[img[tommy]]\n\n***BRRRRRRRRIIIIINNNNNGGGGGGG!!!!***\n\nThe final bell! Hooray!\n\n[[Leave school]].\n\n

\n<<display HUD>>\nIt's an empty yard.\n\n[[Go North. |Purple House]]\n[[Go West. |Street Tile 5]]\n[[Go South. |Orange House]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]

[img[cbw logo]]\n\nFrom the START, it is a glorious "COMIC BOOK WEDNESDAY."\n\nTommy, oh, Tommy. Another Wednesday slaving away in one of his many desks at the Crap Factory, aka Donald Dokken High School. A U.S. HISTORY QUIZ to end the day. "Great," he thinks.\n\nHis goals for the day:\n1. Survive another lethargic Wednesday at school (oh yeah, and finish this quiz).\n2. Steal a glance from SARA, his dreamgirl baby dream.\n3. Avoid any bullshit that could get in the way of the ULTIMATE GOAL--a stack of COMIC BOOKS, which are released every Wednesday.\n\nTommy reads a lot of comic books. However, he's only rocking $20.00 as opposed to the usual sum he's stacked on top of his lawnmowing dowry by hording the lunch money his folks give him in the morning. The dopes. \n\nBut this quiz though. Answer this question and I bet the final bell rings.\n\nQUESTION: Was Ben Franklin a stupid jerk?\n\nA.) [[Indeed|final bell]].\nB.) [[No way! He's loved the Francians!|wrong answer]]\n\n<<playsound "Icarus.mp3" >>\n<<stopsound "Icarus.mp3" >>\n\n\n

<<display HUD>>\nIt's an empty yard.\n\n[[Go West. |Street Tile 1]]\n[[Go South. |Green House]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]

\n<<display HUD>>\nIt's an empty yard.\n\n[[Go North. |Green House]]\n[[Go West. |Street Tile 3]]\n[[Go South. |Purple House]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]

\n<<display HUD>>\nIt's an empty yard.\n\n[[Go North. |Blue House]]\n[[Go East. |Street Tile 4]]\n[[Go South. |Red House]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]

\n<<display HUD>>\nIt's an empty yard.\n\n[[Go North. |Yellow House]]\n[[Go East. |Street Tile 2]]\n[[Go South. |Blue House]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]

\n<<display HUD>>\nIt's an empty yard.\n\n[[Go North. |Red House]]\n[[Go East. |Street Tile 6]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n

\nTommy encounters a flat tire himself. He needs a new tire, or has to walk. At this point he should have enough money with the MECHANIC'S TRUCK pulls up. Unfortunately, the mechanic is Bully Joe's dad, BIG BULLY. He thinks Tommy is trashing the bike, so he wakes it from him.\n\n[[WALK to the COMIC SHOP]].

\nYou go to the Texas Beefhouse for a hearty meal, but once you arrive, two rival cowboy gangs begin to engage in a shoot out. If you stick around, you're likely to get capped. You may want to get the heck out of there.\n\n[[RUN FOR IT!|Take it to the streets]].

\n<<display HUD>>\n<<if $paper is 6>>\s\nSara needs your help delivering her papers.\n\nYou are delivering to a cul-de-sac with six houses, three on each side. The six houses are brightly colored red, blue, yellow, purple, orange, and green.\n\n[[Begin delivering papers! |Street Tile 6]]\n<<else>>/\n[[Quit delivering papers?]]\n***WARNING: If you do not deliver all 6 papers it will change the end game outcome and decrease your reward.***\n<<endif>>

\n(Once all the scnearios are played out, the player can press on.)\n\nOnce out in the streets you can:\n\n1. Pedal toward the loud [[buzzing]].\n2. Head towards GHOST TOWN ROAD for a bite to eat at [[TEXAS BEEFHOUSE]].\n3. [[Help Sara]] with her newspapers.\n

\nMatt de Simone

\nYou place the paper on the doorstep.\n\n[[Continue on your route. |Street Tile 1]]

\nTommy runs into the gun store, only there aren't any pistolas. He asks the clerk, "Hey, where are the guns? I want to shoot that swarm of locusts."\n\t"Locusts? We're dead!" the clerk says as he hits a red button on the wall that throws down a protective, carbon foam around his selection. \n\nYou're kind of screwed here.\n\n[[You have no choice but to go back to the |buzzing]].

<<display HUD>>\n<<if visited ("Deliver to Green House")>>\s\nYou've already delivered a paper to the green house.\n\n[[Go North. |Yard 4]]\n[[Go West. |Street Tile 2]]\n[[Go South. |Yard 5]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<else>>\s\nYou've reached the green house!\n\n[[Deliver the paper.|Deliver to Green House][$paper -=1]]\n[[Go North. |Yard 4]]\n[[Go West. |Street Tile 2]]\n[[Go South. |Yard 5]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\nYou have <<$paper>> papers remaining.\n----------------------------------------\n

\n<<display HUD>>\n<<if visited ("Deliver to Blue House")>>\s\nYou've already delivered a paper to the blue house.\n\n[[Go North. |Yard 3]]\n[[Go East. |Street Tile 3]]\n[[Go South. |Yard 2]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<else>>\s\nYou've reached the blue house!\n\n[[Deliver paper to blue house.|Deliver to Blue House][$paper -=1]]\n[[Go North. |Yard 3]]\n[[Go East. |Street Tile 3]]\n[[Go South. |Yard 2]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\n\nYou place the paper on the doorstep.\n\n[[Continue on your route. |Street Tile 5]]

\n<<display HUD>>\n<<if visited ("Deliver to Purple House")>>\s\nYou've already delivered a paper to the purple house.\n\n[[Go North. |Yard 5]]\n[[Go West. |Street Tile 4]]\n[[Go South. |Yard 6]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<else>>\s\nYou've reached the purple house!\n\n[[Deliver the paper.|Deliver to Purple House][$paper -=1]]\n[[Go North. |Yard 5]]\n[[Go West. |Street Tile 4]]\n[[Go South. |Yard 6]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

[img[you win]]\n\nGlorious comics!\n\nDo you want to relive your Comic Book Wednesday back from the [[Start]]?

\nWrong.\n\nBen Frankin was, in fact, a jerk.\n\nTommy turns his paper in and waits for the [[bell|final bell]].

\n<<display HUD>>\n<<if visited ("Deliver to Red House")>>\s\nYou've already delivered a paper to the red house.\n\n[[Go North. |Yard 2]]\n[[Go East. |Street Tile 5]]\n[[Go South. |Yard 1]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<else>>\s\nYou've reached the red house!\n\n[[Deliver the paper.|Deliver to Red House][$paper -=1]]\n[[Go North. |Yard 2]]\n[[Go East. |Street Tile 5]]\n[[Go South. |Yard 1]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\nYou've finished your delivery!\n\n[[You may press on!]]\n\n

\nSara is standing by her bicycle. She's about to deliver the "evening edition" of the local newspaper. Her only problem is that she needs to get it done in time for her mom's famous pot roast.\n\n[[Give her a hand|HUD]].\n\n[[Take it to the streets]].

\n<<display HUD>>\n<<if visited ("Deliver to Orange House")>>\s\nYou've already delivered a paper to the orange house.\n\n[[Go North. |Yard 6]]\n[[Go West. |Street Tile 6]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<else>>\s\nYou've reached the orange house!\n\n[[Deliver the paper.|Deliver to Orange House][$paper -=1]]\n[[Go North. |Yard 6]]\n[[Go West. |Street Tile 6]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\n<<display HUD>>\n<<if $paper is 0>>\nYou've finished your delivery! Now to catch up with Sara.\n\n<<else>>\nYou stand at the beginning of the street.\n\n[[Go North. |Street Tile 5]]\n[[Go East. |Orange House]]\n[[Go West. |Yard 1]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\n\nA swarm of locusts are about to invade the town. You scan the city streets. People run for their lives.\n\n[[Grab La Pistola from the |GUN STORE]].\n\n[[Throw you bike at the |LOCUSTS]].\n\n[[Take it to the streets]].\n\n[[You may press on!]]\n\n

\n<<display HUD>>\n<<if $paper is 0>>\nYou've delivered all the papers. Now to go find Sara.\n\n<<else>>\nYou stand in the middle of the street.\n\n[[Go North. |Street Tile 4]]\n[[Go East. |Yard 6]]\n[[Go South. |Street Tile 6]]\n[[Go West. |Red House]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\n<<display HUD>>\n<<if $paper is 0>>\nYou've delivered all the papers. Now to go find Sara.\n\n<<else>>\nYou stand in the middle of the street.\n\n[[Go North. |Street Tile 1]]\n[[Go East. |Green House]]\n[[Go West. |Yard 3]]\n[[Go South. |Street Tile 3]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\n<<display HUD>>\n<<if $paper is 0>>\nYou've delivered all the papers. Now to go find Sara.\n\n<<else>>\nYou stand in the middle of the street.\n\n[[Go North. |Street Tile 2]]\n[[Go East. |Yard 5]]\n[[Go West. |Blue House]]\n[[Go South. |Street Tile 4]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

<<display HUD>>\n<<if $paper is 0>>\nYou've delivered all the papers. Now to go find Sara.\n\n<<else>>\nYou've reached the end of the street. There is a house to your left and an empty lot on your right.\n\n[[Go West |Yellow House]]\n[[Go East |Yard 4]]\n[[Go South |Street Tile 2]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

(function () {\n "use strict";\n version.extensions['soundMacros'] = {\n major: 1,\n minor: 1,\n revision: 2\n };\n var p = macros['playsound'] = {\n soundtracks: {},\n handler: function (a, b, c, d) {\n var loop = function (m) {\n if (m.loop == undefined) {\n m.loopfn = function () {\n this.play();\n };\n m.addEventListener('ended', m.loopfn, 0);\n } else m.loop = true;\n m.play();\n };\n var s = eval(d.fullArgs());\n if (s) {\n s = s.toString();\n var m = this.soundtracks[s.slice(0, s.lastIndexOf("."))];\n if (m) {\n if (b == "playsound") {\n m.play();\n } else if (b == "loopsound") {\n loop(m);\n } else if (b == "pausesound") {\n m.pause();\n } else if (b == "unloopsound") {\n if (m.loop != undefined) {\n m.loop = false;\n } else if (m.loopfn) {\n m.removeEventListener('ended', m.loopfn);\n delete m.loopfn;\n }\n } else if (b == "stopsound") {\n m.pause();\n m.currentTime = 0;\n } else if (b == "fadeoutsound" || b == "fadeinsound") {\n if (m.interval) clearInterval(m.interval);\n if (b == "fadeinsound") {\n if (m.currentTime>0) return;\n m.volume = 0;\n loop(m);\n } else {\n if (!m.currentTime) return;\n m.play();\n }\n var v = m.volume;\n m.interval = setInterval(function () {\n v = Math.min(1, Math.max(0, v + 0.005 * (b == "fadeinsound" ? 1 : -1)));\n m.volume = Math.easeInOut(v);\n if (v == 0 || v == 1) clearInterval(m.interval);\n if (v == 0) {\n m.pause();\n m.currentTime = 0;\n m.volume = 1;\n }\n }, 10);\n }\n }\n }\n }\n }\n macros['fadeinsound'] = p;\n macros['fadeoutsound'] = p;\n macros['unloopsound'] = p;\n macros['loopsound'] = p;\n macros['pausesound'] = p;\n macros['stopsound'] = p;\n macros['stopallsound'] = {\n handler: function () {\n var s = macros.playsound.soundtracks;\n for (var j in s) {\n\t\tif (s.hasOwnProperty(j)) {\n s[j].pause();\n if (s[j].currentTime) {\n\t\t s[j].currentTime = 0;\n\t\t }\n\t\t}\n }\n }\n }\n var div = document.getElementById("storeArea").firstChild;\n var fe = ["ogg", "mp3", "wav", "webm"];\n while (div) {\n var b = String.fromCharCode(92);\n var q = '"';\n var re = "['" + q + "]([^" + q + "']*?)" + b + ".(ogg|mp3|wav|webm)['" + q + "]";\n k(new RegExp(re, "gi"));\n div = div.nextSibling;\n }\n\n function k(c, e) {\n do {\n var d = c.exec(div.innerHTML);\n if (d) {\n var a = new Audio();\n if (a.canPlayType) {\n for (var i = -1; i < fe.length; i += 1) {\n if (i >= 0) d[2] = fe[i];\n if (a.canPlayType("audio/" + d[2])) break;\n }\n if (i < fe.length) {\n a.setAttribute("src", d[1] + "." + d[2]);\n a.interval = null;\n macros.playsound.soundtracks[d[1]] = a;\n } else console.log("Browser can't play '" + d[1] + "'");\n }\n }\n } while (d);\n }\n}()); \n<<stopsound "HHtheme.mp3" >>

