<<incrementTime>>You give the holographic touch interface a few swipes as you scan through the projects Mac left open in her last session. It's all esoteric, badly commented code, with unintelligible subroutine names and weird pointer encryption. Mac was either a savant or completely insane. \n\nAfter a few fruitless minutes of sifting through incomprehensible code, you throw your hands up in the air and decide to just take the program for a spin.\n\nYou bring your two hands together and clasp them in a prayer-like gesture. A few hundred years ago this might have meant something pious or spiritual; here, it was the standard gesture for "Build and Run". The touch interface folds away as the machine starts compiling the thousands of files. Without warning, you feel a jet of hot air blow over you as the computer's six fans start running at full blast. Large quantities of debug output scrolls in front of your eyes, moving too fast to be parsed. \n\nThis could take a while. Might as well [[get some food.]]

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

<<incrementClick>><<set $currentClick to 2>><<set $currentTurn to 2>><<set $cardsInHand to 4>><<modifyCredits 4>>This one doesn't require you to go full-sim, so you just sit at the computer for a while, looking for a gambling server that still has the requisite vulnerability.\n\nAfter a few fruitless hours (which you spend leafing through Mac's projects) the script eventually pings you, signifying that a vulnerable site was found. You switch your focus back to the script and note it's already done most of the work; you're logged into a gambling table, and you just have to bet.\n\nYou start off with a small bet of a few credits to test the script. Sure enough, you win and double your bet.\n\nBlindly trusting in Mac's scripts has served you well so far, so you put your entire credit balance on the table; five hundred some credits. Your PAD beeps as your bank balance hits zero.\n\nThe virtual wheel spins, and the script works its magic; you've won. Your money is doubled, with the house taking ten percent of the winnings; your hands shake as you take in the incredible power you've unlocked.\n\nAnd your account immediately gets permabanned for cheating. Ah well. At least the script cashed out your money before they could freeze it. \n\nIt's unlikely you'll find another vulnerable gambling website for a while, but the infusion of quick cash is certainly welcome.\n\nYou feel powerful, in control. You feel like you've learned what Mac's rig is capable of, and you're eager to try it all. The world is your oyster. It's time to take the fight to the Weyland Consortium.\n\nFirst thing you should do is [[Review Corporate Actions]].

<<installNinja>><<set $cardsInHand to $cardsInHand - 1>><<modifyCredits -4>><<set $currentClick to $currentClick + 1>><<incrementClick>><<removeCardJustPlayed $cardJustPlayed>>This is an Icebreaker program, capable of breaking even the most aggressive Sentry-type ICE. Success is guaranteed, but never cheap; Sentries are the most complex and dangerous ICE out there. Corporations protecting their servers with Sentries mean business.\n\nIt functions by exploiting known weaknesses in ICE; it first runs a complete scan of the encountered ICE, looking for a vulnerability to exploit. When it finds one (and there's always at least one) it performs a surgical strike against that weak spot, taking it down in the blink of an eye. This modus operandi earned it the nickname of "Ninja".\n\nNinja's source code is a clean, professional affair. Even the readme file is well-structured, listing various problem cases and how to deal with them. It almost feels like this program could be a legitimate commercial product, if its stated purpose weren't to perform highly illegal raids on corporate servers.\n\nThe readme file ends with the following motto:\n\n"You feel Ninja before you see Ninja, if you see Ninja at all."\n\nYou take a few hours to explore the Icebreaker's code, feeling almost guilty when you have to make changes to such a clean piece of software. You run across some deeply worrying chunks of code, ostensibly designed to kill users matching a very specific definition of DNA. You dare not modify them or edit them out, in fear of triggering some deadman's switch and simply hope that you aren't the target of this particular hit.\n\nThe codebase for Ninja is huge, likely a result of many generations of improvement and refinement. You're thankful to have a solid piece of software watching your back in cyberspace. Compiling it normally would take months, so you buy a few trillion zetaflops online to compile it for you. It sets you back <<if $isModding is true>>100<<else>>400<<endif>> credits, but you're now armed with the finest Sentry-breaker in the world.<<set $isModding to false>>\n\n[[Finish setting up Ninja and get back to work|Main Hub]].

[img[shaperending]]\n\n<span class="shaper">For a time, you ponder on the best way to immortalize your achievements. Finally, you settle on a live demonstration.\n\nYou begin by hacking into one of the many surveillance satellites orbiting Earth. Pointing its camera squarely at the center of the Americas, you take in the majesty of Earth as viewed from space, and decide that it could be made even more beautiful.\n\nYou start with one of your earliest works; a simple graphical demo of a fractal generator </span>[[diving endlessly into the Mandelbrot set|https://www.youtube.com/watch?v=PD2XgQOyCCk]]<span class="shaper">. Fractals always were a fascination for you; simple mathematical constructs yielding endless beauty.\n\nIt was time for the rest of the world to appreciate them.\n\nYou open up your old fractal generator and modify it to have each pixel of the render map roughly to a GPS coordinate in the Americas. Then, by gaining access to a few key databases and applying enough computing power, you construct a program capable of determining the IP address of the nearest power generator for a specific world coordinate.\n\nGiving your program a test run the following night, you tell it to shut down the power station lighting BosWash. After a few moments of wondering if you made a mistake, you are filled with glee seeing the brightly lit chunk of Earth go dark. You spend the remainder of the evening tinkering with it, turning parts of the world on and off.\n\nYou spend some time tuning your program to take into account special and general relativity; you certainly wouldn't want lag to turn your beautiful display into something less than perfect.\n\nFinally, your program is complete; if your simulations are accurate, your fractal demo now outputs its render to the Americas, using the world's power grid as its canvas. Given that testing this is impossible, you simply hope that everything holds together for the performance.\n\nNight falls over the Americas, and the yellow lights brighten the continent. You run the first script, which broadcasts your satellite feed over to various major news outlets worldwide.\n\nOnce you're confident you've got at least twenty percent of the world population staring at the view from your satellite, you turn on your fractal demo and prepare for the greatest rendering of a fractal ever made.\n\nAt once, all of the Americas go dark, prompting panic all over the Net. Then, lights begin to turn back on, forming a pattern over the continents:\n\nThe Mandelbrot Set.\n\nThe lights begin to turn on and off, giving the illusion that the Mandelbrot Set is moving as some imaginary camera moves deeper and deeper into the fractal, revealing more and more of its intricate beauty.\n\nThe Americas momentarily lose control of their power, but the rest of the world is in awe of your skill, now and forever.\n\nSHAPER VICTORY.</span>\n\n(You've completed Why I Run, congratulations!)\n\nIf you feel like playing again and taking on a harder challenge, [[Hard Mode|http://www.nagnazul.com/whyirun/whyirun_hardmode.html]] is available here. Hard Mode puts you in control right from the start with more options. Options and Corporation behavior are fully randomized every time.\n\nIf you enjoyed this game and would like to support me so I can continue making more games, please consider donating:\n\n<form action="https://www.paypal.com/cgi-bin/webscr" method="post" target="_top"><input type="hidden" name="cmd" value="_s-xclick"><input type="hidden" name="hosted_button_id" value="3Y88BMRWPF8CN"><input type="image" src="https://www.paypalobjects.com/en_US/i/btn/btn_donate_LG.gif" border="0" name="submit" alt="PayPal - The safer, easier way to pay online!"><img alt="" border="0" src="https://www.paypalobjects.com/en_US/i/scr/pixel.gif" width="1" height="1"></form>\nI am a solo independant game developer, so all donations are appreciated.\n\nThank you for playing!\n\nIf you'd like to know more about Android: Netrunner (the game you just played) this [[tutorial|https://www.youtube.com/watch?v=VAslVfZ9p-Y]] is a good place to start.\n\nIf you enjoyed this game, you might enjoy other games I have made. My latest title, [[Soundsaber|http://sonorousgames.itch.io/soundsaber]], is now [[available for purchase|http://sonorousgames.itch.io/]].\n\nAndroid: Netrunner is fully owned by FFG. I am in no way associated or endorsed by FFG.

<<incrementClick>><<modifyCredits 1>>You take on a relatively straightforward contract and start coding. The work feels familiar, almost relaxing; certainly more relaxing than intruding on corporate servers.\n\nStill, your curiosity gets the better of you, and you split your time equally between working on the contract and exploring the projects Mac left behind. Now that you know she was working in cracking cybersecurity measures, her code makes a lot more sense.\n\nHer projects were amalgams of homegrown scripts, routines cribbed off the Net to exploit specific vulnerabilities and machine-generated code all stitched together. The coding style changed schizophrenically from function to function, and it was obvious that the project was a rapidly changing entity, adapting to whatever security measures she was tackling at the time.\n\nWorking on this stuff would certainly be more exciting than doing rote contract work. \n\n<i>And more profitable</i>, adds a small voice in the back your head.\n\nYou'd be stealing from a corrupt megacorporation, responsible for ruining millions of lives, especially <i>yours</i>.\n\nThe justifications dance around in your mind until you decide to call it a day.\n\n[[Tomorrow is going to be very interesting]].

<span class="cyberspace">Your thoughts on the Weyland Consortium attract a number of new ads, exhorting the values of their Space Elevator, their affordable unlimited energy plans and their interplanetary construction business.\n\nYour rage gives way to curiosity as a simple-looking bit of floating white text appears next to one of the windows:\n</span>\n<span class="console">[[Vulnerability Detected]].</span>

<<incrementTime>>You welcome the cold sensation on your face as you peer into the fridge. \n\n...\n\nYou doubt you could fit your legs in here; you were never all that flexible. \n\nEager to modulate the massive spikes of cortisol going through your brain with something more pleasant, you grab a can from Mac's stash of energy drinks.\n\nCracking it open yields a loud roar as a small gout of flame bursts from the can's opening. Bold letters printed on the aluminum read "Diesel".\n\nYou whisper to yourself: "Cute." as you take [[a large gulp of the apparently burning liquid.]]

<<installOpus>><<set $cardsInHand to $cardsInHand - 1>><<modifyCredits -5>><<set $currentClick to $currentClick + 1>><<incrementClick>><<set $magnumOpusInstalled to 1>><<removeCardJustPlayed $cardJustPlayed>><<set $isModding to false>><<if $timesClickedForCredit gte 4>>This is it; the program you've been dreaming of for so long now. Your Magnum Opus.\n\n<<endif>>This program goes leaps and bounds beyond Mac's efficiency enhancements; while her coding setup was advanced by any standard, your Magnum Opus puts it to shame. \n\nMagnum Opus lets you code while jacked into your rig, running in full-sim. This removes any physical limitation from your work; your hands are no longer the bottleneck in how fast you can input commands. Everything happens at the speed of thought.\n\nMagnum Opus takes Mac's original predictive algorithm and allows it to pull code from the entirety of the Net. Open-sourced libraries, coding resources used by universities, cracked corporate source repositories; anything is fair game to Magnum Opus. The upshot of all this is that with only a thought, you can invoke the coding knowledge and wisdom of the entirety of the human race. \n\nMagnum Opus scans your existing code and cross-references it against online databases of known bugs and common mistakes. Any bug or flaw that you introduce into your code, Opus will fix almost instantly without requiring any input from you. You'll be able to apply one hundred percent of your time to solve the hard problems rather than chase mundane bugs.\n\nYour Magnum Opus is ready. It will make you rich. But you're not satisfied with just being rich.\n\n[[Get back to work|Main Hub]].

You force your eyes open, taking in your surroundings. You feel a pang of anxiety in your gut as you realize you aren't in your apartment.\n\nYour brain takes a moment to kick into gear, reminding you of your situation. Twenty-four hours ago, you were sleeping soundly in your own home. A female voice woke you, announcing through a loudspeaker that your apartment complex was to be demolished on order of the Weyland Consortium. \n\nHer speech was precise, her word choice deliberate. No doubt she had perfected her script after delivering it for years. For some reason, her closing statement stuck with you:\n\n<span class="weyland">"It's not personal. Urban renewal is a necessity of the modern world. It's always someone's home, yours is no different."</span>\n\nYou grabbed what belongings you could as the construction androids set the explosive charges. Moments later, you were homeless.\n\nA friend of a friend agreed to take you in: some girl who everyone knows as "Mac". She agreed to let you crash on her couch while she was away.\n\nShe never explained why she was away. You didn't care to ask.\n\nWhat should you do now? [[Getting up from the couch]] would be a good start.

<<deobfuscateTime>><<incrementClick>><<modifyDisplayedCredits -107>><<fadeoutsound $currentCyberspaceMusic >><<fadeinsound $currentAmbianceMusic >>The word "Yes" enters your mind and leaves your mouth as you find yourself back in Mac's apartment, drenched in sweat. Panicked, you grab the jack in your forehead and rip it out, throwing it away forcefully like one of your ancestors might have thrown a live snake.\n\nStill sitting in front of Mac's workdesk, your breathing begins to slow down as you stare down the virt displays. The last lines of the program's output are still visible:\n\n<span class="console">Run successful. Weyland Melange Mining Corp Asset trashed. Credits spent during the run: 107.\n</span>\nWait, what?\n\nYou pull out your PAD and quickly give it a thumbpress. Sure enough, your miserable balance has been debited over a hundred credits. You're not sure if this worries you more than the fact that you apparently spent <b>nearly four hours</b> on the Net.\n\nThe Net was famous for distorting a user's sense of time, but this was on a whole other level. Still, your stomach corroborated your PAD's information: four hours had passed.\n\nTrying to make sense of it all, you notice a new window pop up on the [[upper left virt screen]].

You turn over to your left side, trying to find a comfortable position on this ratty couch. The metal bars are digging painfully into your side.\n\nA few feet from you, you hear the powerful, endless whirring of a half-dozen computer fans. You'd hoped your brain would eventually tune out the noise and you'd fall asleep.\n\nPolice sirens zip by every few minutes with distressing regularity. There's no way you'll be able to sleep like this.\n\nMight as well [[open your eyes]].

<<obfuscateTime>>\s\n<<fadeinsound $currentCyberspaceMusic >>\s\n<<if $currentAmbianceMusic is "ambiance1.mp3">>\s\n<<fadeoutsound $currentAmbianceMusic >>\s\n<<else>>\s\n<<fadeoutsound $currentAmbianceMusic >>\s\n<<endif>>\s\n<<set $creditsSpentDuringRun to 0>>\s\n<<set $receivedBPCredits to false>>\s\n<<set $iceBeingApproached to 0>>\s\n<<set $creditsUsedToBreak to 0>>\s\n<<set $playingMakersEye to true>>\s\n<<removeCardJustPlayed $cardJustPlayed>>\s\n<<set $cardsInHand to $cardsInHand - 1>>\s\n<<modifyCredits -2>>\s\nMac's notes get a bit weird sometime, but trusting them has served you well so far. This file details a particular meditation technique; in meatspace, the technique is designed to heighten awareness and focus your senses. In cyberspace, this will supposedly improve your perceptions and allow you to see "beyond the data".\n\nWhile you'd normally discard this as new-age nonsense, you give it an earnest try. Holding the jack in one hand, you close your eyes and slow your breathing. You visualize your cyberspace avatar, fully-formed in your mind, surrounded by the blackness of the Net.\n\nHolding on to that image, you command the computer to run the "Maker's Eye" script, initiating a run on R&D. you simultaneously jack in, holding onto your visualization as the artificial data overruns your senses.\n\n<span class="cyberspace">The flood of sensory input attempts to take over your vision, but you continue visualizing your avatar floating in cyberspace, struggling to remain in control.\n\nSlowly, the stream of data adapts to fit your mental model, and your visualization becomes reality; you are looking at yourself from the outside. You control your avatar as you normally would, but somehow with an external viewpoint.\n\nFrom this distance you can see the data moving through your avatar; you can see things beyond your usual field of view, things behind the usual facade of the Net. It's as if you somehow enabled the Net's developer mode; you can see calls being made in the background, messages being sent back and forth to various IPs.\n\n[[R&D beckons. Let's see what we can find|Run Dynamic][$serverBeingRun = "R&D"]].</span>

You stand up too quickly and your vision goes white. Light-headed, you instinctively take a few steps forward and rest one hand on a computer tower to catch your balance.\n\nYou involuntarily scream as you yank your hand back. The computer case is burning hot.\n\nYou string together a series of expletives as you shake your aching hand. \n\nYou take a minute to calm down, all the while staring at the offending computer tower. You're half-worried it might burst into flames at any moment.\n\nWhat should you do?\n\n[[Go outside.]]\n[[Check your Personal Access Device.]]

Good night. See you tomorrow.<<set $fromEndOfTurn = true>>\n\n<<printEndOfTurnOptions>>

<<discardCard>>\s\n<<if $cardsInHand gt 5>>\s\n<<set $cardsInHand to $cardsInHand - 1>>\s\nFor usability purposes, the computer discards options at the end of each day to always keep a maximum of five options available; this number has been shown to maximize a user's ability to make useful decisions.\n\nChoose which options you would like to discard:\n\n<<printDiscardOptions>>\n<<else>>\s\nOption discarding is complete; you now have the optimal number of options available to you. Good night...\n\n[[Go to sleep|Corporate Status]].\n<<endif>>

<<set $currentClick to $currentClick + 1>><<set $cardsInHand to $cardsInHand + 1>><<incrementClick>><<print either("You lie down for a nap; the rest is quite welcome, after so many hours in front of the screen.", "You've learned to never feel guilty about sleeping. Taking care of yourself is part of the work; you can't produce quality work if you're tired.", "You flop onto the couch and fall asleep almost instantly. This Running business is truly exhausting.", "You lie down onto the couch, but fail to find a comfortable position. You flip on your side, then on your stomach, then return to your original position. After a while you simply force your eyes shut, and pass out.", "You barely make it to the couch before passing out; the mental stress of your new activities is almost too much too bear.")>> \n\nYou wake up after a few hours, feeling refreshed.\n\n<<clickToDraw>>\n\nLet's [[get back to work|Main Hub]].

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

<<nobr>><<set $currentClick to $currentClick + 1>><<incrementClick>><<set $cardsInHand to $cardsInHand + 2>><<removeCardJustPlayed $cardJustPlayed>><<endnobr>>The dozens of aluminum Diesel cans sitting in the fridge are just too tempting. You give in and decide to see what happens if you chug a full dozen.\n\n...\n\nWOAH. Okay, you definitely won't make it to a full dozen; you're barely three cans in, and your heart and mind are already racing. You sit back down at the computer and begin looking for things to do.\n\n<<clickToDraw>>\n\nThis fails to satisfy your hyperactive mind, and you continue digging for something to entertain you.\n\n<<clickToDraw>>\n\nThat sounds interesting, but surely there's more out there. You keep searching for something fun to do.\n\n<<clickToDraw>>\n\nThe Diesel high fades out, leaving you feeling energized and satisfied. Plus, look at all these cool things you can do now.\n\nThat was fun. Let's [[get back to work|Main Hub]].

<<set $tagCount to $tagCount + 1>><<set $cardsInHand to $cardsInHand - 3>>[img[snare]]\n\n<<if $cardsInHand lt 0>>\s\n<<fadeinsound $gameOverMusic >><<fadeoutsound $currentCyberspaceMusic >>Your run was a success, but you fell into the Corporation's trap; the server was holding a deadly ambush, sending massive spikes of neural feedback into your brain.\n\nThe electricity fried both your rig and your synapses. You didn't have the mental fortitude left over to endure it, and so there you are, forever jacked into the Net, drooling, braindead.\n\n(Game Over: You ran into a Snare while exhausted, killing you. Try resting more often to survive it.)\n<<else>>\s\nYour run was a success, but you fell into the Corporation's trap; the server was holding a deadly ambush, sending massive spikes of neural feedback into your brain.\n\nAlthough painful, you survived the electric shocks, no doubt screaming loud enough to alert the neighbours.\n\nMore importantly though, it looks like the electricity fried parts of your rig; three of options the computer offered you before have disappeared. You just hope they weren't too important...\n\n<<applySnareEffect>><<printSnareOptions>><<endif>>

<<specialOrder "Gordian Blade">>You settle on ordering a Decoder, an Icebreaker program that will break through any Code Gate ICE safely. It's referred to by a fanciful nickname of "Gordian Blade", but what it really is is hundreds of millions of lines of code that will break through the world's most advanced ICE, given enough processing power.\n\nYour connection comes through, and you receive what you asked for. It's missing a few modules and will need to be properly installed, but you're now in possession of one hell of a program.\n\nTime to [[get back to work|Main Hub]]...

<<incrementTime>>The contents of Mac's fridge are disturbingly similar to yours, bringing you a small bit of comfort. You note the ample supply of energy drinks and grab a bottle of Sludge, a programmer favorite.\n\nChugging down the cold Sludge feels as satisfying as ever; a mixture of tastes assaults your senses, going from sickly sweet to deliciously <i>umami</i> in an instant. It was the perfect meal; designed to tweak every single one of your evolutionarily-selected prefences for nutritious, calorie-rich food. Its only flaw (a feature if you asked any marketing drone) was its tendency to leave you wanting to drink another.\n\nYou feel the familiar urge to reach for another bottle, and you...\n\n[[Indulge in some more Sludge.]]\nSuppress the urge and [[get back to work]].

<<incrementTime>>Among the mess of wires, you find a matching hex-shaped jack. It seems connected securely to the back of the computer tower. Pressing it against your temple, you feel no resistance as the magnetized slot attracts the metal pins gently into your cranium.\n\nYou briefly wonder how much you trust Mac. She certainly seemed to trust you.\n\nWhat's the worst that could happen?\n\n[[Jack in]].\n

<<set $tagCount to $tagCount - 1>><<set $currentClick to $currentClick + 1>><<incrementClick>><<modifyCredits -2>>\s\nYou spend some time investigating the system's claim of a Tag. Sure enough, you find an autonomous software agent tracking your position through your PAD. \n\nAfter spending some time dealing with the problem (through the liberal application of money) you manage to get rid of the Tag. You should be safe for now. \n\nTime to [[get back to work|Main Hub]]...

<span class="cyberspace">\s\n<<if $BPEventSeen lt $corpBP>>\s\n<<set $BPEventSeen to $corpBP>>\s\n<<if $corpBP is 1>>\s\nAs you initiate your run against the Weyland server, you receive an encrypted message from an anonymous source:\n\n"Hey, listen. You don't know me and I don't know you. All I know is that I've seen your actions against those Weyland assholes, and I have a bone to pick with them too. The enemy of my enemy is my friend, right? \n\nThose fuckers deserve what's coming to them. I don't have the balls to stick my neck out like you're doing, but I have some cash. Tell you what; whenever you raid one of their servers, I'll chip in some cash, okay? Hundred credits every time you Run one of their servers. \n\nJust make sure you use it to hurt them. Otherwise, I'll take it back. I'm not paying you to buy booze or whatever; I want to see those fuckers burn.\n\nPeace."\n\nHuh. Seems all that Bad Publicity Weyland has been racking up is starting to have an effect. Must be a result of that Hostile Takeover you saw in the news recently...\n\nIn any case, that's a good deal; free money to do what you wanted to do anyways. It'll make Running a lot less taxing on your bank account. \n\n<<endif>>\s\n<<if $corpBP is 2>>\s\nAs you initiate your run against the Weyland server, you receive an encrypted message from an anonymous source:\n\n"Yo. I've heard about you; maybe you don't know, but you're kind of a celebrity in our circles.\n\nAnyways, I'm here to help you out. I want those Weyland bastards to burn, same as everybody else, but no way am I painting a giant bullseye on my forehead like you.\n\nI've got money. If you're attacking The Man, my money is your money. I'll wire a hundred credits to your account every time you Run a Weyland server; just make sure you use it during that Run. I don't want you buying hookers with my money."\n\nAnother one of those? Apparently Weyland hasn't learned their lesson and is continuing to perform Hostile Takeovers, racking up the Bad Publicity.\n\nYour last anonymous benefactor never wavered, so that's now a smooth 200 credits you'll be getting from them every time you run. That's certainly welcome.\n\n<<endif>>\s\n<<if $corpBP is 3>>\s\nAs you initiate your run against the Weyland server, you receive an encrypted message from an anonymous source:\n\n"Hey. I'll keep this short. Keep doing what you're doing. Even though you might not see it, you have our support.\n\nI want to do my part, too. I'll send you the cash I can spare. I figure I can afford a hundred credits every time you attack those evil fucks.\n\nKeep on fighting the good fight."\n\nThat's three of them now. Pretty soon the Weyland Empire will crumble under the weight of all this Bad Publicity. \n\n300 credits a Run is a lot of cash. Sure, you can only use it to break through ICE, but that's money you don't have to spend yourself. Spending other people's money is always easier...\n\n<<endif>>\s\n<<endif>>\s\n<<if $receivedBPCredits is false>>\s\n\t<<set $receivedBPCredits to true>>\s\n\t<<if $corpBP gt 0>>\s\nYou feel a "ping" originating from your bank account; you've received <<print $corpBP>>00 credits from an anonymous source.\n\n\t\t<<applyBPCredits>>\s\n\t<<endif>>\s\n<<endif>>\s\n<<spendCreditsToBreak>>\s\n<<printRunText>>\n<<set $currentRnDMultiAccessIndex to 0>>\s\n<<set $isMultiAccessing to false>>\s\n</span>

