseXboQFx180cKjNM2U/LqgrnwFOZv0/1L3Db7XXJH8g8Z0FvbaP6OHowFAe6hIIFBHt3Ex7A+W1ulcknvrc6ccoXSU2G+2WJ9SUdPSUlfaAkqI3OJYC4pOFbcH/Sxg6k6wuvKT3cCrTyYZ00j7VEQKXRan9p9kNE2GqjBnwRVzYkyc/4hWnd4zZMzWDlDJHm+9v6fabpIcBLA5acn1U55JKVYjP49rf3GuOWC32viV2RSG3jFAXpRW7T5ANY6hjhI4X1ebl4408JXzXqSms4RtdFvfxcuLYjxVqn5X+GsFyEFgpdDPmLQ6oF+7F/f/EW7uSg66fiqxYTL2UU3Fz2bmJ8ajQ/E2pDl4UTBTl54eAMqtWq0HqRTfNPnO8fkZQ9B4+2tymT7NmNpw0U+lQBYveI0Pe66Gf5IBPUiE836DZJOPLhpWe9Hy0fvS6aEy96ou174AkogZb9ohU0W8T/pA33OQSplvSAyqRCBy6tZKFrQldCANNIQsBLtbz2/b56+/brGU7I+1HbdEBR1cIrqR8ZD8k2czn6jglyWRfvOUIsN9R+P8bfgJVq1M6Srp3aIuQlKPvLS/wcHcpzbwIE3mwfvg6M9NzTcmKIhUd0CYmSBSHfElgeDjpB2X9NQ/enNyDox57Q6IxtPG4d3rYmvUSs48K36k1z+ero07cot2Dv2+1/ENyG7oC2VmUTkhTTr6qajoPWxeN+yawe95OKuHwa++fiBLUQJdVjqX3CFOxlkJIaZMtzyO5Nxj1cp38zT95aMj4ew8k6jsrBrM1RqdGxoD0SE6vSrbso15zKIPDSm0rNYgZA1RifihWvV4jfrGhiv/tEUb3FBfVOiN8EN52YD7F+BoljrEqsIOg7QjzALCZPcR5spLgAaNGhZxf4GTTzi0StVZmdoM3h2bXC5NrCzqK2fOH7WLs3KKZSdiKvspoP0xcz10NOqaVqelySIkz4bRASCNKem4oNvcnlkfQ1hPp5ELFmyy2DU3CQugujb73c0lEuTZ7utI/AgdpMtl76WjsIln1Ql1eWYhCgMzVKYgoRL3kjtz3CjCzZO9LrDGJ0npY+g8FOfO4GSRuZrujneECPFLRqmLE27tfwrhj1qmqHtKiq1SUwhb0TAYQqIF/x8bm0TwqQvHnQGAaWE3OcC3X7jHJFJtQldjM9XtmVrcWwh4gGw2J93Tu4vZQB1G24agZULYJfuA3B4n3DcmQ53TsvmvXN993VfSOWMkQCDdqoZ1CIe3yXLRUvZ2xg65ep6sSnKS9vCqNTmexWXflDQJifX7sT8OiYH32BeSQoN7H0g93Uv1fLXjyWCf2lx+2puQiQOWsVmQE+kgTvvaHUrbmoxHnk++W3cyvRIolRJ14uos8dufdux4q14NZ6jvDtaPzoawc/p9mjaidd9vzWmr7v3STkBX7vuUWM5QPuyIrsC7dpuYU7T4owLsvlZFQjqHOTMnH5bty0Um+sNRER0u1+WgwmXjVY2ClQLbIr/nV3rXW934lzLB6oKQ2NL1D9yeJAKXrBTmtKk4PXUphQO/hFpRZHjOH4EvkNxFdfzkZfP9AozdvhSLfIGQoPhVhr6Z3xqOqYA5jSYENLHvYs7l8KqaC+zqmW3MEY9/M6vl1a+B4MXGFguT8A9v15KC6PYE2aEot50ZLXBBam8SLcaheSdKR+7mj389S4Vzv/8n4qieQKzLpdlYv1haHBCKtT0ISMyq2ThEhlTkD4of8WL/zGOdatFU/N0XX+hIydt2wFAfXJvw+zeDu5dbzAgDsh/B2ae6/6O2dxrNEBdZjTrg2ke4TqUT4nr3ydbIQ02mp49WAPh3YZ2WbezNWGgQxefpK2AGMJIVwZZkcXqtExczIymT+a10eqoU5MT5sbckDOvk7DQpiQDCaKI12crpDrJViJFTvifbGUS7SFCyKAsyf0zVaNsJXRVH0j9zu0EuclBwC3liPxWl8m76Nbbqw1yAyVdGlvrn4VzVrDiv/6V3lqG0NR1+LrXbCjUdYeRmYgpybkUCLvrGI4Tu4DtNJcAKMmjnt44xwPWsHUl0+neHd7P+ZXOP8TxfPXknpv7FtxA7lRk2oDwnz8fO9OCY/rEmVA+3v88NhTidJKfMZqEec4guWY5g1SjCTe0GVZywSC9o4v81BJ3Rt9cK8bbHBaNVgrM1xrlYnRD8ditS2qfGz8Zk0iwg1oZvt4g3E1kOApy1XjIZ40TPK4J3iQq9jmA4T9SEg2LTmdYCM6pqeI0pP0gdqUWMkyrSJK3zFENIKCILEeZapbB008r7zcD7i23HHFzgV5uYUlZAYUmtIEyTUq3tLgL8dMjK4NDo5U9VYpF64DnjPKSKBCPUz9OR6s40eQU+jLGRqqEdWgWb1caMTYpcaiUt4rx8ymmx+/lRFxyS3njwPgy4LNOy4xGqKD827I1X4gHMGWiI3OrjD2tjd0BalBcA/ix5qQC/ceckNQ6oUot6zeJGigXfq0UVWxXZuhX/xNpJmYaog9Qttc4kdAD8oXbPiWmdccdK5e8PBoI2H+32h5jXzVP+BTMcxIZZw3HnAijnmmcoIKK64qzR99IG8eoGT6EYsOkzjFRgwjEvb+Ic6rd9Xk5DuZKaMe+lzg0elGHeajtbFo7RYl5CaqQq9YhnFlZBimBqbd2G8DhkTtQ2pobbXD6yij8N8GUXktOfZPy7jNbP4fsTPOCbDsaWw5ljfZmv0YM0oTsqCz663HuQF1Vpo2cpH5dhBj1CyX1bhlh96Tyiwvwwh9o64hGAyxcYsD3C+2GaL+D0jHPaIoUC7N05uLSihP2xmyU5WgKxzqDmRGmxnUAKjBL2M70g1rORS0m7uhVTr8+KxMMGVEjnQUKRp+iS+PM8Byeu8Ikspnnie4YV8x3MML3g7RMcT2ihgXlW29i8DH6BqC6euicByCNNuk03tVfpyZK0dsvP4zqh2RPUToJ/ARd1r/5MUtY7lt5nQQOLiXxVvbnCnrE7e0a9hFQ2iFy/5QUCZjdqqjwGlLJfSfrN0DIVo0mmV0aLp1i+bEwl5X3hUdeK6wnxvfX6fWhLakYYRp0I8uMydHdLWPC3tGln8DU0Jjkhol/WScXLoUTP+fe6cZxsqZYFEAeqe2+EB3B5BfV/Gx0kEglUJqfz4wR4kDvxWc9PWCev7XSQKoLjY+G7cwvTPjjQzlyrN2KI4vfaALKqvSojewiF4VYzr+U9NKvHNfevShfvfLVBj55BdqvMREoR9E3Ok0VDjo3XFKwgivbbu0vU+SyUa3ZK/DuzKH+l0YWNY0I4T4l4DKW/K9OCVQKIpRMBmj0bKE+DsUGNqYCDk6IB3nUC6AhSJ++qrTjid4gF5A0KGNBqEm8XqyCr0c9m8mHRIY75xElgMLpLNqZSwpUaaCB/C9Tdt0+l/+5NaoHDssUjBdgormcUqh7MzSdmp6iDBD0x7nXKylEvM9B8a+xXsZIY3dqp/AbcfYadEl9QRa5kucNCgVf37s+20F2eOUf8FmpwqUrX3T2/jL8rDknXzxggG6tfqaRhtkKFZRiDbalVe29ZY0nGsgf8xZxuRMTCryuzzYnI+AgsHa9V+eOs+QfVIxM6r65d+EPmcSSLib+hyxYqr1NooFP01KypqbCqAqHlmHj0FLOW0cJ9Ot1BKqkM4EpsjdQOGq5DQN4X3HpYXFVbGCu9iZ75v/netwhZB119IO43cmdybTfTYcQt4TGCIdDz583MS+ebGtAzTAMpGKrMvisia3U8rFkRJYnl/5+OzaEUtpF3A9ldxzhZYNUgeme3hMFG2rJracqs/GDY4N14Ka6r5ooYMBgE6wd7yuLEp8hu+mdDlFETF7FpwWYkRh52PHnoEf9jDZV50AwS9Tx8Tbfq4qh6NnKaS4ENTUgZn8Yk9IMtQ/745zl8lJcTnxBXbBeR95UUX8LdexCnnlinT6B+XzKeckYoVixx32s5xcC2ybJ7IIzUj3Ht9eRz8X+EQom916/DcLs1tCkORoy6zRZALNKnI/i/QIDy3+TD06kNCNAQuzOu50G9yXcvNdbK4ZiNYdGCJ9nL4i/dAz4tjvdViCip6zikbrC9Dd37BQDJC+Ar8QSasOG14g7cFXhYONQ3+r4muhGJoOGDiSX2k87KNd1fbnYqrxAEi/DEuYtiaG4T5qUQSAVM6tiOYdqLCkfc09oKg8eEiB7vfbnSvPFS4yT/ZntrOS60j9NlrRNHjs5E0FZ+IhDXEIUlMimozGDgTfgS4LAl5J9/P/GP6mw2idAkRx656ib8Jk/5/PWL86bI5pYGm6WCphpHjXrZXw3Q8YHVTNqhWj8DYIfycJx/Jgm+eZ+TKmadt7a1U4u/ybs2qpecJwrBOadePHBmzZ5HDyyAREpi1dIUsBiyS371GVYdYJpmn6Vus9a9XXblUT6kLc9TE4wifFuhn68L8tMFC8+6ul6EdR2JYt0QiIuHvNGU/QQeLYd3Ym6AHv9HoCV4G1zw4+EKDyHVFYBH5D5hhWCQbx26M8AJm+LxlqGvyHCQ7bpqwel9J5hXB0cOS7OaoOP2q/rkL6zhs+KDhxL8ZEtarTrvpl7qhKz/NKWzmILSuAkOECqCJbsRZfHRL8oe1eaIXecZ+MTcCbbSO7X73gyU86gRQR5eaFdZa+ShxF8bn/QYr16LLf/R+8/LgklMSGwcUeziEummF0FBzrLOYRajaAUesfegi3h1OK8JA0yUmjwUFjnaFkuuwGdZu92KGvKZVgPxEcECNpGGvMNSiNiSSYD4co0f++xxzWSFIulicdNUCb3kKfpwuwjnMCCQoXEcPNieHTMVLvI0Lp9E6VkZs6EbgMSbE2bU0DxcFhxBVUqzKvotGPlBYGnrq+AF9ZwEokQtqRV5cLRuLK1jN6T1erUsN77ibCCSzL0Jp3N70larHYdkN+tR4j7nUvjFNVNQIIobBIqQv93a2z03kXyslUhp36hxCxVYcYRwGBrJJdDse0oR2ECv87AcYAx0FmcsJOWhxe8VwohkRN/dxK61kdqTDFsu6Zel/x4eb0hT+w65kbk9SCKEf52f07ZnPgibytxL5vXNtmuNVxjwzRf7fy9UD8kOzSIvSqOFWDF9yHirTGu3j5KbmumchUjouDmQnRxLWK4lwbfqnjXCY91NmWbuHZgg91nD6Rw08lqwbzdYlPMoIQN0RMaxwMQIhNGOlbmFJOqHGKaWFsngRHzouZnwODfB5LvgA6NFsVuItrfqzs72rogG5NT1vrnvgkpP1YOEOBCU9HZaSjMw1kt7ovnKamB0QnbyMxR8r760VgNm23o1A1IZZw6ri1d5Pbz5ulG/TDajDXJpm9fB57FgAtgS0e6DA4e38ECHW0kN53gjo2rf4gJIdQqps47z08afBF1juHl3/fZKSX11KCYBoI1HZWArQX1McKKyOoq1Yczqi2Hpo5W+MU/xxtiXAmuEg2jMVEKPv9obBMEIHVqJOxbllO18CqDxRBhXlzKYLfJhlnJ9mfA6EnDNdOq2g08Uq/RLlgCP9hMNLl+DW4pwyUsVxkmQywmeYYyNcrXLwBkdwhIxOd8EZgX+ibtsUlSMsjhrSZhNjlUHQYlNEdv0boKxD9lREWO3vxqljv5kG/T/mPVFtfvIcIvgDT7X01MGmBPUutVrX5TjKJIM7vfevW28MFRkV+LTu7Tq+VIhFkUI+7jKTdgQbkXKCDt8pjqPnOSNds3oTvX7Cmv0acJ0zIjVGLFcZdJuonhmcnuTfH5tJvEnQ0MfQQruWwq7ISICFYbnX0D3/1IlBfBV76MtbW4B5fY1xGkZWqMzl9vbDbUOEDH5UK8JrRBbXSdtBCStb6h2a47NsLVTJvb+98Lvu2Dmvk/CYuVN7LQu+lhSDPYp7mfzIkyiI+ghgUYioZ8L7fEh905q2IPxt1oc6NkIGnSsMBc+EKgBFtzn7QZpX1COzY83vC8evf5tA0sgowiiALrs2gh7bqnvZ/pJ2fzV8byLtts0fKRjFFMPfv4AOJtXAxvTuveWfct8N5yPMC4Bk7nXvduaosEo7zNT1H4Q2X3vyFT3X2vNsAlkrPTcfIwJP0ksCVhVkaedyrRi74isajM0Vc7VNMOC1+dBg/4QzH1Ix0H72ctWdEZ9RUoibcxTB9Vvs3G5eVfNehSNizPnaSRwWdKs5w4bhm6H99CipLYuTg/1Q0k7iYb0RUmwSFwX6aP30y5l0l8rT2Guauex30489QN7no2q8YePqSklugBUjusQG4b3grggIwrkVzswbQSI778+qyoPdyC2mdJvRVvhwArZMli7lJPKPYukY1SxqyBcxudWqiP6ySNM4LwfPWITfrxOIKqqDuHt7rChmtGWaevqQY033ZD0VKkvH6vpkEtkNyKPGR3b/3dDaJD59RHAAEaq9rkEN2ywsDRlCWI10rDQ9v7zp3OrLazhEnQMHpUvBzHNzl5QsuDqscqL6fxl8BdtCOEyywVZGqIeUpQU33sEdOvfSERCJXzbEN5fonNbKhdwtqsMdM0lWiuabEktMfVnWTWHM3LWJ7Wo8lDGkHgK0F4DxSj3Wyhkm0J2EP6PaXk4RltQeaxK0ubT00wuf5a2TOFdL4SZKHykUzzPqy8SfqU0JCLMPhU0CSzrkFTSoa8gmyrgheMBTm5E4/EZEgsLakT1GMka6hToi+IyKiOc9nVrQGC0GUTUrxdblWCb1HmBHg6jXoiYcMI9q71yvdorrnQDr6KYgO2U9oz12RJC9fhSFzl0j3Ti1u8SrS5mZ37UB6pA27XSgGJSDAXdP6oN5AxGXUFuo1S17bLVLMLAziaWmUnYFYSm+im0yFhOQBjCRVQJqFXRXOBqD1FTxPVFSugBCEj8j/ritDhlaGDs4Wv46rnvhThvz8ltY+YnjvcMq7223Y4XroO6eGNoG0+I3GGJHIhBgOUfE3T0TcBnMHf4uY1aPkD8fsHvreypUK+/WrsXvSGMD9oI/+KCn/KD4klcDxuVJBq4cXacF0yBOsOV81l+GXCHBv+GqXzkhSTO6GraP5dfZ05X/HNb4l0YNTvKxxpV77JABplEprzQWtx2X+cjHA/aNHQPHtp9C4mI+Ux5eFf1ZUpBRAWDZC1ON9LQs6C0sKBRIEduqzTVZGi2q0TPAJ5DP9ceGbFYZdI9joDUYfeEksPu04H52YBSfmsOGIoz4SgrhoZ/b5WlSJaglX4AsqR7hsT+KDktxpaN3GwFNbhJPVFbir9xfI6bkcJf/u+A/cZAAILgjo9GDSMEO4ymzeMwu+OEonA78K16wSZRGbVJC8op2wlqM+DzhPkcm77BJo2T2s09widOLcs2X8KSHyhl4AuoaPO3l02nh+yNixE7bqEiR+aNoaW34cWKDBUrY5BvsN7iflGfW/tGcVQuaNeGhimvi0YjEPCDF/39n+81Bb9ujmZJpgdU0tdqaIRa8n4T9Ui50LEIFzI9XjRtZjZ/nwx+ic4VwAdwq2ccnhxEQQGyqKNrzVSp1j1KxPzSgAwu86DhEYSRtIKLpNr2WBen6Kb0dw4Lcj1ykXDm9kSUcPc0JvvTS35X3Z/3v0bhXVSaGP3R/FOLALK41MTbMFE+nWh/2jlwvQpfHonVTDFg5UP3Z9O9D0QIsK+4AooN+XOAfTcgacmFqi+cxIRalZRw+0pqrw3quMN5ZKKjmhZs53RNT/b5r3CFU5+vQ8dH2ErUxTEnzDqmX13B9bzeYi7fajiJJK7Xr29KykhQBYPZoErLNowO9h/cYK5WmRsneGoEKzaScOYDcbmykboQZEtq2xI/4btsq58be7nI8kGnhJYRtFYEiP0Z0HlR/Pd5BJ5f+IX9dgFa7qgigCFAfexnbMala4FWuvu+/kkdrMGCpxWRGTmzyFIelXv2DsP16BYQYTmtI0uyw3sfApPlDku9yAAfRB10hHVC7PxO7nCaDhpXCxyqgvQOcaEIOR9sM2UsQ04G3ISoi4T+0N8k+XpbhwQTwOtbIa138qYF65xKooEzhcH3GEIYd/zZO7KHEMc5UiQrap+iWfiMvc3kt8qmKJ+UKE27g8WpLJA3ssj6kYHLjwYAvPGhIOh+Q2PNTyaRo529X25McyfHeNndt47o988os9kHyYJyjzxrAB/ymw6TqUbgTKnCo1JukQo31UloW7f+GbUSm/u9FWtgOOEmamyLhFmzpoO6L+R+LW45m1ogH6OLOivmvJmXxIsZ8aEtu/SanLlGmsHvpb9hRpYPQ0oQam34gnG1sa1p4yDLHFyA8wVY7I8s/XSxCvC8t8vxZZAzy56gLL2iSayPot6x/MylipZSF6bJciBll9mkHSrqp9DHW+Aw9hOzBMV6JKUVSJiGNsZUeylnd1QLB0mqGXGVAbqanaF7Fwjb0TrGaZP25NyLekWleAHRjAVm4BsXlA1pUZ9128YZOPld96nX6qhfcKr92XSznfIg0OBsL9eVVKL7BLq7WGAd3l+dw9l09pVHrb+hpjfutLKyRz+4V2w2hDepSFNnfhnzJBo4ZjPpnqczvsvlHkVCwyda88l0etNzVpaKee7vmKmwJrNA4QtIi3H40w3XT5vz3MkuyyV0Kv99Y+KxrfhlpWCiO6M1qILUYWNXLibZSrUUgT0D9z0DMDMFUSjJr1Qhth1nO9a+87IfAGDLJ7loVUsRZL+wIS9Bpywty0bRpJG6tOZvKVgM140vWp0uJAzlTGceCzRbPX0cPFRcVpws4Iv4bJJwK7bMHM+VZ1WhyXZ6KwyzhfwXJSKs5/51wWrEntSh5v5R5yWlKskdqGz5hMcaZ5wk9l4wRBp+cvyMuMsAlXe2mIpVfU+9mYM/V/5QGHgr4vDdZxClVsfXT3tmmEfYyjMSz75ZsUpTQeuI7L5HOYpYzQwoAu7Wgl02i2WiCzD9/WKWYrcP4cTRyPUr6TBuDHFW+oLbXjk6X2n3If0teroQC/8Y/AMEeFQYnL4Iyl1kl7EwKCXZyoduh00fYvCTys4IOk7c6ZKQEE10VezcxIGdC5PrRO5srxwpsXDylH6Z/BDMbrjBsqLUcYcWzZm+QXYPMZd66AZi6nHlFpIIE17HGMbvEq2QSsoSlzL/qgZsrvbWNOPiYhPeMzU4M+h6mc15NvSApEKQfH+f6JT9DvwIG4rps0mM8tKr5vk59xPirTBS2r/8PD79K6Bv9ukhzq1QYMHq+OCoAOM7fop7hKoQOViZ+PrQ925lV1LqO37EYKQHtynnr59j5dxcWTnCg7SFe2Zg51y2jn1IWGdVD/gDYokIP7nLHFonQWLpehTDwvDuNhV2Nqm2s7oCrYYsBJnQPe8UWuKHBitS4iSkZ9UcEXt6sNyfaVb6kMhOOpdy58z66/8cbs2Gv8VVClUwpXHbCNK+moq5SG4ENn5L5a3ASiGX5rv5cA3uG5RK15OG8RXSsT6YWQ5jpfKrWOuBHLxThSSEi3j/rFK2ExKgalfIxnV1qdEw+fLHZhCHNh02iBxrkGR2mhyC2fx8cYZ2vRH2fFheHQbqH1eqoNPJiYwmEhx75BCe5+rx49Bzb17hMY4gwnkXahxMucBwB9HYirlLESNgMAzebimAgqCUOnbtYIDikxlkl9NxZN+K/Vt1PyVE5Hoh1zXPX3mNd7KMeef3lY5pxo1z5Lxq8AIRj+vviNgE19Gbszk4uSU2aVPsqhskESVzZatFBSfxhj0RGN8saPQ1xMdixJ4+/xyWljd+cu5w8t9FsZLlzpqULBn9rQAAOO8GdPJymeVGy2HDMyClfF2TcGP1M7X7Z9QQSIhZdsEBwmN5DBo5hv+rjmLpHK2ZyUSvOsaDKTiaEsaYKl04e4V+pt+l61j+2dW5pKvRwhBqzoeCoh4EDZp4Z7H56SAjyXJaDIZXE6U8i1iy3c8V7b7oR7UIMng7zeYbe6wmGE2drpLE5t22SpP4QRD+VunMrdkAoKchCzjgTUWRicX1dYUqKZ0huyBDbVztNRiwNsjryyz/gBgrMpLFJ7EkZPmDFG+b9NH3+eB1S+Kfodl7hQsIzyrP0BGbE/qb3/5zrap+ek6wN/KkMy+Rl9Fw9tajAH6VCc/iJ444ZfMcaGyPOsgRTA0gbuDf6lBan3BKoVQJzfU5YnVFYbwAnn/IkHsNFJcGGwfMXjQugZLdBSf74qnRFSuDnXkfWdCee24gfZYlLMXEjefeWhkcchBVRHEvdiI0A7gxcuCWp5J5JY4Oq6yV2KQPJy+anBThf48m2KfOfNI4pC0KbP/6bDcm/NQakoJC+VZVhIUAMdv70cxS8CXp45M5apn2YRvMiJwwiFY1EEDTgYuP00f5j52qs9OsDGAKDpD9yBDYhEmbczw7Tov+TtfLF0X17tvXmphlrtJb9kHsnjQEHrkGHMxOlJyI1Z2ZJGbh1x/Sr56W04giIDNkjTa5VI3L+U2jsd9CLQp1upxjnWGFUbfsQVuzWIAV0xkIVW1XsB0wJX3BIa6LlC9zbGb+Bi4YJELubF7OqCekgcfePfAQTZMFY/EBguUa10Y4RMxqN8zY0MFbwxZargTAPbdckhX61Xl45fGIRXwXbCmIf3YhT0uhTbTUVQ4y5fu2c4wTkBfKCgariK9ALt1pkebpyE0fsQ6tNZT9h+gwLwMWKjUZk6YuzdWpFS9jKSAFC+r6Zo6+Z0IrD8YabZ+l4LlRk8E/juppuDkWI57B0WCbZWhlGu5jLWJg2UU6RNayRwbpWGzQfvny20hEOGxoyaRc+5wJd4J9SXkTeD1h0NTtUhXXOjKrPUCn8UEb25luXFy7pWfem6ZCyXY8SEA4q9cSXWectPBkAaykdOXDzKWrcvjO6psFf5RqabCBm+lAgpQknY1DjISI3T/9aNqrCEV0QwZjdNu9M9Ss9pin9Gmz18mg8wHyJyUxxiTsK36/n/+I/HdKTT+Vcy6soYiStNiTMgUPP1O6d+qFSLQmAFdu0k5qktbn3e3IQhx7mH7SVpRXEkJYDDzb/3zR/ld6B4PsLNGN4hfPBm3HObvbQYC47+8HJzzP2LeeDQIiVvHkwqcf1t9H5cfAMNuqBRBmn/Jm05ORXCsVAtvoCpupEOmopN015S3RVaWiAX+7Lxu800lyxn4kIT/3eYmGuNoamlSRdbBxUItxxdeXJ/s9Gk50pV4SQoL+qpFEJCVyiCLZqLGiObcHGBMkyEBv0WJEZwhlHqNBVX6bQAt4B0B3xxnVWDaa0oKTGTgzceq5Noaqplb8aetPl/qs+5hC6Pf6noxzW2JC4VZ7ImX/0gOdDQHkBTOMuugDOj3aa8zk139cFQYAJWxB7gm33dWFDj3Pi7wilKq2ZJPRoLJPY+3oAznfV+w/k2FLGIxdbwg7DAupEK23D14NA1Pl+4bU+yzUgB+Bq5wJ45WUrhEtNhG0I6AwbzB3tszvDilcE/P0fLmzS7NINtylchNg+vxkjWr8Cz6IzmuzdMq/QpdRWzQ14XyvlSq+7Wu/TvOr/CdjGoyNSKCejlXQogIiNIMRnsBjXpLC6yz/h2wGYIptbZ+SKQmElbcSvID5s9T9CK5yTZe2eBUazkL7y+KH8/5S/jqA8adAL2Q/kMKhOVeKXUM+qTT3Lsc56ERaLldFqpG+Xq3ZAt98QXyEnLpIXMEjVdquhu+zCEN4FmFUHC+TVFLMo2+K8KyTv6onSQ5ga0ZTKzEUyV5Vpm+Yg9VvG3SGiVI4kLvEvcVXUWJrRmk79jTxK4rer0FmiFEzKAi/cbd5ipkhBT2jX6NXqvxxi1rbEoTRtjO+bATx3SFhLM65ry425dO5Sa8vTBU4MyVL2iWlQhDqzZJI93MdxFBw/TbwCYzhwz75jmo2yJ+PQTxro307Jb/HTuzd7NW1LSlSM4Zj3RahkPnunSbTBGi8F3xcgLyF27XNiIl7TusG5RY7Qnwo8rNiMpRFH6D1C85Sdzu55J9F+Wvh+XJMqBcW4UALh+66SdTAbtjDUFp6R/Q5YuToPoxpiJr4eXq40XMOM4uV6EdlWo099WQuW6NfizcNHs9qvQQPwOzJrB1nucO32G1avgK3wELA+WUE83bCIygKXlGfgFeeoorn+iesb1TZKejXd6n9vRCCMpZZSNhVwKgazzfH5LfY+ELnLfHKTHOfN6e1Q9yYwy23sdDnXW88w08HQTnc18Y4XuU0LKFvmaPDgr4DJJcCk38MoaubbYu4nXh+O8fgBcB3tNqen62aNXj8uwRFoHXlDRoFetRVnBsAvAKlVs0MtXaaiuCAXkcise6HnxeEM3TaxbQoJBpmGXmjVI+q7O4ciSfHI2ACxqp5LkkeHF/Jy/HNXPskhfS+XL5m6QkiChYU+frYjBdpwa47DtUyPbigz1SuBR3e0RAQNCtI8Wm9QjDOEKCsrMoKmNRB9IjPhkfO8L9M5F7B9E7JvBVJxr30M68wsAF7rzsjhxlFq+nGOSa0kRj79UexY0zzMH8SO16lqHtjDZ71hkgcdBmYooE0AMFop/oRZaeosRge9fOIX+M8KLiUIKtQjUQTNfPfv6fMMqvm8YQH/XEIchCrULaIUWeukkdEJqcn5awe1sfohMRjHBmIJ2jx28lSyHsi4QWBvl1C9h/Qw1tkg03MQWjfrbCJZI17fl1QdQFy3S/HjmXn/o1ACo0yqceK6/SGXwkg8jEIs3zmmtjXrPAm+tQ3ieQsOS5AzuWeYuAMJi3RJTmVLxDeN7as9rR6dYFzTw9VhYEzThGPIwLBrHvETILde64tQBdkJQTseTZMg12w/aLnUjwwZFsNjGDePTlMMhYDvuoqjiITARv/sAiDfRRrZK9iq5Mq6gvGJFzfJR4+qXjOx51j5AzXsu/5WMHM2CtGSCmOqXlu1QaKH39bLcw7NmIbh1FN+g9S51k2wtdoj2Xfj90GLY0s2wdUm60MMQOMwZfSDk9O53GQShMNp9UMryBCmK8EgEtWosgP2pva9ZyJpACh9jkE6K68It9Plo142f43QkL2nrQiSw0nwzeeFitsL4Dsae2KPt89UVnE/llQ9YKQGGkSMDnQ3rPx/2VPCTk8PBlfBU260OL3LoWsfe53E4YTubOysBvr9oXDkoLjpOtyvyNdPpufEY5ZKJXKPPt90itZcHeqi6VYuFtLujKWct62TLRr3x/i+wzh+WF0MVsSJ1+CruqxQzaXV+KNTwBCWM7PoigZpUnbCZYZxJNkLlg5R4uWA3ql5jSKxXi8fqpOZz9v+EgIsYlIbzvoySZHqCg9OwZ4fkFJBoEO0dtOMfkYod2ybhX4/qUyhTxojJIDm+BrC0GpMJwCbP9cuOd0X3wuO5e+rbSNcZh1oSGX2BR7AWA9HF3LlOcFizcU+Pjsd01SAecP9SNtFMMLzAfRUMOcPOh2VgqS5s824RQxc1O760Dkbr+bqp9knuYuhakTLZSh4CmX08JSyiCoiRCF7wpARw7bA8aAIA7LiUTvUdxgY08kfdFtri08eLejVFIrLK6+0plXuM9LTQ1R+71zu0v8d+jcNgzbOzORxFdXR6Fila8waFf4mcic43NQcfMhCaGg6+RYvPii1Uu3PaprlZrI1DX+u6tt1kiC8ixtv1UPjFXfPt/zCen2euiFqos0skjzRdlOFosVjYf+oODslmdfogEmC/pSL5/4HOLfaXC7ebDXZOYMB0jF0+n/imh453n6GvYDCANK2jwSOCb8cEq78kV1zS5kpcVDJysTn6bli8W/4Y4Hl+8VpB/9ghLuJFVn4WgCVgzJu1pbc8ocehtkH1cIYoKHllkGaRz/doBkyt2bXluuPTuNOvJ8BkGo6V5NIMB1UQGZlb/+IenmYIXVw7YEwsIK97zGsYReDhea3FzviJa/7VN4/GcArHKiIK6QW8blF6k5B4Xut88k4LWFEZRu7vBEg1MoDwN6o4W9cLUj0bGr9ITrIl4u+SuZ9U8WQBUxyKfoTnZPb/aVM968ssXyjly4lXoCut90lPIR6HJc3zZHIKqvTxJUidzoUX/1THaCfOZ0NyeojHtcmf7ymanKnjRtcXDjjweq2ac1qLS1FNjKRuPHAVfpNMLvm0BTsQ+8fMkUENVfqBxqrFmnf+NKTG4KJN5z6Tyyn2nCdVyIMz1kmu9QV/v/RSR6qa+U/iFEYJWYnH27Eg5dOcqAfCZfkVY3gLsihPs5eC5TS4cBFWVnl+WYL4AYaxKQTGtMXXUrNCYrt1XhCq7cZVQEIaUY6SWMDyYK4Q2H/MxmKbOWKfGqTqstj8Ah0UKKJac2pBREhg34+SLkKDai3crbDc1oypWmW4HFlWGXml2am9vPohn8Ph1qOUmV3ZamPb4cOgRQuxFL47HxEP4IsOjOVzXl2CbB9IImEVdQOlotubn12juvtXtvvVTiDJNvUyhWJvodg+JpmKnXsPu4myxccNjUtuBlNXJnN41xTPoXn0lX2tcnW7kEwNKTUaz/RqZvC0SQm5ZTYLvjRd+DbjpdsN0vXhlnW/qoBGTnrrWPOTR1bMncOkO1Uitg6QJQWu9EJGukkZodmx7ZJwSenIINSnbimNf7cXfivXn8Z+QF4nWNZfLdKqS7s+srE4NWjgT1060Nwr88cMGsFtmncnhh/NgV0Q4Sjc1B05VAs6S1nu/Wc+f2AZGtSuqvYpRrec/3QnQQC+sgYO4jOltxNATYE/S3p0rEnqL6gmUPyE6n5Ep/t2P+JspKoF6/DPvTtppWX+e00noxLPZnlZCvp4hU/MNknlROjnGfBujoCS336AjtmC2BbFRwLVbuYLvUrB2JhesSY9T7w9OPX365ndSKvMOfssY81UvEg+OrdEtLNsqQDXlZrQR8RwUhz4CYo8fDUTG+0pPjonsMd74GQjx8VpI3Nn5fgRx5hWtOodVycn6p0JtC8V6CrDNof0UWEjnRhRSAly5ufOYUaZ5y+kLM9Sa2KPMg509T0HVKP/34sb1kQ1u9aX+omPuJCNKi/piod1qKefeGyRHIhluP+SLWXnpdlSxC1gw18XzakWfIsPu/zG/XZvpqrhftgXKWJLJyVLzj03zjyxXHTzrYsl69Bx2EJBFLujL3qVVnrnJZi6H0q/xptOoV6EWj/JxuXF9Wdma64/XxaEWVFKEyV/9jHeir0THfCOP8RiiYVnBX5HDmR3/6LuId4zTFI8FqwshY3hV0IZthFiztkoXcfKgFdC4fNT3sbZZG1h7wMWyYNDgsaIpx+RglZJ+dkalzkYSMnxPASqmpgcmPM0naLZKDx3yHF/Bw63ZYDBfP1YAEfYFve30v8Dy7VfypIY0mOoHG64/ND1QkjCqLMERyRPr7uLUbY3VjdCjlafJggcvf6YBuHFcvQTT5UiV8bUcOFY7MBFaWGZIbRBUvli4SJLF+jpuYwlhY8P+DdTPmfwL3jKrEWLd70xE3MMKeoZST+LJ7I+ZeIq7dUbg/je1p/5YVsZ+v8BvN6prK7tU4eu4P6VsUfYzXUt5mmmggQXvAZL8rkEP8TSjmU4geP1sEa3Wwjt90pI/bON1N0v+tW7XjLxhjEjy3WOuP+FOMO2jftXyUpN3KsRr7BY/pV7mRmjLF5+zGd4FScHs4zuPr4m61bmAfYyf6qTAW9OyKNWmanH2RB+pVITMCT9g4Ut9OTyo86xDuXEv1Fqf3lOik8Z4tfZhNGOrJSzu3dOJHFubo72YINR8eIIS2bs/OHUKOVA8aED3nyubzqfYG7lh8dufUnqReU4R6VRdrhtOrjylVbRhu4Js1OBT3LWuG1fUtthD/BmNdy400+7AywUv0UO8RONNs4eHg51i/1sKtA02pgnnGpELKGyf8f0ePZ+w4CxVQjwJErfXf2fLGz6GhgxEObXpJMov0Agq/JqlhZ+KMrn+z+Q9uUSrCWqPhtBgmav6n+9yxGWn4cI/YthjnaEt6bLhc8DOIrIyoO24I3VAHWMMtXf3grZjBbxYlcA7V0QvV0EHxdChR1wHwwOHkeEhutbsV0/HxpPjrNlJRn6uTRty1QZg9d38RgO2auZ5h29FVBOLgjPNzSXchTV1yQN4gdI0EfPs0K36zv/3URtYk+z5TzWIGGZ6hfH+vVgTwQ9fI2f5pJ+yFm6P5QxIjJgRxDeAbnWKBufrrTpEVqDoDUUbpGNVAj0UewH6hz6hOTYPTg/o49Qwi5o9mH8KnUUMJ2bV3N0sk4Thvnwe8xKQv3a6Il+V+SD7FZMdXxFD+CD8WYoC7JGbywI/K+YS7KY8JUEcA8pcem81jtIyPiYGLIB7mVizJauPED7tJFaUshLjQi47EMtywTaHMwy/VUADakfs4SG7xn1Slc+/3lJUUl5i00Ao3Upy30427YO2ycfnAKPwBILukvTO18gXFQ6v6mswwBiAu95Ct0a3zbKtE0MV4qOq5/BFS+kdgR9cp8yGDAaH88rvZzpU3f8BCCdEYztlJl8xuYNynCUO4Ef7uR2ZmTbGpR+B1Pv8yGfPkWmIbbxpYZkKlgt+eOhQNUe1xCqVBjEF/W0A4ZJBNWMkG6l5NyXlnxfhLTU0qyTeR3+hvL9OMRKLOgB0g7/ajRzLxj+scV4sEUy3409N9KacJtqU2e8nJxXKIUfb2YEcfOTW6VsAwupgLVFoIPV0qYDZyXYo+6XkYCXp+/MEo/HorBTNQUwxtGtEwNnYxBuyXIAhYQjkEy8G+wL3pm4C9gikMGTUFjC7xEmI7xWjmhf45jCRUBcMXapztr/Fhru6mx7WlE5tlWIZHMohTe/gfC1zB9J2PYWrVRxs28hDCDgahE5VwP2bO3r8D3rCcvHun04tDgxeoQrIJ3iqTta5vFQ1x2ufWVFK4813vFQN2MbVeYwfsHmacVm2zrUIIgG7ajlM65kry3Bwg1pDgFBdYcCtTzCeMs+BGc0hgQNStoj3gnwtvqFbfh2IaETVK8jtOsifVG/X6X9UZsIB5yAWHVSsFYTlnm9i/+lyR39g4YVKP//JnLQAUvyQ34OwAcO6v26qm2XQUqTNMunRIgeaFg2clUW1OwYICM1ndpAOyR56ZqLzmWyi5ASdAQLKCaqnWRc8avifTd7ID3yvyoCml+5ujeGzN8HOhdhDsVEEQD1ZVvEnpOkmulJS3g7PQtWrq/PnBW8MdxkCLV+AfiRtcBtPG5Ql6HQrgljZkpyNxVX6cMSe41lB9dizdAlH7CLNYrImGsm5Dq7DQT1WEhNDY403og/gh/oFrynojMAQdNkzT2/LuwC4NA6Wcvd3rHKmrjCRWerUx9FZApAeXz6SNz5D6W/GVv+4W/oODXXw3Yk9Ny5lDmKYCCISMVUfOohviqyPrqnitEqlrqvu9RPX9qi0AwkGBdI+F1CrWKq6hqFSRoLJWc2j4M+pF5nTJ4GY20Ve4DRj4/XgODOh3rObjtLLk/G/y38bvnMhL/oM8gmnm4qb15xUCO2Aiq19hVf9XA1ZjGmm3IKzs6pjbGEPEhkbMlGoQ//UT6VhcDmfKbX5EoLD9RdTIfR0LACDPv2E9I4ejVcEZH26Rx5WbHzPYrahQ5mTS/40d4pZ0ovQQCmvAWC+miWs5j4tEPcM9MLofgbEod2VE9Qve4nIAFWh2ebrvFfEL4Vmcme/H+y/86syMlmNcNzMKguCdKZCn09oAE6WOwMea5m0wf7Ucjz37jIlq1yWkB4an2zf9vk5WrwhNPRK9XcllX2ZIRSV4XwCpUS9hzYiqUX8LLzzVK+U7dcJ8wDF5401YS2aXOHJ+psHqEHSMSd1D9hBjvKxyLGkgRtIWnZSn94vMN88jN200clZOVim++vYIFzEVE7NzJpS3YuXOHQpCEYFnG9qGdCPkgiFI5LmDlVv3x1+OFAdGQfM2GNBtPBCyGYN9JctdeZGUvZNizBRdoYMJ/0LCvXYeNh1KrlwuXcHbFDt7v8h0bVMcgQmstxgB3cyOshFnzS/QQKuTTVkOE6FyZe59/clzYdwe5u2+ihngLgdZTx6SuvlNl8dCIqcFG9GcBHpt1QmI2GxDCdFT2Q+sYMBb6oAoCVLMx0Szyl4RAeMAQxHzDKoPg7gDd0mIL9LVZwkOc82JIzr9i6ciaYpwyAvrye3i/QPu1jRhFkC3iX/Ihxy651M/bbk67EyEnH7fVTSXoYCc2TalGs49Npmti4TGK2Zkt3Rpq2elrHyveutO4l63blZ7A5bVYqScXHGmrG6nMP/MhCcUj3wBVcFU19XKx0/ErkVDh0Lr2+mnfDBRLVmUAdWL9TU5U6gmsh5bZ/g1pGsQeOti1cL4Y1Yt/8QSdbcI5zkitlHh6ZhsBWOhcm+SgqWiSEtoQzQ1iDsG2vHcChvLC5vQH9MuFxexzFcE/2Ds/0RGtXHlybFgoBy+SCNODNiYQ9utJ+poGZTJiRafKV6IQVa/pgUI5mE6q5up9dC4NGn7KAP9AiMLlo6LFHDUFQkfq0Ni3r2dTV1Zpe6scjbkHka+Oa9wK5ldsEeeGDDpiXh4cpZvFaZvEkJzBdt2k1KwUtTaYjBN7xLpqMRaBtKm2SrKQq/xFfzW67kGvtwejPL5faAEwmlvGUUzqtgwvqA1MgwvOu/m9HCb4wm4znZhZms56Lak95iR8aMYw/GD7NaO/SwaSgc5C/Y6unitWtHGeOLlHzA7s/V2dbDs0YyLc+yIrT9kaaHes+ewn33fx5cf6nzgKZiEtmUQrfdhgsHNi+8mSVvfcgjcBeVF8A8pZLjFxbRde7ww2iel4eKCn4JmffwMu/OsPINMsSy+1MXBwCvfb8BNSte0gL7854KvB0R4VNnLW5KTCqY50/Q1l5iyNJHukdrrYDB5SkGt1utlrkpH8fn5z+pdXI8n5mF4q4dUT3RuWxvzrhik8elFG35ZmkPkIJLOQAUsBY6t6j6sy7aJ5cekUNotakS7/PbYoJgqC1dhEO7V2KkYR5M3BBKcLLaHZFvbZAdqTnu+fNDKmYH/LJqZAeIFk5RqgA2t44pHK4dF4FzgR40N9APZYScGrzWkYLLztUmdSDYL65MmHAaXDsZF3MMekb/BnfNM0oNB406cSxH5fbEgvxgucv8ATDGYIz074UrWsZMu+KDd3sH9HvmJjq06YDuReBMiCoCcWnVw6usAmCvgYfXYXYk6Jb/I6cIPfBRh+uI6o8V7RtTs2BHv9D7j+UEFAqqd79EfIWCd9RjU7Tkl+qPXLz/Rq9YqYogKzOHLci5MzujsXGAvV3foGE3tZRA1CZgFQZp3jIBpQm/8sMb90SayVKNSQ4BwRlt0KdduJAE6u55ZB2fMCXzM8URc5kgB5dKaHqtZH2aDx/JzxNAPcLqP2u5FwKhni55nn6I3RafFPNE3XSCwG26SxfV7QkW96KduibHl9WYfAtdRvgocsXtQHn+qVcgolpK6u98yocDzyAVFy2hqsHsONiJ9qOyUN9khPVvScpABCF+hWzAeUy/OE/dpFQ7aBgumOSXdsVwKh6g1sBXLSp8DGlme2J+fHn8EqHZ70RRpZUzmRdQFRVgt+jQJNN6cxpRJqLa5u3CKrGqYJB5Yz2THtVaYobqVrVE7sa0ZU+hFv2AQQOgWqXGsVVXcXaRfYGZFsangv0mnR8uHcmk1bKy3XGmp2YZ0sQZJ0LXlbBvzGO5oU77fqkvtucY+GC0AGZEApyGE0c72xWaUm5IWei2mDmCSPn0gGIDM/85g0qkGgUIFzqovkrMDX+aoKAjSA6RQanfK5uLwNgrsclfwd378w2yncw7KTBgrmvfuzkj3YNpn0FI0UOyrTpVbeGKpn7/VIpxiz+zSYgpF5QWRoxKY+hVJZjNtL336zC6mZqOzBj9+kRJ3TFPHvD/EOhp1NfZFqdGhwpcAyEz824O7L6UAsTDIJKn59nekF8ENOWd1P09oOUPVeqkZAjs8Zb2a4RmE4FoQ3mSPVWAHynldK5EopzFgj/RskiJtsR7/o4CKRoypz9wGxERXUL6kOBSr+I9Wcpz6bDU3mKN69zFsWteoPDIJaLU8bRlGG7e5evfPeg7F97L/EzToVissNTLfvw5NBj8gGMmQEioNtZu/+Fyxet4sTTdXzXoVB2S4Gy+RbOc7lqmZn6fYS/ss0uCwmCD4XQYYkHu9An1xzTlZR3JNJ/bHwbPcpueU5WLBaQm+mMI2qLLDcrVZr9hKXaHutUaJE2GJ3wosctMUe3VBO4yy+J/bLL5K7mYBW2sEgIvf+yxDGd7uw0vAsQAqcFvnd16vUux98KcrkiaHSgFxyw1gmD0f+c3Tj6meP2Kx+F7t69LSBLFcUPEkXjXMUdCKvH1WLRjF+EycwLkZItaXj8X0CHGDVbrnlu/+Hw4pdKzVmA5YumBQeHsObHSzJi+WCvWBhTL2kW3R1lpRKvbzx/3WiNBIT0a/qA2ZEriZ9qZryW3oV4Yq+OHJkP6OVUqeAkspWeZopcZM2/i1RKIxX1mP/2V1zuAa9pnoITlpqIXx8yqKCXxthxgdofpBILuWWI5oww/l4l7LO/5Ks2/PlqMRjduASTXsLlE4GtCU8np1pHWsUkgOzAxB/8J2rRbk/8yt1ATBtW9RQQbOa6mpRD9GaKBwVtlzqgUqOmVsikDjs2o+xDudEmjUFhJnDcugp2M8Uz8jiZ/L/5LMJpOoqHwCXh9bBIeKpRkH1THnxXbnFEUq5y8Z32ElW9DMD8rofsjwSQT2xEsqnhv3+UotAhUNiF8FHC1GVq440JXqXbbELXDQAt+TqqGi5v3g40J7LYZWuEag092UZK+jRag+8aUmv5xqq8GdZXkfJLO2YToGpNz5LoDZ9B8CsvNzSanvNKuvectR4GKKfGE0M6HF9SZ82ULcv/1Rja9FCfLBF/rH2gfnFNxa+BkXh78T1wDVJRHuSw4IM633RQFm8SpFnq8Wzf2BjwB94jAn5TsCJHf3p5gAqQJAUqZSNArKeTv/s/QEvlWyCutYbDqUqv73tm/tRvDt+ofOo1wh5On85hpfbW+bRnbf9qnv3ouaTX/EFmQTGyVQDZp76pbLsg/bUiM+57HCVYAEp2VHIi5KZzUvr6IJzYbB9lXX8hiMT5bcD03mvvUpDPGZ2ehhsmZIKRM7txRBcM7oILucfBW6rXu9cLfu/ZuGSeOUsWMjbbsCgV3+5p2uKPLRl+fB60V4CBHjsF4l0XSQy3iKZT/J3urFetEFaB17pX40PhiY2zFpvi5TtpBnViOH0pHv2F+JHDyRWpBUxB+Q+hgcFb4A1AlPHRB7Q0eP2QZrJNmH+0TjAq3q4maGvWBtt6n6tgv3iNgkmunu1reF95B8FfuSrfXGwFYdK3ZamltuwszP4h36mYlewUXeZmE05WKXMvpSPGfBKSAQ7ctyXIZ3YVdGl2m4hoqLV4e0Xkb7yzp1PoXwsqRWd+zazOQp3aL/W+7j1quOHbejYT7Dm/urX45Dz4qY/rRqSytd1k3WTDLe4ep7igdSjpJ+49HwVvYIL2JiP62jBuv0N4We95j78bFsgqdIfANrWLVM6gkqeM1tJnc7FRZDTw65IbIlCgGO3g1oEnVPyg+RlHZrtiBW2wHXVhUeSzBnBc87K44HzeK1FhgjLu9ZjVC3JjxGAweAIh4DPRrvouIN/lDoGr4psxfNOQjmjjSD121Wx69SuaEYISJbr37kMIrRZsTqVU3aRa4ZZgFVN490RFL3sNahimxD6ddCRpWjTLWujoekxiUMLb19FzAVrBaRM0lcLGsjZN0avnTYioy0aOIc/PeJ81KVmkKaJn80mMmXJSJRm6LoF7p6kA/f47TXuKhnn8CDKTmjkM7J/n2GIjoTJ/gknlT+OrCV2w8AIoAmxRW0F+3AtZ+2DJPRjQxV+KOK2hbMlc50S2jUrwv7ExqS3FH3rjoNRe6Av5qT1f13cyhGTWZDkWeTJzsloS9C/SkkTfYXtzQpyG72mmeq2S9Hh57KORyU0+qesQtzunnmckc7BAFmlMjT3J3CyvRw2czuOSdnn7UrERNuIYeMadT2gqNXxFXzo0w2EAOWHjcoWr6/URIS8/QpFxKZ57bIzm8e7w1U6j8ukUY9sBVjvD9FuQCbEltWEmonqklg/l9jwUXYQBD86LYHxcWPWGYbpxOp5TZIzUB34JMe6dNyqSSm+liiaOQw6yCfrG89lnw+rgrtGOazgMwp4elte9