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAEJGlDQ1BJQ0MgUHJvZmlsZQAAOBGFVd9v21QUPolvUqQWPyBYR4eKxa9VU1u5GxqtxgZJk6XtShal6dgqJOQ6N4mpGwfb6baqT3uBNwb8AUDZAw9IPCENBmJ72fbAtElThyqqSUh76MQPISbtBVXhu3ZiJ1PEXPX6yznfOec7517bRD1fabWaGVWIlquunc8klZOnFpSeTYrSs9RLA9Sr6U4tkcvNEi7BFffO6+EdigjL7ZHu/k72I796i9zRiSJPwG4VHX0Z+AxRzNRrtksUvwf7+Gm3BtzzHPDTNgQCqwKXfZwSeNHHJz1OIT8JjtAq6xWtCLwGPLzYZi+3YV8DGMiT4VVuG7oiZpGzrZJhcs/hL49xtzH/Dy6bdfTsXYNY+5yluWO4D4neK/ZUvok/17X0HPBLsF+vuUlhfwX4j/rSfAJ4H1H0qZJ9dN7nR19frRTeBt4Fe9FwpwtN+2p1MXscGLHR9SXrmMgjONd1ZxKzpBeA71b4tNhj6JGoyFNp4GHgwUp9qplfmnFW5oTdy7NamcwCI49kv6fN5IAHgD+0rbyoBc3SOjczohbyS1drbq6pQdqumllRC/0ymTtej8gpbbuVwpQfyw66dqEZyxZKxtHpJn+tZnpnEdrYBbueF9qQn93S7HQGGHnYP7w6L+YGHNtd1FJitqPAR+hERCNOFi1i1alKO6RQnjKUxL1GNjwlMsiEhcPLYTEiT9ISbN15OY/jx4SMshe9LaJRpTvHr3C/ybFYP1PZAfwfYrPsMBtnE6SwN9ib7AhLwTrBDgUKcm06FSrTfSj187xPdVQWOk5Q8vxAfSiIUc7Z7xr6zY/+hpqwSyv0I0/QMTRb7RMgBxNodTfSPqdraz/sDjzKBrv4zu2+a2t0/HHzjd2Lbcc2sG7GtsL42K+xLfxtUgI7YHqKlqHK8HbCCXgjHT1cAdMlDetv4FnQ2lLasaOl6vmB0CMmwT/IPszSueHQqv6i/qluqF+oF9TfO2qEGTumJH0qfSv9KH0nfS/9TIp0Wboi/SRdlb6RLgU5u++9nyXYe69fYRPdil1o1WufNSdTTsp75BfllPy8/LI8G7AUuV8ek6fkvfDsCfbNDP0dvRh0CrNqTbV7LfEEGDQPJQadBtfGVMWEq3QWWdufk6ZSNsjG2PQjp3ZcnOWWing6noonSInvi0/Ex+IzAreevPhe+CawpgP1/pMTMDo64G0sTCXIM+KdOnFWRfQKdJvQzV1+Bt8OokmrdtY2yhVX2a+qrykJfMq4Ml3VR4cVzTQVz+UoNne4vcKLoyS+gyKO6EHe+75Fdt0Mbe5bRIf/wjvrVmhbqBN97RD1vxrahvBOfOYzoosH9bq94uejSOQGkVM6sN/7HelL4t10t9F4gPdVzydEOx83Gv+uNxo7XyL/FtFl8z9ZAHF4bBsrEwAAQABJREFUeAHtnYuSJSeuRe0b8/+/7GvGIzdFI/FIHgKWI07kSRKkrSWBnNXl9p9//f3PH/wDAQhAAAIQgMDRBP7vaPWIhwAEIAABCEDgvwRo6BQCBCAAAQhA4AICNPQLkkgIEIAABCAAARo6NQABCEAAAhC4gAAN/YIkEgIEIAABCECAhk4NQAACEIAABC4gQEO/IImEAAEIQAACEKChUwMQgAAEIACBCwjQ0C9IIiFAAAIQgAAEaOjUAAQgAAEIQOACAjT0C5JICBCAAAQgAAEaOjUAAQhAAAIQuIAADf2CJBICBCAAAQhA4D8ggAAE9hD4888//3XM//TwXxR8gQAEOgnwht4JjmUQ+EIgbubBTrhPx77YZy0EIPAeARr6ezkn4s0ErMZNY9+cHNxD4GAC/Mj94OQh/V4C0vT5UfzaHAt38Qp/IcH1BAK8oZ+QJTQ+S4A39nWpT5t58JwbW6cITxBoI8AbehsvZkNgCwFpLLwxjscvbMdbxiIE1hLgDX0tb7xBIEugtlHTfLL4ugfh2Y2OhQ4J0NAdJgVJbxJoaeqhEdGM3qwTooaARoAfuWtkGN9GYESjqm2O24JUHIvuWgbxPFmrmGY4IhBzi4b5CoGjCdDQj07fPeJHH7CpvdOanehN47AyLnNlrTX31WfC6NX4iftuAjT0u/PrPrpVB2zs56SGJ1pj/aWkhrmyrjT3hect7F7gQYz3EuDP0O/NrfvIdh20wa98vEAqsWht0N7i28G5lUEr4x0x4RMCFgHe0C06PJtGoNTApjlODIuOEw7zWKPoTsL57TbMi9f9NuGSgVoeWrgvMNJiZ/weAjT0e3J5TCQ1h++XA7bGfgpL1nzxm9psvQ8aav3H80S75q/FrmbD63gp9pLumGNpLs8h4J0ADd17hh7TN+KAjW20HvgyP7YxOgXBtvgZYVu0Wjblmcwd4XeXDYml1/8NDHpjZ93dBP78u7j/ujvENdHVHjKv49Y4reKi+c9VyWxNOS1ffeZsprF99ZHaW3VfE5umpTbmnI/atZpvxiGwigBv6B9J5w4Ay2SYzwHxk9BKHrGvUu5OzFWIryaukIGYxc+M+LorxWOpPSVGKwaeQaCWAA29llQy78shc2KjSMLvuv3CrMthYZEc9pauE3NVE1dA4z02Ky+51ErcuWeMQeAFAvxna41ZDodM60GTczHCRs6u1zEtXg+HcEnDqJzX5EbjVLM2nVOKK8wf6S/133vfyjvEWRNrrx7WQeAUAjT0yky1HjI1Zj0epjW6W+ecEGdNQ5hRA60sW+fXNDtP+WnRUhNbK6/b5kvNtnC9jcFL8fAj90K2WzdCrjG02ihIOuqxFXuO1c7ggh5Lr2gLc7xpF23atRSbh5hq2J/GXcvHivGU5+wcp/5WxFjr45W6oaEbFVFboKViKR2mhoSjH1n8Ssx2BS66LO1BmzyX+bv0tvgt1WGIaVc8wlOLZ5cuTQ/jvwiUcvdr5r5vscaba4n/bC1TY3HyM4//HWotDM1uq51/BTj+osUaJJ8SrxVDjL43npz9XluxnprvOd+ybpWG4M/S4UXPSh4S84hrju2IWHJ2R+jdbWMEm90x8IaeZKC2WG9IfhL6sFuL4UncRKsVT4AWnsvcYRAnGwp6tbhmx6P5zYV8GtdcDLeMteTtxJjj+E6tOxr6/yovTqZVjF8SbR2ils+Tnlkcv7DbyUB0W7GFZzJvp9YW31Y9zojH4pfTfRrPXAy5sZjDKTHGmnMx3TYWx2vlqHbeKj409L9Jx0nRwFtJ1da8Nm5xvIFfiMGKMTw7LU4rplHxWMxye+Q0hrkYtLGURXof1s2MvyenOY1afLP1W35zz1q1l2zEuUlt97DN+fsy9nRDTxOigYyTqM15fdxieRO/EIsVq4dN3VqLVkwSa2sOZV2LllYfLbZPmivsPPAQLSV+HrTmNKa6auPJ2QpjYX1qU5u7Y/zJhl6bVM+J21EsOZ8lljcyDDGV4s6x8jxWiqnmIOtlcmONjMi18OzlU8ppSaP4z83r1ZSztXIsp9uKM6etdX7Oxqyxpxp6SyJyif+ahBb/X32tWF+KZwbDFXHV+JDYcgzCmDyvseVlTtCci0f0aXFZa2Rt7noio1wcs8eE70pe4jMX20odOf+jx+J4rLhH+51h74mG3pKkOLkzgN9is8T0dY6Bz4kMgmYrtxKXNceqcc9MemOy4h35TNM3mqnmJ8Qy2tdIPiNsxfFZHEb4mmHj6r/6NSSkNikhkXEyR8O2dFjPRutYYW8mxxX6W3zcGGsppp56DTZLdlu43zT3K5uQj56c5Bhadl7L39e85PjOHrvyDd0qyhToiiJt0ZPq83ivxbOCpUceIe4ckzB2KhPRnYurJQdip2WNp7kr9YuvXuayTuyM5DjD5kh9M22F2IXtTD8jbF/X0GvBv1ygXwpH4wvPL1TvWkstfMtnzE/bb5aH0prwPPYhtrR1ubmy5pVrjoHGayeTq37kXgM4JCaXnJ1JwPf5BLSaqqnJ86P/589W2VvjMzmL6St1OT4jvi1e84ZeKlDtwF2RnuC7pG+Fjlk+RrGtYTTK1ywWr9klH2synuNcs18sdWG92NVsyXPLDs/8EDi+oWuFGCP2UJSxhhrNsf4XvtcykXkxTy98gibRF2sKYx71xhq177mYTo1Fi/HUcclDruZaYtLWi/0WW8zdS+Dohq4VYoyUooxpfPtew/ubh/rVQQu5ref1ZSacv9Cbv1by42l/zo8aDzkCx/4Zek3xSqHnAvc2VhOPN82j9PTG3rtulO6cHa3mPGrN6WfsXAKh9uRTE0WYq9WlVsc1dpmzj8CRb+haEQpGilFIzL/uZi21sFvHfNJ4gEA9gXg/yB6pX83MUwkc9YYeCrNUnHEhe03KCRp3swuM0o+lqVQX1trRz8jvaKLY+0JAq0dtz2jzv2hg7RoCxzR0rfhiTBRiTOO+76X81tTIfVSICALjCJT22DhPWJpB4IiGXnNQ31CINXHOKIIvNldrLuV5tZ4Wdp61tcTBXAi8TsDrXnbf0EvgwgFfOuQ9Ft+JmjWOpRxp63rHSzlfrac3DtZBwBOBm84kT1xXanHb0MOhXDqYKcCVpeLPl5X/Uu3MjsbSNts39iEAgTcJuPwt95rDmAPzzYJNow51oNVLGKdOUmLcQ+B3ArP3ibZHf1cybmR2TKnS1f5S/+HeVUOvTboHcDmYjO0hEOqhtnb2KMQrBN4lsGtv1vi9rZe4+ZF7LfzbEpBu8xoO6Rru//mfg+Q4eOPpTU+OGWMQGEXAe70HfemnFLvnmFy8odcAurGR3/JmeWNuSpua5xCAgE6g5kzXV+99kmo/6Xzb/oaewsul8iSgOf03jGl58pQbTYumfXZeND2z/WIfAjsJ7Npvs2IO8chH8+Flr299Qy8l3gskLYmvj3vMT9CUq6sw5lHv6zVE/HcRyO29OMIVe7CkIdbT+n2m7VYtufnbGnoJzIrE54Aw9juBUq5+X8EIBCDwGoHSObHqTK/xU9J6au62NHQLZk0yToV9k27PeQracjUWxjzrvqk+ToslVy+nxeBVr8c9l9N0Qw0sb+gWtBxkr0X6ii4rX68wIM43CXAe1eddOydOYphq1WKqp7J+5tJfirMApTDXo8BjSkDL1wm5OkFjyjvca8xzcxmDgGcCp+5BYRr0y0fGvF+XvaFbB9UpibdiGJno4OcUJiPjxhYEIHAegVXn4k4ych7nYpVnO/WJ7yUNPQdBBHiCIZrSq6U/nXvLvRbzCfk6JQeBpcb5lBjQCYEcgVvPCe9xTf+Ru3VgeYcTCtXSnytkxiAAAQi8QoDz0Vemp76hW8mmmfsqhFiNlrcTchbHwXf/BOJao77856tGIXmsoTRnzrQ39HijptJPSLilP42HewicRCDUtnx26k73WHq/Uxu+IXAigSlv6NbGvKGZj4jBYrSzkDRdI2LeGRe+/yGQ5jfc78htqoP87CWwqw72Rn2f9+Fv6NZG3XFwjExZ0D8qhlF2RsbnyZZVR550omUsAfI+lifW3iIwtKFbm/GEBhb0azHM0D/D5pfyXRl7jU5NT81a5kAAAhB4jcDQhq7B89a4cjpfbx6vx5+riV1jt+fi9vh21c1Xv+TlK8H964c1dK0YbmjmJ8Qwq5Rejn0W05ftaueEMKHehARXCLQTGNbQ2137WLH7gPFwgJUY+MjUnSo85P9OskQFgfcIDGnoWkPwflhpuqUMvOsXnV+uFoOT47fi+sKLtRC4mQD75uzsfm7opxaApTs0spXNLPWV3u8oMQ8aeuO2cttr8+Z1q3iV/JxcczfXB7GdQ+BTQ7c2qOfN6VF34CWfVeWjcfCcu1Vs8AOB2wlo+1w7F27ncUN8nxq6BkArFG3+ynGrWD3rXsnoVl/kd19mrX23TxWeIXAXge6/Ke7EDWppfu2w11h44zBKp7e47jpGvkdDfr4z7LEQuGt7rMdeWBPskc9eet/Wdb2hWwVwYiJP1Pwt7b5W9/C3atBXdKghV9QABNYQaG7o1ubsOZjXhKn/b1A9a57FRsvhThajfGuxzWKJ3e8ERuX+uxIstBLQcsc+bCU5Zn7Tj9ytJGmJHSPzmxVL9zfL96z2nD+Ncm1eT43tRN1prmpzlK7j/nwCIfc31PBJmWh+Qz8puKDVOlBeLDaLx+7cvpiP3czFv+e6EI1cfRKw9i11tTZn1W/oVmKshK4N56e3EzX/jGDNnaf8WVqsfGqkLHvamtXjQWNPbKt1zvB3Qn5mxO3dZqjHlty8XMOecvn5Db0l6V4CP1HzCHanN41X8zYi9ztsnFJvp+iclcPZ++p1vrPylrNb1dC1hMwuhJzg2rETNdfGNnKe5xzm4mzR2zI354uxdwlQO/YfV+Yqw2Kmncc5O4z1E6j+kXvqwkpeOpf7/QRu2lDU3px6CjUC2zlsvVsNec+dEa01odkJ8bfa8s7Mo77iG3ouyR4DiTVpml89rOARVwffVxDQam6Fb3yMJdCaS+ucbbU1NpL7rRUbeg6BlbDcfMb2EWAD7WOPZwicRGDkuW7Z4kyaVxVmQz8RvKbZKrB5eP1ahsf83Gi1WOv56/paP6Pnnap7NIcT7Y08Fyxb1Mic6jAb+hyXWF1FgE2zivQ9fqiZe3I5MpLeuqCpj8xC2VZzQ7cSVHY3d4ZWdJ41zyWStw6PPJcVoxp7bXyFJnxAICag1aJ2vsZrc981e2Fur82cH8b++KO5oQPtDALaRrE21xmRodIzAa3uPGtepe1lNta58zKX0bV3TUPXisIqpNEwsQeBGwhoe6k3Nm0PauO9fk5c55WBpmt0bUjOZtkV+69cr2norySsJk5tc2ibtMYmc9oIaDlos3LW7BNjPlHz7qroZcb5Mz9zVzd0Cmh+AeHhTgK9h/adNN6Myjo/e+tjhs03s5OP+oqG3ltceSR3jlob6c6I/UXVk4NTalvT2RPz7sydqHkWM4uFlvOSlhk2Sz5feX5FQ38lWTVx9m6yGtvMmUvAOuhmep7tl5qcmb35tq366M3tDJvzSfj3cG1DtwrGf1rGKoTFWJ4la72HXMnu6udf46DufmXsK8tflvZ8s3LZG9sMm3vo+PF6bUP3g3idkt6NtU4hnrwSsA7XGZpX+5sRw1ebpzFYrZfzrL3Cjm/oJN1O+upNaKt59+mpeWB/vVuzLZH31smp+6KFzcq5xzf0HCyKJEeFsRUEeg+2FdpKPnr3zckxl5jw/CcBq0Z662CGzZ+q37m7sqG/k75fkfZupl8W+AaB8QSoy/FMd1uc0YBLNqmjuqwf3dBJsp1ka5PYK3k6ksDpeejZZ6fHPDL/N9qy8ttTL4GRZTM877Ub1r7yz9EN/ZUkEecZBF48cHpiLh3cq7Ldo32VthP8zMhjySY5syvjuoZeKggbB08h8DaBlv3D4fp2rYTotXr5UhuaTaH9xbbYuPV6XUO/NVFWXBS4RWfvs9LhtFddv3er5k6O+WTt/dn8tlJjFmrEqhPLq2ZT1vTalfW3Xmnol2a2tCEuDXtbWLcfMHF88fdtwHF8DIFQLz01UzrDemweA61TKA29ExzLIACB3wmUDuHfVzByA4GavPc04JLdHps38NZioKFrZA4Zp6D3J0rLQekw2q88r0DTrcUpVrR18pzr3QRq8l+qoRyhYNey3WMz5+eGMRr6DVkkBggsIqAdntaBu0gabhwQqKkDrYZK8i3bvTZLPk97TkM/LWMVeq3Cr1jOlAYC2kFyeg5a9LfMbUDL1EMJhHqYVROWXW0vHoqxSzYNvQsbiyAAAQhAwCJgNfYvzZemrlP/j/7ozCdfCuWUiK2CPiWGm3WSn5uzS2weCIQ9pp31YfzVPcgbuofqbNSgFXKjGaZ/JEAePgJk+RMEtOb6df9odgPUr7ZPTQwN/dTMoRsCkwlYB6a4rpkjc7lCICXwtfFa9ffVdqr1hHsa+glZQqM7AtphYR0w7oJA0BICWq0sce7Eycx9Ydl+jX1zQ/cEyEqkkzpGBgQgAAEI/E1AO69H9BTNdgA/wv4pCTR/KS5A8g7DSuQpSSjp9J6Dkv7bnmv5eKEWb8vlrnherZWZPcWyLXv2du7Nb+i7NgB+IQCBbwTkUGuxcvsB2MKCufMI9NRmTk2pXoMf+eTWnz5GQ3eewVGF7jzM4+WVDpLjA8wE8GLMGQwMNRKYXTe19qWx33TGdjX0mwA01qKL6bUF60LsZSJuq/2ZteSZlWdtl22Z6nBG5qS1roNv+VQLdjjR/DP0oDeAGQnaIQO3kuDuNjUIgwAEPhDQ+ko481qbsSZD7LSeo6X5Ylfzu3O86w19p+DXfXsupttzo210clKfec+sPGurJ3z+TG2f9UYW8joyt6P19caVW9fd0D0HlQuUMQhAoI9A7jDMjfVZv3sV56Se39U1FPyt9qlHP+dJ8Ufuc9xiFQJnEdAO5tsPCMnSK3FKvFzXEAh1ldtbMjaj7sSm+FgT6RovVW/oAmCNJLx8JXBjoX5lwnoIQMAnAau/jDzLgq3400vD0ttrc9S6T2/oAY7n4EZB2mFnZCHv0H+TTy0X1P5NWV4XC3XTxrq3z2j7ts27/jfctdpZMf9TQ18hEB82gXA45ApXxjg8bH6lp8KxNI/nEIBAPwHtHBOLYR+mZ9mMvZn6EP+nXKsbugY8B/qU4E/T2VNs5Kc/y9aB0ZOLfiWshMD9BGRPaftOGx9BRnyPsLXTRtWfoZcEzgRd8s3z8o+EQn7IUVulWLxu2fxtRJgNgTUEVu6v4Gulv9kEmxq6Fbh1AM4OAvvlph4YSWMnV2dVzIh8jbBxFjXUQuB3AtLA5fr7jLNHmhp6CNVq6mejOF99S25o7nq+rebXwlj3wBMIQMAiMHKfBVvysXze8Kz6z9DjYAOc3KEXxkYmIvbJ9zoCwj+XH82CzJW12rwXxoVFLlbPfCzduVjCmOd4NM2Mv0NA6rNU2zLvHTJ6pF0NPZgLEEugdbc8sQiM4CpF3mJL5spaS+ONzyT+XGyrmFj7ytKX08wYBG4gsGrv3cCq+UfupaA5dEqE1j4Pm6F1Q4QcvpZHK95WfjMybOmb4e+rzdP0fo2X9RDwQOBTQ9cOOjbz+NRqrGs9hfWtNkIe5VPr58R5Vr22Mjsl/lvj8sTfqitPOtFyD4HuH7mXEIRi5tAoUVr/PM5Jy4GTzo3trI9inMc0rtjyrhiDX0tXrLH1+66Ygs6dvls5MR8CJxL43NCtwyccSmxiv2UR56a1gaTzY1t+Iz5HmbWvrCjIg0Vn/zPysz8HNyv43NADHOvwkYOfQq4rI+FVN3vcLMlPr/90ndgbp3C8pVRz7MGD/qAhp9GDtpgV3yEAAR8EhjT0EIp2+EiYcjBxGAmR+utKZuJL8lWv8ufMeL3Y/Dlj312sLafCk15PWnKsGIMABPwQ+PRLcWkYNYdPOExLB2pql/v1BEIu5fPVu6ecl2qvpoa/8mA9BFYSKNX8Si34mktg2Bu6yAwHYk0ByRwOUCH3z1/N+uvOz7c0R5K7VoW5dantVpst83P+4/UrtcR++Q6B1QSo9dXE1/gb3tCDbCmW0gEa5socWRPG+OcXAY9cYk2Sv1+K277l1sf226zps3N+4tkzfMb2+Q4BCEBgNoEpDV1EyyFZOkzD/DBH5st6rv4JpDmryXUpqpyN1E+PDW1Nq23NDuMQgAAEdhKY2tAlMDkwcwe1zAlXeS7z42e3f5fYT48zzt3ImEbaihnHeuNxvkMAAhA4jcDQX4orBV97eIbDe9YBXtLo6XktL0+aYy1Bv+cYPGuLOfIdAhCAQA2BJW/osRA5RGsatsyRNbEdvp9DIJc/ye2uKHKadmnB730Edtf3fUSJqIbA8oYuouRArSl8mSNrxMYtV4nvlnhq4tByOZuF5rdGM3MgAAEIeCawraELFDlgaw7ydI6sFVsnXtOYJIYbYpNYWq65uDVGJbs5W6U1PIfALALU4yyy2BUC2xu6CJFibzm807liQ2xyvYMAeb0jjxJFum9lvOdKbfRQY82tBNw0dAEsG7Rn08sasSE2vV5Fb6rvFP2pbu4hYBHQ6t1aU3qW2mTv/CSW8vn5lLvbCLhr6AJYNmZPQcZrxI7Y9XKNNcaavOqNNfIdAl4JyL5iH3nNELpmEnDb0CVo2ZiyUWW89irrxE7tOuZBAALnEpB9LxGw/4XEr7/J89cI324h4L6hC+h4Q6abVeZY13hNbMtaM+tZrCX2sVtXrIXvELiJgLbnbooxjeXFmFMGr90f09DjxKSNr7Vw4/mprdjPyO+xz5F2sQWBEwl83XfsJz3rFpuv3HWvPPFA4MiGnoKTIrUKOV0j97JGbMj4l6vYbLEx0n+LX+ZCYDWBEbWe2ujZc6vjXuEPDiso+/VxRUMXvPEmby3s1vnic8Q11j3CHjYgsJtAqOl0T82sc7Gd+tzNYbb/1+KdzfN0+3/+vRH+Oj0IS7/3gr8cv5UankFgOoHa/T96H9b6nQ4gcjA6xsg0X50QuOoNPcc0LWJPGy3VltPPGAQg0E+APcZvtfdXz3krr2/oaUriDb66uce+U13cQwACEBhNgDNnNFHf9p5r6HE6pNhnNHaxHfvjOwQgAIFVBDiDVpH24+f6P0P3gxolEIDASwRmvCho/GjeGpm3xp9+Q38r1UQLAQisJECTXUkbX4HA/4EBAhCAAAQgAIHzCdDQz88hEUAAAhCAAAR4Q6cGIAABCEAAAjcQ4A39hiwSAwQgAAEIPE+Ahv58CQAAAhCAAARuIEBDvyGLxAABCEAAAs8ToKE/XwIAgAAEIACBGwjQ0G/IIjFAAAIQgMDzBGjoz5cAACAAAQhA4AYCNPQbskgMEIAABCDwPAH+6tfnSwAAEIAABPYT0P7ue/4K3frc8IZez4qZEIAABCAwgYDWzIMr69kEKUebpKEfnT7EQwACEDibQE3DDnNq5p1N4rt6Gvp3hliAAAQgAIEFBGjsNmQaus2HpxCAAAQg4IwAjT2fEH4pLs+FUQhAAAIQmExA+zF6+EU47VksKTfn5V+i4w09rg6+QwACEIDAVgLSkMNVvrcIyjX5lvUnz6Whn5w9tEMAAhA4kEBourWNt6ex19o+EJ0pmYZu4uEhBCAAAQiMJGA1W+uNvKexj9R9gi0a+glZQiMEIACBCwhYzbw2PKvp19q4dR4N/dbMEhcEIAABRwRKzbylUZfmlp47wjJUCg19KE6MQQACEIBAK4GRDXikrdY4ds/nP1vbnQH8QwACELicgPZ23tt8R9u7BT8N/ZZMEgcEILCVQNxkehvV1gAmOY+5THKB2f8R4EfulAIEIACBjwTSppXefzR/7HKLQ++/9Gg2e+0dCzcjnDf0DBSGIAABCMwkkDalG5tRGmPM88Z44/h2fecNfRd5/EIAAk8SyDW63NjJcKx4ZjTzGTZP5E9DPzFraIYABI4kYDW6IwPKiLZi/Np4LdsZKc8NXfUj91nJ/lqEz1UVAUMAAr8RmHU+/ebI6cCsc3SWXacYTVluGrrnYhdtFI5ZSzyEAAQUAnKGKI+vGZ4Z50zbtyTAxY/cT0nUKTpvKU7igMANBF45N6w4v74Maba/2r2hvuIY3Lyhx6I8f5fCopA8Z2mMNsm1WCPnQoJrLYG0hqx1Ye6NNfY1phaGFt8Xnrl4Qz8RNEV2YtbqNefymxurt8jM1wi8VC9arF+buVUzM21bfj0/c/GGHhKjFUQPvFGJLmkKz0f56omTNesJkPP1zG/zaJ131NfPbJfO4J+zuXPR0LU07G6W4t8qKjaglr17x8n5vbmdHZmcKTc1de18lFhnMJ1pe4beVTb5kXsF6VLxaAVdYZopTgmQc6eJeUTWKWfKTJ2a7dLefKREsmG6fkPPKt40KEWkFdkmWW7cfuEibN0E8z8hQZcVV3jmVbs3luj547daOb2+rL0xa1/MsntLfdLQB2Xy1cPd2tS1aDUbHjbv6YdubQ6YN5eAVssyru0Br+eKpjdQlJi+ELXsf7F7+1oaemOGSwd8o7mjp8/edCX7Iw6OmgSIn5KeGlvMeY+A1I8VuXWuhLqrsWHZH/nM2gcjdGr2R9geycGjLf4MvSMrWmFphdjhwvWSEKeHWD3pcJ0wxG0joJ0VOUHW3BNq3dKfi5ex8QRo6J1MteL10Og6Q6pa5jG+VYedlvMAziOXqoQy6TMBLfdWvWhOS2s0X5q9keOW75LuWh2aj1H2a3WcOo8fuZ+auQ26tc0mUno2Xcmm2K65iq0eHTX2w5xgW/yka8L4TN+pP+73E9Bq4Ysyq8aC3dV1VopxVM2X/Hxh+spa3tA/ZFor5BsLsxSTxqKEN6xLP6U1pedBa0lvyYb1vDdWyybPIBATKNXYzPqOdZT8lHTGtqzvlp9RPiz/tzzjDf2WTE6Mw9pswe3oDVdjr6Qp6JI5NfbC/BH/BJ8r/Y3QjA2fBKSOpI5TlbNrTfMrOkSf3PdeLT+jfPRqO20db+gfM6YVnFWkH10uXW7FEWLX4p8tssV3iEE+o3RZcVvMRvnHjg8CVh2MUmj5GF3XtZotTbU2mDeewJ9/J+av8WbbLeYOwS/ScvZyqr74iO3l/I2yHftZ/T0XV9DgKTZNo8VqlH7L9ygfVhw880EgVwej85/zkUY/yqfla5SPoH2Vn5TTrfdXNnSrSKxEfilUzecXm5bWFc9Oi0nTa7EakR/N7wjblvaTn2nMQkwnctPiGR2L5ieuhRE+c35G2I115nzI89G+xO7t1+t+5G4VSSmZX9ZSgCW685+HHLTmIeT8S96tqGbZtXye8KzEZWZOZvFprbteHTV+Snwt3x7Y18RoxfDys6sa+pdCfrkIcrFrLE/YbEGjfHKx5ca0eHNz07ETmKSaT7j30Fw8cqqp7R521h4YXeOar9F+POZvpqZrGrpWIDPhYds/ATn8ag6KLzWk2f9i0z/dNQoDQ/ms8XiGF6ltSy31Z9G579n1/9la7qClyO1C1vjkWNqWfD0V/Vp8QW14JvN8qb9HTeBr5cCKNF53Qp5W1FOJpzDTeMlzjbu2TptfGtf8jfZT0nHj82ve0HPJ0QokjGvPcnZeGtM2200MSvnvZaDVVK+9m5insUgO4ms6p3QfuML2H0pa7cUMc7wsfpKb2AbffRO4oqFbRekbvy91FseaA8NXNGU1VkwWi7JlZvQQ6G0gIVce8mXVUw+P1jW1/oWVXFv9fJmv+azV/sX3C2uvaOgvJGpnjDdvNis27fCxcmHZs9bx7BeBwLCHY0++fnmd922lrlp2JU09/EsESz5L63leJvBsQ6e4fhaHxmPGxv7pef+dFaPGpVX1KDutfk+eL83Jyk8a327OLVpT7SPvv+j4srYnhtX+ejSesubqX4rbvblPKQJN50sbLcSq1UsYb2Fh2dJYM24TiPlreRIL8jxeI892XVtraIROiV94lGzK/NK8nueahpk+e3Sevubqhn56clbp1zbbKv9e/ITDRWMh418OoGDjy3ovnGp0CK+aubPmvMTbYig1Z+VE5lh2ep9Zfnttsi5P4NkfuedwzCzqnD/PY6+yKMVdeziV7HjO/RdtgU8toy9+atfu0OI195oubbyWce+8XX579Z6wjoZ+QpYmatxx4E0MZ4jp0kHzhdmXtUOCm2QkxOU1Ni+6POgItZ1+JpXEf81qMZf22ExNN9u+oqGPKI6vNrTC9Vw8muavLDzHXKutxEBjF9sv2Yjnnvo9cKhhsTu+EzTuZjTaP8xHEy3bu+bP0Hcenlrh7tRUTj0zSgRC/rTchrXhWU+Oe9eV9K58bnFZqaPFl2juyVmLnzC3VDut9m6av4L/TbxaYrmmobcEzVz9/0PMZvtZHV8P5q/rf6rZfydNsVbJjnoqaQzPd+gKzHb6rs3ZiHlaDnZxHxHTCTau+JH7CaDReC4B6xDSDq5StL3rSnZnPm/RHJhZ3GbqrPHbEstMrTfahu2+rNLQP7LXirfmUPnounv5iZq7gx208EuD8lwLtXi0monXCyMP8YqWWF/6vSamdE3LvQcOLXpHzLWYvshjBNMWGzT0FlrJXKt4k6nub9ls61N0Sv2UdNY0z/V0//FYqutSbLt0n+jXYlnKw4nxetTMn6F7zMpETdamm+gW0wcSKNXKKYd00GnFEp6dEotVRnGMnuLxpMXid8Mz3tAnZPG0Aj5N74SUVZtMWaX3miFtXnwIa2t3jJd0afHs0Frjs6S3FG+Nj51zUv3p/Wxtmr8S99m6XrNPQx+ccc8FrG26wQiuNxdyLJ8bgy3Viecat/JR0l2K27Ld8myVnxZNX+beFs8XFrvX0tB3ZwD/zxAoNZTdIMLBXDqcvcdQYhj0WzGU4i/ZT59bvtK5J95bvG6P3WO+aOgeszJBk7bx2HQTYB9mMtSGVh8SSqiTm2rFiqXEQpi8frU4WXxf5zYzfhr6TLrYhoBjAjWNPMi/9XC24rKaleOU/pA2K4ZS3VhcfwjkZjgBGnon0lmbpVNO1zI2Xhe24Yt21FKtz9trxIqvltHwghhocHQMJXsWz4FhYUohQENXwFjDWlF7LWZNrxUjz+YQ8FojabRB5ylaU+2t91acs/bOaLtWDK08tPklzSs0aNoY/4cADf3RSmDzPZr4v8O2DuZQFy/WhhWzxeuEKlqh3+J3AqNbNNLQGzOpbQ4KuhEk07cQsOr39Rq24te41STRsluzvnaO5eeL/pJ/y29pLc/HEnDd0GcWYQ9GTQ8F3UOTNasJaPW7Wodnf9ZePp3f6fo9140XbfzVrwMyMWujWIfLANmYeIiAVaPUWX0hBI6jeI20VRvBDp+12pj3nYCbN3Rtk1gH0ffw6y3s0DHC5wgb9ZSY6ZGAVQPavvMYxypNtzOx6sFirHHptWf54lkfATcNvU8+q3oIaBuzxxZrziVAHei5s9j0NDDLnq6i/Umtn54YLDWj7Vm+eKYTcPUj91CMucIIY7WFqod65pMvsedYnkBhhO5X66U2v/Apk9LOo7Dyy74se14zoyeG25msIT/PC2/olWxvOQA9xxEOmBHNPKRUbI2yV1km7qa9Hv/XhHjeL19jC+t76sNi0mNvRBzY+IfAn38n5y9vMLSicCh1OLqRsedseWWY0zoSrqe4c7HO0JfzI0xn+BPbN141li0cR9ioZav50ta3xCE2LB899sQu134Crn7k3h8GKyFgEwiHD4fMP4x2c9AawW5ddgXd/bRnf4R8abmUcXK6tm5c/sj95SJ4OfbZpS+HzGw/Huxrse6uL01XYGY9281U49aiWbMxIzbNlzbey9+y12tzBo9XbLps6K/Ab4mz5eBosetlbnowhHv55DTKs9w1N5+xM/6vabfX+e46DHzDntH+6eFv2Qt+emxq+hi3CdDQbT48XUggbs5f3IqdnI0XDhevMdbqqp2Xy+/MMa1xnaY3MNJiCc964rHs9doM6/injcBRDb2n0Npw+Jhd2hw+VPpXAcdfOTqNxWl7/TS9oTKsmuiJJ9izbP6qRr7NIuC2oVMYv6e8Z5P9boUROPqpAWufe8yTpdcPVVtJzNWKJ55nW/z5VLPZa++nde4sAm4buiWaZxCoJaAdLrXrmTeGgHWYn5YjTa8Vo0Wxd51ls+WZFk+w0avNstmijbltBGjobbyWzWZDLEONIwcEtHrvbSgOQnIhQeOairPmjczBSFtpDNz/8QcN3aiCUHzyMabxCAIQ6CCQNpH0Xkx63IOWVtGdu2rrcnNXj1naehqxZW91bK/4o6ErmU4LOL1Xlk0f9qJjeqD/c/BavKu4rvIT8jcqh6PsrIrdsx+N5YomrPn2zOsUbcc1dIrhlNJC5+sEevZqqaH02JyVB02rJ40jY++J6zVGI3n32HLd0LVi6An0xDWvx68dIK9zObGWWzSX8hvqQj4tdl+dW+KZcrHma3sytVFzP9JWjb8X5rhu6C8kgBjbCFiHTZulO2ffckiGPNfkene8NRq9VprFbmRcI215ZelFFw3dSybQAYFJBE4+UGu0W41pEtKnzY7kPdLW00n5X/D839YaqqCn+GoOpAYJ/50adMyw26qD+RBYQSDUes/eW6FtlI/Ze7qHobWmVe9IW6OY32iHN/TJWb39IJqMD/MQ+C+B0BDC54Z/PMVROp8sraW1aa5G2kptc/8PgSMbemsh7U72F73WJtgdF/4hYBEo1W7YF/HHsiXPSjZlHtdxBCzmrWfbSFvjIrzH0pEN/R78RAKBuwmEA9w6xOPo4+Yef4/n8L2fQG0ech6stTT1HLE9Y+4bulVIM5Ht8jszJmxD4EQCcXNvbR4nxrtacy1T60ystSGxWbZkDtd2Au4bentI41ZYRReeaZ9xCrAEgTsIWHvpjgjfiMLK46im3mrnDfJ1UdLQC5y0AqboCuB4DIGEgPwLcDLM7UIC2nnWIsGyMepcHGWnJa4b5tLQK7JoFXDFcqZAAAIRAWnsco0edX1lf3Zh+7RoFHPLDk29PUXHNnQPyc5pyI21p4UVEGgncGrtSWNPrzUErIZQs97TnJ35G+m71ZaVw1ZbnvK5Q8sRf7FMSDiJ3VEe+DydgHVYeo/tZO2e2Y46Ty074bxuyd9IW57Zz9Z27Bv6bDCpfa04Q+HGn3RduNfW5uYydjcB/sX07vzWRnfLmTAyDssW+6ausmjodZyYBYFpBKyDbJpTDENgEAGtfnuasGYrSO2xNyjEY8wc3dBXJ9gqNi3jPWs0W4xDAAIQmEVg9Xk6K46X7R7T0GmML5cpsUMAAiMJjD5PNXs9/5Kg2RoZ/622jmnoXhLQUmwtc73Ehw4IQAACIwm0NvXW+SO1nm7riN9y9waZRu0tI+iBwB4Co5tPsLfzfPniP+j+ysNav5PLnupq98obejszVkAAAhCAQIaA1nStRp0x89uQZve3iY8P0NAfLwDChwAExhKobT6188aq+2VN8/+1+f7y0PZN86vpbLP+xmwa+ht5JkoIQAACSwhoDVhr2EtEPeKEhv5Iom8J8+RD4WTtt9QPcfwkoDXfn7Pm32l7w4u++QTGeDi+oWuFMAYPVnYS0DbzTTnXYtzJHd91BGbV4Sy7dVH9M+urBq2uW+xqNlrieG3u8Q39tYQRLwQg4JfAiU1oteaWpu430z6VHdXQVxeez5R9U3XaZiLn3/LN6jkERu0jz/X9Ncba2L76mZPhM60e1dDPRNyvOhQ6xd7Pj5UQmEFA25O1DWyGpq82Z2nX7GoMv8bx+vorGvptxRHisWLSNklazNo8y3Zqw+v9DTF4ZYsuCAiB2ftMs6+dXaKLa57AcQ395kSH4tYKPJ++t0drWNXMeZsi0bcQ0Opp9Lmk+WnR2jp3dAziX7O7I0bRdOv1uIauJeLk4gjaa/Vrm0Pjos2v9afZXTmuxRA09MRh2VsZF74gEAh4qceevTQjg154zIhtts0j/y73kHAvxdeboFb9FLlOWlh6ZiQa9Sh44p2AlkPPdVfDVIurZm3tnBvO7NpYd847sqHvBNbr+8um+XpgaJspaPpqu5dH6zothtjOF8axnVXfV7A/KceruPf4Oa22rBh3xVKzh1fsCYvN6c9o6JMyOGLTUNw/k1NzIPxc8fsdTH9nwkg/gRPq6ctZdEJ8/dm7byUNfWBOv2ycWMaMTRRs5vSFsRn+4nhGfhetuVhG+jnRlpbjE2PxpFmrNalFT1pjLZrueI72fVZs1KhGfMz4VQ19dXP6smFy6Zu1icTXTZvpplgkP1z9ERi9x1si7D3PvmqefQ5pDHb51fScOH5VQw8J+FrMq5PooYh7D47VrFJ/wq425zI/tXP7/an59ZyX0bUU7NXWscbly/rR8Wgaw/iIWC37Lz+7rqF7T+bKjZNjoW2mkw/93UxznBk7n4DWIL3Vm6bTyoC3GCytPKsnQEOvZ9U1k43The2qRT0Hbi+AUG85f2GMWqynmmNYv3rdzBadnvKf1qknbeuyN94TDX0w0xMKM91MgoBDX0jceSW/3/O6en/nctbSxEPEqzXXUvaqq1a/x3nH/k1xnoohaJGPxySjyR+BmfVr2W5tBv7IzVekMbK4zlQlesJVvtf440yqoXTXnD//Tvpfd4VENLUEtMOBkqglWDcvx3k245zPWO1s/7Gvk75b3FYws/zXclyhs1YL89YSOPYNfS2mt7yNOFTeIuYv2tKhTo5/z5nFpMTzd2t9I1/8hLVf1vcpZpUnAjR0T9lYrMXa/Nbhtlgm7joJWPkNJslxHdgSxzor82YFfd41zoseyzEBGnpM48HvHARzk767aZbyu1vfXPr11j1xKOVMogrzaufKGq53E6Ch353fT9F5OuQ+BfL44tKh/3qerfhL7HaUFo18B/UzfNLQz8jTVJXWoWUddlNFXWBcY2fxnhV2qQloWmfp8WLXintHnoSL5lsbl3Vc3ybAf4f+dv7/jT4cFNbh9u9EvlxLIOT/pYZh1bsHDh40XFvslwbGG/qlie0JSztArIOvx8/LazTGq5js9r8qzpIfarpEiOcnEqChn5i1DZo5ANuge+ZlNXXPutsy0D/b4tNvlZUQmE+Ahj6f8VEeOMyOSle3WCvPtzd1Kz6LSzdsFkJgEQEa+iLQJ7nRDjXrIDwpvtlaNU4a19l6NPuWHi0GzdYp41ZcFo9T4kPn2wRo6G/nvzl660BsNsaC7QSsJnZbrq14LA7bk4QACFQSoKFXgnptmnXAWQfja5xq47V41tqYNc/SFnJ9Q76tGKz4ZzHHLgRmEKChz6B6iU3roLMOyEvCfyoMK9cBxMmN3arVUtxPFQHBHk+Ahn58CucGYB141kE5V5Vf6yczsXItxE9r7FY+auKVuLlC4AQCNPQTsrRZo3XwWQfmZtlu3Fv83Ij8n5Bard4be0lfbZze8oMeCFgEaOgWHZ79S8A6AGnq/2K64ouV6zTAUuNM58++r9HTEt9svdiHwEgCNPSRNC+3ZR2ENPW7kh9ybeU7jdZD/ms0tMSUxsg9BLwToKF7z5AzfdaBWHOgOgsHOQUCLY095H9HDdT6tWq3gIHHEDiCwJ9/F/lfRyhFpCsC1sH9aklpTG7iocWoFeeM2Fs1BG0zdGgxMw6BXQRo6LvIX+DXOlhfPEBzPG7lkIvVY0nfyt8jazTtJ8CP3Pfn4FgF1mF5yoE/Cv5r8YbcW/kfxfWLnVZ9IYfy+eKXtRDYRYCGvov8JX6tQ/O1JndJSpvCsPLfZGjg5KCpVVdaq+n9QHmYgsA0AjT0aWjfMWwdni+88WiHv8XlpuroaaAz4veiY0Zs2IRADYH/1ExiDgRKBMJhqjW2sDZ+dlOji+MqMbr9eZrXmWxSX7ezJT4I1BCgoddQYk4VgVJTFyPxQX/rwXxrXJLDmisMaigxBwLjCPAj93EssfQ3gdZDPDT3uMGfBFHT3crgpJjRCgEI+CVAQ/ebm2OV9TS00xq71syPTRrCIQCB4wnwI/fjU+gzAGnqrY0vni82vEUYa0y1edWc6uQeAhC4jwAN/b6cuooobnBWI8yJ1ubHNnPrZo5pmoLPnbpmxoxtCEDgDAI09DPydIXKuOFZjbEUrLY2tl+y0fNc89tjizUQgAAERhOgoY8mir0qAtJ8RzZJzZb4qhKWmaTZjad+9RHb4jsEIACBHgI09B5qrBlGQBphTdPsdTrTdtAkMfTqYx0EIACBEQRo6CMoYuMzgbQpzm7CnwX/z0Cqe5Rd7EAAAhBoJUBDbyXG/CUEco3SW5PPaVwCBycQgAAEMgRo6BkoDPkkYDXQ1c3e0uKTHqogAIHbCdDQb8/wI/HlGuzoJp/z8QhewoQABA4gQEM/IElI7CNAA+7jxioIQOBMAvzVr2fmDdUQgAAEIACBHwRo6D9wcAMBCEAAAhA4kwAN/cy8oRoCEIAABCDwgwAN/QcObiAAAQhAAAJnEqChn5k3VEMAAhCAAAR+EKCh/8DBDQQgAAEIQOBMAjT0M/OGaghAAAIQgMAPAjT0Hzi4gQAEIAABCJxJgIZ+Zt5QDQEIQAACEPhBgL8p7gcOblYTiP96Vv5mt9X08QcBCNxEgDf0m7J5WCxxMw/S0/vDwkEuBCAAga0EaOhb8eMcAhCAAAQgMIYAP3Ifw7FoJX775EfLRVxMgAAEIACBRgK8oTcC65keN/OwPr3vsckaCEAAAhCAQEyAhh7T4DsEIAABCEDgUAI09EMTh2wIQAACEIBATICGHtPgOwQgAAEIQOBQAjT0QxOHbAhAAAIQgEBMgIYe0+A7BCAAAQhA4FACNPRDE4dsCEAAAhCAQEyAhh7T4DsEIAABCEDgUAKf/2KZ+L+p5i9MObQKkA0BCEAAAscT+PSGHjfzQCK9P54OAUAAAhCAAAQOIfCpoR8S41aZ/EvOVvw4hwAEIPAMARr6M6kmUAhAAAIQuJkADX1Ddvldgw3QcQkBCEDgcgI09MsTTHgQgAAEIPAGARr6G3l2FyW/W+AuJQiCAAQOJ0BDPzyBN8nnjyJuyiaxQAACqwnQ0FcTxx8EIAABCEBgAgEa+gSomIQABCAAAQisJkBDX00cfxCAAAQgAIEJBGjoE6CKSX7xS0hwhQAEIACB2QRo6LMJYx8CEIAABCCwgMDwhs5bqZ01fpPb5sNTCEAAAhDoIzC8offJYBUEIAABCEAAAl8IfGrovG3q6PlJhc6GJxCAAAQgMJ7A5/8f+nhJWIQABCAAAQj8TiB+UeKF8nc+n97QfzfHiEWAArTo8AwCEICATiBu5mFWeq+vfOcJDf2dXBMpBCAAgSMJ0Lzr0jalob8O//X460qPWRCAAATKBDhPy4xkxpSGLsa5QgACEIAABCCwhsDnhs6fC9clCk51nJgFAQhAQAhYb+ecqULp1/VzQ/9lim8QgAAEIACBMQRo5u0caejtzFgBAQhAAAKbCPBmroOf1tCtf7vS5Zz/5NW4z88cEUAAAl4IaOcozdzO0JC/WCZA1hJgu1/7NNZIYaxlf5I36uSkbKH1NgLx/rstttnxTHtDD8I9JSbVkt7PBM2/PMykO9Z2Whfp/VhvWIMABGIC1n7jHI1J5b8Pa+jAzgPOjYailU/uOWMQgAAEXiNAM/+e8WENXZNiJUlbM3rcgwaJKdWS3ss8rhCAAAQg8McfvCzWV8GQP0Ovd+drZmimHoqltal70Owrk6iBAAROJtB6Bp4c60ztQxt6aDTeErNST8lX6XltooOdF5t6zO/F+LX6iLloc2rH4VpLinkrCFCPbZSHNvQ212/MpiDH5DltWq/8S00cd66W4ucjSFv2cv5H+MTG2wS0mqPe2utiSUMPCSM57clhhQ8C2oGzWl26j1brSv2xp1dXwH3+0pq6L8K1ES1p6GtDavOWHpJtq9tmhwNwRAGffpBqDFbmoi1zzM4RSPN4el3mYvQ0lvIO2k5mnotHeJ8cl8Sw4zq8oYdEWInaEeQKn19ifqV4vzBakUN8fCMQ5/eVmv5GrH51zDZeJeOn8RbdcSzy/bRYRLeH6/CG7iEo0WAVjcyZeaUw/6G7Ow8zc+zNdm/Njc6R2OvV442rdz3w9p6hNfqWNfRQcF43t2dta8pgnhc5aGo8eK2PGu0r5szkY9luyWHKQdZa9tM13PcTOOEsk5rIRUmd5KjUj01p6CEpVtLq5THzZAK31MDrh0waf09eZU1q6+T6Xqm95UwNrL1yljrIsfOqOafV69iUhu412KBL2xhfNoFVpJ5ZzNQGk5l099rOHby1+Y7n5ezsjcy395hXzDGnWp7Ha3LzGLuLwPS/+jXGJUUWj936/dWNFHJcyvOrbG6t9RBXyGlrXmtq5WZmX2Kr5V3ai180tK61tLTWTqvvV+Zf+4ZeKh7r+SvJHx1niSmbdjRxf/Ykx6VaiJXLXFkbP/P2XbTW6FoRT/BR0hSer9BiMbE07tZm6T7t2bQ3dC1JVmJ3w/OsbTebkv8SO60eSnZ5fiaBkO/WnJdqaDeJVn2t83vjq2G9Sksuhp2+c3puHpvW0D1Caz1gamJ4vVhD/CUGKffS/BruzDmDgDSbtAbOUP9d5cpaLzFeqaWWXElzrR3m/UNgakP3nKyZ2mba9lS4pQMicKhlUTvPU/xoaSPQUg9tln3PLu2TkepL+2illhCX5a+kdSSXV2xNbegnQrQK8MR4ZmgOjEqcdmxW0RVfZ8SPzW8EtNrQxr95G7f6i77SfhmnsvwLiqu0WH6+sBzJ6jZbWxq6lejbAN8WT03udmxWTZc2flteJJ5T4k1rJL2XeLxdg87SR9O8OjcW09laLPuWLo0d43UEpv+We0ieldw6mXNmfdXmNa45tOqsrtystfzDvJW66kgxa1dOauumN0PWubK6Fj1p6eXJunoCW97Q6+X1zfy6Yb+s33VI9ZGqXxWYWFxC3J5jt7TXU/A1U+N9Y6wjyJdqeIQPsaHlRp6vvFpaZtSKZdPSspLJrb6ubOgtyaLAyrRKGxSGZYarZ1g5W63Fg7/XeVh7dCSbkbY81M1pGrY19NWJtwo6l7TV+nIaPIydyKE11x4492qwYj0xd70crHU7OOzwaTEIz2bXSilmy39JO8/rCGxr6HXy1szqKbRS8a5RPtdLKUZv3IKeHk1zKc63bsVcyuF8dXs97Ih/h89ayrNqpRSz5bdWO/PKBJY09FOTWSrSFO+pcaZxlO5DnCNj7bUlOuRa0r36eagf+cz2bTFsrePZWlfZL8UtdWOxW6V1pR8r3hKzHp2Wvx57rNEJTP8td921ryeh6HLFHMZeLMgcC18ZW6dmBIsVdaTVcCC1wv+6jJQ9WTmbuZ8tv2XV62ZYtdKqwop5JutWnS/MX/KGroG0CkFbw/h8AlZevmxQy+78qN7w8CU/txCy6mwmH8tvzLZ2XrxmxneNxSh9mv0ZsWDzHwLLGvqq5H4pRk3jF5s3FZrG56YYb47lhTq2YpxZv5bfXE21zs/Z8DB2SxweWI7QsKyha2JXFMTojbxCs8Zr1/hohhLHLLti/8WrxfTm2rVis5i8WCMSs8bFYilrratm11rDs+8Eljb0E5Ksafxa4N9TdbaF1/lpdTUrq5a/G3NhxWSxmMU/2C35tTTP1JXa1nSW9JWep364n0/AxS/FhcLQiqoFwc4CG6G/JVbmriNwam6D7p17YlWGrBhX5M7yv4rBLD8htlaGrfNnaX/R7tI39AD4hGRrGm/euDuKX+O8Q8trPm+pZSuO2vqybJTqQlu7wndJW8tzS28uxtxY8GfZadHD3D4Cyxu6JlMrEG1+7XhvgfWuq9UVz5sVe+oj+FnhK/Ybvu/wmWp49d6q49PzYum34h5VC5Z/8bFCh/j6eq3VqsVdu/6rTtbrBLY09JMTrxWzjnjvk6A31Zze71B4cg3s4PXF542srRoeEe8IG7U5s2KptTFqnha3aJTrKH/YGUtgS0PXQvhSLF/Wanq04tbm14zPsCl+A4e4VjcAAArGSURBVIP0I892XWfkZVcsN/qVejkpNqumWveXZctiYq1r1WD52fFM039zzDs4z/DpqqGPDlArzFP95HSHTSaf3PNRY9ZmbvWxKi+tum6eX2I+Mr8zOVo6SzGmuixb6dya++C/VYPYHa1F7K649sa8QttrPrb9lnsoglwRh7EXCySOO8dlZWGOys3uOFYyO8GXllfRLvk6cf+1apZYJfb42morXnvL91Kt3BLnbXFc/YY+IlmrN7d10IyIJ9j4ElPQV6OxZs6oeLBTT6Am915zp+mqiSkmpNmJ51jfv67XbM+yq/krjddwrZlT8sPzcQS2vaGHEEIxeCvicWh1Szvibt14JY29eWvVESj2+tIz8PaTUm6FeU+uVpMdrbHXXuu6MD9X12Gs1dZM5prOmT6x3U/A5Rt6rtCtEFvnW7Zan3nafKI9aEo/8qzlOjq2kfZG2mphcsvcGn4799UszlZMrzLpZV3Dq9c26/oIuGzofaH8XHVisYXDpld3WCefnyS+3fXqSb2OspPaXXFvNYEV/mf5qKmXW2NPme6ozx0+07i5v4vA1h+5B5ShqL0fGqs1etvoX+P3Fs9dW/h7NKX8fvkXze/q5luorU/tnKpdPz+S8R5ejHk8xXUW3b6ha4W0Ds1cT6cdAkFvj+aeNXPJ29ZP02tHU/+0lN8b9uOMGGbUywyd9ZXwa6YXHb8U8a1EYPsbekkgz30RmHGA+YrwbTUhv9pBHsZvy/9t8YyqXq0Ggn2YjaI83o6LN/QvBWIV3khcOY25sZE+sQWBHQSsug77bdWe2xH7ap8a652MLd+a3tXc8Jcn4KKh56X1j84qumA3/vQr1Fdam0lfxRMIjCVQ2kPU6TjeJdbjPJUtWXn1pLMcyZszXDd0q7huSBcb5IYs3htDqT7D/ty9Rz1omFUBu9nGcZVqIZ7L930E3PwZeigYTwW8LyV4hoAfAjX7Muzb3Qc+Z8f3mtEY7s7t98jeseD6DT2kQSuyd1JEpB4IvFyHNQf6q3xC3PL5Uqca41VcNT+ari+xsnYeATdv6D0hakXYY4s1ECgR8FBvuw5Y8WsxCM9kXomlh+ejtQqbGXZH24z5i+54jO9nEnD1hq4VbUvBaTbOTA+qdxDwXEMte2EGuxKbmfpKvlviHWkr9RsYxJ/0uXZvaZrJtUePtobxvQSOfkPfiw7vEHiTgDQercnIuMwbSSlnU/zV+snZqF07e17Q1hrPF02aL8+MvsR7+1p3DX11Qd+eYOKDwCwCpb0qzWJ2c5htX/iV4pV5X6+an8BzVaxfY2D9HgKufuRuIZDDQeak9zLOFQIjCHg9OL3pqtFz014N8eY+I2outqFxDSzlE8/v+a7lRfPd44M1awm4e0P/Ej6F+IUea1MC1FNKJH8fOGnNQVaE5zfzlNhKHAIPmStseq+xr1ab8dpe/6zzR8BlQw/FScH5KxYUQUAjULNnw55ubTyaP6/jI+OrYSoc5Lz86v/retHDdQ8Blw19Dwq8QgACXwhIM5DmkrP1QlPPxd071tLUgw+NveSmdk6vXtbtJXBUQ+cw2FsseIdADQFpHlpzkXGZV2Pz5TnCSbj1sCitFR89tlnjh4DbX4qzCqxUnH7wogQC7xKw9nCgEvYxe7m+PgLPEtN6a8y8kYDbhq7B5gDQyDAOAX8EahoQe7otb9LYa9i2WWb26QRcN/SWgm2Ze3rSXtOf5ja9f43HafHW5Ium3pfVwFY+fRZYdROBo/4M/SbwxNJGoKYptFlk9koCkj8a9zzqwjj2UMM7ty62wfdzCLh+Qz8HI0ohAIEaAlbzqGk+NT6YUyYQ8iCf8mxmnEKAhn5KptAJgUsIWE39khBdhKH9CxL8XaRnigj3DZ3im5J3jEJgKwH29Vz8NPO5fL1ad9/Qa8BxONRQYg4E/BPQGpF/5X4UwtBPLlYruaKhr4b2or9wSMjnxfiJeTwB7V/EaUj9rC12Gu9+b6z0RuCIhk4h7i2b9JBI7/eqwzsEIBD2pLUvOUPfqBH+szWHebY2pkO52ySlnDi0tqWi23HIWZrHYCyMkc86rDl+8Uo4xjTu/n7EG3pIAUV5dyG2Rpc7xHJjrXaZD4FTCIR6L9U85+Yp2Ryj85iGHsK9sThvjGlMafZZ0Q45OPfxXLGK3LRTLjXyYBGu7VxPX3Hcj9xDkcbFTNGuL8ETmcc1E4idGMP6TOPRI4G0lnMaqe8clfvH/vw78X/dH6b/CGs26c4oPJbJSGYe49uZ79W+tVySl5+Z0DjJLHgJiTevx72h35omNmJ7ZoVZ6ZCrsZzaENs1a5kDgRUE0hqNfVKvMY13v/OG/m7ur4rcOuxGBMqBOYKibSOXQ7j/8xv/FjkYWXTeesYb+lv5vjZa61DLNYpWEDkbls9W+8yHQI5Aru7iedRgTIPvNHRq4HoC6aFXOiRrgaR2Uj+1dpgHgRyBtL7SOdRbSoR7Gjo18ByB+CAsHZotcFJbsZ8WOy/OTdm9yEBirmFBbQktrjEBGnpMg+/PEUgPxprDtBZSaiv1VWvn9nkpp9vjteKrYUEdWQTffsYvxb2df6IvEKg5YAsm1McczPYvfL3Ep6bOXuKhbhoemARo6CYeHkLgdwI1h+/vq8ojrx3YFsdXWFgM4op5hUccM9/bCdDQ25mxAgK/Eag9mH9baAzceoiXWN0ad5zqEgOZ+wILiZXrdwI09O8MsQCB3wjUHti/LTQGTj7ca3mcHKORuh+PYPEDBzcDCfBLcQNhYgoCQiBtTLWHuKzPXWMbqf3c/J1jsdadOrz5ruHiPbfemKLnFwHe0H+x4BsElhGoOdhrxXhoACPi8RBHLfOeeTWMbmfQw4019QRo6PWsmAmBaQRqDvsa56sbwgjdqzXXcBw9p8TpBQajmWLvdwI09N+ZMAKB7QRKDWC7wAECXmhipTy+wGBAqWCikgB/hl4JimkQWEkgPuhLTWGlrq++4ri+2vK8viZnr7DwnKfbtNHQb8so8VxHID74axqFFwCxbi+aZuuozc+LbGazx/4ff9DQqQIIHEQgbgS1zWNleLG+lX49+KrNx8uMPOTpZg009JuzS2xXE4gbQ20zmQUk1jLLh2e7tfxf5+Q5hzdoo6HfkEVieJ4AjWJ9CdQ28aCM/KzPz4seaegvZp2YIQCBZgItDVyM08iFBNcVBGjoKyjjAwIQOJpAazOnkR+d7mPF09CPTR3CIQCB2QRaG3nQQzOfnRXsawRo6BoZxiEAgacJtDZzGvnT5eIieBq6izQgAgIQ2EmgtXnHWmnkMQ2+7yRAQ99JH98QgMBWAr2NnCa+NW04VwjQ0BUwDEMAAncS6G3iQoNmLiS4eiNAQ/eWEfRAAAKfCXxt2qkAmnhKhHuPBGjoHrOCJghAoIsAjbwLG4suIUBDvySRhAGBlwmMaOS8hb9cQXfETkO/I49EAYEnCdDIn0w7QSsEaOgKGIYhAAFfBEY0b4mIt3EhwfUmAjT0m7JJLBA4lMDIZh0joHHHNPh+OwEa+u0ZJj4IOCcwo5nTyJ0nHXlTCNDQp2DFKAQgsIMAjXwHdXx6IUBD95IJdEAAAt0EaOTd6Fh4EQEa+kXJJBQInEggNOOWH7vTvE/MMppXEKChr6CMDwhAwCRAkzbx8BACVQT+r2oWkyAAAQhAAAIQcE2Ahu46PYiDAAQgAAEI1BH4f3A/p2iM4NncAAAAAElFTkSuQmCC