TJNwUiPTmrq8p4nKObd343E7rqVJqlNAL1x3yuTt7VxSOdP2k9L0ZtwjqiQa/w3OuikHIYGaTAwgaAZlKwPA8ODdxgjaIKQfQFcorXo7HqdVbXM8SVs4OCf5n+LXPdhY9EM6sLaPPvM0VuvRrAUMoZ8WmZKypE48dT25MIYqyWUQACPt3ampJ35wUIpd6E65cIj79JpmPhDlKLgYfplBaOLGNpWnu48xlrAcb+g5J3u57e0FjiJpcOIcNuoC/uc0ypO8twIJmHzrMhFHN1ZLhFax1Jsf4C/JIrwp6ybllD2mUqJfLx5mzLmvi8FT7/efXaNwRddgUKsArd6FZOG8faLLKX4ZZNKkgJrs4duDPb8rA9U4d63RVopWqXQvN6ES4iQKXTXcfDzeEZoOqz7WIIOuyu2BTXpSo+gtN/l6gwvwl7xwO9CwOBfW+RRu3r32B9R+LfhvHm2U6b15bNKFlLlEINPDVZVvLatWRao93LYO2tOfv+l1uRCjaNZRYpOgRTOiby0YQHMtgRBxLN4nTUi+vdplZALvPDqEmzRFuxvvzza2xv20E9tfuOB15f4pZRemlCQGMwOm9Ap2C69+W1Wi9pCqnMa1PdzQOnTz6JGVACObT24DOqhwYCuuqZfFdwcbUgq7QlKP/rEc4/tvmLHE8hhNd+AsFKEnD/HIiO9qHvZzeN7CVmYOe8GoaqmY4crL0LSJSbbbsQ2ziGrgTmcd6c9IcKSgYdI5moc3unHloFFPfD1FT3QGgYGGC4NrVmnCcX1S5YchkTcBymtBolWLM+4/HdQqdbgIT7bYV3NsUD/csuWYMVN5RgIoQ9y6oUSsZtoH6uvk7qWI9HBH9hCU6vafjr3obN94ICy0Sv8sX2ErEDNzZmINrelBlD1/C/ArSR3aGS7uZ56DpTDAYddk4xteaAZ1KiiSpsawLXzz4si2rC3uMB1TajwIbPm9WViF+VnMyfPQ5I4GbLVMejOukGYV+dv09/jgMlu+UD23qqIKkCrMvYpvgtkhfIbqF8oGj2piTD3WZKiHzUlzjaHkZtniTaxfbananbZNLN0kpv68o8CjT4czIAmRr2uiTslcR29Mc68v51sa1dd9XBuTRvppml8jE/hSV+Z6GcGtUr+BvoKVmJyl3DGu48qtZt/ue17+UIb7jNHhG1iXFQAAAAA","win":"data:image/webp;base64,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"},images={};for(const k in assets){images[k]=new Image();images[k].src=assets[k]}const dpr=Math.min(window.devicePixelRatio||1,3);c.width=960*dpr;c.height=540*dpr;g.setTransform(dpr,0,0,dpr,0,0);const W=960,H=540,clamp=(v,a,z)=>Math.max(a,Math.min(z,v)),keys=new Set(),touches=new Set(),phrases=["Oh yeah!", "There she is!", "There he goes!", "Am I right!?", "Why do you have a second Facebook page!", "Here I go!", "I'm going to have to check in with DJ on that one!", "I don't know!", "You watch the game last nigth!?", "Here we go!", "Free snacks!?", "I'll have to have a talk with him about that...", "Cyber might know!", "Work from home? I work from phone!", "Dallas said ya'll gotta stop being on your cell phones..."];let R=28,y=[270,270],pv=[0,0],targets=[null,null],points=[0,0],names=["Brett's Left Ear","Brett's Right Ear"],b,active=false,paused=false,delay=0,last=0,acc=0,time=0,win='',winAge=0,bubbles=[],previous=-1,windWait=5,windLeft=0,wx=0,wy=0,angle=0,mx=300,mdir=1,oldSpeed=255,lastTouch=null,collisionTimes=[],contactTimes=new Map(),pendingPenalty=false,pinchUntil=-1,lastBoundary=-10;const PINCH_CAP=850,GLOBAL_CAP=1400;function targetScore(){return clamp(Number($('score').value)||7,1,21)}function strength(){return $('spinOn').checked?Number($('spin').value)/50:0}function restitution(){return $('bounceOn').checked?Number($('bounce').value)/100:1}function sizeFactor(){const v=Number($('ballSize').value);return v<=50?.1+.9*v/50:1+(v-50)/50}function capVelocity(){const limit=time<pinchUntil?PINCH_CAP:GLOBAL_CAP,v=Math.hypot(b.vx,b.vy);if(v>limit){b.vx*=limit/v;b.vy*=limit/v}}function collision(id){if(pendingPenalty)return;contactTimes.set(id,time);const f=$('accelOn').checked?1+Number($('accel').value)/100:1;b.vx*=f;b.vy*=f;capVelocity();collisionTimes=collisionTimes.filter(t=>time-t<1);collisionTimes.push(time);if(collisionTimes.length>10)pendingPenalty=true}function weather(){$('weather').textContent=!$('windOn').checked?'Wind off':windLeft>0?(wy<0?'โ Upward gust':'โ Downward gust')+' ('+Math.round(angle*180/Math.PI)+'ยฐ)':'Wind calm'}function windReset(){windWait=5;windLeft=0;wx=wy=0;weather()}function windStep(dt){if(!$('windOn').checked)return;if(windLeft>0){windLeft=Math.max(0,windLeft-dt);if(!windLeft){windWait=5;wx=wy=0;weather()}}else{windWait-=dt;if(windWait<=0){windLeft=3;angle=(Math.random()*20-10)*Math.PI/180;wx=Math.sin(angle);wy=(Math.random()<.5?-1:1)*Math.cos(angle);weather()}}}function ballSpeed(){const t=clamp(Number($('speed').value)||0,0,100);return t<=50?112.5+(255-112.5)*t/50:255+(487.5-255)*(t-50)/50}function serve(dir){const v=ballSpeed(),tennis=$('mode').value==='tennis';b={x:tennis?(dir>0?240:720):480,y:tennis?200:270,vx:dir*v*(tennis?1.05:1),vy:tennis?-165:v*.35,a:0,spin:0};delay=.8;lastTouch=null;collisionTimes=[];contactTimes.clear();pendingPenalty=false;pinchUntil=-1;lastBoundary=-10;capVelocity()}function updateScore(){$('scoreLeft').textContent=points[0];$('scoreRight').textContent=points[1];$('leftLabel').textContent=names[0];$('rightLabel').textContent=names[1];$('goalLabel').textContent='FIRST TO '+targetScore();document.querySelector('.scoreboard').setAttribute('aria-label','Player 1, '+names[0]+': '+points[0]+'. Player 2, '+names[1]+': '+points[1]+'. First to '+targetScore())}function syncNames(){names=[$('left').value.trim()||"Brett's Left Ear",$('right').value.trim()||"Brett's Right Ear"];updateScore()}function reset(){syncNames();points=[0,0];y=[270,270];pv=[0,0];targets=[null,null];keys.clear();bubbles=[];win='';winAge=0;mx=300;mdir=1;active=true;paused=false;windReset();serve(1);updateScore();$('status').textContent='Game on!'}function award(i,reason=''){points[i]++;updateScore();if(points[i]>=targetScore()){active=false;bubbles=[];win='OH YEAH! '+names[i]+' WINS!';winAge=0;$('status').textContent=(reason?reason+' ':'')+win}else{serve(i===0?1:-1);$('status').textContent=(reason?reason+' ':'')+names[i]+' scores!'}}function resolvePenalty(){if(!pendingPenalty)return false;if(lastTouch===null){serve(1);$('status').textContent='Collision limit before player contact: re-serve, no point.'}else{const loser=lastTouch;award(1-loser,'Collision limit: Player '+(loser+1)+' forfeits the rally.')}return true}function ensure(){if(!active)reset();else if(paused){paused=false;$('status').textContent='Game on!'}}function toggle(){if(!active){ensure();return}paused=!paused;$('status').textContent=paused?'Paused.':'Game on!'}function describe(){const text={classic:'Classic: no net or mountains.',tennis:'Tennis: quarter-height center net.',mountain:'Mountain Classic: three fixed triangles on each boundary.',plus:'Mountain Motion: one triangle per boundary, moving oppositely at 45 px/s.'};$('description').textContent=text[$('mode').value]+' Spin, gravity and wind are independently adjustable.'}function settings(){R=28*sizeFactor();if(b)b.y=clamp(b.y,R,H-R);for(const id of ['speed','sensitivity','spin','wind','gravity','accel','bounce'])$(id+'Out').textContent=id==='speed'?(Math.round(ballSpeed()*10)/10):(id==='spin'||id==='gravity')&&$(id).value==='50'?'Default':$(id).value+'%';$('scoreOut').textContent=targetScore();$('ballSizeOut').textContent=(Math.round(sizeFactor()*1000)/10)+'%';if(!strength()&&b)b.spin=0;updateScore()}for(const id of ['speed','sensitivity','spin','wind','gravity','spinOn','windOn','gravityOn','accel','accelOn','bounce','bounceOn','ballSize','ballType','score']){const el=$(id);el.addEventListener('input',()=>{if(id==='speed'){const v=ballSpeed();if(b){b.vx*=v/oldSpeed;b.vy*=v/oldSpeed;capVelocity()}oldSpeed=v}settings()});el.addEventListener('change',()=>{if(id==='windOn')windReset();settings()})}function reconfigure(){reset();paused=true;keys.clear();$('status').textContent='Settings changed. Click board or press a movement key to resume.'}$('mode').addEventListener('change',()=>{const tennis=$('mode').value==='tennis';$('gravityOn').checked=tennis;if(tennis){$('gravity').value='80';$('bounceOn').checked=true;$('bounce').value='100';$('ballSize').value=String((70-10)/90*50);$('windOn').checked=true}settings();describe();reconfigure()});$('players').addEventListener('change',reconfigure);$('start').addEventListener('click',reset);$('pause').addEventListener('click',toggle);document.addEventListener('keydown',e=>{if(e.target&&['INPUT','SELECT','TEXTAREA','BUTTON'].includes(e.target.tagName))return;const k=e.key.toLowerCase();if(['w','s','arrowup','arrowdown',' '].includes(k)){e.preventDefault();if(k===' '){if(!e.repeat){if(!active||paused)ensure();else toggle()}}else{ensure();keys.add(k);targets[k==='w'||k==='s'?0:1]=null}}});document.addEventListener('keyup',e=>keys.delete(e.key.toLowerCase()));window.addEventListener('blur',()=>{keys.clear();if(active&&!paused)toggle()});function pointer(e){const rect=c.getBoundingClientRect(),x=(e.clientX-rect.left)*W/rect.width,yy=(e.clientY-rect.top)*H/rect.height;targets[$('players').value==='cpu'?0:x<480?0:1]=clamp(yy,50,490)}c.addEventListener('pointerdown',e=>{ensure();c.focus();c.setPointerCapture(e.pointerId);touches.add(e.pointerId);pointer(e)});c.addEventListener('pointermove',e=>{if(e.pointerType==='mouse'||touches.has(e.pointerId))pointer(e)});for(const ev of ['pointerup','pointercancel'])c.addEventListener(ev,e=>touches.delete(e.pointerId));for(const button of document.querySelectorAll('[data-key]')){const key=button.dataset.key;button.addEventListener('pointerdown',e=>{e.preventDefault();ensure();targets[key==='w'||key==='s'?0:1]=null;keys.add(key);button.setPointerCapture(e.pointerId)});for(const ev of ['pointerup','pointercancel','lostpointercapture'])button.addEventListener(ev,()=>keys.delete(key))}document.addEventListener('visibilitychange',()=>{if(document.hidden){keys.clear();if(active&&!paused)toggle()}});
const outline=[[-7,-54]];function curve(p1,p2,p3){const p0=outline[outline.length-1];for(let k=1;k<=16;k++){const t=k/16,u=1-t;outline.push([u*u*u*p0[0]+3*u*u*t*p1[0]+3*u*t*t*p2[0]+t*t*t*p3[0],u*u*u*p0[1]+3*u*u*t*p1[1]+3*u*t*t*p2[1]+t*t*t*p3[1]])}}curve([29,-63],[34,-24],[18,4]);curve([9,19],[19,39],[4,51]);curve([-11,64],[-25,42],[-19,23]);curve([-34,-1],[-29,-44],[-7,-54]);function earPoly(i){return outline.map(p=>({x:(i===0?48:912)+p[0]*(i===0?-.75:.75),y:y[i]+p[1]*.75}))}function circleContact(poly){let inside=false,best=Infinity,near=null;for(let i=0,j=poly.length-1;i<poly.length;j=i++){const a=poly[j],z=poly[i];if((a.y>b.y)!==(z.y>b.y)&&b.x<(z.x-a.x)*(b.y-a.y)/(z.y-a.y)+a.x)inside=!inside;const dx=z.x-a.x,dy=z.y-a.y,len=dx*dx+dy*dy,t=len?clamp(((b.x-a.x)*dx+(b.y-a.y)*dy)/len,0,1):0,q={x:a.x+t*dx,y:a.y+t*dy},d=Math.hypot(b.x-q.x,b.y-q.y);if(d<best){best=d;near=q}}if(!inside&&best>=R)return null;let nx=(b.x-near.x)/(best||1),ny=(b.y-near.y)/(best||1);if(inside){nx=-nx;ny=-ny}if(best<1e-8){nx=0;ny=b.y<H/2?1:-1}return {nx,ny,depth:inside?R+best:R-best}}function localBallParts(){const type=$('ballType').value;if(type==='football'){const p=[];for(let i=0;i<=16;i++){const t=i/16;p.push({x:-R+2*R*t,y:-2.4*R*t*(1-t)})}for(let i=15;i>=1;i--){const t=i/16;p.push({x:-R+2*R*t,y:2.4*R*t*(1-t)})}return [p]}if(type==='octagon')return [Array.from({length:8},(_,i)=>({x:R*Math.cos(i*Math.PI/4+Math.PI/8),y:R*Math.sin(i*Math.PI/4+Math.PI/8)}))];if(type==='x')return [Math.PI/4,-Math.PI/4].map(a=>[[-R,-R*.22],[R,-R*.22],[R,R*.22],[-R,R*.22]].map(([x,y])=>({x:x*Math.cos(a)-y*Math.sin(a),y:x*Math.sin(a)+y*Math.cos(a)})));return []}function worldBallParts(){const ca=Math.cos(b.a),sa=Math.sin(b.a);return localBallParts().map(poly=>poly.map(p=>({x:b.x+p.x*ca-p.y*sa,y:b.y+p.x*sa+p.y*ca})))}function ballExtents(){if($('ballType').value==='circle')return {minX:b.x-R,maxX:b.x+R,minY:b.y-R,maxY:b.y+R};const p=worldBallParts().flat();return {minX:Math.min(...p.map(q=>q.x)),maxX:Math.max(...p.map(q=>q.x)),minY:Math.min(...p.map(q=>q.y)),maxY:Math.max(...p.map(q=>q.y))}}function cross(a,z,p){return (z.x-a.x)*(p.y-a.y)-(z.y-a.y)*(p.x-a.x)}function triangulate(poly){if(poly.length>3&&Math.hypot(poly[0].x-poly[poly.length-1].x,poly[0].y-poly[poly.length-1].y)<1e-7)poly=poly.slice(0,-1);let area=0;for(let i=0;i<poly.length;i++){const q=poly[(i+1)%poly.length];area+=poly[i].x*q.y-q.x*poly[i].y}const sign=area>=0?1:-1,ids=poly.map((_,i)=>i),out=[];let guard=0;while(ids.length>3&&guard++<poly.length*poly.length){let found=false;for(let k=0;k<ids.length;k++){const ia=ids[(k+ids.length-1)%ids.length],iz=ids[k],ip=ids[(k+1)%ids.length],a=poly[ia],z=poly[iz],p=poly[ip];if(cross(a,z,p)*sign<1e-8)continue;let blocked=false;for(const j of ids){if(j===ia||j===iz||j===ip)continue;const q=poly[j];if(cross(a,z,q)*sign>=-1e-8&&cross(z,p,q)*sign>=-1e-8&&cross(p,a,q)*sign>=-1e-8){blocked=true;break}}if(blocked)continue;out.push([a,z,p]);ids.splice(k,1);found=true;break}if(!found)break}if(ids.length===3)out.push(ids.map(i=>poly[i]));return out}function sat(ball,poly){let depth=Infinity,nx=0,ny=0;for(const points of [ball,poly])for(let i=0;i<points.length;i++){const p=points[i],q=points[(i+1)%points.length],dx=q.x-p.x,dy=q.y-p.y,len=Math.hypot(dx,dy);if(len<1e-8)continue;const ax=-dy/len,ay=dx/len,aa=ball.map(v=>v.x*ax+v.y*ay),bb=poly.map(v=>v.x*ax+v.y*ay),amin=Math.min(...aa),amax=Math.max(...aa),bmin=Math.min(...bb),bmax=Math.max(...bb);if(amax<=bmin||bmax<=amin)return null;const positive=bmax-amin,negative=amax-bmin,d=Math.min(positive,negative);if(d<depth){depth=d;nx=positive<negative?ax:-ax;ny=positive<negative?ay:-ay}}return {nx,ny,depth}}let earTriangleIndices=null;function contact(poly){if($('ballType').value==='circle')return circleContact(poly);const ext=ballExtents(),xs=poly.map(p=>p.x),ys=poly.map(p=>p.y);if(ext.maxX<Math.min(...xs)||ext.minX>Math.max(...xs)||ext.maxY<Math.min(...ys)||ext.minY>Math.max(...ys))return null;let pieces;if(poly.length>4){if(!earTriangleIndices)earTriangleIndices=triangulate(poly).map(t=>t.map(p=>poly.indexOf(p)));pieces=earTriangleIndices.map(t=>t.map(i=>poly[i]))}else pieces=[poly];let best=null;for(const ball of worldBallParts())for(const p of pieces){const h=sat(ball,p);if(h&&(!best||h.depth>best.depth))best=h}return best}function reflect(poly,vx=0,id='obstacle'){const h=contact(poly);if(!h)return;b.x+=h.nx*(h.depth+.01);b.y+=h.ny*(h.depth+.01);const dot=(b.vx-vx)*h.nx+b.vy*h.ny;if(dot>=0)return;b.vx-=(1+restitution())*dot*h.nx;b.vy-=(1+restitution())*dot*h.ny;b.spin*=.85;collision(id)}function triangle(x,top){return top?[{x:x-33,y:0},{x:x+33,y:0},{x,y:66}]:[{x:x-33,y:H},{x,y:H-66},{x:x+33,y:H}]}function obstacles(){const m=$('mode').value;if(m==='tennis')return [{poly:[{x:474,y:405},{x:486,y:405},{x:486,y:540},{x:474,y:540}],vx:0}];if(m==='mountain')return [240,480,720].flatMap(x=>[{poly:triangle(x,true),vx:0},{poly:triangle(x,false),vx:0}]);if(m==='plus')return [{poly:triangle(mx,true),vx:mdir*45},{poly:triangle(W-mx,false),vx:-mdir*45}];return []}function say(){let n=Math.floor(Math.random()*phrases.length);if(n===previous)n=(n+1)%phrases.length;previous=n;bubbles.push({text:phrases[n],x:b.x,y:b.y,life:2});if(bubbles.length>8)bubbles.shift()}
function step(dt){if(!active||paused)return;time+=dt;windStep(dt);const old=y.slice(),ps=750*Number($('sensitivity').value)/100;if(keys.has('w'))y[0]-=ps*dt;if(keys.has('s'))y[0]+=ps*dt;if(targets[0]!==null)y[0]+=clamp(targets[0]-y[0],-ps*dt,ps*dt);if($('players').value==='two'){if(keys.has('arrowup'))y[1]-=ps*dt;if(keys.has('arrowdown'))y[1]+=ps*dt;if(targets[1]!==null)y[1]+=clamp(targets[1]-y[1],-ps*dt,ps*dt)}else y[1]+=clamp((b.vx>0?b.y:270)-y[1],-285*dt,285*dt);for(let i=0;i<2;i++){y[i]=clamp(y[i],50,490);pv[i]=(y[i]-old[i])/dt}bubbles.forEach(q=>q.life-=dt);bubbles=bubbles.filter(q=>q.life>0);if(delay>0){delay-=dt;return}if($('mode').value==='plus'){mx+=mdir*45*dt;if(mx>840){mx=1680-mx;mdir=-1}if(mx<120){mx=240-mx;mdir=1}}const spin=strength();if(spin){const vx=b.vx,vy=b.vy,v=Math.hypot(vx,vy),mag=.055*b.spin*spin;b.vx-=mag*vy*dt;b.vy+=mag*vx*dt;const norm=Math.hypot(b.vx,b.vy);if(norm){b.vx*=v/norm;b.vy*=v/norm}b.spin*=Math.exp(-.32*dt);b.a+=b.spin*spin*dt}else{b.spin=0;b.a+=b.vx*dt/170}if($('gravityOn').checked)b.vy+=420*Number($('gravity').value)/50*dt;if($('windOn').checked&&windLeft>0){const f=Number($('wind').value)*1.8;b.vx+=wx*f*dt;b.vy+=wy*f*dt}capVelocity();b.x+=b.vx*dt;b.y+=b.vy*dt;let bounds=ballExtents();if(bounds.minY<0){b.y-=bounds.minY;if(b.vy<0){b.vy=-b.vy*restitution();b.spin*=.85;lastBoundary=time;collision('ceiling')}}bounds=ballExtents();if(bounds.maxY>H){b.y-=bounds.maxY-H;if(b.vy>0){b.vy=-b.vy*restitution();b.spin*=.85;lastBoundary=time;collision('floor')}}if(resolvePenalty())return;const obs=obstacles();for(let j=0;j<obs.length;j++){reflect(obs[j].poly,obs[j].vx,'obstacle'+j);if(resolvePenalty())return}for(let i=0;i<2;i++){const px=i===0?48:912;if(i===0?b.x<px:b.x>px)continue;const h=contact(earPoly(i));if(!h)continue;const dot=b.vx*h.nx+(b.vy-pv[i])*h.ny;if(dot>=0)continue;const ext=ballExtents();if(ext.minY<12||ext.maxY>H-12||time-lastBoundary<.12)pinchUntil=time+.25;b.x+=h.nx*(h.depth+.05);b.y+=h.ny*(h.depth+.05);b.vx-=(1+restitution())*dot*h.nx;b.vy-=(1+restitution())*dot*h.ny;if(spin){if(Math.abs(pv[i])>2){const impulse=.32*pv[i];b.vy+=impulse*spin;b.spin=clamp(b.spin+(i===0?-1:1)*2*impulse/R,-18,18)}else b.spin*=.8}lastTouch=i;collision('ear'+i);say();if(resolvePenalty())return}capVelocity();const goalBounds=ballExtents();if(goalBounds.maxX<0||goalBounds.minX>W)award(b.x<0?1:0)}