\n\n\nSARA walks by and waves. Your heart bursts with love bubbles and rainbow waterfalls. Enough about boo-boo. Let's get to the comic shop.\n\n[[Take it to the streets]].

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAEJGlDQ1BJQ0MgUHJvZmlsZQAAOBGFVd9v21QUPolvUqQWPyBYR4eKxa9VU1u5GxqtxgZJk6XtShal6dgqJOQ6N4mpGwfb6baqT3uBNwb8AUDZAw9IPCENBmJ72fbAtElThyqqSUh76MQPISbtBVXhu3ZiJ1PEXPX6yznfOec7517bRD1fabWaGVWIlquunc8klZOnFpSeTYrSs9RLA9Sr6U4tkcvNEi7BFffO6+EdigjL7ZHu/k72I796i9zRiSJPwG4VHX0Z+AxRzNRrtksUvwf7+Gm3BtzzHPDTNgQCqwKXfZwSeNHHJz1OIT8JjtAq6xWtCLwGPLzYZi+3YV8DGMiT4VVuG7oiZpGzrZJhcs/hL49xtzH/Dy6bdfTsXYNY+5yluWO4D4neK/ZUvok/17X0HPBLsF+vuUlhfwX4j/rSfAJ4H1H0qZJ9dN7nR19frRTeBt4Fe9FwpwtN+2p1MXscGLHR9SXrmMgjONd1ZxKzpBeA71b4tNhj6JGoyFNp4GHgwUp9qplfmnFW5oTdy7NamcwCI49kv6fN5IAHgD+0rbyoBc3SOjczohbyS1drbq6pQdqumllRC/0ymTtej8gpbbuVwpQfyw66dqEZyxZKxtHpJn+tZnpnEdrYBbueF9qQn93S7HQGGHnYP7w6L+YGHNtd1FJitqPAR+hERCNOFi1i1alKO6RQnjKUxL1GNjwlMsiEhcPLYTEiT9ISbN15OY/jx4SMshe9LaJRpTvHr3C/ybFYP1PZAfwfYrPsMBtnE6SwN9ib7AhLwTrBDgUKcm06FSrTfSj187xPdVQWOk5Q8vxAfSiIUc7Z7xr6zY/+hpqwSyv0I0/QMTRb7RMgBxNodTfSPqdraz/sDjzKBrv4zu2+a2t0/HHzjd2Lbcc2sG7GtsL42K+xLfxtUgI7YHqKlqHK8HbCCXgjHT1cAdMlDetv4FnQ2lLasaOl6vmB0CMmwT/IPszSueHQqv6i/qluqF+oF9TfO2qEGTumJH0qfSv9KH0nfS/9TIp0Wboi/SRdlb6RLgU5u++9nyXYe69fYRPdil1o1WufNSdTTsp75BfllPy8/LI8G7AUuV8ek6fkvfDsCfbNDP0dvRh0CrNqTbV7LfEEGDQPJQadBtfGVMWEq3QWWdufk6ZSNsjG2PQjp3ZcnOWWing6noonSInvi0/Ex+IzAreevPhe+CawpgP1/pMTMDo64G0sTCXIM+KdOnFWRfQKdJvQzV1+Bt8OokmrdtY2yhVX2a+qrykJfMq4Ml3VR4cVzTQVz+UoNne4vcKLoyS+gyKO6EHe+75Fdt0Mbe5bRIf/wjvrVmhbqBN97RD1vxrahvBOfOYzoosH9bq94uejSOQGkVM6sN/7HelL4t10t9F4gPdVzydEOx83Gv+uNxo7XyL/FtFl8z9ZAHF4bBsrEwAAN6tJREFUeAHtnQ1yJSmuRscTvbFZ2cSs7C3Nz1QXXek0AolfAaciKu69mSCkI6EvuXZXf3x+/fkXf9YS+Phffv3P/+bvcxcCEIAABPYjUOr9ISJD///3fgQO81iTUM2Yw7AQDgQgAAEI2Agg6DZefUcj1H15Yg0CEIDAxQQQ9FXJR8xXkWddCEAAAusJDNCAv9ZHhQcQgAAEILAdAUmQDD/z3S5m5w5zQl+RIGkjrPCFNSEAAQhYCeR6WO6edZ3bxxsfjhD02wuG+CEAAQhYCGgEWzPGsiZjVQQQdBWmjoNqCt34lNbRW0xBAAIQgMAmBPgZ+sxEIeYzabPWagKpeufhdHVW2tZP5bTNIrM7EuCE3hFm1pR1I4TGR/PLIuWmYwJSvUvXHYeCa78JkDv3pYCgz0iRdSMg5DOywhqjCJTqvXR/lF/YhcDhBBD00QmmeY0mjH0IQMAbAQ4lSzKCoI/EXiPmbISRGcE2BCAwmgA9bDRh0T6CLqJZcIONsAA6Sy4hUPOwu8RRFv1FgHxtUQgI+qg0WTcAYj4qE9j1SsC6R7zGcbpfljzRx5ZWA4I+Ar9lA4T12QQjsoBNCEAAAlcRQNB7pxsx700UeycTsO6Xk1nsHhsHk+UZRNBXpoANsJI+a48iYK1rRH1UJtrtkpt2hhMt+PuX4nIFZG0UE0H+Wirn+2xfWA8CKwmEvcp+WJmBuWt7781zaSxbzdcJvdQASveXYfxa2OobG2Bltlh7BgFLjVv3zwz/WQMCmxHwI+jaDa0d5zkRlkbnOQ58gwAEziWg7bX0M3sNaNkaLfsQdGtw1vFGKObhFn8ofjNeJmxMwFLvln20MRJch4CKgGXv/DboQ9BV0b0Gedn8Xvx44eEjBNwQqGhMbny/1RFtXyO3rirE3y/FWfCEotupoHby1ZKHGWOlBgPTGfRZ4yYC0l67icGmse57Qo/AQ/GtKkDLughPzJj9Ncc5d8++EjNGEdDWP/kclQHsXkBgf0GPSZrdCGavF+O87VXDWTPmNm7EC4EaApa9pH1Iq/GDOVUEfAh6r8KwFGMVrt+TrOv0iu/pc/Dh/fd5n/cQ2JWAdX/tGqc3vy3cR/Q0bzxG+WPhbPTBz8/QQ4H0CDTYGFlsVh+1vljtphIdbWjXTNnIXYv2n2NGrfVcg/dnEAi1kqqhVHRhHLWVInPetVRN3J77yvj9CHoo01QQqWSXSjrOSdkrzc3dj3ZzY0r3etjQrDEr9hBP77VK8XEfAhDoS8DSl3rud2ld+kpVfn185Z5zvaV4pGLJrSfdq7H19r3GhuRP6XrPtUq2SvdLvnL/HgLvPZGLnLrK0dn/Xim/pfv7E+gega8TuhReaAK1yQ3zLE0k5UPN2u81a2ykfLFc6xG7Zb1VY9+sV/nBujoClv3ssYZze3nHWszF887o7Pjevs1e/x2/88/+T+gRYEhkbTLfRRFtal5r5r79rLGh8U0zZuXaGv8YA4GdCJT2U+n+TrG+fX33tff9GZ9P5tuB3z6CHoOtLapZhVDrX4xvxGuIfVb8I/zH5nkELPvES+1q/dCO85DVnXyNvHb0Ofo++HU/QQ9ALM2gBaC1cGb5VRtTiMcaU+1azINAiYBlv6yu29Xrl1iOvm/J1Whfgv3b8yEw3uNn6CnnQ4FZkxrHa4ozjk2tnbom2bTaSdnufe3tk+R773Wt9t5+WuczHgI9CFCHZYopRqW+Eu6n5pVXY4RAYM8TegymVDBx3Pu1dxHV+vH2a9Xn3jxWxcG6+xGw7J2d6nQHX7U+lnIk2ZGu96rS0fZ7+fm0M9jnfU/oEVIsNiuoMD7OjbZqXnvYSK2rsWuNObVOvNbKo3V+9IPX+wiEWu9Zyz0Jtvh1w54o8bmBQc96a7S19wn9GbxGAJ/jw3upGKXr7/k1a75txM/B1vNvvJ577bl+bh3tPS03jb2etjTrMWYPArvVhVd/tX556zHvKg1xaGN5z/X6uYH5OYJem5zdi6Eh+bXIsvN68LTY8BZ/Fg43RQKWPFrqQ1yQG0cRoCZ+pRNBDxiexfB8n6t4TQPqaavki8afnI2e90Lc8a/VrpaZ1S7jzyIwo05mrLEiK8S1gvqUNc8S9BZRO6HIW+IfVW4WrpaxwV+P8Y7ieIPdU/MZ6tpa2x7yvWM+duTcMddnCXoA01KEJxRDiD/+7VgoTaZGcG3Jc1MwTHZDYERdxeBG2B5hM/qrffXgg9bX2nE3xCiwOU/QQ6CjBW0XMenlZw87pU1Wui8UMJcPI2CttRF1Y7Hpwd8RJWCNa4QPLTYtOWxZx9ncMwU9Qt6hKEf7qLVfGle6H5nnXsMmk/7m5r3v9fDlbZPPfghY89uzefe0JRGdsUZq7VXrpnyxXLPWg8X2YWPPFvSQrN7F0NveTgUVYl8d/+r1d8oXvtoIWAXv1Fr0GFeNT9Z82qrF5ejzBT1gD8VQUxAuU+bAKVg6SMLhLlhrbHbzfvr3fK9Ny2x/Z6+n5WAZFzhbWZ8Qt4HRHYIegViLIc6Lr63zo53nayi4+Pd5vdf7UQU9gkWvmLFzBgFrjY2qdQ1Nq6/B5kp/pZhq4pBsxeu947T62Hv9GJfD17sEPSTAWgwzk9a78Hrbe7OYzXL2eu94+TyfwKycW/aK5JN0PUfNsm7Ozm33rKwv4XyfoIfCtxZD7ZyaTRYK7/m3xsbMOYFl/Dty3ZqcjfQH2/MIWHI/unGXfJmxF6zktUxKsVnXfY7X+vCcE9+3zI02wmsvO0+bzt7v/z9nqQUaineHBO/gY8zBLkyjv7yeSSDsGYs4jdhjlr1g9ddT1ixxpvxumV8zd2fWKX6va3ee0F8Qih9D4Zz8p2d8PW1F5iNsRtu87kHAWgOjRHoUrRH+Bl9H2R3FwWrXWhdW+5uNv1fQTy90bSGO2BDBZi+7vexoeTDOL4HdamEnf737muvXVt9ztvxWv8qzO79yPzihqqzHQdaNEOdpX0fb1/rBuDsJhH1eqkFtLyjZkQiHedo1NP5K66Sua9dNzbVcs8RosWsZa/WhN2uLrwPH3ndCtxZ57UYOSWuZOzDpmIYABJwSsPYnKQyLnVP6lDUOCyOJs7Prdwm6NYHWAkklt4eNlN3Wa179ao2L+WcTsNZtbs/n7j0pWtd8zg3vW+e/7e36WeKt5SPNb+ExwmaLP41z7xH0lYkLBZv625i86unaDVS9ABMhMJCAtX5Tez91baDLJlFv9c0y38pyJKMetmvisfDq4eNAG3cIek3CagrDmqiwxox1nn7NXu+5Nu8h0IuAtY5rekAvX2vs1PpbO6/Gx5o5kn/afErzn75obT3nHPL+DkG3Jmt2QYT1nn+t/mrGR/uasYyBwA4ErPs0ikF81cRoXSNn02or+GnxNbd26p7Vn5QNr9essY3kPJHRx+fXn4nrzV/KmihrIcyPiBUhAIFIwLq/4zzN66heUOOzxheLXY09DaPnGO360tra+WFNycbTn/DeYjOM19oNY2v+aPxp8IET+jMpDSCfZngPAQhMInDLng1CkBOD3L1JqWgWQ0sutfFabM7iNHCdswVdm/QA+LLED6wpTENgLoERe3eEzUilxXboaZa+Ftd8vras/7Rz4vtWtouZnC3oWrgUuJYU4yDgk0DPPdzTlkSrdY2nsFtEqHVdKZ5e10f4N8Jmr3g72zlX0C1F3hkq5iAAgQUEdmvcPfw9sc/14PIuP4vNjZmeKeiWhFgS/S4SPkMAAr4ItO7n1vlWGjPXm7lWjoOlP+fsWO+tjn9C3GcKujXRjIcABM4hsLpxW0kGf0f7PNq+NWbv4yeI7wgE5wm6JREU+YiawiYE9iSwuh+sXn+3rFl6fYzNO+NG/84S9JoEx0TzCgEInEPA2hit40eRCn709qW3vVGxe7O7oZ6cJeiWgqDILbQYC4H9CGj3uHbcTAK9fOplRxv77PW0fj3H7eDj01/D+3P+f+iWp6mDE2rIPUMhcD6Bnfd69N3S287P6NwIA/uYh7krV612xgmdgq9KPpMgAIENCARB2UhUuhAdHe9o+10g2I3sL+hWMT80kfbUMwMCENiKQOhdlv5lGbsVCJyVCOwt6Ii5lFeuQwACpxLQCDtiXs6+lpFVZ8orDxux78/QN4I8LHsYhgAE7iWgFaR7CV0X+d4ndEu6KH4LLcZCAAIQWEug1LNL9zXea21scoDcU9CtcLVJ0xQAYyAAAQhAQCZQ6rel+0/L0ljp+nPuhe8/Pr/+bBe3RdBJ/HbpxWEIQOAAAqk+7bUfp3xNpaDFf80aLfa//N33Z+gp2FyDAAQgAAEfBBrFyUcQLy+CKNfEpRHz11I1H/f8yl0baQ14rW3GQQACEIAABHoR6KBXZwt6L9DYgQAEIACBcwlYxHTSabsG9p6CboFfQ4U5EIAABCAAAYmAU1HfU9AD5JKol+5LieI6BCAAAQjcR+AAzdhX0EO5SQmQrt9XokQMAQhAAAJaAhbtcHhK3/+33C0J0CaVcRCAAAQgAIESgSDqjjRo7xN6CTb3IQABCEAAAhYCjgTa4nYYi6BbiTEeAhCAAATOJmARdUdfvSPoZ5cl0UEAAhCAwCUEEPRLEk2YEIAABCBgILDhKR1BN+SXoRCAAAQgcBGBzUR9/99yv6i2WkP9+PhQm9jx/9mjDo6BEIAABA4kwAn9wKSmQrKIeZgfxlvnpNblGgQgAIGtCWx0SkfQt6608c4j7OMZswIEIOCcgEXUF4aCoC+Ev9PSnNZ3yha+QgACNxJA0C/Jeo+fiXNav6RYCHMJgbi/4mt0In6Or/E6r5MJaE/pC/+7dH4pbnJNeFvu8/O7R5rfmwuNJfzp8ZDwfXU+QeBOAnFPPaNPXQv3w3X23pMU7yMBTuiRBK+/CASBf4u8hEZqONJ4rkMAAt8JhD3EPvrOxPUn7Sl9URAI+iLw3pfVCjsNyXsm8c8rAYTca2Y6+LXoa3e+cu+Qu5NNBGHna/iTM0xsMwkg4jNp37cWJ/T7cm6OWHtaD4bjiZ3GZcbMhMMJWPaEZc8djs1feNqv3Rec0hF0f+UyxCNLM5EcsDaZKO6SPa5D4AYC1n0Q9ln883wfr/G6EYHJoo6gb1QbXly1NhlrQ/MSJ35AoJWA5UHa+sDc6hvzzyOAoJ+XU3VEVmF+Gq5pPlHYLU3uuSbvIbATAW2d1+ylnTgc6av2a/cQ/MRTOoJ+ZLXNC6q2GUVxn+cpK0FgHgGLmM/zipVOJ4Cgn57hSfFFYQ+vlj9R2LUN0GKbsRCYTSDWs2Zd617R2GTMRAKWU/oktz6+/sUhYwue5BnLdCWQEswZmdf8J2+pQCnLFBWueSWQ2l8pX2v2XGoPsT9SdBdd6/GVeqeHA/47dGUNaDes0pw47LSNGhtYqimJEL5uvHmfxiUXO/f2IPCu0ZLXcS+Uxmnuh7XZExpSd43hK/dCvsPGsW7cgsns7bhefM0O3uhmaGYtDS3ySL1uhAFXNyfwrD9LKC21b1mHsQsIdDpd9/AcQc9QDJt39Z9nA/HgTyuPVmFPrR8Zpe5xDQI9CLTUWKuYt87vET82CgSciDpfuQt58iqekl+7ff32bFK9npuebHbjIZQhlxcTeNaU1ZVnjVvnMv4iAh0fBjihv+ombOCWTfwyN+3jjj5HOKHxPf/G6y2vMY/xtcUWc+8jUFs3vev4PvIbR9xRmGspcEJ/kCuJ4sgn7h6n1Kf/zxPq8/ojXLdv35x7swmBP/m4BYFj0wi07JF3vU5zmoUg8CKAoP8GUtrQozft236riIV4cqL1Xu9VF64+Sr62MHrmO8fJFQic6ULgmftag1JN1tpjHgR6EOAr9y+KpQ2+YvOGNd9/rQkvxWW152185NPqV+B0OqtWRjvPj/mNr7WxxHoLr/yBQJLA4q/dEfRkVv5c9LR5nw1F69cNQvXk8idz9nex4T9f7VaY4YFAzxzG+vIQFz5sQGChqF//L8VJgqcVzNXlVfu18y7xtfKt5WNdl6/trcTs46W9arekm+Fpj6TqOFdzo1jl1tRRvWiU5l+Q6yz+V/8MfVTRzyzZZ9NJbfqZvnhc68kn+DeKUaqWaH51FZFiWWfJPutdL3YL62bM4BbWoK7X5bi08rUn9Fzx772pSyn/+/7OMeoiLI8aJe65lWmG5d9ZyfHrdW+3+l9RqxJralgik7ieO6V3Pp2H1a8U9FPFPJZTafPv1sxiXKNeS7xGrRvt3tAgc3suchj5unvNr67RZ25uqNdnvM3vU6I+QMyDnwj6I1u7b/oYSmnznxJnjHfEa4nhiDUtNndpqiuF/KQ691SPu9SeZT+dMvaqn6HnmkvN5h+1yWp8eRZkmD/Kt+c6J7/X5mAV51wtn5yXEJs2N6dz0MTXympVfWtiY8xPAtcIeu8GOLLQo+2WzRjnRls/U8+VHgQi57ctuL+J2D5LXG1WzhhtqSW4nZHz2iiuEfQcIK+b4LmRvfqY43rzvVS+nvm8mU2IPcXndiap+DU1A8sUuTuvXSHoudN5zWbQbLLe5RTXrPG3ty/YqyPwzl3MaZ21PWe9GewZxRyvS/UByzl52GmV4wW9t5ivTu5zk7OhV2ejbf2a/D3z37b6vNk1cc7zjpUgcA6BowV9hJhLDbX1Nz9zvkrlFn2RGma8L83n+n4EpFzvFwkeQwACvQkcK+g1AtkbrsXe+4HA4n8Qbhq9hTZjIeCfQNjT0kM5+91//lZ4eOX/nGWHzRAE/i3yuQKRNv57zg6xv33mMwQgAAEIlAlcJ+gtgiaJpkV4yyn5PsIi7JJ/3y3yCQIQgAAETiRw7FfuqWS1iHnKXrg2Usyfa77Xkb6SD6I+Is6nL7yHAATWEWB/r2PvfeUjT+iS2LUkw9vp9y3wz9iCr978ffrHewhAAAIQ6E/gqhN6LT5JHHOiWrsW8yAAAQgEAlLfSdHJjeVEnyJ25rUjT+hnpupnVDxQ/GTCFQicTCAlzjkxDyzC/dKYk5ndFNs1gp7aCC2J9iKmXvxoYclcCEDATsAq1Ii6nfFuM44T9BE/P/ee1CDqCLv3LOEfBPQESuJbui+tVDtPssd1XwT4GXohHzttgLeo3/hwU0gntyGwNYEe/SjY6P2N5dZQD3L+uBN6KjcUb4oK1yAAgdMIaL+t6/FgcBq7E+LhhH5CFokBAhC4msD727n4mW/p7iqLK07ovVMaN0tvu9iDAAQgYD095/pR7l4taR4SasmNn4egZxhbN1bG1PRbbLrpyFkQAlMJBLHWCLZmzFTHWWwYgaO+cu8pYjuL+bBqwTAEILCEwCpRDr9/RC9ckvKqRTmhV2HbcxK/HLhn3vAaAhCAgIbA8YLeW8RWPSlrkskYCEBgbwKchvfO32rvjxf0GsDSpkLMa2gyBwIQaCFA32mhd9dcBP2ufBMtBCDglIB0kPDobs/fV/IY364+IeivzEmbiqfkFyg+QgACwwl46Du9f2w5HNrFCyDoFyef0CEAAQhA4BwCCLoilx6ekhVuMgQCENiUgPTN4Kbh4PYiAgj6Azyb6gGDtxCAAAQgsBUBBL2QLk7nBUDchgAEhhCg9wzBerTRYwSd37o8uk4JDgIQgAAECgSOEfRCnNyGAAQgcCUBDjv3pP1oQec/t7inkIkUArsSWPG7Oz16Iw8K/iruaEH3hxuPIAABCJQJ8PPzMiNG/CSAoP9kwhUIQAACEHgQkE70nNIfkBy8RdB/J2HF114O8o8LEIDAQgL0nYXwD1waQc8kla+9MnC4BQEIXEWAU7r/dCPo/nOEhxCAwIEEpNM5B4kDkz0pJAR9EmiWgQAEILA7AemUvntcp/iPoJ+SSeKAAAS2J8DpfPsULg0AQV+Kf+7i0ld8c71gNQhAAAIQGEEAQR9B1YFNnvQdJAEXIAABCEwkgKBPhO1hKU7pHrKAD7cTYB/eXgFj4kfQx3DFKgQgAAETAb5VM+FicIIAgp6AcsolGsQpmSQOCPgmwL8Y5yM/CLqPPEz1gq/7puJmMQh8I8D++4aDDx0JIOgdYXo0xSndY1bwCQL7EuC/RfebOwTdb26GesYpYShejEMgSUDadzx4J3Fx0UgAQTcC23G41Cyk5rJjjPgMAQisJcDP0dfyD6sj6OtzgAcQgMAFBKQHaOmB+wIkhNiZAIL+BVTaaJ1ZLzUnNY0bYl8KnsUhcCABfo7uM6nXCzqC5rMw8QoCNxCQHrRviJ0Y+xO4XtAlpCduNCkmHmqkKuA6BPoQWLXHZv9ce/Z6fbJzjhUEPZFLSfgSQ7kEAQhAYCsCfF2+VbpMziLoJlz7D5YeVladIPYnSgQQqCMg7cU6a/Nn8WAwn3lpRQS9RIj7EIAABBoI8LDcAI+pJgIIugnXGYN3PxmckQWigAAEINCXAILel+fW1jhJbJ0+nHdIQNpTPFQ7TNYBLiHoBySxJgQaSg015kAAAhDwSwBB95ubJZ5JJ4olzrAoBA4kwMP0gUl1EhKC7iQRK9ygsaygzpq3EODh+JZM+4kTQfeTCzee0IjcpAJHIAABCKgJHC3oCFO5DjillxkxAgJWAlLvYb9ZSTLeQuAYQWejWNJeHis1pPJMRkAAAhCAwAoCxwj6CninrMnD0CmZJA4PBKSHYfaZh+yc7QOCfnZ+m6KTGlOTUSZDAAIQgMAQAscLOqKkqxtODzpOjIJADQH2Vw015lgJHCXo0qZB1K1l8Wc87P6w4B0ESgTYLyVC3B9J4ChBHwnqBtvSA9ENsRMjBCAAgd0JHCfokijx5FxfqrCrZ8dMCEg9CTIQ6E3gOEHPAUKYcnT+vkfzKTNiBARSBOgvKSpcm0ngSEHPiZJm031oBs3MkoO1QOIgCbgAAQhAIEPgSEEP8eZEPcODWxCAAAS6EaAPdUOJIQWBYwU9xC5tpudp8/MzTenmU7qGW5oaVyEAAS8Ebu5hXnIw24+jBX02zBvWez4M3RAvMUJAQ2CXfSEdYDQxMsY/geMFXTptPlMjFfnNT7g5brs0r2eOeQ8BCEDgdALHC7qUwLcoSaIuzb/hOqJ+Q5aJcRSB3P4ZtSZ27yZwraBr037zKT0wyjWl90ORlinjIAABCECgP4ErBF0SpbcgcUpPF5jELz2aqxC4i8C7j3iI/vaDiIccrPDhCkFvBcvmkE/qHptZa76ZD4FWAjwEtxJkfg2BawRdu8E4pdvLCFG3M2PGGQR2qn162xk1l4viGkGXIGg3ZDil335Szz0UaTlKeeA6BE4hkNsnp8QY4mDP+8vmVYKu3Wi5J1lEXfiXePzVNh5BYCgBBG0oXoxXELhK0CU+bEyJjO06HG28GH0eAe2h4bzI/47o9vhX5/U6QZcK7i1GnNLl0pQYhhlvjrIV7kBgXwKe63zGt4ie49+3qto9v07QLciCqOeE3WLrtLGI+mkZJR4tAUnMcntCa7tlHL/n00LvjLlXCrq08aSNmkr1jKfg1LqerkkcPfmILxC4gcDMfiT1SfrB+kq7UtBz2FPFKp3SeSKWSaY4yqO5A4E9CEh17V3MpB5mpS7Fb7XD+DEErhX03Aa0Fu3Mp+MxZVBvtSfHei+YCYF7CeT6T88fG+b6Yq4P3JuZ+ZFfK+gBtaUIS0+4uU01P61zV8xxzDWBuV6yGgTaCEi1nKv/thXzs0vfEJZ6Vt66/u6q+PUe3jPyakHPpTm1eUsbBFFPE02xTI/kKgQgoCFQ6jWlXqVZ4zlG2sOI+ZPS+vfXC3quIFNFHDZKbrOUNtr6lI/zIMdy3KpYhsB4AqleEFZdUfOlHpPrTzWkpNhrbDFnLIHrBT3g7b0pw4YrbbqxaV1nXWJJU1iXE1Y+h0Cpr8wUc2mvn0N7v0gQ9N85k4pTEiLNxrlZ2PfbCngMARsBqWfYrOhHzxbznGezY8/5wr0/BBD0PyzEdy2iHoyWNqK48KY3pM0ucdw0TNy+hICHus31kHC40BwwrOnyELfV59vHI+iPCpCEKAyRinvERnq4dNxbieNxgRIQBDoRKIl5p2W+mcnt01yf/GaED9MJIOgv5LlilYpc84QcNmVuY77c2P5jjuP2wRHA9QRm1XeuZ4w6TEh9LiR9VtzXF1glAAQ9AS5XtPliL3/1ldugCVeOvJRjeGTABLUtgZW1musViPm2JTXUcQRdwFsr6sFcabPlNqrgzpaXcwy3DAinIfBFYEZd53pEqb/UJin38DIj5lq/mfeHAIL+h8WPd7kizhV/MFTadLkN+8ORjS9IDEv8Ng4Z1w8hsKpGc72h1Fdq0edilfZw7VrMG0cAQS+wbSnm0ubLbdyCW9yGAAQWEGjpB63ulvpJrX3EvJacv3kIekNOchshmg2bMLcRbxB1qQlq+EWOvEJgJoFVtTm7H+TilPbtzDywlo0Agq7glSvs3IZ4ms6J+nPcbe+1/G7jQrz3EciJ+Yj+kdt7uZ53X2b2iRhBV+YqV+C5jfE0L23K3EZ+zt/5fY7fznHh+z0EVtWw1DdayOd61qo4W+Jh7t8EEHRDJeQKPWyQ3CaJy4zYnNG291eJn4ab99jw7xwCK+pReqif3S+kPXpOds+OBEE35rdU8LXNQNrQRve2HV7LbduAcRwCvwnM3Pthn7HXzi09BL0it62iLj11z9zYFWF3mVJi12URjECgkoAkdqPqNrfnpT5RGVpRyEfFWOsv8+wEEHQ7s18zSsUvNYbScmGD5zZ5af4O9yV2tcx2iBkfIfAmkNvniPmbFp81BBB0DSVhjCRMcXhOoEobNrfZo/0TX3PMToyXmPwTKO3zmghy+7vUG6zrlfbUiPisPjK+DwEEvZFjaTPkNlPvjdsYytTpOW45ZlOdZLGrCMyqO8T8qrKaGiyC3gF3EKecQOWWyIl62Pi5zZ+zu8O9HLNZzXUHTvh4DoHcfs71ghoCpT2U23816zFnPQEEfUIOwsbKba6wkXObOdcEJrg/dAmaylC8GFcSkPbnrPrM7X9lCN+GSfHEQbPiiuvxOocAgt6Rc2mTlIQ958qNol5qSjle3IOANwLSHu4p5qUeE3pUqU9544Y/egIIup6VaqRms0hC1XNjq5x1NEjDzZG7uHIQAXk/fn111unPLDHPucsey9E54x6CPiCPmo0jNxH56/fQFKTGMCAMFyYlTi6cwwkIKAiM3rNhj5T2iaYnKUJhiHMCCPqgBGk2UGkTSq6dKuwaZhITrkOgJ4EZtdjjGzlND5kRS0/22KongKDXsyvODBuptJmkDanZ7KcK+xusxOg9js8QsBIYWVuj96fG91L/sfJivG8CCPqE/JSEXdqYGlEP7o/+Sm8Con+WoAH9g4I3GxMo7Unt3k4hCP1C6hlxfKnnxHG8nkXg4yvx/X7z4yw2Q6LJbfRcJkobODp7QjolRjk+MX5eIaAlIO2p1j0k1W/0q7aOJX+j3fja6n+0w+t+BDihT85ZbrPlNmxoAppGUGomk8OtWk5ilONTtRCTINCZQGn/afbw26VQ95raD/tG2jtvm3w+kwCCviCvuU1X2riahhCaSqmxLAi7y5IlPl0WwcjxBKQ6yu3NEpTSntPs3fcakp/vcS1+v23xeV8CfOW+MHe5BqDZ/KdvdomPhs3CtLK0cwK5fVMjjFKdRgy19ZrzM9oOrzU+P+fz/hwCCPriXLY2A+2mD2HuuPElPrVNcnG6WX4xgdx+qdkfUn3GMGvrNOdnsF3ja/SJ13MJ8JX74tyWNmbY2LnNHRqGtmmE5lNqQItxsDwEhhHI7aOaRUt7Sbsv32vn/Az9otQz3vb4fA8BBN1BrjUbNLfJQwinCrvEpsTDQVpxYSMCUp1JIawSc8kfrkMgEEDQndSBpqFoROxUYXeSJtzYlEBu72j23jNsxPxJg/eeCPAzdE/Z+O1Lz4aRa2Tv0K2N7T1/5GeJSe3XmiN9xbY/AtI+sNS8VIMx2pZalPwLti0+Rl94vZMAgu4471IDqWkcuYYhIfDWSFI8alhI8XL9TAJS7WvrO1V3b1ItdSj5F9bQ+vj2h893EvjrzrD3jjo2AEsTiWPjXA2B2Mg8N5UQT4xNExNjIKAlEOu/NL6l/nL70fO+KzHh/hoCnNDXcFevqmkqNQ0l10gk5zw0GIlHDQMpTq6fRSBV66ValursTaal7lJ+Rfsl/+I4XiHwJMAvxT1pOHyv2dihMeSaQyqs0IiszSg0OW2jS6058po1/pG+YNsPgZq60NR4zf55Usn5pdnzT1u8h0AkwAk9knD+qmkyMQS7UMeZba+zGpHEwhp3W7TM3oFASjilOpXq6hlnjxpL+RTXkHyL93mFQI4Agp6j4+yepuE8XW5pPrmm81xDej+yMeU4tMQsxcL1PQm01vA76tbaKvkzcs+8Y+HzmQQQ9A3zmhO0VDgtjajUhFLrla71aFw5Bi3xlnzn/j4EetZua02VfOmxJ/bJDJ6OIoCgjyI7wW5O1N7Lj25I7/U0n1ubWC7+1ng1/jPGN4GSiGq871FHJT9a94EmDsbcQQBBPyDPOWF7h9faoErN6b2e5XNNY5Nib43T4jdj/RHoUae9aijnS03N+6ONR14IIOheMtHBD0ncJNO9Glawn2ta0vrSdUuTy8XcMz7JV677JNBSjz3rJueHpc59UsYrbwQQdG8Z6eBPTuRS5mc1sNTa0jVLs5Pi7RmX5CfX/RGQRHRFPaR8sdS2P7p45JkAgu45O42+SUInmR3d8FLNTfIlXtc2PynW0TFFP3n1Q0Cqs9m1IPvx9Y9A8AcCAwgg6AOgejMpiZ3k5+jGJzU62R9dA5TiHB2P5DfX5xOQamt2Dch+6Gp5PjlWPIEA/5b7CVksxBBPuZLgvac/m9GIRpiy+Vzzpz9f/xTe7z8xlviZVwh4IpCrY09+4suZBDihn5nXbFRaYX8bSQnxe0ztZ0sjzIm6FNtI32tjZl5fAlINzcq9tH6MMle3cQyvEGghwL/l3kJv07mhsdQ0l9CwSk2rFoml6UqinVt7lN+5Nbl3D4FSfdXst3voEWkvApzQe5Hc2E6NQMZwLUIc55ReS80xzpeapBTPCF+jL7yuJSDVzIycS2tHIlKdxvu8QqAXAQS9F8lD7EhiqA2vZwMtNcro07th5mLo6V9cn9f1BKRaGZVvab03iXdtvu/zGQI9CSDoPWkeZisnjLlQezfRmuYp+d7btxwH7s0hINWHNdeSnZooEPIaasxpJcDP0FsJHjw/NCUPjUnbmIOIRyGX/O7ZtA9O/VWhhZroWRdS7V0FlWCXEOCEvgT7votGwdREoBVija04Rtt4Q1OVfB3hV/SP17kEpHrQ5Fia2xIBYt5Cj7mtBBD0VoKXzpfEUsKhabDS3Pd1bSNG1N/kzvss1UKp3qR5tYQQ8lpyzOtJAEHvSfNSWxZxLzVaC8KWptzTD4vPjO1LIFUDpdym5tR6hZDXkmPeCAII+giqF9q0iHrEU2q8cVzutaU591g/5xv3xhKQci/lVRqf8hKhTlHhmncC/NOv3jO0iX+xAVqEPTRYqflqw47zLc1aa5tx5xDQ1Ees4XOiJpLbCPBb7rdlfHC8oSlaGqOm0WpcDsIexV0zPozptbZ2Pcb1IyDlzloD0SNLzcY5vELAGwFO6N4ycog/sUFqTuyhOdc24kNwEcZAApL4hyVjnQ5cHtMQmEaAE/o01HcuFBqmpmnmmq6FnPXBoNe6Fh8Z20ZAypk195q6bPOU2RCYS4AT+lze1672bJ7SqT02amtjfkMN86Ot9z0+702AvO6dP7wfSwBBH8sX6xUEQtPuIervpSUx6LHeey0+zyUg1YuU8+cD5lxPWQ0C4wjwlfs4tlgWCGiaqdSIBZOqy6HpS41fZYBBSwlINUFOl6aFxR0RQNAdJeMmV4Kol4RdauAjOM1ca4T/p9usyY80p1R3p7MkvnMJIOjn5naLyErCLjXlluA40bXQ8zXXmkvE3Ff+8KYvAQS9L0+sVRLINdoRop5yc9Y6qbW5JhOQ8mIVc3kF7kDgDAII+hl5PCKKnKj3DhAx6E0UexCAwGoCCPrqDLD+NwIzRf3bwr8/SKfB1FiujScg5aP0QCbNG+8xK0BgHQEEfR17VjYQGNGgc6IQ1nv+NbjKUAhAAAJLCCDoS7CzaA2BEaKe8iO1Tupaai7XxhPIPYjlVl/97U/ON+5BoAcBBL0HRWxMI9BbWGvFYVrAFy9Um+vaeRejJvRDCCDohyTypDA4SZ2UTR+xUFM+8oAXYwkg6GP5Yr2SgLcGzEm+MpGV06RTNnmoBMq0Kwgg6Fekec8gJVGXmv2eUeI1BCAAgT4EEPQ+HLFyMAFOhXOTKz2wkYe5eWC1/Qgg6Pvl7CqPpVP6VRAIVk1AehhQG2AgBDYmgKBvnLybXe/ZuHMnv9y9m/mPil3KK3kYRRy7JxFA0E/KJrFUEZBEpMoYk9wR4FsedynBoUEEEPRBYDHbj8DKhozY98tjyZLEWns6l+aX1uU+BE4hgKCfkskL46CBX5h0QoYABEQCCLqIhhsQgMAsAqMezlZ+uzOLHetAIBJA0CMJXl0ToDG7Ts9y50Y9ECwPDAcgYCCAoBtgMfQ8Ahoh0Iw5j8y8iEp8W+/Pi4SVILCWAIK+lj+rNxIoNfuc+Za5Obvc608glatwLXU9rs63OpEEr7cQ+OuWQIlzfwKhQX/kOvj+IV4XgSWdlrGI+XWlRMBfBDihUwYQeBCQhMAiJg9zvIUABCAwjQCCPg01C0EAAk8C0kOS9FD1nJt73zo/Z5t7EPBMAEH3nB18G0ZAEpOwIIIwDPtQwyFv5G4oYow7J4CgO08Q7pUJ5MS5PFs/YtY6eo/OGxkFOb5qI7SO19plHAR2IsAvxe2ULXwdSgBRGIr3m3HNwxH5+IaMDxAoEuCEXkTEAE8EZjX5Wet4YosvEIDA3gQQ9L3zh/eTCWhOlpNd2m45iSEPUdulEoedEUDQnSUEd/wQQGD85AJPIACBMgEEvcyIERsQkE59KdctY0fMT9m8/RoPT7dXAPH3IICg96CIjakEaP5TcXddrPVhqqszGIPAYQQQ9MMSSjh9CfDw0JdnyhqMU1S4BgE7AQTdzowZGxOQTohWUZHsbIxmuOswG46YBS4ngKBfXgCED4GVBKwPUit9ZW0IeCeAoHvPEP51IyCdEEuiUrrfzcGDDUnsDw6Z0CAwnQCCPh05C64gIAlKi1hLNlfEx5oQgAAEEHRqAAIKAi3CrzB/9BDpwQemR6ed4BYQQNAXQGdJHwR6CIokVj4ixAsIQOAmAgj6Tdk+JNYPo4oah4uUejwAiMYvuwHLyxJOuFMIIOhTMLPIaAJf/yts/kAAAhC4mgD/+9Sr039O8NIpXBL6nifEsLa0zjmE6yKR8lJnjVkQgECOACf0HB3ubU8AQdk+hQQAAQgoCSDoSlAMg0Ag0PNkfytRGN6aeeIeTQBBH00Y+1cQ4JuAK9JMkBBwTQBBd50enEsR4ISXosI1CEDgdgL8UtztFbBp/CVRz/2nbaW5JSRhfso+vxxXIsd9CEBgJAEEfSRdbC8j0Crayxw/aGF+DHFQMgllCwJ85b5FmnDSGwEeGOoyArc6bsyCgIYAgq6hxBgIQAACEICAcwIIuvME4R4EIAABCEBAQwBB11BiDAQgAAEIQMA5AQTdeYJwDwI7EuAX4nbMGj7vTgBB3z2D+A8BCEAAAhD4IoCgUwYQgMAUAvyG+xTMLHIxAQT94uQTOgQgAAEInEMAQT8nl0TigAA/O/7X17+i5yARuACBCwkg6BcmnZAhMJsAX7fPJs56NxJA0G/MOjF3IYBI/cTI6fwnE65AYBYBBH0WadaBwKUEePC5NPGEPZ0Agj4dOQtCAAIQgAAE+hNA0PszxSIEIAABCEBgOgEEfTpyFoQABCAAAQj0J4Cg92eKxcsJ3PqLYbfGfXm5E74jAgi6o2TgCgQgAAEIQKCWAIJeS455EPgiwG9w58sAPnk+3IVATwIIek+a2IIABCAAAQgsIoCgLwLPshCAAAQgAIGeBBD0njSxBQEIQAACEFhEAEFfBJ5lIQABCEAAAj0JIOg9aWILAhCAAAQgsIgAgr4IPMueTYD/Jvvs/BIdBDwSQNA9ZgWfIAABCEAAAkYCCLoRGMMh8CbAf2v9JsJnCEBgBQEEfQV11ryCAF+7X5FmgoSAGwIIuptU4AgEIAABCECgngCCXs+OmRD4hwBfu/+DgjcQgMAiAgj6IvAsCwEIQAACEOhJAEHvSRNbEIAABCAAgUUEEPRF4FkWAhCAAAQg0JMAgt6TJrYgAAEIQAACiwgg6IvAsywEIAABCECgJwEEvSdNbEEAAhCAAAQWEUDQF4FnWQhAAAIQgEBPAgh6T5rYggAEIAABCCwigKAvAs+yEIAABCAAgZ4EEPSeNLEFAQhAAAIQWEQAQV8EnmUhAAEIQAACPQkg6D1pYgsCEIAABCCwiACCvgg8y0IAAhCAAAR6EkDQe9LEFgQgAAEIQGARAQR9EXiWhQAEIAABCPQkgKD3pIktCEAAAhCAwCICCPoi8CwLAQhAAAIQ6EkAQe9JE1sQgAAEIACBRQQQ9EXgWRYCEIAABCDQkwCC3pMmtiAAAQhAAAKLCCDoi8CzLAQgAAEIQKAnAQS9J01sQQACEIAABBYRQNAXgWdZCEAAAhCAQE8CCHpPmtiCAAQgAAEILCKAoC8Cz7IQgAAEIACBngQQ9J40sQUBCEAAAhBYRABBXwSeZSEAAQhAAAI9CSDoPWliCwIQgAAEILCIAIK+CDzLQgACEIAABHoSQNB70sQWBCAAAQhAYBEBBH0ReJaFAAQgAAEI9CSAoPekiS0IQAACEIDAIgJ/LVqXZSGwNYGPj49v/n9+fn77zAcIQAACswlwQp9NnPW2J/AW8xBQ6tr2gRIABCCwFQEEfat04SwEIAABCEAgTeDj66tCvitMs+HqAgL/+8/3r7IXuMCSEPhB4L//R5v8AYUL7ghwQneXEhyCAAQgAAEI2Akg6HZmzIAABCAAAQi4I4Cgu0sJDkEAAhCAAATsBBB0OzNmQAACEIAABNwRQNDdpQSHIAABCEAAAnYCCLqdGTMgAAEIQAAC7ggg6O5SgkMQgAAEIAABOwEE3c6MGRCAAAQgAAF3BBB0dynBIQhAAAIQgICdAIJuZ8YMCEAAAhCAgDsCCLq7lOAQBCAAAQhAwE4AQbczYwYEIAABCEDAHQEE3V1KcAgCEIAABCBgJ4Cg25kxAwIQgAAEIOCOAILuLiU4BAEIQAACELATQNDtzJgBAQhAAAIQcEcAQXeXEhyCAAQgAAEI2Akg6HZmzIAABCAAAQi4I4Cgu0sJDkEAAhCAAATsBBB0OzNmQAACEIAABNwRQNDdpQSHIAABCEAAAnYCCLqdGTMgAAEIQAAC7ggg6O5SgkMQgAAEIAABOwEE3c6MGRCAAAQgAAF3BBB0dynBIQhAAAIQgICdAIJuZ8YMCEAAAhCAgDsCCLq7lOAQBCAAAQhAwE4AQbczYwYEIAABCEDAHQEE3V1KcAgCEIAABCBgJ4Cg25kxAwIQgAAEIOCOAILuLiU4BAEIQAACELATQNDtzJgBAQhAAAIQcEcAQXeXEhyCAAQgAAEI2Akg6HZmzIAABCAAAQi4I4Cgu0sJDkEAAhCAAATsBBB0OzNmQAACEIAABNwRQNDdpQSHIAABCEAAAnYCCLqdGTMgAAEIQAAC7ggg6O5SgkMQgAAEIAABOwEE3c6MGRCAAAQgAAF3BBB0dynBIQhAAAIQgICdAIJuZ8YMCEAAAhCAgDsCCLq7lOAQBCAAAQhAwE4AQbczYwYEIAABCEDAHQEE3V1KcAgCEIAABCBgJ4Cg25kxAwIQgAAEIOCOAILuLiU4BAEIQAACELATQNDtzJgBAQhAAAIQcEcAQXeXEhyCAAQgAAEI2Akg6HZmzIAABCAAAQi4I4Cgu0sJDkEAAhCAAATsBBB0OzNmQAACEIAABNwRQNDdpQSHIAABCEAAAnYCCLqdGTMgAAEIQAAC7ggg6O5SgkMQgAAEIAABOwEE3c6MGRCAAAQgAAF3BBB0dynBIQhAAAIQgICdAIJuZ8YMCEAAAhCAgDsCCLq7lOAQBCAAAQhAwE4AQbczYwYEIAABCEDAHQEE3V1KcAgCEIAABCBgJ4Cg25kxAwIQgAAEIOCOAILuLiU4BAEIQAACELATQNDtzJgBAQhAAAIQcEcAQXeXEhyCAAQgAAEI2Akg6HZmzIAABCAAAQi4I4Cgu0sJDkEAAhCAAATsBBB0OzNmQAACEIAABNwRQNDdpQSHIAABCEAAAnYCCLqdGTMgAAEIQAAC7ggg6O5SgkMQgAAEIAABOwEE3c6MGRCAAAQgAAF3BBB0dynBIQhAAAIQgICdAIJuZ8YMCEAAAhCAgDsCCLq7lOAQBCAAAQhAwE4AQbczYwYEIAABCEDAHQEE3V1KcAgCEIAABCBgJ4Cg25kxAwIQgAAEIOCOAILuLiU4BAEIQAACELATQNDtzJgBAQhAAAIQcEcAQXeXEhyCAAQgAAEI2Akg6HZmzIAABCAAAQi4I4Cgu0sJDkEAAhCAAATsBBB0OzNmQAACEIAABNwR+Pj8+uPOKxyCAAQgAAEIQMBEgBO6CReDIQABCEAAAj4JIOg+84JXEIAABCAAARMBBN2Ei8EQgAAEIAABnwQQdJ95wSsIQAACEICAiQCCbsLFYAhAAAIQgIBPAgi6z7zgFQQgAAEIQMBEAEE34WIwBCAAAQhAwCcBBN1nXvAKAhCAAAQgYCKAoJtwMRgCEIAABCDgkwCC7jMveAUBCEAAAhAwEUDQTbgYDAEIQAACEPBJAEH3mRe8ggAEIAABCJgIIOgmXAyGAAQgAAEI+CSAoPvMC15BAAIQgAAETAQQdBMuBkMAAhCAAAR8EkDQfeYFryAAAQhAAAImAgi6CReDIQABCEAAAj4JIOg+84JXEIAABCAAARMBBN2Ei8EQgAAEIAABnwQQdJ95wSsIQAACEICAiQCCbsLFYAhAAAIQgIBPAgi6z7zgFQQgAAEIQMBEAEE34WIwBCAAAQhAwCcBBN1nXvAKAhCAAAQgYCKAoJtwMRgCEIAABCDgkwCC7jMveAUBCEAAAhAwEfh/TaOxwkNkT4oAAAAASUVORK5CYII=