function path(poly){g.beginPath();g.moveTo(poly[0].x,poly[0].y);for(let i=1;i<poly.length;i++)g.lineTo(poly[i].x,poly[i].y);g.closePath()}function ballPath(){g.beginPath();if($('ballType').value==='circle'){g.arc(0,0,R,0,Math.PI*2);return}for(const poly of localBallParts()){g.moveTo(poly[0].x,poly[0].y);for(let i=1;i<poly.length;i++)g.lineTo(poly[i].x,poly[i].y);g.closePath()}}function ear(i){g.save();g.translate(i===0?48:912,y[i]);g.scale(i===0?-.75:.75,.75);g.fillStyle='#f1bd9f';g.strokeStyle='#975746';g.lineWidth=3;path(outline.map(p=>({x:p[0],y:p[1]})));g.fill();g.stroke();g.lineWidth=4;g.beginPath();g.moveTo(-9,-38);g.bezierCurveTo(17,-49,22,-23,7,-5);g.bezierCurveTo(-7,7,9,18,-3,31);g.stroke();g.beginPath();g.moveTo(-10,-21);g.bezierCurveTo(-24,-6,-5,-1,-10,15);g.stroke();g.restore()}function bubble(q){g.save();g.font='bold 15px system-ui';const lines=[];let line='';for(const word of q.text.split(' ')){const t=line?line+' '+word:word;if(g.measureText(t).width>225&&line){lines.push(line);line=word}else line=t}lines.push(line);const w=Math.max(...lines.map(t=>g.measureText(t).width))+24,h=lines.length*20+20,x=clamp(q.x<480?q.x+35:q.x-w-35,8,W-w-8),yy=clamp(q.y-h-42<8?q.y+42:q.y-h-42,8,H-h-8),ex=clamp(q.x,x+12,x+w-12),ey=q.y>yy+h?yy+h:yy;g.fillStyle='#fffdf4';g.strokeStyle='#402d53';g.lineWidth=2.5;g.beginPath();g.moveTo(ex-8,ey);g.lineTo(q.x,q.y+12);g.lineTo(ex+8,ey);g.closePath();g.fill();g.stroke();g.beginPath();g.roundRect(x,yy,w,h,12);g.fill();g.stroke();g.fillStyle='#251936';g.textAlign='left';g.textBaseline='top';lines.forEach((t,i)=>g.fillText(t,x+12,yy+10+i*20));g.restore()}function drawMountain(poly){const top=poly.some(p=>p.y===0),base=top?0:H,tip=poly.find(p=>p.y!==base),cx=tip.x,dir=top?1:-1;g.save();path(poly);g.clip();g.fillStyle='#74879a';g.fillRect(cx-34,top?0:H-67,68,68);g.fillStyle='#405970';path([{x:cx,y:base},{x:cx+33,y:base},tip]);g.fill();g.strokeStyle='#a4b3bd';g.lineWidth=1;g.beginPath();g.moveTo(cx-18,base+dir*8);g.lineTo(cx-9,base+dir*30);g.moveTo(cx+18,base+dir*12);g.lineTo(cx+10,base+dir*37);g.stroke();g.fillStyle='#f5fbff';path([tip,{x:cx+13,y:base+dir*40},{x:cx+7,y:base+dir*44},{x:cx+2,y:base+dir*39},{x:cx-3,y:base+dir*46},{x:cx-8,y:base+dir*41},{x:cx-13,y:base+dir*40}]);g.fill();g.fillStyle='#c5e2f2';path([tip,{x:cx+13,y:base+dir*40},{x:cx+7,y:base+dir*44},{x:cx+2,y:base+dir*39}]);g.fill();g.restore();g.strokeStyle='#c2d5df';g.lineWidth=1.5;path(poly);g.stroke()}function draw(){g.fillStyle='#101c31';g.fillRect(0,0,W,H);if(images.brain.complete&&images.brain.naturalWidth){g.save();g.globalAlpha=.5;g.drawImage(images.brain,0,0,W,H);g.restore()}g.strokeStyle='#ffffff66';g.setLineDash([9,14]);g.beginPath();g.moveTo(480,0);g.lineTo(480,H);g.stroke();g.setLineDash([]);for(const o of obstacles()){if(o.poly.length===3)drawMountain(o.poly);else{g.fillStyle='#334a65';g.strokeStyle='#b9f6e2';g.lineWidth=2;path(o.poly);g.fill();g.stroke()}}if($('windOn').checked&&windLeft>0){g.save();g.strokeStyle='#d6f8ff';g.lineWidth=1.5;g.globalAlpha=.18;const travel=time*(75+Number($('wind').value)*2.25);for(let i=0;i<34;i++){const x=((i*173+31+travel*wx)%1040+1040)%1040-40,yy=((i*97+travel*wy)%620+620)%620-40,len=14+i%4*6;g.beginPath();g.moveTo(x,yy);g.lineTo(x+len*wx,yy+len*wy);g.stroke()}g.restore()}ear(0);ear(1);g.save();g.translate(b.x,b.y);g.rotate(b.a);g.fillStyle='#9df6d2';g.strokeStyle='#9df6d2';g.lineWidth=2;ballPath();g.fill();g.stroke();ballPath();g.clip();g.fillStyle='#050505';g.fillRect(-R,-R,R*2,R*2);const f=images.face;if(f.complete&&f.naturalWidth)g.drawImage(f,f.width*.29,f.height*.22,f.width*.42,f.height*.56,-R,-R,R*2,R*2);g.restore();bubbles.forEach(bubble);if(win){g.fillStyle='#10172bee';g.fillRect(0,0,W,H);const t=Math.min(1,winAge/.7),scale=.15+.85*(1-Math.pow(1-t,3));g.save();g.translate(480,220);g.scale(scale,scale);if(images.win.complete&&images.win.naturalWidth)g.drawImage(images.win,-330,-220,660,440);g.restore();g.fillStyle='#10172bee';g.beginPath();g.roundRect(40,446,880,76,14);g.fill();g.fillStyle='#fff8b0';g.textAlign='center';g.textBaseline='middle';let font=34;g.font='900 '+font+'px system-ui';while(g.measureText(win).width>830&&font>16){font--;g.font='900 '+font+'px system-ui'}g.fillText(win,480,484);return}if(!active||paused||delay>0){g.fillStyle='#10172bdd';g.fillRect(50,218,860,104);g.fillStyle='white';g.textAlign='center';g.textBaseline='alphabetic';g.font='bold 25px system-ui';g.fillText(paused?'PAUSED':!active?'CLICK OR PRESS A KEY TO START':'GET READY',480,258);if(!active&&!paused){g.font='bold 21px system-ui';g.fillStyle='#c8e8df';g.fillText('SCROLL DOWN FOR MORE OPTIONS/SETTINGS',480,295)}}}function frame(t){const dt=Math.min((t-last)/1000||0,.05);last=t;if(win)winAge=Math.min(2,winAge+dt);acc+=dt;while(acc>=1/240){const n=Math.min(128,Math.max(1,Math.ceil(Math.hypot(b.vx,b.vy)/(240*Math.max(1,R*.22)))));for(let i=0;i<n;i++)step(1/(240*n));acc-=1/240}draw();requestAnimationFrame(frame)}settings();describe();windReset();serve(1);syncNames();requestAnimationFrame(frame)})();</script></html>Game Source: BB182
Creator: SuperPirate58
Libraries: none
Complexity: simple (5 lines, 236.0 KB)
The full source code is displayed above on this page.
Remix Instructions
To remix this game, copy the source code above and modify it. Add a ARCADELAB header at the top with "remix_of: bb182-superpirate58" to link back to the original. Then publish at arcadelab.ai/publish.