\nC o m i c B o o k W e d n e s d a y

[img[mail route]]\n\n<<$paper = 6>>\nSara needs your help delivering her papers. She hands you a stack of papers and asks you to deliver them to the houses.\n\nAquire <<$paper>> papers!\n\n[[Next. |Delivery Instructions]]\n\n

data:image/png;base64,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

data:image/png;base64,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

\nOn the way to the comic shop, Tommy encounters one more issue: Bully Joe standing between Tommy, and the front door of the comic shop.\n\nHe lunges forward, you side step him, and he lands into a pile of fertilizer.\n\nYou win!\n\n[[ENTER the COMIC SHOP]].

\nYou place the paper on the doorstep.\n\n[[Continue on your route. |Street Tile 6]]

\n<<display HUD>>\n<<if visited ("Deliver to Yellow House")>>\s\nYou've already delivered a paper to the yellow house.\n\n[[Go East. |Street Tile 1]]\n[[Go South. |Yard 3]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n\n<<else>>\s\nYou've reached the yellow house!\n\n[[Deliver the paper.|Deliver to Yellow House][$paper -=1]]\n[[Go East. |Street Tile 1]]\n[[Go South. |Yard 3]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

You place the paper on the doorstep.\n\n[[Continue on your route. |Street Tile 2]]

\nYou place the paper on the doorstep.\n\n[[Continue on your route. |Street Tile 4]]

\n<<display HUD>>\n<<if $paper is 0>>\nYou've delivered all the papers. Now to go find Sara.\n\n<<else>>\nYou stand in the middle of the street.\n\n[[Go North. |Street Tile 3]]\n[[Go East. |Purple House]]\n[[Go South. |Street Tile 5]]\n[[Go West. |Yard 2]]\n\n\n[[Return to Delivery Instructions? |Delivery Instructions]]\n<<endif>>

\nTommy picks up his Huffy and hurls it toward the locusts. The magic bike splits into three warrior robots and they all combat the locusts.\n\nThere is a loud "pop" in the middle of the battle, but it wages on until the robots are victorious. They reform Tommy's Huffy as he rides off a hero.\n\n[[You may press on!]]\n\nOr, you can always [[take it to the streets|Take it to the streets]].

\nYou place the paper on the doorstep.\n\n[[Continue on your route. |Street Tile 3]]