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LfeXtZtNSB/vUjdfVjb/LT7S5TjlGTkTxmEvUzuTT6nkq8lO3w5mSiwpifm78r/JvnywWy82aDb6rEF4pLKnxx8v2kdfiXMeWGM2cZGB2fCf5k/wDOC8kRuL/8t9V9WJfiXRb77fySX/mrIZNHKtnJhqyPq3fEnmz8tfOHkO8ez8x6JdaY6HZpUPB/9VvstmJOBjzc2OaORgF1FMhMikqy7o37QOW45s7TrR/zb82+Xp4ku7htX0+E72s5+IfJ8nx0yOGMg9s8vfmt5S8y8hdzjTLxulvMaAHwVsMiC4500oPpLywLG/0mFrThKo+yyHlXLsDhZRRb1LTVeT9+o9JBs7fZyU4ohN5JrP5QeXvMl8Li5tRWYH/SE2Iysi3KjnlGLxvzx/zjPrmmW8t75el+v26biB/hcDJnHIC2zHrBfqfLeo6Fqej3UkGoWU1rKpoyutPxzGmN3aQyRkNlK3D0ftxO1cnFB5sp0j8w9e8t3EYjuGntYzT0JN1p7ZK2Bxgvpnyf+dOgatDDb3x/R1yaci/2CcjGXe42XAXsCX2m38UU0MsUin41ZNwcti4+4RcsEM1ojgVkPU+3tgKd0jjg9OYcjzUdFyLO9mYi3sr619G4jEkUi8WjPhl+Pk40rBeG+avyV0i9kmudL/0WZiTxHQnK54bcnFqSOb528x/lt5i0Z3kW2a4gX/dqb5TKBDnwyxLBksZkYiZGjcHoRTDFtNNupQVB3U7YSiLN/L3n/XtFVI4p/Vt12MTb5HjKJ4wXqWlfmppt2yx6gv1WVurdseJqOIs9gurLUUWa1uEmVunE4eJFEc0ytrZCQxNSNskCxkSjJEVVJ69hkmpKLkQ3Fa/FTYZIFaph2v8AkjStUgMoiEMx3MieOW8HEERyEF4f5g/LjVbYSS2Y+sxCtadcqOIhyBmHJ5Je2NzZu0dxC8TL1BBGVHZuiQUqc/F+GFFIq0uJrZw0EhjcdGGSBYSiGX2HnLULdglyBcp3J2bJiZaJYgQ9C0rzNpl6VrL9Xkbqj7b+xy2MgXFyYiGc2/pyIHUhlYUBrltuGRRbdAT028cCKSy4i9u+SbYBIrtAKqR9GQPJyIvCvPMaLqiKgoTFyk+ZP9MpyHdzMe4YN6EkjcY42kbsqip/DAN2wGk5tfL2pyfEtuVHidsaYmQRx8vahHsyIDStC6j9eGix4gl82kXi13gAHWsq/wBcaLYJoJrG4joTLboQdiJlr94xILISDJ9P1ea3Cx3N1BKoFKPKD+ORAPcjZNzr1j1aZBT+V1I/XkvgtIWbzDZEEFm4/wAwof1HENgIQJ8xaJXi14sbeDqR+NKY8JK8ce9VGu6IQAdUtwT/AJYx4JJ44rpdY05IWliuY7hq/CsbBqnw2weGWQkGC6tqYCTXc7cm/ZHv2UYRDdmH075M1Oy0i0/J3RXC/Vrm3e5uJT+1NM5JP0FjkJcw4mWBPGWV/nFqMHnz85fL/l3Rwt1Z6ZZDSLdF+yOdsXkavgC2/wAssyHilQa9HDwNOZS77Y1+duo3d55O/KvzS7pJrH5eSf4Y1/gwYpJbOoQsR4lOvvkshsAp0G2ScDyluPi+oPyHtYfzL/JrzkthIG1bSbmEfV2+21rbEy8FPuGOShj8THKuYcHXT/K6mAlyP6X0rpnkey8r/lB5h02ONW8yXelDVNVh/wB2qtxVIEbuAONPoOZEMAx4SOtWXUS1Ms+pEv4eKh8ObyNfIek/lH5R1DzHrESvNp8aaf5W0qtHv9WuFG/jT1G38ADmLHCMQM5fB2U9RLWZRjhy5yPcAkn5PeQ087+crTS5VF15a/L0FtUuAP3dzq0n729mr3Cu3pL/ALLDgxHJIDoNy5GuzDTYjL+Kew8h0fHv5xaxrn5u/nv5ht7OymeK01BtK0HSuJBWG1PpqSO3IgsT2GU5iZTLtNFjjptMLPSyfe8E/MrUYrPVZfKdhOtxDokxTU7uM1We8HwyFT/Kn2VyFU5mAWOM9fuefJDLMqwxLznmIjhXxZ9hhJb/ADRnmG9gtrgwpIHj06CO2Rh0PpLRiPm1cEI2xBoMY8n6mU8ynzHOvqQ+VrebVljOwMsIpbqT7yFclqI+jhHORpng+riPTd7TH5Ni13/nGvVPzRm/0nX9N88tFql8ftmG9SNXDt3HqMCMhD0ZqHKqa9QeKFdef27vn4oOwzNdbbWKHYqtbpXFIWYpdirsVWHfFWsVdirsVdirVBirqkGo2I6HFNs4tZ/rFvFN3cfEP8obHInmyDPPKXlZdfNxcXFw8FpbME4xU5s5Fep6AYDszjG29Q0pLLWriyS5e9SArSWQ1YVAPE+4xSRRes+TtIWWWIFKk0yJLZAPub8p/K7X+paXZRqS1zKiUp2JGVSLkAP2d0SwTS9K0+wjWiWkCRgfIDEDZU3XvhZjm+Uvz88wCTU9P0OJ6pYxGa4UH/dknQfdkOZWRfO8MrPIF8TthpgC+1fya0X6lof16ROMl0dj7ZHmW+Ae14Wx5b+b/mhPK3kjVboSBLm6Q29tvvycUNMgdysjQfjR581pnacmSrMSSa+OXxDgyNPkrzTd+rI/E7VO3bfLQHGkbeQaj8Tty+z3GTYscmShJrtXaowFKUzofAb70wUtpNcQKQQR+OBnEpDLEVLFvhqDt44tiSz2kMxrJGCxH2hsfvGAhmClZ0yP1RR29OvxCm9Miyt//9D6taVerGsokdXaQAJGooB4Z3WbAAAIigHwzT6q7lM2ShdRuhNNtscuw4+EOJqMombQ8al1aWUcIpAfSgB/FD2GY+s1cdOO+X45tmk0hzGzsPv9z4t/OjTL2917zOkzu8sjF4JT0CTR1QL8jnn/AGiZTyylJ7jsiIxY+AfwvzV07zR5l8neYpL3SNXvNI1aznb9/BK0cnJW/a/mzXmqesOOM4v0I/Kj/nPLVNNS3038zNHGrwIAv6bsuMc/H+aSP7LZl4M8hzdPn0YH0v0H8k/mt5G/MjT1v/KuvW1/6oUyWvLjPHy/ZZG+LNnDLCX0uvlEx+p6HaI0kvF/oqMstiFmv+U/LnmqwbT/ADBpFtqdsy04zxhv4ZCUROO7bE0+GfzY/wCcING1hbjUfy9uv0TdsvIaTN8UTH+VT+zmunpOGXpcnHqCOb80PzN/JTz3+XtzJF5h0KeGJGIN4i84iP8AWXIZIkdHMw6iMjQfPd7bG1LSj4T37ZWJOwjJnX5ffmz5v8oXHHTr55bMH4rOY8lp7ZOMyC159PHJHd9feXf+cgdD8wRC11qP9GXklORY/u2P+tl8pW62elMeT6Q0BrHU9Ogls54riM0dJAy7ZLG4k5UWc3GmxmFAx9Qn+8zNHJq6vIPPf5eaDr0YivdPhlYj4pFQc/vzDzRouTiyyg+Wdf8A+cd5Vea40G42BJW2fKzC3Yw1Y6vmvzX5I1zy/cyLf2EiDu4BK5UbDm45iTC4IWRuX2TXAGwhnGi+ctd0PibW8do1/wB1k1FMkJENJxAvdvLP50QXCJa6ynotsBKOmTE9mmWHuex2GsabqkSTWd0koO4UHfDYLjmJDN7KMy2yycqcBuMsg409i27q54VAfxOXrVIB7SKUNHJEro1aqRXAYhnxUwzUvyy0DWkkZrZYZTX40FMgMds/HMXhXm/8mNS0tJJ9OP1iLche+Qnjpy8OqEtnh0+najp8jxXVs8ZU9wcxyHNBBSWcFpfDbIFsCe6Vrmq6SwNrdOgX9mpplZlSTEF6p5e/NSaKRYtUSqnYyDL4TaMmEHk9ag806XqUPO2ulJcbpXf5ZddhxuAjmhoZy0rEGtdwe1MEQxITGa74xqh7kZkxOzjkbrnWMxK2xB2Pz98siNmDyrXNHsb+S4We2R9zQ0ocoyRFuRGdPJ9W/L1WLyafLxP++2yvhbY5u951e6HqOnyFZrdgB+0BUYKIbOMFLUNHowoRtivCmcY+Gtd8AapGk807zBqunGsFyxQf7rY1XLRIhpnAFn2m/mBayD09RiMD9DKu65IZe9q/L9zMYL6z1CL1baZJoyNmU/rywStiYUkeryiOMvGB8P2pXNEX6e+GiVBALyXUbS0vbtriYPfSk0BH7uOg7eJw+DbL8xwigujtnjA9FYrRfCNRX7zlkcIDTLUkoS/WZIyz3cnFetDT9WSMKDGGWy8+vL+IOwXnLv8AaYnKi5kbSma6D1/dqB74GVkJa7A/7rWnjTJLxFCybCvpr92BIkUvd1BPwKfowMgSoNIm/wAAHyxZWUBKQd1BHjucIZhQI/ym+ROFLlqu4alO/T9WKvf/AMnPyg1Dz/bX2sX0zW1jPHNaeXkep5zcDWfieqgig98x5yuXCGc8wwx80DpF5rL6p5c024Vi/la4ktwm/JWDHkD8iu2VSOzsI4xKyOr3/wDKWOaP8ztW1nVa/WIdIur1Sw6O5QVHyUUwafIJElxu1sPBhjAdSHhqa/qEx82NqTtP5Y8zagLPVY3/AN13EoMkdyng0ZpX2xMzVfFt8GIIrmPufTf/ADiB+YqeSdY8y+U9WlMUnL1+dQFcRrwlG/UOnFhmTpsogfe6jt3RnPCMh02fWP5NfnKvmP8AOr80ItaYXOn6hZw2sVs5ovoWTsI1UHalG/HL8OfiySvkXU67QnBpcZjzB+94j/zlB+c8utfmJa2+msh0jyHH6mn29axvfz7KzU2PH+GYury+JOhyDt+w9H4WEyl9U/ueleUPzr0X8g/yr8l8rc6t5o8+6gLq7tlkWORLNJKSTOSD/eOxp41OX4MwxR8y4+u0M9dnlRqMBQ97Efzbm0LyJJ5m88eSoPX/ADA/Om//AEd5H0x6GSze5UG8mWnRVrUN2rkskQCZDmWOilPPw45fTj5+fc/N3zF5ettD1GVY75tUVCYf0kfsXM8Z/wBJmiruYxJVVJ+1QnMOWz00JWUhe7k0rhdshjkeMtZswps1RzH8MgI22EvNtV1Fp2dQx3NXzJjGmq+JCxXz2uk3NlE3E6rIrXpp/umA1Ra+7mv0YDHimD3NnFUa736JeTdd8teQ/wDnDnW/JmsxR6l5y/Mpbmby75boJLiS6unBjmMe5CwxRhwfGgG+ayWTjzEjkCN+6myWKXpPkfjb4IU1Va1rQVrm3dNVNYq7FXYqpYsnYq7FVhFMVaxV2KuxV2KuxV2Kp9ok55TWx3B+NB79CMBZRe32HlPWNO0mfUYtZawmaD1pbSKoBUCtGavWntkLbxEgJbolsZpQzVZmNSzbkk9ycLEC3075C0rk0R4+HbKyXIgH6Y/84zeVReeZLe7kjrFp0fqkkbBu2VHdsfo2opk0hbLMkEMk0h4pErO5PYKKnAWQ5vzu87ay+u+YtV1Jm5C5uG9L2RTRfwGQHJiUB5b059S1S0tUUsZZFWn05IlQLfotoGnppmlWVmi8RDEoI96ZAOQNk6yTJ+f/APzld55Emp2/l22m/c6bGXuFB29RvH5DIwFm2rLLo/L3znrfN5gW8cyYuFkLwDVbsSOxJrue+WBxyWDXlDyp1qRvtiEhI503IHfqcK2lE6Dv0psBkSlKpkHULv29/fAlJbuKoO3FlHxDxGLaEllQdqjwriyBQnp/HSvf6OmKeJ//0fpmklPl0pnpZD88p1FZMay3HwyNUPbKKrSnVqd/Affmk1/agw+jHvLv7na6Ds05AMk+XTzREiM7lmJdyS1a169CT7Zz5nKUrPN34hER4YsSvfy1h8565DJcwlbV7cJdXDLsxjaqqo/1WynLpuOPEz0+Ywy8Mfqk+Uvzq/5wJbUrq68yfl3rStfyfHc6JfLxV2/4rkFf+GzR59NKP0vTafXGPpk/PHzf+X3mvyBfNpvmvQbvSrqJuDGZG9Nv9WT7LY4rAcmWSM/pS3y1r2t6BqkN9o+p3OmXUJ5JNbu0bf8AC4Z+TRMAxfod+Vn/ADmdrmhxWmn+erL9OWgUKNTi+GdV/wAr+bMrFm9PqddPAf4X6A+Q/wA5fIH5i20Uvl3XYnuWHx2Ex9OZD4FWzI8SKmJD1MGo33ByUeTFhnmnytpPmawnsdVsYL+3lVh6cqK3/Est2LWS/NP85v8AnEnyzqslzN5ZX9D3pqwhH92xzW6jCYSc3BrZQ5vgnX/yL84+R7iV7/TJJrZW2uYhyWmY25LtY6uGQPMLyCSGY/AUZexy4lvgHo/k/wDMfzN5SaI2eoyGKNgWtnNUYYxmQ42XBGb7P8k/85LaNq1tFZ+YIfqk4UD1f2WbMuGV12XRyjyenaj5m03WUjudPu45UYCio2RnPiaoYyEFDcs8oRifTbtkYlsljoJdrmg6ZrFu9vf2Uc8bD9sVNMid0wmQ+ZvNX5EWN1LLLor/AFdzUiM9MiYuwjqu98/a9+XvmLy9K8dzaSPEvSVQaUyBiQ5WPLGbB5YmiPBgY2U79si2Ui9N8xavo04ks7t0AOy1NMlaTAF9AeTvzwuIo0tNXXmvQyDLYTouFm0l8nuGlea9I1sCa1u15ED4K0OTMrcWWIhk8d1G7D4u2xy2B2a6TWykUuR05dKZKEt2mS3UnRoij0IPc9sskuLm8y1vy9pGoqVntEbkN3oK5iyiHPhkIeG+ZPymRpJJ9LcA9fTOUSg5sM+zyfUfK+raWXW4tX47jkBUZSYNwmCxt4mUkEEMPHBEtja3VzagvBK6MvShyQkx2LK/L/5h6jZSCO6/fxqaGvXLoTacmIEPYLHzZpurCJhMIpf5GNMyBkDhnGQziJ0a1Qq4cAVqDXrlwLjS2LFrqEPLIQpNTg5sklmtwhI408a4aXiS5LW3nkZJ41dTXZhka3SZbbMP1ryPp13MXtk+ru/Qr0OMsYPJMcxDDL/yXqtghZIjPGN+S9afLKTAhs8QSYrJC8RKSIyMOoIpkWVAoJwamg3J2AxZVT0PyZpt0plm3loK+hUhQfFv6Zl4sduLqMtKutXEk8zJcSGT09hH0RfYDMqMacCU+5jx2OwGFjzVAOW+K0x3XbhY4vQWjPJXl7DIZJVs5Onx2bea3MXEmn0ZQ7GIQHD2xZ0FjJTqQPpxY8KkyJ4r8qjFAihJIIX7qPpGLKkFLbR0PFx94xWktki4V3rhtKjxBGFFo7SLO1v9Z0fTr2T0rXULyK3nkrSisd98hImtm3CLk+1NJ8yzeR77SLK0on+F7tbDULL9mS0lIkt51A/mXv41zAid7bp4RlifN7R+X35T6Z5n89+Z/McEKy6c99BdwUGyvLGzOMOaXpJZ4c/hYwDz5MD8/GPyZ+ZtzaoBDHqmjXFrF2Fd+IH3Zg9nzuMi5/aMfFhA+5832VnHqfkyxsVIae/81NBcAdfj+EV+g5mk0fg08pn3JLqST+W/M9xbPI4uPLtyunXUtaO9u61t3cjrQEoThG497KJEh73q/wCXvnW60Xzbe6xDJS5uYGjkdujBlpU/Tvh4jHcOPqdPHJj4TyY07yeZdeVbmUuk9w95qUx3+CHu2Rum2hCOzEvNHml9d8zR6jezt+jrCSKC1Q/7rtoWFFUfflkUxx8EKHMp5Y+fdc8/ef5Nbur79G2NrbPZ2d2TT9H6VEtJzFXZXkX4Sw3qdsyDIyNOHDEMGP0jf7ylV15i0DXPM82ualpjXHlrSUS00Ly3CxiN1wHG3gLDdQx+NyO2Vy3Ll4MZxwonfr73jnnjXn1XVZpi6GUHjKYRSIMNuESjYRxgcV8aVy2EKTI8Tz1zU7/Njk2SpAVEkckqepGrKzR9KqD9n6cBCL33ZbpvnjXtM846N53Ey3WraFewXdjDNUwgW7ArDx7JT4aDKvAjwGA5Fn4plLiKa+Z9V03WvMus6xpUItLDXJ31O2sBT/RzcMWkg27I9QPamHAJCAEuY2cTVwAlxR5FJctcV2KuxVTIoTt9OLINYq7FVhNcVaxV2KuxV2KuxV2Ksg8tWN1qOqxWtonOV1apJoqr3Zj4DAWUeb2TWf8AEFjb2VhqGqrd2U60RYvhrwp8L7AmnvkA3m6ZD5XsvUljUDqRgLKAfYX5faR/c/D4ZWS3gU/Wn/nHDy6NO8t3GpvHxe8cIhp1VcA3KX0rkikPPfzS1v8AQXkzVZlfhPdoLWDxrJsafRlcmQ5PgOWTnId674sHu35IaB+kNbN7IlYrMVBp3yJbIB9pgUAHhkm0c0s1vUodH0q/1OdgkVlC8rE/5IqMjJldPxa/NvzTPrOsavqk8hZ7ud3BPhXYfdk4hxJyt8V+adQZ5JPi8cuDizLya8uCztv75JpSSaZvnXqPHDapZKwIYkU9xXJMgEulFSW7UxVLpgDyodz0GQZJVOoIJOxPSmSIZ2k1zFQlhuOm/wDZkUpaUPMGm1dsWT//0vqbY2LwuZZWDSD+5NaemD2B6H59PDOl7R7a4v3eDl1Pf/VfHND2UMYGTLvLoOn9qcxoT0oO9Dmg8QO6oKE00MUixKpluJKFYl2oKbEkdPbeubnR9mnL+8ntH73T6ztAYpeHHeff3e5mejM0UwUyiUsAYwooABtsO2S7QheL0iqbNBcMkSdyWZMFaM969Rmij6nqJVwsJ8zeTPLHnCwl0zzNolprFnKCpjuIwxHLwPUZX4MXF4yHwV+Zv/OCmm3U9zqv5b6kLBmPNdEuzWMH+VG/rlU9N/NbcesI+rd8NecPy386/l/dyaf5l0Oez9A8fX48o2/ylkzFIMXLjkjJh2m6vq2hXsd9pF5Pp1zE/wAM0bMrYZ8m4m32n+WH/OZfm/RBb6b5uQa3p6gJ9aI/fLT3wYtRKPNxpYA+/PIn54+QvP8ABEdP1aGK7dR6lpK3Fgflmbi1MZONkwmG5W+ebW0jeO6hdDG/g1cs1MbFtXV4/qFjZanbz211BFNG6/Ydf2cw22MqfI/n3/nH3QfMM9xJp8QsLxiWBj+ychONuww6rhfI3nL8l/NflLnM1m11aL0ljFdsjGJcvHqozeWBZYA4kV4yvQHbLIinJTS087675fMc1jeyBV6xkkjBZXwoye7eSf8AnIFJ3httdTg2wMwwxm05NNs+qdI8yaPrlks9hexzErWgIrkyQ62UCCo3LxxzF6gn3xpMeaX362F9CY7q3V0K7hgDkgy3jyeHeaPyl0fWOc1kotp23FOlcrlEFy8eoI5vmzzN+W+uaHI7fV2liFf3ijtlfAQ5mPMJPP8A0Z7dyroY2HUHbJAN1hkGl6te2Dcre5aMjpQ4iwWqcQXqmhfmrqOn8EvW9aMbFid8yIycaWIF7f5b/MzRdS4A3KxSfysceJxMmAs5vdRjv1ja3cMjDdlNcyBuGuMeFKZFYRkgE0OVENwKRyTESmv2a5XTYCh7mKzu4WjuIlkrsajK5Btjs871v8t9N1JZJbMfV5CKgdjlXA2jNTxTXPI+r6WZP3JljFaMPDBwN0ZgsFFm8MjB0KHuDk4BJkiknaIDgxRlPWuGSALZRpvnDVNPCIs5kj6FWNdsthNoyYg9O0PzvptyALz9zIepPTLeIFxJ4ymWoX9rcsHtpFdT1IIywVSBFKEbg4ZvvwlPC5pj6iUrsdjkbXhCdS09ME9KdMQWsBjWo6Jp2pKwnt05H7LgUIxIBZxkQ8W8x2dl5dlkKv6klaQq3ie/0ZAR3bOOwh/JvnRrG7+qzSq9tcGhI6hj3OZMTTjZY8TJNYKNdSyqRwkPJT2zJB2cEiiwu/12wsg3NzKy/sxiv45AzAcjHglJg2oeeLghlto1tU/34xq2VnIS5cNLEczbBr3zPIzMZLwu53IXf8crcuMR0CRSeYXPeR/m1MNMxEob9Os3WDkD/M7Y0y8Mrhq4I/3lQn3qcC8J73fpj/lziP0Yo4T3trrCn7VlFXuKZJPAe9c2rW5FGsE9qDIseAoKW+tH6QFfl/t4svDKFN7AOzg+H+ZyS+EWR+UrXT9c8yaHp1/cNZ2dxf20c92WCemskipy5dqcsjI0G3FAiT6K80W17o3mqPy1q7PLrmgTrpU2oEfDqGnlq2sxPdkO1cwa3crEARY5F+uP5G+Ul8vflmlxdRhdQ1OQtMabgxVUfhmLrp8GN1eaXHqOEcg+Fv8AnLrSX0bzv5J1ulLeeRorhgOlTUV+85g9lSuMg9BM8WIHu2fIugzT2nmSPSq8Yn121u4/DlG4U/eM25qraZD0k+T0L88tCjtvPNvdQLxi81afLbyuOhnhUSRt8xxxidvc42llcKeUaVqDQ263TOVkC8WB/mGxGSIcuW4ZRHdnSvKWo6m6kXevy/VLQ1oREnxSEexJyPMtXOQHc8fv3MtIQxWNFMlzJ/Ko6nLosplRi1UpaTaZaqYvrhU3zg7iFN44R8zu2Sqgwqyld7rDwgRxN6fpIyRFT0J2dh7npXJQjaylZoMNlcsSx79B/DLWSgByNO1d/c4qrbdMUEPTPyp/KTzd+cfmYeXPKlsirboJta1q5qtpYW5NPUmYdSTsqjdj0yjUZ44Y2efQJhC+fJn/AOenkjyt+WnnbTvy58tSm+uPJ+jxReatZccXu9Tu29aQkb0CIVAHYbZVo5SmJTPUteskOGIAeOnrmY4DWKuxVoiuKqeLJ2Kt0Hhixa4jFNreJxW1uKXYq7FXYqz7yPY6968up6Oka8KwtLOQI3ruV36/RgNM4g9GQXF7quo6gTqb1ntyYhCo4olDuFA9++FlZe0eSLVmkgqK1I98qLdB90flrphmktIhHVpGVVHucqk5D9iPI+kLonljSLBV4tHArSD3IqcYqy/DJIfK/wDzkFr/ADutM0GN/htkNzcr/lPstfkMhzKTyfMcYMkoHWp6YsX3R+S+gfovy5FdSJxlvDyqRvTI9W4Packzi+b/APnJTzeuheTjpUUvC61ZuLAHf0x1+/IjcschoPx6886pyaUctt8yIuHMvmLXbgSPJU1y5xywC5jDEkHfBSpeYm36dKVGNMaQMtvsaN7nbCtpTPEyk7/LwpiyBSuTkAVp8ge2K2gJGHfY9CDgISCgpFVuQO6nYE5FnFKPRHrBN+BNQ3emLN//0/rQIw1OJ+dMx4yfOZBfGfWV0gkX1IwDI+x4CmxWhoT+H09Oj0XZnBWTPHfoP1uoz6zxLx4z7z3e7yYzdRfU7wINlGy07Z1OOXHB5rNjOHJRZnaanHGjXbSCOOGJmYnqaDt41zT6uIhA3yd1hz8QAj9Twn8wvzv1/wAuaXceZLEiGzsyHNi8YcFfAtTqc85Oul43DF7HDilOETJLfy0/5zN/LzzjImm+ZyfKmrM3COSc8raT5P1X6c22n1MT9SM+mnDl6n17Y39jf2sN7p9zFeWs6h4biFg6OPEMDTM2MouIDST655e0DzVayWGt6bb6jbv8JSZQ33ZVkjGSRIl8W/mh/wA4XaNrMc+oeRpxp118R+ov9hj7ZhSxGLl45kcnwH5u/KTzv5DuJYNc0eaOOPkouFj5Rt/ssxjCQk5OOcZPLLTXdV0bUEm0+8mtJo3/AHbxsy5TONG3ZREZR4X0p5d/5yV81aVZxWmuO2qWqqF5vu2XYs0js4E9IC978mfnd5W80uiLfpbXUnwm2kOXNM9Lwxeq3RikiS6jkQrx5Bhk4xaQP4WN6tDb3trNHJbpMkifYI5ZKJTEU8K8wfkh5d8x29xPFbizuSNpEHHfCIW3R1EovkD8wPyS8w+W0uHhhe6s1qRIm9MrlF2WDUiT52MNxZ3HpyxNG6GhB2yo7Ow5s50XzZrWhSJJY30kYH7NdsHE1TxRlze8eWPzsMxS21scu3rDLIzcael7nvOn+ZdH1q3DWd5G7sn2Sd8mJOEcZBRol2ArtXtkhzSUJd20U8bLPEHjPZhXDSIGi8w1z8t9F1jn6cIgnb7Lgd8PC3eKQ8U1/wDKbWdJZ5bZDPENxTEwLbHUiQeaXVnd2btHcQtERsQQciRTfGQKTNLcWsvOCRkbqKHI3u20HoXlr8zNZ0jjHPIZol2KsctjOnHniBfQPl380NG1OD07lxDK4oa5PxHGngI5J+J7e6LPbyK6npxI75UZI3CgY3DAAcu2RO7bGWyZpEyoO474RFiZJHqMYdWDqGDdARkwAkTLz+88oaZqrvWARSGvxDIkN0ZGnleueQL6ymf6r++Qbhe+VSibb4ZAweexubRys8TIRtuMQEykCEKZSi0rSmWhopCx61qNpLWGdgB+yTtgssuAMw07z1XjHfp02LjLBka5Yu5nljqdnfgPbzK1egrk7tpIIZK83NAta+2ENNIaaTgjN0oK/hhKQHx/5+1We+1S6CueMTFRTxyUGynmlteTWs6yq5qrbrXrliKt69ceZLW30OO+1SctGi8La2U/FI1N64iRqlGEW8X1jzdeai7LbRrZW52CLuxHuci5QxgMVkllkBaSRn8anFmAFEI8n2RXJM0SlhIwBZgAfvxTxImOwFK0r2wWgzVxZ+2BjxL3tgqEgb0xUSW/VlCgU6d8V4lGSFe4FMUgoGSBQajbJNgKEZRXfI2m2VeR/LeoebPMlhoGmwSzy3B9e5WDiZVt7f8AeSuisQGIUVAyMzQtsx830tr9pqNrd6NpOr6sPME1o8F95d10ArcSWMsypNBKDWpQqCN8wgerdi3J6d791BZ2+neVdGt7enGa1gmYeDNGtTt49c1/a8gYgB0WhuWaRPeXw7/zln5Uk8y+VbO4tojPc6bMJEVeoodyPoJzXdn5PDm9XpY8cTF+ZsVvfLqk+qvGeOn3UCyGm6uF5GvzIrm/4xQDDwjwm+mz2n85LlNQ8peRvM0e72+o2zse/CZCj74w5keTrcA4ZEPma8d1vxYQby3N0Vgj8TIQB+Jy4DZzSz38x/8AcZc6B5TgY3E2k2kYuQgqWurj43AA8NhkMe9lqxG7l3vJfM0x0qJ9JjYNfM6SarMNwslKx24Pfj1b3y3EOI38kSN8mNx3cNrCUEnKUn4pOpLEfE30dst4SSoKTXEwlcsNkGy160GTCjmhCanw/phZursAo+VcVRNnaPd3EcHrJbo5/fXMn2Ik/adqb0A+/Izlwi0xFv0I/I/86vKP5P2RttO0p5NO0qCW9t9NFPr2qal6R4XN4egNN1Q/DDHufiOaLNHJOfEf2BzpY4GFD9r4Z1bztd+aPNPmfzR5juGl1XzLfTX93OvxL60zluIP8qjYewzdYoiEREdHV6iBnuFyPHKgeN1kQ9GU1GWuvIMTu4imLJrFXYqtbtikLMUt4oIdih2KuxVaV8MU2sxS7FXtXlqbzDovluM/o5Fti7PHcSj44w52JWvj4jIS5t8LARWlWLXE/qvVpJG5O53qTuTgJSIvpPyHorNJCeFRUZCRboRfop+Qnlc6l5l0eFo6xxOssu3Zd8rJbX6iRIEVUUUCAAD5ZMBV7usaNIx4qilmJ7ACpxkUh+d/5ga8dd8z6vfl+UclwyQ+yJ8K/qyoKTulflPTH1fWrGzReXqyqD8q4lMd36PaPZJp+nWdpGOKwRqtPoxDamjMFUsdgBUnEllF+XX/ADkt53/Tfmq9hjm5WmmD0IQDtUdThgGjKbL87fN2pl3mPLqTl4DizLwnU5yzvvlgDUx6QnfChCseoGSYkoVx13oeuRYhLJkrXb54CzCTzotT3PQjCEpXLHtuKf5R8fliyCXSIRWlTvQk4CUoYj4hX5K1PoyLN//U+pWr6jJFxtrSiITWe5O4Ipt6Z/a9z9A269V2N2KMX73N6p9B/N9/9J8W7W7UnP8Ad4xwjr5qnlqelYDtTNvrodXC7NnzCM1aylu54UV6Ko/0u6XrGwFeKjapPbMQazHpcZnP4DvbNRppajJwx5dT3IeccYRaRAx2qfYj5A8vfoKnOQ1muyauXFIf5ru9NpMemFAX/S73ks3kC785WPmjyzDbLMs1vcRLyoOBf4omqaDOT1GklDNxReh7PzRnHgfkD5x8o675M1/UtE12xuNPvtNlaOWCZSG+HoeOZ5nbtYStkfkX/nIH8y/yymjTQNfnfTkb4tMnPqQf8NluKZDOWjx5PJ+gX5Rf85zeUPM08On+dU/w9qcnwm4J/cSN/NyyyUiHX5uz5wj6X3zovmXSdct47jT7+G9tZwDDPC4YMD3y2OTicCF/TJH6toWka7aSWWrWEGoWsgo8Uqhgcz/DjKK0Q+Ffzi/5wy0HWGl1fyWRp101Way/YzAzaMmPpcnFqpYub4C8+fk/5y8mLPDqOly+nH0nVW45g44yEvU7GGaMw+ZPrd9pWpF4Z3tpUbkCOS5PIRbnwHFF775R/wCcgvM/l9IbbUpzfWUYWoY8vhyUZycTLo4y5PrryP8AnP5T82W8cLXiWtyescjZdCWzrsmnlF63bPbSRu8MqPE45Aq22W8bj0Uh1a3t7m2niuUSRWT4k65HitnCVPkPzX+V+ia1cXDpALeYs3B0GVZIu3x5uEPEPMX5O+YNJDTW8RurcCtVGR4C2R1MSXk15a3WnsY54WiZTvyHhjwuUJWq2HmLUtMlWW0u3jpSig7YN0GAk9l8vfnNcw+nDqq+sopV8nGRcaWne56R550nW7dRb3ShiP7snfL8cg4k8Rgn9tMGkB5cqGo+WSsNM7LJvTS4iqy81I3rmTDdxieEsE8y+RdD1WBnlgWOQg/EBTAYAtuLOQXzj5m/Kq6tWebTz6qDcLmPLE58NRbx3UtGvrJ2W4gaNlPWmQ4S5McgQcFy9sooxVh4ZEs+bK9G87atpMimOdmjrupOQulOMF7RoH5oWN4UivwInO3L3yQk0yw09hstSsr2BXt5kkDDahyYLjmJtB3kKupB3PY/PDdMgEnSEQyV6++C27old2Va4qwHatcK0g9R0DS9SipPAtSPt0FckI208RDyXX/y4dQ82nvyXf4DgMWyOR4vqum32myulxCykd6ZGnIFFJFJrvgpKaWlzPbEPDK0ZB7HJBqIZvpfnW7gAjux6yDbl3yQk1SxAsoufOOmy2MzRyUmKGiH5ZPitiMRD5Z1KX6zdXMrb85GbLgxIYdcR8bnifhV2Ar88NpiEp1u/a7uBCGP1e1Hpwp226nFyYxpIsWSJEdY12+0a4VRttCOgHzOFBkmggAUmnatcWFomK3+ECnbIoJRAtx1pvii0NPCaIKfaYdPbfFIKhJEaE/hilBPGW/pkmYKXTrQ+Hc4tkSlx3Jr1yJZPpf/AJx70q10rRvPv5rvOX1TyLLaQabpisAZkuARMG8AytQHxGVZeTfDoK5s/wDyx0KT8xfPFhMqOLOyuTLDEakRw3MvP09v5WJzGqhTkioAy7g/ba/5w6fptgzlms7SOORvdEAqfuzRdoTuVOn0Uecu8vnTz2y6jDcWUy8o27ZiYxW70emFbvlHzF+WthNomuCygEc0614gblkqVNfkczMeQxmCXZSkJx4Xy55g1C4fyVP5YvoyJdLnQRcuo4ScgPubNzE2bdHLDwzt5HpFxA/nKHUp6G00VDdTM32S8Yqv/DZcb4K72GTfZmd5cRaRotx+YGrMJ/MfmNpB5Zt5P2Ff7VyQfAdPbKwOI8I5Dm1yl/COT5vvrpp5WYuz7n42NSzMas59yd8zYigkc0P6ch4ngdxRRTtjxBkAn2l+VdX1Yq6QNBbE73MgoD/qjqcpyaiEG/Fppz5DZlVz5PttMt2Zv38qipY9AfE+J9sojqDMuTLSiAeby09aSjcqGlczY8nBPNHaZHdT3ltaadavqGq3sqw6bYxLzZpWNFIXuQenYdcjkIAs7BMLJ23L2rzz5e0r8sfy7g0+a6XVPzB863DLq+pRyc4bOzgIM1tbMD8dZKLLINmYFRspzAxZTny2Nox5OVOHhQ35yfNGbEOGrQ3E9u3OCRoj3odj8xgRKIlzTiDXploLmISj+dfhP9MlxNEtMOicW+pWl0eMcnFj/ut9j9HjhtolilFHYtbsVUytDiytrFW8WLsVdirsVcQDiqvZR3Bu4DbQm4ljdZFiAqDxNd/bFkC9ml13Ub2xt7CezGnhwHnSpLNvUCvhlfVvEjVMs8t2fOWPatcBbIh9d/l9pdTD8PhlJbwH6lf840+XBEL3WHjoI0EUTHxPXAOaX2CBt88uVgn5j62NC8oavdhuM00Rt7f/AFpNv1ZVJkH54XLF5CSaknEMX0J+Qnl43mrvqcqVjtF+AkbVyEmcA+0VHSmENgYP+Y3mSHyv5S1bVJH4OkLLD7uwoMBTdB+K/wCYWvtd3F5cSScnnd3Zq9ya5bEOLIvlHzJe83fepqcuAcaReX3cnJm36ZNgSlLHkflkmIKnJsQfHIsSpFduvTtikBL5h4HrXkMWYS2dKg1G/YDFISicEEECg74skvkU0P6vbAVQHAcwN9jhTRf/1fqz5jhBsvWI6bVOd7opeunxDtDHcLY95fsrm5cS8/q9pACs0w+0zeEXh88PbHaWLRwuW8j9I7/e4PZmjyZ53HkOZ7mbXHKlCaIm0UY6LXsK79dyTnnmfWzzz457PYYcEMcSALBSiUxJHJPdyrBaxn97cNvQnoF8TmR2fos2slwRFBo1uqx6aFzNlmvkmfTZlujp8YX1Sp5nZ2YCnxHvmb2v2adMIgsPZzXePlyA8+iWfmT+TnkD807M23m7Qobq4VSsGqRAR3UdRT4ZQKkexqM0k8UZvVZIkbjZ+UX53/8AOEXnbyd9d1fyKz+btAXlJ6CLS8hXwdP2/mMxpQlGWzkYdYP43526npmp6beS2t5ay2l1bvxlikVkZW/2WWWC7MSBD1f8tPz8/MT8sLyI6PrU72aMOdhMzNGR8sgYEcmOTTY8j9U/yf8A+c4vKvm2O007zWP0JqpKo07bxuT79svw6kx9MnS6js6cPUH3dpWsaX5hsEvdLvIr21nWqyRMG2/HM6OaMnXmEgl3mDy3oev2k1jqthFPHIvGrKv9MokIyk2xBi/Kz8//APnFuwi1a4vfLP8AozScmFufs5iaiBj9LstJqiNpPz881+SvMPliSS31CzkVV+w4X4chEh20JRkxXTby8sn9W2meCRe6kjJwO6yD3HyX+e/mfy7LDBdzm6s9lYMa/DlhcXLpIy5PrDyz+cHl/wAyxIjXAt7iROMkbnxyQLhT0vCjpFhlmkeN1cH7BX+XJTZdGURRRSW0fqqGDjdThG7jHYvLvOn5Y6B5ghkc26wTkbOi98TEFyMech8jebvyi1bRWkltFNxCprRcqlAh2OPOJPIL22ubUlJ42QoaEEU6ZEByFlhq17YTCS3naMqeoOLGUQXsflr83b6weKO//fINix65OMnDyYLfTXlf8wdE1iABLhUkYfYJ75mY5h1ubEU5vb4ODweqfOoy62uISrkJY6P075A82SU3flXTNaglWe3VmH7VN8eG2YyEPDfNX5StEHuNNrtUiPMbJCnNxZ3iF/o+oaZIyXMDIF70zHIc6MwUtFwYyDUgj6MjyZHdl+j+b9U03iYLluI/ZJycZNUoPWtF/NETcItQWhNPjyfGw8N6RbaxY6lGJLedGqK0B3xBDEghA3BV7k0NaUyS3srvIfg3oOhGXDk0FSuG/dHt88IDGnnWsWtrekpNCrg9SRkAHIBoPO9R8jW8/KSzf0m68O2JgkZGDaloWoabUPEWQftL0yBFM7BSSOQhipFD74ApCjdv6cEj1+ypyUea9GAsaknx3zLcU82Lay/pupHVQWri2Ywwl5CSSep3rknKpagLNTriqeBQQgUVoAMWslNrW3rTbbIsCUzaANwiAoXP4Dc4otHrABTbFqJVPSp22xY2hXhBkHggr9JxZiWyhNFtiyBSqaOlaDFsBSWdfic+Bpkm4JM/2iOu+LY9O/LXQPN/mG2852nlvUWsdPisraXXYSSI5gJaQh6eDdDlU2yGQQG771/5wj0xNQ8y6urorvYMgugNwvIEgD/VcHMDLLhZ6yVYT5l+p98fWeRR2j4gn5Zz2pnxTJcTTx4Yh87+ZLOV5pqD4kY7ZGBd9hkKYiNOimhNBwY1D16H55IycoF8ufnB+VbSLcarYD04rh4GuFHUlTxNPopmdptV0LI4xkHm+Ttb8jto0tpaXEUkdpqFzy1OZVNRbxL6jLXtUUHzObKGoBHucLPppRGzD/NGn+Z/O+txyJYyWlvwEGl2RUhLWzjAC1HYsN8thmhijuWjFo5k0AjdP/KR7UpLfI1zeSEfVLI7BR/PL/AZiz7Qvlydlj7OI583pGk/lzpGnD6zexLe3h+Ich8CewGYGTWylsNg7DFoIQ3O5RF3ZrG5VVoF2UgUAHgB2wwnbKca5MU1e0t2gk+sEBOJop6Gvy3OZGORvZxcsBW7551u0itLqT06oGNQHoDTxp2+nNxikSHSZY8JfRP/ADjn+V1/5jk1/wA7a9qP+Cvy28sWpn83eeHAF21u231PTFbf1rj+7Vh47VNBmHrMkSRHme79f6meOUoCwNzy/Hc8k/PPzqnnn8w9Sv7PRo/Leh6TDBpHlvy1Fuun2NovGKFz3k6tIe7lst0sBGF9+7HLYNE3Tx+mZNtTsKuxV2KpjBqt7DQep6qDYLJv+PXHiprliiU6ttZglIWZTbsf2juv39skJAuPLARy3TbZgCDUEVDDcYWpbirsVbriinVxWnVxWnYoZDol9Lpy3MwsXuIpAKyjalO1aHbAWUTT0C3mkv5YppFCEIqJGOigDpkC3h7P5PsPUli+HwyBLdEPtP8AL7Sz/o9E322ystz9cvyj0MaJ5N05CvGW6X1pK9fi6YYoL1Lt9GWJfMP/ADkBr3/HN0GJ9kBublQe52UZSdyknZ8rqpkkAAqzGgxQ+9Pye8vjRvK9vK6cZrweoxpvQ9MiN20B66vQ5JkHxJ/zlf5zEFpa+XLeXc/vblQfuyMdyxyF+T3nTVS0kvxeOZEQ4mQvn3V71nkep2rlgccliE8vI/PJMCoVNMUhY/TAqiad8VQcoUV8cLJKpdyVJoOtcWQS6Qd6b713/XilLJAKkn5ffioKF/bB7+OLLd//1vq2Gi1W0Csv+jTqTFIvR1BpQH9lQR17nYZ1PaPaMezjQ9WT+b3f0peT5Bp9KdbHnUf536B5+SPT4FVRSNEqsYUgADsFA2zic+pnnnKc5cRk9DDDDFCMYigO9DahqEFhb/WLgc+TNHEikVZgPsr12U+PTNj2V2Rk12Sh6Yx+o9//AB51XaevxaSH84jkO551eX82ozRNcSCJohRVUUp3/tOel6XSY9Lj4Mcai8Bqs+TPPjmfj3Mt8g6jJb6uynYXAr9IzVe0WEHSk/zXP7C1B0+sgR1e8i6gkBVJVZh1QEVH0Z51HJEvq0sgIQ8pBNPHDLm4uQh82/m7/wA40/lv+a1tPdX+kR6brgUsmq2q8HZv8oL1x8OJXBnnDk/I386P+cT/ADl+X13Pdaan6b0qP4vrEX2gvuMjLaO7t9PrOLYvmJIbmwcxzRPbzJ1DfC2UU5/Fb6Q/KP8A5yG8/wD5dzQLp+qyzWQ+1ZyNyXjkOMxOziZtLGW4fpJ+W/8Azl75a80elb+YSul30iqrOzcVZsuhnJdZl0s4cmTeePMOm+YTHPp9ytzDT+8jbkOOSnJGCNPnvznoGl6pbCC+s4pg/RpFzFc7HLhfOWs/8482WrRT3ehP6Mg/3U2WxtslqTF80ebPy38xeVLh0vrGT0lO0oHw5Pdvx6iM2Gx3lzZSJJBI8Lp9FCMN7NvN6P5c/ODW9DnjjupmuoBSobfbJWwlg4n155I/NXy/5mtEia4SC5pujnDDI67PppRLPLu6heMFZQ4PQhtss4moRLB9Q4z804hkPY+OWGVuRHZ5n5l8g6Jq8UjSQrFKR9sDvlXCGyOUh87eYfyp1KwZp7BTPCDXbARTkQzh5jdadd2blLmBoyNiCMDYJgoiw1G7sXVrado2XoAcMTTXKNvUNF/NHU7Axx3rGePYGuXxm488Ae06J550jVlUCYRSsB8DHLhIEOJLCQ9M0qdJORRgyOO2+SiWmQpu6RDz5CtajITFsoPMtb0eyu3kSeBZB40zHlFy4yIeN67+XltOXl09vTfeiZWYOZDI8yvvLuqaYzLNA/EftAZERbRMFAxl1qGHEjxyJDNMrXWr+wblBcMgHQA5G6Xhtl2kfmTJHKsd+OQrQyd8sjJrlj2evab5h03VokaCdS38pIrl4NhxZRITWVwYyK12yQLABg94x9ZtqDJWzQavTr3wppBXXCYMrqGFOhwFkNmHX3liwuiXjX0JD3XpkKZ8TzbzVo9xpNu6ueSS7I498lGO7GUtnm5hahNOnfMinFJYV5h2Dt4AKMIbsPNhR64XKRFulXX54qWSQR8+3frkWksjt4AqjBbUSi4oqzFuyKAPmcLEnZHFaDbAwUiOuKqAAJdutTT7hiqHlUAHvhZhJbpwCTv74t0Qx2dhxb3qck3gJTJ9qvji2P0D/wCcTPLrT/k1+cuuw2yy3V1qNhp8bEqrNFColcJyPxfarQb4gbEuJqJHjhEdbeuf84e6hp3lb84PzB8oSIIb7WohqWjysaGSNhyeMDvQ1I+WaLtUSiBIdNi7GP7zDR6EF+imsatHYIeZ3b7RzRAWnFj4nnFhcReYDeGq/WbSQhgB9uMn4Wp+BxkOFzpDw67ikep6d9RkqF/dyV+/wxBtycU+IMWv9Pi1Kza3mUMoYEAiuSBo2HKBpgGseStJmtTFc2kc7m4M5Yior0XbuAANsl4hDdCdvM9Z8v2OmQt6FoiuSWaRgOTHxyHiE8y5mM28vubeNZXegLN1bxw25IAS2YAKSBiElhWosDI1PpzLxuJM7sB8wSGO1ldH9Nwp/enqB7E9MzMIsuHnlUXzutpc6tq0dpYD6/eX04itlrUM7GgqTtQdydgM3QIhCzsA6IgylQ3JfWOo+cdP07yXF5b8v3Dal5C/KJE1LzDrLE+n5j863fwWw/yre0NfSXpxQtTcZqpQMiBVSn07o9fi5cPSTI78P3vie6uJruea5nkMtxcSPLcTHq8khLMx+ZObWgBQ6OETZsoXAhcDXCCreSV2Kuw0rq5GlV4bq4tyDDKyDuvVfu6ZIbIlAS5sgttahkAW5X0n6cxuv9mG3GlgI5JuGBAdWDK32WG4OFp5N4odirsVcP8AaxVmVrfGaNYEtTCqoA5bpTpQD3yJ2ZDcsw0RWZ07jbrkC2h9M+QrPnJDVepGQJciD75/KTQDqOraVZonL15kDD2rvkDybH6wWFstpaW1qg4rBGsaj5DJgbMUU7BVZjsFBJPsMZGmQfn9+ZWtnW/NOq3XLlEJTFD/AKibD9WVBSkfkzSH1vzDptiqlhJMpf8A1Qd8JKY836O2NqllZ29rGOKQIEH0DAGxde3MdnaXF1KQqQRs7k+AGJLMPx9/PLzg3mHzJq98ZOUfqMkO/wCypoMnAOPOT4Z813fJ5KN3OZAcSZeOag5LtU1+WFqSOQ74qok0qafRiqizkfwxVRMhJxVRY9aHfCyS6bv0HucU2l8tKHrXtTxxW7SubrvWvcdsWSE+Ln9OKv8A/9f6wNJzc7kuWJL7Bm2APTYgDoBmoyZZzlxSlxSk8WMcYRoR4YxSzVtYh0aBXmHq3E4YWtqKAsdxyNDXip2Zu/QdyN52H2Fk7Slv6cQ5n/ex8x3vP9qdqw0gobyPIf7494eaXGq3F9cS3N1KsrSKFjjQAAADwApnquDR49PjGPHHhiHgNRqJ5pGczZKpbvJO9tHHALm5uepPbYbZKYEQSTQDjx9VRibJTW6vf0VYXiWTepdMokmul3FUavFP8kH9ruem3Xzjt/tgawnDj+gc/wCk9h2T2ZLB++nsTy/o+Z/Q+eP+cgvzZ1/y5oWnar5Y1BrK+L8HvIGZXi9s4DBP95T6Dgx+LEPHfy3/AOc9fNejSxad+YMCeYdODb6pGoS6Qfqf6c2fEerPL2eD9L9DPIv/ADkL+XH5gaetxoesRSXFPjsWb94P9jlkZelw5aecdilHmu/tb4Ow4zw9o2+zxb9nJeKyjjfN/mf8hPI/5gQ3k7WMOnXzKzJcwfD8WVwF8nMGWcXxP5v/AOcavOflC7muNOgOracrNxki+L4RkJjh5uVDVRlzeRXdpfaXL6c8M1nPG24Pw5EG2wEFPdE/N7zV5UmVYb6Se2jO8Mjfs5dI3FiMMZPedF/5yA0bzJHBb6owsbofDU/Z5ZWCQiWnIey+XvMESET20yzwN9oq32st+lxZ4rZVex6J5nh+pahaRSl/h+JcnH1NM4Sg+ZvzC/5x8srr1bvQh6L/ABMIuOWkNuHV0+OfNXkvXPLtwYbyzdVj+HnTbISjs7bDljJjelX91YyF4JmhZD2OQtnMCT1jQPzf1rS2WK8mNzbDrXwyYcaeAF7/AOXPzJ8v67AkbXCwXH8jnvlsZOJPEYs0maGdA8bhlbdTXJxLjztCiOOjKQGB2IyQ5sbDHNb8h6RrEMrTWyxyAVDgb5Z4QKY5iHz/AOYfynu7V3l08+rH1Cd8olicuGoeXahpN7YF47m3ZGXuRgAIZ8QKUJdXFqweGRkYdCPHCJM+EF6b5U/NLU9IeOO5lMsQNNzlomXGngt75o/5iaRrKCswilbqCcmZW0+EQib64imq0ThqjqMrO7OOzHmeknTbIENwKYS2VpdRqs0SSBh3GTEQgSLCtc/LuwvI2msqQyEVAHSuQnBuhkLxfW/KWq6azkws8a9GXMYxpyYzDAZEdHIdSrDqDiGdphY6hdWbhoJmjKmoocti1zjb0DTfzEvLcCK8HqpSnLvkraTjtksPmWw1IqyShXP7LGhy0EMPDpNI2WQjeoPcZNjVIS5+BjtgJZxCEV6nIdWXC88/MFvWis7Yblm5fRmRijbRmNB56dMUQsadBXMngdf4m7xfzQ4WQRg9yTlR2dlp92IUFRgDlFMLVKuKDfCxlyZRZx0pXItBLIohti1FFIAAT4muLEuJpsMVAU5CFDOeiipxZKCVEa16nc/M74sTzUZAzV/DIktkQlF9aukLu1QT9kfPbEScmMGO3UJiPE5IFnW6RuasckzfTH5O+XvOfmv8p/zIA1ZtM8h+TbxdXWOMskt3rEiCOCBXBFFAIJpvUjKpj7GfiQiYgjcsp8ia55n0TV9I81wcZ/zJ/Ki4X67Yhq/pPTiOTRk9y0bGh8cozYhmgYHqmMxjlf8ACX6fw/mX5d/MTyvpvmfy7dh7LVoQ7QE0lhkA+OGQdmU7HOWOOWOZjIbh2WDDW43DvIt36PmBIy3w3cMkW/jTkP1Y5h6W/URuDJvMc6t8KmpVumVQDDAKYYpcLQnfqT/TLCHMFJfdCqsQN8qbA8Z84B3r0Vd+Nep8cMQ5uIvHL1aFhtU9ckdnMikdyfSjY02G+Md0yefX0nqSMRsK70zOgKDhSO7yL8ybxbfSViMhVrqXgN/2QKtmx0MblbrO0ZVGu941o6avqWpWejaBbyy6lrEiWNlBAD60rTEII1p05k0Pt7Zsp8NXLkN3UwscuZe9fnjrHl/yZ5O8o/kD5VuYdVl8n3c2rfmT5igA9K71+4UI1vEw+1HaJWMHua06Zh6cHJM5T12HubJHhHC+Wsy2pcBTCAreTpXYFdirsVdirsVdTBapppmqXGlyFowk8Mm09rMOUbj9YPuN8jLdaB5h6DY29j5hjd9BLrfxrzm0CZgZqDctbvt6oHhTkPA4BlMdp/Nonp73h8kpIKkqQQymjKdiCOxGXuK7FVe2dY5VZkMlOijrXxxVn1tCGhgXiUNOTA9anxyJbQz/AMv6ezSpQVyBZxD6x/L3SjWH4aHau2VycmI2fpp/zjX5b+sa2L6SOsWnQ8gSP2jsMgr72XLQkMN8+60uheV9VvuQWQxGKDx5PsMhNkH57Xkxlld2NSSSx9zkCh9C/wDOPvl761qV7rkqVjs19OEkftHAebOIfXw6ZJm8W/PnzavlfyNehJAt3qI9CAV3oepwczSyNB+M/nbVy7zEvUsSSfnl8Q4czs+ZNfvfUkk+KuWAOOXnl05Zm9sLFLmIr+vFUNI9PhH04UEoV+tK4QkBTLfRgTSHeTeg+nDSDJCyHqT33AwpCBlO3h4ZFKXShdye+1cU2gj9sfr+jFD/AP/Q+n2s65aaEsXIGW7uKi3tgwq9KgFqbqqkfE3Wuw7kZXs/7O5O0j4k9sQ5n+d5R8nzDt7tnHpI+HHeZ5D+b5nzeVXeoXd9NNfXsqyyTKFjjQAKANgABsNu2et4dPjwwGPGKAfNsmeeQmczZLdpDNdTQwQQrPJKCzyOaBQO5PYAY5skMUTKZoBjGEpkACyWYLDBpqTxQS+s0g/fXVKKSOqrUAqu+w6t8s8l7f8AaWWuPh4tsQ5n+d5Hye27M7GGkjxz3yHkO7zCVvBdX862VrDJcTTkpHCqg1LCpJB2AAzncJnKXBB3GScYx4pKfmL/AJxmtPO3kW+0XU9VFhq90jtbzovqQRSdUDVoSB3pmNqdFw6jiHN2/Z2qn4W+0X4z/nJ+Rf5lfk5qctl5q0OWOxkdhY63b1ltZ168klUdfY75fDIJbdXoMOaE3jGieY9c0C+ivtNv5rK6gflFJEzIQfmMnIAuWYRL6n8u/wDOYHmfTRBa+Y/9OgXiv1kbSf7I5WMPc4g0fc+3/wAovzz8recPQ+o30XrXG0to7U4f7HKxlyRO7i59MRzfUej3OmvfQwXaLJFcL8C+H+tmRKfG4Ew1+Yf/ADjh+Xv5hWMrrYJYahIlIr2ABdx4+GHweJqjmlF+RH56f845ebvy2vrh44Gv9NVm9K5Rf2cB9PN2mj1cZbF8hXbzWclX5wzBt+xBwjd28WY+WvzV8w+WnQR3jTwId4XO2HgBYZMEZPrL8v8A889H1uS3iv5hZXew3Pwt88jRDg5dPT6oh1WDUoYpbeYSoRUFTVcynV8FMB836NpWriS3vrZJFmGxIyRcjHIvkvzV+TMZnnm0R6VPL0cqrdzhmeBeYfLOr6Ezx3lrIlNuVMJDkQkJMWs72a1f1I5mR1O1DTEGmUhb1Xy1+amr6UUhupDc242IY1yQk4uTTgvfvL/5i6NrQQfWBBcGnwE5dGQLg5MEg9Sk1CG5tU9Mg/D9od8yQbcYCmOGVhM3IclyDM8kLqvlvSNbt6zWy8nH2wN8l4YIWMyC8A80flTcW5km00803IUZSYUXLx5nil7pOoabKyXMDpQ7GhwcnIsFQjvZrVv3cjRsN6g5AlnQLKdL/MHVLGREkkM0Q7NvjxMfCBesaN530zVQqvIIZ+4JyYmxOOnoEE6yogRwwpsQcsjza5J4HCoFJ+VcgeSBuEDcxQTRsssYZSO4yBiGQJDyrX/JGnagZHgQQy7kEdMhwN0cheQ6p5Q1LTXYiMyxDoy5ICmzitiU6yRMUdSp8DjJMUI07xHlG5Vl7jACypkOlecr+yZVlb1ox49cmJMJQtndt5rsdRABcRSfytkuK2AjSbxTK/xK1VO9RhTTAvNJFxqcEdaiNKnMvAHXayVJHcKqW0vjwP6syHXA7vmnzO/LUZUHSM0p8sx583e6celIEHI1oMAbyU7sIgTyI6YWuZZLaqK/LAWmSdJsvvTI01q6H4RU1woLe3zxShbv+64jrIyr95xWPNsjkKDoO+RtQFSFBI4UDkx6DIEt8I7tapCscljBJSrcppR7KNvxyETzLmiNMD1mRQ5UAVoanLoMCxdmADN4CuTUP0G8jX+m6b/ziXpGj6Ywivta82XF15hStHkayZZyvuBGinITl6a82nJjPjcXQR+986eZtT1ryd+Yl95z0yM3NlH9VOoQivGS2nSgPyqtAfHKxLeurmRx8eOnuPlrzc3le4t/PXlNnvvIfmN1k8z6JHu1lO2zzog6EH7QzH1WmGUX1bdHqTilwS/tfbPl3W4L2HT9Y0q5W4icJPazoahgdwfpzn5wq4l3JAI8i9H1O8juSkqsKTUYAHuev3HKIimuEaSllWM1LEs3av8ADEluASTUrxLdGHIBjsB4ZW3RDwrzNftNI7O1QNgf8+uWDYOZji8nvr+JWbkwFMeElyrAYhqmspJGYoAZCerdhl2LDvZaMuYVQYryJRnbqcyqaA84806Ra3Er6tqjerbWMNLa2bZAx3LHxJ6ZmYMhHpj1cLU4wbnLkAxv8r1uotWu9Q024Ww1Z4pEj10jkNKtZAVmuYh3mZSUiHYkt2zI12QRiAeXd/OPd7nC0OE5JGv7Hr35tW35UWf/ADjn5QTRfL0Vh50bzheRaTrTNXUL/TI7cNcXF6/+7OUrqFpsp2HfKNFknOZEvj3e5OswjHIVyI+18WA7ZtKcFx6YVbxV2KuxV2KuxVrp74qrRoZGoDsPtYBGygmkS8AI+HYj7jkzAFgJKcck9pNFPDK9vcQsHhnjYqysNwVYbgjKpR72YPc9s8t3mkfmMo0rVbu30Lz1xppusykRWeqMOkN0dljmP7L9G775RcsPLePd3e5lPFHN5S+9jutaHq/l3Up9I1vTptN1K2NJbSZaNv0KnowPYjY5lwmJiw6+cJQNEbvpXQ/yJtbfyjJ5i1vUprHU7TT31CWz4qYlKrzVJCd/agyJnvTcMO1l5fbAyyBiKFtyPCuFgHrnlWz5yxfD1IyJbYB9lfl9pgpD8PhTKi5L9Yv+cf8AQhpvlJr9k4yajLVW/wAhdhjHc2xe+he5ydJD5r/5yA1304NM0KJ6GStzcKPAbKMrJ3ZHk+RTIzyhRUljQD54eFD9Cfym0AaD5P06NkC3F4onmPerbjKw2gPTskl+cX/OVfncah5i/Q1vNyttHj4OoO3qHrjAdWrLLo/NLzhqdWkHLxzIDiTLwfU7jm7b1yYayxeRtzhQUEzVO3TAhSYd8KKQjtuQPpyTJRY5FKGcgGvbCghQkJptuThVCSbddx3yKhLHINd9hikoP9r8K0/hir//0fZzXtxd3E89xcCeWcBbu6UUAA7D2z3COGGKAjAUByD8z5JyySMpGyeaPtLe7vZorS0jSRnUySzyMFVEAJLMxoBQCprlGfNjwQOTIaAYYsM8sxCAslmcMEenW8tvaSczPx+s3bbNIftUIIqiKfsp1r8TdgPG/aH2kl2nPhhtiHIfz/6UvJ9J7H7DhoY8U98h5n/ejvKE5z3EoiiXnKORB2CqKVZgzUC0Gc9p9Pk1GSOPHHilJz9VLHghKczwiO1BmXlQwO10LcqZIhVb8rQkn9uPuFHb8c9L0nYo7MwxjI8U5fUf0PHQ7QlrsvGRQj9P6/f3l7ToV01zZsrN6ksPJQ3sDnI+0eOOHLxiP1Rew7HzHLAwPMIfzDomgeZ9KvNJ8wWNpq2kXamK5tLlVeM+3xbVzlcOcakbO4nhlCT8sP8AnIL/AJwa0BIrnzD+WFydMmk5SnQLh+cDD/iuTqnyOZ5uMeIbhzNPqyDwnd+VvmzyX5j8sX0mna/pdxp9xE3Gsi0Un/JbvlkMkSLDtsWQT5JZomrav5avIr7Sb6ayuICrI8TMhHH5YziJCi3mN8335+T/APzl/NFPYaf53/Y4xjUk+0B/lZjTxmI25Osz6G/ofq7+V/5oaF5xjt30vV4Ly2ljqnF/HJ4s/qdNqMMrXfmxa2OrWzQ3Eazq0bL8Sq2Z8o8TRj4hJ+Xf5s/kXoGrevdaZEtjdMWKoq8RmLvEu+xZ+F8H+bPy58xeWZ5PUtXlt1P94nQ5OGQF2EMwmwG0uLi2uPgZ4ZVPyyxM+T3zyT+cvmPyu8CNcNc2q0rE5rkq2cHJp4yfTGk/nJonmhoWubgWtzQKyk0yXFTi+BKLMLXULe5uR6LhwV+Er8WFiRwobX9E0zWbX0ry1SVX2JpuDhq1jOnzT5u/JsRtLPo7dd/SxONyo6h4LqOhajpEzR3duyce9MgQ3xmJJfHdTW7h4ZWjkB6jJR2WUbeneW/zR1fSeENxIZ4Rtua5dGTiZNOHtui/mDpWsoqicQzkUKsclxOJPEQ9JsLhnjHBwynpQ5kQ5NBVLhhT4ujDpkZBmGHal5e07VQ8d1ApJ2DU3yJDdCRDwnzh+Wj2rNPpzclBrwymcHLxZLeNXun3dlIVuIWUqdyRlLkgoFJ5IXDo5Rga7Y2tW9D0HzvqemtGTIZYh1U77ZKMyGuWO3tWj+fdO1VY0lkEE3Qg5Iytr8OmXrOkyVVw6noVOEbsSKS6T7RB8emEoQUkcclQyhh0IOEJDDdY8pabqQc+mIpezKMiQyEiHk2teSb+xDtCvrRUO4wEU3Rnbz9oJIGZJUKMvY4GdqLMytVSQR0IxUJvY+YdRsdklLr/ACtjxEKQEfb6jJql3LcS/bAAObLTm4um1wooi9KrbvXYcTlzgx5vlXVpvX1G6fqDI1D9OY0noMMaiEChws2RWTgQ18SBi1y5p/ZsGIH35FrKbM1E277D6cWsc0UtewxRS/ifl75ElIFoOZS0tog35SE/8CK4OJshBMls5pN/sr4nKZZQG+GnMkTFHDZnnIRRepyrj4nKjhEGE67rDXN9PKi0SNBDGvgBufxzJxxoMZSssGu52mkLMa165cAwS+4PwBB9qVlQfScSygLL6+0ZIfJVvF5f8422oouqQR+YPyxuLaJ2glvbhUhu7eUdCskW1f2TmujmOTeHQ0Q5+fCIipdRzZBo3+FYfONlpfnRJG8tTQyaP5g9KhdLO4FbacePpMQT8jjnB6cw1aSR4TXViOo+VPM/5Daxe3IhfzN+WGrymKa9t6yRqjbKzD9luJ69CPfLMOpGTbr3d6dRpbFj+x6X+WP5m6f5Q13TNOh1D9IeR/NFwsWm3HLkbK5kOyOOqgnY++Yus0/GLHMORpM5rhk+9rRWuYbm9jq0KN8HfqK5ozts7AlY95ArlUIL8SzynooAqSTlcmcQ8i1bXEeWb96HLMVRV3J+QyRFOVji8/1fS9Tvw3KdNPibetOclP8AV6fflYmB5uXEVyYZL5X0+AN60r3b/tPI3X6OmS8Y9GYgDzSK70OB0f0kWJFB36Up45OOUgrLECHk0eo6fd3dxZWl2lzJbE/WUjblw3/aI8c2XBKIsinW8cZS4QbeO/mXrUk95Fo0LcbaE+pcUP2m8D7DNjosNR4jzLrdfmJPAOQ+9kGq6Xe2Whab5Y8tWjO+owfWdbu4hvI5AKxs3YHv7bZi4pxlM5Mp5HYOZlxyhjjixDmNy87/ADL8wvrOs2Gmp8Fn5VsY9KgjH2fVjJa4cD/KlZvoAzL0eLggT1kb/U4Gty8c67tnnGZjhuxV2KuxV2KuxV2KuxVMoY/TSh+0d2ywCmicrKthYrSoIoRUeGLISQUsBSrLuvh4ZVKHc2iT6l/J7z/5e856p5V/Lz83ibjToLyJfLHnVm/0rT2U8kt53P8AeQMQBQ9P1YhxmB4ofENpImKk+pv+ciJrzyZpdv5Q+GZ/MnG4OpwHlBLZIQw4uNquaVHhluKQlu05thT5R06PlIpp1OZLjB7r5Ltayw7dxlMnIxvt78t9NeeWzgjTk8zKigeLGmVluL9gvKelJovl/SdNQcfqtugYf5VKnDFiyN2CKS2wAqThJpIfAn5q6/8ApvzZqtwHrDC/oW++wWPb9eVBJYz5C0NvMHmnS7ELyQzK83+qpqcMimIfpHbQpbwwwIKJCgRQPACmAcm1JvNetweXPL+qavO4RbOB3Wp6tTYYCUh+JP5meaJdU1PU9QlkLS3k7yMSfE5dAOLM2+TPMmoF5JKt3y1xpF5feTjkaHfJBrJSZzWtd8VQxI/txVDvL2U4aVDMwG334pCFZ69dhklUmI69Biqg8gGKCUDK1amvTtioKEfbf8MgqCqedKnY9MLJ/9L2FpcFxqN1Da2kayXUymSaZyFVVUVJJO3vvnuerz49PjlkyHhhF+aMOGeeYhAXb1a2tLXTLY2tufUkkKyXV2y0eZvtDYgEID9leoPxN2C+E+0ftNl7Uy8ENsQ5D/fS7j3B9T7F7DhoY8XPIeZ/QO8HvUJTLMRFGC7N2DDiqgcmZiegAzR6fTZNRkjjxx4pS+l2efNDBCU5y4Yx5STkaIj6W0qPzEih5JHFSW68j4KOw79TvnqPYfZsOzNj6ssvql3+Q8nz/tTUS18RL6YD6Y93mfPvKUeXdQGm6ganbpnS63B4uN5/R5/CybpB+bX57f8AKtdKhh0cwXmu6lJWSQsGFmjKeHMCtHf9kHsK9xnl3thljARxD6xv8H0H2YEsubiEbjVA+b57/LX/AJy70xPMU2i+ddT/AEM95LSO4uZC0JZvB26D555fpdLqNDqPEj+8hLmH0nXYI6rHxw+t79+Z35u+WrPR4bazvbfUpr4UEkL8vgbOx8X91xh5zFi9WzyK+8peWPzA8ukaxYR6jHMtY3mWki/6maXDkJsjmHLBlDd+f/5t/wDONl/pHr6r5T53WnJyY2Tf3iAeB75tNPnv6nOw6y9pvkC7tbzTZjb3ELwyxniyPVczat2AL1b8svzW82+QNYtb/Q9TmgEbANByb0z8xmNkgD73Gz6aOTm/R7yr/wA5eaP5nhtbPzUn1C9HwvcdUZsyYzNOkOhlGT0zVTpuu6W2q2F1HcxP8X7v4vtZGXqTDii+fta0u2muZra4hWe2kOysvLICLkxk+c/Pv5RaXcXP1nSF+rtL0UD4eWSJMXIjkeE695J13y+tZ7VzB1WUDtlkMgLZGdsR+tTW7qyO0TL36ZNmBb0zyb+amq6FcRC5c3NupoVbwxBa8uDifWPlv8ytA8wogFwsE5G8bGm+XRlTgzxSDPZ4obuBnhdG5HY/0y+R9LTyYJrHlCz1ZWW6tUYt1NNxmOQCk5CHhPmv8mp41kudJ+IDf0jjwt8NR3vCNS0LVNJleO7tXQKetDkqb7BSqK6mtZA8UjRsDsQaZEmmXDb1ryt+aGpaXwjuG9eEbVJrk4TLj5dOHumj+fNI1pEAmEMpp8JOZAyhxzhIZW1xG6h0YHwIyPGGMYlItUT1kYdT2wc22OzBtQ0Cyv0kS4hViR1pvlUhu3CReYa3+W5HKawavf08hwtwyMCn0m901njuIWSnc5GqZ3aDDyROGRih8RtitMt0nznqemMoMrSIOqk5IFBjb03S/O1jqBVZ3EMp2IPjkuJhwUy2OaOVeUbhlO4IOSG7CQpSZgpNe5yYRSCuGVlIIDDuMjSAwbVvL1hfM3OIKzD7Q2NcaZgvL9X8n3VqzPan1k6075AhvBYZLDLAxSaMow7EZEpTHQGqtw/bnTNlphUXS643JU8xXot7Gc13ETmv0ZfI7OPhjcg+X5ZOcjuerEnMd6CIpTDHpiyTa2n4qEO9TUnIsJBklnMoAod8WiQZBGvM26n9uQV8dhXFjTIo4UpTAUUrpaxMD3OUTJDfigCh2hjGpW6ACkULyMPDkQBlBkeFzIYxaLmnRFIB+nsMqq2+wGJ6hehhJweopUscyIRppnN57c3C8SC/xOSzCvjmWA46UsamvTJpRujaXPresW9lbqW9BTPKQK0CkUrleSVBuwxt+9X5jf8AOOVx+YH/ADiP5HvdIcRfmF5I0W31ry1cooDTMI+Utty6j1Y9h7gZhR0wxYfHuhZv3Fw/z966eI7xka9xH4p+VPnqXQ9c1j9IeRBe6JHptnapc6brfJ3+tyDjc2cjGrMUlU8W96Y4ia9W/m7OQ4JbBdof5ka7BYS+WtZvpbfS5AYpLG+RZ4FB2KRzHoPAN0yEsEeLiDlRzGqLEbj8vtQs9ZfUdPeO00mf95Jbs3I8wwKskUPKnsTlpyg+k82PhEeocn6J/lr+bmmaD+WtxpPm1ZU8wQRTTwShKrLG4AjYkkEUAFajNLqdJI5bjVOVGJmQS9H86SadofkHS7xXWO91uJJp5nI5tzQPwUV6Cua6BMshHc5GK5TI6B4fL5o8k+SNHtri/vYNd8362vrxaeh9T6lAfsAqP226nwycoZMx2FRH2uWZESq6+8vK9X/M22cy3V5d22lWvWs0ioR7UJ/Vlg0xOwBJckZIRHqNPKtc/Ofy5bHhp9xLr92/93b2f2SfdiMysXZmSX1ekebjZe1MUPp9R8nleuefvNXmbjb3k6aFp5J46bav+9k9pJP4DNlg0WLDuPUe8usz67Lm2PpHcE+8oaImkWF3cpAVudQcFY+rGmyj6Scp1WTjkB3ORpMPhwMj1eNDSb7zN5i1QAqILWV5NQupDRI4Y3oxJPjQ0zYyyxxYx58nWwwSzTNfF7t5FvZ/L2jeavPfmK2WDR7OFrnQobh6G4mVPSsYFTqeb0f/AFQT0zU6mMcs4447nr+l2mLJPDjlOXI8nyPPNLczz3E7c5riRpZn8WclmP3nN6BQp0hNm1HFDsVdirsVdirsVdiqrEVU+ox+yaBe/wA8IRLfZMUZXAZehyYaCKXYUOxVoiuKQUBIvB/h27jKZCi3RL6g/Jn80rG/to/yq/M24e88paxMq6Dr07lp9HvG+GMq7En0mY0p0X5VzGyQMTxx5twImOGTKta8saj5L8zXXlvV1AubVw1tcqP3VxA+8c0Z8GH3HbL8cxMWHDyQ4JUXtHkeIerFt4YybcT9Gv8AnHbQv0r5m0osnKG0YSvtt8O4yo82wv1GjFFA8KDJhDE/POtroflzU7stxk9Fli+ZGRmWT84dSvzcXMsjNVpHLMfcnIq+m/8AnHLy/wCrLf8AmCZKiMelbsfHvTIncs4h9dr0yTN8l/8AOU3nMaV5ci0CCXjNfnlOAd+IwAWWMzQfkP5y1Hm0tG6VzIi4szT531q4Lu+/XLWglhM7GpJOBggXalSTiqEZ6+wyaVJmHbp3OQQhmbCkIVmAOSVDu/8AtYqhnbfritId32NPDritoOVtqncnrgQTSBqeYHI1GGmPE//T+h+nada6TA1vbv6hLVlnk6yOBXttxB+yv7P2j2Ax/aj2mydsZKj6cMeQ7/6Uu4joHz7sfsnF2dCzvlPM/wC9j3g9SqOTLIsaEPKTXgW4igFWZj1VE6Mw3J2FSRnO6TDk1mSODBHilLcno7fNqsOGBllkQAakAw3WdQkeSSzhYekQtS60aen7RBrxQeHfqd8929mfZrD2Xj4/qyy+qXd/Rj3DyfKO3+28usyDpjj9Mf0n9JeteX7+G40dTyqKdvf/AGsr1mExyuRpsnHieDedfNlr5dnu0t/Rn1O4QiztzxkihjkFRLMNwSQaxxt7Mw47Np/aT2nGhxfl8Ev3x5n/AFPzP9LuHzZ9iezk9dlOaY/c8gB/lP6I8u89OXPl5S843U+t2t7JeSveTs5uJriV+bO3Pk7u+eWZR4omf430fEfBMOB8P/nv5YvtL1XTdWCSC3uoghJ+yrJuB/wNMq0MgYU9Tpc0ZRoMT0D8wdf0KKzimu5L6wtzVLSV2+Ef5J7ZnmAmGM4gl+ov5A/n15I856DbeX7jUY9I1yBeDWN4/Fpf9Rm+1mo/Ky05Pc63U4zH3Pf/ADXounHSp2iZPVG/Hh/NmbhcK+F8wv8A847eW/PJlmvbfhNIZecyj4lfHxZA7Obj1Jg+c/O//OJfmjyx9YvtAQ6zYxNy9KP+8X5jJRzWd3MjqhKO75k1mx1TTJWhubaW1mi2dGVlblmbjkG2IjJn/wCX35s+afLBNtHeyT2X+7bZ22K5EgXbHNpozi+jdH/NLRNdZBeyfUrvuHaqs2EW4ZxSiy7Ub6xu1tZYGWQjj6jL9nISkxBZBqmk6Xqekenc26Thx9llGWY4+lrMpRk+Y/Of5L21w0lzo/7qRviWM5cD6W/HnfN+t+VNZ0KZlurVwEO7gbUwA25kZCSVWl7dWsqvbytE4PY0yVseF7f5N/ODUtHaKHUH+sQDb4u2SGRonpuJ9K6D+YGh6+sZhuFjlO5jJ74RJwZ4DFmRkiljrsQe+WQLjUWIav5e0nV4pIrq1RuQPx0GWyFt0JEPmnzf+VfpSvLpZ+DciPK5QcrHnp47eaNf6ZIUuIGXietDldU5HECtguZ7ekkMjRsOlDTCGMqLPtB/MXUNPKxXTGaEda4iW6Dj2exad5z0zVoRxlCS0+wTlok45gQi3l57qRv0OVlLdRyAPQ+PvlgCVK+0iz1BOE8KuCOtN8hJkJU80178uqcpdPbpuEwCOzOOR5Nf6VfadKyXELKQetNsrIpuErS/1WVgysVPiNsVZDpvmvUtNYASmRB+yd8nEsTG3o+l+d7O+AS4b0ZT3OTEmsxZMbuKROUThw3cZJAigZ+bCuRtnSTzmtSfuwJY5q+m2d5azGWJeSqSr9xTECyzOweb6XCscEgQbc2p9+bXGKDz+olxTYX52u+EF3EDuIf1nBMt2kjZDwZuuUu7bXrkShXikpSvbFSE1huuNPiFMWJinVtrPCSGpr6ZPfrUUw0wME+GvqBUBjx3pXAw4Wv8TyKfgQD2JyEsdtkCYoRfMb/WJ52CqXCoD12UdB88gcAqm/xZJff+ZQwYeoGbYhVPw4Y4gFMiWO3OsT3VEBESH9ldycsEQGO5QRtbohXa1nCybxs0bAMPEVAr9GInHvZGEhzCFuTJaMUuYJYH7K6lSflXCJAp8Mvrz/nHD8sbi907zN5p1SIR8ICIUIqyBVLCvvSpOVEcd9wcXXanwOGA5kv6KfK6Rw/lV5RiQD0P0DZBQRsR9XTLNWeHQj3Ol+rVy7+J+cv54f8AOKV7r/mNfzK/J7WYfKHnuO6F9e2FwOVheXKbrcKCGEUpp8RpxbuM5XS63gHBMXH7Q9jDLYo8/wAc35v/AJn+UPzhPmPW7Xz75bRfMusyRJeXtmkMNq1CF9QRRqg+ICpYDc5u8E8ZiDA2GRiaqn3j/wA49/ldaa/ohvdX09jpGnsLK3SdCj3c6Ac3boeC9PfNRrNXwyqB3Ll5J+HEDqwDXbjSF1zWtOstLtzps15LABIA7emrlRxY7gbVGQnmlYFuzwYbgJHm+c/O/m7WH1KTT7nUp7220pntrIO5KxIpoBGOgAzNhijzA5uKZkGnzDfQebL7Urqa01UQ+oSgdGZGKV23oT+ObEGHCLDrzGfEaKC0fynaXerKnnPU7y2sWI53sA+sMDXevI+GSlkoegMY47PrL3+z8r/84+eXbMyHXtW8w3DgvHZQmQM57KwiRB97UzCOXUSPIBvGPDHrbENG0aHUNeN+dPSxsYy/6M05aH0Iz0aRv2np92HPmqFXu3abBc7Ie1W1tBY6H5k80TpxsPKmnPcI/Y3MtIbZPcmRxmtgDOQiOZdjqMgxxsvn3S59O03TpF1VPRsblhPrEzghp1U1SFfHkevtmwzRkSOHcjk4eCURE8WwO5Pk8088ed7/AM23giLNbaLZuTp+mg0VTTj6jKNuRG3sNsytLpBhH9I8y4es1Zzy2+kcgwPMtwnYq7FXYq7FXYq7FXYq7rt3PTFU0iUJGq9wN8sApx5GyqYUOxV2KpzrnlLUdJ0XT9dv2W3XUnCWtoftshXkH+7KybLkRBAYpDQ7HIlL7/0XUJPzU/I7TfMNwfrPm78rrldM1e46yzac4HpSP3NBQ18Qcxo/u510LLMOOF9QzP8ALy4EoiqfiQhSfH3y8tOMv2D/AOcVNC42Umpsm7gBTlPMtpfcHTLOSh8rf85DebEtLBNLjkoWNXFcqvdL4ngvzd3KRIeTSOFUe5OFafqD+VOgL5f8m6XblOM08Ylm235MK5GLaHo1zOltbyzyEKkSF3J8AK4SkPx0/wCckPzRh13zfqSiesFmzQwitR8O2SgGnJLd8L+YtfiuWcJICT75eHEmXleoXAdmNeuTamNysK+NeuKpfN2whUM53pWgwKhJXI2GEINoVnPickytRZiScVQ7ycfngXkhWapqThY81F3AG+KkgJfLMK7fdkhFplMlQ5d/8/vw0xf/1PoGLmV3ZajkObAvQKioKl2Y0oB0zl9LpcmoyRwYI8UpfTEvK6iePT45ZJyMRE7SCZ+Uby21Sa8iTiUVVqStKmn2iP2QD0APz3qT6/ofZ2PYuniD6ssvqn3n+aP6PcHz/P2se0MlgcMB9Me4d5/SerFfPtoLW/Ei7BhQgeOdd2Rk44U812rCMJMG1HzpN5a0tba2nQandQ8rW0BWSOCOQVSWcdy9fgQ9ftN8NA3G+2ftRi7PlLDhHHm/iP8AqfmfPuH4O69l+xpa0jJmPBi6D/VP6MfLvPT7vPGsavcXklxcXFw9zcXjvPd3kz83dn+N3d/53zx8ZOOfHN9Qxx4YcEXqf5feQbOK5ttU8627utxCGstIrx9NTuJrgDoSPsqOnffbPR+xvY7JqMX5jN6T/DDufOPab2o4bwaTc/xT/nf0fd5vp3z5/wA44flt+bXkhtF1jT/qV4YaWWtWq0nilUcVen7VKdDnm+uhLTamUIn6Hs/ZvWGelhl/nPxz/O3/AJwz/NX8q0udQt9Nk82+V7U/8dvT4iXjX/i2D7Y+jbMvTavi+rYvWQ1MJSp8j2sc9lMJYpXgmib7SmjKRmWJ25Rjb6h/L7/nKTzh5Yig0jzNK/mXRo/hjaZz9YiU/wAsnU/TlZwgbx2cWejgeT7n8n/n35O1zReXlvUVbUHTjLayikpbpVl/tzEmK9RDgy0swPU+ivy91pPMGjs8kSuztxct8XLlleGdyYZsbG/zT/5x/wDJHnnSJrq506Kzv3VuF5CvFsyN4nZhDOYPy/8APn/OPfmfyLezzWls2oab9pJYtzx+WXwyWd3Z49T4geB6r9bteXNZIJoT+1tmXAthV/LP5m6xo10kbyNcWqn4kfcUxnG2MsNvsPyv+ZmkeYbCGJbgQ3PHiYnamRhYcPJExZdKzyhGRuat9lcva4IDVPKserwNFf2SNGRuxGRHDJmJl4Z5t/I1USS80Zt+vonGQtvjnfO2qaBqujTPFeWsiFD4bZHk5EZxKCtdTvLCVJLWZoWU12J7ZK6YkAvavKv5w6hYenb6mTNF05HwycS4mXADyfQOiecdG16HnBcqkjD+7J3rlwk4ZxGLeqIjj4SH/lOTtAYrd6BY6qhjurdXJ/apvkRC0jIQ8u8yflY0Ykm0w1XrwwnG248zxfUNIvtMlKXMLJx70ysxpy4yBQKXc1r8cUhRuxBpgtatmmiefry04R3n76MbVPXAJIMHqdj5p0/U1j9GYK46oTvlgls18LN7OZZIlP3HAtIpzWu2TiwLHNV0mzvo2WeJWr3pvgkGcSXk2s+Q6c5LBqDrwyoxbhJ5pe6ZeWDsk8TLTvTbB6maVc2VupU9jhtjSdWPmPUNPYcJS6D9g7jCkRZ7pnnS1vOMVz+5lO1T0xQYp7JLHIvNHDKdwRuMNpApjPmC+Wy0y6krVmQqo+eWQFyDCZqJeb6dciO0XmdzViPnm0A2dBkFyeV+dL71Z71K/sKKfTlMy7HSY9gw/SPKXmvzEeOh+Xb7Uv8ALjibh/wRoMq4nYylGH1EBO/+VV+flvINPm0Y2t5cuI4YJD8RZug2rkTkASJQIu9nosP/ADjH+ZTxrJd3mlaeTuYZZiXHzAXCL7nG/PYellAz/wDOPHnK3Yq+r2Tkbfu6sPvqMHEe5ujqcZcn/OP3mtgK65ZxexV/4Y8R7k+PjSTXPym826DA9xJqlncqgoFDMpb5VGAzrm2Y+HJsHmtxaa1BN6E1nOZf2PTHJT8iNskJgszhIZ9+XH5aah591K8/SUz6L5b0ZfU1nU2HL4v2YUFRVz+GYmr1gwgVvI8nI0+l4jZ5Pqbyt+SX5d8Jbp/L7Xtufhs5r92LNTq/EED8M0Wo7SzchKj5Ozx6WA6M5Xyd5T0f0YNO8uWhvJfhtbeCFTIx8ampA98xDny5OcjTlREYbgAMB8zRCLWYtC0Ty6PO/nbjQ2sa8rPTS32VZgDycdSBmw0mnnkHMiP2lw9VroQ9Uq27+QQNx/zjb+YFzGvmTzOttPexDnHYxBSttXfaNT28d83kNMYRoPPy7cwZJ1d/YHuv5WvBoP5c+YNInUQap/paXIqOR9RCqkfftl+H6C6rtGJyaiMhy2frz5JuvrP5Kfl7OKkzeXLANU1NVgRTv9GUdpTrRRDXijeskfNjF5OllatNJ0UdPfOJeljGy8W1nyk/nPVbbU9T01P0ZbKRbTyKvN96gL3pXvlwySxx26ufDLHHGuZSe21ZfK3knzldowig0b69JpxHd3PpRge5kOTxQ4p8XcL+LPPE5JwHWVB+f91dNb295fSt8cUbOWPdz0+8nLcY4pe938yIRfN+ucpo2K1LOfjfuanc5tond1Mhskei2g/SsNvNHzSd+O48csyy9FhhhjU6L2Jfy702VRJK5VmFQqjpX3zVHWyGztPyUCkd7+XkdnIskU6tExqx4gNt8sujrjIbhqOhANh0sEWl20cFon7yZuIbqx98AJyGyzIGMbPsWf8AKzSdL/IzSNW84XsOgeU3uW8y+e9XlHKWS2skK2VrCh+1JLO44r4iuIhLYR5l1uTVR8Y3vw8h0vqT7n5n/mdJe33lrRvOepQnS7bzhf3B8ieXth6Wk2R9Nrp6blpJCEBPXixGbPSwGOZjHoNz5lo1OaWWNy79h5PAc2DguxV2KuxV2KuxV2KuxV2Koi2jLMZD9lenzycAwnLomBFMmQ0uwK7FWiQASeg64qo32sapqcVrb319LdW9iCtnDI1RGp7LlTkoKPY1xV9o/wDOIt2bvWPzG8rSNW28weU7lmjO4MlufhNPECQ5i6gVRbce9hnX5fX3oPEWOx4V+Yy8uLDZ+6//ADinqNrd+TIfTZeagA065SObcX01rmuWWi2E95dzpEsak1Jp0GSJUPyo/Ov8yote8w3PoXAeGNiFoajIBKT/AJKRxeaPP+gadK3KN7gO48Qu9MZHZlF+x9vCkEMMCDikSBVA8BiOTMcnjf58ed7fyX5D1W7MwjuJ4mjhFaGpFNsB32Tyfz8/mD5glvry8uWmJed2cmvWprl8Rs4k93zFr+p3nN+ErDeoplwDjlhn+J9YtmK/WTKoP2JRyH3nfCxKMh87rypd2VK9ZIWr/wAKf64oATmDXtNvqeldKrn/AHXJ8DfjkkopjXfse+KoWRgxPh2xRzQrH32xTSGklPRPpOABBKEZ/H78KOJDyT02G5wiNtcslIJ5C3fLKaiSeagaH+uJK0vC/A3z/jkWXR//1foHrfl66OjuwlBjZRJM5WhY70Zhvx4VNB2+ZJPfey3Zmn7J9I9WSX1S7/6Mf6PcHxTtzW5df6jtCP0x7h3n+l3nqwfy1ra6RqBDH4Dsc7TXaU58by2k1PgyS78xPPsIkthbxw3V16ZOnFqOiRtv60y9Kkf3cZ6/aPwA18/9ofaOHYuKWnwyH5mXMf6n5+/u/F9Z2P2Ge1pDPmiRgj1/n+Q8u89Pe+a9Y1ye5mmlubmS4uJnea6uZpOcjvJ9t3f/AHZJnjkycnrm+kHT36IfQ9B8keVJS8Ov6weF0yC40fS5lqApH7uaVG6uymscfSnxHelPTfY32PGUR1uqj6D9Ee/+nLyfN/a72noy0mmlYv1S7v6EP09/J7ro2nnUrngNwvb2z1DVZvCi+e4MXiToPrXyegTy/aIooLaJRx/1BxP6s8B9rMHB2lkn/PHF+h9l9mYmOi4f5p+/dF636Q0+4aVOacSKUqBUUqR4ZqMWP0u34vW/Kj/nJH/nG7yVr80/mDy5Zx+XNcnLvcfVFVYJm6kyRV4qfljjzSia5h3emzT6vyp86+U9c8o3UtvfwVVTSK5i+KNl8Qc2GOcZ8nZhhuk61qWm3K3enXktrNGeSvGzA196YaF7pIfop/zjz/zlcvlma30nzvCZrCbijalEN13+0yjrmFPTmM7j8nA1WDj5P0sh/MPy75q0qGXy7qcGoWcillaNuf2snEOqOJik8UFyxjnjjmWYV+LC2fS+ZPzh/Ivyv5mE02lQrp2oFeRePdGbMj6A34csh9T86POf5UeYvJ13IbqyeS3VvhuEGxyccoLsRljJhlnPc2TBoZHikQ9tssDEjie1eU/zi1LRTHBqP+l26mlW64+5plgfTegfmHo/mWCP0LxElK/FEzUbJQceeKmVS1ljJHxI675aAxkxDVPLWk61DIl9bRsxH26bjGrUzp84+cfyhkt3ludHPqRip4ZHgbYZnh+oaVf6bIYrq3aJl2JIwDZuBtbYave6dIstpcNEwPY5KwxlAF6zoP5qXEYSHU/3iDbnlgk488D2/QPMOl6rHzt51YsBRK75kRmHBy4zFkrlWXrXJEsYhi2s6DpurRMlxbqXNQXpvkOEFvhMh4N5n/LeaDnNp55R9QmVSg5UMjyG7sruxdo7iJoyD3GVGNN4NoeO7nt2EkMrIwNQQckEvSfLf5iXVmyQ3tZYxtU4bYShb2zTfM2n6pGphlVXI3QnLIloMaTOVlZCa/TkigHdKpaVyFt6SXtha3gZJ4lau1aYCFDzbWvIwYtLYtT/ACMeFkJPOr7TLyxbhPCy8f2u2ROzMFJSxDVGxwWypOtP1a/tiBHMWQdVbcYAd1IQ/mjzA02nUlpGvIcz45djNSassbFIXyrpmsecpksPL1v6jU+O5cHggHfM/wAbZ1c8Ah6p7B6D5K/KvR4PPltpfnOJ9QuJHqqv8MXqAVAI7g9sxOMylRbs2TgwGWN97af5Z0bSbaOCzsoraKMALHEoVfuGX28tLPOZsm3kfmPTre489aMbZAz2sgmlp2Cqak/LK5cw7bBkI05vq35iZvtDc9d8tZadgUrsd2P04ucAxHzD5otdFgbj++um2ii9/E5VPJTk4dOch8mKaf5Z1HzOy6r5ikZLeT4re0qV+H5dhlcYGW5cqeeOL0wQWu6dDc3+n+SPKdikms6q3ptKqjjbRftyv/qjfKs84YoknkG3TieQ2S9b0rypp2mw2PkvRlb9DaCfU1q9H2ru7O7Mx7mvTOazZzImcuZ5eQd7hgAPJnt1LDp9o8hCxw26bKOyjoBmCLJckMN0241bzHrbeWfKc6/4hvED+YNdI5R6VbMKiNOxkKmvtm50WgOUi/p+91PafaENLAkvpzyd5G8v+RNNjsdJtwbgjlfapL8VxcSMas7ud9yfHOox44wFB851etyaqVyO3cmHmXVbbR7CZ7xD+8iYpAfhJUggM1RUKT9JyUpUF0uEykHxpa6lJJqevc5OT3F1ymYbVqo29gPDMWMqt6ueOxEv2F/5x51P/E35AeTAvxPpUU2myVNd7WZ4wT9FMjrIHLpuEdC62RGLU33vSG8oWRtBc6oxmQfELbopp2OaePZUcePxMh+DmHtKUp8MB8Xl/wCYGqHSNDv7+2QKYEWOGgoIg7LGGp4IDWmajUHiOzuNBi4pAF8l/ntqEOieXtO8taa5kj1dke6nrXklv8Q+lmbkccMiYl3WjgZ5OKX8N/a+JfNTu1nFp8NfUuSXkp1AH2aj78y8Pp9RdllHF6XkGtw/UrHk4+NJBzUeGZeE8UnFzR4IqPl6GC41WzdmC0kUhu3XbJZpERLDDESkC9zur9IQ3Kg45qIwJdudmJ3usruzNU0pTwOZEMJaZZQFPyLpFx5v89aDpkUbTrPdxxiNRXqw/wBs5lVwiu9wcuTnI8gHsf8AzlT54k/Ob82Py+/5xH/L26H6B0jUrLTfNF/APhe+QVuDUbFbSPkT/l18M2GKIhE5O4bPO4xQJPOW593c+Ev+cnPOmk+bfzY1Ww8sJ6HkzyDBD5T8n2wI4Cz0kegZVA2HqyBn261y/S4+CFnmd2ycrfPWZTB2KuxV2KuxV2KuxV2KtqpdlRerbDFSaTtIwkaoOw3P68sGzjE2p0pse3TLFcRTIkK7AqhcNxiNOrfCMieTLGLKXZBvXKaHFX2H/wA4fK0XnTznrL1FroflG+luJOw9QqBX/gTmNqTsA24uqJ8u6v6Sxsrcd+WXkOCJP0O/5x5/5yUsvy80y5tdSlJB3iWuUEG3JiQQiPzU/wCcr9T84mW1sLk29magKppUYiK8QD5YufN0l1MZJJyzMakk5MRRxPbvyB8/QeX/AMyvLGoXUtIFulWXfs+2RyDZsgd37O+a/wA7vy+8n6G2taprtsA0fOC1Rw0jmlaBQchxNnJ+Q3/OQ3/OSV9+Z19LBbE22jW7MLaCvUdicnGHUtU8lvgjzDrBlZzzr1y4NJLyXUrkSOw8euSAaZFjF1Gkn2lqexyYa0oktYzWlVOFiJFBSW7KKijjFkJArI7/AFC22huZYgOi1NPuO2FtjEFNYPNN5FRblEuV7sPhb8NsUcHcnEPmPTrmimU2zn9mQU/4YbYsTCSYCRHXkjq6n9pTX8RiwFBCyyAA7j2wgWwlKkAzd+tctaVIt4/dirQI+WQZIxV/cyHagA/Xino//9b6PvrlpceXixYbpQjv0z1IaSUc74IdTCWJ84avqEGmATP6bXF2jDT7ZqsJFIIWeRRuVJ+wBu5rTYMRje2PteOx8Iw4Bx6iXIfzPM+f9Hqx7B9n59pZTln/AHEOZ/neXu/pchz9/JNb1N7q4nkuJZLq7uZGmu7p2BkkcjkxJAoGYbCm2eAHJPPOU5z4pzfXsMY4owjH0QgnXlDyeZGtdf1qKMxsok0nS5QHRlYVFzcRmq+nQ/u0P2/tsOPHn6j7F+x35o/m9XH90foj/P8AM/0e4fo58J7We1fgcWl0sj4gPrn1gR0H9L+cfgN7ruNhpF3qCG4iUcEFNhQbdhnrmXUxxGi+WY8M5DYMt8ny+jqpR6Aj4Tmt7SHFisOV2fLgyi+r6c8qSKFntwKF35n35/7WeTe1mm4/Dn58L6f7O59zDvH3Mlv4IDYXJnp6YUnfoD2Ocri9Eben8MPjL82ptNi0nVWikSaVEdIk/bQ/z5gw3yOdgyT6PzA8yw2+tyy29xEJYmfeMrUt/wAFlpPV3fFw83ld3+Q15qLyS+WYmknLfFYN0P8AqeOWR1VGpI8YPOdZ8qa/5SuzZa9pdzpk6dFmQqDx8DmUJiY2Y8fF9Ka+VvzN81eSr6O70HVZrX02qYeXKNvmvTAccTzRPCJvuT8uf+cp9I8xLBYebOOm6l8Ki8Un0mb3GQEJQcDJppR5PfJfMWnajGk1vcLNH9qNlbkrZPJPiYcLGtWs9N1qKS2v7ZZ43+0rcW+1lfCVEiHzt59/5x1sbz1L3y8/oTMvL6sfs1+eZccZEWUNXX1PkTzN5J13y3O8Wo2Lxhej8dsQQ5cMsSx7TtQvNNlWa1neJ0PUHwycTRZz3e+eVPzqubSOOx1n95H09bJ24k8NvadJ82abrKCWzu1kLfsV+L/ZZIbtU4SiE0Z/VDclr7ZMsOJhvmLyzpeqwutzbLzp/eKN8BDKM6fP/mD8rby2Lz6d+9jrUL3GAxb45beWXdhdWLvFcwtEy9yMiGwG1mn63f6VOJLado+BrxrkwUSgC9u8tfmwSEttU6dPUy0ScWWB7BZ61YalH6trOsnIVoDlltPCVC9PIGm4IwS3TBg+saDY6jG6zwLyYVDgZHhtvjKnjuu+Qbm2R5rH96nXj3GV8DfGVvPDa3NtKEmjaMjxGRkKbAU3tL24tGDwStGw8DTCDTEh6BpPn+4hCxX3xoNueT4mHAz+x12x1IBoZhyP7BO+RtapNDRiCPvwqpSp2r9GTYgpLf2FtdxlJolftUjBJkC8x1vyckSSXVm1OO7R+2VkNsZMElZbZQoUySyMEihUVZ2OwAA65EA22Gg+jPIP/OL2reZbGHzJ+Y1w2gaRKvqWGigf6RKDuC4/ZBzJjiNWdnT6ntaGI1AWWYeRfJcXkjz3e2GmW6wabLEwWM71QU4sa98lCNScLW6oajAJNee7Nb78xtCj0lK3sUsIlZPHlXengOuCY9QpdFLh00uLlu991fUI9N0+WVzUxrQCvcDLLrd02KBnKnm3k2CTVJNc8wzLyEjfVraQ+A3an4DIwNm3Yao8HDAe9D+YbWiFqUp0By22zTyeGeYtYSwEg5ceFd/lkJSp3ODFxMP8s6I2s3p1/WF5W8bVsLZ+jU6Ow8B2yqEOLcuVny+GOCPPq7zr+YlvpYk0zR3F3qHE+vMlGWFQN6dq+/QYZ5OgXTaS/VLkzL8sNLm8v+Tv8X3ETS+cvPbmHTOYq0FqDReNd9/tE9857XZeOfD/AAx+93eHH0/HkHsGlaUmk2SW4PqTGr3Mx6vIep/pmoyT4zbmxYx5vlVbWRZNreyt5b69b/IiUlR9LZbp42ffs2A0LZV/zjV5bms/Kk+tyKg1PzFcPeapqNw4jSNGNUDO3306522ngIxfPO3Mpy5a6D731vb+avy48jWKaxqF+nm7zMQWs9Kt1YQwMOhYuKA/5Rr7DMoSjEXzLoY6bLlNDYd75L85eZ9W8/eZL65SAy3Wr3JdbSPcAD7CL4BQBlEpGRd/p8EdPCzyDy7zf5VbyNNZpd3Sz6jqkL3V8V+yrhqcV9hWgyicOBztLqfzIJA2GwfoB/z7881nVPK/5j+UricyNousw6jZQsa8YL+EBuPt6kRy7TyBBDi9q4+ExkO590+YpVEaRD4FVevucwO2c42iNgA0dnYzdvDvNWmfpnTdS05f+PqJokr3r3+/OTnLe3q9OeAgvzV8661qN9rk2k+YZEt5NGL2+nIaqJIw1C4ZtiaihpmdhxXD0jq9AJRgbB5h89axqtlbXup3d7KSIX4RxrvxRRQBada5OYJIgPwXIx1EGcuv3PD/ADHr9xrFzxihMNsP7mGlHY9KnNlp8IgN+brdTnOQ0OTrCaa0MR/aShJHYjDMCTGEjFln+I5L5SzSElhvXbptmL4Ai5f5gyS64vnepJ6ZZGDXKZL6N8ka9b/kf+TPmf8AO69K/wCJNS9TRPy4tZFrz1G4UqJgD1EKgyEjw98lDH4mSnB1eXbg+J/QHhP/ADiUbjTPPXnPzrfvJeebR5I8y3vlFZW/eXWpvbMWbm25kILkU3JzM1hHCIjlYtwI+o2+LIrS6uj6ikNI5NebfEzE71J7k+OZnIIJ3Q8sUsEjQzRtFKho8bihB+RxBtJ2WYULlVnICKXYmgVRU1PyxV9N/lB+Uk0l1H5i8z2aejChay0u4UGhPSWYHYU7A/PKZz6Bxc2boFv59eWbGO203zLpdpFGnqm1u57dQqup+wzAAbgilccZ6J08jyL5ky5yXYq1XemKppawBFEjj42HwjwGTiGmcr2RuSYLGWu/cdMQVUv1+GTV1DkSFQN03xKn8oqfpyuTbjGyFyLY4bGuKvsv8loX8q/kD+b/AJ3cehceZrm18t6VM37abGYJ/wAjD92YuQcWUBmZcGMl5/pd+UiUhvYZlSDr4nZlMOsuoHxkZEhlaq+uP/P+OBlxLE1yQGvL6MkAvEWSab5okt3SRJWhkQgo6ncEeBwGKRlrmym688ajqCD65qU13x2X1HLU+84BGmfHfViWo6+0gYc8JayXnmp6gWLb1JwgKZMSmlLEmvucsaibQDt1OBUvdvDJsFBz2xUBRalN8WxAzQxselPcYGQkQgJLVhup5Dw74WwTUo5Z7dqxSPCf8kkYsiAUzi1u7Wgm4zgdyKN94wg01S08TyR0esW70EgaE++4+8ZISDTLTyHLdHJPFKKxyLJ8jhtqMSOaoDU4WKaov+iTH2H6xkWytn//1/SVzqrabp6zXP7xrpCNL001ZZUJK+tLQgrEh/a6uRwX9pl9Q9sfavD2LDw8Y4tRPkP5n9Ofl5dX589n+xMvacjxS4cMeZ/3sf6R7+Q5nuPHtY1m7vLm5uZppJ7i4dpGu5WHNnI4k1UAKAAAAKDwzwDLknmnOeafHOf1vsGnwRwRhHFDghD+BOPK3lr9IPba5rEBlspDXS9PcfDdMNllZehgXsD/AHnRvhFG9C9i/Y06+X5rVb4o8v8AbPM/0e4PD+1HtMdCPy2m2yHn/tfkP6feenTfl1T980ommHG4FAijagHQDPcdqocnyog1vyfQf5frbz+Xwu1QW5Zx3bBlHO9B2bRxsFu1/RXmht6Kzbb70ObXGfG0zqM0fCzfF9B6DqkUEizTPwjkjM0j9gqqST47DPPu39J4mlmP5r23Y+q4M2PzP3vLfzJ/NxHWaw0XmvFQqchRyfGmeZZMlvp+DFxbPh/zH5w1TUdQmRpTJEzUf/KI/YzHyBzceBjdr+Vs19qNrq08gSxun5sf8jAcxkKZDIX035W8jWGlSwvBaUBqwf8Ab4fLJSx3F1+bIzvzJ+VvlTzvoM1j5q0mC7t5BSKeRaOn+Wj5ZhjfJhDJOD8pPzg/5xe1rypd31/5Od9Z0mJmZbUj/SI0+X7X0ZmQzeqpO5xawH6nyXNBeWU7RzxvbTRfbRgVZTmWN22U3ovlH81fMnk+WJYbt7qyX7dtK3IAe2RliEmEoib7O8jfnL5e82RQI8y2OofCHhduILZSMZi4mTDwvohLuK5iS5G9R8RXMyMtnWT4uJh+v6Fo2v2722o20cyMv2iMrjFtE5RfJvnf8iPSM195efktSfq+WcLlQ1X858yaxo9/pM0lve20kLp/MuLmQkCg9L1zUdInWW0uXjKHYV2xBbJR4nvXlf8AN6KUx22rfA+w9bJiVuJPC9kj1iz1SBJ7OdZEYdvfJDk4xiQqqVK0NN+2SIQxbXPKuka1EyTQqspHwuBkjFsEiHzn5o/Li+02Z5rOs8I32yJg3QzcTzmSGa3bhKjRsvWuBsG6aaX5h1HSnVra4ZafsVwiTAxBevaF+ZUVwEg1H4HNBzyQm1HE9B+v215AJYJVcEbEZIFgokh4XQivvizDHLny1Z6oGEsQB/nA3rgkGzip59rXkO8s+ctpWWPrQdcjwMhK3n1xbTW7FJYyjL4jAy4lGG9uLSUPBKyFffIE7pZ7o/nySHjFffGo29TJAoMXpFnrljqKK1vOrN/ITvkwWPAiZjRS9ckmqYzqd6sELVUyvMRFbW6CryyPsqKo3JJyDKur6k/I/wD5xzs/KKQfmH+Y1qt15huEE2ieX5QGjslbdXdTsX/VmVjxCO5dB2h2lx/u8Z26nveseadZlvJnlncQ2sAJ8FCjJSNujkTyDx9JFDal5qmT0rdk4Wpbb92vRv8AZHIiubliJoYx8UP5D8tSzz3fnDUoyZ7xm/R4cbhD1cfMbDAO8t+qy7DHHkObHvPutPqWo23lrSmMtzcSCJ+PTkx6fId8rmb2Dbo8IhE5Jcg9R0/ToNG0Wy0m3HwWsYV3H7b9WY/M5cBQp1s8hyTMj1YH5ndEt5D3UGnzOFztMLL5I84SrNqMVvKwEZbnLvT4V3P35j5C9TpRUbDFNQ8y6trg/Rehk2enRDhNejbkBtRfbImXRuhhjD1HcoLS/KCapq2i+XLQM9zrV5HBdTnduBNZGJ/1a5RlnwRJ7nLxHiO/J91W2l2MmoySQIps/L0KadpSfsoI1C1HatAT9Oc9qZUK6ncuVjO3vXzpyfiF6ZgOVHZ5F+Yk7J5X8xsPhlvry10uLxKk1b782OgheSI+LDPLhgfcyzQrs6XYWtqCVtreNeEAJ41VQK08c66OweJzQ4yVK8u7nUZWfkxDHYnqBjdphAQDI9D1Ox8p2014yrJq9ytI5DQmKI9QPAtk4kR97RmxyzkD+EPBvPXmGTX9Yad5DM8aGMvWoUA7KPlmLOfEXcaPTjFCnu3/ADhD51k8q/8AOQmmaDJMU0/z/pF5ps0RNFNzagXVux9/hdR88GOfDIFPaOHxMB8t364/mppeuar5aubfyvqkej68zA6dfyrziDj4gsi0NValDmB23wkRkeV7uv7GyRhkPELFPjOL85PNnkzV4/L35r+W20m650t9YVf9CuQdg0F0v7s1/lajZovy/GLgb/HV64YcWQXApR5r0XyP5os9X1C0liu7m+lMyw3IUqgbqvHwPiDk8WTJjIB2DcBLYEPg78zvy2NrM36MCpDPGuwaqxMnRUH8tPfMiOeMZWXYRxnJDhfOY05bGaWNxymRirsfEeGZ5ycXucTw+E+a4wtQsBSm5w8SeFJ4pDFeSxnoX2Hzywi420xNSp67+VP5dan+Z/nDTdDtAIdO9T1dV1GTaGGCP4pWZugooJ3yqRoJyZBAWWH/APOQH5laf+cH5maV5P8AJ0np/lX+XAOleVYIhwiuXUgXV8VG1Z3Win+QDxOZunx+HDiPMuqyEk78zz/Hkzn81PKC+RfKH5O+dvKkslqLj67b3F1D/ui9gdGj5EdDIpeg7gHKsfrMhLqynLhrh6Pi/WolttVnuFQRW+oSNLwUUVHc1IHtU5sIfTTjy9VomO5sL2FLPXIHmgj2t9Rgp9at/kW2kT/Jb6CMrlA848+7oWyGUcp7j7QtutAh0uKK/msDrWgEiutWLMFr2SUH+6bxVvorgjkEtuR7j+N2U8UgLibHenGm+dvLGiBGsPLHqzx1dJZWWqv8zU5IxJcc45Hq9L8r/nlaXMUml+ZYDp8UstYLq3BaLi1KCb9rbx6ZEwa54K3DNvPsUd55C8xW0TC4ieGO5sWBqpPIE8T79RkY82vGakHxRmQ5zsVTu0tkVFlccnYVFewyQcbJMk0iGFD7ZJiCswsnYqpsOpHXEFVJiACT2FTllqlTMXYsepzGu3JApbiqpFFJPLHBDG0s0zrHDEoqzOxoqgeJJwE0yfcv54wx/l35D/Kv8kbUot1ounjX/N/A1J1C8qQrfIs5+VMx9MDKRmWnWToCAfNltfy2+w+JO6+HyzLpwhKmTxT+rGssT+oreHUfMYC2Ba1w3ichSVouWB65JKKjvWH7WENZjaodSkWoVzkkCBHJCyapK2xqffImLISPVKprnkSWNfHCAklLnmBNOg98NMbCFkeooMQESlaFJp88khRY98WUVB264sgoE9hgSou3YYpCg1CNxXCz5BCMg7bYaZgqTKcFJCwVUgiqnsRtilM7e/uYyKvzHg2/9uDiLUcUT0ZTHqf+gXBKUcKtBXY/EMPEjwH/0Jzq+ttd3FzcXE5mnnIkkcUUswUKn2QAqqBQAbAbZyGqy5tXlnlzS4pT2nJ5HT6bHgxwx44GEYm4xPO/PzRXlry5+lHj1LU7dptKBKRQH4frLAFaOB/upT/e13c/uxsGI7f2N9kJdqz/ADGccOnHIf6p5DyH8/r08uc9qfakdmw8DB6dQeZ/m+Z8z/N5B775TsF1vVoku5VmkmQRwwIOKqoFAAo2AA2pntuvyflcNQFAPlOjh4uQ8YslknnzQBpCx3VoOKn4WA9sw+yNZ4/pk3do4fDpOfyz1DeSy79QMxu3cP8AEy7JzbkIfz7amPVI70GnIUH0ZLsjJeMxY9pHhlfevsPNdu9vYW06llScxzAdeLbH8DlWr7K8SOQdJRLDB2l4XviVDU9E0bVr2G8ghjijuoeNzbpunx/y588doVhnwfzH3fRanx8EJvmbWvIN3o2sTLNayGFJf9FlG/NMqyl2njo651ObSDHp3D1OY427/sJgEWAyl9G+RJkuNMhmuwkdy/wj3XJOJlHVkmsarFbW0sAH+plgPA145cYp4JrF+scspl/bNQcnAeunIyZAHhfm78nPJ35kB3Notlqkitw1C2VVJb/LGbPGSeTUNYcb4e/Mz8h/Nv5fyPO1ub/Sq/BfQr0H+UvbLiCebstPrIZHhsM9zYzerDI0MsZ+Fl2IwcNOXb37yF/zkJrnl94bDVXOoWR+Dk5+JR7HI8Pc42bTCT6Jh/M6z8wxo2n3oRCn9yTvlwAAcDglFF6Z5nuEukimk5xP8J5YrKKYec/Knl3zDYepcWytO6clmUfFkjjtMMkovjTzV+XFxp00s2mn14FJ+AdRlco07KGXZ5VPbzW0hWZGjZT32x3bWQaL5u1XRJVe3uHKL1QnbCGuUBJ7v5a/NCx1HhBft9XlOxJ6ZMFxJ4+F6jFdQXCrLFKHRu4NdstgWq0DqEaOVqKhu2WFiAwHWvJmmaqjfuxHKejgZAxDdGZDxTX/ACLqOlu7xIZoh0I32ysxboytgbrLCxDgow2odsiQ2Wmum+Y9R0xh6U7FB+wTUZK2NW9V8v8Anu0vSIrs+jKdie2T4mJxvUrOaGWNGhdXUivIHxycWsomRQwo1Pf3wrbGNW8t6dqSMJIlVz+2BQ5ExtmJPHNe8kXtkzyWwM0VdgMplBtjMMBmglgYpKhQjqCMiGarbXlzaOskErIVPY4QrP7TzpNHa/6avIRrUv3whBi+x/8AnGn8rhfyxfm55yteca1/wTo06/COxu3U/wDCffmXhxjmXR9qa2v3UD7/ANT7J1CGB7K413zDfLY6VbgtVzQv4BR3y87iy6GAMjQ3fL+rtqXn7Vli02xm03ylFJSS9lUqJgprSvgco+r3OUYDDud5fcqSaF/i3V4NBtTx8s6KwOozx7CeVeiA+A74n1bBuww8OPEeZ5Kv5pebNP8AJOjCztiiXjxelZW67cFpTlT27Y5Dwtmm0xyy3YR+V3kO8WzPnfzDVL7VFLaTayA80hbcysD0L9vbBjh1LPtDKP7qPIc2fajKkCPQ/ZByx1UY7vD/ADfqVYnUNtQnbxwl3Okx7vmFNEuPN+vXn74xaZa0F9cD9pa1EanxbvmMI8ZeilkGDGB1KdanYafpluYLGBbeGPoo7npvgmAOSMU5SO7NPyO0dbnzDr/m64j5WnlKyb6tXobmRSfwUZqO0ctcMB1djAVH37PftAFNDS4J5S6hJJdSE+Lmg/AZo85uXucsDdE28PItI2+/6soJbZGnh/5gASWfkqxpVtX16S5mA3qI2oM3nZcbyE9wDi66VQLL5Y4E4+uwCL0X+udMaeWFnkk+o+YLHT0ADBCRsvc/Km+Qlkpthp5SecX+uXWoy/V7YFBM3AOxpuTlBkS5sMAgLLILHytbxQDmBLK4+OT+mTEA1T1BJTn8qPKOowi+/Oqwumt5vy51kXekQqKrMlgwa6FfBoyy7YBhMokjow1XaEceWGAj6ufxftfrd1/ivyzDPot96K6nbRX2l30Z6eogeM1Hz3zne0M5nUT03YaKAwZSZDbk8V1bzVKNIvvLPnTQob+2vU4XEU8aywTEdGFQQDXeozCx5JCJEDzd/HRxMxkgeT4m8+eWNLgLQ6THJo9tKWb1bWVlKUNVHGvHb5ZkHPLhqW4dzhgCb6vlfzPb+ZLF5Gg1QarAuyJcM8T+4JXkp+7JYzjkeVOXIZIjaj9jx3Vrq9lkJfS447j9txKSD89hXM7HEDrs4WWRPTdI7L6565knkKqV4tHvTb55dOq2aY3e6MstJtXmuNV1jUYtH0a2ctdajOaLTsqKN3Y9gN8TM7RAssDEAmR5M9g/NS48x6Pqn5e/losnkP8ALv6pK3njze4pq2q2yLyli5A/uInApwU8m/aPbJnCcQ4p7yPIdHF4xml5B83eUIYrG5+uQoI45nJt0PVY6krX6MzpnanBB3fV1n+YljfeVb3yd5ltV1Py9qyBZYwaS2sqbx3MDdFdG3HjuDscxJYzdjmHI4hLm+WPOPl8231i1jlF7ClZdNv0UqtxH2YDsT3HY5lYsluPOHCXnsLl0UnqRmRJqOzJ/LPmnV/KWojUNKeKRXHp3+mXSCa0u4T9qK4haqurDbxHbKcuGOUUfn1DZjyyxmx/a9O81/lT5f8AOvkjV/zc/KBGisvLiRyfmZ+XMjM9zoRmbiLq1dt57N26H7SdDtlGPLOEhjyfA97eRGY4o/J8xEeI+jMxqe6+V/MTt+WevWt3K0jabJHHa8jX92zggD5VOVEepx5x9YeHBGmk4RqWZ2oqjqanLOTkMu0vydcakrenfWzXKKXFiGq7BdyNuhwW1TyUFEqUJRlKsnwlT1BG1MscZTYVB2whIKHyTY7FXYqgLw8UCg7Od/kMEjszx80uytudir6X/wCcU/I9l5t/NO21nW1UeV/y8s5vM3mCWT+7C2Q5QqxO28lD8gcxtVOo0OZbcQ3vuY/+YXnG88/+dPMnnC9Yl9cvXmt42NfTtweMEY9ljAGZGKHBEB1eXJxyMmGZY1r0mmhblFI0Z9jjSQaTq11NJyIriiSHZX7H+mRIbRJMWj7qfvwJIUH5oK0xYqBlPfbJsrUJJh44gMCaQruCOtfDFbFIVmp13wtaiz1/rimlIthZ8Kgz++KQFFjttilTwJQ7ncnFkFFjkgGQ3UmpthZUsPTCyU8glcn8cVThJP8ARZh3oP1jBSbf/9GX+WdB/TEi6jqKyfoeJ2jMaExtduDUxilCq/78cGtfhTerLP2Q9lJ9tT8TJ6cMfql/P/ox8v8Ac8nzT2m9o4dlx8PH6sx5D/U/6Uu+R+UuZ8/SmmeUby/019U5RBDCsVpawoscUMUYCqiKoAAUAAAbDPb563FppRwQFCL5PHTZM4OWRsn6pLfKl0dO1qx7CvFu+WdoY/FwyaNLPgyvXPP1obrQ3I3KgN92c72Rk4MzsdeLxEvIPJ2p/ovV1uXPwbimdH2ng8bFwh0uizeHkDMfPGtWmpLYKjVI3OazsrSzxcVuV2hqfE5MEc8hSvbNuNnSjJwom284x6XrMumNHSVwLjTRWvNZFDenw+nPmf210v5XtHMO99y9htYcvZ8YHoaTHzp55sbyy05hzEp+Hh9vhmkwRlwPW8PAkb+X7TWYYNUtFQuE3T/LzIjDji42WVbMw0iCW2iKTKyJD8KUy+GJgcpSXzJqnpIrSyEt+yd8t8FriNtnzx5j1K51XVIYrdnT0diPfMrFA8LdPJwso0COa3EZb4W5Gv8AlZmwi4pyvR7/AEeDXNNkjlhinhlX97HJ8WWwkyEuEPhr80v+cd9K1CS6u/L0X6PvByrGv927ewxnjLsdLrpR+t8Pa/5G1/yvdvFqdm8YQ/DNSqmng2VgWXcDNGQ2SiLWb/TjFLaTPE6H9knJxDHhBeseWfzVdTDFrNSVI4zr/HGnHyYL5Pp6y83WutaOGsblJW4rWjZdAxcXg4ZMLu2ZppA7Vqa4G0EBCz+RtK8yQSB4xFOBtIoykxT4pi8O81/lpq2hO8kURuLcdGHhgqnIhm4nmLetbOVYNHIp+Rxbatmfl/z7q2jMoaQywjqrHJAtU8QL2/R/P+ma2saSSLBOKVU5aJW45x0zOKRZFEisGHXbJgNcjTU8SXCFXUMD1ByXBbETef695E07U1d4kEMxHUdMhKDeJvEtc8manpTOREZIh0ZRXKyG6MgxKGOSNzyqjA5At2zNtG81ajpTBRIZI16qcnGRDCUQXrGkeeLHUOMczCGX36ZO7ajCmYIwuFDo4ZT0IywBhyQ1ylVNRUDrkSEsT1Py1p+pA84Qrt+2B3ysxbRJ5frfk+XSm9VT6lvXr4ZXw02iTIPyo8hp+Y/nC3026JXy5oxW78xTjbkiH4YAfGQih9stxwsuHrtV4GOxzPJ+nDecdF0aG3F3xs9K06NYre1iFAEjFEjRR8szLp5AXkl3ktaQt3+aOtQ6j5lk/RXlOw+O00tm4IUHRpK0G4wAcZ35OVGXhjhhue9lnmbWdH19P8LeT4Ej0e2Ijv8AU4wFjonVYj39zkpkHaLfjwCHqyc+55x5n17y1+WOiSsnppJQtFBXd3Pc5VIiAbowlnk8T/L7ydefmPr0v5heeoXOiRP6mh6VNsLh1Pwsyn/da+HfIQgZmy5ebIMEOCHN7d5k1qOpjTigXZFUUAHhTtl5dMYvFfMOuLGkkStuBVm+eABuwYbNvnbzhrkv1aVIv3lxORFBFSpd3NAoGQmaDv8AS4Rdno3pdlH5f0WGyWjXEn729k7tK4qfoHTCBwhlOXizv5PO/MF76kkoqOEAJY+J75jTNlzsMae3+SozoX5UaXYR/DqnnrUGmYfteiWG570oAM57Uz4sspdA7eEPUPIfe9lhSOG2htY6COBFjT5KKZqJGzbbW6rcTRWljcS9PTidl27hSRkIiyoBkXzV+Y+u2uk6x5CmvZFgt9N0yW9nLGgDyHrv886XsuNCR83E1seMEPIdZ/O+CUSvp9tPcsSRE1OCAdiGbr9Azceo83XxwQj5vJdR/NPzBcysYUSAk7mnI0+ZrhGHvbeMdAg7bz1rrTpI0jMwYFeRNAflicQCRK30j5f886zq+hvFFaVvGjIkvSdkWlCaePhlZmRsxOnhYkeXc/SL8m/LemRfkt5RsUhjltNV0sz34Aqsr3TM01fGtaHNhgA4B5vnXa2pl+emesTt8GT/AJY/mBfeT5pPy08wSsreVYkh05nNDJp7k/VpQDvTjRT7jOQ7V0kseUnvfRuzcmPXacZI/V197M/PevWN9YEW86ur/ECviCCDmrxRou2w4zEvj3znqM1wOIcAoCrU7+FculPd22DG+afMF3Mjyl/iI6A7jL8YBciRIDxzVbtWkZ2AUd6ZsccHX5ZvMdZ84W9rKbSxjN7dD7SKaIp8Gb+mZuLTE7nYOuzasR2G7AtVvNY1iVJdUuWn9La2thtDFXtGnQfPrmbjhCH0uvyZZZDu9Ov0HlLyNZ6FCVj1vzg3rXwFQ8ditKn25MOO/XfMUHxchl0j97kS/dY66yYrbn0VUIKBRRR8st5uJyTNdQlUAV27gY0y4lZ75Z7KS1nBcBhJan+R/wBr6GHUZHh3sMuKxTyySH0r28twKBJSyj2bfMoHZokFf0Kjp88Fo4X1n/zhRrtjp/53QeSdd4P5Z/N7RdR8m63by/Yc3sLG35A+Ei0HzzF1kbhfcW3EaP46PkTzp5UvfJ3mjzL5Xv0KXnlrVLrTLlX2YNaytHU/MAHMmEuKIl3hkeZCDsNTNroWtaYdjfNEev8AIa7Y1uwI3BSS2m9CXma7qy1HUchSoyTI8k98qyzW2sWd1A3GZJ40U+IdqEfSMIFtWY7Uznz9p/6P8x3ACeml3Gk6gdCTs34jBE2HGHJhXbJpCk6038cIZhTwsnYqlF1IXmYfsx7D+OVyLdAUENgZuxV9t+WIW/LD/nFbUdTb9x5j/PbVzZWhO0i6Lp9RI3yduQ+TZhj95n8oss8vDxecnzWdgBme6pZiq1u2KQpHviz6JjaalJb0R6yw9l7j5HAQolTIoZ4p05xOGXv4j5jIkMwbQ80SsD8NO+2G1ItK5YmrUGvtkwWmUTaGNa06e2KEPIanCyCkT2xSAh2b7vfFmos1flgSsJ7nFVMyL0xplSgzVwpUie/hhDIBSY1P0ZJmFjHtgKVuRVwND+rFUUsv7pxXr/UYq//S76UC+miRxQQQxJDaWkCBI40UUCqo2+efRGl02LS4o4sUeGMeQfk7NqMmbIcmQ8Ui+oPIV2t35fSnVRT+mcV2vj4M7vtFkBxgPIPMEJ0vzHIa0IfkPvrnSaOXjad0Op/dZj73t7XNtqXl4kmvKP4h70zlRCWLP8XdSn4uP4PmspSR6EhVY/FnccWzyeSVFELKzKSfiNeuQI3UyPVMIATbhj0qf15TL6mqXNgPnDTZptZ0G7jkaO6t4AsskZqEIJ6/7GmeK/8ABJ0kTnjli+o+weuljjPFHkSpy7w+le3PD4tx/P8A5eebxkX1M5Hqvk25MEMkVU4D41R/8jpmRgNlwskrROq60qvII39L3f7GbHjiiwwPUGFx9aeVzIftjwGZAgGuWUvNobWRtSAQr6SSc/8AP6MnIc2BmWRRXQjkQ8+tfgpjMbMOI2z/AEXXIbcrBcH9zN/uzJiSZepX1fTrS6UyJw5SfErL45n4/VFqMuF4H5t8raZqoltr6zSWFvhkR0+jI5cNcnMwaqnxh+Zv5ESWKTal5bq8Aq5tT1HyyEccnZ4NfH6ZPli80+7sS8N1A0MqGjA7ZB2YNpjofmfVNDkDWly4T9qMnY4hZxEns+ifmVbaiYob8/V7jYFj0OStx54Xt+g6mi+jPHIJIn+0yHamJHVxSy7UZbO4th63GRDsa+BwVaI2HhPmjyTpWqmWWzUQXG5HHphMHIhmIeB635Z1XSZGEsTGMdHA2yNOVGYkkEDzwOJI3MbA9jTfBaSHpfl/8wL/AE3hFdMZoRQEnrlsZ01TxCT2fRPNenasB6cwVm/3WTvXLRktxZY6ZPLcIF61qMmWKWube5BSVA6sNwcrZg0wfW/IFjfhprICGU7gDplcotsclPJdW8s6lpTMJYWKD9sDbI8JDYJgsbDPG1VJVh36YGxl2jectQ0tlRnMsXdScIkWBgC9W0zzfp2qRqrSCKY9VbxyfE11SfjiaFSCD0p0w1aUjv4pdauYPLtlxa81KqluoiiA+KQ/IdMiRaQaFnozL8uBaeRI9Y0yNfRSOWs0x2eXiPtn59suxinSdo3nohnFtcvq90uuay3o6ZbmthZt+1T9th+rLK6l1/CIDgjz6l6dZHUtdtFvdXnOg+ULfcQcuEl3ToKbGhxA4ufJysIGPaO8kh1P81LHTJk0fyzZG5uHPp2dpCKl2OwG2RlMDk5uLTcW8inml/leuqcPNX5q3P16/c87Dytz/dRL1UzU6/LphjiveTHJqxH04h8Uy13zhZ6dELOwVFRF4RRoKKqgUAUDYDLQHF4Sdy8j1TzKzc25GSV619seFY4bO7yjXdYY8+T1c71r1JwSLscOJgWjw/prWpNQkAksNFJFu56PcsN/nwH45TH1G+gczKfDhw9Zfci9ev8A0o3Ib4zVUHue/wB2DLKlwQsvNRY3etXtno1mpkutVuI7aMDrWRgCfkBUnMPLMQiZHo7XEAS+m7aOKfzLDbWvx6T5Os00+xcD4TKoo5H01zmckiIb85bu3xi92drKWKrXatTXMRnwKusvw0y8alQts+3zFP44IbyDGD41/wCcgLN73z55e0dQXgttBguJE7bsQAR36Vzp+zNsRPm67USsvKf8K+rtODRei9MzxKnGlMFz+UIFFY4VFK9B45LxCw5sq8kfkxrvnjVbWz0iARWsj0mvmHwgD7XCvWnc9Bk48U9g159TjwRMpF9h+bvLfkv8qPIM/ljSrWPUdfnjAu78/E0cjUBPLsfbJ5YxhGuZdXo82bWZxkO0ByD2n/nFDzimueR7TyheOUm8r6kbIsx2NpPJ60RHyDsPoy7RysUejo/aXQ+HqfFHKQ+3qln/ADl219qn5xaXbeUdQfR/MflvTGng1GEUHFyXEUwH94jKACrbYdbihlJBGzk+z+onpoGYOxL5rf8A5yJ1fQ5EsPP3l67sriP4J9T0797asR+16Zoyg9dq5zmfsojeBv3vf6btTFP6hSvL+aPlzXovrGn34uVcVFaBvkQTXNVk0uWJqQp3+HLikLjIF5V5q8woYprlmVIkrzavb6cytPhJNMNRmAF9Hzlr+t3msO1vp7Nb2p/vbqlHI8EHb5nN5hwiG8ubz2o1XFtHkkkekx2kKsqcSWpVvtN3JJOXmVuECtsJrSPVIZ7w/wCiWP76T/Y7kn7sjP6aHMt2IAy3QV1rtzr+t3erXrsXuCEtYydobddo41HYAfjkoYuCFBhlycciU3QgjY7dsrYKuTQ3XamKRzYvcxKdZuN/twoxHuNst/hUblMUtQw5ca0IrlXEyEU10DU5vLHmXy15mtZTBdeXNVs9ShnXqptpkk/UDjP1RI7wkCiC9t/5zr8u2+mf85Jea9StR6em+eNP0vzPYFNklXULVDI6nvV0NchopXjruLKe1fjk+TtL0J9Yn+pW91BBdspFrDcNwErjoiyH4QT25bHLsk+AXVj7lxx4zV7pRdaXfWV3JY3lu9rdxNwlt5hwZW8GB/X0wiQkLBsIkDE0eb1fyNpOl+X2fX9eu4TLCpeys1YMaj9oDud9sdzsHDzSs0Em81eYpPM2rPqDQ/V4kjENtDWpCKSak+JrlgjQYAUx/FVIiowpBQ5FDTCyCwmgJ7AVwskhJLEsepJOVOS7FUw0jS7vW9V0zRbBPUvdXu4bK0TxkncRoNvdsjOQjEk9GURZp9j/APOTV/YWvnLQvy40VwdD/KTQrTy5bqpPE3aosl42/cuaE+2UaKPo4j/EbcXtCdz4e4Pm9umZjhRWYslrdMUhSJ7dsWVrcUNxzyW7h4mKt3/ocaZBNYdV5fDOoQ/zr0+kYKZ2iy4ejKQQRscQEE2gpiOdO/fJBrkgmFDhVQYkVxbEM57d8CVLFVGR+3Yd8WYHVCnc5YypqmRK0tY9sebIKJamwxJZNYFdirsVaDGhGKv/0/W3nvRBpmrfCDxkFQPl88967J1Xi4n5V12LwZUGa/lNqHpfX7Hl9ncLmr9ocN8M27s7N0QX5mWv1bU1vabMKGnuct7Dnx4+Fx+0x6turDbbzLeW9l9RSoB29xmznoYSnxlwRqpRjSTRn0mJ3LEbn3/zGZJFhwpniTO2hFS3ToaffTKJyYSlyRd1ew2PBABJdSilR0jB6E+/gM1Wr1Xh7DmnFA5d+jFvrK3GoW6l+YlLg/6x2zz/ANr9N42k3/gex9mMv5fVw/pel5j5tF1B5jlhjPpq3DhH/rZ5LkxiD7PhmCLe16BP9XtIWd+TqnxP+GW44cLQWNeYNcVnkSI/GnxO+2bDDBIFoKzvZLy3L/B6u+XVTRkkoQ26WzPKh2mb94uC3HnJK9RZSwcNv/kZkgoxzW2l7zkiDtv0UcssjFkZs10zWzAotp32/ZkPTMjH6GHFaH8w+hLC8iMFb9eZMDxM+KnlGoLE6NG68lk7HpjXCzBeKebfyz0TXoJSLVPUcEh1G4Pzyo4wXY6fVyxvj/zZ+Vur6FJLLao1zaqSdh8QHvmPLGQ7rDqo5Hl7xzQuVYNG69jsRTIFyAWb+WfPOq6E6x+qZ7avxRt4YglhPGJPfNF896fr0axeuI5af3LGmTi4pxEMtgAPxGhBy2mslB6jZwXcTRzxK4PQMMlIAohOnlmt/l7DPymsD6chFeHbKTjcmGZ5RqWiX+mOyXMLKB0am2VmNNwmCl9pe3NjMslvKY2U9jjdKdw9R0b8xJE4W+pDkBsHyyM2k43qWmanZ6gokgmV6joDvlgNtZiQyu0QsOH0jJgNRKrc2FvcxGOeJZFYUoRiQok8m8w/l1DcGSfTj6bmpEeVSxt8cryHUtDv9NdkuLdl4/tU2yoinIhIFLY3eMgqxQjoRtgZFlOn+c9WshFbFjdpM6xW8HVy7nioX6ThBXhBfQHl3y7ceS/MOhX2u831TU4JJNTZ9kj5iiQr/q98vhHd1WuzCeOUYHdmmtaZp8+tPqs0gjsI4UMyDo7j7K7dcu4erp8WWQhw9WTabaR1j13Xk9HT7f4rHTX2qB9lnH8MHNr49+GHPqXnvnf8wNW8z38ej6SGfmwitraLpvsKAZGUr2DuNNgGOPFJ6v5H8t6V+W9j+mNUMd/5tuV5Fn+IWwP7K17+OShCve4+bUyzHhG0fvS3XfO97fzSkzsxcmm/v1OXiKYQEQwG6vJpmLM5Yt1OLaIsb1O+W1jav2j/AJ0yMpU244GReR+YdUlnpFB8U87CKBR/OxoPoGYs5Xydpgx1uWUwtFomk2uno4Z4I/30g/ac7sx+Zyy+EU45ByTMnnuqX5uZmJPwx1AHv3zFnKy5uOPCGX/ljAkeo655pmFYPLFkzW5PQ3dyCkQ+YFTmt7Qn6RAfxH7A5+njb2Xy1aNaaVbiX/ei5rc3BPXnKa/gKZoM0uKRdxEUGTowXc7UytKjrk7T6BqTxGjxxch/sGBP6sGLaYQY0+ffziszH588s+aZikena55fjsRIxAEc8P7yhPShUmnyzouzJjw5R6gup1OM3bDre3t7l0S0P16ac0jjgIcsfcjZR7nNi4J23L2jyD+S155w1KK1na3kmWJ7m4t5Z1t7O3t4t3kuJnI5BR1A+45dDFxFws+sGMWP2vUptd0fyQ19pflS9jvlEQt31eOMRq3HY/VlO6x16E7nrlnHwcnF/LHUUZj4freSPpt55wunluZm+oROTNIakyGtSqk+Pc5QAZF2XEMA25ss/KfVI/Jn5oajotufTtdbsI3RRsFuLb4wPmUJ+7L9PLhnThdqYfzGnEjzBej/AJtXwl/Ouw131BJB5t0KFoiTWkiRGJ1/4KPMrJvJ1Wjx8ODh7i8c8/6TZXWlan9YhjLPAfRdgKq56U2zGyDZ2enJBD4qm0yCORiFMbA7lSRmNZduIjmNkvmsIYgW3o+5BYt+snDbKz3pNcSBJYbaAD1ZmA+QPfJAWx5LPMGpRqx4kUVeEXuB1OMY8RSNnn6tcahPJBE37sDlO3Y034nLiAGVmkZ9WaGMTLXkgqcPE1q8GrtHTmCVyBxsk/gu0kFag198gRSoxCCuxrgVJ+PPWJjTdIkH3nJH6UwG5ZFFCpU0FKjKW6kqvoeUM8Z6OjCvzBGTid2J5PqP/nLBF84fln/zib+Y0YLyax5CbQL1/wBr19HkVNz3+0co0npnOLLIdgfxu+GWEts5ScFl/n7j55sAWqre0+WPNPlfXrO38rfmpZvNpLqIdJ89WahtS0vspk/3/CO6tuB0zBy6eUDx4TR6x6H9rkwziY4Mm/ceob/MT8kPN35bWNlrziHzN5A1QB9C8/aSfX0+ZX+yspFfRfxVu/Q5ZptZHLtyl3Fx9RpZR3G4eREe+ZrhuGRKFXAqGde+EMwUFcOEhep3YcV+nCWyAspMBTK29vFX0t/zilo1pcfmpH5x1YD9A/ldpd75s1UsvJWNlGRbpvtVpnWnyzE1kvSIjnI03YRR4j0YTrWqXmv6pqmu6jIZr/WLua9vJWNS0k7l2/XTMuEREADo6vN6vUkx6ZNoisxZLHr/AExZBSPXFWsVUeprkmxxNAfHIpbgu5YCaGqHqh/h4YqQjUuI5alT8XdT1wtRiQ03bCqGY1JxZRQ79a4GaixIB98UhCOe2SDaswqtJyPNVFj9/jhLNbgV2KuxV2KuxV//1PfH5n6eZ7OwvV/Z2+g57D2Dm4Zyg/L3akdrDyzyxrB0TVvrhNF6N7Zv9fpvzGLhdRps/hyBT3zl5ntddCInx8e/au2YnZmglp9y2azVeIQwmMkSKfn+rNrLk6yW4TaA7lq02OY83FlTdzeJYBlQepcnatK0981uq1YjsObZCHi7nkwTUb4s7u0lX7vnP5Mpvzd1psfRIBqksN1DJzqY7lJK9Tmv1cfFjKDtMMfDMZdweiebPL6GTTtaKh0+2X/yPlnkWu0vhvrOky8bHLzzDDDElnCaTCMAD/PpgEQzucGJSreXDF6svJvhb/JzNjENgyptalLN0HJnep5ZZGFtBypsk0XpvuB/NgmN3Hy5UnvZU348f9XLIDZrhJiqTzJcmq19Nsyy3cVp4dUR2oG+JumHjLbGJS7Vb+4SIETfCn2VZsuEmwBjv136wlC29fs5OHqSTwrIrhYuSycSO2Q4WQlxMR12O2mLyFAef2hTJOVjlTwvzT+Xej64s8sMYtLofZkTbf3zHyQBdhi1UoPnLX/JesaDI4lgMkAJ4zruMxyCHZ488ZsahmmtXEkTtG69wab4pJeq+WvzJvLHhbaiPXh6ep3GSEqaZ47e36XrenazGstpOrEj+77jLgQXEnHhTeW2bir02pXbJgMRNAXmkWOp27xXMSvt3G+ExBZifCXifmP8vJIXe400806+n3yiWNyo5e95lPYXVpIY7iJoyvYjKiKbAQUZp+rX2lyrJbTMoX9iuxwA0zMQXt/lT8xreVoodS/dSdPUy6E3FyYa5PXo723u41lglWRGGxBy/YuLuFNhv4++CmYS2+06yvUaK5hWRTtuMHCGQkRyeQea/wAv3tka80keoK/vLbvTxGUTx1ycnHmvYo78ofy01i+81aF5x1y0Fv5a0a8WWGKXrNMh+E8fANjCO+7j67VCGKXDzp9afml5fl8waHcXdoeGp2T/AFiGQbEgdVzJkNnk9DqeDL6uRYH5a0ae2totY8zylktgHtbNztyA+0wxF9XNz5RI8ONg3nDzpea7ejTNNLOJG4Rxp93bK5SJNBz9JpBijxSZf5V0K38nwDUbwLNrky8gTv6VfD3y7HjoNOfOc5ofSu1DU7m/kZpHO++5y8RpYARSfgo3dtzucLeJJRqGow28bhGq4G2VymA344GReX6tqjTkjl06VOYk5uyxY6YLDeD9NwysOS2as6+znYH6K5UJbuWY+j3ptf6m0gNGqaV65KUraYwpht1fLEruzeJJ9h1ylvAsvdfL1gdM/LzylaSbXXnPUm1G9ToTCKCME+yU+/NJqcnHlkf5op2umjyeuRTKOlAF6ZqC7KkLdaiEqq7mnT548NtsIIHS9VhvLS4WR/VtJ2eJjXbYmNx94yRiYlM4XuGA+ddIOv8AkXV9Gdfrt15PuY76wjPxNLZKeZUePwchm00eXhyA/wA773W6nFtT36x/5xk8sXf5a6d54/J+SRPNN/p8GoRw3EpNrqiBeT2zIaiJ+oRl6N12zpvCBiCHzmftBkxauWLUACANbfw9x83g935xU6QsUVtPZ6hEWi1SzuVKTW8yErJC42oykUOUmdPSR09m7sdHj995o1u4uTHYEycG3t46NXf/AHY52yBNuTGHC9P8sedtQBt/LyaQ36WmLm2StYytal2YfsrXfJRkeQa8+CJ9ZNBONZEnlnWvK+qev6l4mpx3Gp3B2MiuPTcewo2w8Ml9MgWuH72Eo9K2ex/ms0Mmh/lnrkcYSfRtan066uh9popuM8Yr4UJzNluA6fAKlId4eafmRMYrURo1ORJYD2G368x8rl6fm+Q9QVTLORv8RzGdpEsVvZCSSTQKP1YWYASCOP0YJNWnHGW4YraIey+Iy3pTC7LCL+5N5dLBGwDuwUMegrtX6MtiKDId7NbWxsdN0aaGNQ1yal5SPiJ8a5RxEliSbtLFgWa3kHdlIA9yKDJXuzQempBJCqOisGXi4IruNjhldoXS6bLbsz2hqh39E9foOIlfNaXafqBeU28gKuK1UimMo9VCraHlquovWoBjT7l/tyMvpDODK4AOG/XKZN4QV3GvFu2xofDCGJD3rzRffp//AJw6/J2VmDz+RfP2vaJK53KxXsP1qNfYHK4baiQ7xbGW+IH8dXyrdWi3KFTQMPst/XM0bFotK7QtaTG0nH7p9kr+yT2+Rwsju+g/yb/PHzX+TlzeWENpbecfy+1sGPzN+XOrAS2N1G/2miDhhHJ4ECh7jMbUaaOXflLvbMWYx2PJ9Cat/wA4z/lt/wA5A6De/mD/AM4pa1FZ6tbp63mP8ltXlEVzZyndltpHNUBP2Q1Yz+yw6ZRj1OTCeDKL8/xz+9nkwRyDijsfx8nwXr/l/XfKms33l7zNpF3oOuaZIYr/AEq9iaKaNh4q3UHsRse2bGE4zFxNhwJwMDRSzCwUzuDhSEl1DZo09i1MEnIxJfkW12KvqvylH/g3/nHbWb9WMer/AJw6+mnREHiRpGhUlm9yslxIFPb4cw/rz+UR9pZ5jwYvOR+x5Gxrt4dczg6yZvZSI74Wk7KR2OKYqTHemLY0w2rigFRc7fPJM4rF65EpUm3JxZKDEUxVSBINQaHscWaJS9/ZlPyk/rkmBx9yvyBFQag9xgYgUpue2LJRfoe9MUhDMKjC2EKJNBkkqZ3NcLJTbrkSlrArsVdirsVdir//1fo15rNrqHl2XvVCd/ltnqnZ/Fi1AflzUS4sZL5qkBBI8Cc7gPPGVFYgJ3p06DCWEpIz0N93+W2V8TT4rd1eW+kIxlZfVK8mqafr65qtbrRAUObKGM6g30YFJ5mtrkmWFvVQftdKZy89RfJ3UdBOPNI7vUTLXff+XKJ5ONzcOHgSSW6+FjXp0GVkudGL6r+s2/mD8qNLuwVe5jgVJG/y4RxzzrtfH4epnF7fsvPxabGfPg/0r5sMfG+LuahGAGYEQadwZJ4zfArqlFH/AAGSjEtJy2kU+oIJlgXkEb9n/KzJoFr4kfbStSpanp/hl0YcTUcltXO/xcaKR9quHHh4WoTDHbiT9437PvlnhBujkQE8jJJFJyYU+zlnhOVjktvLlmh9NTyps2SEWcT6klWRkYEdR9rEelskVdiZI5BXr3y9gMvqYTewXDs6ux+E/CPbKCHOhkSKSKUbUIr1xpyLtCS6atzE6TRCRSN1YVByohkJ08k8zflfbXgkudJAt592MH7JOVyxdzl49UR9TwvUdF1DSZ2hvbZomQ7NTY/TlJBDnRkJKum6re6XMstpM0ZBrSuxxBIZSiC9x8ufmZbXKR2urD0nIoJexy6ORw8mnI5PVbaa3uoRPayLJG29Qa7ZkA24pu90sZOTnbFsJSvU/Lmm6vA6zwgTEf3oG+QlEFshkIeJ+YPIl/pzPNbKbi3G4I6gZRPGQ5cMwLCQHhYq6lWXxFKZVybCbZdoXmrUtKZTFOzxjrExqMmJENUsYL23QfPGm6qqw3Li2uDvRtgT7HLo5LaJY6ZnVH+JCGU9CMtDBJ9ca4mjttMst73VZlt4QNyA5oT9GRLOG276E8xW2meUvIllpcLqo0m2Rml/aknFCa/Tkq2eay5Z5s9dLSeDz5p0ujRXFzGQ7xD1o26dO+TENrcY6KQnQfN/nj8wbzWbptPsGPCRuEUKd/uzGnPeg9Ho9CMYuTKfJugQ+XbVdT1ACbV7gco1bf0wf45kYsVc+bRq8xynhj9ITu8vvUZpJ5d2Pc5fya4QrYJJcapEgPCm2RM2+OI9WL32u8a/HU/yjKZZHMhgYVqOtAqS5b42CqqgszE7AADck5QZ25cMfCxuVheWWrXNrKwn0cK19ZTI0cqIxpyKtTKiC5ESLAPVgFpqC/X5hy+0mVuVkHpRdzfAKTyp75Joeb+bda+rWEqrJxnnBSI9TuDVh8snjjZbBs+xzdIsf5UWKnmbTQ7d2au3xRLv+Gc1k/yh83e6eNUzV7hj9k0zAp2EYoT07i4lWK2RpbqZhHbRIOTNI54ooHckkZKETIgDqaTKQiCTyATG88rJ5G8w+YPIqgj9BTK8RcsWkW4XnI7Fup9b1AabA7DM3tPF4eXbly+Tg9m6jx8PF5/egjcpperaRqEoBs53On6ihGxin6E/I5jY97Hxb88bFvpn/nF7zemkzeYPya1R+Fz5ZuJb3ym7f7u02djLwFepjLVHtXwzrOz9R4uMfj3vlPtl2WYZBqY8pbS9/Q/Hkwz/AJy9/JMXkQ/MvypbSpfSUTzbpVpVBfBR8FwOP+7VAof5xTvmRnxWOIc0eynax/xbIdh9Pl5e58ReXhZ3htrTSoPWmdQI7NBxK+LSH9kA9Scw+b2mT07l9EeXPK9l5dgm1KWlzq14o+sXhFPhHSKIH7KD8epzJhDhDrM2aWQ10Dy/8wdViuYL2QsiyWsbiNq/tj4gop1NRlOSVlztLCg9T80a2us/k3o96oJKXmm6g7fy/uXib8SMz4yuAdRLHwZiPe868/arb6lZJdWdwk1vJEGDrv1UHr45j5S36eJBfNMw+Fz865Q5wLGWt/r9wbcHjFQvcv8Ayxjr9/TJRbJGgxDWZ59TuXhsEpbWqmNGA+FUH9csBA3LGtkp0zQ4b12indkIOzr1B/myU51ySm96l3psL2eoVkBQ/Vr5fsyL2DeDDK40TYTdhQ02USQ/RthmoCXOpsr6QD4YbhvUi9iftL/HDzDIMgikWRBQ1Pcd8rOynmxvUVki1NJLdSZTHuB3pl0a4d0XuiNCd5frU0lQ0sxJp022yORsxs2jPGMDMYt4ChcLUA9u+GKJM+8vak17/wA45fmt5aZaDy15y0DzHakHcC4EtlKKeG43yM9tRA94IYwF4peReLKOp+7Mu3FQl5bCdNh+8X7J/hhiWSlaXPMGKTaWPqD3GE7LSe6B5h8zeStesvNnkvWrry95h01w9vqFk5R9uqsOjqe6sCD4ZGUYzHDLcJjIxOz9JfKX51/kV/zmFoum/l5/zkjptr5K/NS3RbXy1+ZFnxtUuJDsojmPwwsx6wy1jY/ZIOa6eHJpzxQO345hyoyjkFH5fqfJX/OQH/OJX5ofkFc3Go6lZnzR5BeT/cf5601C0Cox+Bb2MVMD07n4D2bMzBq45NjsfxycXLpjHeO4fLwIIBBqD0IzJcRIL9uVy/8AkgLgLlYh6UHgbFSKGW4lit4EMk87rHDEvVnc8VA+ZOJNC0gW+q/zimh0zVfLfkKzkDWn5aaBZaFKimqfpDj6+oP4VM8hUn/JzH0cbiZH+I20a7J6+EdBTxzMtwAXHocUkKLdsViojFkWmO2KhDP9rJNoduDkEKJ74WSGk8MWQUmNBkmUUM3XFkvjnaLodu64qY2jkkWUVU/MeGBqIpqTp0xTHmomgFT2wtiGbrhCrckyUia5BLsVdirsVdirsVf/1vUk/mm8nsRY1JAFCCPfPoGHZ8Iz435DnqZVTHncNQ13JzMApwQCVWOI18W8e1MiZMTJDarq1toUUspkT1Y15TSkgKiruT75ptd2iMYoc2en051Bro+LPP8A+Zl95kuGtrKZ7fRonqkH7cv+U/8AzTnm/aHac9SfT9D6p2N2Fj0o4pi8h+z8d6aflzrUtxplzGz8vqtxVP8AVbrk+zsnFBp7b0whkB7w9GF6ZB47bN45sbdH4dKDzM7BYkEsrtwVFyBLdEDq+jvy9F1a+XbvR78mIowdIf8AIlTOP9odPw5uJ3HYOrhMSA/hk888wWZt7x5UFELc2fOfjs9N4tp3GsV5parbrRuH71V/mzIjJo4qeeX+nuk3ErxZfibMrg42yOVOLWvCMheJ47DMqEXHyrp2Xid6VyRAauNjF3Uycq9OmWBshkKHdBLH/lD7I/axcmOQpbMSOA6r+1gpu47Qdw5RwK7HrkSGQkuicBAK7PlkGQC76nDIeRHxUyUoMhkSm4sY4yx4VPHrlMokOTHIkrIFkIXp4ZCTkRkll0nByaCjYtwLFtU0ix1SOSC8t1lVuhI3H05EgFuhMxeJ+Y/y2urbnc6STPCN2hP2h8soljrk52LUg7F5fNDNbMY5kaKRDurChyDl3bKPL3mzU9EcCKcyQftQsaimSjMhpyYxJ7ZoPnPStWVUkcW90esb7VPtl8ZguHLEYs5SNWTkm4bw8Msa7QM0YNVYVB7HFmJML1rybpeqBmVBBOejrt9+QljEm6OUh5RqnlPUtGdi8Rlg7TIKj6coljIciOQSSNeUZBBKsO4yumfCzXRPO+paSBHJ/psA24Mdx8jk45CGMsYL6C8gX9hrOoSeZZKGDSbf9yrfsykEt92XxlbVOBALz7zr+Zf6a1H9GRztJBBJyuDX4ag1phnkrYONh0R3mWA+YfzAUwJp1tKQGFOCfac9KDwGV5MxIoOVg0VHiKL8mpDbTjVNQ4yXbCsEZ3CY4QAbKNVZHCHpc/mNXBYuCfn0zKOQBwo6djt15gj3LOZG8BlcsrkwwFjF75lSvBpkir+zUVymWRyYYKY7NrlqzUN0rOe2VGVuTHEe5INV1JggkhnMEsTh4LgfssDs2AFlw3sk1z5mg07TNVjW/fVda8wcV1DUGHFI4FPIoviWPU5O9mUMdyF7APMG1sQX6PyPFhQn6MiIt8jaOfXvWFeVFw8LUAwW456/eXszf7zWsbJFQ9etT9JywHgDYI2+2rGQ/prylali7afosELkilOEVM5ee8JnvP6XocYqcR5PTUkUrIa040/HMJzHpH5P6UNe/NT8vNL9MzLc67aPMg3/AHcDes5PsFQk5mdm4uPUwHnfydf2pl8PS5D/AET9uz6R/wCcqPy6ibRrb82tFieXUNAuZ49djj3FxpV1OWkcjqTA1JB7cs3XaWmGaJI73jPZ/tI4dQccvpl974r1i1+v6PeRoQzGP1YXHSqfECPnnM45cMg9/MWEul85S6L5i/Lj8xNNkaK601orPWXHdK8WVz3DDkPpzb9mzOLIY/F0namjGp08oSGxB/Z9r9L7jX7HXdHaNvTubO+iDcG3VlYAgZ1MN3xuGlnhyXyIL87PP/lFvIPmS/8ANmhWAuNDvJefmLS4VHJVB2uIfdf2x365iZsfAbHJ9C0Wp/MYxCR9XRIn85XnnE/U/K9qYLTiEbUrj4F368QK/hlRyGWwcoacYd57pVrnkfTtN0t7vVbl9Rv5qxWxI4RxO4oSieIHc74J4+EM8WoM50BQTj8vimsflZregTP6kukxXVoe9Gt/3sRp/scydObiQ4uuHDlB73grCOCx9O31RGMinnpsoIKuCaUPTpTK8rZieWalqd7bobU6eRcTnhBQk8j/AByoC3ItJNWvXsLW20K3dTrGq0fUpl/3Wh6L934ZaBSizuiXW00zQpIoVHryHi8ndsqFksiDbGdIcxztzFGNT9GWZGTNbmCPVdKuLNgGZl5RDwYbinzyobG2PIvONJAi9e3LVaBqb9d+2XT72cN1W/8AqjRFbmVYzTlGa/ErDoRgjd7MpAJLZ6qi0BkHJTSvb5gZMwtgjfrKzT3F0SKRQ0B7V61xqtkF2itSJm/mkJJ+eDIGyGwZbHOKKpNaZjkNwkrT0Me56b4Ako/ybf8ADQfzm0Xtq3lqO4ROvx2N5DOCB8q4M4qWOX9L7wuEWMg8mCQ/GgI7iuZRcNsggnEKk1+hhliuk2IPx+9P6jJ82QTEMGVWU1VhUH55WlDXVus0TfCC6io9/bJRKH3L/wA4u/8AOZ3nryPNp35W+eNGvPzc/LrVv9Ai0IQm/wBWtYZPhaO2Vg31mIDrDJXb7JGYep0sa4ga+5ycWUk0Xr//ADl1/wA4K2ek+VZvz4/IXSrqDy3LB+kvNX5bvBJHLZW7Dk91ZwyD1EEfWSBt1FSuwpg02qIAE9werHNhEyQPqH2vx/lcSyO46MxIzPLXEUKU8CXrX5HaVban+Zvlu61FAdH8tySa/rTN9kW2lIbpq+PJkVfpyjUyqBA5nb5tmMb2eQ3X6rqdzrWqanrN4xe71e7mvblj15zuZG/FsyoR4QAOjp5y4pE96AOEsVuBmpN7dMVUSKYqpHc1xZBYw74sgVNvD7sWQUWNAcUoU9ckzUHNTTwxZAKR64pUW3OLIL1dkIZeuRUi0YswkA6Bu4yTXw0Vrt2+/Fkot2whIUn6YSyW5FXYq7FXYq7FXYq//9fuybqD3z6SPN+OiUSqhdyaAdMgS1mSCv8AXIbJGSErJcsCsjg0r/q1HT3zR6zXD6Y8mWHSnIblyfGP5rfmTNrc0mh6XN/uNhat5cJ/u11/YX/JXPO+1+0/GPBD6H1X2d7Cjph4uQes8vJ4s1zyFeWaHiem4KLP/wAtdS9PUNRsmfaeDmu/++2/5uzO7On65Op7dwXjhPuL2m1aeeVbeBWkkkakUSn4mdvsIubkDi2eXmABZfS3kryVFoEKXV7Es+s3CD1pSeSwKf2V/wAr+Zu+dX2f2fHTR45fU8V2j2lLUSqP0D7WRXlw1lq0MwXil0hjdl/mGcb7a6O+GcXeeymo4Mso/wA6LCvM0PrN9nbls5zz+MH0COQ2h/L9Y0MErsU5Hh/ssyIQ9ayybpVrScubt8LK3Fg38uZqITSzT7jlzhanH/da5YOTDKiZ4yYjzX4v+NcJALSJhj9xDzZ+Sgf6uTDdxcKGVClCBQe+IDdHIlt2o5llHw5GTlYzsl9zD6iAgb0xbYz3QDtwTYHl0wNwKIt5uaAlvirxAy2MmMiunZWhck/EOi5KUeJlAsXkKiQ7CnvmLIObCSXXh5KGHQYC3QnulLAt+zvTBTb4gWxQuxoTWvUYr4jGdf8AJmk64jrLCIpz9i4XY1xlAFvx6gweGa35D1bRGeQwm5tRUrMgrT5jMaWMhzoagTYgGeJwyko6ntsRkQ3AvQ/L/n3UdLRYLpjdW3ufiAy0ZCGmeEF6vpfmTS9bjBt519TvC2zfdlsZAuPKBinQSp+WWBhaLEEcqFJUEit1VhUZJPEwrXvy8s9QjkudMItbihJjH2WOVTwA8m6GoI5vB9Vt7jRJJoL6IwSoeKBtgx6CnjmIYkGnNhLi5PqD8tfIfmnVPKLWGhaRcTSampe71GQGKJS/UgsN8shEsM+px447pVN/zix5siMsl35jtLKR2LGNUMjGp6HcZI4vN1kvaDHDYRt5zrH/ADjz570qd5rK5stWUH7VSslPYUp+OA4S5eHt3DP6gQxa60zzV5cb09Y0a4QL1nRSVoMjwyi5Uc2LL9JC2LWbR1r67FunpH7VfCmJLLwyHsXkf8p9X84RLqWrPJo2hDeNAKTz/Kv2R9GTjC+bq9Z2pHCeGG8vua8yeT/K+htMmmaXESlQZJaO7Edy2WmAAZabU5Jj1F8+61a2heUmMQvUlCm3HMQjd3mOZebahqM1sXhmclRsJAdjiA3mmGXV7Un4qjplsQxJY1eXDEchX4SDXJiLC7KlJeyiNYEPxy/CPYHvh4Vi9C0DSAmjyzcD+8kjhjO/xMXWp/HMfJJyMfQPrLRYzL5svXkPw2NkqRU6D4VBr95znMu2IeZd7j3y+4Pr/wArf846L5utNOm8x6tqfl3VTZfpa2s7NvSkjtbktFbNKGBBaQozAMNl7b5sdLoBGF5OcuncHQdp9uHDOsW4Bq/PqyP/AJxv/LHzn5T/AOcirSPXdRtNd8veX/L+qavp2uRD6rMHKi2jS6gqQWX1DUr8J65sNBo4YsvFHoC4faPactRpa7yP1vtrzLrvlyB/LfkXzBPFHceeoLu306CWnCaSKINJHvtVg/wjv0y2ZBFHq8lixzIlkj/DT8uPzE8l6l+UvnF/K+tWktvol/I3+D9Xc8ra8hIr9W5nYTRjbi27KKiu+c9rNIYEkcn0jsjtSGrxgX6hzDz6+8nWl7BNHY3M1vBcVFxa/aSvUEA9CDvmLDVGBsh2csIls9K/LX807rSjB5H8xSfVNZsEEViZiVjvbcbI8LnZiBsV651Wi1cckQ8P2t2RwzMgOb2W59DWI5PUVZUlBBFPEUIIObIgSDqYA4+T5W83+UdT/LnV38zeWYmm0OWXnqujAVRCf24x2zXZcRxmxyd/ptRHUx4JfU891zzjqfm6aNdP428EYIE5HwxE/aCoer+JPTKZzMubmYtOMQd+V2ozeXNb84eXbmVvS1KzlvbBnbkXb02Lbnqahq5bhlR97RroCUAR0LDNW07TbvyrBeTsYriO5lCzIPjoKUWnfc5PKe5oxW8T1zUYPLtLh53utaYUtoGNRCp6cvfGMW+I4ikUVgypBqFy7S310fWuJX68m3p7ADIGV7NnJF3lyJJILct9ptxgASs1V4LCS1ueYWHkI5KduXfGO+zEA2rQ66kJraFrplAPGNSflg4O9JYzcWOrz39xerE1iLpuRWoFfGvXrlnFECuaQiItCBb1LqUyM32qf1OA5O5RFR1uxsI7OvBIpBQRsuxwwkSWUhXJicIuJV9PiQg2kb+anTLbYmgyWwYRwqh2apLD55XPdlEpvHMdt+mVkNiu9zIy8QaeJwUm1Ty5di08w38L/wB1q2jX9lKfaS3Ygn6VGR1AvGD3SBZ4DUyO8FJLHe2gJ6lRX7svnzcRGMoNNsAQlOpr/ozk/skUycUhfpfx2kLHei8fuxkkoieSOKOR2X+7BJIyIDF+53/PvL/nHfQfJ/5c2H5sanbpeecfzCtPrtreSIOen6cWPpW8BNSpcDm7DrUDoM1eeZzTIPKLnAeHEVzL1r8/P+cw/JH5V6xaflL5a0W6/NT809Vpp8fkXSSCI5blSFS6lIKqzBjVKE060GV8Epx22iOZPL9rKMQDZ5nkOr8Wv+ck/wDnGX84/Kc+rfm3q/5T2XkHyfrc6XFzoGj38eoR6W8oHISKh5IrPU7AqpNK5laXUQAEDKz5rmxkkyAfFu3tmeTTivbPypb6j5d/M/VwKSy6TaaJbueo/SN0pkp/zzgYZjZd5wHnfyZk1jkfh80mmQKxoKAnbM2JdTONKXw4SWDWBMUOTU4tix/s4oCjilqn3YpCgx32xbFN/DFQhX2+7FkEMd8JbVFj1OFkpr0wFWye3fAhbWnz7YqqpJy2Y7+Pjkkr2PbCGNLCK4aZKdKZFW8VdirsVdirsVf/0O/qo3FaeJz6PJfjQyY3rOvRwI0MTrI8q0llHVh+Hw++aHXa/wDhh9Ll6fTGZ4ugfP8A+ZPmK4g8var9VkZJXohf/Id+OcZ2pqDwSez7A0YnqYcfJ8jXFyT+12+nOSlJ9MxwQ0c/I8Qad6ZEbpnFn35eWmoX3mW1XToZJpeLqyr8X2hxAzN7PxznlAg6btrNjx6Y+Jyfof5A8i23l9E1HU/Tn1qRN2p+7t02+BexP+Vno3Z3Zn5Ycc/rfHO1u1jqfRj+j73q8SeoRwpw8c2Zk6Y2Clnme0EditwhKyWF1EznxRzxb8M532iwfmNM7fsLP4eoj5hg2uQs6g8T8S8itc8u8H1vqEMrGLK++rfCytybkqH7XxZPHibZmyl+rXpm5M3FCOjZdGNMoT4WO2V16U0dTxo2Gizn62XyOoVSp5U7jBF1/GklwQz8qdeq5Y3xQcqgIVbjSmzZOm3HJI7lviAP05QHMihzKCKV+z1w22AJdNGp36YgMxIISpSgDUFeuSGzdErzJs1aNTsctH0oAQFzCsnxgdTlUhbkwlwpDON3QfccrIcgFAhQf6ZGmVqyRkEmvfritqqwVYsd8WYkjY7aFwYplDo4IIIqPpyQRxPNPNf5X6ZqYe50sCxuzvRR8DH3GCenB5OXh1hHN4LrHljV9EkaO+tWVBsswFUI9jmJKBjzdjDLGXJjaTT2solt5WikU1V1NMrstvN6Z5d/Mae3KW+sKZ4uguV+0PmO+XwzVzaJ4AeT2fTNTsdSjWayuEnibwO4+YzKEgeTiSBHNNVuCkkVvGnqXFy3C2hHVm/phJpEY8Re+/l5+Sug3+oWmr+Y9MPnHzBVWsdIjj529qPFyRQfM75RKY5t3qPpi+xv8FaoLFLe4uLfQbRVotjZoAQPAnNZq9eMbl4Oxzl+p5Xr/wCSNlqckkh8w6jCXNQ0b0oflmpPbGS9g7D/AEPYCPN4N5p/LLzX5cvB+ivMpvLQdTdoC1fA8aZmYu17G4ceXs5DkCw3VrPX9PhZtd8t/pKz4/vby2VZFHjVOubDB2nCex2dRqOxMuHePJ4lrvlPyXr5XVNHRLLUIJAymNQpV1PRlHv2ObEQjMWGGLPmx+me4Zdpf5nXGgabHoXmC3FvOAVt9XTaGRfc9jjVc3Fn2eMk+OBsdzyfzj5mtZeT28qyeoSeSmoP05DJIB2ulwEc3zr5g1dH9RgTXt4HMW3b4408p1e7MyPQ1Ug7ZZENpOzEUndloTUrscuYEqM5HpSFthTfIhEea2ziLOJXFWfoPBR2wksiej6f0fRB9U8n2Ajo13cR3Uq9/go+a/US4YE+Tk6b15X3r/zj1+UNt5n1rzR5982sbH8vfKRS61i7YELdNAplNup8AFq9O23fMHRaXxyJS+mPPzPc5HaeuOnBhD657Dy83q+v/mfqOmflB59/Ne6Uwaz+YMkn+HYF2+p2cpNlpcK06enAPUP+USc2EshnIl5jwBPURx9Ic/fzP2oP/nCC+1vW9E/NLWda1Ge/9NNK8vWF1ctyk/0iRppUEpJY/CoqPDMnAajI/Bv7XIjGIHmUt/5y41eLWvzi8keXpNTk0ux8qaM+o3V9DL6LQSzSc0dHH2GHBaHKchstfYuPhwSlV8RZvoP5neRvzd8p3X5R/wDOQtpC8s8Spp3meU+kl8i7w3CTIB9Xuo9iSDQn4h3GIkJbFpz6HLp8ni6b5d36w8k84/8AONnnr8urQ6z+W3mf/lbPlNVDR6FqDRx6vHAv/LPdxkRXFB2cA++a/U9nQybx2Pl+p3PZ/tHZ4MwovB/0h5J/MGCXSr0BdSsXK3Oj3gNtqNlOuzDi3F1ZSOq5qBjz6WVjl39Hp+LFnjWxVdO81ed/IUyQSibzx5ajPFZU4jVbZO1anjcAD5Nm+0nagIqWxdBrexBI3B7dofm3yx580p5bG8hvYnBju7dhxliJ2aOeFviQ9iCM3MZxyB5rJgyYJ8qeAeffywvPLt1N5h8qqJbZgTeacakFfY+Hgeo9xmHlwcG45O40muGT0z2Pe8KuNT+v30GqWge21TQ2MV5Z7iT0pR8anxqN1OUgkOwMBIEMC8w+aYtLW4t0vmdFDSafbyKUMbsN2KkU5HpmRfFu4ccHDsXk8KwXdte6tqs4eWTlxEh3FN679zkiSDQZ0KT61l1nXbWGHTdGnLhQDdyD04dhvRmp+GV0ImyVJHVMo/JuqGWO51LUorZ49hFbDkRTxZtq/Rg8QdAx475I2XRdNqrXHK7ZenqHb506YOMqAXMIYRxhjWJewUeGRZ0ll3f21uCbiZY/Ync/R1yQjfJLHptbnnIh062ZmbYSuP1D+uTGMDmqGj0e5nYzX0jPKegben8BicgHJeEnmqzW8MChVoW8cQbUgBAcwrbbZZWzC0ZBOWIB6ePfIGLOM7R4IP7VcjTZaTz3hsNVtLpV5FVZSvsysh/XkuDijSxlwytF2Xw2kFey4Z82lGhgR88QhJtYekAjH2pSBkwmHNG26+hDHGvRFAyJ3Ust8geV389fmF5F8mrGZV8z69Y2FyijrA8oM30cAcrzT4McpdwbMMeKYD92f+cwfzjf/nHL8ltJg/L6SHRdWge20ry5b2yqPq6laAqpBAVUSm4zTQxnJKMAa7y58ZACUyLfnB/zjxqdl+VH5dfmJ/zmZ+YZfzD551HUbvQ/yutr4ktqOuXak3N2xO5VKkEjoobMrPHjmMMOQ/H482OM1EzlzP4pkXmvz9+X+s+WtP8AKHmDUta/OX85fPukx6t558war5jn0ry5oEl8okW3WNZFhRYQwAjSM7Dc70zF4ZfWPSAdtrJpyYnfhO5I33p8tfnR/wA4efmb+TXkfQfzMvrrSfNXkjXvT5a3oMz3ENo0+8PNmReUb9FkWq128K7HDq45TVEHzcHJhMd+bx/yXMU8taxbKf8AerUrd5F9oIpOP4yZfXqvycfKfRXminXmpHvtl4LhzFhAU3I8MmXGLR6YExUCRX3xZ9Fp6YoQ+LJx6H5YpCFPXFsUz1xVCSd8IbIqB6YWSi3TFmtGAqpjck4lWm6YhW8KqqGo98IKqmSQsbrkSlbgV2KuxV2KuxV//9HoWveZ1QGKBw/aaf8A36f5R/k57d2h2gJeiH0vyRpdFxc/7HnF5qbyuXd/iH7Wc7mzW7nFhrZ5f5mkOpabqtrXmJUYqK7dfhzTagccJPRdnx8HLCT5g8eR+LOce/tknlny1qvm3WbXR9Gtjc3UzU/yVX+Zmy7S6aeefBDm4Gv12PR4jkyGg/R/8tvy20T8utLSKBVvNamX/T9TderftLH/AJGemdl9kw0MP6b4p2125l7UyXLaA5D8dXrun273Lgf7qT7TDpXwGbTJN0U5Vt1ZjFbeguwow7HtmJKfE0cQpIdbtW1CxubWKvOaL4Pcr8VBlOqxeLhlFzNHk4MkZdzyNrp5LRS55SfZY/tZ5FLT8GSb6tCXFCMmK3gZWanV2245Zwhv40GVV/iarN/rYCG2BY3cBo5WVBUn9nDTbGezLrJ2khTl0KqBgHpcGfNQuQv2vhVh9+SDOBY/c3EgYqu4XrlpDk40vZC6cgNspcgzQfpOSew6Y8RZ8S0gAMO4yxtCHeHn3+7A3QkgpRsVJ3pthMmYKXFnWqkNTAQ2xlaXTgPIKHrgO7fE0hxGyk7dOuQMWQk3H0Kgd9/lhIDLiTGCOo+LpSuIBWUlcRUIPLDVLx2qSopAANa9MspQUuvLO2u7doLmFZ4224OAR+ORIvm2wnXJ4j5l/K60uC9zorfV5eptX+wfke2YuTDfJ2OHVnlJ4rqOi3ulztDe2z28inbkNj8j0OYxiY83PhMSGy7T9QvtNlE1ncPA47qf1jGMq5LIA831r/zjZ5C85/nV5zQLIbPy9oaga5rVK0rv6Uf+Ww+7LDkJG6cWIdH7I6ZpPl7yFpMOi6DZpG8aAPJ1dmpuzt1JOajW68YvSNy7bS6Pi3OwSa5mluXaSRuROc9PJKZsu4jERFBJ9RuUtYHdj8VNhkQLUmnh2sXK3s8vqDkjVBBy0MGPwXNvbK9tdOAEqELbhk7VyYtSLfMH5reVtMk1GTUfKrR6Xq9wOckkO0buOnqxjah6ZsNP2lkw11DTl7LhqIHai8Jk161vFn0DzNaJYaoAQ9rN/dTD+eFj1+XXOnwaqGeNvJZtDk0867ny153muvLN/N9TnM2kTNtDyqYyfD2yuUd3Z4DxDfm8zu9a+sITz5A7qa+OIi3cVMelunkBU9D3yTEm0tr6cxr9mXv/AJWTTzCxq3EvCn7qI1c+J8MjyZDYMx8paTJrWuWGnRryNzMiHwArVifoGRkUA0CT0fb/AJU8nXXmf80vJ/lPTjSeeEQrJxqsXrNw9Qj/ACUUn6MwdbAyiIDqQG3s/KICWQ8hu/Rz829Ws/LflTXvym8oCGy8s+VvLoj14ogEj30kXrN6jLsWdQHf/WAzLNY4jHHYAOqjI5Moyz+qR+x8w/nNqkV//wA44/l7+jGVbN20sXMUewAigdeNPaQb5jCNFt0kK1M783t//OGMVvpn5RCSQIlx5h813t+SRRjFp9vHAjA9wGc7/RmQDUPeXG7ZJ4vh9757/MTVbzzr+aX5oazZRG49Ka00SIhI5VW3RwsjMkmzL8O9Nx2ymR3dhpMYxYYR8recatDcamby4gU6Ipjlv4RJKJUuINO/cemYwKxEHcA7GuQcuJpkGhfmB5t/LHXdKj8vahd39nq9vHdaj5NLPNEpdQf3afFxYipHHJCVMcumx6iPqG/f1Z1558rfln/zkPpsnmHQZl8r/mTaJ8c3H0btZU6CUCnqDalfDLdpBxcPi6U8M94dD3PlPyzpnniy84xeQ9cvJ7PzECTbS3U3KzvYgaFoCwqD/kg1GYmbSQluBTuMetljFk2Gf3mgo2rtDfrceWfNdnVU1awk9GSQA0Pxj4ZKHqrjMInLpeW4csxxaobhEXPnP8yfKsBh1exi86aQFIN9aR+jdqtPtSw/ZY+JWmZ2DtKOQUTR83U6jsURNxfNuoa5Yal50tLyyH1c6tBPbXtk6mN1KfHHyU0NRvvl9HhLZDagxTzpotx9Sur5P3otk9Vwd6BetMljlunJGwxLyfo8MLLq+qWq3U0gBtI5RyVO4ah2r4bZZkl0DjSGz0S51iaT9ulOgHQfRlNMBBJbjUmClpZlRK1JdgB+OGmVAJIdTaditlbzX79mReMY/wBm1B92Hhrns2RiTybOl6ze/wC9FylhE3WOHdvpc/wGR8SA5bsxhJ5r4/Lel2x5yAzy9S8h5E/ScfFkWfhAKsogiXjEgQDwxU0EmuJ3IYIKDoMmAwJSWSOQ9QTU5YKaiEHJER18OuWW1yCmrlTscDEGlUXDDeuGmYmld7KZ7qOuwVcMRQZ3e7IYRxhjFP2B+rKywVUemxwJISq9pLfWqHddj9xJyYOyQmeQYvpj/nDSxu7/AP5yb/KpbS2S4W0vLu6vjIKrFbxWsnOUe4qAvucx9ZXhH3hyNNfH8C+jf+fmvmqeW58m+WI5OUdxdz39wm+/oRhYwPpkPUZRoY+oy7nIzGoAPJ/+cpLceV/Kv/OL/wCWLIyWHkn8r5PMWp2fRG1DVCXaRgOrAgCp33yOA8RlIcyQGcxVDoB+h8g/lJ5c/wAafmj+W/li7h+vR+ZfM2l2l9byfEJYZbmP1VYdwUBB9s2GaXBAkdA4eP1TD+qjzN5U8reevJetfljqmhWcHlTVtKm0iPTLeIRxRQmPhGsUY+FeAAK0GxAzR8d7dRy97sOCjb+WvUPJepfl15z8/wDkXVAfrflXWZ9MlLCnP0GZVkp/lpRh883WKYnAS73V6mPDKktdQrMB0By8OOgphRqg9ckOTj5I0UMemLGKieuLJa3Q4CqgepwsgtbpiyCHbrizUSe/jiqEffCGyKHfC2BTPQ4pWHpiqwdMBQ2w7HEK1hS6tPoxVEDpk0KZrXfIlLsCuxV2KuxV2Kv/0olfas5JdjVuigZ6NmzzfnDDpxySObWOVUBpGOpzFllcuGlrdjk83KVyOh7e+YMz6i58RQDySy8m65rfmM6JpNoZ5biVvTf9lUPxcmPtmsx6LLly8EOb0mXtTDp9P4uQ0A/QP8tfy+0v8u9KFvbBZtXuF/3Jaj+07fyr/k56L2V2bDRQ/pvjnbnbOTtPLc9oDkHsWl6ZJesJGJWFej9yf8nNpLJTo8mXh2Z9FFHZIFRePHZR06Zik8bgyIk0ss97L6UNSv7bD9QyNxinh3sstt9Ntba3+MA16nwGYU88pS2RjncnzBrECWmsavbxbRx3Uqp/qufUX/iWcF2th8PUyfVuy8/i6aLEruMK3IGjD7WYFOeJIbiHDhfh+H4TjTbFid4GSeRQKKv8uAhyonZktnMVhA/lFMA5uHNq55MKqd/8rLAwE0guHCScguxFGGQO4czHup1X0/h6Yx5NoPqSyR250rkqcgEKLqWYUNKZGizjJWRak8t/8rGI4WziQcyD1eJ2PQeOTr0s4zQrW6k0bqWoT4ZBnGSTXtp6b1UnhUVfEi2+GRCMdtzvTc4hkC3BHycstCGXEcmVptBEoIB+E05UwrxKkqitUHUdMlagq5tmYBiaVAIphZWh3tqKNq1P0b4C2Rkl11akH4VqMjsWYkx/VNIstQgMN/apcRsPsuNx8j2wGAI3b4ZSDs8N1v8ALeZtQt7XRJgTqEyw2ttJuwZzSoPgOu+YWTFw79Ha4MxyGur9qvyK8m6F+VX5X6DoWgxo1zNEJdSuxQvPdOKyOzDrv0zUavWjGDXN3um03Ed2fyl3ZnkPJmNSTnNSJkbPN3cRQoIaVljUsT0xCvOfMd8SsgLbdP7MtiGqXN5q8ZZy5274bUPD/Od7dXl9MtjK8dvB8JZT9psSXNwwA3LArPTtT1G79Gztpr+7b9hQW+k4uSSAEm/M78kdW8zeVrqaSGKDVbVfVtOBpIrLvTkPs5m6PVnBLfk63VYo5xtzflx5nl1zS7m40bzAjtJbu0ayyD4tuzV751OOccgsOhnhOM1VMDWiSFP2H3j9vbLCxO6I4H+XBaBElDXa0VVA+NzRB4HxxBZRBC+KAxoFH0nxOAlnwEvof8htCF1rdxqcqchYW7NGewkkPFT86VwR3l7mjVS4Mdd5fop/ziL5fj1j88vMvm+/YR6P+XmnGe5lJoq8Yyvxe3xMT8spI4s47o7oJ4NJQ5zNIrStVuvP/kH8xvMdjex3+ree9X1q/ikJpwjnmMVtG43pSBFoPDIEkyvvaMg4M0AdgAHlPkSxvPMvknWfyq1pzBe6cXn0X1Nx8NeDIT2B6jtkgHMzVjmMo9xZr+W/5gT+V/LVv5dt42huPL1hNplxadGhv5ZmlnZvmSDk4DiHuRqNNHKQfO3jmka5q3knV9avtb0ibVNP1icyTXMMlACWrzr407HKpxILkThxDbozy41Hyx5ritbTy3FCdQ12/gg1ZxGEuRaq3qyGT2PEVI2OVhqAlDeXQK9lFL5Z83/mZ5jvbQLfaJp6zaKk26hHFEA49iFptkimR44RA5Hm8yhTWb2+XzWl96Gq3CSapeyafDVIIXaimcBhsWFCANhvkRtu5NiPp6cmV2F/D+Ynn78uPL2saVTX7bzFaXMlyCGWOO0UzyukqmtGRafry0StpzkQxSIY5+c93cXkmrPpUX1i/vtbQaXCDx5EXJcANUU+FeuQlEHYuThuMY94ATDQfM9n5kgeNeVrqlg5i1LT5vhlhbwYdx4HOez6eWGW/J3eHMMg80h80flt5c8xOl1cWUcWoRkmK+gHCQE/Ij9eWYNfPHtzDDLpIZN+ReNeY/y68yafaXNvYaqNQsZF4yW9yCzcAalQ2zCo+ebTDrcc+excHLpJx5bh5Lf3Os28jWzW9jDCuyLEXdlA6AVoMzhwuDKJJSZ7e+uqcrp4w2zFdjjxAdGAxAoy00SxiZZZIfXkHVpSZNx3AY0ByMshLdDGAyNXVQFFB4AZQQ2WskkkPTYYQFKBkDtXrXJAsSl8kL9xtkwwIQjxdyMlbFAycenHpklKTXbfGd6inTLIhoyJcT12ywBqpbWuJShET1bpu4FEHzJwXQZcgy0IOPHwFBlaUMRQ0PUYs0BOKXtmfHkK/RkhyQmORYvq3/nCXV7PSP8AnIXy9Ld8x62lajFbSK3ECVkXiGFRyBpSmYus/u/i5WlHqPuZf/z8I1M6p+b3kSwneMW8GnszFSCwE06g8voGV6L6JFvzjeISD/nOHVbe78+2c1rIJIoPJPl7RrZgd6LGZZPwAByns08Xzv7GzV+ke/b7WBf84P6dbaj/AM5SflPHdxNNHZXd3exKoqBLBZzNGzewahzN1xrEfg4elF5H9JNo7RzLL1KurD6DmkiaNuzI2fg//wA/BPKkflL/AJyh169tUEdt5/0Ox1wAD/j4jU2sp+kRKc3GiNwI7j97rNbHcHvD4jY+PU9czXBUpBVTt9OSBYTFhBHphaIqbdMWSw9DgKoc9ThZBY2LIKL/AK8WYQz/AGcUhDt0yTOKEPU4tq1j2xYhTINOuLJ1KZFDsVW5JLlFSBiqJyVoCkTU4Cl2BXYq7FXYq7FX/9PiVxqXqrStFFOROdtPI+D48HCgjfIDt9qm2VeIG3wjSrawy6hfR2ljE088zcYYl+0xxEOOfDFM5DHj457PqDyR5Ts/KlmzECbWLpf9Ou/D/itf8nOv0GghpI/03g+1O0Z6yf8AQHIfjq9g0TTJNRKyuvG2B33+17LmwBvfo6DUZOB6l+40+AVIjWPYDpSmUE8Tq4niSeGW51i4KRckgU/G52J9iMMjERcgxjjegabYx2g4qRXoz9j9PjmBmyGTTOYpCalq4gjJrRm2Cg1LHwwxxgCynHCzT5s80SufMN00if72wxyR/wCsvwnOU7fxVk4n0DsDJeLgY5dxMsZLj/J/ys556CBuSVW3IuylvhHw8myvk5BKTXUYW4kHcN8P+rjbMSVrGQCm9KbGNvtZEteVGzuBETSuZDVFit5zLioouCUfS5+OSmkoVBU7kfLIj6W1Q+01Qak9cHEWwFIbp7m0nj5MxVjxjauTq26BuKa2t36gpL8LHowwUGMiXSupc1NSo3OSZiS/00Ar4dSOh98jTMSQ11CHt2J2oDwH04hshLdjbxpxb27YQG8SVLOCSblT4UT7R/hhAZSlSIkhlQbA0B6jCYpEw5JGJAJ2HjjTNOFRvSj4GpHt1rjTHibMbBTUCo3IwNlqTxg9AKMKnAytJbmMHktPs9ffCGQNM9/IH8qz+aGv+addukJ0ryn6dnbipUPcygs3Ej+VRmt10v4Q9J2VGhxl6/pfniXyxqmpaPpRLwwTtbWcDuWRAhozGvic5LUHjL2GGFB7f5RvdQ1hXu9R1D1GXdIIztmJIU2yZPqV2qRtvSgNDiA1mTyvUZpLqU12QfZGE7NdsV1d5Eh+q29frNz8II/ZXucNtmLmxUeVpL6a3sbSHlPcEIv8WJyDkeJT2zTfLGieStEMVvbxm+lUfWLqnxyOffwyQDVOZk881Yn0LltjyDEj5jBMsoDd+bX/ADkH+VkPmBL7UbC1A1CBWdwoAZ1UVPzI65sezNb4UuEnYstXphlhY5h+dD28kbzWk+00DUUnrTsc6q+rzhFKkb841Y7Ho3zGRIbAhox68zSndE+GL6OpyXIML9VI6Febon8xAwFvfbX5XadB5d8mTarMODXAa4kJ2JjiWiD6d/vyeIVEyLq9WTPIIh9n/lvJN+Vn/OMOq65Nbn/HP/OQWpSad5ftePJ2tpkdBI46+mql5D40HjmNDYGR5yP2OTkqWSMB9MBZ97CfLn5JeWTpqx+UvNWs/l/5vhRUkmM5NvcMopVraSiMp8B0w8DXk1MgfVEGLyjzNo/55/lL5m03zF5i0y1826RZz+pL5j0ZCHeI7Ms0W3EsOu1MBb8eXHmiYhPJm/Lv829Zl13yt5xuvIXnW4VTJBKnBbhkFKTwSELJ0oSprkRL5sYnJhjRHEE6l0nzr5VRpPOnlVde0FV/f+YPLj/WE4fzy2rj1U96AjJjJ3soZ4T2iaPcWRaL+UHkL8wIY9Z/LrzjJo+pxsHMVOQjb3iqkiEexpkJxHMNOXWZMJrJGwg/OHlHz15KuBN5tu7TXPLuoWn6LvdXtQwlMNamWWNhy5LWtfDIVs26fUY8w9GxG9Pn++eXREubNZGkm092tbS+t5KRzW0vxgSAblWUnpkXNq3pP/OP8LDzV5n84XJMi+UPLt7dRyHoLm6HoxU96VpkouNrBYjD+cQ8z87avNDrvlSOD45oLqXUZVPQrCvEcvYs2SLmJnr1sNTt7fz75VBi8w6QB9ds12F1Au8sEo7njXicqy4xliQeRbITMJWOjM9K1qy13TLTU9Pl9W2u05wsdiN6FSOxUih985vJjOORiejuoTExY5JL5gnnSJSd0Q/vO5pluEC0ZOT5J8woYNTuFYVo7cfkSc6KBuIdFk+opVHKDsVp74SEAoupr3pkSlVFKVwJaxWmiewxVTZajw8MVSe5QrX4voGWNRSG4kKg0+8ZaAwkUklepqcuHNpkUOaKP4ZJgN1MsACT23rkZIpvTULuZabFi1f1YJMzzZMD8NcglScVPvikFKdRrGsEwG8UoP0ZOLJMQQwBHQio+nIMHpv5I+YV8r/m35O1SSUww+tJA5Ubn1FIA7U3yrUR4sRcnTSqYeif85ma5DrX5jeUNStYUEf6HD/Walmlb1iTy3OwpTKOzxcJe9yNZsQ8l/OvzhJ5w8xXN1LGYpILbTo/TrUfBaKp4+1cPZ+Hgj77+9GsycRr3M8/5wu1UaP/AM5Qfk/cNH6i3erSWBHIrT63bSxcvenKtMt1w/dH4NGlNZB8X9K8SFWYdaV3zRO0flZ/z8r8qDVPzC/JjV4oQZ73ylr8Usw6/wCgelcLU+wLffmdgycFnv4f1ONmx8ca7rfkuw6Hxzbh0oWAVriUoGQUYjp3yYNtBFFRPTChYehxVDnqcWSmTQ4sgoSHoMWQQ0h7YWQQ7nbCzihyaVOLJR6n5Ys1+RQtPY4qsOEK1hSqxDYt9AwhiVUjscKFCjeORZW3il2KuxV2KuxV/9Ty+bksAtenfOpt8b4KR9jDc39zDa2MbTzXDcIo1+02WQgZ/S05pxxw4p8g+o/JflO18tWomk4z6xKvG4uf5F/kTOv0GgGnh/SeB7T7Rnq51yh0D1jQ9KbU5F5DjbI3xsP2v8nM+7dJqM3h+960s9rpdqDURxxLVErg4uJ0/DLIkFtJqHmzURBByW3VqyeAX/KyEpxgG/gGCPm9ftNMtNKs0hQUCjrQVO2YRyyySddKZmUh1PWlhrFAQz/zdgclVOTjx3TCLy/C8pZpKt3Y/wDGuE250IPLPMN/6l/YXSj92JDC3+rJtnP9uQ448T0fZEuCYCV37sXbka17f5Wci9XBKIiicoya/wCtkSW+PqSTWJCgWYBttiMs/hbMPq9KWWkjrJuVVT8VMrJ4mzJyT2QnovxBuhy2i4kUrmi9Q8K7ePXJAOTGdJZeWzRsj1PBTTJGDkY5odZhC4WUEB1qNsjODIC0DqaxTQiQMDxNQMQG7HPhSiB2Vht13q3hkBLdukm0VZHTuOgH05OmCPCutY61ZcBCbULipjkh4D94CEPuN/oxiKZxO7GCeLmu2+4yPJy+aP04keqvuCBhLGadSoFi41DE70HhlrGPNCW9ujOTxG2RDYZUmUKBCQDyJrRMTSRK1GVgGIC8RTcHvgpnagzRxoR1Y4GwHvSS6+GOSQbEAn7hi2AvtX/nDWKKy/JzVtRO0uoateTynuSBxB/DNDrJeqR8nsNBH93EMU1r8v4bHVbnWhJHPAxeaSBvh7lic5YzeogdmdeUvOmmGyjtoLL6utKAqB1774OFEpUnGoX5u6hPsHFqJtJXiAHNv2crTSW/UQ7tcOPjcUUeA8Mmy5Ml0e3g0pHvZkAnkFIhTemSAtNpVquoS3kheRun2F7DE7Mo7vP9bvFhiZCw3BrmLklbkQD5o80yrPeyCoYb7/PGIcyPJ+Wv5t6EuhebLz0U9NFuCCg/kkPIfdXO20GXxMQJeb12PgyEPKy7B5YIzvI+3sCN8zKcK9rR0UfEBVGwFBgkWEDcky0iH1dStoyKj1BUZGZ2cmL7j0qxn8zp5Q/LvSPhvPMl1a2LMor6cTMPUcjwVak/LIyn6REOHjx/vDM9H2Bq95pHm78yrYia80ryJ+WNjH5U/La9UfuJpLX4L2/UUK/vGXgreA98HM0OjGRlGB6k7l7RcaWk1lHHrNjFrtgB+61W2UCZARszIu+3ih+jJOvE6PpNHuYab/WdN9S20u6g8xaOtVjtpyHlVP5D3NMIbxGMtzsXjHm/8rvy688STSXWlv5J8wNVk1C1BEDSeLxbAfMUyEoBysebJDrxD7Xkxj/Or8ky0+nXieevJfPlNAshmaNB3UseSfLpkKMXIrFqOY3+RQMfmPyV5/u21fy7cT+SPODfFqFrbn0JGkB3YgcQ2/cb4aEvJuhAxFHcMs0vzH5q/Skfl7ztrUvmGyvYmGh6lcNy+NRSS3kBAoWXcV67jBVbIGGMd4inkHnTR5PL2py2QJksLpRJp0jb0jDV4V8UJI+WVyFFvibFvXfy+jGifk15p1UDjdebtbt9MjfuYLRfUantyrhi48vXniP5oJ+b5n8063qx89Xn+H9Fl12XyzpSPqkcYJ9OOVi77AGu1K1yRjYb55BEq/lnzkrc7vSZuJk+G70+UFWU/wArIdwR2OV0YlmCJBF+VPMDaF5muNIuFEGh+Zp2n0oivC2vW3khHgstKj3zC12DjjxjmOfuc3SZuGXAeR5e97JdQpdwOrjZwVP9c08Twl2ZFinyn5zsDaX0ytyL8z9rwrnRaefFAOizw4ZFhUQ5N9oKMuLUAjVNab1GRLIKv3ZFK2o8cVaqMVWswO/KnhvhAQlVzRiakkHvkwwkkN1RQQB9JyyLXJJJV5GtMuBpoIQjgrt2yQKIpZeyEBUQkuT9kdx74WyAT7TGia2HA1I2YdxkJMU1B6b/AEZBVxINO36sVQl/AJ7do+hpVfoyQ2VA6dcNInov9qIU+VMMgpRzSTW01reW7FZrOVZUdeo4ntkavZlE0bRXnbzPdeZjpkl03qGwDojk1PGQ8iPlXfIYMXBfm5GbIZsc1fUn1Kazml/vo7OO3nf+cw1VWPieNMsxw4LHm1znx0XsX/OMEoi/5yH/ACUkIJp5s08UB47l6dR88q1n91L3M9P/AHgf1IIPjk8ORFPpzn3bcL84P+c8WmvfzC/J3T4k9VdP8k+dL+5QdVQWsalj8tsuB2+MfvYVz90vufiwh9SKNx0dQw+kZv8AkXnAtGJZISdRXl45KLVMIbJMFFj2xSFB++KVFtyPbCGYUG+0cDIIdz4YQyCHbFMUO/2sLaFNemApX4ELT0GKqTdMIS2P19MSqJAoAPDJBg3hVrAQqkRv8sDN2KuxV2KuxV//1fH+ivc6rFpwgRpri5ARYo/tM/2aZ0eHiycPC+T6kQwmV8g+q/JHlGHy5b/WLkLJrMy/vJf2Yl/32v8AxtnY6DQx08eKX1vnvanaR1UqH0fjd65o+nz6jMsa19Mf3j5s8Z3eez5Y4nrcCw6XaqAAkcS7U+/Bx8TqJHxEljTUPNGoCztuSwKfjbsB/M2QlMANsjHBDiL3TRNJt9EtEtrYcRx/eSn7RP8AM2YGTJxOmyZJZJWUk1vWXo0EH2v5ssxRb8OK2B3ErIC7ksP2stMnYxDDbs3uo3SwRK71akcY/jlE58Tl4zGEU11nyk0Hl+9l9T1r2NPWKr4p8W2YGrjx45RbtHq/30e553c/vYo5kIo6D/hs4qWPhk97A2LSp4vTdeR5/wAytkJlthSWarFLJAViAb+VqdMPF6WzHKIkxqCN1UrU8lblx/ymyinJySZCiuUDUJr9nMuP0uHYUeP70EmnyyxsB9Knc8SoFKBtwPHBJnAsbuaGQ890Ap9OAlyIlK7hzx49j0yLdFBxoeag+O3yyABbDJPbVhGRyNVrSvSlMsAYEps0DsHG/ILUP2+/JAMeJD/VKD4FJUfFyrU18MFNomw2/QrO5p8LM3EfI5AuXCWzrV2V0NaA7b4LZWWSRurIaMajvTJhhanDIoLKTQlq4OrNcZnDKAaFhXkPDIkM4lVZ1cAEEk9DiE8SHmgahCN8XYZIRtkJsc1B5Es7xjULDFIzk9gFJyJDkxIt9T/kZ5gn8uf841RXkPw3UrXckYr3kk4jOd1x+p7LQbRCE8r3l/5tjJu9Z5JIp9S33qteoIzn5RAd7Gb1ew0TT9Nt0htLdQQAHlIqSR88rJZ3aJKBetB7Y1aeTQQSbkfADsPHExUFWRUVgzDkF3C4BFShLyZnYsx37L4YSaWO7G7+T01Z22A7ZTKdOTEPFvMuqgtL8W3ahykC3JiHhesXgLyyk77n6Bl8YuQH52fnjqK3nmG7AoZeaBh3qo6fjnW9mwrGHne0Z3lp4zbQGPlI+8knX2GbEl1kpWj4+/tlZTjCe+Xmji1i3kk4hRWhY03ORnyb4Psv8odWhOu3NxZXyt5kubd9N0hInX1oIpVpdXCCv2hH8K+5ypMgBF+hnljTLXSdAsbby4seueXrWIRtpk9DcR0+0ELbE1qSrCvvloDpskrl6tijOMFoZJPK2uDT5HblNoF3sgY9QEf4k+jLBvzRufrF+bHr/wDRtxMz63aTeX9TG51C2BMMp8aqN8IbY8QHp3CEc3S0jS7s9ftCPgWYhZKeG+9cSGQA7iCkl7FZIWKW0+lzMKNCw5xNX+GNM43328A88/kx5e8zPJe6e/6G1kHnDc25KLz61BWhXfw+7KjjczHnPKTwTzFP+Y/kSF9P8028+vaQjCTTvMEYrdWsiGqPzUUcA9a70yuQPVyoyB5PTdK8w6d+ankoTvwTVrBuE3H9m4UfaXuFkA6H+GGuIIHpO3JmM8rWX5e+QdB4emB9bv5l6H1JW47/ACGVhjij+8lL4IT/AJxIt7DWvO/59TXHCW5upLOxoaE/VnEq037VUZlYuTzftHklEwI6En5IjSfyy0HzRqF5a6tbcJLOWS3e4tyIZwASpKyAV7ZjxjZcrNrp4gJR6hkmsf8AOHmiapaI3l/8wda08rxkSDUYobxVmQ8kZXURstDl3gg8nAh7SZIGpwB9xp89+a9f83fll5iuvK/nPSU1G204RG98zady9IxzbRytEQacu++ajL2aLNHfuez0fbUM+MSA5/N5p5+1HT9TggvtNnW49Q/GVHRT3y3S45QsSZ6nJGdEPIg1CczHFR0LgCmRLIFFihyDJs9hiqmxHSlcmhYWUD7P4YqgLmRegHTCAxKTT/EfE+OSDWQgJY04k038cstiQkNzKsZqx5E7Ko7nLQ01ZS23jaa7JIrwFX8AfDCWwmgnv1H4hLbuYJD1A3U/MZHiYKnr3kG09t6q/wC/YzX8MatURFd28uyy8X/kf4T+OPCp2TiBY5gIXPFz9lsjyYySLUNPubG4NxClT/uyP+YeIyQN7JBbgvI51qNm7rgOyUnvI29STaitutMmCkFLJPso/dGow+fXEswOjL/IXmR/J3nbyf5rjJ5+WNbsdSNDQlbadJGFfdQchmhxwMe8JhLhmD5v60dK1G01rTrHWdOmS50/V7eK9sbiNgyPFOgkUqw2OzZzId4/Mz/nIvX4db/OX8+9Vakln+U/5LS6JDU1Cajrk5FAOzMqj3plsN+Ed8/ua5+niPdH73442B/0C05DiREoYHxUUP6s6Ii3mzsV7HfbpijitDSbgjr4YQpGyEyTUov9rFIUm64pQ7dck2KDfaORShZDU4Q2DkoHrhTFDv8AawBmFuFK7IoaPTFVI9f15JKpGKsT/LjFCI7fRk1K3Axdiq075FVMjc++LN2KuxV2Kv8A/9YL+Vf5LT+V9NguNSiEmszJ8ZpVYFb9lff+Zs9J7M0A00bl9T8xdv8AtJ+byVD6B9r3fT/JV1cOqCM8OXZc2wJeXnroh6hpnlE2ENFTiafEQckclOty6q1ceU7vVJ/SRCsQ+25oBTKJZ+FiNSb2enaL5WtNFthDDGCxNXkI3JzDyZxJryY8mT6kVeWXNeEdVJ6nES2ccgR2YrL5cY8n5eoW61y6MwkagBjtz5Tu7lwqqQCaAA9scmW3Jhq4sl0XyNFYKZpCHuXFGP8AL7ZiyyU3Gcp9E2uPK6zxPCQGEilGX/JIyEptkL4njKeQ5Y0a3KVa3dkPFfA/DnK6uPhzk91odWMuGKW3PkOQ8SICrK32qZSYlzozSm78lyLGQ0JKt/xLDwBmMwYsfJc0chqnH6O+Q4RxNnjrx5UuVBopKjtTJhj4iW3Pli6QVVCP5eQxbY5EmutDuwoV0Ne9MFN8cgY22h3DuRxO3ViK7YCG0ZaS670SWL7cZ3Pw1HbCQ2xzKSaagG6mq/abtkQGwzbhth9ZQekWTYsvvkuq8WzIvqDXcJjjHpRjvTuDsfxphkiMuFDrBKgMDUXq5YdqeGSAZCbEtchj5RGKP03FWkHv3yqfNzMRSAoRv1pvkW606s5P3LM2wqNsUFyyIJJRxrVqgeGHkWSqjCUEtQ8D9n+GBKtxKkMu6npkWceaopB67ZKNpJYj5xljtdD1Hen1uIxIB/PIeIxyS9NuVprlMB9HWttJ5T/Ijyvp08ZUXIhMidDQnmds5DV5uORA73utLiMIgpz5X0KZo7bXtJURq/xSxjYMPHNVx9C7SIt7lpdlPqUakUiRQPUf3PYZXI7t8Y2nVx5dght3mqzOgJJbEbMjAMdWJQlPDJlgEFMRGfn0wk0EVaT3EqqSzH6Mx5zb4x2ea+Z9dEatFG23iDmOTbkxDwDXtRaWRlDVr+rLYBvxvGPO+v22h6Re39zIESGNm370HT6czdPiOSYA6rmyDHEyPR+cGoXl35l1q8v3HNpmeYDwBbOxx4xCIiOjyOXIZyJPMoCWNom4sNx1yVtZFOjrSo+nIFtxjZDR3Li8QjoGCqoPXfIlujs9z0XQGtLew1WzvZ9N1yEi4tNTgbjJG53HzHtmBPORKujmDADHd9NeUf8AnIjzjoEHpeZtJ/SMypxHmDR3EcknEbfWLd9iT4jMiGoif2uFl0B7rD0PQf8AnKjyF5kePT/N6SaZcsQBJdxeiyH2lXY/hmRHIHFlpDH6S+grHzDbT2Uc+ha7DqmnyqDHaXfGRCp7LINj9+WA245xm/UK9yVXd9a3DES6WtlIPsyW7bfcdjkw2RiR1tDC+nCekZjPB2ik3H49MaZ8IQrokg4OoPLopxI72XJimtI9lbyM7xX9gRS40+7INV/yK9cpnGmyBsvAbnyNa3eufpr8r2u/LupzbatZOP8AcfKp681atPmMrq+TkcdfUjfMOqX+lx2uia3dQHWLTTne0SMkesC3Esgah+1tTIyiYs8cgeTx3y75s1j8l/Pdh56s7a4/RV5Emn+d9MQEPJasRSdR3eNviHj075LFOtnE7Q0Y1OPhPPo+y9O1XQtZlPm7yFrllremaj/pNxYRSr60bv8AE/FCQw334mhByRhvcXQkSEfDyggja+jPdJ/OKwsk9O9WTgp4sjD4hQ06jf6DkhlA5uJl7KlM+l83/mR580fzDe+adHe0aXUvOb2ooACLewtHqGf3c9MrlKwT3u30ejliMN9oA/MvmzzL+W2r6XHPJ5fmabT5qtJpjkExnqTGf4ZXfe7iGYSeRh+M01tIGS4tzxnhdeLKfcZIhttVjloSN8CUwimrsRt45EhkCrlgRilTJ3+WKqbuoBqd+2KLQUrRCtWJyQCClMnHk1Ps9skGCWXk6RIzE0oP1ZOIssZMcCsRJdSDehMYPYeOW+TUQenJR0+ZYl5ShleQ1LU2I9jjSzBvZkttdQyfCsi8v5a75CiGG6Mr9J8MbZKkelRamSjRguBUEbN9BGNlBlSVXUOoaDKouFeWxZgFmNaoT0qclzSKLLbSaS+toxKguIJNlmA+JT/ZkKYHbkxfUtKKTSNbn05VPyDfPJCXeyHJI3eQMIp1Mcg+zXv8jkvcmkLIo5EEfDINz4HJhkChxzQlWFSgof8AKXAyO79KP+ca/wDn4Lefkp+Wyfl75q8n3PnW30MSf4O1GC8WBoYpCWFtcCRW/dox+EruBt4ZrNR2eZz4okC3Mw6vhjUgdnsP5ZaTr35x+Sta1XU0RPNP/OQHmW486a9bg72vl7QYzHZCTuEnuuIQHqK+GarKfDlwj+EV8TzdjAccbr6vuD8tIopIY/Slbk8MkkbsNwWWRlNPpGdNE2A8vlFSPvXHphkwCmwH9cLMINhRqYtB5qMnbFkFFumEpUG7/hkWaFPU4WSHb7RyTaOSHPXFYoZzV/lgDMNYUrsihaT2xVbiqtGvEeBO5ycVVckq01+jAghrFDsVW8RgpNqeBk7FXYq//9f6b235aaXHQfWKAdQIv6nO+l2pL+a/JcfZQzPqzf7Fklt5J0i1AFHfx4gD+GUS7Uyuwx+x+mj9UpSRQ8q6ZK4RLZ5iO/Mf0yuXaWWLbD2T0uSXDGMpf5zI7Xypo9tGFNmJPHMHJ2jmn/E9LpfZDQYY74+JfJpOmqfTS0iyI1OT+cyy9i6MHhjjih30nTAu9nD9IywarIf4nGn2Looj+6igxplk7cEtIfuyRz5P5zhx7J00jUccU6ttDsE+3aQ+r/xizGyazIf4ne6X2f0kOeOPF/VRv6Jsf+WSH/kWMp/MT/nOd/JGm/1OP+lVRpFif+PWH7hgOpmP4mwdjaaX+TiwjUtB0+K7nH1KMl9y1N9+u4y4ZTkjbyWs7Nhps8hGKTtoljSnorTww8IcSNxQcvl2yfb6pEyjxWn6sjwhtjkP81J5/KOlH+809S3ipK/81ZHw/Nuhkh1ggH8oaOK/6JMm24D/ANVyJxHvb4zw/wAUT80rufJWiSBiDcx16EgHBU/Jt4dOesgxq+/LrTZa8Lwg16tHgufUNgwYf4ciRN+WaLKzxXMLfB3FPoyJl5NkdJfKYY5f/lfdMxcRRSjtRv6jAZBkNLljyosfn/LPUI15rYmRabqKEYiYZHBmH8KRzeQru2R5XsZEZq8W4nYnao+WSAQTIcwUNL5ZurMqYm5B1AO3Q96Y8NpGXvSSbQbksxCHn14e4wmwz8QFheseWpZJ3ohHDrXIndyMeURY/L5buF+yhIXqMFFyBmQ36MmiVx6ZIrtkeTbHICgfqU3NjQhq4s+JGR2pjDkqfU5Ci4piVV4nhA5DqSaeFcSGQKSzXD82XkQAevtjybfclnlu3svO3nXTtOuzL/h/Q5Un1O4VCyO6moQkZp+09Z4cKHN6TsXs85Jgnl1fbfmjRU87Wy2NgK6ZottWJkB4tKR8KgewGcgMhiXtpQEthyDfkFWttE/Rsi/vbFyir3IboMJPVIFB7vpNgtrawxU+IDlIf8o7nKxu5ERQU9bmVbSRAachQnCES5PPJZljSp28MlxNdJBd3iKGdiNugyuUrZxiwbWNYCRuFO5zGkbLfB4b5g1asklWqf8APbJRDfF5hf3VFeaRvEk5fEJfB353+fm17Vz5Z02atlZHlfyqdmfsn0d86jsvScEeOXMuj7U1d+gcg8w8qWayTalKV+C1hjjHzYk/wzbh0olsPNI9TobqSgoAxFMrciZ2CDdkhhaRzRRucrPNux/SlFqx+spMRx+Kqqewwk7NofSujXIu9Ks5kNf3YU+xUUOanKOGRdlj9UQjzOUBH7WQpkOSCuorO8jKXtvHMjfaZlBI965OMjE7IMRIbso/LHyR+avmKbUrr8nBJBZaJL6V9f3Fz6dnLKRyMEcT/C7gdadM2OHikLdLr9bg00hGZ5/F6rZ/m1+YflO5fTfzL8kufqh4XWoaZUSoR1L27/wOXcdIhwZBxQNjyehWv5veW9USK40G4bVzJ8M2nBDHcRkjaqt44fGAZjEerJ7G/wDM+phpJo7fTrNh8CAc7hffwrkgZFB4Yoi4i0SxYXmrXQu5h0uLhubg/wCoP6YmhzQDI7BTfXJLthbaRpjtI4/cXUg9KE+4G1flgu+SeCubzHzr+Xuo+cfTuNRv49M82acRJ5e1OJAYQVPL02PWhPUZXIE826EgBtyRvlbTND/MnQr7yZ5ksU0L8yfLYZb63bpcofszw12eN+9OmVVazySgb5xL5k8wfltP5S129h02aby/qcTfGsDMkUm+zADp9GMpEbFsAEtwh5vN35heXbR7q4e31y0hH70MCZEH81diffEUS1ywx50nnkWLUPM2r3OsTyevHM6TanqIQrGyoB6FpCG34g7scJacxEBQezzCrqhNK5BxwQ8Y/OHyR9S0fT/zCsrYIkF0NH1v0xsTP8dvK1OlSGWvfGJ9XD3udhnxwvqHgrgqxHcHfJNqJhlPGg2xISCqGY9K9sFLbTTE0ONLak717/PCglBSyew9t8IDFASPxBqaU3ySsauXNxcLG/2F+KQe3YZcBQaybK29YLay9hSgwDmyVrSJfRhUivwio+eJLCUbTOHTorx1hjjrIxoKdcPEwIpZqllqPl29t7a4cyRXKhkDEMaHwI3+/HmgESHuZ95S/Rjc7jUL2C1Ef2TJIq/Pqcgbapk9FTzv5n8uyaJd6PplzFfXV2FVpoxyRFBqTz6V27ZKMSnHCV2Um8ieYtA0/TZ7PWZfSkaUPDIQWWlKdumGUSU5YG9mU6inlvV1M9lqVsZQNmSVVNB/MrUyBBYRMo82ASzadZvK95aQ6tB6csXosaULqQHjYdGU0IOCUTIbGnKxzANkWxazhjuJLWK4YpHMypI/cV2rlhNMRzp7J+Zv5O2fk/yN5S886PrUupadr95Jpt7bzKoe2u0jMq8GWnJWUGtehzGwakzmYEbhy8uEQiJB4zougan5j1O10jS9Pnu769lWJIIUYqxchQSQDQb75kykIizs0xiZbB+/P5XeR9e/5x+/5xf/ADX/ADY/NOWAea7jy+Y7aO2ARbSytbU2ml6fAvQASSVNOrMSc5+eITkBDlf38y7cTMIky7n4cwwstrBG/wDepGocj+am/wCOb4GnmzuokFeo2y0m2tSbrT6cjbYELJ1rkmqXNQk6YqFBvsnFKHbv8sWYQuLJQb7RyTaOSHPXFKGb7ZxZBrFK7IoWHriq6JeTgdhucQgophQ5MFbW5JK0mmApWdMighvDbFv8K4VWN2yJSFM7YsmwCQxqfhO4PuabYq//0PsLGVWo6Z0sn5/xERXluew3yLZxcSc2kKQp/wAW9zmLOXE7zSYo4o+a2W5/YTr3yUIMc2r6BTPwj28ctab4UulkaV+CYXX5cpySoJvaWoh+Nx+9zHnPidxpNL4W5+pMV2p7ZSS7OKoAGyDaBxL8jItoDGvMEf7y1m/35scydObDzPtDiqcJ97F2+14DfMkPKy5uZhT9WG2YQTuN6nj9GAt0QgpCniMikCkE7CnX2xSSgZACOu3jgSQDyQTxqegBxTaFkRT9kUbA2RmRyKGKkA0civauPhhyoanKOpUpPUI48gVHQEDAccW0a3KOqBkhik+3bRygEGhXI+EOjZ+elLmAUvl0nS3Zi2mwrXoV2IJ6nHgPezGpxnnjY3deTNKuGZzAysSehwcMkA4D0ISO48gWThvTcxH/AClByJEuoZxGI8pUx26/LcmpSSOT57HG66MxCXSQLH7v8urgVC2pYHaqkHEEMuGYY/c+Rp4yQ8DIOPVge2Ch0SJyHMJPqnleQwhkjqadhTph3psGR4p5ks9UvNZ0/wAleW7Zr3zLrZ3iiBJggBo8r06CmYmpzDFEku47N08tRMAC317+XX5dWvkTQ49It7q3mufhkvo7i3obmVup5MO3QZxOqznNMyL6XotNHTY+Ec+r6O0bRIdM09I0t0h5/vJkUbcmzCMb3dhCNBgmkeWGg80X08dBY1Mgp0LFqgfRkydmsRuT0x6RqFXqcEm5hPmK5SNWBPwxgknISNC2uTyW+1ZZNkb4VyJybIAYRqms0DAP0yFt0YvNdc1vgjEvQnpkAG0B5Vf3RmLyyNxQb1OXwDMPln85PzRGk2smiaLJ6mq3YMYKn7AO1c3XZugMzxS5OBrtaMUeEc3xoYjFLIZHMs8jcp5TuWdtznTgU8tKZnu9B8kWwfT9ckBHxTIGI6/Ch2/HJAbLI0YhgWplVvJyTRVY1OU97myFgMfuJfrNN6RKfgTx9zkeTdEKKmhJ8MBZh7n5DuC+luhNQrVX2zX6obudp5bMlnNHIr13GUhuQ0jco3VujChw1ur6k/5xQ/ODR/JcTflX5r9PTLS7vZbnyr5gpSKR7hqtb3J/Zav2XO3Y5tNPmFUXju3+ypzl40N65jy7x+p9y+bvK3l/zBavNqNtALyCJjbaiQvJAFJ+InZl8QdsyZwB5vMabUZMR9J27n5b+dE/SF7NP5D8r6lPr+mzFrPzFoNsRDHNE267bSrtuN8wwN3ucU+EXOW3mU28nfmtrev30fl/zjf3fkvXygQSXEBhhuJBsabAoT75Ik97mARIsC3vukCwsmdxB9buoxTVLeciSR/+Loia1HsMnE0xNlOpdRtEitgZS+kXL0tL1ft20o/ZbwAyfEB7mNH4q66vE850bVisV2afVLn9iUH7LKexyJN7FAjW4YF540S4vjb+YdFZrLzj5WbnZzRni0yDd4WI3KuPuOUyFbt0fsYl5uv0856FbeZoD6tzaUS6BFJFAosiOP5kbDMCUbDZEcOzG/KWhR6jJcXV9biWyVDFGjiquzbNt3oMrhFmSnP5K6Xp8x/MTQrOYTv5c1JfQUNy428wbj9AIIywRt03aWQwlHuLJ9RsnhmZQvxKarT2OVkMccrDNfJ+m+XfNMWqeSfNqudB822jWN26KWeF/twzoB+3E4DKcpzRNWOYc3SSEZb9XwL+Yf5f+ZPyp866x5D81IrX+m8Z9N1KMH0NQsJhygu4WPVXHXwaoPTLYTE48Q+Pk5co8Jph26mo6VySAV9T16Yodz98VUjvkgVQ8tKjxwqlV3JQUrsdz8sIYyKSJ8XOQ7mQ1r7dsuLjyNlRvAXSKEbmSQDENkJWPcinvIYSIwebjbggqcFWzsLo575nDxu1kF6MD8f39saAQRatKlpK/rahfPNId3eSQs2NlhVck/0m78k2pLX8C3xbopVmUe9Bg3YSEujMYPNf5bIoV9FSNenJrQEffgotZxz70QdY/Ki82ksbeKv7QheP8Vph3Rw5Ah30L8q9S/3m1RLKRunGcr+Egw2U8WQMc1XyTYW4L6Xr0V3GeilwWp9BIOPGzjkJ5hjEWn6ja3MRjgW8aJwypH9o0PgcZEU2R3Oz0vzR5vuPMC+Q/KWvQ3fl7y3o8pmuWu42iVrq4orzBiOJCooAPzzFw4+EykCCS5mWZkIxIoB+zP8Azij/AM4/eRL/AE3SfP8Apj2OpaK8Y+q3dqUljklQ/EFYbgg9a7jNXnzyJILscWKIFhgP/Pz7831h078vv+cfdAuRGlxHH5n88xRnYW0LFdOtmp/PIGkI/wAlcytDDiPF3D7S4evnwx4ep+5+QxXNi6dCSrv/AFyQLCQQjr3yxYlBv1bFgeaFbvioUfGvbFkFFujfLFI5oTFmoMN8IbIobufnhZIdu+LINYpccAVo9cCERCtAW7t0+WEMZFUbphRFZsMmzCkerZEpbwK7FW8ILBvCqmV/mORTaM9Ei0Lk7swYAjtuKg/Rit7v/9H7Em0uQdojnSeJF8FOizfzUXb2co/eGLftlc8kXL02iyD1GKLkjuGQokWVjhc3LiymNCKkLWdf91ZPxItI0eUfwqEtrdS/BHF9OR44tOTR557RijrTTpYfjeP96euVzzCTsNH2ZPFuRumAt5z/ALrygzi7KOlyHorejP8A77yJm3jT5O5eIZf99yZC20YJ9xXejL/vuTIM/Bn3FK9atZZbIskdTFvl+nlwzdR25pZ5dNcR9LAbhmVR8LKPHiaZsA8LkxlLZJ6bEnftgaxLhQbzj4qd+oxZCZQj3Fa1rTCIpEuJBvITvX5YJM4lSeTwORpnzQzSNt098DMQQzMDh4U2ok19z448LK1hFNicPCytRLCtK4pJtYSp7csDdEtUB7UxZKRXfpXxw02gBYY4z2GV0yBU2tYzvxGLcChpNPRhSpp4dcr2bROQ6sI82my0iwTla/X7++kFtpOmRKPUuJ32VVpvTxOVzmMYtvwYZaiYiHon5N/kZp/kJdT8163El75880ES6peN8YtYqfBawV6KvenU5zmsySznfk+o9j9mw0OMbb/j7Xr11osF5MkkttHIsJqjMoO+ayeB3IlaT6vEYIWWMfG2y+3vmLLFTaZsbt4DaRFpPhY1ZycxyGUNkpudWUFuAqegORpTJ475/wBfFnZGMOPrF01APbucxs0uigPHX1Pjbci+5GRDNgmo6ruzM+y1rllMg89vrt7uVnZjwX7IycRTaHzX+bv5rQeX4ZNH0mQT6pMCoVDXiTtU08M2/Z+gOU8UuThazWDEKHN8dXH1pjPq2pyGa/uSW5Oa8S2dTCIiKDyuXMcsmP7lifpJySGbaAmtad5W1rULS0WbTrmfdySHDqOPJfbemTF8JLImByRBO7y+9aeVuU54hjURj+JykuwHNDdvCmVtxV7a3kupkhjUs8hooGAmkxFvbdCgXSreG3U/ZUB28T3zCy+pysezI3dJCQDSu6/I9Mx6IckKDREA9D7YeJatLr20NxA8allcUaJ12ZXG4IOTjOjbCUbFPTdN/PTzpc6DpfkPU9Rm43NzBaS3nOv+jFgr1b7QIHbpmbxkir2dFk7NxDIcgHqforZ6n5UbSNM0rQpF0FdGMbaK6Rqbf4FKhZFFDxevxU3rvXMsEVQeTlhyiRlL1Xz7/glvma08g+fbb/D35o+WLW0muRx0/X4mBjL9mgvEAeJh1AY5E0ebPD42D1YJEgcx+sdfg+VfzL8heb/ygsE13QNdl88+VbaVY4A/H67axMfh5yIaMB05feMqnDh67PSdn9qR1HolGp/YUv8AI+t+cPMdrq7DyHLeWgdINTsYbxEuoXZRJHOsUgAPJTUb4BE91uVl1eLGakaZFcapbR6JNYeYlvtEvbKQnSpNRtpIgtP91mYBkoe2+Anai248sZn0EFRPmi3udLstRi1W3k1a2HozwrKrNPEp2JAPWmAybhGmLfpTTtE1/kRTRvN4C3cBPww3LDjzI7Bq0OCJo+RbBuEs8yT63d3Wl/lZ+X6GTzNrtYjdk0S0tSSZZpHH2fhqSfDJjuaNRmGKBnLkF/5GeVLv8tPM+i6jJqC3ul/mHY6vY6hM1Rvps/G3uDyrQM4NO++T3DpdZljqIEAeqBB+b2vzCsEcpcGnYHtTrlRY4bIYnFeyW93Hc28jIYmBVl2OxrkJbudj9L6n86/lNoH/ADlb+UFhYWtzDpn5w+RIJ5/I+ohaJcRlecmnXFN/TmK/D/K1GG1cxgTjN/N2UJCQovxiVZeU8M8D2t3ZzSW17ZyikkM8LFJI2HYqwIOZZ5oXYFaIBxVYVpim0NOaL8skFLGruQkkD9s8R8stiGmZpSAA27DJNCWuzXlxHFCeCRVLzfrph5N0Y0EwtLaSaX6lpFm99dnrwFae7N0GAmubIWS9f8l/kH+Ynne8it4bNo0k+JhzWNQverNSgyHHfINebPjwi5mvte33/wDzhh50sNPlujocN6kEZlkaxuhLcgKKk8Wpyp4CuRJmN3Fx9r6SZ4eIi+9r8jfyd0HzdYzSeZLV3ksr+W1SP0+ImEfQsRTv1xiOI82Wu1hwCogHZ49+dflCx8v+a73y/pts0S215FbIxNEPIVoo+nvhgaJcjFl8XFGZ6vZvKf5D+Wb3QSuq2sr3l3EkgulkKvExXontXtiJl12o1BjP08nzP5p8kXHlLXr7RNQaG7NvRoLhF2eN91Yg9D4jLbcvFk448QYpLo4J5QhUHgCV/Vg4m0SS6GXUYb9bezmmFxH8QAPOhHhXEgEbsxb6q/J/8/f0Hew+VfzQ0iz8w+TNRpBf21/bJcQ8CafvI5FNB7rQjxzAz6QH1Q5udg1X8M+T9HovyW8+flP5X1T86/8AnB7ziJNFvrQ3/mn8kdRb9KaVdAJyMunFmqJVFSqMQx6B/wBnNf4sZms3z6j3ud4ZgLx/Lo/Jzzl508z/AJlea9d/MHztqH6T81eaZxcapcBDGkYRRHHbxx/7rSJV4he2+bjFjGOIjHk6HPmlkmTJjOWNKhKvIDscQtWgmruMm1IB61NcmwPNCy9cWQUG6HFKmw2wM0E3w19sLJDua1ws4obucLYVA9TikNYlLTdMAVs7n3wIRgAUAeAwtJabthAZhqntvkkqZFdgKY0zW5FXYq7FFN4QxXohd1jHVjSv6z9GJVkS2a/V3XiNhTgGFeHIDke3TfAxvd//0vsCbqZzX1aZ0vDF+fTq8kv4mlnl/wB+y/fjwxWOoyfzpI4TuqVeWT78jKMXOGokI7yKGe7nfZJZffD4Ycaesyy+mUk3tPXVec0smYk+G3d6PxYxuciizNL/AL9OVGIc3xp96tHNLX+9kyEm/Fmn3lFpLL/v3KuFzI5p96ss8/8AvzGg3Rz5e9WW4n/35kS3R1GTvdLcTGGTgd/T2wirTl1GQ4zXc8xn8z3678IetCCn9ubHwQ+eZO29R/R+SDPm+8H27Kzb/YEfxweCGP8ALmX+KEPkpnzdyFZdFs5j3PT9ePhf0mX8s8X1YYFDHzLpbms3li28CwIH/GuS8I96jtLFLngCg+s+VH4+r5eaOvX05R/UYOGfezOt0J54vtUmuPJUn/HnfW/+q1f4nBw5Gfidnn+CYUGg8nS/3ep3lsP8tOQ/Vjc+5PhaGXKch8FFtG8vyf3PmZF8BLFT+mPFLuT+S0p5ZvmFJvLUMi0ttfspvAFuJ/jg8TyZ/wAlgjbLEoaTypqI+xPbzA9OMo/jh8QKeycvQg/FByeWNZTpbB/9VgcPiBiOyc/chn0LWI/tadKd+wr+rDxhJ0GeH8JQUtjfR/bs509yhGPE1nBkHOJ+SGaORftRsPmDhY8BHMLage+RZg0tJ8MDaCoXd5BYWlxeXUiwW1ojSzytsFVRU5EmtyzA4jQ5ov8AKryvca3qD/mb5lgKyTKYPJekv0tbTflcMp/3ZL49hnP6rUnJKhyD6T7P9kRwQ8SW8i+heDy9RxXMR6VVaJFXsMaVj95YLcMWK9OmUzxApEiwfXbVgrIooO/vmuy46boyeU6rKlmjs5pTt45rcsiGwPjzz55uF3rE5eT4YX4olegG1MpjAlPEw+TzCZIfhNeVaZPgpmDbHp7h7ioY7Hc++SZxeF/mt+Y0XlWz/RWmMJ9cvgVijU7oD+0c2eg0Zzys8g4+r1Qwx83xv9VmmuZtT1GU3eo3LF5JW3C17DOshARFB5PNnOQ2WNa1cerMsSfFGg3p45MMY96TwxGWaGLf966pUe5phbLfRMsNrpHla18tJx9WOM3NW+0/M1avyrmQdo04cCZZON8169GqXskagKFJ6ZhT2d7ijYtBWWnXN9IqQxFwTQntlZlXNvEbeo6N5fjsQjcAbhh8UnhXMac7ciMaZqNKSSFQG4SgVDdj88xzlotwhaV3Ed1a7SIdvst1B+RyYqXJBuLodRFAGPzrkDBnGaKW4ibfp4HImBZ2EDdWaSypcwOIrmIho5l+0GG4ycJmLCUBJ7n5H/Nh+cOja+wsNSoEguztbXXbYnZW9jmVDJfJ0er0FGxye/WfnR4ra4sL21W8sLpeM9rJup8GAP2SPbLhk73VS0nEeIGiHmHnae3TQdXS1uZxp8kJY2ruQFavwg0NDQ9MhI9zsNLE8YMgLfTPl/X9J0G79OFIhqA0HR4NVugKNI6xM0ZkpSrBCBmRxUHn54ZZbJ5cR+96SmraTrEIiv7a2v4pE+KK4jSQEH2YHJcVuL4U4bxJDwrz1+Sv5Rapb31zb2b+W9TnVmju9Pk4KjkH4hEfhyuUIu10vaOrjQJ4h5/rfBeoaJqcumTw6TqOoapdWCslzLHDNcItHIBcIr8agAjKCPV5PTjMBEcRAJ7y9Q/5x0/MHSfLmr+YU1yeTUfMupwxwS6xdQtHKESo9KMSAHiQRWm+2WA8Lru0tNLUQHCeTO57lLGyTybqUnCzsLqS88g+ZAPhaOZ2drWc7UZSxFD9oYyNhxscKlxjn1CIj1KS9T0pz6dzbgJcQHqCB1B7g9jlVuSAA4qPlhbH1N/zjX5mbQ/NFhUPIJHEZVT4E0rXKcrk6c9Hzr5R/JX8h/zT/wCckfz48v8An2fzBpjax591K28k6vo16tvb/WJJC0sMo9NwGMhPAkca/Ccjx5IwjR2py5Sx8ZB5vmD/AJyC/JTWPyB/NHXfId9c3Gr6JF6N15W8xzxhGurK5UtF63AcFlUhkYDqVqOuW48gmPNjOBHueM5Ng0RWntiqGu1rC56FRUH5Yjmt0w1iXmPgg/XmWOTiyle/eqUrHKf5VP45HqsBzQ8aCWa3sLVC8sgCvx/yu1fEnDdc2dE7vrv8uvJFvpFlbCSFBcuytNt1c+J7gdsxieI22SPCKfod+Uvl5YIopljAVgAXpv8Afl0A8l2nns0+kLiOKK0lQ/CDEygg0IqKbHLXQRJMg+DfyjDWWv3+lNGBEutXKJz7Eu1QAO5OY+OW9PYdpx4oCX9EPN/+cnvJlvZfnppkNpGFtdWksdSkj22ZoQZBvt9rfDMVIs+yNQZ6IE9CQ9nsbKOCJEUAFUVQB7DIuFMkvjL8+NJp53uLgKB6tlASB4gEYQXbaLfE+f8AjxZl/lJBywOTwp15A0+K41jW55EV5I2HEHqAEqPvOV5ejfA1FGanoP6YntbdIiZmk9NKDcljSmV8fACWUYcZAer/APOL/wDzkv8AmL/zjt51nms7281j8sbe9+redvKEjs9ulq0vpPdQKa+nJEfi+HY9DlOqwRyxB5SI28/JytNmljkRziOfk1/zkhD5dj/PH8yJfKZt28t6lqa6no8lrT0Xhv4I7kSJTYB2kJp45PQknDG3C14Azyp4g2ZJDiqDCnywWyBQUg3NMtDGcUuf7WScQ80O461xZxQ7fZOLNYejYGaClGxOFkELkmwc1FxTfFlaFbviyC1emApcw7jEFVSJavv0XfCxkdkSTTFgBazCGTZ8cKrT3PjhZAu9sFJUyOxwFXYFdigo+wjLS+ovxMhoEDKpO2/2vbDbGk1rSUxhFEDLVlqalQKcOlMC0//T+tkcprUH5Kc6h+cAmaUUB/wyoyc3HHh3WSShjxUnJhqyZeLkmVpaiP8Aey7yfqzHy5eLYO20Wj4PXPmmmY7tmwvL2yDIR4kWq4JBy4BEgZBygFQHbIEtsV4yNswv5gV8RgtuAeH60pgv9St9gIpiyfJtxm0xmxEvl3aOLw82WH82THmnJHXLhF1YJQrTjck1PfJUzEkO856Vr440y8TalJpWAyFMRM0ptOfGuCm8ZVhlJ70GCm2EjJYCO+5xbQApjj8W3yyEm0NiV1+xIV+RIwUWYkRyKol3eLTjcSr7hjhoNgyZB1KJTVtTj3TUZl7/AGyf14DEORj1WYcpFEL5j1hf+P12H+UAceCLkx7Q1H85XXzPqXSQQzjuHjBweGG0dpZutH4Kn6ftZtrrR7aWvUr8JyHD5to10ZfVAL0m8u3TcXtZbJu7BxxH341IM4y00+hCS3P5dL58v9KtrTVFPlnT7sXWtJSv1lo944a9CK7nMPV5qjXV33Y3YwyT4r9L6Fh0lrWKOKOICKFQsaoPhCjpmkOOT6HAxAobLgo3IFQNq4KZjfkpsAdsQlDMgUkUwMEpv9Oiuo2RgASNmHUZVmwiQZA0+Z/zVtpfLun3d9Op9GON2SUdCe2c/qdPKMqbhMVb8xtc1Ce6vbmeRjymkZvxyUYAIibTHSZTLaKSdwSMryDdvxlC6zqVzDbTR6XD693TijE/CpPSpOX6fSTznZpz6rHgjcju+ev+VQ69qlzea9q92s+o3rtQp8YjjrsACBnXafEMMAAHlNXrRnmbLD/MX5Y+Y9PtJ5YLQXoPwqYDU7/5Jocu8WI57OLGEzy3eBX+j3dpM6XltLbS1+JJUKH7mAyYo8k+IY7EUreWrH1fMuiQstQ12G36UjBb+GWRG4bOO4n3Mx/MW7mW8tprRwtxAxKONtu6n2I2xzTpv0OGwbeNXTi9ZrinFudJYz1U+GY8naY9tmfeVUjFmaLRuZBPy6Zh5ObmQ5PQLONG4jv22yiTbFO/Tog26ZjEuQA7ikgKOAQeoIqPxwXSaCSX2gwSAywKYm6lU6fdlscpHNjLEGOTWd1b1KfvFHddiPoy0SBYGJCC+sSDudumGgw4lksxlXjJ8ag1owrkgKKDIl6b5L896zJqcHlyG0k1lRb+qttUtcIAaUibfkPZunjl0eTg58EOfJkWu+crTUrux0OTTr+xthdRy+YJri3ZTFbwPydFX9pmpQZIBpjikASNzWz0TRPMUustqerm4WKXWL57lLTmpeKFAIoEYA7EIo2yUpWXEGDwwIlmlp5g1S1H7m5IJHHxoBgEiGBwxPMJX5n813cOj3t1f3HFEiKoq/akdhxRFHcknEyLPFgiDs9c0XVbH8pPJugaDZabDd+YL+1S+1b1KookmFXaUruTX4QPAZbxCA83UzwnW5pTJqIND4PnD83dXsfM1prWo6nZ2sGpLaM9rPbxiL0WQHgwcbkg9anfKZSsu40uPwQIxJp87+Vfzell0v8ARfmRjcQ27CJpZwXSQdhy7EZOUCDs5pxxJvkWbR+a7OaaCz+tena3IP6E1iOQs8MnVYpDXceFflkGBxEM00HzY9/9Ys7pRFqdhxW7hB+F+X2ZI/8AJb8MBapY6eneVPzETyZqdrrN2WFjYzJNeKpoWjVgzKvvtlcxxBswkiQphfk3zA+pX+u+etOZo7nW/NWoa/ZMx+NS92ZoanxFBhjH0gHuTqZfvCQ+7PPnn/8ALn8yvzn/AC50Dz3pln5i8j/nH5EXTL+1cAGx1WO8LxS+oKMjo8hQMpBWtcwuCW5GxBdrHLHhHdJ+Xn/OQ/5RSfkd+bXmT8v1uJb3S7T0r7y7ezf3sun3a84fUIABdN0YjqVr3zMxT442ebj5I8J25PFctYIS8bjbyn/Jp9+I5oPJh9p+9WWQ9XkNPGg2zImapolG1t5IIYuIA5ynb5DcnGO6IAiwXo/5U+XVvrxdUuV5hX5RKe7dj9GV5ZdHIEevc+ytHh4PaqAKVUUHTIgONkN2+/8A8rIkOlxIOJZACafLMiIeK7SNTelawhFnIehApXCXAwfU+GNKT9C/mLr1q37lTqxlQkdEnFage9cx47Sexy/vNPE+SW/nu9vqP52flw4T4b2Oyt5WBBHM25oKt40yc/r+DV2ZEw0cx3Eo/wA0alNooM8ADNA9Sp6EDqDkJLhxiexfMX5hzv5h1mfUZI1jE0SIkYNQqhche7tNPj8OHC+ddVtvQvJEGwNCMuibDcmn5eMkfmfUoyaNcWYZR4lDv+BwZOQTA8w+pPyV8kW3mPzVay3sbPbWJmu5wBWotkeWnjU8aCma3WTIgQHP0ULkCXjv/ONXl+083/mHHBfxmS28xT3cF7bkV5JecwwK71pzy3WnhxgDpX2J0nqyG+tvI/Tu45JUvL1757U/Uonb9iK0LQxpt4BaZnQAERXXf5urzSJmQem3ybw21hScbZWyCEkHw1y2JZHkl0qEGo6HLHEyRo2hGFcURQ0g61yTYFI/tZFkEKehGLNCMKH9WFnFSk6YWUkIwpv9+LMFbildkUK8Q4py7saj5ZMBidy3hVrAFbwq7FWsU27FbW0HhjTJYe5pgpWT6fb+lFEeJRpYywkU9Wrv8XbiKYCgoxjF6sUa0dgGV2r9haUpXrQimLF//9T6wwOF+M9R0zpSX53hDqyaDRdRvIhLC0QiYVDFvEdQKZTLOIc3c4exc+ojxQqk3tPLF5EecnpNIPsiuw/DKJ6oF2el9mc0PVKrTQaRd9f3e/8AxZlBzB2Mex8/l81/6Iuv+K/+RhwHKGf8kZ/L5qi6Vdqf7uL5YPEDdHsnMOgVhp953jFfn/Zg8QNo7OzdyoLK5/31U5WZNw0WXud9Uu/99fcQf1nBbL8nl7lj2t7/AL4YfIg/xwWF/K5f5qhJDeAEm2kPh8P9uKTiyAci8r82aZfrqQuUsp2W4hHMiJm3XbwzY6aY4HhO39Dl/M8cYH1R7nnkkF1GSJbWaMDxjYfwzL4ovKHBkj9UZf6VCPUHccW98kwIpDmVR0YYCjiC1n/ysi2WolgfnjbOJcXPjscFtgnJaGPbpgbAZNeoPDfItwyLhIDt0wNwkuA7jISkzt23048TZBbTv0xbgVp6UxtKjNdQWoVpmAMu0adWY+AGCiWyJAX6Jo2peddQS2iZ7DQ4mIvL1R8T8eqRnpXsT0GYeq1gxRobl6bsTsKetmJS2gH0FpNrZaHZTWtpZiz07ThxhVQeT0FWY9yT45oZTMzci+n6fBDDDhgKAYZH5ufWNXa0nvpLCwgahjWvxE9AT+vI8ZYEiR3eoW+oKV9GF45VhABUUIFegqMsGUtnhxV/rET/AN5bqfddsPGDzCOAjkVGQWT0J5xH7xj6CtSCGe2jcH0rhT4A7HEwB5FHERzDzLz55cfWbC4sJoVlhnUgHYgHtscxc+AlImC/Ln80vy0n0e8vbuwtmjW2dheWdD8FDuy+2aueMhlCe9PEUlntkKRsVDdcoIBcmLL4dMpa2chWqSAshP7VKVY/MnOq0uEY4B47WZzkmSnlnbKsKbbkbmnjmdEbOskd2Oea1iSG2t0UBpWMjj2XYfjmHqdtnZ6E8y81v9EsNRi9K9tIbuNuqTIHH45ixJHJ2ZAlsd3k+ofllo661BcaTz0q5tUaVGiPNAz/AA7q38DhOtyRlXNvw6DFOB2q2C+a/wAt/MU0pubeGPUYwKFYWpIPfg9PwJy46uM+ezbi0csQobvCtY8t6hYXTSG1lgn6T2kyFCw+RGXQmCsoFmPlSzrb3HwlXRxWNhRlqO4yme5bYGmXIkkDqaEAdDlUhbbEsmt5EljWu4P68w5Ci5MTYWSw8Se4PQ5G2XEpryWgBqPA4WaFubVZasoAc9VPQ4go5scu9Pgk6j0n8R/EZbGZDXKAKRz6bcRKSoEqjuvWnyy6OQEtRxkJZonmLVfKfnXQNd0RDJf2rFJINqSxvQFDXxzJxmnF1OOM4cMuRfqr5F1jyR57W0h8z+XrXTvMohpNpmqW6iXoN0Zx8ansQcyocMti8ZqsebT2cciYd4Kj+a35K+UbnRJdQ0DTIvL/AJkVo4dJvLBhbLJLIwVVmCghlG5O1aYZ4Quh7TyiVTPFHrf6HxZoWqfmD6d3Kmlw65p1ncSWqXquYzO0LFXeFiKMtRtmKQ9MYwPWr6MP1r8w7mPzHoc2s6e+lxeXtQhv00S6jet2Y3BYcyOJovTfrkgOqThEoSAO5FPWPOH5seWNY1OXWrXWB9Wv445UE3IN9gclUEdAe2CZsuLp9LPHjESHj2o/mF5f1/19Pnn9GKflEkdwOCyKdqhj0r2rkDGXNyfDMWIeXbqz0b19FuIba6gZ3aGRlVllQnuRX4qdcMrO6DE803m8taBeq7WyPpomIZordyIyfEIagH5YPELKMzFAPoWr2csdxZ6m00scZiMhYq7JWoBJ8Pnjxgt4yxPNietap5uhkMN6j3Fuy8VR2Y0rtyBJocsiIlsB/m0zbyF58g0ZP0PcxyW1vCax8tytep9wcjKJ5tc8fHy2Ieoz+Z5LnzX5D1SwmNzFo+oBrdAfhRn/AHh9wGKCuQoG0UY4/cX2h/zk7+W+l/8AOS97d+dfI01zJ+ZnlnyRp2sWfl9CGj1HTzNN9ZtUSlTNExJUjqTx75hwnLDLf6SfwXYR4c0duY/FPyUuZZbOV4bmBkkiYpMhBV0ZTQqyMAVIOxB6HNiBfJxSCEpurtphwA4x1r7nCI01yKQ2Q4S3UPQK/JfkcsnuAWKhqygJDNUVQkEeIOGCxfS/5SWax6Fp1yu5u0MrA/s0YrQfdlE95MztF9GWYKem4FCpBwjk4x3fYH5TeY47Z4LaSQcZVoCTt0y+JeX7T0179z6B1G6t57SVOQNRUZIulxQIk+LfzLgg0zztYX6gD9JWYrTu9u9P1Zjy2L12gJngI7j97z38wrz675q/L7zQiAx6RqVoJuJIPEc0379GGM5eq3J0uLhxTh32q+fNSS7W4WKkis/KteqnfYeOCZthpsfDzfPOopQn3ysOwDxjzRHxuxJWobLoFRyY3oV59Q82aVcV4oziKU+KyKQclLeJbAOT9P8A/nEvSbfWPMWp2/qLG8Gn6izEmlD9Xk6ePWuajWnZ2Wg3L5c/5w2tZ4vzF8r3EKM/paiFLKOX2ZAp+HetemZGvPoPuYaEeu/N86XJaTUde5KEK6zqSlOnGl3Lt9GZ2P6B7g6vUj95L3oalMLUFJtvfFkFBwCD44jZbQJ3qCPoyzmwIQEi8WNOmStrMaQ8oqK+GKhCnpiyCGPU4tig6/D8sWQO6GfdTTJM5IbFKlizbALEKOrbDFHJHsgUBfAbfRhDWDajhZNYOSuxBVvCrsVdiru3TFVeyg+tXUUYApuzV6UUV39sBTyZRNMiJ6bqweSiOqCgqR04VpUAgih3wKEPykDmQnkGHprbcQeKha8a0oCd8UP/1fqUboAkCpp3zpn52lkey+WbxJNLs45DSW3UKw6dOh+kZqs49Wz6L2JnHgQjPmGSfWIenP5Zj0Xd/mMfe4TQ/wA9MeEpGfH3qonh/wB+VwU2DUQ71/1i3H+7B8sWf5jH3rhPB/v2PAz8fH3hes0O/wC9i98iQzjlj3hUEkR6SDBTZ4ke9dzX/fmKeId7gVOGkcQKEvB8KMNt8nBw9aNgUqelTUVHvlgdbIboKWKCQVeCJ6eKKf1jJW0yxRPQfJL59N0uWol062kHgYV/pkuM97XPSYZfVAfJK5/Lfl+b+80e0O21IwP1UwjJPvcSXZmkPPHFKZPJnlpz/wAc70q9eEjj+OSGafe0y7C0cv4K+KAm8g6A32BcxU/llr+sHJeNJrl7NaTpY+KVSfl1p4/u9SuV8OQQ/wABh8cuOfZvD0kUBL+XABJi1Qjw5J/bh8byaT7Mjpk+xBN+Xt8uyahE3zBw+OGo+zeUcphDt5E1ofZmtpB7Ej9YxGWLE+z+oH8QKg3kzXl6RRSe4kAx44r/ACLqh0HzUH8q68g3sifk4P8AHHxIqezNSP4WP63Za3pFoJI9Du9RupWEVnZ268mkkboCa7AdyegxOSI3JQOztSTQgVHyP5Cv9clk1TzJclzKxFzPH8KcQd7e1r+wOhfvmt1PaRjsHsuxPZgH1ZeX45fjZ7pqt7ZeV9Mt7bSrKMFU4WdumyqPEnNPKZJs8y97GENPARgKDyd9U8037STnXfRqxrDGWKgeFRRchbUZSPVm3k/Ubm4updN1SOG6Z1Mkd16a8qr1DbCvzwxbMRvYswvp7Xy/YtLb2hdXk/u1NBybux7DJcmyREAo6e2r6ii3klxHaWsorFBEA5K+JY4hEQTunDqVRQxLEdWPfCWQCFk2BwKWL33qSeoodgD0ocx5SKOEF8t/mNZTDWZZDSRLhP3gYVDFfhNfoynIS49jiL4K/MXyzPpuu2mk2EfCTzFdwwadGO3ruFYD/VyjDh4sldObdPLwx83r/m3RvLWkSx6RbXzlbOCOLmg5cTxFVJFQaHOmhvHueS1QEchopTY+XfrzRwadewzvQALIRHT5k5kAdHAriOzGvOXkDzVDMkw0lrmKJAhltmWUGu/QGu3yzD1MSTbttIDAbvLbmxuLNzHd20trJ3SVGQ1/2QGYoc6MrYvColv9SmIqFZYk8KKMw5m5F3GEVAIp4UYUPU4uSEBc6TY36ejfWkN0o3CzIHH0V6YOIjk2bS5sptPyI8t+bbKC/wBKlbRNTaPjBPGPUj5L1SRTQla++ZeGci4OSIidnjfnj8rNe8ml/wBJwxmJKVmjOxDGgZa0JBPh075d1rkWI73kySfVZCpPwZVOFtsJpjHdIT8R+HMaUC5AmixwfoR9ORbFJ1p2+7AFDH9SQJIsg25rvXxGWQRJAKG6gGgwlAthfmPTpBdWOpaaVW/tGL/VeglT9qnvmTgyVsXHz4+Lk/Rz8qNd8tfm55MsdM1WQQ6xawAaVqikLdQSxrQqr7EspG69GXNhCpijzeN1kJ6TJxw5HmOjAvzG8++c/J09p5P803XryW8F7LY6kj1W4hlt2hinAG4KVbY7g5GU5RBBcjT6XDn/AHmMVysdxep39x5ftvya8g2HlwxTac1vbEXKgciUiLOzU6Mzk1rkpEcApo04mdVMz57vn7zHHpmrWktlqMEd3byKy0dQeJp1QncEeIzGJdrCRBsPhN9LlnudUt7bUxbWNlLJ9USSrEip2U/RlxlVbOcDfJ6Bo3lby0lvFJPE2oXBT97NMxYEkdeHQe2VSySLXIFO18v6REP3Noqb1DISCPkRkOMsNwiVD2wAUsVHQ9Tg5pu1I6vGtVaTiRvvt0+ePCy4FGTVbWRKSMro3Y0I2w0UiJDzvzNFZSu8VmaLKEICn7EhboD4HLsZpts1u9e/KWIS26pfu3+4xyxkY9GQmlSfEZCdcTDMTwU9l/Lz87Nb8qfnHo3mDR5pYH0q1+r2dpK9FvLX1A89u9a0WVelOhoeuVzgJhnj4sIvq+pf+csP+ccfLv5xeTv+hmfyQ09rm+1CFrz8wfLkBXm6RJSWdIFBP1mJhSZQfiHxjfrj4cpxHhlyc6URkjxB+PkkDLuN1J2zZCVuEQlnEx3obtKlG+a5OrDXJj+p3ZuJmCn93HULhAoKH2H+V6LH5b8ur0DWak/7Ik5in6i2T+l75Zxkxqa128cm4xDOtC1G4s2j9NirxEFDXwwg04ubGJPVU/MO7YCORjQgD6aUOS43X/ycHkv5h6k2qJBqqVabSx6ioOpWtWH3HKsjs9Hi8O497zLzDrlvPpVpJbzrJW4t5Iz4UcHfw8MrMnLx4SDumN9cC4hEiklJlqP6YbajGnm2ppxLDY0xTF4z5vi9KRJW3WQ0HzGWwTTzC4lcXiyRA+pCVaOnWqmuTbgNn6gf84Ta/YzfmRokksjenriJHJEgqGWaMpIpHTqKb5q9bH0uboD62J/842eXF8if85B+a/ImqExP5R863+nolOLmNLkmIjwqhBwauXHhEu8N+mjw5SO4viPU4vR8web4dwIvMWrqKmuwvJR175s8X0R9wdPqf7yXvQDjvknFIQrim/jhtMSp+OBkhJBTllgYlCSCtewySdq3QL9D+vFp6oQ7VxZhSO5rgZIUjrthZIYjYjJM0KRQ0xZqB6tiyCJtRWTkei9D7nFjkOyOdag4GoIUimSBbAVuFLWClbwq4D6MVdiqw79MUhPdJtpGikf7KXBEfMCpFPnsAd+3UYCpTmP0jKIvgmlhLsz0PwkkhipCg7/7WBC1Vj9NwUAjp6ax1ehaoJbY0rTxxV//1vqVptqSRcTUr/upT+vN/ln0D4FodHf7zI9Z8nzq312At+8+F0B606E/hmBmD3PYkhcx1Ztxyh39OCr/AG4pEQrBB/JkW4RHc36Y/kOKfDHc36Uf++8V8OPc70IT9qEE+4BwWzGKPc76panrAp+gf0wWU+Bj7lJ7KzPW2SnyGENcsGPuUG03TwpcwU8SGYfxw2WB0+IC6Y/qGi2F6lHFwgXcCOeRenyOWwlwul1mix6jnfzKQSeWrXlyi1TU4T1Xhck0/wCCy0ZPIOsl2RDpPIP85RbQLoU9HzLqiHtWRH/WuS8TyCR2ZPpnmh30nW0H7jzTcEj9mWGNxg4x3MJaHUjlqD8RFSNp5rjX93rlpOf+Lban/EWx48fcowa0cssJe+Klz85R15JpV0vsZIz/ABx/d+aeLtCH+pn5hY2oeaIft6BbXA8YboA/8OuEcJ6szqdbHniB901Fte1Ff96PLN8h7lCkg/A4OAd6ntDLH6sEx9qmPM8an97pWoQePKA/wyYxsf5UA545j4L/APFWk/7t9eHx5xPtg8Esx2rh62Pgqp5m0M7/AKRiUns1V/WMicZbB2npj/GiV1nS3+zqEJ8PjGR4S3DV4T/EFRtR08I0v1yEqgqxDjoPpx4W4Z8dfUPmhtOjttYM987+taOrW8HE9VOz0p3bpmHqp0eF3fZenE4mZ5HkyWDQLW79NDWG1gAX0o9l26Rr4Ad8wJYxJ30DwiuiS+cPLLz2hmhvIoLeMfvRN8HFQKfC2Vy0/myyZLeea1e2UOk2OmafHavZfAlxMCPVanVkXr9JyBxFrlqY0AGeeWdMllQ6obE28bII7BKDl6YFC5p1LYxxy7nIxzid1G5n1KKXV7C/thcwLEbmzdl+F4gfiRh8sibCeI7jmk+mXp0FHSG0uLzTL7jPpohHLhXZkJ7UxtYnh9zK7W6lvYPVks3st9lcgk/dkrbAbW3JIRz4DISKWL3Miojueign7sotiTwi3j/m3SBqkCONp4izE+zdcGSOzgwNl8a+f9IS884aDfdBoAnaIj/fjqqhh8gDmZocXU83C7TzGMREPO9Qf174itasXc+wzagPOSPVeBUjtvll01A0wubzVr1reTyafq1zaRpIeEayEjbbo1R28M12WZJLvMIqITiL80vMEUDLqkFnrcCKS63MK8iAK0qtP1ZVxkc3KhGzSAs/MP5favAJdV8oPpMtyTJJPp0m1W78fh/VmLxRlzDuYxkDQLNk/KXQdW0GbzLoWuXK6fEshaO6irRkXkQWFD9O+SOIVYZeMQaIecjyDrF1B9YsE+tIPiCjaQDuQO+QjjMg3eLGJ3TvyPrF35a1aOy1KOSGCR6TRsD9rsyjx8RlmE8MgCwygSjYTT/nJq40u+8k6RZllee/vkMEo2ZViQsSG6jembHLyBcPH3Pzu1DT9StSfVjN1APsXCbsB/lAdfmMxvEiW8RkEiW5kQmjGgP+e2JiCzBVhqc0ZHh1pkDiDMTKOj1mpq6kfI1/XlRwshldeX8U8YIIrGeh8DkRjIZ+ICg45gR8NCuAxZgpO0IudWMqHkIEAcHs1NqZO6iwqyraD50v/IPmGc2nJ7S5C3M1opKseJ+JoyOjr1B75mYTYt1+rwxlYL1bVPMMP5t65Y6es0cus+ZNYtFs/MTfDNb2kFuE4H9mh5Ekdzl8iZbOvx4fysTIcgDszLUfLfmr8tE1DQbC9XzloFm3qxxhhFcRFlqyqoqhpXoMjIVsww5IagCZHCS+b/N/5pXcjTaZb2T6XcSrwm9WplUN14gCm46HGOO93K8IR96tp/8Agu7s7dY7a2LMoDxygpMGpvyrRqk98gRJhxSHJHHRNOAH6PuXtWFQsRbmlfp3/HImRSMp6pa8l9YNwngaSNf93xfGpH0fEPpGNAtgqSpHqlvIAeYI796e3+3g4UGCheW9jfxMrsI3Ioso7HCLCxuLza+t5rG6ktzJyK7pIvQqehy0Gw3g2lyzCOdOa+oqHkV9x0ywCwvFu9I8vHzFqdpJaafCLKwuHP1u+Y/E3chRt2yqQAWUx1Tq/tLoyRXCA2+veX3WSOU/7thGwb398hbMgTD7P/5xu/5yW1r8tNV9a2V9Q0O/KnzT5OkcL6m1PrFsx2VwOjdGGzZXkxiY82GPIcJ8nuH5x/8AOJP5Z/8AOS1rP+aX/OOevaZoXmu9VrnzL5HuSIIZ5uNW/cpVrWYtsSF9JjvUdcx4ZZYdjyc6o5hY5vyI/M/8t/PP5WaneaJ5+8p3/ljUbdvRVbqJljkcio9GYVSQEb1UnbNlhyRnuC67NjlGQ22eIE7H3zIR1fY/5bTk+VPL81d0tVWv+qxH8MwpfUW/hsPftIvI5UXelRuO4yQLiTiQWYW5KkMv0YbajujfjY8qHCtrZYlnheOQcklUq3yOJ3CQSOTwO/tP0bqd9oFwSUlrLpkv8yncqPdTvmORTsIy4haCsvN8en3A0bWz6LS/7yXf+6pOxBP7J8QcmA15IcSrrMsQUzJIpjpVSD1BxDj8NF4N5v1ESzxRBgVBJp136Vy6AbAGNaLEs+qxVXmodar7ZHIdm7FzD69/JvWJ/wApPzf01N1gsrmG907n8POzveM8TAkdBUg5gyPjYr6/pDlRj4Wbbk+wfzF0Wy8q/wDOY9/5pR0g0/8AMrStL83WkvGqeq0BguR8J3IkgqfnmHGd4OHuJDsJRAzX3gF+VF/cNearrt8yem2oatf3RWnGnrXMjUp9Ob2OwHuDzOQ3InzKBPvkixQ0g2qPpwAsaooQ138clyZKEgNCR1yQYy5JY+7GprXtk3HBtQcbH8MDIIVhXFkh99/EZJsUXHUjvkUhCHqckzQzjc+2LKKi3XFmEyt04RKabvuf4YGmZsqrbimLFDHbrhZqZFcILIFZhJS7Iq7FXYq4KWIUbFjQfM42rNLa2ItFSBfT9JlCzjiWDJUuDU+NT/t4raq1Q8D0mkncECZOKLwqBzKivWlKdsVVm9Wsc2+5oEBpsKpzNNieJrv3pitP/9f6rLJWubjq+Mckfa6hcWsnrW0hil6clyBFuRizzxm4GpMgj8zawwH+mb+6r/TK/DDsIdo6g/xIlfMmrEE/WVIHb01/pg8IN47Rzd/2K6+ZtV7TofD92uDw4t0e0c/f9iKTzLqmxMiGvb0/7cgYhvj2hn7/ALFceZdR8Iv+AP8AXIU3jX5fJUXzRfj7UcH/AALf1wcIbY9oZPJVPmq5UEm3gJHYV/rkaDP+UJ9wUP8AF91Qk2sBA3J5MP4YWv8AlKfUBjN5+ZZEpjTTRLGp+16pAPv0zJhgee1HtTc+EQ4h70dZ+dlnRZZdLdFk+yBID/sumRlDh6uZpu1fEjxGH2san/MzSoJ3gn067RonKMBwPQ/6wzIjppF02T2pwYpmEoS9LQ/Mzy87VZLxB4mMH9TY/lpph7VaOX88f5quv5heV2Ireyp/rQP/AABwfl5tw9o9F/OP+lkjYvOPlmb7OsQivZ+S/rGV+BP+a5Me2dFP/KRRya7o020WrWkhPb1UH6zj4ZHRyIa3Tz5ZIfNFJcW8n93cRSf6rqf1HIUXKjkgeRB+KsK9hthZrGJ3G59smyI2UWVCCGRWr4gHIMa7woPa2cho9rC3sUB/hkt2JxwPOIQkmj6TJudPg+hafqwcZajpMJ/hDGPMXlzRJrI2n1BPUvnEKBSVPxeBGTGUx3ap9l4Mh4eHmj4obDypo8dhpC+jDYUtYAzFvjPUknxJJzSZyZyMur2+jxx02AYhyD0aS+/QGircXSKyQRgkht3dhWm/cnK+KQ6OxIiI3bzDVrzzJr00K28EV2NRgbjbq3JLRelW7Vp44DM9zjShKfIg2m/lP8udF0JlvNUuRqV9XmsbgiJG+R3Y+5yQnFlDR8O53erpJG4HBlp2AOWA22UUnu3WVbyZdyENtbmnV2+1SuFifJDQ6fo4ht9Il9OW4tUDNByoxPUkgEeOR4IlMTW1os6TZJGEhQwqvQKf64JYYtgyEJPe6Q7oVinG/wDMP6Zjz0/cWQzd4Ybqei6mIikUIl5Hcow6D50ykaaYLXmygxodXn/miKXTND1OZ4HWaOBuJZTWtMgQeRa4xAFvhrzJWK31C9lNGbisDHvuQ1PprXNlpqp0XaN8ZeSwH1C89a+oaIf8kZnR73TTPRUuZhbW89w3SGMvT3A2/HHIeGNogOKVd7ymR2erE1ZzU/M5qbt3sCg7oFraZQd3AX/gjTI5DUXO04uYUkVVTiuyqKAewzGdxB9U6ddzeW/yJUs5VtRjZo0bxupuI/4QZkA1jaSOLIhPyn8wQy3B027IIcj6u57VFStcy9FIci0aiJe1a75H0LWFWS7s4jKBVLkLRge1SOubGWCJ5i2iGSQ5F+cX/OR1/qml+ZotGSRtQ03R4StK1dXkoT/rbAe+YcwOXNyRyt83WfmGNmCl/VgJowP2kPuMwsuG+TlYslbFHzWtpdDmqI3PcVFQfkRmKJSi5PCJJDd6Ig+KJmiP8rfEv0HLhnPVhLGh7XTt6SoHoaVrhnk7kRx96djTbYpxNujVG+2UHIe9vEB3MY1GxfTfVltyQgBKxNuCPbwplsZ8XNhKHDyUNNhItlkYFJZjzkDdTgmd1iGOeadHe69DUbQ0u7I/Ep6Oh6qTl2DJWxas+O9wj/yzgsZtSmdNTbRNctLtJ7KJ1rE9B0ZSRSvTbMsm3XZdhVc3vXmj807fyxZTrqukzrqABEKxnnbzMRsyydQPnvh3LjY8HW9nxrdazeapqtxrxdWuVl5luFUH+TTwA2ywChTbM2U3uvNVnfwiO90qORgKCaJviU+IqAR9+AYyORQNkNb6zc27kWFzN6W3FJhUj2wGPe2CEZJ1F5nulAEqhj3YbfTlfA2eGFk+pWt38bj05P8AfyfC30+P04gFREhLW1O5iFI5/U8CRQj59sNMqY/eagzzFQ5muptqVrT55ZGLEnuV4IxVQ25/aPicBNpAoPV/KeqHT5IaN+7UjlETVSCKGo+WVENGQW9H8yJHcafFrlmq/WdOX1Ca/bt6/vIz40G4yILHBkMTRQ/lPTdN1a5SA3z6Xv6+k6xGvIwc9yrrX4469R4dMTblzrryez6Zq3mXyR5gt4JL2fy55mhQTabq2nytHHeQdprWZSOaN3HboRgBEg48oyxmx830zefnxF+Y/lf/AAL+fXkfSvzR8sSVpeSJ9W1CGSlFmikSgWRQdmQK3vmOdNRuBouRHXmqmLD5781/84Pfk7+YKyap+RH5ny+WbzgHfyR5pR5+LU3EV1GBLQn+ZW+eWR1WXH9Ysd4bBHDl+iVeReIXH5S/mn+R9pDpfnTy611o4lYW+vaZILu0HJiR+8UAqD1o4UjJjNDKbH2sjilAb7pnZ+YbG3Ib68sNf9+VFf8AgqZLdrlG3o2jeabSdVKzRzJ3eF1cfTQ4SaaJYL5M1ttTs5gAJuv7B2OEENJwyHRFyX1pGCWkHTfJ8bEYiXjXndI9Vke5tDxms+MtlMBv6ke/3HplJO7l448MaeeectPGt+VrfzDpaK11bqtysIGx4/3iEfeDkobFjxHk8duJ9Wh0ddT0+We50WVayLuXtTXdd67Kfuy4AXR5oMmFvO1w3rGT1TJvz8csqkhmX5fok3mazjkFVbYnwIIINR03yjN9JbMRHE+1f+cmNGg8uebf+ccddgiSvmPybPBMYiG9SPTr5lgLkdSBKVzXaQ3HIO4ux1QqUD5Jp/zll+aY0Tzv+Szq4fUdL/LVmuEqS3qXNzObSM0+g4NJg8QS/rLrc3Bw9/C+G42lMcZuHMkzLymdjUl23Yk+5JzbvP3a1x8vngShnBpTCEhDvQYoUD3ybBLJ14tlgaZCihnG2BIQp2xZKJ2O+KQVHbcfhgZIORd8kzCHcbjC2RUxH6jov8x/28Uk0E3KgLt0HbA02pYqoyL474s4lSI8MKeFYRXpioK0imLJrFXYqmWl2r3FyrgAJAQzOQCKnZQa+J2xVlaKyKA59R4m5Pcrw4nuSxoSd1oaDFVT0v3EDITDLI/Mjc/CGHKrHs1ehqPDFUEEczPbBoyEI5W5X92Cdwqnwp3pT6MVf//Q+pnOm1c3EXxcbqkLcu9adciWeOpFMomP35EuZAK6nx7YDKmwKyuamm3tkJSb4hm99fmCxsJrZV/0hfj5KCK0GUO6y5OGMSOqWJrV3vVYT7lBkGsamfl8lT9NSsDW2tmHeqDAzGoPcFB9cqzA2Fq48eGG2B1W9cIYrqfnOyWRrWPR7W4ptOxJA+QoMyoYJH1F57XdvYhLwoYxLvQdlqOj3Z5y+WLdEFTzVyKt92SyRMerVpc+DLvLDH5p4NQ8vrUNpJi/4xyj+BymQkert459N/M+15/rc/koajM0+naijyUdmilBB5fM5nYRl4XkO1J9m+OeKE9/5pSdE8hv0udWtz03VWp92WnxfJwYjss9cgW/o7ydIT6fmW5h7gTwf0x4sn81l+U7PlyzyHvCk3l/Q5D/AKN5utD7SxsuHxJ/zVPZ2mP0amP+cGz5PEn+82vaTc+A9XiT9+Dxv6JZfyJf0ZsZ+LQ8l6+h5QC2mUd4J0P9MJzQUdh6ocqPuIbbSfOFi37uC9jUH/dUpI/A4OLHJkdJ2jh5Rn8JLf0t5usj8dxqEZ/4sDEfiDjwY5IGs1+H6jNWj87eY4D+8uRL7SxD+gyJwQb4du6yPM37wmUP5hastPVt4JR3pUH+OROnDmY/aLMPqiCmcX5jGoE2nCncq2Q8DzczH7SDrBD+TvzAsPOvny40iCynWLy5EJrq5JBi9RzQKffvmJrv3EN+r0Xs3rB2lqPSDsz3X9INz+l7SA83mK3th4kp9pB70zSeIC93l00hYTDVZpNV0nyxL6D3XCVVutPGzO6AAg1+WWXbGdmIZR5bsra3tZr2O2W0lvZWaWMfsAGgQfLJhnjAAtEatrui6QpfU7yKGv2YftufkoqcTSymIcyweLzJJ5kuDBpFodP0qM/6Zq8vwnj4L2BPh1ysxBYx1EpbDkyp/qllbJeerLDY2o/0RK1aVz3APjjwV1bfF23DBpPLvmlZ7jzLDPSeWX1109vtRoOhFOtR1GDhkN7aTH+KnoVjqk19Y290LYMZF/fKjfZYfaFD75IzlXJujwyGxUptTgQn1klhJ/mQ0+8ZX4w67J8M9EEb60mJMdxG1NgOQB+45ZGcTyLTIbvN/wAxLwW/l/V+TfAts4Wp2LOKDDJgXzPr3k3TfM+iaBo8EcZvjbqxlps3qDk3Km9N/wAcvxRHIcy6jVVPfueezfkXeNOLaMrZJFRBKkgZAF6/Can55mGNbfB1PgmW7xT81vK8nkUnSZbwX0t7ErK6pworMe1T1AyGolWM+aMOPhygPByQdj07Zqap2sCoSBeSoOm7EH7hlOY8nZ6Mcy4R86RqKs5CqB4k0GY7tYyfSX5xyjR/JPlLy5F8NTGHUH9m2hAP/DNmTl2iA14N5EvGfKWrNp99BOTT0HDLQ06GuQxT4TbZnhYfd+m6vBf6VbXKMGR4lffoQRXN/DKJRt1pjwl+Un5q6u2p+a/MN2xDpLeS0DbjZjmBm3cyHc8QudM0m9f1FBtrkDd4m4NX9RzFOScfNuEIlDRQahYbQTrcxdSjjifw2ysyEubYAY8kcuqUFLqB7fsWpyT7xkTj7m0T71VPq9wS0Eqlh/IaHIbjmyFFzyXcBqvGVR+ww4t9BG2NRKdwlGq6naXEBtGQpdy/DFE3cn3yUMRG/REpg7dUNRUiRCRVVA+kCmA82SGlUSoymnxCm+GOxYndg95YqLip5QXEJ/dXCHi4HbfuMzoy2txJw6FVv/NGrRWKWOsvHrmnN8PCdeMm3QFh1ycTbT4Yiw6d9Eufjjhn08nrFC3JD9Dbj78sEyGJxgoB4bAP8MsjRn9pk3/DHjKOANq9lFsHk4juUP8AXAZJEaae7tQDxLk+6GmFk6ImcDiVA8Cd/uxQ3c2F8x+GZRasAfWirU1/ZNehyQIpiQTsh4LOK1rxUlz9p23bAZWkRARSmhFNsCppaXjI6gkAV2wEKQ9W0bV/rNhNZyuG5IVAbuTsR9OVSHVxZCixPy7rl1ot41qvwyaTOfTi7GM9t/EZOQ6uUKkKfbvk9tC/Mzy9B5F8wSLEL5TceRtdY0k06/cVWMP1Ecp+Fh475j5AY+ofFhgyUfDl8HmemX/mrQtWv/Lmv6TNe3OjzPb3yR0+uQmPY8odjIO4K9RlgmKtZ6Un6Xq+mXSSRw3djOyn7UUyEo6n8CCMPN15Bie4vcvLH5ueYNNg+oa5DD5q0lhwktr0AycDtT1KGvyYHKJ4BLls5OPXZIc9wmF/+SP5SfnHa3Nz+X7J+XfnggyHSJF5WVw3U+pbg8SD/PFRh4ZWZTxHfcOfiz483LYviDzd+VGofl55qm0Tzt5WNhqjguLOKRkgvYf+WjTrtOIYjrTqDsQMvjl4hYWcDyHNGW/5eanfaZLrP5b+e7q6SINXRNaQT8JFG8TttIhrtU5aCDzDinPKJqWzzuP8yNZ030oPOHlW7tSWkie704/WUWWE0kR4vtqR1p4YnGJfSXKjk7wzGw13RvMtmbvRL+O+RP72JNpYj4PE1GU/MZCUTHmtiXJi/l29W3i8yaXOyOkGoyPGh24rMgYqR2rvkzvTiZR6kl/Jz6vN5q1LyveRRy2bXhnjtpgGj3ajoynqrdxjn+kFryc7CJ/5yw/J7Q/yd/NO1tPKVY/J/nrQbTzRodgX5/UmuWaK5tVbqVSVCVruFIHbHQZzlgeLnE05OrxiJBHUME/J3Q/0x5lskZGdGnReC/aJLAUX3yzUy4Yo00Lk+x/+ctdTstU/PT8svy50r41/KLydYaRrMTEVg1XUpDf3EDkEjlGjxhh2O2azTenFKZ/iP2B2epPFljAdA+Rvzc8yW/5i/nDrWuWsoutF8uWtnoulzDdHXT4Viqvt6nM5naOBx4hfM2fm4Gvy8U9vcxiQ0NemX24NId2FOu1MkAghQLb9a+OKhQcYpUTk2CAuFrv4dclBhkG1oQ7imFqBQhG59sWxSbrT8cAVCuu5P35JsiVBu2ApQ0o74QziVa0SrO56L8I+ZwoySpGMpwMVMjwxVZiqiwHbFmCp0FcLKrWkb/PFG4WEeGKQWiKYptlel2xjtKFV9W4HqBXHIUFONabitevjiqazqJJEEiOIzC6vPQb/ABb7ioHbbtiqgJLmN0d5I5WAAYcgSGPLilaU3AHatMVXK0Yjk/csEICiPkOR+ICnWvT/ADpir//R+nsbkFTXoNs3lPh0DRTKI1VSOrZRJ2WPeKMRiBlZbwKV0bvkC2wjaurU/jkHJDJWY3GgIeptZKfRX+3IF2I9WD3FJg5HfBbRBtpljKs45AEVHiO+ABlKYirXsK32naitnZxQXPoepYmKXkxNNgRU70y7EN92nVA5MMxjFGtqLxuytpLmWhDJGjfvD/D55sZnhfP9LppZZ2y1FEaBEBVAvEDMUl6fHjERQTqWHSIvqEE73gmvY4n9WNoyoMhp0PgciOJzMvgR4AeKzX+yeZeb7I2GqTwFy6wMYg5G5A+IE/fmfpjxReK7e0/g5yO7ZfF5btTolrrNzrK2cNzUcTEWoakU+E1/DHxTxcPCseycf5WOonl4Yy/osVuxDDM0cN2l7ClOF1GCofbwO+ZADp8xjCVRlxDvTiLy5dTRWzi+sEku40lhtZLgJIQ/2diO+VnKA5+Psqc4xlxw9X8Jl6kovbG4067ntLtBHc278ZU6+/XJxlbh59PLBMwmNwh1ldP7tijDuhI/VjTGMpR5Jlb6vrEX9xf3K8f5ZGORlji5eLXaiP0zKYw+b/MMOxv2kH/Fih/15WcEHLx9s6qP8fzR8fnO8kot1ZWlwB15RgfqyJwBzMfbmSX1xgfgrjX9GmAF1oEJPd4jxyPhHvcj+UdPP6sQ+CT6/r3kXStJutSvkudOihQ8nVq0NO1cMY5PkjJl7PkK4ZAlnf5M+U/LnlLyjd+Zre7uJ5fNUn6SlnuFAlMbD90lAOlM53tHUjNPc8n1f2S7MhoNJ4kLPHvu9M8uam+vzXEjwLClu1Lac1B+RJ7kZreC+r0+LUmZNxTLWbOdZtKZCGIuloFI32OPhyZZJx296T6FeyzfpXSZCxmsp5BLEp6ox2P35L1BhiOOVg1sUv1bTfTk9WDQ7S8cbi5vZDQHxKkitPfEZJBhk0segR/l9UvQZ7+7g1A2b8UsrSi20TeyjYnJjMWENMD1TQ6sg1Uyahb+rpyMEs5ONfqz9w49+xy0Zh1U4iDvyZiL62IDLMpr0rtkhlj3qccggUiSGWaSGixz/E8a0pz8RTxyVsOGlCZq1717YoOyWS2NrLVpLeM06niK/hkJQj3I3fIX55+e9D029sPJ1pZS6hqOuXKW9zFHOyKkfV2NK9B+vIwgOIAOLqc3DArPKPljzzBc3+ufp2zudOugE0bSrm14fV4F24iRDU9ABXtm20OIAmc+vJ53V5ZmhAjzXP5g832TyPqfk83kfJj9Y0udZBSvUo+/TJEAlrGSY5x+T4k/PbzK/mLzGtx6UtqkYWBbadOEieku4Ze27HMbWGogLp58eQnyeFg/CfbrmA7CBQ6NzZn96L8hmJlNl3WnFRZT5Osf0p5p8v2JFVnv4jJ/qoebfguRgLIcrioPTfztvY73zVp2mPJxjsbNa0/ZeZi36gMnnO7bgFC2EWPlG8njDWq+q4326098EI8XJM8le56LpPmzUvLOj3dpqQMAtoZGglcfCFCn4f6ZmY5Sx7FpkIy5Pg7WtThvJ7iS4HIXEjP6nf4iTkst9FiR1YhPpCXAeS2uAF6iu4+/MXxq5hyRivkUrNpqlsPhJcD9kHmKfI74mUZMhGQQUt9dAFZLYU6bEr+DDJCASSl0FzLDdJJDAyqTSRaihB69MnKIMWsGjszaa5pYtJGP3rL+5DD9o9K5g1u5d7MPtvK15dX6XupXYor8uCGr7bgDsBl5zUKDWMNmyyK70fknOFyXHUHv/blQm3GCRvDJHVWG46jJ2wpKb63jnHJqq6bK4/jluORDVOILD9SsjLDLbuQVbcOOxHQ5kxLTKLBJLe4tXaOaM7H4W7H3By3m1UQtr3BwMVrGu34YQypRPemSYrQ3E1BocKE80zUY/UCTNRXHGRT09mH8cQgple2lDyUDAoKUFSO2LJwYg1+7FBTqw1N4ipr0I/DBKLTw8S68ueWurdqBwu4BybtzXY4gen3M4ijT3z8s9YZrD6qXKtaSlIHBoQK8loR4HK5c3H1UalYfQf5mXA8zeX/Lf5mwVTzF5daPRPO8sfwySof9474kdxTiTlEY8JMehcrHl8SAPUM88nXflz8xYrbT9Vmi8tecpVSKw15B/oOpMBRVukH2JD05jr3yB4se43HcmRhnPDPaXehZ7K90bVb7RdUtXstV0uUw3tnIKFT2YHurDdWGxGZMJCQsOtzYZYpcMk/0+5lgngntZ3tbu3YPbzxtxdGHQqwwGNuLvE2H1RompeUvz28t/wDKtvzQt431ggtoWvgBJROo+CSF9uEw7gbOMw8uM4jxR5O202qGb0S2l0L4d84eT/Mn5BefbrS9WjN5bSIDLPGtEv7QkhLlAP216MMvx5BIWG7Ji8QVLYh4b5m1Ox1nVPMuq6JBIttE1pqFvK0ZQG5j+GQCoH2gN8sTiiYRovbtc/JXyx50tLHzN5e4eVvNwgSWLVrMBebFQQk8a0WRa7Gork4k06j81LHM33vjbzOde8n+eNQsPOOmx6TcX1tEn1mKv1e7lhJBmjb/ACgenbLBG47OeMgmbSTyH5gg078xG1MEtA7A17UqD/DHLG8YCJR3LIfz+/Mh/wAyvOGmXhLNbeXdIh0exDGo4Ru0hp82bK9Ni8OJ8zbfxce57qTD8jfPXlr8vdZPnDWwtz/hKBtQsdHJ4vf3qf7zW6kdmkoX8FByvWQnkAjHmdvd5t2mMcRMpchv73lMvnzzBrHmHzJr93cvf+ePO97dX17qXSlzeuzzzk9gvI8R228MvlpxUY/whqhqSOKZ5lGWNjFplpHZw7rEPjkPV2P2mPzyyR3cEm925OwyKQhXFPlloW1A98CFNj3/ABwhKm3j1GAMZhDSHkOm2Sjs1mVoAjicm0kUh3XcnFmDshyMWYUitT88VCEdeJIOFsCi4PYV3pTFIR8cXpRBCKN1b54WuUrLjuPlikFRwMlrDrTFUKQRhZtYFBp2FnzaIrijhVIITcTxQg09VgC3gO5+gYGFM4iiV0t6fuYooyYSV9Jm3alG3pTrSmFsX8eVuGcHkYwWRO232gHr1B+nv1xVCiHiI44lrSjfEql2B6Act1FDQ98VaEE4JT05PVckmb1a7rT4edNhQ7fTkU2//9L6brvt0zcl8ShFMIn40rlZDmQlwo0yUysByJSAUri8+p21xeSvFb2lrGZbqWblRVXcnbCI2aU5fBhKZ4YiP1W+WtR/5y/8p6dfTWkXlTVNTigdo/rkM8ManiaVCScTkpYByt1sPaGxYxAe+R/UXqPkD/nJTyp5y0bzKbTRr60m0uA3EtjcywiRqBunEkfaTrlUsFF2uk7chPHkBjRjHi583lFx/wA5leWYpGjt/JGq3aj/AHabuCNfoqCcJ046F1/+iOuWIH/O/wCOoQ/85ieXrgES+TdUtS2ySLPBLTwqPgyzHgh3uPn9oMs74cYB/rH9T1byX+en5bm+i1V/MMNlaahZhri3vJUS5ikIBZWjY9nBy/LjJjQR2ZrceHUHJI+kj1b78TGLj/nI/wDKm01O9so7rUmihuZVW+jtDJC1Xb40ZHNVPjTIjFItX8p4MUiIiXDZ32/Wz3V/zX/LPSV09pvO+nuNSt/rFsQJPsbbPRDTr3yEMUjzDm6ntDT4wKyCVj+EFvSvzd/K/W7nSbO480adLMkiQW9wl8Iqh5KrVWXehOWnBMRuIcfD2pp884RyggxNcVmP+9T38xdT0KXVJYLbVLSS+4RTSw/WYi5qKAha16DHRifVo9rJ4DM8MvVtL6kBoV5rVqmjn1jcaNdXRjNuYxMq0YepUshpWvjl2WMfV/Odb2Zn1OPwvVxYpS5cPF/WW+f7SK08wuLeJIIZ4Y2CIOAruG2Hyw6WXFBfaXAMWr2FCUQmGm3NnO/lWyu9OtbqK7g9BriUH1RwlYUDBh0yE4y9UnO0mXFI6fHOEZRlGrl9X1JB5ts4tO8wXltACkHGN0QsX480r1O+WYJcUHXduYI6fVzhHkxgtU8T99cudTxMw8tapbWVpf2j3H1W5uynoXBTmBv3GUZYEkO97I1ePDjnjMuGROx5teaLS+tJbVbyWGYSoXikiULUHxxxEHkntbBlxTiJkGxYIR2laZZS6JFdnTn1G7eZlkSJwHRQNjQ5XOZ4qcrR6TFLSifAZknox7UhBHc8IbeW1Cr8cE9OXLLIAkODqKjkqMTGuhYDr3lE/mF5m8qeS4NZggS6mS91mxIYv9ThflJuNvioFzF12p8PEQOcnbdhdjHX6qG4rqP0vuZ9Es47e0sgAtjaRqkFsmy8UFFFPYZx2QdX6BxYRGAgOUdl081jpNqZppI7S1iH+r9A8TkeJtJjAdzBoPNMOr6qoEb21pZ/FacwQ879AVXJAuJ4onLydoei3+h3mveZXuJFnvwxt4G/ZQnlVgffJ8RDGOnEeKfeotoz+ZYdSXUb+5lkL8AC1F+yCNvCuIyHq1/lRkB3KL/L6G304alYvZCIxMoZFJFGUkE/ThEx1CdNiMbAL0Mw6a0jzVeMyLxkQjkpA6VGS9B8nIqY80JLawOv7q8i4psqN8ORMQeRTx1zCRXlrqMfJ41LAdDE4P3UOUyxyHJiZxSFdQ1q3ejSzoO4lWoH3jB4mSHe4/DxFR1jzrJpGkX9/qBhS3s4JJp7ljwCIiksx7bAZKOqkTRCzxiIt+c3krXLfz9+ZN55212OZNIV3bTQF5cIeR4A96uNz7ZvdFpJZRxPG9p9qY8UxEnl9/e+3186+VTp7G31a3g9OIKsUx9HjX4QPjoM2s8coDk67FrMOQ7SCUx3Ns8YmS5ikgHWVHVlp8wTmE7ASBF2/L782NSXUvPWvTxvzg+syCH/AFeRA/ADMLV7zA7g1aaQNnvLy26uGBS1j/vpt5G/ljHU/T2zAyS2p2+mx8Rs8giIxRAO3QZjO2gaev8A5LWJvPOkdyy1TTLSaYk9mcCNf+JHJ4xu2yOzG/zB1Iar508w3AbkiXRt4j24QgRin3ZCf1FycW0QyDyT5rWyuIbPUD8AIWG5r0FaUb+uHHPhNsskbD0H83bnS5Py+169MaC6W09GNxSpMpC0qPnm1ExMebh8JiX5i6t6sJKIeaLsFPWnzyMyCyiGOLfzQMWjleBu4rsf4ZVKAPm2xlSb2vmKtFuo+X/FifxGY08Hc5Ec3enUV1Z3Y/dyK/8Ak9/uykxMebeJAqhSJfsgA+y0yNllsl70kuQtKpAOR8OR6YVRPv8AdgVB3U11AGlhb1E/aibqPcZOIB2KkkcmNTauJa84gH/nBy4YGo5/Jjd5fTEMOK0/ZYZdDEA1HLaRPM7EsXoT75YAwMlEshqHowPUGhyVoJQE9hZyglVETfzptv8ALpkQSxYxcwm3ehYOpPwuO+WhjJAmQe+SYrPUrilSZh1ruOmKsn0jV1uKafdOPVp/o0p/aA/ZPuO2SYckVPAY2bbY5BkEucFcIRJwNP1nCURDTSMZrUs3RiB9Ixj1RLmHqnkbUTaxyEPTlKRttsMqkGvMLfQbeY/Q8o+arSV6w6zpbxyKenqoQ8Z+dRlUhuGnAalXe15I1MS6ZZsT/eRLRgd1K7HFlm2JfXN27/ml5AudatS0n5l/ldYm4UgVbWdDiIMsEvdpIhup6/fmOf3U7HIuVjI1WPhl9UeTBdKvrbU7K11C0kEtpeRLLbyDwYfrGZbp5gxNFm2mXM0ZiuIpDFcWrh4Z12ZWUgqwPYg4CLaDsbD2X/nJl7Pz9/zjZo35lXjm08zeUbyKKe+t1HquJZPqs0agg1Dkq1PHNfjHh5THoXo8OTxcQmefIvyhhML3KnXPN10xchxpMcoIQdQJCq7nM88tgnrzehab5g1KwNdB803UVd1ieUTRmnijbj6MALXPFCfMWgvPvmHT/PWgPoXnyxSG7QhtM8yRAstvL09UFfiWncd8kJSjuGiOmED6dg+YPOv5e+c/ys1awg8wRc9O8wQrdeWPN1tWTT9TsyNpLWenFj2Za8lPUZdh1EM425jmOobs+CeLnyPVIrS2e/1C1tQavdzJGCfFjQYJGgSmAsgPSfzS/L9dF/NC+8hWFqwHla1sbGQU+OW4lgS4mkbxJaWg9hmPo8xOHjP8RLkarEBl4AOQCP8AO35Wf8qq86aNpNzFLFdal5RsdbkExJIe+ZxVa9BRNqZbp8xyxJPQ04+twjHQHUWx09PnlpG7gIOUU36Y9UhDtuDXJMkM21cPRham2/f5ZAJBUievvkyk7qD0AIpTuMkC1GNFByjeuTYZB1Q7DFhFDN8JHzxbIlSKg4sqU5VqDtuOmLILLaEvJyI+FNz88KJmtka4xawhnBrthZxUW7YGbR64qhpF2r2rikKWFk7FXYswU70aE8pbkrXZooTyK/ERuQwp298VZFIvADlI7SE8PBQeNakEE1JBO2KtEMGVKIgEaepybk4I5BWO9Pep37YqhoQ7RyvcEySEUhqA3pkUC1A3qD7b9aYqvVPiltasTwWalRQAxn4fCnw0+WKv/9P6axnflX5ZuC+Lxiioz+OAtwCOgVp5AhJ4jqcplLhcrBiOWVPM/wA6fOtj5J8najeTEOxiaO0tB1knYUUfLvlujFnjl0dV7TZhHHHTw/jfkbcXbzSPI4/eyMWenixqckTxbujhjrZ6L+Vfm2x8o+ZJ7zVZWi0+8tZbe5KKZN6h0qB22IxHJyMU/DIJFikcdC/L24lmlg8/NbLLIXjim06WiAmoHwntkjG2ihy4q+B/aiU8p+SGPwfmbZKf+LLKdPi+7JCJ7mJxx/nj5S/UqDyRoEi8oPzO8vEH7PqiVOXzDJtk68keDE85j/ZfqVF/Ln1mC2fnzypdyfyfWzGfvcYQB1BR4N/xD5/sbT8qNffkLbXvLl0vcpqsR3+k5cD5FfAkeVfOP62z+T/nwnlDZ2V0F+w1tf27j6D6gyXHFsjpch5AH4x/WibX8mfzO1G65XHl+74nb620qzmg8D6jEgZPEIyPOmrLgzQjcccifd+xmGneS/zu8pI0Oiapr2nw15mG1luYkLdK8RUZkHFCX8Qk4cNXnw7jFkh7rH3IDVNU/POWf19U1TzBdzQoI1kErvxC9qU/41xGHh5ANWbWQzG8hlf9LiRemfnN+bvlyOCCW9klSzkaS3/SmnxTPGSakLI8YIFffKZ6YHnFy8HaRxCIxyB4eVgSr527Uv8AnIH8wtUv/ruoT6bPMypGV+qBBxTbswORhijD0o1eaern4mSXq+H6mSN/zkXrU+j2WmT+WNKM9qxL6lHzR5AegIBP68lHTDisEoy6jiwxxUPT1r1Mk8t/nzojwyW/mDR5bN/VSSC5tTz2HVWrvjPD3FdPPHCPDMdbsM78zf8AOQXkjWbmw+ri6WKCDhI7RHY7dhlGLTSiDu5/a/aUNTKHDHaIpn/knzT5W1K80W/sNft/RkHO7illEbIwrQFCRkc2OYjycjssQGXHPjA772Qnn7zdpUd/rN3bX0Fy0R9KIRuGqeO3TsK4dNhPCLcTtvWRnqJmJvoHrP5EeW7iT655t1K0i9S+jjt9Gm4D1fqwALuW8GbOY7S1Hi5yOgfYfYnsr8tpBnmPVIbe57zrl7aaYjTzuERF2BNCzeAzV5gOKg91jlUbL5r82eY7vU9abSbqB552A/RVpA1URm6GSnU+2UctnWZsxnLh6vYfK2gzaVawT6hL9a1ZkBknYVEfgi+FBlgJDsMGIAepnaxG7tLpblvUiZCpU7/dl0CZA2uSI5BjlrYrbvMIqkTFW496045QG0REUaNJgt7q6vkieJvRAlJNQ5FN8uMBR8nHianfeh5JuYoooO+UmTlJZfQXAjZwqtHGvJ1VgSB1qR1yGSEqaDMMT+sTF+ccjxgdOJIykSI5NR9XuRZ1u5sbeWe6vVjtLdC80tzTgiLuSzN0Ay2OWfLmwmIRFnYB4p+YGueXvzO8rNoqqf0BqCiTVru3YwSTQqxoilSGCuQPmM2+m0niyAI36vN9odqxjjMwfSPteF2ekaVpCfU9Jtxa2cZpFFUtQDYbnrsM6/FAQjQfMNTqjmmZMO/MK+NrpVraRtxe+n+I/wCRGKn8SMq1MqhXez028vc8ht7++s3raXs9sa1/dSMor8gc11O1xzI5bPIfMF7G2o6leSvyRXZpJCakkbE/Sc02omOORd7pIkxiBzLFtPLy876YUkuzVVP7MY+yu+a6UuI29HjiIDhCbKaHp1yPNyIl9D/kvGlhpvmzzBIKLBGsKvTtEjSsP1Zdj2tlxPn+S5a5nluX3e4kaVz7uxY/rymW7sIlV5lfiU0I6ZAN4Yz+Y3naa28sRabczsUurlFUkn4VjBYjfqMzMErLTliAHzjdajHPVgQwboOopl53agKSstavUSxiniN8hRHJsiQea6LSdPuKmOdomPZGH6jkJZZRZjHE8lY+Xp1PKC+/1fUTcfSDkPHB5hn4JHV01vrtrE3puJlQV+F9z9DYiWOR3Tw5ByYjaebLqDUJobuHdm4/F8NKZacEZDZrGeQ5sug8w2slfVRo69GHxD8N8plp5Dk3xzg80QdVtZdklU+xND+OQ8KQZ8YSO9hhkJkhoGP20psfoy2BI2LTOIO4SKW3jYnkor7ZeJNPCClU+kq9TE/H2OS4kHGxTUdOu7YlirFezD+zLBIFgYkMea6kUlakEdQThpCFe4MlQx2PY5JihGJBNOnXFKzn93fFVJm99+2SAQpktUMjFJEPKNx1BGISRbO9L1EapakS0F1bgCYdz4MPnkSGN0tlj6gjfvilCnbbFUHO9JIv+K6ufoFBkojZrySqmYaHeGCGLfetT9OQnzQY2HoGsa9/zrj2yMCZVWNqbjfelcqA3Y44eq2Z/l/fxraxQswRUp1Pc0A6++RlzRmG761/Kvzm3k7zboWuoVltYphDqVv+zJZyn05kYdwVOV5I8cSGnBlOLIJIrVtDtvIP5pfmD+XVm5bSLK8TWfK4Paw1JROqL7IWIGOCfHEEuR2ji4ZcQ5Mx0+giFRuxJy508kb+d2uyf9CvyeWLS49K51nzhZWsjVoViEguHI+hcxzH97fk7jRSPhV5vz3u9d0Dy4zabplkJpohyvHRahP8qV9zXucuESdy5V0k1z5oiYodR0S4sImYCG+4VT4vsnkvxLXtUZIQ7ix465hCXmuyxwuWl+v2pBDPsXVf+Nv14iLIyen+RP8AnJZPKH5d+Y/yg8/+R7H84fya15Jp9P8AKd/L6N3ompSKeF9pN5xZoSGoWTpXcEVINOXRmcuOB4Z97KGYRFS3j+Px5PDIPy6/MXyP5X8i/nTqHl6S7/LTV9Sj/RXmq3IuraOe3mBazuyu8UvwlaOAD2OXHNDKZYxtIbe/3MRili4Z84831P5YvfLn56/85T+b/M/lpHfQ/M+uWj2LSjgyp6MMbkr2AKkAZh44Sw6WMZbEX97nGUcuoMo8jX3J9/z8AntU/wCcsfMvl+yULaeTPKPlzQ4SBT+7tFmJ++XMnRise3f+p12ukZSF936S+NZNjTMtwFGXcU8MiFCDbb6ckzUHFR+rFgUOQcVCm3j9+BIUm3w8k1aCkrup7Zaw4b2Q56fLC1EKTio98VCH7YtgcQTsN67YFRwg+rqF8Nz88kGqYN2pSjvhCgodh+GLJQddqjAziVOh6YslJvlikIZhvhZNYq7ftirMdPs5Fhto1UEgtJIzHopAO6mlN/Hr+OLMBMVLQxSsTznmZvXUmm4FQOtFYnc0xVSktWUTRkszyDmObfEAV35KKg+/Tf2xVpbURhOaGZwSCyMVdRQt8IFKg1puemC1tcGIYys1Zmb4AVYsFFNgT0WlRsPHCjif/9T6Zx/Zrm3L40EwtIjKf8nK8kuFzdNgOQqusatpvlrS7rUtQnS2tbZeU8p/BB7nKMeOeafCHN1epw9n4TOZr8cnzJqek+XPzv059W1K9uxbiaW2jtLeVOMXpv8ACQrIdyKHMyd4jwPOYtLi7SHjmUhLyYK3/OLnkRt01rWov+ekDfrjyvjIckdjQ/nn5BR/6FY8p/7p8z6vG3iyQP8A8aDCcw7mJ7DB/j+z9qHb/nFfRTUw+cr9f5edrE2/0MuS8fyYHsE9Mn+xP60E/wDzirb7el53lp352Sn9UuTGbyaZdgz6THy/als3/OKeokn0PO1tIP2PVs3H6pDkxmHc1HsTIOUo/b+pLn/5xX80KCYvM2jzt4NHOlf+FbDHPHuaj2NnPIx+f7Evl/5xl8+RFfSvtGuR+0fWkT/iUeXDUQ82s9j6nuHz/YhR/wA46/misyxQW1jMp6vBfovH6GC5bHJjJ3l97VPsrUj+D7R+t6fpf5S/mPolosEOnXTOoHJoryNqf6tJM2UNVgHX7HmNT2N2nPJYxn4EfoKbJpP5r2S0S11+Hh/vt5H/AFMckcmnPc4/5XtXF/Dk+1ptf/NKz+B5tcj4/syxO34shyHBgPcv53tTHtKWT48R/Qv/AOVg+dYhwvJEuCKclvLKNj9PJBjLT4zy+9rPbWsj9Rv3xB/QgZ/Oa3p46p5U8v6iO5lsEUn6Vpg8AHkSyh27kHPHA/5tfcl0k/kW8r9Z/LzToiQQzWryRH6BXB4Mh/Ez/luJ+rEPgT+spbL5b/LO8rTTL/SmP++pRIo/4LB4c/Itse1cEucSPjaCf8tPJt3X6h5ulsXPRbq3LD5VXIGMx0cmGr0s/wCOveP1Wl8v5Pa2oL6Lr2mar3URz+k5+hskMoHMU5cMcZfROJ9xF/ak9n+Un5h6xr+jeW/0VdWy6teRpd6qDyhhgDAyOzAkVIFBXNf2lqhDEQDuXb9kdlZc+oiDHa37JaRpD6XpOnaXagehp9tHBCFPaNQPbwzg5RmS/R+mx48OIQr6QA81/MBbhNa0SG6sp7y1uAVW2jJBZ/H6MrMZNOpmOIDmGD/l/oU9v541i5liYQW6u6RTfG8bORQFj3FciDIc3F0mAeOZPoRVoK13xt3NKwuY4oJ4mB5N0Iy6OQCG7VOBMwl1vIPVSrcatUk9hlUTRCylsUytVeKG69XqVJDAgilDl+PYG2iRshjTSRrLBCesjgMPbvmHGW4DkTlQU7a5TUV1LnEsYCem0iVqQK079qZk4zxCThT5hhUkkVvE8ssixxRAs8jGihR1JPbMENspCIs7B8HfnD+cF75+8yQflv5Jvoo7NpQlxcM4VJGB3mkJpVU/ZXudz2zbaXCbEY7yP2PFdrdpfmLJNYR/sj+p7FqnlfSvJ/k3y1p9nDHPevHDDdanxHrTCKOtS3Ujk1c6js/TDFYeR7f1HHhxjoSwhG2679s2hDzEJvHPzGu/W1i1tAaiztwWHg0pr+oDNdqzuB3O30n0kvPJZFijklfZY1LMfYCuYhNC3Px77Pn3Ubg6le/VUJNrCxkvGH7T1qEr+vOayS4jQey0eLgjxHn0TRSGAp0pQAZQ58CiFJK175OIciJfQmmyfoL8ktSuN0m1sy8D0J+sSCJf+FByfKLZDeQfPUZ4kCuRLnRKKJqlT22ypyYl8ufn7qskE+gWETlaJPcSD5lUX9RzM0g5lhqDyDwnTfMslu4guTWI9H6lf7MyJQvcNMZUzSO9MqhlfmrbimV22UqrcV+eFHCjodSvIaencOAOik8h9xrkTjiejOMiEf8A4iuVjYSxowAPJxUH+mV+AG3xik2lWljqN3Lc3QBeYkBWpvXrSuMiYjZEAJHdEX3l6S3JfTpuUf8AviTqPke+GGcH6lnhI5JKXlhbjcRNEw6k9MuFFqNjmrLISKq5PyOAhNtg+P34pCriyUJo1lQq30HwxViuo6dbyKTLApbtIBv9+SBIayAWA6hZm2chN0P2TlsTbURSUkmvv4ZYxUz1yKQ7FLitRthBVUtriWyuY7mD7afbTs6nqpwsZBn0bw39ul1bmoP207qe4PywEUxBS+WJxy26HEsrSRiZJTQk82Cj2C7nJjYNEjxFOrWcoAAdhtTKy2xRN1fvcelDUleahUrtQbnbAAk7PVfLl2tvCoB3IBJ718BlZDCcbe6+W9ajlgMMvwuooHB2oPDKpbOHkibe2/mV5mi1fXfyN/MAOPX13RLjyvr8m3xTaa/CNm9yrjKcI4TIedux1A8TAD1r7meWcg9JSDtU5lh56fN4Z/zkF5kn03y75csOX+jrrEt+It/ieO2ZAPxyPDZdloJGyHy/bwJY6XLHMFe61K1lkunIqWmb49z360wk2XZAKOry/pa00y2jkMaTIlxcuh3EUChiB4VbauMRSncU8svJdRhBurZg0MtWktT1kWpo9exp275fGjs0mxux8zGUPLbAlWJMkHv3oOxy2q5tXW32T/zip/zlHbflOusflf8AmZpSedv+cevzGc2/nfyndJ631J5gEe+tUO9RQGRRuaBlo4BzX6zSeJ647SH2/t7nK0+cR2PL7v2Hq9f/AOcafLn5R+WP+c3Jfy6/Lr8yrTX/AMudVddQ8j+Z3PL1H9AXC6aXYKHnQEoppvx/mzHzZJywCUxRuj+tzcMYxykRN7X+xg//ADm20sn/ADl9+eM8/LkbrS0hLd4v0dAVI9syNCbwj3lwe0dsm3cHy2+4Pt0zK5OAhmPXAqEkO+SCQsO4wokh2H0YliFhFRTFKEPwmnXJc02oP8VfHvgiaU96CfYn3ywNclmFgQoPsdumKQXFyjxuNyhBoem2BmnCTR3K8l6/tIeq4WR3Qsy8Qdqg9Mk0SFIRl64EhDMDXCzipEb0/HAyBU2FP64pUyK4qolSPlim0fpduLi8jDxySRRVklEZAICivU9N8UhnDtahZuNTKW5MC1Q1TxUktTYHaoGFsCmqHhwKEqIx6SvTgoAAU1puCNtz88VU5gDWRVSABCshBBHYDqaUqKAdu++RStiEnol0VUckH0XOy89jU1AJp2HbFV4WsjRGQFRRROVqoatOKr0G+3XFFP8A/9X6bQIXIB6L1zbkvj2KJJTQXMNnE0hYLQdPBfHMeQ43ZxzY9PHifn3/AM5O/m8+p3cfk7R7orBCed0VPQHqTT9pu3tmxiPyuOh9c/sH7XhtTrJdq6jxT/cw+n+lL+cxn/nG3UvMd3c+YdD03XEsIY4o7x4poBcjmfg51LDj0pmKTxc3Z9n+JxmOM8IIvl3f2vrEaf59HAL5p00/zc9Obf7pcr2dyMOrH+UH+lWfU/zIXlw1rQJT+zztJ1/U+AEMfD1v8+Hy/Ysp+aSH4ZfLVwtPhqtzHy/FsuAi0ylrx/Mcbv8ANSMCul+Wbsd+NzPH/wASXCODzYSy68dIS+P7Wm1n80YjX/BujTxgf7q1Ujl/q8o8IEO9iNRro/5IfP8A48p/4o/MJFYzfliZAvQw6rbn9ajLRCH85H5zVx56f7QoHzz5qjZEufys1wM7cf8ARp7adT9zLko4o/z/AMfNf5R1A54ZfP8A46zWw84yWcVbjyX5igeT++Y2yyEf6rKx2GZI0dfxxcHL2/wGjp8v+lR5/MTQ1PCax1e0I6+rp8u3zpXD+Tn5fNr/ANEmmH1RyR/zf2ro/wAyfJxej6u0B7ia3nSn/CZA6LL3NkfaXQdZke+JTWHzz5TmoE8y2PyaYJ+umUywTHRyo9u6M8sw+aZrrOi3KDjqthODsP38LfxweHIfwybhrtLk/wApA/50VOTTdAvR+9sNOuge5iiav4YieQdZMZabSZecYH4RS2XyP5SnqDoVqK/77Xj/AMROSGoyDqXHl2Hop8sYSK6/KryjcAkWslsx6+m5/jkxrZ24OT2X0cjyI9x/Wx2f8ldIkr9T1i5tj+yJI1dfwIOW/npdQ4OT2Oxn6chHvF/cxu9/J3XLbk1lqcFyoqe8ZoPwyUdbA8w67J7I6mB9Eoy+x6z/AM4/flL5lstS1Pzn5mv3ZZ2+r6PpZkZ0WOPYSbmm+c32rqPFJEX172E9nJ6MDNn6ch3nv+D60ewuUrSjbdQaZoPAn3vqnjxPR4t+Z1xfw3miLbzSw3MDmQOtCUC713+WRkMg5OBrZQJBHRl3kgXC6W2oXK+pc6g5aaZ1HJwOhOHxCOYb9LgBjd7lmj3MNKvAtR/LscRkB6OQcZHVCMLOff8AeRfiMiTA+SKl71BrWFgRHdx17K2xx4B0LXKRHRCzWdzGpZAJBT9hga5A4pdF8QMPujfpcCQwyx+m1QxU0qMpqcd6RKQlsuTV5Y45UEMKeqCJGVeJO1K7ZPxiNmBxgPjT87/zQW68w6Z+U/l64+sanqsqxauIX4iNmFRCzeNNyOuZOmwkb9TyeZ7W1vjS8IHYc/1freD6f5SXyJr19D+7udYubxUlmI5BFagCgnfaudv2V2fHDj4jzL5Z212hLNnMByiafRn5teZX01/L2negkoS3eRwCV6cUHj4Zk6XFdls7cO+OPcHl1v5stfh9SzlQ9yrhh/DLzjLqIbPIfM18t5ruoXRJCysvp8hQ8VUAZqdWKmXb6Y+gPPfNl7Jb6W8NvvPeH04/ZerE5q9XPhx0OZd1oMfFkF8g8ntoFgjEQG4qXJ6lj1JzQ1T2EZA7otKjam2PDbcFcMT8IG52H04gt8X0H+ZxGj+RvKPl9TxL+kZVr1EEVSaf6z5OfJux83gIOVOZFczUU4C3QL40/O+6+teZJiDVdPiit/pI5n8WzO0wqPvY5ZXL3Pn6RjWuZTC050vXJbEiOaskH4r8sjLHbKMqZ1bahBdIrwyhwe47fMdsxyK5tooo5JnHRtsPEmkNdXDuUgXq5BOEFBTCNvTVVX9kdcHEqYx6ndIvH1Cyj9lt8gYRLMTKyS79YEOoNcQKUzvmlzoh3AofEGhyy2Fqf70D4ZAw8HH8RiSrZuZV+1EG91b+uGwtlCyakEB5QsKeOIATxFJrrVVYGkdW/wA/bJcLAyYlfTGdm5eGwGTApgSxmbY/TlrFaiBu/XIqqege2BV/omnXFkpmI+O+EFimNrqP6KljlDVimos0P/Gw+WTG7DqybUJ4ltWkRgzTACKnct0p+vBSCWOwKCS/7K/Ap/WfpOJKKRSEr8jikLoW53PIfYiHH5scTyZg2fcznTL4qAzMdqbZVSS9A0vX1g9Nml4lNiF/hkJjZolC2U6z5xF75W0XSlcvPofmBNQspR+wlzGUkX2+JAcrjCpE+TlYh6OE976i0LzAt9pNndox4XESv9JG/wBxydumy4qkQ8S/P2cX+leXneWiw37B2r0WSMrX78YOXoo0S+YtQ8wSx2i2spYXdvKEHEEmSvwgoB4jLIwsudKW3mx61166s4prSWORGCLah2FOKciWqfpywwvdpGQxFFUvr9bksyqkMSiiqNgFAyAFNhI5sLF2FuHubdSE5/CCPhcDrT3zIqxRaORT6605TBbajAStrdqou+PRA+wYfLvlYn0LYYdQ+u/+cSvK3kb80bvzF+Q/mRU8s/mHdh9e/Jb8yrQ+ld2esWS+r9XdxQvG4QPT2am9M1uv4oVljuDtIdHY6LhleOWx5gvPPza87+dvPf5t+dtU/MXT00rzxpv1TRPNNpHXi17pUQtJZRX/AH6Y+Y+eZOkxCGIUbB3cHX5DLLuKI2YGzdcyC4aGfpUdRiEFDEihxEVW7dzTChSJ3w3bGlJhsaYAlDOK/PCFKgw2w8lBQsg5DCCk7oU9ck10tNGG+FjSltQg9DikFYkjxPzU0Yfj88DJOgyzwq4/aFaeB8MKyFhAsKdeuFq5Idx4dsLJQYfhiyisIBG4xZKRFDt0wJWkVFO2Kso0C0IglcxHlckGBwtSRHyJHjRjsab+GAlnFO1Ico1DVIqGErsQCSwI7133+WLYoIwmR2jZ2mlYCPmSOn2yTsaUA98UBUktykxLKnJ+Ss3LlQH4gVAoRU1rQHb3rklUZoktnMUcKzNKeKqFQf3YqDvtRfwGK2o0lSXl6bNBMCfWCigKgbEV6V25eJxV/9b6gTslmHEhoVJDfMZsr4nyfJWH6nzn+dv5r2nkvy5d3KyCS/ugYdOtq/FJKR0+Q6nMzHEYo8Z6fa8l2jrJ67J+Wxcj9Uu6L8ubrULvU7y51K/lNze3jmW5lPUueua6WWU58R5ly4YY4oiEdoh61+R/my98s+fdPktLRtQOrRPYy6eJUi9T1PiB5v8ADswrlsRbPBlODIJxF9P0P0JPmPzFGCX8iX5oNhHc2z8vlviQO93h1mb/AFGX+mH6lg846ulBJ5A1sMevD0HH3iTJCHm1HtHKP8jL8fBSfz7MhZpvJXmWPj9njaI/6nyyOL+k0z7Ts/3WT/SqJ/MjTlbhdeXPMlqx+1z0yQ0/4CuS4JeTUe1cf8UJ/ILT+a/lOGv1hNXslH7c+l3QFfoU4xwSKB2zph3x+H7Vrfmz5CCj1tea3U/ZE1rcL+uLLhp5sh2xpT/H/sT+pl+hedfJV+TPH5ktGCx+oSxZCsZ2qeQWlegyZ0uUC6Yz7c0UTvlHyLL4/NvlqYqlv5g04noE+sxj7t8Tpp/zSse19JM7ZYf6YJhDqlhMf3eqWsxH7KXEZ/4icgcch/C5WPXYJcskf9NFFFobkfZjuV+h8jXC2XHJ/NkhG0bSbj4rjR7OY+LW0Z/WMByyHVx56DTy54oS/wA2KWXHk/ytc0Mvl2wJPUrEqH/hKZZHPkHUuPLsXQy54Yj4IF/IPlT/AHTpzWpPQwTSpT5fFh/NZO9xpez2iPKBHuJ/SVJfI2nRmttqGo2/gFuGNPvyf5onmA1/6HsI+mcx8V58s6zFvY+a72MD7KzUlA+dRj48esQU/wAlaiH93nkPeqLaeebM/BqlhfqO0sbIx+dMjxYT0ISMPamPlOMx57KtqfP2tarp3ly30jT4n1F+V5qonYpb26bu5j6kt0AzC1k4Y4+ku57Gw6/VZxjyQgBY3BO3wfWsC/omyih4QQWlqiorc+CgAf5VM50ykTZD7PjxY8cREbAPPPMP5raXYGez0yFtT1FB8PpfFCh6VZhscrOTycfJqIA1E2Xzpq3m83OpzJLcvqOs3kgFydyI+WwRadPkMByRdXlySuhuSX2L5XthZ6DptrNxEyQr6sZpsT23ywCJd5jEowF2mstvbybGJSG7jIyhFnxy70O+l23H4SUA8MgcMSyGYhI7jSCORScU/wArbKp6c9CyGUDmGJ6hp2rcv9HUsB0Mb7j9WY50+ToxllBS36xrNkAJfXRF68xyH41yBllj3oAiXy5/zkR/zklYflXo72FqltfebdRUrY2QX4oQf92sB38Mvxev6nSdpa/g/d4vqP2eb4z/ACH8uXmpeb7b80PPdxO2oLcPcafpkQJ9EyV/fPWgLmu2+2dXoOzjw+LkG/8ACO7zfMO1O3oYcgxYztfql1Pu8nvs1t+XV15nS9TzxK0iXaXF1FfwcQzK4ZlEgopO1K5ufzEoiuH5OoxYcGTIMgy9bqQVfzRvtJ8y+ZYP0PrVlcLb2aRhOdN2YsQGFQeuT0cwIFHbecTzAjcAdN3n50LVIt/QWRfFHB/XTMjii66GWKWXel3A+Oaxdh+0SlfpqMpywEvNyseWuRYlqOhaXeORcWgfgOIarKR7bUzX5tLjnzi7nT6mYGxY1P5G0iU/u3mh8BUOPxFc18+y8UuRIdvi7SyxQx/Ly1/3XqEiHsSg/rlEuyYjlJzsfa8+oCP0H8tjca5pkDXq3Cy3UQ9MqVBAYE169hlf8l8O5lbn4u1DMgCNWzL879C1C81ewisYRONNtt4kYVPqtU0Bp0AGY+bRSMbiHaYtfjjPhkafPk1he2jFbqzmtyvUOjAff0zAnhlD6gQ7jFlhP6ZApdKTxJ7d8rIcuD4e89yPqWq63M4o013KyV/yWIX8BmwxxqIDiynZJeNTIyOVYUIO+X0ytRNRhSCqQzzW7c4ZGjbxGAgFILI7bzLPGvC4iEhHSRdj9Iyo4e5mMi6DXFa7E0zFVrWlPowGG2yRJki63YMKi4qPkcr4JMxOK8axZ9pwPvwcEu5PHFeNUgbpPHTt8QwcJUkKiahEekq/8EMlRQKc2oxjrPGPpGRopJAQr6taCtZgT7VOHgK8YS6bVrah+L7xkhAoMwkN1qkLVCKW9zsMsESwMgkM1wz1psDkwGtBMKj3yaqQZlO2NKrLI43K5HZVT1Soq/wjGltDvcE9B8PQe+EBiSlszmVySeQGwy2kDkmVhczXAjtGcuY9rdT/AJRp+AyJUsmMPoqIx0UU+7IdUKEziJXY/sjYe/bEblXWqGNKVqW+JvmeuMjZTHZOoJ6Ab9Kb4GaYxXrqRR9h/HI0tIv9JSo1rCkgVZpk9UdeXE8hv88jSQafQ/5e+azHpl1YzSb2VyBHU78JByFPprlZ5uPqY+q0n/NHUINYtbPTZ5jHBcGYGVf2H4jgxp74xJBsLpojcHq8F8vW9zbazpsuphmhtxJzMgDBH4FUbkOor0y6cgQaciESCLZzoMelXujtbX8EUlzI8ovg4HNn5tvXr0pTKp2JWHGmTbyLWdPey1C4sFYz20TE2wY0BQ7jme9OmZcZAi+qBZ2S97L1VAkmao+wqgKq/IY8Vcg2iJZP5Tl+s2V/olwQzxqwiU77MD+o5Xk2ILbA2KR+iebta8heZfIXn/Q5zba95UvkuLacd5bR6hW8Q6gqfY4JYxkjKB5FMchgYyHR+gv/ADnf5U0K+178pP8AnIfyrbi20r88fL0R1uNFohvoIIpoZGp+2Yn4Hx4ZruzshqWM9PwXJ7Vxio5B1/AfBz7VzZunQ7t/TEsgonffxxBUhZWv8MKFjHx+7FSFhqfowcmCHk7ZIBkoHqck1xQ8i9vHFnFCyKQdhhDGWyG9uuFjSw7YVpp1r8XjiyCb2K/6PXfdjTFkFkyUPID54QWqca3QrKDixBQ5HUYWSiR3+/FsCwiuKrUieWSOGMVeVgiAdyxoMCXpS2rwfV0iUGKOOipy4qFNQ3FiRQmnh3wNpCEuLdLiSNvREvLl68jClPir8JO4rt2xZKsxlZRESY+SF5JQQrBeXCoou+5HzxVBcYgS4uPUDchxHxcxX9ljRT7HqOm+LEltC/H4oXmIZY5EcFWHOlSzGh2HXx2yTFSZplliBkUpJIVCg/sg/wB2fcAUpXv9GLLif//X+iH5n+YLHyzaX2p6jcra2ENubm7uH6Kq9h8zm60kL3PR8S9ps8scuCG8pfjhfj3+Zf5hX/5heY7jVrhmi0+GsekWLf7rhr9o/wCW3U/dlGozeLLbkOTjdnaD8tj9W85fUfx/D/awuJ6VWlQ32aZUGzIGQeWtbby/5j0HWogHbSb63uir9CEdWcH6Mvi0bjfu/AfpfYfnt+VF/bpP/jCy0+Qr8dtcc1dD4bpvj4Z73eR7SwGP80+4n7gm8H5tfllLwZPPejOX6K1yF/XTGWM9yD2hg6y+w/qTWL8xfIky1h866LIK0qL6EfrfJRxkdE/nsA/yg+aYRebfLc/H0PNGmTBvs8L6Bv1PkhiKRr8H+qR/0yMj1WwuATBqdrcL3KXCOv4HJ1SBqsR5Tj/pkwSNblkiRUnaRgF2DdceTdUZsvOmWMcRtxptu6tvcyGBPjI8du2TGSX85wp6XET/AHcf9Klc3lvy7N8M2gac/P7XK3jH8Ms8fIP4pOJLsvSHnih/pUtk8keTpAVPlqyX3RCn4qRg/M5O9xsnYuhl/kR8ig/+Ve+UN/R06W1Y/twXU6U/1fiOT/NZe9xT7O6A8oSHukR97S+QtLhJNnq2uWj+MV/If+FYEYfzUjzA+Sj2fww+jJlj/nfsXjypqMbf6P531pAOglMUw/4Yb4+OOsB+PgyPZGYfTqsvx9X6XHQ/NatSPzozqOhktUB/4XD4mP8Amfag6HXDlqb98VQWXn2Efutb067HYT25X/iOQvCehDKOn7Vj9OWEveP2Ksd35+hp6+nabcgdTBIy1/4LEDEepC+P2rHnCBHkvl8za3ZI0moeWLhoo1LO9qyyGg8FqCTkZYo1Yk2Q7S1UT68B+Bt7l+VtheLpsnmTVtEudK1DWwDDZXPEzQ2qn92GCkgFvtUrt3zm9ZnMpUOT7D7M9nnFgGXIOGc+h6BS/N2/9TStOsg0sMVzcgXCgEcl8CRmDPIA7bX4zwVbwRxfapdR+XfKduDLLRZriPbgp6gE7dOpOROQHYOrlCdiEB7y+gPIH5S6R5VRL7Ugmp621GaZwGjiJ3PAHqa98nCEQ7LS6EYRZ3L1loIGH92C3TkNjkzEOfxlCvZKKNHNLHXwc0/HKzjvky4u9Sl+uRLRbgOP5XH8RgqUUcUUkub3UEH+8qzgd42/gchxS7mMjE9UEmqIDSe3mgJ/mUkfeK4+KBzBaxFg/nz8w9K8p6cJpJI7i8u6x6Zp5IDTS+G/QDqcIJmeGIu3X67XQ0kDKRovjzU/ye0b80df/wAUeYpZRrcjrLKssKSxooNVjRwQQBnQaPRRw1OYvyfONb2idbIwhOr5kb/C3pV3+WnlSOwOk2kc9oxThLe2srK/vStRXxzPnrJ24Y9ntNIWQb97ybU/+cfYpA76T5kdGP2IbyEEfSyEfqyI1R6hjL2f/mz+YYDqP5H+eLIM9rb2mrRpuBazKHPyRwmEZolxp9j54cqPuLDLvSPOWgSK17p2q6cYxRHkSTiB4Aiq0y/xu4uDPSTh9UCPgqQ+cNaThzlimCbMroAW+dKZMZi1DBEoh/Mj3HL1LCEMTUEE0p3qDXAdQR0cvDirq5dR0qRaz2JVu5UAge9QRh8XGeYc2MZdCjbeHQbyVI4rn0mYV6kU+fIZMRxz5FyImYem+RfKlsNfgnjkaQ2sby8nAIBpxFKfPIZcUYxc7RTMsg8kk85aLPqOvahc28kZKyekFaq1WMBR29sj+WJAIcqWccZthNz5e1QKa2vrKBuFZWB+iuQOCYG4tysOeHe8x84eXYRYXk0uniC4ijd1cJwJNO5FK5rM2jjM7x3dzg1sscSRLanwb5r8n6fPPJKVlt5Ds5RqgkdyGrvlOTAAz0+smBR3eUX3kOOUn07tWPYSx0P/AASnKuCnNjqvJil5+X2sxcmtDDcr2QScT9HIDAYlvjqYMXudB1qyr9Z0u5jA35hC60+a1GAim6OSJ5FKiCpKsCrd1IofuORLNrG022CV3UkH2x2K22LiUVq1cNJb9du5OClbF2yjY1+eCgqx7yU9DTDwhVA3Ex/3YR8sdmSxnlbq5P04LYqdSeuKrg1PlhpNu27HfxxpFhSY0FRufADCFtTLOfb6f6YVWnam+/YDFBQkj1JUGpGxPhk4hCGJ7ZJBK6CdreeK4T7UTBvnTrgIQHp3KO7hjuE3SUAr9OVkUySG9/vki6AnkfkP7cRsxpVDUocghEo/euFsBtWEv34UrfrFb20UEN6dZD7U2GIGxR1DL9G8wNZ31/GDT1443G/8lRkDHZjP1GkZ5h16S8hQFuTfCyHwYb7HAIphHheqeZfyx8xW35NaB+dWmava+ZPLF/I1l5le3iMUuj3qkBYLpNyRJWgcfCW98xMeaPi+HVHp5udPFLwxMG3zhJr00chAX4nXkAlQRXoSfHM8QcCUrQk+pPcPWVauRtyO9fnkhGmG45IeSZgp4AcqbKdhXGgy4iFby/drp+rR3szsVKsH4juegp4Y5I2KTCVFW1u4NxYWwNS/12V2FOgckj9eCGxZS5P051rUV8/f8+2vI1/dSetqX5V+aI7VJDuyxR3cluAT2/dXIGanGODWEDr+l2Oc8ekvu/Q/P1pK1rvm2p0KiT28ciWVqZO+BbUu58MldrbTb7/fhCQpkHFBCkd675IMAVFh+GJYyCi/TJBlEodhttiEoFwQThYEUs64oWjeoxZAJ7a8TbRcP2QQf9YdcFswNnSqHUjuOmStEo2EvYUqO+SccbIdh49cWakR4fdiqky9wNhgbAU98t2yyX4nkbgtvT0iVLVkatBQDsATgZw5svtxGzxI7enHaMWWNiFBB2LEeNQSB2xZ8S14As7OJGeLhSUV/eGnKnINXkKH54ppQaJSCoVXRl4xkAEAJTjx2B+I0IJ2rilZ6SvFxiia2IAZUaj/AGz8XwLRae6mmKAl8kRZHlX4pJE4xIr8WbgeIqRselR4e2KOFwt5ObwLGqyCkMsQerMN3AJoQKeO2+SRwv8A/9DpH/OVHnRPOvlnR9K8vTy35humTULa1+LkYtqycewK7ffmzyngBhHq+J+LHUzhlI3iC+Fl8ua+Fbnot6Sp/wB8t/DMXdsnkiOoVU0PXk/6U96ClOX+jv8A0ycAXEyTiev2qL6Vq6seel3a12b9xL/TMmIPc1cce/7Q0tlfEjnZ3I8Kwv8A0wx2apzj3j5uAnSoeB0C/tMjfD+GX0WvY9VIv8QrGAO9RklIFc0SCittxB+YyyFNB3CpBLNczRQWQkluJXEccMTMCWZuKrVctj3BEwIAmWwD6z8qeWL7yrYnUdTvpPrlvEUSON35CaQdOv7IzZxiABADd8+1/aX5iRGPYE/YiE8w69E3KPXL6J+7LcyD/jbMvwx3BhDUZIfTIj4lNbbz55ztzSHzVqSKetbh2/4kTlRww7g3jtPVR5ZZj/OP607tfzR89244R+ZLmf8AyXVZfxZcoOlxdzZHt3Xw5Zp/E/rtOIPzk8+Qr/x0oZz/AMW20Z/4YUyJ0uL+aHIh7TdoR/yt/AfqTi3/ADz82xhfrFrp1yD1PpMh/wCFYZA6LH3FyI+1esHPhPwr7qTGH8+dYDH19EtXHT4GdD79a5A6GPQuRD2u1P8AFGPwv9acW/59pyH1jy+KDrxlI/gcrOh7i5OP2vyfxYwfcaT+D89NEloZdFu4yf2g6OP4HKjoiOrkD2xwn6sJv33+hOrX84/KsxUTC4t/dkDU+45A6SXQuVi9sNKfqjIfAF7J+Xl9oPnO6+t2t39YsrBleZWUqOfVVNfcZqu0MxwR4TzL6F7G+D2tlOTGSY46uxW5fRiXVuxIWQUAoq1/z7DNEJB9X4CGEed/LT+Zhpvo3LRS2slFRTRSD1LfLEgFxdTgM6AKbeWfKGk+W7Uw21tG88u9xckAsx+e5AwCADZhxeEKDIZLW3UURODf5JIpg4Q3eJJDrbyox9O4cezbjImJ6LxWdw1K12nT0pAvZiRgqXTdJIKR3mp3EbANYMwI3aNgwyHiSHOLCVDqgU1W0b+85wN4SKRj4g7mki0PqWuWGn2rXT3UVOkachV2P2VUHvluOJyGouNqM8cETKRp5XeWltr12dQ17S457gArbJIgdIYz2U9ie+bvS6cYRfV4PtDVDWTPiRuI6MQ1vy5ociyW+mvc6VcNtJcWUzRFfkKkV+jMzxyPN1kexsBPFEGPuNMRTy75ssFppfnWS4C/Zg1S2jmB+ci0b6cjcTzDkjS58f0ZP9MLVPr/AOYFn/vVoOm60i/7tsbpoXP+wlBH45EiKfE1UecRL3GvvVh53t7VQda0LVtE/wB+SzWxlhB/4yRFhTB4V8iyOtA+uMo/D9ScWXmry5qVEtNbtJmk6QPIFb5cXocicZDkQ1WLJykG9S8peWdaWup6FY3nhKYlDf8ABpQ5ESlHq2z0uLKPVEF87/mz5B8t+VtPttT0aGS1ku7gQ/VPVLINixIDVPQeOZGKZkd3T9o6PFgiJR2svDox7/M5Y4cJM08qeWptRnF+6lLOE/ByHwyt0IHsO+WYI78RZzzVs+j/ACPpjWianfPv6UaorDoAAWP6hlufJxUHN7OltKTzectJPLK25ldnPzJrmWDswjK1IrtsPnkS5MTTzH8w5Ui0iWpo8jKi/San8BlVXJyjOsZ83xR5jiha4l+BW3NagHNbnAtztOSAwKfStPkJLWqgnutVP4ZjmAcyMyl7+X7FvsNLEfZgR+IyHAG3xClz+W6EmG8I36Mv9DgMGQypReeU2uAwmt7S8U7H1FBJ/wCCFfxyBhbdHNXIkJPa/lpoV/cSW97pTWjTKRDcWz0VXH+TUjf5YBiF7oy6zJCNxN0lWofk3bRu62OoPGydYrmI0/4JSP1YDgTj7V29UfkwW+/Lq8tZZIVmtZ2TrxkZP1imQMSHYY9XCYvcJDc+TdVhBLWErr/PCyyj/hSTgotwywPVI20K7HMLFNWMVcNE1VHidsiQz4gOZS57GcdAH+R/rgZoZoJl+1E33YFUztsdjirWKuxVrFivqPDFkh3B61Cj7yckCwKGlqqszfCPfq2SCEB7nqdzlgW1PFg7FWX+XdQorWEjdCWgJ8D1GVyDYjr2Itd8gP2BQ/P/AGsejBTYlTv0ytFODfdhZRb9SnfrhZoeGUtNNIdwKID7Dc0wkbAIibNqn1kx30cnRZUMfypuMa9KnmmEtyZI+JNadMgEvrH/AJxj/PnS/wAuLjW/Jfn61Ou/lT59s5dL85eX2jWQNDMOPqoDSjJUmo36U6Zg6vTGfqj9QczTagR9MuRYJ/zkR/zjnqH5RT2HnLynfP53/JPzSfW8lefbYFxHFKarZX9K+lPHWm+z9t6gZGk1Yy+mW0x0adTpDj9Ud4n7HzYHBoj0bkKow7j5+OZluKN9iozSGLj8VVdqUIqQMA3Uik5sbYJayajcMY0XeJKfaUdPvORlLegyjGhZQt/NITZRBTycerJEvi3RfowjqUyN7Pq2X8ydY8lf840S/kFrHl7VPL/mXzR5qh1yZL+3aFJdHkCTJJEW+0HkiUbZg44DJn8SJuIH2uTlyHHg8OQIJ+54i+x+WZoLq6Wk1GFFNH3GQISsYd8Qq0DJIUmFDgO7IFRfY7fThBRSwmv0ZIMSFFl6g5FjFDkePbJs0NMnfCDbEoXCxWkb1xSCmNhJRmiJ+2OSfMdcBZgo9x3+8YgsqQkyU+IDY5MOPkHVDH4q+OFgChyO+LNSbap6+OLKL0LQrY2llA7QhXnAmluGJjKJIeIAPEhqgDv88geTdEUEVMkauJZf3rNT0PTValVJJfiBToa7np74U3am/IxkKV4slZomVTJSu53Nakbmv0YAWSkieiZmCRfWj+7khGylQARxQ1qD/bhSg5YvSQxIVuH4IAyhmKh2KV4ggUqKKOta9q4Qi2pSjTNH/fTMVVGFaBl+ByQvQtWvv0wJUndgkVBJzbd4CAJPTBYAgU3+eKv/0fGMWs3H7wvezgyNzkYSPufE75ITfKMmCuQCK/T2oI3walcjl4Tv/XLRNw5YAeg+SunmzV4WJj1m7Rum08n2fvywTLXLTAjcfYi18768m6+Yb1WA/wCWhz/HLY5XGOlHciovzH8zQDjH5ju+I+L4pS3/ABLJ+J5sDoAeYRyfmf5rQNTX55OX2g6RP/xJMvjmvq0y0MT0+0/rR0f5teY1CCTUYJqdfUtbd/1x4fGaJdnA9FT/AJWzrIVoni0a4RtyJdNgJr/sVGWjP7vkw/k4c9x8v1Poz8jdcOuXF3r+qeV/Lxj0shbWRdPjjdpT0IKntmZiHHEkk7vM9t6saSccY9e24luK+x6n5r/MPRVlOnHyxpNwYiWuyPVTjK/gRL1zLw46N8ZDoIZo5Nxgxjuri/Ww+LzP5WlRhL5Qtvi6tFd3Ef8AxItmSJd5QZxvfGPgT+soldZ8kSgB/LV5Ae/oXwI/4eI5EzJ/iDC8PWMvhL/jpVvrv5fyBRFb63aMeoWWCUfiFwCUj3IlHCekh8j+gKpTyLKqsmtarbV+1HJaRv8A8Mj4LPkwOPD0kfiB/wAU02neVZKfV/NhSuxWe0dPxWuT4j1CDjh0l9h/arjQNHYBo/N1gwPZ0kX/AI1yBme5IxRHKQ+39SJXyj6sbSWXmDSLiTaiC59JvoDjK/F33BZjTki+KJ+O/wAjSrb+UNZ+ykllIBSnp3EbE7+PIYynFB00ydqPxH61a88reZLK3eRtFubjivwrAPVaRh0VQlaknYAZTLLGIMjyDPF2Zqck4xEDcjQrf7n3X+RHk7U/J/kGxTzND9W8waw7ahqWnrStt6tPTgLDuiAV/wAqucF2jrPzObj6DZ+rvYjsAdi9nDER65nil7+Q+x7dFdRpukSJx6Mdz88w/EAexEe9UGpvX7KNx25dPniMyDAKw1l0Pwxig60OS8csTjBVV1mNyOSlCejUrh/MdDs1Swkoo3hK+pGySj+WtDhE+5iIEJDfa/Fan/S4pIA32CRUH3qMhLNXMUxlQFoGLXNNmp/p0PJuiliCfvyXixPJx5F13qVhb28lzcSwiCMEliQ1fYe5yyMeM7btWXNHFEmWweO6vYjzJfW2o3umxyWts5bTbbkY2jU9ZCBsWObvS4Bij3F4DtjUS1sgKuA5bkFI9a094UeDS9ZvtMupBQMrCRFr02YdczRk7wC6uPZh5xnKP2sFSw8/2IIg1nTdaUEkJdxPDI3sXSo/DIyljPSnJjj1eP8AijIeYpenmHzVaHjqnkyaZB9q40ydJx8+DFWxEIdCn83nh9WK/wCqbREPn/y5zMV9Lc6LMOsOoW8kP/DUK/jkZYj03Zx7Rwy2lcT5imUWOqaZqS10/Uba8U/a9GRW+8A1yFEOZjyxyfSQVO+0TRdRIGoaTa3bH9p4Vr94AOPEQ2S08Jj1RCU/4N0yBvU0u7v9GfsLS5bh/wAi35DDxnq0/k4j6SY+4vnz86xqdld6Pp97q76pbsrzwGWNUdaUXdl2OW4O90/awnEiJlbDfK3lGfVWjvdQVrbTdiiHZ5x4DwX3+7Mvg6l1fjcOw5vaYoooI0ghRYoowFjjUUAA6AYSxjuzyy/0TyneTDZ7ouqn/WIQfxyn+MO6wejTk97yF1KuwPY0zYDkjHyU5DQH5Ylvg8H/ADTuykdnADQVklYf6oCj9eVRPMuUd6D5E1mTnNJmrynd2mIUGOsw/XlbkKDGuRZhT4j+bAypaemRCVhH9mEqmEmoRqImRWkmCAOzk0qPEd8kC1DETd8mPzQW1w7vLbxszkljxA65WQHKiaFIKTSbBjVY/TPippg4WziUorZ7MyfVbj4ZRR45VDqR9NcIjXJE4xnzDGrryvp07yPNptvK0hLMUVV3PsKZWYORHMQKtJrnyNoMoP8Ao8tqx/ajLD9RI/DInGG0aiQ6sdu/y3iepstQB/4rmUN+IofwyJx9zZHU94YveflvrMXJorWK5A7wvxP3NTI8BbRngWJXnlrU7In17G5t6ftOhZf+CXI02icTyKRyQuhIIqB9OBkoEMK7U96YWLVB1O58cNqks8xlkNPspUKPH3yYFMVuTYlaR3xQtxVejtE6yI1HQ1DDFIZbbakLwwhtpCCrj3AqMrIpUbKlACRTIlKFJA64sgKU3fijsD0BOI5qeS23+GFB3pU/TvjLmseTc6812rzQ1jb3GGJUi16yBlBPUj4vY4kJBsLllKsGUmo6EZAhX09+Uv8Azkt5j/L/AETUfI+qWlp5p/L7XVePXPJuqxieyuFkFCeLfYcUqCtDXMLPoxkPENi5mDVGAoiwxvzN+WnkHzYs2rflJ5gGivKxk/wH5gmVTGa142d+3wkVNFSXi3+U2OPVZMW2YX5j9Sz0+PJvjNHuLxDUfKutaBevB5q0u80t0FfTkiJV1B7OKqV91OZsNRDIPQQXElilA+oEJdd6ql1IiqONrb09KJR9sjp9AywQoMCd1qpNeTdOVxdMERF8W2VR9JwEgDyDIAk+b6h/PLz/AB+dvMXkPyxbSC50/wDKXyvaaEb2vI3F6safWZOXcK4Cj5HMPQ4uGBl/OP2N/aOXikIj+EPJyQdszAHWWpsMSiJWkHxpilbSvXAlZ0wqQtYbHEMDsh2HWuJZCSgQf6Ygqtrk0EKbjvgCAouoIIPfDyXogWWlfEZJgp4q1G7RsHU0ZTVTiWYT6OQTQrIo36OPA98gObOO6mwrUHodwcmwmOiBIINO4ybirHHKpwMwVfTrM3t9b23D1AzhpF3+wu7dN+gwFsG71L0n4mXhGQsbGAKeZ49+VQpAHQ/xxciKg0InVihC8uIcQNTiYyFWhpUgkEb7UripFpeHqs8rsFuq8/UNBUBuHxgA0FANu2DhUFYsgAkuPSeqLyKBhXjSoqaUYHeu+FIUK8amJmDSrV9hGVXYLJtUbED+mK0hqyfWZxG4gMSANIlSpqTWo23qdjTc4rS8eitw0a8fTlAEknqEsHA5Dp0PsdvvxS//0vkU/wCZOttXg1vHXwQ/xOIjTyv8mY+toF/zC8xNWl6qD/JjT+IOSFBl/JmLuQzeffMZ/wClpIP9UIP+NcKf5LwfzVA+d/MJNTq04+RA/hin+TMH80KZ85eYK/8AHXuPH7Zw8Sf5Ow/zA3/jXX/+rvc/Q+HjKP5LwfzA7/HHmBTUatc192x4yj+SsB/gDJPK3mfzFrGs2OmpfSzGeQDieJJA6ipHfLcMjKQDr+0tDp9PhlkMQKD9AtU/NeH8rPIVnCJVfVp04wxKgUPM61r/AKq50mTPHBjBPN8P0nYGXtntCVbYwd9+n6y+XD+f/ml5Xmlu7eZ5G5uZIq8ifE1zW/yjJ9F/0FaUCgCK7imNv/zkFroqXSyk/wBgy/8AG+SHaJ73HyexOA8uIfH9ibwf85FagKI9hbEd6PItfxbJDtBxZ+wuPmJH5BPLf/nI6QCkumr/AJTJM38VyY7QHVw5+wfdL7E4j/5yMsJOPOwnWn2uLg/xGSGui4svYTJHlIfJOrf/AJyC0NiC8Fyvh9k0/HJx1wcWfsTnHIj7WUWf58eU5UAlmniNN+cZ/WK5Z+evq67L7G6uJ2APxT60/OLyfcn/AI6SpXoHUj6a0yQ1fmC4uT2Y1kP4WWWP5k+Xbjj6Gs25H7JEoU9uxIyX5m+5wsnYuphzgfk/Qj/nGXybpuo6TafmXe3Ut7PNNPH5etjKWhhWMmJ5yoNGcnkFNKKN+vTkvaDtIzn4EdhHn5l9r/4FfsrDDh/lDMLmSYwFbRA2J95Ow7h79vXIlDtRW679fHOc5vs1Kh+E05A+NTjSlxkA+EgGtOnXGih3JCaFSCPfHikEbqkSJId24A9Tv92SELO6JmlOS8hhkKxxj4Ng9dq9yfoy8CMXFlmt8767/wA5FeW9M803mg3tuL7So3EDXkLcjG4NGBU9ae2YB7QjGfCRYdTm7SxxnRTTzX5p8n6Jop82jWIjoJha4ZlYs44KWKqvdqbAZcRCRHAeaMusxY4eJI7D73yFYef/ADD5819fN8wn07QLKU/4d0EyEKyKdppQCASwzsuyezBjx8U+ZfGPab2ry5tTwwPLp0DK/Mf5za/5fgadr8m4uARaWaqCtf4AZtTp4c3R6XtjW5Z3GWzBtP8A+cj9dQqNV0aDUDX97NG5jc/fUbZTLTDo9Pg7ZzR2lRehaT/zkH5Tu+K6lZXumuSAX4CVRX/UJP4Zjz00ujsMfbePbjFfa9L0n8yPJGslUs/Mdp6p6RTP6LD6HplRwyHMOwxdp6fJylX2fezOOW3vYvhkivIW6lSsikfRUZEOcJRmO9JLnyn5ZvG5zaHaiU/7uhX0X+fKLiclxkdWmWiwy3MR9yEXyrJacv0R5k1TTl/YgeQXMQ/2EoJ/HI8feEx0fD9GSQ+1EqvnG0XafTtbVezq1tMR8wStcBMfc2iGePUS+x5T5rs7jXPMEd1rtgLX6jEIodOZ1mBNS3Ko2ofDM/TRAi8l2tqZSzkHYhVQAigalOg8BlxLiQNqoNR/MaYG4BnesgWug6XZDZn4s/0LyP4nMeG8i7rN6cUYvObuyMhMsS/EftJ4/LMmGSti04pdEnltZ+Lck9MeJycpgObCny9+bt0F1BoAdreFVPzarH9Yym/Rfe3x3n7nyrqMnKVq+Oa6Zsu3xpVXkci5C0tQHFQpVGVltWk1GISFIk4lkptviGQWEcfngSQtxQLCHd6/SMMWaiR3B+nIqpE1xVTKI32kDfMYKTa0wr0BK/I4KTxFb6Z6c9vfDwrxpTfaFpF8CL3Tba4Zur+mA3/BLQ5HgDbHNIcixW5/L3y9KrejFJbk9OMhoPoNcicQLZ+bmGFap+Vs7K7abepz3okvQ/Sv9Mj4XcWcdX3h5tqH5featOZi+lPdRrWklsRIPntv+GHhLcM8T1YlNDNbuYriGS3kXYpIpVvuIGLPmpHFBWkVxtVuKVSOV4ZFkjNHQgjw28cBSCzWx1OC+Tg9I5wPiQ9/cHIGKhfNCDUjrgpmlstfTkU9QCKYjmp5Ohf9zH8hieaByVQwJ69cFJWMvE8oyBX7SnocmDfNjRBsKZnk6C3JbxqKYOEFNlZ6tyhq8QKHqEPTGgtkI2O8elI5SoPUVofpGDh702nkXmnzDDaNZRaxdpaMOLW3qsUpSlOJJGVHT4ybIDMZpgVZY2EUMWCgMSSxoOpy5rpMrG7j00Tagfju4lKaZFSv75hQOfZBv86ZCcTL09OvubISEQZdeiZ+WI3NpNcy1aaeU83NSzU6k19zlh2cSZsslC/hga1rKRuMRJaWADGkOIp9OQZKb+IwgpCmT18MlaDFSYY018lJviFAfkcjVMgUOw3yYLNoHCWulJxQ+2HmkIaVa/EO3XDEsZd6FaoOFipsN6YUom0uPRbf+7bZx/HIkWzBThlB3BDKd1YY2z5hBypxow+ROSDj5BW6kwwsGY+ULNQ0+pSpyQfuIqMF4k0Lse9Og+/IyPRuxDqzFreIRyGWfm6sGWRiTTauxqDsARUfjkbbgg5EcyKhkh9QENCNgQqhhQnblQ+PzxBShxBc3Dw28MilpwTMUXZ+X2gqmtKip6075KKCU/TyNqkwUvNDFyUqAy1CqTsPhAIoN9j1y0YZFqOaITG08jR23FrzUTt0jj+FBsO7kk1/jkxg7ywOo7gul8veTrR/rF1cR8kQxktNxFG+1slBvh4IDmWJyTKWG7/LUcbEmy4t8IorcdiW3f5174f3aLm//9P4Y+oTuDknW0tLnDa04ykdDgWmvVJxTwtepgWlnP3xZUp+ofHFIi+m/wAlfKr2Cr5r1BeM1yrLpcR6iFf7yb6egzb9n4OH1nmeT537YdpjL/guPkPq9/SP6S89/MjzxP5t8x3Fwkh/R9mTBYR124rsX+bHfMTV5/FntyHJ3vs/2NHQaYRI9Utz+r4PP/rUn8xzGt3vhhd9cYd8bR4S4Xsn8xxtBwhU/SEo25HDbHwAqpqUo/aOPEWJ04RSavcClHIp88PGWo6WKMj1yYH7eHjLVLRxKYw+YJ1NeZB7UOS8UtMtDFPdM12/vr21sbQtLc3kqQwRju8h4qPvOWRzScPPoceOBlLkBfyf0+fkfp1l5V/LLyZ5SsJjLb6DpkFvdX52E1wy+pOynvWRmzhdTq5ZM0pS52du4dPsD2vs54UdDjjj5AWe7in6pV5CRL1430EbArc0PQAe2Izg7O7NBXt9WtGbi8pDHu2TjqBa2BzTpLmM0KMrV7jLfGLOgRshHvysjhhQjpTLI5LaZGlLVvM2j+XdDv8AXdTuVit7GJpJ2rUkAV28Tlk8sMcbLi5s0IRMi/PHzz/zlF5g8xte6Z5ZiTRNJlLILqvK6kjO1d9lrmm1HaE57DYPK5u05ZLiNg8AW5aVy8snKSRiXepLM1a1r88whJ1hj8Spebfzh1LRrfSPKmkSQzTLcLJfW1yiy/C23BVau7Z0fY+A5JAnk67tHU3iMTy/HN7k35h+WtE0eyGoaDZPc+kpS2t+UJLECv2SQN89F2Au+T5TAjUZDeMEXz3edajrPkXzJO11dS6ppM8nSpFxEnsOhpgBkXb48OCAoAhKo/Kem3xrpHmrTrmpokdyTbv7bMN8nKdDdujhHQ/NqfyR5ltF9QacbuIf7stWEy/McCTlXFbLwJjfmx+7tLy1IS5tZICOqyoy/wDEhljXGG+4KP0rVdR0+RXsL+5sZF6NbO6H/hCMrkAOaQZY94kj4vUdL/Nfz7ptCNce+Qf7qvUWYfewB/HK5iBHJ2ODtTUx/jv37vR9G/PzUeax6zoVvOjGnr2rtER81bkPxyB018i7TH25MfXEH3PcdD8+aFfwie8t7rTyaFIJowa+5Kk7fPKzo5Byo+0mnPeCwPzFfpqetX95HQwzP+6I6cQABTM/EOGLyetzDPnlMciUsX7NcBbcRR1lE09zbQUqZZFWnsSK5CR2c/FDikAy7zXMGvLeBTVYIqkeBY/0GVYuTsdabkB3Bip6bbnLGiCW3zUjfIz2Dm4zu+EvzO1EXWr6pKGqDOyr8lPEfqyWT0wA8nL0wuRL58uWrJmtLuIIAmhr3w23LGOwxUKQ67dciQyXA9xgZrHIJ369siWQUK4s4rT1wM1Nm+44qh8kUBYTXIpW4q0R2pirVDiq16Ad64qokE4pU2HbpihS4e+KrC1Ngd/HI0lA3elWGoRlL+xgvEYUIlRW/EiuPCkSI5PPda/KnQL4NJprvo853oh9SIn3Vjt9BwGLdDUyHPd5bq/5Z+YtM5ND6OoRfsvE3Fj9B2/HKzs5Mc0ZMBubO5s5DFd20ltKOqSKVP49cW4IbFWTeU9Ek1/WobCN2jrG8jyp1UKK1++mLGcuEWyvVNH1PQpxbanFVH3t7xBWOQex8fEZGUUwyiSUyQCQGncfryPJt5pTGDDI1u+xWvAnwOSO+7EbbK305Fk2KYFWs6p13J6L1OEC1JCiblgd4nC/zU/hkuFHE0JreQmpCt/lCh+/GiFNFVCCg4uwr4GoxtBDRjc9JT9wwbKq2fp21zBOy+p6Uiu1dyQCCRjKyCGUaBBLP9L/ANOa8ltIHeG4upZLdFUk8WNdgMEQREA8wHFzyBkSGSw+W9fuSPq+j3koboREwH4jJAFr44psnkTzW4BOlvGp/wB+Mq/rOPhlHiRRCfl3rx3lEMPsX5H8MeAp4wv/AOVfX6/313DGB33P68BiVEljeUtLtQTfa7FHTqOSD9Zx4F4kHJp/km3r6mtLIR1AkH/GuS4VOQpZeal5Bt4uHN7jhSixhizUPdtsmAGO5TNtJ0fzDp63ejFYnUUjI23H7DqOmCUUh57eWk9pM8FzG0UiGjK36we+VcmwFBUpk0FTYkgjrTJDZrJKk4+44leaFcbkYWI2Ufb2ws1nhgUIqC4MB4t8UR3K9wfEYpTP4ZF+Fgyt0YYsiLQnEglQKsTQDxJ6ZJxjs9dsNO/RtraQxUCrApkmVQTKWJaRT1O3UdBt45Ud3KjGgrGMIhQTPzk+26/EsdD8bVoFFCeuNqh5II5r2SK3j+sXEhVFiRAx2Wq1Zfi6jv8AKuHmyNBFeYbX/B+j2l+04/TMzoEiP7XQutPDxOWmHD72jj4vcik8/wCjXOkGS41A29xIoQW7Fg6OexI7DxyzxLFNfDu8+1/zLaxw87XUo57gkAhnL0XueuUtoB6PObzXvrW1xdtMAahFFFr8hTGwzGOSWfpS2qBxfj3an8MeJl4Rf//U+EivTY9Mk4RCqTiwpYWxZUs5Ypa59vuwBaa5b4UgMr8k+W5/NfmKx0qMH0C3q30oGyQpux+noPc5dp8JyzEenV1nbHaEdBppZTz5D39H0Z+ZvmBPK/l0aTZEQ32qp9VtEHWKxQUNPCvTNrrMvhwoczsPc8B7OaE67U+LPeMNz5zL5W5ZpLfTaa5gfRihrnimnc8VpsNhQuD4opWWTv4DFiQqrJixMVYPTvhY0/S3/nAX/nGm88/arP8Am55u08x+SdDd7fy0so+LUL9ahnjUjeOLoW6Fth9k01HanaRwRMMZ9RHP+b+1A7IPaUhCW2KJuf8ASrcQ+4y8qHXb7a2OknTLM+vKKxrSKIH4EVabfcc42ZJ9Uub02k0f5TEOI+kch3BGWSNcB7ou/wBWH92DsNskLAsN2L1+roltzqkCSn4+Kg0Ar3zJxk1u6/U6vHDq3+m5LV0DSMgcVTi3b3zJhZ5OLl7Q8Ei73TSLXzcKOTEon7XQ/LJS4g5GPXxyC3xl/wA5PfmhdWNtFpFtO8VsK+qnZweoOVbzPCXlu29bKc+CB2fF2j6zbanYy3iy+ndeoSEHSgzBzx4J10cLTwPBR5ofzL+Ydv5W0ua+nKNIqkwwk7uwGwpTxzJ0mmOeQA5KRKR4RzfLflr8wNXl1zUPNer3wnleQzQQSqCoavwhR4DO90eKGEChycLtXSjLEYojnzLOl/OTUr66N1fwRzM2w4krQdgOuZX5skunHYMMceGJZdp/5r6dJxWZJIPl8Qy6GopxZ9jSHmzjT/PGi3oXhfx8jtwf4W/HLBqxe7hZOz8kejPNL8yT25WXTtTkt2FCGt5SPl9k5cM0S0RhOB6hnNt+Y3mT4UuNRTUIRt6N5FHMD94rh4geTb4k6339+6bjzfod9tqnlKyDMAHubB2tn+dBUYKB5IM4nnAfDZHRr5JvyqW19qWkyyfCFmjWeKo/ylocjuT3LGOLoTH37vSPK/5aQ3MsOo/pey1OFCHtrZXMJZh/MJAKgHMiMq5hjlj/AAwkD9j06bR9Qta+tZSqOpkUcl+8VGS47cE6bJDmEtoVahFCOxyaYrwdgMrMXNxsj8tQ+rqtsabRcpD9A2/E5TM7O20IvIF2tT+vql49ahX4L8lFMMBQb88uKZS1tv6YQuMMc165W1sLu5JoIYnc/wCxBOQluacnHtu/O3zfdmWaZial2JLe53w6s707DRjZ5TMwZmzXF28UNX/awNi0n9n7slaKU6daZElK1t9+mLNSavXIhkFEtTEs4rS9O+BmpM4IxVQLZKSVvLIoXkgdsVa38MVcSAPHFVOhbtiriOIqfvxVLpr20ikEbzqZDuIl+JvuFcVUXv0baG2upfEpC/8ATDRSAsV9Rk2t9DvZS3SqcR+OCitKv6M85StW38vlF/4tcDJcMl9PeqL5e8+Nv+h7Va+Mo/rj4cluKyXyl5+mUg6bZqKHrKO/04DhkkSgEjl/LvzPPIltqWl20kEtQZWYSIu3egrvlf5eQLb40XmGrflrZreXNjdWkmiXsW8JiPOOVD0da7EV6jK5RMebdDPaf/l95Em8v3l9qU063KyxejbSAEGhbk1R26DvhiEZcols9IvdNttQt3tby3W4gcUaNhUfMeB9xkqaQaeS635AvLJnn0gNe2u5Nqf72P2FdmH45AxciGp6F5hq2nyxbvFJDKtfgkQoykfMUIyNEFyBkBHmlEU3McW+GRdmU9/lgIpsibXyyemjMNyOg+eCrKVGGC5lIEUbSzyjaik0HtQZKx8GDIbPyx5ouuIi0eeUN0fiV/Xg2PJeMDmy60/KrzVdhXls47VW7yNUj7saLWc8Ayqy/I+8YcrjUmjP8sSEj/hsmIktZ1MejJ7b8ltOtwGvLqSUL9ouwQfww+GWH5opvB5P/LfQ5BJqNxYMyA1jll5/gCcIiGEs8jsE5X8zfIWgRCDTDHSEcY0srZV+4kDJXTTwk8ykF3+etnIWEGm3kij7HKRUB+gDHiJXhAYjqH506s5IsdPt7UfzSsXb8aDBbIRHcxO9/NTzPdKVOpR2oNa+ggB+/fHdkIHuYheeadRvORudWubivUGRqfcKYGYhJIpL9pDVUeVvEknFkMfeUO01432ISv0Yshjj1UuFyrVlUqpNfbFmQK2ZBoPmC+0K6E9rJyicgT2zH4HHuOx98WBD3C2u9F842HKPj6yj95GaCWI/098BFsQXn+s6Lc6RNxkUtA5PozDofY++R5Mwx5q/s/TkqYSitBrhYqTrUdOmAIkOqFdf7MKQVMDtitqVKHFITTTmBEsZb4j8SqenvikFlXl6w+uatAzR80tFaeT4SwHAfDyAoeuJNJMbNvTJYvTZ/wB4alCVnqxHHdgGKb1pvkWzhQnCV4ozARFLP2C/u5F6kqG3Fe9d8DFmGm2dr5U0t9d1c1u5EIt4SBX49wo3O52+QzJhHgjxH4NE5GZ4Q+dfNHmC61/Up9QvZSUWqwJX4UQdgMrJJ3KgdA81vr9p34ptEv2fE++QlJzcePhCW1OQDa3U+OSV2/XFX//V+DhOFxQFRHqOJ69sWJi5jiq2uKVtcUtEkkAbk7AYq+yvyw8tWfkXylc+ZdZAju7qH61eO4NYogKxp9Pf55vtJiGDHxS5nc+58k9pO0Z9p6wabDvEGh5nqXzJ5r8y3XmnXL3V7iqiZqW0JNRHEv2VH0dffNRnynLMyL6N2Z2dDQ6eOKPTme89WMlie+UuxpwI7nBa03yGK07litLg2FFLg2KKXBsKKVValPHG2L3b/nHX8l9X/Pz81NA8g6ez2umysb3zRqyrUWemwEGaQnszVEaV/aZcxdZqo6fGZHn096BjnkIhj+uWw7h3yPkBv0vle7+oTyf5Z0HyZ5d0Xyx5asYtJ8v+X7VLPSNOiUKqRR/CD7k9WbqTuc4XLIzJlI2bey02mx6fGMUB6Y/aeZJ8ydz5r7tpdZ1AWKuBa27A3FOh9qnGI4y4GY/mcoxw5R3PmnV20VhZOgCokceyjYUHhlgHQOTnlDFiMuUQ8/07TjfPJdyIfRUkxg9/emWHIYjhLy+j0fjyOSQ9I5eaTXPOS6lFeTE8Y1B2p7Zmcfpt0+q4p5ZDr08lOW5lsYz8NWFPgH8MlL1Qsc2k5p4vS/M//nKfzI1xrbwvVZRVVjHgNq5h6QSlOz0cGczlyWXz75SvmFiCGJKuQRX+mHVxublwFPCPzZ1e+uPMJtJZGW3VQViqaZ0HZOOMcVhytPEEGXVgIu2W3jgXpXkSO+bkHZicYJtGW9642qa9sDXLEEzi1B1I3OWA7NZxWnlvq7EbnplZJDjT07ILLzLeWhrBcyRHtxcj9RyyM3HnoxLmzjTfzD1yIKBqBkA/ZkAf9Yr+OWeKQ4eTs+Pczqw/Na7TiLuyinX+aNih+41GWDVFw8nZY6F7H5Q832OqXFvcTma3s4iGdmAYEr+yCD9+ZeE8e7p9XhOHlvJ9XaT500a+jiWC+gqFAWIsEYewBpmZZjzDqOAjmzez8xTwAPbX0sY7cHND/DI2C245zgfSSnkPmaadeN1Hb3oPUyxjl/wQocNBzYamR+oA+9Ere6JcUEljLaP3kgk5L9zZGj3t8J4pcxXuZRoV9o2n/WJEnW4Z0onrJwYZVOJLttHkx47N2xUyepI8p6yMWP0muT6NUTZc+4JwhyI8nl/5l3/1Py5qJDUMiCJf9mQP1YMYuYbxtEvz68y3HKZ967nKNQbLtNKKDA5DQnMQuyiVEtvtkWwKVd64UtluI640haTtTvXAWwKMhNP4YGQQ5I8cDapsduuKqJccicVW1Un54quB8BirVQe+Kqi064qtIDHY7HFVwTCxJQ+oLIljdvFX1VhYpTxpiiJ3a/LHQrWWzm1a9X1riZysbv8AFTid6ZLFHq25ZdHp1/qej6OivdyCJSPhovWmWSyCPNhESLGZ/wA0vK1nUAyuw/ZUCv4E5AagM/CJSaf857I7WOhXVyR0JqB+rInP5L4CST/m/wCYpP8AeTy3HEB0MhJwfmCnwY96Wy/ml5/mNIrGzg9uIbI+PJl4MUm1T81PzBsRGbm3s3genJliO9DupI6Vx8eRSMMC9AbXvL3njyjNeTxmz1O2RvQQg+pHOBt6bdxXJylGY3aeGUJJN5E86ahMY9K1fRZbhVPCK/ggY8qbfGAKfSMjjydKRnx9Yl9F2H5e6prfpyx+XZ1D7rLJH6YIPvtmWMBn0cL8zw9WWWf5Kakn98bDT1P7Ukgc/hXD+UPuY/mjJDap+RWi3w4ajq9pLT7RigL7fSMfyYPVlHVSj0eaar/zjn+VqSmSezvbiZekyyLaJ+o5CWmgG+OtyvN7r8pPy00CWRrnVNPjiVqrFdTrI49iATmLLAAeblfm5yFUlVxrf5TaISkN9DPJFt/osPL7jTIcEAkSyyY9efnL5TsGdNM0eW5CD4JJXWME/IVONxHIJGKZ5lhl7+fOqEkWVhY2or8LFC7U+nHiLLwCWG335vebLwtXWpYVJr6cCrGo+QAGNlnHAQxO7836pe1+s6heXNeoeRiPuJwMvBKUNqc7mqxk17sST+OBPgjqVhurp+jBa9gK5JkIRa/019i8hr2AxpPCB0aezugvNopGHjvjTIUhVSsioRwJNDWu1Tj0SzGHSrZEQsKtQVNK198WNrmS2hJUJVh7YLWgtLoACkQ39hXG1CKgVZEKyorJJsQexwqkN/pk1o/NEJtmPwv2BPYnAh1jd3Wmzpc2k7wXEe6uu30EdxiwO72nQvMmn+abY6XqsSJelaGPoslP2kPY+2JCGI+YNBm0eatTNZSH9zNTp/kt4H9eACmV3sxqmJLDk41wJKGdQanrkmI2NImHStRuQrW1jLOH+wY0LV+7Gwyop9bfl/5zvh/o/l27A7PIvpj/AIYjCASxumTWX5Ned5WR5IIbTv8AFJuPuyXhyPRPGO9655b/ACzvtLtLlbueH6zdODISSU4oPgG1D13OEYJHmgZohNk8pW1twjudXt4pCHrGgA5M3cAsDv3wjB3ll4/cEu/ROl6LNNqup3BbTtJAlhaXZDJvuq0B79K74IwETZ5BEshkHiXnLzndeY5zJvbwGotrav8AdRdq0/abvglIyNlh9IoPGdXvgSbWM9P70j9WVyLlYcfUpBuTkObkq6xkgAKTkgEWiUsrhxshAP0fryXCwMwFb9HT0G25HiMeFj4of//W+DBOFxwFPlvtilWD8h7jqMDCnE4VW1xSHqf5S+Uf8T+ZIbi5j56XpDJNdV6PIT+7j+mhJ9gczdDg8WdnkHmvantX8lpTGJ9c7A93U/o95eofnv5yRUtfJWmSnioS611lY/bpWOA9jT7R+Y8My+0dRX7sfF5r2J7IJMtZkHlD3dZfo+BfMvKmad9HpaWxWlvLFLXLCruRwKuVqYUFUDjFiuBxVU5fjixp/Qd/zgH+S6flR+Ttv5t1q0Ft5y/NJ01G4kkXjLb6VGtbSKrbgMCZDTrzWu4FOL7c1XjZDAHYCv1/jyc/smIMfG5me0f6g5n/ADjvtzHAX6Gqrta0VQC3xLy2C17VG+a6NcL0NgQ2LtG09LKJ2kdZ5ZnLO9PpG/bJQ2DiaXD4IJJ3O6U6xa3eqzLALiNLdTSSMNUmh6bZZHIORcHXaaeoNCXp6qt5FLa2P1exhd3C8dqUrTscmJDbq26uEsOnEMcbP2sMjs2s4bi9vQVf4lVG68syIzB5PNnAdPjllz7S6Bj8bGdLi5magjUvRunjQjMuAAAdDEnKTP4vys/5ydvIdU85STQRqqxqR8HTbLcWHhBPe6vTZ+LJJ4N5SuxWSLegP2ffMLVwogu6jHZ5z+c1gEudO1VEIWUGKVvdf9vNn2NluJi5WkPOLyKJq0+QzfFskEfG39mNNUgjVNRXviCxpFwyU+WCQYSjaNSY4xYcKYW05DEVp4ZOTCcGWaNBNeyhiSsCH94/j7D3xhEycPPIQHm9l0vVhZwJBGOCRiigdAMzITMeTo8un4zZZPb+ZZEoC3XL46iQcWWiBZTp/nq/tGBt7+aEj+SQj+OXx1N8w1HQ+T0PS/zb1WLiJLkTAdpVB/EUOWDLjPk0HRSHLd6Hpn5wwtRbm2B8Whkr+Df1ydA8ixOOUeYegaf+Znl+4orXf1Zj+zKCv4ioyBxzHm3QkGb2fmCxuwHt7qOZSNijBv1HIEkc9nNxi+SajUYWUn1BXBblRDwb85tZQaXaWqtvPMXYV7Rr/U5LCdye4OSI7APh/W5w8sjcq7nMPKbLtcI2YnI5Zj7HKnOEVvPan4ZEhIWVxZLA1dgcKQ5mod8iWShK9dgMQyCGZiP7MDbyUjXrioKm2+2BLVcVX8tgPbFVygH54UErm8B0HXFF969F6fhixkUQq92xQlera7pOmW8hubpDI6kLAGDMxI6UGAkBMYSkVL8ufNumDTp7O7P1Z45neINXdWOSx5A3Tgl35hXg1ybTl01XmS2c+sKGjA9vfIZZCTPEOFB6Z5Vvbop9S0W6uGbp6Vu7b/OmUiMimWQB6Fpf5RedNTp6egS2q/zXLCIfd1y8abIejRLUwHVnVj/zjp5ouGU3dxZWiH7RDNKaf7HLBoplhLWQeh6X/wA416cnptfapc3NPtRwRiMH6Wrlw0I6lolrSfpZePyS/LfT4yNRggZVHKU3lyBt7glcsGlxjm1HUzK1n/IzyVbEvq3lzT4o+ixvHLID7BeTZZWGHcjjyT72G6n/AM5FfkToBEdnqD6g3cafa0UfSQuQOoxBkNNkl0YRqv8Azmf5EsoxFo+hanfcegmkWFf+FJyEtcOgZx0GQ83k+uf85q6tOsiaN5ZsrEmvpzTu07L9Gwyo6yTkw7P73jeuf85O/mfrMbw/pt7KNu1oiwmn+sorlBzzPVyI6CA5gPKdT8/+bdXdnvtYvbkt1Ms7t+FaZVZb46eA5MYlv7+Yky3DMT1qSf14G0Qj3IUtM53lY1+eLIADovWzlc7Ru1fnhTaIXSrhiAIT88VtErot0abBSegIxpFoO5tp7Vwku1fst44pZPZaTbmBJZX5M1DX54WuWyLaKxt2AEXKnQgY2oVEuYt+EFSOlQMbTSLtvrMzgxwFgDugBJpgQSE8P5da55iRp9L013mjUvUUWoHUGtN/DDTHxAF3l7y3qGrvNpp4w39pUSW8p4ueGxoD1IwBTMI2fyXNHP6V1KsbjqQDuMJY+JSoPK8NuQN5B3agyNrxkoxdFsgrUiAbwJ/XkZTos3SQQtBJa3FuhgZeJFPuw2h5Tq+ky6dOSAXtnJ9KX+B98ILFBWsF7LLGbCGeWdWBT0FZmDDoRxGFbe5Wflj8yPNejixPluWJpAqtqFyPRqAa1IbeuSECeTHiiGS6V/zj/qxjDeYdbtbIg/Zh+M09yab5PwD12YyyhkY/LD8sdDHPWNba9ZeqPKApI/yUpjwQHMsROZ5BAavqH5UwWNxp+naWZDKvH1reOjinQh2GRMoDkGyIn1LAPJ/mu98v+ZbfT7CKGXStSnWEJcsBQt9k7dG7bdcEctcmc4iQ3fSev+Z7nRdFm1dbVZFtyPUiH8pNKgnwJzJllIjbjxxgmnh2pfm/5guCRZwRWS/zH4j/AAzHOaZ6toxAMa1DU/P2oWB1aeW+WwpX6wlUTj4+NPfKyZHcshQ2YRBeTLqVle3MzytbzpI0kjMx+Ft++FlIMi84ebJddlGnxufqMB5hg/IOxA/VjuebWSLp5Lq18LWNoYmDXD+G/EeJ98lIs8WKzZ5MO3Y1O5O5OVHdzk50zTxNymmU+mv2F6cjkoxcfNlrYMg4IgoFVfCgyxxbLitemRtlaHaQLJHD1dyTTwABNckyra3/1/gnXC0qZOBXByD74VpX5ctxgYVS6KOS4lighQyTTMEijXclmNAAMIBJpZSEQSdgH2roltp/5S/l0+qXqA3wjDmFif8ASbyXZVHWnEVAP8tT3zo8YjpMHEef3l8f1mTJ2/2mMUPpvn/NgP1/7qnxzqGoXWp313qN7KZ7y9lea5lbqzuak5z05GZMjzL61gwQwY444CoxAA9wQRbw+/A2rC3icCaaBwrTdcbWncsVp3LFFLg2KKVVYmmLEh9Uf84m/kDqf59fmhpelS2so8m6HNFeecNSTYLAGqsCk7c5iOIHhU9s1/aWujpcd/xHYfjycXKJ5pRwY/qnzP8ANj/FL9Ef6VbVb+jRZXfVrPTNLt4hYaekdrGVFEihhA5qNvhrxAHyzg/7yXuc+WoMc8cOKPpgK93ky7Wb+aC1VEYLXYFD0yzJKg7HPqMkRwhKxe3jWqW1szNNNT1GBo3+f05WJmgGU5zOGIBs/ayCwsjZwrPcBvWkoT3p75liIA3b4jwtjuWJ+ZvMCWVzxe8axjiCsZSaAg9QQeuTgCB3h5/tbtIY8sYcZgVGXXYrqJY1SLU7IRqzgdTy6NXL8ETzLTru1RkPDQygAWOt+SSeZJoNE8maxqzxsimFzEhNSoI2+fXLTMzl7nDzYhg0hmRV8h3Pxd/NTWk1DVrqYNV2JLE+5zdSI4aeQ0ECSS8s8q3gF+yVoHrQ5rNXH029FEck18/6U2q+X5kCcmt6yJ/XK+zs3h5fe2wlwyBfMcFQCjbNGeLA+2dcDbkzG6NQkmnhkmohHxnbxpkWsoxD0NMlTEi0Wh98jbFO9J0+TULlYkPBVHKV/Bfb55ZEcTTny+HGy9StoI7WJIIF4RoKBe5Pcn3OXRDpJTMzZRVT27dsPJsimcDuUHI9Nh9GHiYSG6KSRxuCckCvAiVvZVB+Ij2rjdJGMHoi4dZnjoVcgjp2yYmg6cFPLXzTcoyAymh61y6OchhLRRZZYecJEZWScoy/tI5B/DL46o9Wn8nTO7L8z9Wto6LqjugH2ZSJAPv3xOSEuYb44ZsF81ec7jW35XExkZAQDXx9srOQRFBzMWI3ZeSXs/qMzVrXMUm3Y44pMevvkLci2gSO++JZNFwMgU0pg0NR3ybJblbJSk7U3yRZRKGZv1YGxTboTitLAR440WS8EU64ENFkQVZgo8SaYqoPqVpF8PqiRuyxgsfww2jhtVgOq3v+8Gi3dzXYNwIH447nopiE1i8p/mBfAGHTksg3QyMAR99cIhMsOKCawfkr5p1TidU8xLAr/aih5P8A0GT/AC5PMsjmjFl+mf8AOOHlgUfVLy81BupYn0x+OTjo49WuWrZ9pv5T/lh5dX15oLODh9qW8uRT6eTqMsGDHBpOoySTKfzt+RvlcH6x5k8v27xDeO3CTPt7Rhzk+PEGPDml0LE9S/5yv/JzRo2GmDUdamXZY7a2ESE/6zlf1YDq4Mho8svqea6x/wA5s3DVXyx5CiiH7M+oTcj/AMCgH68qOtPQNo0P86TzPVP+cw/zZuhIttNpOjqw+EW0HJl+li2VHVTLbHQ43nOof85G/m5qAdJvPN8FcEMsFI/uKgZA5pnq2R0cB0eW6h5r8wapNJPf6tf3s0u7yTzuxP3nK7JbxiA5JFJcytvI5+kkn8cFMxFBvKXP2zTwXbGmwRropiMufhjZz9+CmQREVhdyECO2PzphW0cmh6nIR+64DxJAGS4SjiCq/l27RQWlQE7ca4DGkiSUz2ctnMqTqaE7N7YGV2yqC3gRY3EQdXAIYjpiAwJRDTmMHjCB8hhKLVIXvZ9obZ28KKcbKptBoOvXVDHYS8f5iKDAbYGYDMdK/KfWfNTJZx+jb3LfZMjU3ywQ4ms6mMU98p/lLfN5sufInmi9GgapEP8AQfUXklxX7IRjQfF2wRjUuEonnsWOaca7+UsHlu/NrqazToD8Mo+EbdR88M4GLT+ZJWp5P0mz4Nb2CtUfab4z+OQC+LIp9p+kxJ6qCCOAEbKqgGvjkZSY8VplZT32kXa3MB/uyOanowHthBVrznpCaksPnbyuBFq1lRr+2TYvx6kgdx+IxLaClVve6f5vso7yPhb38Xw3tv0Kv3PyONshsEp1G3EAUKlGHwsfHKqtQbSm2snub+C3UkfWWA+/EC9m0ToPpTRPyEhvNJbUL+qystYrdmO4p3p0OZ0NIALLgy1m9PMrvQvy98rXs8WrqNXoapZMefEg7A9srkMcDvu5EZTmtl/NTSdKQxeXPK1nYxqKLJwVDt/qjIHUVyC+DfMsG1b85PMMwcHVILJDX93CASMjLPMtowxDzfUvzF1C75etqt3dE9lYgH9WQ3PNsqI5MSn80TvUpCtT+07FjjwrdpRNrF/PUet6YPZBT8euEBNJY0kvJZPUcyIQyycjyBG4IPiMKQ+gvKf5kz+ZdMufKHmOkk0tuRZ3yihl4CtJB/NtWo65IzNUeTUYb2GBTR8JJIw4cIxXmvTY0ytm9Xi/Mu2/w+dNn0tzfLbfVlZSvouOPEEjqNu1Ms8T001cG9vHCtRTvlbaCxTW7gwSIkMlGKn1VXw7b5IcljAElhjszEsTUk7nIE7uSAF1vT1ULgcQRXCBusuWzMvrVqiL+8WlNh/Zlrg8EiUHJqUI+yrN4GlMWYxFCnUXr8MYA7VORZjEEJ9akMwnqOY+7wphpnwiqf/Q+CFcLSsJxS1iltXofY4qQ+gvyM8mjVNVk80X6EWGjkfVO1Zj0ffsv66ZtezNNxS4z05e94T207X8DD+Wh9U+f9Xu+P3JP+cPnseatd/R9hJ/uE0ZikHHYTT9JJT49OK+3zyrtDU+NOhyH3uX7J9ifkNPx5B+8nz8o9B+k+fueO1zXvVtVxStrimnVxV1cVdXFW64rTYbFFIq1inuriC2tomnubmRYreCMFmd3NFVQNySTQDEkDcteQiMTKRoDcl/TH/zjV+Uun/84/fkloPlu7WGz84ayv1zzNcmnNtSuwvKMuOot1AjHbY+Oedds63xshkeXKLfo8H5fTnLk2yZSD5iP8EfgNyL+oyL6s06xj06zhgSMNRQHkIALNX4mJ+e++Y2IVGwHd6fR4sWPh5UBv8AB85fnt+fHlP8v9OTToZodQ8y3UnC3skPJUIahMjU2ys5ZZI+kfsea7T7TwRPBi9UhzrmHp35V65d6/pNrqOoQCC6ureOWBadSRUgUyHZ+eWQXJ2PZOqjmgCer1uRUkRZdo141Y9KHp0zby3dvmj/ADjyfBf56fmBdyfmVpvlO1YmwtIw92AvIudyK0AJFB44MExKW52t8t9qpzlkkdjwjr9/2pt/zj7+ZuifmNqGsafps0qzaeQrhgTFxBpRSa18c2utzYY8MYiiXA9mNJn/ADUjm2Mo35Ppv8xNONz5I1e1REljNnIrADwU70zEhPd7jtnHKWkIHQP5/wD8yLlrbXtQtKj4HZfoHzzej1APF9nQuALBtCnaPULdhv8AFuMxtRG4l3ANPZyUuLdlYcklQoy+xFM0vIpJ4g+WPMujPo+tXduATE7l4mpsQdxnY6PN4uMFyRMSCWqpK1I3GZbGwiYq13+7AWJ3RansMkGNI+HdfHI0wLPfKzj0LlRs6uCTTsRtvl+F1utjuGcruoI+/LHW8itQGoNcSW+JpMou4HTwxipCKHbtkihYxJwtsW2NNvHIgNkQpFuPT6TkmYDaXJjBcyFAPDri2iK8apKygAladcNll4a03TyDdsSWdIaZyemLbBDFj44t1NM1TlbIKbnth6pWk9MUlpjTrkQzCHaTrX6cJZAKRauRVDsa99xi2BWt4ZLq4htYF9Sad1ihUd2Y0AyY3a5zEImR5Dd9T6H+VvlvS7a0i1lRe3lyCskrbIG7gfqzOhhiOb5frPa3VZch8E8MQWCeYPJPlDy5fXH1uO3W3qWiluZDxA6/tGm2U5cUYl7nsftM6zCJ3v1Ya/n78r9FJWO7tHdP2baHmaj3plQywDujjySSy5/5yC8l2W0FleXIXp8KoD+OD8wGP5aRYrf/APOU0EQI0zy4vLs08vL/AIiMH5jyZDR+bBdT/wCcofP11yTTo7LTVP2SkQYj/gsh+Ym2DSxi831f84vzK1oML3zZepE9eUULmIfclMgckj1bBhgOjALrVdQvmZ73ULm8ZjVjLKzb/STkG0RQBfwUfM74E03679PVpXsoA/hhpeHyVhb3EtB6cj8vGuSWkbFomoSfYtgK9zhopTBPLF89OUqR18e2HhK2ESPKpArJdg/LDwlHEgL7yw0du89tP6xSpaOnYdaHxwGDISSLSUhkvo4phUNsPn2yIDM8mdekYGKx2iAAbPTcjJ01Eq8Ueo3D8LeBmb+VEJ/UMTaOIBlOm+R/OGr0+r6ZcFW7lSuO5aZajGOrKIfyT83SD1LuFbZRuC7iuAhrOtgHtnkz/nEaH8yPLt5cWnmiOPXbRG46eU35joDv3zIGATjs1fygb2DDvyv/ACw8s6b52vfy6/NKxmstREhhspy3Befan+tleIAS4ZM8meRjxRT38wvyZtfIetvajT/X0+Y8rK4cVDL2xyYzFqGoJ96yy0+xtLNnj06KMhegQdR9GVENPiSJ5pUl7cPJxVBxY09MDEtyaiK90a6gurZim4eN/A9wcRJN29m1Xy3D+bvlW2v9Ol/R/njy2OWm3Y2Z2Tf0mPWhptl8gMkeJhGVFj+ieYYfzD0648veaIBYeddE/calBItGnEfwiVR/MP2sYy4hwyTIVuOSA1/yq+gWkYKevbvvbXK/j9I8MpnDhLVxWWAvE6PHd0IStCTkW66Ql7cwsCI5AH8cgA2hLrHVZdOn9aM84XPG5h7EZIhmGNeZbN9Gv180aB/vBcb31unQE9TQZAHozCaRapZ63aQyQkF5KAoOoPhiQgit30L+WP5WPZPD5k8wQBXHxaXaS7VruJCDmbgw16i4ufP0iz2//MvRbLVD5aF1WaYmMSH+7abeqKR4U6+OXfmBdNMdPLht8xfm55Znt7yTzHaVe2u343MdNopD0PyOYephR4nP0uSxT5S1vVbhpJLVHIA2kIO5Ph7ZjxHVySd6Yt136nJoC/Ayd1GFVMmh98WQW1JxSqwTz2k8V1bSGKe3cSROOxGKhHjXbv61cXLIjC6cySw9F5HqR4VxpFNya/eNURxxRDtsWP440tJfJqF7MTzuZN+oB4j8MNIpK5FPKpJavUnrkm2JQMigGo6HpkSGV0pZGkIuJ+S79R1yQ3VVoPDFWiPDFVPj2w2l/9H4HE4WpacUrTgSjtL0641bULXT7SMyT3UixxovUljTLMcDkkIjmWjU6iOnxyySNAC30n5p82ReQvJ8XkrRpOOoTI0TXaVVkUsTJJXxP2R4EMc3GozjT4vDjz5ftfPezOyz2rrTrMw9A3r7h+nzFPmgtmkfRKWE4ppqvjimmq4rTq4q1XFLdcVbrihuuKH6G/8APvL8mbLz1+ZV5+ZHmO3im8tflkYp7SObdJNWlDNbNQijCAIZCK9eGc92/rjijHDH6p8/d+37rcPMRPLGB+mPqn/VF0PiRfmIkHYv0e81/mTea755s5vrMiaDpcxisbQniJpBU8299hnA6rSy8SAlzJr9r5dr/a78zqjOBPhYzYF8wD1977KfXDqHlT9K2gMy3VmrqYjQgsADT3BzMnkMMZHcaL7XLtIajs0ajFylHZ8Z+cvyr0fzX5h0zWPMFvJDd2xd7cCgjnUqWo9fAiuXz/e4DHGasfa+RQ8bT6iUshrjHV9Q/k8sd55N027iX0mtXkt42AAKpE7KBQGngc1/Z9+FEnnE0+n9gTEtJCfP8dXpmsy3Lwt9XYRxpUyGhBJp1GbYyM5Ad7sdblySgTE1s+Ev+cqtZ0Lyt5E1fzSkEaeZktGt7a9WhkZZwYyPkKmhzb9k6Lxjco7Dn+Pe+adt5o5tRi04+qR39w3Yz/z7c1HR9S/L7zLeXCRLrlrqvo3DttILeSNXjfpuCeQ+jKu1NN4ep4zyMXr+w9NE6nIOoAr7QfufoR5zu9Oi8s6xLJdQrELaUOeYp9nua5h+LHZ2/aUYeDLcVT+cb8071G856stvJ60Ul1IVOxBHIjbOmxfSCe54XQ4qxpbo8MnqWs7RgjlU7U2OY2aYIIcgxep2U0ZFKEDwB6ZrZC2Ajwlg/n/S7aZLe+IJ4fDMadvbNp2VmomJZGxyY1ZaP5TnVCNbeIuOktuSAfCqt/DOlABdPl1OpiT6eXmmi+UdBmYeh5lsyT2kjljP/ECMkYhp/lHPHnAqep+Qrqys11C3ngvrNn9M3NvIJFVj0DCgK17VGDgpswdsCUuGQo9yXaX5S1nUJfStLOWdu6xozkDxPEYPDJcjP2thxi5EPSNM8l3+mpxkhfm28jEEdOgocvhiMQ6jL23iyHnSc/oTUEH9y1OvQ5Lhprj2hhl1XDS7xaVgb7sBDdHV4z1VFsbhGBMLCmERcgaiBHNXKOtQRQ+2NWyjMFRK16DEt0Spd/lkm4IO4lWEEudz9le5wNsN0uMxkb4h8I3oci5cY0FZDx70B6ZIIRKMKGu2RSsY12+7CGQUa7VxJbYhwNBkWYUHap+WAJDatQfLCSpaYgjf6MAZRKCZvopgbgbU26V+7FkoVNcNlL178m/Ln6b80C9mTlbaKnr79PWO0f8AXMjTxs33PI+2HaP5XRmI5z2+HV6H+bnnJfLdrczxgtc2h9KxFfh9UipZvlTLM2Si8P2B2f8AmJAd/N8rQ6V54/OQzyy3clz6VeFfhQeHEbDKSJZQ99HU6Xsio8g8A1bSr/RNRu9L1GB7a8spDHPC4oQR/XMIxINF6/FljliJRNgsRv682Tw/VgbYjZKgwU0AJp3GSSIkoqK2ubgAxQMw8cV4EfHo2pS7+mEr2JGEArwotPLN228syL7DfCIFSaXN5a6qtz+8ArSlRXDwFIKQGCWxvUSdKlHFR2Irkapeb0lYXNvHcWqbFQTQV2/syyuoYErxDqMhARZnJ6Kox3YcQZfon5b+efMBB0/QbqRCP7yX4F+9qY7hpyanHHnJ6JY/845efbyP1G+pw/zK01SPuGScc6/Gzzyf/wA4+ad+mtMsfOfmD6rpV5II7q8sUD+k52o3LLsUYk+pol2hf0sl/wCclf8AnCUflBpWnfmN5Ju7jzF5Ocx/pYvQy20jH4ZT6a8fTf8AA5DUYeHePJvxa0y2PXq9/wDyl/K38nPz2/J17zyv5ZsdI8/+XUA1KJCWdpkGzfGxPCX8DmRj4csR3hxcs5xkRbxfStI/w7rE+kXenR2rwyGG4hMYHAhqdKZRKDiZJ8bNNUu7fRbZXkg4sj8UiApX3yoBqiDIsTk1t9aP1UR+nKd4imTlGm0RpEeWvNWq+R9cg1nTneKWBwt/bHo6ftfDhxy4S2W9o/OD8vtM/PDynbfmF5NItfOOkRrNSP4ZHZN+LU75dlgMgsc27Dlrfp1YR+XXm6w/Nvy1N5G85xi186aAphjkm+F5Cvw1Ne4yOKYntJjljw8uTzqXyXqGmaxc6RdrxiWvBz3AyvNDhLTKVBiOoaYlv9ZhgKetGaF6UIP9uUy2bozpu1YXFmY7sqrx7Nz+1t0OVTb4ysu0bzTqPlfWI7uxb4UI9eIH4ZYxlmM8KZDZnv5jeUk836dZ/mt+X37rzHpyCTUbSDZp1T7SsB+2o6fzZdkhfqizienRU8i+ctI8/aNJpep0iuCvGeJtmhkGwdR7HYjDE+JGjzYTgQwLzVoFzoNzcadcg+k26N+zTsRlFMoyt5rNbGCR+a9PssehHjkLbolKmJMjlRVN6j2xLYF0F16BktJ09WzuQQyEV65E7tlW9v8AyX/IKa5uP8X6oZINDZ+WnacRQykH7W/QZl6fATuXD1GpEfSHp35z/mZY+VNOl0iwmVtZaEIfTKsII6dAKj4iP65bqM1bDmw02Di3L8+tQ1u91K7+uPckTW1WtkjBb01BJ+0KdWFafTvmFbs+T6I8u+ZofPHk6TSb1y2oLb+jcSuSGkNKJLQ+43y+MuONFxzHglb5D836JcaRqVws6FHDlJR2r2YezDMUbbOUd92HdCckgr8WTYOBVjrtUYUjZRwMl+FCxlHUbY2oKl1wpLiaYQxCmxJ+QwswFB4wwIxZWgypFa7U7ZFlRaRuJr2743SFf1E7b4bS0Z/BfpOBCn6r1rX6MVf/0vgXha2q4FaOKXu/5caXaeXNIuvPGrrxaL/jlwtsXUGjsAeu+wzcaLEMMPGl8Pc8T7Q6meszR0WLr9R7u4PIde1m417VrzVLknncyExoTXgn7K19htmszZTkmZHq9XodJHS4Y4o9B9vUpWGr88rckh2KuwK1XFVWKKSZ1RFLMxoqgVJJ7UwsZSERZTlfLmqsoK2jOT+wpBYfNQaj6clwFwz2hhHOSGl0bUYa+rZzJTqShwGJbY6zFLlIfNL/AEmrSm+Cm/iCobeUA/AwoOtDix8SPe/bP/nCDyxrGnf842TfUrYw3fnDXLu7humU/wB3SK25A9aUgIrnm/tDqYnX2eUAB8fq/S872nDU6vDnx4LBlIQB6VQvf3ykybzLHp2keaNHsr24e6SHVBCwh2LycSvUioAY16dssyYTqcHiURIG78g+PQ0I02uyaWwRAcJPx3+1+gvkbT5bXyfp+n37FnijKsSu/EuSBQexzCnkOcGXLifoX2d0csPZsMBI2vn83zr+fnnyHyv5N89+YYQqjy5p1y+mhieLTgenENiDRnYV9syuzsPFOMD1I/HyeL9pckNfljih0kI2OlkAn5Mn/wCcKLnzHff846+RdZ803ButS1wXt7HK4ozW813L6TOOlSFJBA6UzI1uKGLPIYwAL5eYG73HYGAYNOY4/p45cP8Am+k/7IF755+1uDTNLkiRzG8x5PU0YLTehPYZjwHiSoD8f2tfb2uGDF0Hf7n4Rf8AOWP5r3HmTzNrGjWt5/uNSQpDbcqR0iWh233Y/jno2kwjDgjHrW75p2Dhlqsp1eQbk7e69n1H/wA4k/lhq+kflSfzF+sT2cPmKwWSHSoJGUT29s0g9eQJvQmoHfY7068x23qNPlzxxSF8O+3eejuM+k1hhmz45GIjYHQyA5/AHb3vPfz/APzJvtL8sXcGl6hLYz3l3HFJDFIyjuzd6E0WlcwdBponPy2G7gdmSlqjwzsg789vkfN8AJfteXYvLlzISalmJJIPzzoMkdqD04gICg9T0S9guFISlBQAVzU54GLDruzK3PAq1B2FMxrtlQkUH5pjWfSHFK/EKfTl2iNZEThT5ySSaCWSIsQYpGH3HbOuibFrPHEo+C+nEopIa165YLceenjw8n0h5RDN5H1a4nFTeXdtaxV/yeUjH6KZfA7F4PtKoagCPQH9TNTrN35ZsdNt9MuXtA9rFcXL2/7t5JZ2Z15uvxHilOIy0HhGzgY9N+ZkeLz577Dbl70x0j8yfMUsyQtqUkqqNkn4Sqf+DByUMhTq+xoY4cX3bPZbO91yeMvdaLa3CjgH9fTovtOOSKxjQfaVsygC8jlnGEtpn5n9KuZ7c/De+UtNJp/uuOWBvh/1Xw8Me4MfHPMTPxSieTyn8X1jy8bUD7Tw3bGn/BqcjkjEdPtdjgnqJfSSfx5Jctj5E1JikYvrYt8LP+5kVPdl2OQqEnY/mNVgHqJ+15p5t0IeX9RubMSpMiUaKZPsurqGU/c2USD1PZWsOoiCejALq8W2G/xSMPhT+JyNu/q2Oy3Ekshd2qx74kNsRSsrEUr4ZFyY8kZEa9RiUSV60xYhTJwNoWcjki2xKxn26ZAsgp8698SGbYOBiVGRvtdsWYQrMAdt8LJZz98IZBYT75FmX2B+VOnr5X8iTaxcpS41PldvtvwApEP45sMY4YW+O+2Gr/O68YY8obfHq+R/zL1mfzh5tsvL1s5lElyIqqarykIaQnxoNswZy4pU9f2PgGj0xyy6D+x9MeX7G38pQ2FtpqfV4rZER+K1WSn2ixzKB4Ds8lnynVkynvbzD/nIv8t11/SovzC8uwCa5tEprsUQ3aIbep7lO/tg1mHjHiR+L03sj2wYS/J5T/U/U+Cb6Co9Zeq7OP45rQ+jxU4LGO4VmhJ9SlVXsadRkwGd0mmnwXMLA7qrbEUwoMmeaZ5V1/UyPq1szqafGSFG/vkhbTLLGLN9P/KTzBd/38sNt/MHcsfuUHFqlqYhlVv+UFnYPHPqF8bngR68cK02PufHLIxaJao/wvb/ADh/ziToPmP8uk85fl9LcXmo2cfrS2krKxljArIgCj7S5bkwgxuLTDWyvfkpf84i2f5e3uvS+UfOehWVxdztws7i8TmVkG3Aq21DkNLMXRXU5Dz6F7N+dP5IWv5ea/He6NpqLoWqkvYyxxAem/7cNQO3b2y7JjES4Upy5WgvK1zwgFvMvCeMLRv5lGRlFxZGileoeatRW7lS1It40cgxBev+tlfDFlEIybT7mSyTVWg/c3Q/0yBf2TX7a4L4WL6s/IXz5YeY9H1D8oPP6JqOk6rA1vpbXY5JNDIvFoGJ/DMrHMTHCW3Fko7viDzXoXm7/nB38+LTWtKE99+XWvTlrbqY7ixZ/wB7bOenqxV2+/MUg4JuftmjXUfa+vPzb8m6B578uWH5yfl6yXdjrFslxdrCtagitSo6Mv2TmfICQ4g6+YPV8+W+i/4q0M/XE9NrLZLh/h5J/re2Yko+poJrkwS909PLVxbvb26zK5+O4ZudV9m7ZGe7OMuJH6jbW88X1z0wW4VZqdVyttidl3kD8y5/I+vxlGZtGujwuYD0367ZZjnTMendEfnt5JOn3Vn+dv5bOUA43GsQW/YDcvQfjkMseH1BycchP0nkfsT/AMr+b9D/ADd8t22r2kix+YdOQLqdrX4yR/uyn8p6EZlY5xzRo83GzYjA0XnPmjy9cRXE99CqgdLyH+VvEZRKPDtJgMnR4re/W/XaGSUoSaI3Y5jkU5sSAEFeI0KRsjt6ibFj0PywBvBsW9H/AC3883PlTVIvUBl0e+ITUbXwr+2B7ZZCXC1nZV/OfyTd+T9StPzS8iKw0vUCs2r2sH938f8Au0Adm74Jx4d22EhMV8k90vzTpX5meXIo2dY9Zs4q29Tudt4z/DJznxNcomJeZ3OjpcrLFKzRTQk1XwOUsuPhYgWjtpWgI/edCetcqIJcmJt77+Tv5OXHnS6TXNaga38t2bcg5FPXcH7Ce3jmVpdPx7nk4+q1XAOGPN9Ffmz+Y2n/AJe6DHZ2LRW19JCbewtloPSSlAadiaimZufLwCg4unwccrL8n/NWt3XmDV7i+vZDI89zIxiJJpR+rKRWrEV+W2awu4iKCRB3iEiqQxZ+IlUGteQBqDuAKb0p1+eLYERpGs3WjXyXtrcNaejN+8UsS0g47VQtSnen3Y2pFvSPO9vaeadFtNfswHMkf+kqu5Xxr7o2CfejGK2fOk8D20zwybFTt4EdjiN2RFKB7YoBX4GTYPXFSpMBXbphSCtGLJvFCmQMVW0B2p8sKOSmVI64WQkpYWSjLGW+JevcZEhkDSAO5Pscg2N4QghfQnoCckxot+m/XicUP//T+BRwta04pZJ5T8vzeZNatbBKpByD3s9No4VPxsfkMv02A5ZgdOvudf2pro6PBLIefQd56Bmv5leZoriaHyvpVYNI0X9yYgdmkQmtfkT9+Zevz2fDjyi6f2d7OMInU5d8mTf4PJq5rHqHV74ppUDVGLEhquK07FWQ2Iaz06e/A4yzP9XtJO4NOUjKQdiFoP8AZZMbC3Az1kyjH0G5/R+PJkGiS/VbT61JaQXct5cLDapOWIHEVdqIyn9ob1ycNg4Gtj4k+ESMREWa+znfmgbi7lutdMWmgwrJOI7aKEtxrXjVeTMd+vXATctm7Hijj095N6G90mOu/VrJrjULYIZr27ljtHC0CxxUBdR2LMfo7ZKdDcNGi48oGOXKMQT7z0+AZL+UPkXzH+cH5h+W/JNk9zPHqc6tqdxVmEFlGQZ5WJBACqKCu1aDNZ2nr46PBLJI8uV9T0H46bt+s4dPiJxRHGdo7fxHqa6D6pf0QS/ocuY9H/J78uNO0jTGMVlpFnHpnl+xoBy9NSAxp4GpPvnlGl00u0Z2TZlKz99uu7W10fZ7ReLxkyMajE9ckucvtMvwH4s/nJ+aev61+cvl/RPLd7I82l31tboEavrXs8qlwxB3ozBc9WwYIYcFSGwH2U8r7OdjY49mZtVqdzkEpEnnwgc/jzf0A2Ql0byzAmoXDK9hZq9zOWIX1AgqR261zzuWMRkY3tb3WKctJormSDGMSfiN35Sf85cec5h5ItPJUNyTqP5g63BbxqWIK28TCSRjTqGd0G/vnSdkafikMhG0RfxfNfZ2c82vyZZEmGEGZ95vh+yz8H6mflNZWflD8svJvlpdQQL5c0S0sGRnFUW3hRPHoAOuaSWWWaciAfUSfdb6xoMvhaTHxzAlwmRFjnI2fvfG/wCd/wDzkTbafJ5kt4ryG6Fn6lppm4ZW2+1UHOv7N7JIAyT2J6Pkvavaeq7Y1RxQ/ur5jrHk/FXzpeSazf6jq01wEjnlYW8RJLNVtyPvzf5De76D2ZiGCEcYG4G79wPJXn7yL5W/JX8vdCvvMFrFbnynp1nHpUD8pDztlLOwUHj+8LFif5s841BkdTOUQSeI3t5sZZ8M8UoSnW9bf0iTL5El+d//ADlUY9K8yaZpMF8l7ZTWy6hbTKQSY5fhSpGx2BI9jm97ImMsZTrrTh9k6U4TKJ3o1+l8etrMcYjRCaD7WbwYnf8AgkvSvJGqRSzqDKP3lQKtT4qd8wNdhPDbh54mL2yFpCi0WoHQqa5o+Rao5FLWXdtLZSGFZFHttl2nj+8TKezx298v3tzdTT2ttJKjEFmVCwr9AzqNKSYe5x8uthjNSNL7Py3eeshlt5VNdwUYfwzKES4WbtKHDsQ9/KpovlnQtGuD6N1LJJfz27VBjWVVjj5DtsK5kDYAPHZSc+WUxv0v3bsq82aPeXN0zRW7mCKKOK0dEISSONEVHVv2gyjLJQtxez9ZHEfUd+vkxrTtHvba4WSSFlIqPDIxgQ7LVdoYskKBfUXlf8z9XsoY1u7K3urcOkssKx+kzuiqqEOrH7PFe2Z8Mpp8+13ZkJmomvjfv/SyZfzVS4Zk1DRVuIUVAkSyEcShRvhLV/aTJ+OTzDhjsaQ3Ehfu/He8j/MHXY9cnSezs1sESJY/QUqxY8mYszKq/wA2YmWYJ22ew7C0wwfUb3YP5djvGu1KBqu3EfSeOQhzd12mcZx0Xfmxqaprt7bxtzljk9Lp09JVT/jXDllZbPZzETAy6PFHdmJZiSxO5yp6wBYMWZCsDSnvkHIx8kdE3v8AR7YlZBW5dqYUALScUqYNNzi2gLHPjkerMKW2EsrbJ2ORQpM3Xp7HFmhiRU4UqJOSbEy0HS5tb1nTdLgBL31xHEadlJ+I/QMYRs042u1I02CeU/wgl9h+eNYsPLegQ2BKpb29uWWM9OES0UH6czs0hEU+I9nYsms1JyHmT975A/JfR28z+fdX8y3CcrbTebKT0Ekhr+GYOGNyt7/2j1H5XRxwjnJ9H380MsstFehJAIIALA07GgzIO7zGCJADKvKeoWqmTRr2Mvp97yilhmPL4j2/1SPHL8Eq2PItOphIEZYfUHwp+fX5Ty/l75ge6sYy/lnW3d9OkANIWO7Qk+3VfbMDV6fwpbcn1X2d7YHaOnBP1jm+dLSZ7G6Ck7A1HgRmOC9ENwzAlWCypvHIKinY9xkmFPbfy11+Kg0u5akiVa3Y9x4fMZLm4Wpx9Xrt1rrWkwjt0HqKByc4QHFimdrPc6mhvUjrJDtMo6OtMlyTye6/kh+Yr+TNcXS9Qct5Y1lxHOj7iCQ7Bv6+2ZODJTiS23YX/wA5OflFfflj5qs/zf8AIildA1G4W4vkg+xbzseVdv2HynU4uE8QcjFISHAeXR92fk1508tf85E/liuiau6Nq6WoRnbj6iOgosq+6nrmVhyDJHfm4kob8J5vlfV/Jet+WPOVx5XvE9K4tpiqzN8KOnUOP5gRvjKFbOLLlSI1Ox0/T7/6rOkL3UyfBI6b8qZUYyaBxQUNEuLmMXNlqJ5envGx6MhyqRbwQUk1zVZ9MuoJNOl9GSB/UtLqN90dd+3fGEuEop9OSzeXP+cr/wAntT8jeZ2jg836XGGt7ug9SO5jH7m6Sv8AN0cZlyiMsaPMOVhyEe8Pjz/nGX83NV/I/wA8a3+QX5rE2+gXd5JZx/WPsW87niHUn/dcmxGYuDN4Z4ZcnKzQEhxjkeb6Q89+VT5P1i8tojz8va5VrS5T7CmTcEEdj+vMzJCjxB1WWPCXzjrsF/psNzbXUPNoCz2rt9l1/aUZRkx2wG7ymbW9Zu3SKGX0ox1jX4VQe4zG4S5sAAx69nliu/SmcTQT9JF8fHIN45Pcvyh/Mf8AQt9/hfzAv1vQtTDQusg5qof4a8f5f5sthPva64Tbyv8ANXyfq3/OO35hWfnnyikjeSNdmLGBamOFpN3hI/lKn4fuyMgcUrDnRrPGjzHJ7/pmqaD5/wBJi1TSZkCXkQ5xlqmMkfYb+BzL2zRuPN1eWBiaLwfzJ5YnttRexT4Hdqws/Y+BrmJMbtmLNQYS2j3S3hh1BuLxH4k8f9XKiXKGShsyK30yK2d7l4OMIT58h7ccRbCc72et/l552sBHceTfMYS58v6mjJaPPuEZ9uBr2OZEJfwlQOr5u/MryhqH5N+bF1HR5nPlvU5fUtHXpEzfFx+jKZx4XOhIZBR5hN7bzZb6wRccUQ3Cj1SP5z/XIlqljIekfl1+Ut1+Yuv2zcPquiWrc9QvAKfAOoU++XYMByFqnn8MU+1/PXmry/8Aln5OW3so4YEtITDptkSFPwDdt+p8B3zPyzGKOzjYsRyy3fkp+YX5g3vmjU7vULon13YRq0g9TmGDJJzDAcGoQdgaUGayUuI2Xd44cIoPImmt5bxQodo4OKiRaqCSQGYihJpTue2VtqIEkUrcYDwCcSAtKMDvyZtyabClfnviyQTqv1mclXuUJMoZiI2qCeQVt603G3hhTSf+X9Yk02SSEMJdOu05NFuASx4k8TU1FD7Eb5EopI9f061nlaWylRwu8ZU1qO6/RkAaZnf3sOpAtQ5diNioFN/pyxrXetAg+C2D+7kn9VMDILlvaUK2sAp4pX9ZwpVv0i4H+8tuf9hTFAcL+F9prCF69SlVOLJxTTJ/7uR7Vz0WSjJ8uXb6cVQFxbyW70dTRvsP1BHsRtiqH+eKtFQT4E4WNqLpTfJhmCpYCGSi0CMamor4YKZCRbEKAbL9ONJ4i4gj5YUW12+jFL//1PgScLB1CxCjck0AxXk9yhr+Xfk4TD935j8xf3Z6PAi71HcFa/efbNuL0mG/4pfj7HjJ/wCvGurnixfKR/b+h4jISzFmNWJqx981D2QFKBwMnYpbBpihdXChcu5xQXpMOnerbaW50i61HR47UD17JiG9Z25SszcJFDKTxoV6Uy4RutrDzs9RwzmOOMchlyl3DYdQaPO772RTR+XrdLS7TUZ4o7eze2t9N+pyGeGVlPJnkISNjzYts2TIiOv2OvhLUzMomAJMgTLiHCRfQbyGwrkwyztobOW51CIytCimOzmlURlpX2FKMwqK165WBW7uM2SWQDGavmQN9h8ED5lel3DaKxeLT4UhB/yvtP8AezHI5Oddzd2dH0GZ5yN/oH2P1R/5wK0fy5+XPlrV/N3muSDTPMfnJ4ZNLuLkqHg0u3BK8BSoFw0hZt6FVTPOfanNm1GYQxRJjj7gT6z9mw+897zus9otGNZLDIj0UBLulfqHxoR8qLLf+cqf+cidLtoZm0S6W5XTLQWeiA0rJcSVLTFa7gf0zYezXZeTHHxMgryea7RJ9qO0cccYMdPj237v4viej8+f+cVvLd1+YH/OQvk17w/WktdR/S2qTTEmoiPMsSa7liKe+dB2znGLSzJ6ivm912zwYNJHABQnKMAOW1ix7uEF+/8A+bHmSGx8vx2yzC3e5HGWMuNoI6l3I3P05wmkwjUTrckvPe2/bQw6UY7AlKhV70/An8yvPF7+aX50WP1OVn0/TtQS10aNDyASOQfGtP5uNc9F0uAYMYj3NnY/Zw7L7InPJ9c4ky+I5fDkzW0/MrzyYDbaj5m1FZviR7hZStVZiaUHtmTj02KJsRHydbl7MwcXFCIquW7zDz5r169oIGneSa7ufilLEs2533y6cqoO57G0cBLirYB5XqzPJcW1iOiMiV8STv8AfXK5F6DTAAGb7v8AqMnlry/pei3cPpTWdjbiSBh8dWjV2DH25ZzOtMTImPUvG4ZDU5ePoSd/jQfJv5hapLdavdM87zpbxiG3VzUov8or2Fc2OhgBAbc3rtHjqASDSE8uvFGb6wn9WgBmjlFPnxZT+vNtEBp1M89kRkK937WTjTrK0uFvtFuJZLVwPXhlUKyNtQihoRlOoxAxsONh1UpDgyD1Dl5vXNGvRdwRsJY4ZFFGiY0Ow3Ir45zWbFwSZG+SM1R5pYUhhbmqtykKttksAEZWWNFL9K/TJneCxkuIvVcJGkRarvToAvU50mhj6dnR9rSxxIMq2DOrez/MSHZY9Q5AbpXkw99ySMzyJOhlPTnuSO+8seb5JZbu50y+d1BlupHiZ2p+0zHfKpRlzcvDqsAjQIrpu9T8mea/ONvp9np9nqlwsVuOMFsp58a/ZVFYN1zLxTkA6DtLSaYzMyOfMvX7TzB+YKhFu7N5FH2frenI1T4fGgzIBIebzYtNzEvlJOLfzVqDEx3/AJe0i7I+2ZdPWNq+/p8csEieY+xxJ6aA3jOQ/wA6/vRcevaNI4F35N00g/ba3Mtuw/4GR8AruH2o8GYHpyH4m/0NTz+R7hgJ/Ll3AKgco7rlQ1/lkTBwx7vt/Y3YpamHKfy/YUkvNZ8h6LWa0tb+WS1dZo4pPTKOy/Eqs4+JV5fa+HI+mPe7LT49TqJASN30fK3mbVn1fVru9k+3cyvK/wA3NcwpHiL6X2XphgxCPcx4mpHhgdmA7kRiUr1ck79sgXIx8kcjimxrvUe2KlerDp37ZJk2zCmC1AWVrgtsUWep2wsg1ywEpDTHpgZRUGYfMDIMqUGIywM4qRbCS2PcfyK0QXeuX+vTikOkw+nAx6etL/QZkaWNm3gvbztDwtNHAOczZ9wSX/nIjzYVs/0fbSf6TdSiCJFO7RjbYjsTkdVkt1Xsf2f6uM8huyX8rtBHkryBB9Youq65+8k2+LlIKn32GSxR4YON2zqfz2tNfRBNaFRI3M8mNS1fhp1IUbVpU5JIWLLJA4KSvKshKLKrUAc/z+A6YWyMeJ6Bf6Xpf5p+SbzyrrZH1wQ/6FcspDJKgqjiv7Q75eKzY+AtOj1U+ytUM0PoPN+WfnHyvqPlnW9Q0PU4TDf6ZK0bCmzAbqw9mG4zTSiYmi+yabPDNAThyKX6TejaCU/ASPo98lEt8gy2zu5tPuobmFuMkLBkI7/7eFpI4n07oGp6drenWl/KI2d6JKG6q46g5MAF1OTHKEqZxot2bO9+rcQlrJ/cgdMJYyZBfXMNlCJFj+GQ/sU+FvHCOTTXEH0v+Tvn3SvzB8u3/wCU/npUuxcwPBpzTb+rCR9hSf2k6jMvGRMcJYfTs+ZdMufMv/OJv5xjS57iRvLWoT/WNIvD/dywu1N+2w+FxmLvhnTkziMsbHMP0i/MPSNL/ODyLpv5heUQkutafAJQI95HjG8kZp1K9RmeCJcnBmLFh8jazaSearBJ4D6Wr6ZtIn2WPH4srIcSReM32t6lcTzWdzM1tLApD8fEZjyg2wAild3Ay2TNLdvJcU9RXB5IB/L88EZNoO6N8lectb8oa5YeY9LlK3tjIFuYh0mi7qV7gr1yUMnAVqi9v/5yb/K/Tvz7/Lyy/N/yHZtH5y0K35X9rEtJriGMVkgcL+3F9pMnqcXEOIOXp8wifI82K/8AOL/54W35p+VJPya/MC4D+adIiK+WL+4ajXMSCnoMzftrTb2w6TNY4SnVaeuX0nkynzVoV0qT6HeBhe2lWtJn2Z0G33jocvyQouolHgk+bNS0u+tpprm0svrTw8kuEVW/FVzEyRcmMxLYpPY6Pc6hcC4vY/ThI2iH/Gq5QTbeMgAoMittDWzia49UpNGeVnM5VSzD9kLhgwnkt9N+Q9T8r/m95Ov/AMtvOUKStdRNb2kr/wB4rAfCFY/ZZftJmZECfpK48komvk+Fbu181/8AOM/5m3Pk7XZWn0C7Yy6Pfkfubm2c/C4B6H9lh+y2YVnDN2k4DUQsfUOb6L1nWNB81aDaa7blp54OPJYt3I/a5e6f8NmVOpx4g6kxMTTCNWsbLUIotTiDSOkX7tU+02YrZCZGyW2l+kUZt7pY7aFVoqOdzy9sQykO5iF9G1vctHbgvDMedu/gciS2wkyGTX7fzd5cn8q+ZgJmgXjazy/aBXpv7Yk23RJBsPIPIv5Z+cdT85Wug6PbSXumXE/H64ATGkVdyzdiBjjxmUqcjJniIWeb9bLc+Vvyi8iw28rpBBZxKJZiKSXM9Pbf+zNsTHHF1EAckn5W/nf+bV3528xX/wBQuGubRVAZCSsYWIEmMKKmneviKg9s1eXLxm3d6fCIRp8/C5e6dlklEq3bc5bOU9HQD4gak70Gx+7KXKASyV4EMsccoCLU1IUj01U0Uk1O4rQffvjbOmwfgmccPQVlBQ/BxjJI5Abnw6Cleu+2BVkMzOssPqh6KQo2NeRFOtCetKD8MUpReXU9IdPYqbhAeUpoSopRVB2A26j+OKQO9FafacFeSR3Zo6EqAQFJFa770/twHcLaXararHIJ4x8Mh+KnQN4/TggWMglJ6ZNi4ivzwM2x2GFiVMYs1TFVSO5eFShpJF+1E24+jwxVWvbIQ29tfQyB7a6qqr+0jDqpw0lLRXoMWNIlLS5n/u4GYeNKD7zhRRVDpbJvPcQ248GcE/cMNtgBWehpMX95qBlI6iNcFsqWm40WL7NvNcn/ACmoMbWkO+pxgkQafBEviw5n8cbShzqE/IfYoP2RGtPpFMCv/9X4EnCwejflz5fh1HUpNX1I+lpOiL9YnkYVVnXdE+k5n9n4BOfHLlHf4vP+0GvlhxDFj3nk2Hu6lJ/N/mJ/MWtXV/ulqp9OwgP7EK7KPmRuffKdVn8aZPTp7nM7J0A0eCMP4ucj3nqxFmrX3zGdoAswMnYq7FXA4rS+uLFF20tyJEW3eRZGICLGTUk7UFPHCGrJCBFyArzZZGvmWCqfpM20qoQ9vLfxxuoB3RkeQFTUfZIr7ZZ6h1+11UjpZb8FjvECfjYH2pfcW2u3zp6vrXzIKRcX9agH8vEmn0ZEglyMeTT4htUfhT0n8qvImvfmf580fyW9vxSM/WdXuJoR6kNpbgFzI1A9DsgqepGa7tbXjRaeWQjcch5/jf3Ou7T1WPR6c5cRuUvTGjsZHr3bC5fB6d+ZXnC70fzzqlvoki2ltparY2sduWWOOKJQnBVOwApTK+zcI/LxJ5yHEfed3lexey4ajRxOb1GRJN8yb539r5180+ZNS8wXwa+uWn9EUp+yKeAGbGMRHk9x2doMWkx1AVb2v8lfOt1+VfpeerDS1uby+uZILeB2ZY2hhClgGof2j3PbMXV6OGrgcc+Tzvb2nlrs8cInw+GBK6B9R5be773rf5of85Wec/POjajb3EZ0s3MLRlopD8MT7cF6bEddsGk7Nw6XeIdPp/ZbxtXDNqcnimJ2sbbeXk8X/wCcZtHbzH+b+k27KXdLa8uIgP50hah+YrUe+T1eUYsUpE8nofa8mPZ5hH+Igfp/Qzrzhp40nzRq+n+si/VLgqFZCAadCNuhzMxT44g97oOz8ni6eEqO4eReZGS41nQ7IFfth2IJI+Ijr9IOSlvKnpNCDDDkkp+VNCk8wfmJ5a0UqUOoaxBC4YE8VMoDVHsMx9Vk8PHKR6AuUcvBp5Hy+99r/m59YsfMeqRzmpSaVEnBPGRQABSvgDTOSxzE4Cnm+zYRBIHIUHwX5mlaW+mYtUyzMK+wOdPpo1EPY4dos40ry1Yy+XDqEsvGZELAq1dyQqrT365sIwsW8/qdbKOfhDOfIuhrqllrtvw5kWREBP8Av2R1VP1nLMcLiQ6ntHVnDlhL+l9lFIdNtru6kaOIkMDR3FdyNv4Zo88hA7vRWKtmVrcLbWzRTfDKvwkHrXMCceI2GsxsvVfIl1HYeWtc1XZbmyEhtJRTmkk3CNWRuxoTnS9mnhxkvGe0EDPPCHQj9PVj8GheZfMLzXejQ3d7wk4SmIsf3jDlTr/KuZfBKe4cf8xh04EclD9SdeS7bzLD5z0nSJZLmO8GoxW00BlJCsZFV1bcg7V5ZGEJcVNPaE8P5c5I8qJuvLb9j6NsLSHyvp3n3zVbwpZ3VvdJBoMoRT6RuHblJGv2Vb01/wBjmaRwC3ipZjrMuPFzFer9R8rPxebWn5oecJbwrba5fqGYFla5lcbf67HKI6iQ5F6TL2BpoY7lEfIPfvJOt/mNrIR5Hvbu2qQHaKJoxQ95ZFofobM2Epy57vEdq4dLiNQq/eb+Q/U9lt5LdpI4NdvdKSZzR4ZUhlkG3Q8QoH05liuUiHnYjITtsO+v1freAfmR5z8ueXtXm0q48uabcSChmZedu5DfEDWNwDyXvmJmyRgaoPYdh9nanU4+OyK9x+8dC891uLQ/MflvU9V0yxOk3elRxyyRJM00U8UrenT46MrK2Y8qMXodD4mmziEzd+VEEbvl66PCZx4HMR9NwbxClWuLe1yrgJSAqKen6siW2KLR6UB+/GLIhXBwpLq13GRPNKwnY4hsCjvkkhupGQZKRY4s1JmHh0wUqhyydtgC1myLJ9T+QJrfQfy/hkhIF1qJad3O3xSHiOvgBmdi9MHx72llLV9pEHlHb5PmS+guPP8A+bFjZJyl0/T5QZVO6hYzU1+bZicPHN6zEY9n9mmXUvp3zK6wz2OnL8MNmoZyCOVelAMy5Ho8doBxRlPvYxNch3BuHaZeXBSdum3Tplbsow29K+4dmtQIreMo8oepc0PiQB08fDEssY9SbaXqM1pJBdWpMTwOteG5kBG4+LxrkoSpOTEJxqSSfnx+W1p+Yfl6Pzr5etx/iHT4T9cgQbzxp9pT/lL2w6jD4o4hzdv7MdqS0s/yuU+no/Od4mt7g1BQ1oykUoR1BGa0bPpAlsym3kNxbqR9uIb+JUf0y0bsZBnPk3XDZ3X6PlkC216QAzGgV+in6emTiacbPjsW9qj1y7QJaseEsZpz7/OuNuB4aMiuLuRJDcXR9OTZKb1OFEgitI1i/wBPvbe5s53gvrGVZrS4Q8TyQ+OSjKmqcbfZuuWWi/8AOUP5UTafcenbeevL8fqWU/RkuANie/CWlDmTOPiw82OOZhLzeNf84lfn1q35X+a778tPPEklvZpO1tPbz1rDJG3Fuvh+IzGwZeA8MuTbqcQ/vByL65/ODyXHoN5F+YvlNVuNA1WjajBDuimTfmKdn/A5nkHmHVZcXUcnyR560aK4lg1/SZf96PiZf2eXdTlMo8S4pUOEsOg03VdUCC6uUjgH7A/Z/wBiMxJcm6MxHZnmh6FpwkhlECzJYj969ev/ADVhg1ZJF6t+Wn5n2fkTzOIKfWPKGtP6Os27dIT+zKB7f8RzOxnZjjmYl87/APOYn5KXX5WeZ9P/AD8/K+b6v5d1a8iubt7NtrS9lPNJlp/uuY/8Nt3zC1OHgPEOTutLlGQeHLcHl+Pue8flz+Zmjf8AOQH5ew60ssVl598vhY/MenggNUbLdxr3Rv28zNPmjmHCebgazTmBosUuLS0s9fYvcJaXMytHd6c23J/5l/yWyucJRdfdBgOp6d+gb2S5+vGG0uZmeCGL4n4r8VKfDxyIxxbYmwmmoR2fmLTGeO3NvOu9nK/wmv8AzScZbMQZAvObDWrzRL+PVLRnhu7GUC+Rdm+Fvtj/AD+1kPEbqBfRHnrQfLf/ADk7+XDafevFZee9BgebQtSFK+qR1f8AyJeNJB2PxZKf76PmHL02p8Lfr9780fKfnfzR+VXmS98s+Y4J4orWc2mqaXcVDRMrUJWvh2OYmPJLGXaZ8EM8LD6bt9atBFDqWmzJLouokFip3glP/EQctyixxRdRLCeR5hIdUgaG4V7GL13kYl5mPID/AILMe2cT3oVtQFtHW9ul5joBiSzEL5KPl7QdW87eZLOw8s2E97dXEirJ6Sclof2jlmPGchptlLw4+p+pfl7y15U/KfydDFd/V7KZET9JXkrCstwf91hm7VNM24jHDF1lyyS35vzP/Pb89rnzRqGo6fE0sKQzPDp9fgRAv7tqLWp5Ajcmny65rM+biLvNNphEW+Ronu47l7gXHqXUXKaRAFCgKCWDUHE1IoB3HTrmM5y24Zm9SZGMbyOvG8CbKoBNQKAUJNSa9cUhLmu2KSFYQUkPCaUkBqpxNHFK0oD07VwMmiJHtJXZHiK8pCVFRQUqK03BFKAbADxxT0Q9xN6NnEDzjW2+O3cxrQuSGKlgakb71+jFIQWl29q4e81ORkt5WcloxVgaEgUO9DtSmKyRw3iELUWJleRYRuAKUVmIp9mlDXvtigIe5Uj6xDIQ0KcQkgB4jkPhFSPbrka6hWOHbbrQ0rk2DWw98DNEw2tzcECC3kmJ/kUn+GKCjxoGp/aliW1Tu88iRgfea4UgEtNp1lDUXGt2akdVQs5/4XFlwlDP+hY68r+Wfx9OOlfpbFPAvvfMMM1tBZ29gohthRGkpUjxIXvhZpL+k7oE+l6cX+oij8SDijZDS3t3N/eXMr17FjT7hhpKHPj1PicCrCwrtirsVWE1xVrFX//W+CVpazXtzDaQIZJp3CRooqSSaAAZKETIgDq0ZcgxxMpbAPX/ADhdweVvLNh5K06UG5uKXevTL0ZyPgFfADNrqpjBhGGPXcvK9lYpa7VS1mQbD0w93V4wTU5qXrlhwJDWKXYq1gVbhSvU9sUFk+iRyW1vqOtUounIsVvIa7XFxyWOhH7QVXcf6uTjtu63WSE5Qw/ztz/Vjz+F0PigLKxn1GSWOF09VE9Ti7BOXxBaAmgrvXc4ALb82aOEAm6UbiGS0neCRh6sR4yBGDAMOoqNtvbEimUJjJHiHIv0y/5weuPKmkeXvOGu6jcQXHnHUF+o6bDcSoCluo+Bak1UGVg3xbfDnAe2cs0p441+7q/879g5fF4ft7URhqTDkRH02PRKUuflxfT+C+MvzSWXSfOXmiJ7yK6ka5kleW2kEsQMrcwoYVrTlTOz0OSOTTwlEUCBs7HsADLpMW1UK38tr+NPHYbiWNZjsfVB58gD1+eZYennjBI8n1D5t0MeVvyv/KK1ljButa0yfWJeW1Eu53ZAR7oFocw9JqPFyZAOUTX2PD6UyzdpamZ5WAP824/eC8J8wXpkht7cKoMhqxAoaLsMzSXqNFhomT61/wCcDNFuNd/Pr6tYwqFg8uX7zL1FKRRA716u4zU9szEdNLz2dV7Q6fJqMWLFD6pZDX+kmfuFPU/+cn/y4m8s+aLy/jZnt7qRFNysRVKmOo3pkux9WM2KuoeR7JP5XKdLIg8O436F8J6pa3N55gFvafvJLaAFAvX4fCtM23Mvc4Zxhp7l1LMvy41zWtP/ADJ8paja2TanrFjeRrYWISsk0xPFE23qSQK5hdpRE8ExI0K5teSEY4JGJAHPfcbb8u7yfpR+dOu+ZIPLsPlv84PLtlpLa1aS3XlnXbRQws7qCMsIGYA9Xor0NKHevbz7Tm8n7k8RiRY5Eg9XGgdQKGWPSxsBz93TyflJHZDVdVitpbmO3pydpZK8a1r2B6nPR8EbdpnzeDiJAt6VZeUdQeERWU9pcptRY7lAxP8AqsQfwzOEO55nL2hAG5Aj4F7d5E02PQbKfTL2WOPWtXZpILJWVnUQRO0YfiaKXdgAK75k4o8Io8y8x2pmOomJx3hHr7yLr3B5tocE9jPeQzRNBNHLy4OpDUPsfnnK9pwqe72+DLGeMEbqGtLObt54iCI1HqJ/HKtOBVOTCQqi9M0NDH+XV5cIanUdRjhPssQLkffTOj0o/dPG9q5L1oiegZh5G8+X/lKya0tNPjl9S7S5mmlcqXVV4iOo+yP8rMvHKhydN2hoo55WZVt+P7GYflZHJf8AndtfuI/gs4b7U5mX4lRoopGXv/Owy3HvO3V9tSGPTeEOpA+ZH6Gf+aWaX8rLf0+Xq6vrMjzuf2ktYCu5/wBaTLM28RXUul7JHBrzfIRH2n9QeB6AL/TNTtbqOMLLbyrIrMquvw+Kts2YMIkF7rXZMWbCY3sR+Pc+ydD/ADGt9Z02Cz8w/wC4+RFWOO9sJOKHag52/wAKn/Y1HyzaY8oqvufKu0Oy+HITC5DzH6f1pDf+S/M2p6jDd6fMl9obsji8hkVEjiWrN6qScWVuP82RMTzG4crT6rBjxGJHq912feNqfMX5y3U13531eRGEkfrmOF1+JWWOka/F/scwc+8n0j2XEIaUfjnum+iGez/LnXZZRQXc9rbiv+TykOGPJqz8OTWxrp/Y8IuZC07/ADO+UdXucIqIXKx4fLEtnVaG+1+OLMclVDgLZEIpWDEEEinbEMlep3oK4URW1yB2bFjN49BgDOK0t4ZMlkt5DIpWuf5cWaGkNDTr4YsoqB2OFkFleRAO474hhmmYQJHQM5g89TWWjyaOGDegrNaV6g0IFPll/iUKeDy9meLm8U9ea/8AJO9gttd1bUrkBlEZMkjbMWLdf7ccJor7S4pTwxgHp9xOt5dXNzdArLyavI7MK/CQR+GSO7qMcOCIEUO8rQQScWDH4T6Y3JA6nx3r1xtujHikgnuISJFi+CMtykJILHsAoHY4uTGBUp7gFVhpLKWb7KbHcbkHvTwGAt8MbN/J/mU2d5Kk1RZXAH1oyHitTX4gNuw75dhycEnE1OmJAI5h8u/85EfloPLmsDzRpUH+4TXWLzBB8MU53J22o/X55j6vDwHiHIvc+z/af5rDwy+uL540m99GcRudj0J6UzFiaehO4ZBcx+gwkT+7fcEdj4ZYQ129J8ua0+pWoilmrf2ABQk/E8Y6H3IwjdxcmOi9GsJdQu4lSJVSNusgABwFokACzPTdHthEEmPOYkGq9vbG3GnLd695M81W/wCXuv2WraV+9hQiPWLJf92Rt1rmbjPC4RkUR/zlh+U1trGlad+fP5bVklVY5dfjt/tFB9mYgd0+y+Q1WH+MOfps4PplyL0H/nFL8/7HzdoJ/L3zfIk0N6pt4UlOySMtCm/Y9Rh02bi9JaNRh8I78ihvzF8vt+XWuX2janE83lzUi02lXQHKgPRVP8y5fMUXCnAgsS0/SdF1Oxe40+eUN+0p+0tP2af5WV8H8TTPIYqeiagdLneOW2js7RjSW4uG4s1P+B/4XJHhSUq8yw28Vx+ktOH1rT734LuJP2Wb9pa4DNEJ29W/LfzdpPmHRtU/JP8AMuIXvlrXomh0xrjYKH+IRhj9kH7Uf8rZMSjMcJbcWXh3D87fO2h+fP8AnE384JDoV3KLOCY3Pl/UZFJt9RsHO0cw+y23wSL47+Ga2cZYJvRY5R1UKlzH4v8AHufYFh5u8s/nb5ct/NPllxpnmS2VVvtJLUlt5wKtAT+0p6xN3Hvmyhkjnj/SdHqcBxSo/Sg7fWG1uyuLK4VbTWbP4J/VTkwZfh5Krf8ADZiGVNPBwHyYX9auLPU5YIEn1S9iahduSoPo/tyPEmUdk3u0tqTT30UMP1xKXDNxVj/rZBqDEPLfmyfylrqCyvKxRPzt7lfsjl+yfZvsnJcXDu5XDxC3gX/OTnmvSPN3mrTdUs4I4dT+qenqjRkfEQRwJ79Olcqyz4y7ns+Eow35PMvJ/nu40eGTT7ieltKOPx1Zfao9sgJOTkxCT0i5/MvTraxiWS8aVgtBFAQzH6T0+nASC4v5Q3sxW1856v5m1O10nyzojT6jfSLHAJKzuWY0BCrQfeMRvyb/AAREWS/ZD8h/y5j/ACh8jfpPzbewW2vTwG88w6hIAiWsVORiBHSn7X3Zu9Ni8KFnm6DPl8afofE//OTv/OQE/mzVrny5ol+bfTtIc28P1ZtwGJLTnolZABQipFNh1zXanUGZro7XR6QQFnm+Jgi3Fw7zS3M73MXKCeYqvNFYqQTzoCrIe/zzFt2QU01BYoJpPT5STSMC54+oI05VrWp5DkaHaopTFkgVuIpCpR/q4jJCu1SAQf5QQRtStffAldcEsrOgFwJhXi1FYI2x2A2JIqDT5+GKaQqzukT2kYcxz/GscoqzEdiQdx2FPCmKEs1aaaT6vZuvCQUWUgEBqdqd6E9cDMJlMHW3Fm9svprVhKDxkWPiSRXpSgrhQo8LaOASPG6r6Ks9y7VLEUAUA9yDUU2wc0AJI91LPzTkxiZgWUEgAAVAp7H7sLOtkKbi1h2m5zt2VfhB+nFAhaquuLEP9FsLeIjo8imRv+G2wshjUJtf1accTfyJH/vuGka/ctMNMxFKnleU8pGaQn9p2LfrOKad+HsMireBDskGK0jvhVpj+OKVPASrXjjatUOFWsVdir//1/jP5E0630PTrzztq0POCxPp6dC3+7ZyNhv2H9c22ixjFA55jYcve8n21nlqcsdHiNGW8j3Rea6tqFzqd7c393IZbm8kaWaQ9SWNc1uTIckjI8y9DpsEcGMY4ChEUEqyDkOOBK3EpawK7FVuFLYBrigsuAuZ9AsbK1tvUQ3EtzcyxDk7PRUVWA3ogBI/1jlm/DQdWeGOolORrYAXyrmSPf19wS22fUdMlaWAS20rRvGX4kHhIpRhuO4JFciLDkZBizCjRFg/LcKdpZXF7cwwRrV5pFQM2yguwA5E9NzkZGhZZZMsccST0D1TzN5e178tdfuNDN5cW1xBFEGvrcvEkheJHYRuKEhedMxNLqcerxDJDeJee0Grw9rYBlMRzPplRIokbj4PPNSuCypESWMh5O1ak/OuZYd5ghW/chLe3e4cKqlquiigru7BR+vC2TmI836y/wDOWv5QfUPy/wDJOo6Mqz2XkvTbbSJbmOu0FvEiCQ/MrnH9ga0jNKGT6snq+PV890uf8vqYSkb8WNe+QJl9vEX5X6uRJexgcSI4tivShO2dg91p9ofF9yf8+9/NXlryT+cnmfVvM+sWuiRy+U7mzsLi8kWNGmnurSqAtT4vTVmHyzUdt48s8FY48Rv9BcHtLV49OIZJgkA7bGVGiL2Brru+6P8AnJH8w/yb84eSfMVvb+aLC91nR4R+j1tGWSS7mIARVIFKKTmp7N0+px54EwoVu8frsuPUZx4IJnEgcXCQJxv1G6HIfN+K7iaXzS8cBb1S6xxla1BqAKZ18eb2UqGmBL6H8g3Og+U/zm8l+YdUu1tbOznW5vpnFQjJyVZAOxJAYeGYXbUJS08xAWTF0WCeTNpTH+kPlYJ+XJ9Z/wDOUv5oflr+aX5YTReWPNqXes+WdSWW0spQUaaOU+lIkYbc9Q1R4HOL7PxZ8ethKWMiMo0T3dRbuME5mdzJJvax/DXxfnh5W8vT6zJfz21DNbyQwCNtgRISC1fam+eg6aBItxu1dWMPDE8jZ+TOLfTPL6/uT5iaKSNuLStbuY696FCTT6Myqj3ujnlzHfg5+af2/l+G4dGsPNGnXEtQygyywvyHSvqKo6++Hh7i4ctSYfVjkPgD9xSnU7vXdK8wJBrM00k00aqXlJbYfZox7U6Zre0cHHuejueyzjnhPh1QLd3dXNvcy+pGGjukor0rvmsxwiQ7ICxY6PR/IGt6zpHl2a3l0WHU9HupmmMV/BJJAJVbiskbqV4tSq9c6PS2IDueJ7dwY8upsTMZChsQDy6j7XqOi69ql8rfozyLpN16JHqGHTnm4g/zMGY5mQkTyA+TzmpwQh9WWQvzplFx/wArIv7G4sLLylc6Raz0+tQ6dp723qhfsrIyryZV/lyRMz0+QcOH5OMgZTEj5kH9gJ70w0XV/PnlGB9I1LTnhs7h1kgsNVtFlj5/Z9SJJl+01fi45KMpx2I+bRq8Oj1EuOB9XXhNH3WOg6W9CXU/PEVsby78g2D25QPGP0Iu+3f4cs4pAWR9jqjjwGXDHLK/6zDr7zh5njYz3f5dackMPNuLaTPAFH+vHxyk5Sef3Ofj0GAihlJJ/pA/YUrH5+2djDJbXHlS2iilRopDa3U8BdW+0GHJhvkTqq2py4exxynijL7GD3nnv8udXujd3Oh6hBI268bxJKfQ8WVyyxl0d5g7E1mnhwRkPgK+4pD5u896Lc6PHoHl63khsVlNxcTzEGWWXhxFeHFQqj7OVzm7LszsjLCfiZOf6PxzeMlizFvHKbewqgqs52Awgsg5X8e/fE7sgERyrTsRkCS2wRCtsB0PjhiUlVV6dskSmm+Xb6MgWQCmThZhZzr2xZLeW+LMBxfBaUMWJOJZKbtvRcIUBSY1qOxFDhZ82K6j9YhYpyZqGsLk9VPT6cSbdXkwDHLyL2P8sLm3Om39qpH1olCykb8d6mvXrlsC8t21jl4kZdHpUxKxBZvjV6fYqRX6TvUjLHVwG+yWc0DCMGNwJGX0qbqpNQQe9K5FygFKVwspb1hVBWQKKAjoNqfww22wGyXmEW7CENycMZEQGtIz4mhIrvWmBygeLdGJqIjtbkMC8rtxjioSaNTkvfYjptjajFcgzu1k0nzpodz5L1lJTHPbhbP1V3CgGu9KVFNjmTCQyDgLTjM9Fm8aPLq/Pjz35R1DyR5ivdGvVPO2blbTUoJIj9lh/H3zV5IHHKi+h6TUxz4xOPIqek36XsBtpjVqfCT12/iMnCVt840qQXNxpd4ksblJIWBVu3+0ceTGQ4n0l5Qnh1q1E9nchBIlbmLuj9x9+TjHiLqc58MsxsJRpl/xVJLmRdi5biPnlwg4sp8QZVqyI0C6nZMryRj/AEqNTXkMsOzjQ509o/Jb8xbayFz5H8xMJ/LnmRHS2WbdI5HFGT4v2W6ZdjlexTVe58M/m75N8zf84/fmNJPpc0i6RezteaDerXg8XKoQ06MlaHNbmxHDN3OCcNRDhPMP0L/K/wDM/wAt/wDOT35ZyeV9cuY7Xz1oUHKPn9tmQfDKvjy6Nmw0+bxBR5ut1GCWM8PTo+d4dQ1TyPrt9pt5E6tZTNb39s+32W+0P+NcjM8Oziyw8YZNrUdvqKrqdiPr9zc8XSNn+Dj48cqJlxNAHCKKpYT31pAz6rdw28e3CFeIVf8AJyf1NM4xvZjnmXVrS9MMummWfUrRlaGaIcfs/wCV/wARyNBtxQI5sI/5yQ/M2Lzf+VWi6R5jt4X8y2N1H9RvKj1yqAhiaeKkVp3yvVZuKIDtuzhI5j3B8afl/wCfNU8geYbfWdPkdoGpFqVmG4rNCTuD7jqD2OYmOZhKw7jNhGWNF9e3P5j6Z5hv9O1zSZ+NzOii8l48Q4HT1VHfjsczMmaM3R5NKY2EfrP5i6VYKovdbsdHRhssjGSYr7KgYj7splOLTi0kpcgS8Y1785fLccziyt77zDKpIFxMwghNPBaFyPmBkDkdhj7OmedB53qv5qeYdZR4NM02PT1IorQhnce4PSv0ZAyJczHooRYPD5W81axK86abdXUkh5SSsGJJPck4A5IIGypf+RvNGmwx3F3pkixy/wB2V+Kv3dPpwE7pEonkQh/KukfpjXbXSnt3nuLhjHb2gB5PJ2WnvjzRklwRJPR+2f8Azjb/AM48+X/yy0uz8263pNpb+bL6IPbtKo/0VGFedXqVbwH05u9LpeAWebzuq1JzSq/S8a/5yc/P4m/XybpCu+iRwTyXE6MoF9NHU1qzIR6ZFUatO9HAzH1uo4jwDk5eh0u3Eeb8yrrUJJHilkQuoJazEvKUBZGdy4BBLbsRQjr9Ndc7kBTm1GzuIrdID9V4TMwDHuw5t3ZSAdhtU+ApgtlRQ31eWaKcxyvPFHKTNIFLRhJAB9qg32JNQPvrRSFVYFaBFtKukcyssT1DOW6VNaEd+td6dsUqcirBT1laKdWKyxk0AQVoAwoCD7nFUIrGFn9FkCooKxuKuACKUpXeorUHpgShppGur+39RWiKp6rTsfUJqCxbb37DFPRNQQkBluKtaRyAwvJRGZiSC3D9okU3OFjzYzcXLTkL6jPGrMyLTah3JIJP4d8WY2QUtxx5gUo4HJQPAdPkMKDulUjF2JPfC2RFBbgtlbsNotvAhcoNN8SleMihTJIyYCKdXxw0lo9MDFrFLWCldkVW06U6+GEJHNfw+Env2ydJt//Q+Mf5iazbGSy8s6Z8OmaApjYgn45ifjr8jsPpza9pZo2MUPpj97y3YGkmBLU5Pryb+4dHk7EsST1Oat6ULMCXHFK3FLROBXVxVVt4JLmeK3iUvLO6pGg3JZjQDCN2OSYhEyPIJncrYWs0lskZuxCxRroPxDspoSoA+ye1d/1ZI0HGxnJkiJE1fSuXv80RaX1pC8bRJd20qspWeGcAqQdmA4A1HbfCCGvLhnIG+EjuI/ay+1uPM17e31kvmK5jtbJDLf3l1PIIoogQPUkFXNeTgUALcjQb5McRujydVlx6XFCM/CBlLYCIFk9w5dBe9Chu9d/JfyPB+cX5teQvy81bzc2o6Nql3cXesx26zRMYdOgluD8TRIWeVUKI1Cwr2zVdu9onQ6Seb6q+8mh97HHglEHw8YxTkYxEpEbCZHFVcdcI3quEyA6PQ/8AnKr8i5vyI1zQdB0nXx5h8r+dfrWqaXFdAPdWDwOqyhpTvRldSSOtN9xml9m+2R2nCUjDglGgfMG6+79SMGLwtROGQgzhCB4o+kTjPi4RKHSUTE+W+1bh8ewXdoJriS502O+jdeEPJ3Qx0Iqy8CBU9NwRnVxoO1yY5kARmY9+wN/P9COl1hEjhg0zT4tNijnjnLqzyyvJH9ku7mlFJJAVR174ZEEVTTDSkkyySMiQR0AAPcB+kl9Sax/zlX+Y/mTynrXlDVI9Nk07XbYW91KIW9VPh4loyXoCR7Zp8HYmmw5fEjHf3vMaf2Yx6cxEcszCMhLhPDVg2P4b+RfMMVpa3Ooz/Wr2OziiiVizKzFqEAqgUEV+dB75uIiy9PkyShjHDEkk/gm+ibwSQXWu3j2SNFbNGgt1cjmI4gqCvGgrQb4k7uPUoYAJ7m9/ed/kze1WVUFHPWrYLdfOieSF8m6WL7zpPNNT0bYtIXY0HLog+ZOWYRck9rZ/D0YA5nb9bXmPWf0f51l1GSwj1CytZViNnNyMbpFRaGlDvTtlWrh4gIBq+rLsvCJaUQuid/nuynzn+ZXkrzJLY32j/l9Y+Wru1g9KeGzlkMM0gFFcxsTSn45oNH2ZqMNieYzBPUbj4uyhglEVeya+Q4m07yzqWrS1Rp1nkFO7lPTQ0PgXJzqcMeGDynbE/G1IgOlffaW+V9GtdaubwXtyLZIIS0LMQAXqAq79t8YC+bPXZ5YYjhF2UdqOkrpeuPptpOLtIpFiRx+0TTp9OJFGmnHn8XDxyFF6r+b+j248v+X/AN36WpRhIvW/brDGvMH25Ggy3UwBiHT+zerlHPPf0n9Lww6tSz9C7jcXMOypQ7+BBzSnTES25PdRiDuDs+iPyJ1fWJ9StdEu7uRtMa1u5LvS5yZbd0EUjBPRb4QxanH3zdaSxQPIPnvtbigIyyx52NxseY691c3oPn/WtV0bzIvkvyvPNpdjo6W1pFa2cjW/qXLxoZJJGj4tI7O32mzIyzIlwx2p0nZelx5cHj5vUTZ3F7WdgDde4JdrK/mL5Yhjuddv9QtY3vJ7aGOW8kDySQ/DLxj9Tk0at8PL7OQkZjmS26eOj1RMcYBNDoNu6zWxreub6O8leZUtPynn80a9IdRvdDlv7/RGuSZ5FkghSJTyk5GhklVvpzIhk/d2ejxvaOhM+0RhxbRlQPQVuej5Bg82/mF551i8NtrF7dXISS7l5XbRJHHGKsxZnVVAGYQyzmeb6J/Jmj0OKNxG9Dldk/AkojTfPvnLRtZGnnX7wXFnN6Zj+stPGXDcSpHJlkXJDLKJu1z9l6fLi4xEbj3H9BCR/nG9tH5y1uO0gjtVS4KzQQjjGJlRRMVUdAZOWVZT6ncezEScEeIk7deddPsp4+kjE155S9YYBGQyMa1Y0yVNZiiRKRscBDGlUNUV6YbpJiqhht7YLTS9XO21ciS3RRiN8IoKHJRKq4OwwmStV22xZxWEmmLJTLcaYsmw3h9OKbpZIdv9bGmcUOTvkCWSwmmSilTJ3ws0JdwLcxFekq7xP4N/bi1ZMYmKKSadqt3ot7Fd2sjRyQNSVT+0B+yR0O+G3UZ9NHJExmH0Ppes22taZZXUb06SzQIeTAr1qfY0y4F5bLppYZkIu6dGC+pMSiUowHAsenX2wpxxUDOs8QckHi5o9QQOu/YkUxbRDhQEd5J8BKpJDIT8VN36rWvKoxtyfDdCa0eFFZyxjkdj2U0qKbnwOFsCZW2pR21092kzxPbsjohYqduwrUbnEGkHFxR4Xfmn5Xi/Mjyi2q29sq+Y9EViAm7ugFSPGhA+/J5oeLDi/icrsfVflcvhS+k8nwJ6ktjOSKoyNRlOxBHXNbye2BvZlqzx6laLItPWQb0/EZeDYayKT7yb5nn8v6kjcyLeVgsqHp4VxjKmnUYRkD6XfULfV7ZLmKVyONfSXufDL+N1HhmGyM0i7vFJUolvb7c+fU/fkS05QE1vtSsVt0RbkJcwNztzH1V1+WSi1xiXpWt6ron5w/lVqWh+b444dc8vwPNpmoy7OTEpoyHw+H4syJmOaHq+oM4E4cgIfnb+Xvn3Wfy184WHmLQ7poZrCf46HZ0BoQw8CM1cZmJsO+y4hljRfoF+YPm/y9+ZWi6L5+0eeCLWbqNLfV7BSOT1G5b3X/iObCWWM48XV0UoHHKmBWetLoNk0d9rtnpNrM3JWuJVDj2UE5UZRDA4eM7C2Da7+cnkPTJGjFxeearuM7mH4bev+u5FfoGROpbMfZuWXdF5xrX/ADkLqFxBJbaLoMGmRsKKzOWIHuABX78plmJcyHZMQbkbeDajqeseYr57q9mn1G8lJ4gAvQeCqK0HtlR3dlGEcYobBMNN8jecdYk9LTPLOpXblGlHC3kpwT7Rrx7YnZPiw5WEnFxq+iXM9t6tzpt1Axjubclo2Vl2Ksu2BkQD5vf/ACl+Ql75k8jL+Y+u+Z4tO0q7kdbUKvryOUbg3qNyHE8uxGWwxXueTi5tV4ZoC2UeVvLn5DaKyp5mg1bzLOa0eBhEnP8AZ2NNj88uEMYaZZc0uWz0GTzj5A0a2a18ofl1a2cQqVlvJDM7f61BgjlA+mLRLjlzLENR85areQScRBp8ZHNbW3RVPyyEskmUYPNBqV/HdxXVrPLK7P8A3RqSGPamQ5uWIiqfoD/zjh/zjLBaa7p/5u+bIIjc3CCfRtKZOKeqRX1+J6oF6nufbNnpdGY1Mup1Wu8SJhHp9qd/85S/85EpodtrXkryzNFcXM1u0VzqI5MtzMCvK3UqdowpIY9yeAyes1NDhCdDpeM8R5Pyy1PWbzWbuW8uL6Se8uiYb6GIVH1dfhWJHKoOCDahBHvmou3fxgAElu5JXupLlWjtizcBcqKq0cilCATQH4SQSR8sDIBDXk9usaOBBM0VOSxliFf4qg1ovxDeq9B9OLKlixxBIZCWT60p4xoacwaqAhoONAQNyanArikihmPCsUkhnjpyAJHwFOR3Yg1NBSmJK0pXMk0ZWsZ4RmqqSCHBWgoT2AptSta4U01cOqWsjANEQoIfjUtWgpyO4Ox75EKx2yuzbXKs/LgPh5CpIB7geNMLIo3UNQe8kANGiIIJJoHIYtUgDrvvthUJLJcH4gnw8tmYE1AHauFKBLl6+Hj44sgKaxS6uNLTsKabHXCq4ZFC7FC1u2EK1kldkWKkdjkmS/IoXBC3QdcFKq8Avbc5IBK/Cr//0fg3c1kLszVZjyJ98kd3HiK2S+ldsDYtwJaOKVpxS1gVoYUp/o8ZgivtVagWyj9ODkCeU89UQKR0ZRycf6uSjtu4OrlxGOP+cd/cNz8OQ+LrGG1Mfr3AinBl4yQvJwKoBUtsQTXoKA/qxCM053wxsbc6v4LLGON7x5woFvagzsCDSi/ZB37tQdcQyzSIhw9Tt+v7EbczTR2SIT/pGpym4n8SoJCA/MkmmEtOOETO+kRQ/T+h6x+Veo63+XOvJ+Ymh63Z2V15fsWkuhMJCeVzL9Va3RYmV3bi4clDQDqc1va2iGqweFKJkJdxqut26TtbKNVEaapxlKXplEgHaPFxWdgDvGjz32ZF+YX5ued/zp1BdR80zLcSyWslmuoJGsVva6fZj61cpaQMdncgM8hbk2yVCkg1dkdjYtBAQxDhiPma7z1odEx0w00uOeQzkK2PMykTGHEYgDhHEeGIjwgkz3lu8Zk8w3rycbSG3tLOIkWtgkEbRxoegPNWLGmxZiWPc5uDM9HZx0MAPWTKR5mzZPw5e4UB0C2bWZbwMlzY2JLqF9SK2jhZfceiEFfowGVsoaQY94yl8ZE/fbLPMWk2Wh63daZaalb6nbxLE6XFpKJIyZoklaMSDYmMsUPuMow5OON1Th6LUT1GEZJRMSb2Io7Ei686v3FjsA059QuBqBuEj4UjaAKzBtuoYio+nLo05eXxBjHBV31TS3hsodRtpbG4klikVlf1UCMD4bFgfvwypo4pyxkTAvyZjbSI54RzguN+FTkQQXDnAjmEmtLfVH1i6Gnh3kQiUrGaHY7EDJwu9m3USgMQ4+XJld1dmWUrr2hI904HqyENC7/5RHQ18aZbfeHV44CI/dT2+agmleUXkEzafeW7DfgHV1/EKcHDFsOr1NVxAs5stc0yazn0R4nstOeJY7WYfE6lGLfH41Jy0SHJ1OTTZBLxAble6y08vaUxJtvMUKV/ZkjkT8QDg4B3pyarJXqh9zKNG8tafaahb6lqev2klpayCWRULNLIENeKKR1Pvk4xANkuBqdXOcDCEDZFe5n3nexvPPdtpGoaDTUYo4ZBc28bL6sU8kjMyuhIb7NKEChyeW51TrOy8g0MpRyCt/sFfimAweTvNtlBdQv5duyLhVSV3tWcgK3IcX4njuO2UiEu52+TtLTzIPGPm94/IzypNpWqDUdbRtLh1iaHStNkuA0TySzTI8ojV+PKkaFWPblmVp4UbLyvtJrhmiIY/Vw7nqKF/p3HuYnr19qlt+YOq699UeS8g1l7oJNE5X1I5uaq6nj8PwjK5mXHfm5Wljjno44yaBjXPoe5CeffO2u+brnT31G0jm1S3j+r+pGjrLOvqM0Zl3YVXlxXiMGTJKXPm29l6HDpBIiR4TvudhtvXv5m3tOr6df6R+R02kXLONZbTLaTULIr8UI1C8E6llH2f3cQ+1mQQfCp5vFnhl7VGSP0CRF/1Ykfeej5L0i/v9Ei1aGOEE6nbG1kd68ljLq7FOPclKb5gxsW+gZo4s5iSeX6q/SnX5f6Pc6n5t0WOeImK4voVk7fCJAW/wCFGThEkhq7V1MIYCI8wGO+fNQN/wCYNUua1FxdzSD5M5IyvIbLtexYcOIfjown1OLUP05Ebu8BR8Lg7gfTh5IkUUr7EYGIXqaD5YndkVQNkTskBVTqNumRJbAiY2Ye2+WBSET6h798BCxDXME7bYkNlNh1PRgadaHpgWlJiPlhtXV7Ygs6K1mJ6fThJZRUq1yDMqLHpk4ptaTthZLQcUJDrNrRTdRLzIFJ4/8AJ7N9GLTlxcW45hV8peaJdGvVhkl42F2wjnjO4HuB3wxlTqtZoxmhY5h7wTHdonICpq6fyEk19u2+XvPAcKhKyRIDcTenUlTKnz6EHvtgLdAXyQ5jaLlItSVNX3HHbpQHp4/PFv5oOWUrIqpVVA4cwKlXkP2aA/jkW6EUJWSGYIJhGsRLsrryVj0NTWladPpwBviLZT5d82T6PfpM0IGm3prNApFdxuCKjfvXLceXgk059IJx2+oPE/z3/L2LStQPmrRUD6Nq78rlYh8EUzbmlOzdvfKtXh4ZcUeTveyNd40OCX1RfOtheSWFxQmsb7Ee2YwNO75hkM5VwLmHo1Cw/jkzuxp6d5E8xXLH6gJf3qL+7Rj8LL2+kZKJcLUYhzeuif4Ge+vQiDdhUIPvOWg062Ub5IOXzl5T0hSxu7eaVfFg5r/sa4Dliv5XJJ5J5v8AzZvtViudO0lmgtZqpLcfZLKdiqqO3ucolkJc7DoxHeTxYk1PvkHOTXT9e1fSuQsNQmtgftRq3w/ccj1YSxxlzD1Pyx+U/nr8w7CXzA0rCxKtIb+7J4lFPEtU7UB8Mtx4pT5OPPUY8R4aetaF/wA49eRrC3W588+dmZjubbTfTBA8AzFj/wALmSNIB9UnFPaEpfSKei6NZfkJ5OjkXQfy6n85XZO97rrmZT/sSIkA+S5IDBH+k488+WR3NfjyT8fmbrsFvJB5J8g+WvJNs+31i0sYVkK/6xGA5x/DENJIn9RtIPKv5keZ9F8322t3t4t5qtozCa1k2huYH+3FTp8S/ZyqOQiXEiWOhYZR/wA5S/lRoP5oeTrH86Py3s0fVbSE/wCJLK3ULJcW42JkjX/d0J2/yl37ZZqMYMeOPLq7HRZ62PX7Cwf/AJw38/6NqWmeYPyX818Gg1f1bnQPWNA3NKXFuCfsk8Q6+4OQ00xfCerLW46PG8s/NTyPeeQfNmp6LMrtaK/qadckf3sD7qa/574Jw4ZUU4p8QYpbagbm2aLl/pEa/CT38DlXJBFG+iSMLySSnF/Vruxr1+eLfs/Q7/nGr/nG1JzZ/mJ52txJZbfovRnXaeT+Zq/sjvm10Wk/jm6XV6zj9EOX3s6/5yJ/5yUg/Llp/LWgSJPfelwvLu32WI14C1hIaMilfjINVHjlmq1Xh+mKNFojkPEX5XazrGpeY726vbqQT3shEgLys6L3URl5DxAUEjqfs9RXNMTb0UICIoMagu0ga5g5x3bxvztwwoiPKoQE+NQdwDQNQ5FspAMwKnjGF9BlI9VxIgqoHFVNaliBSuw6e+KQh2b1LWWG4AmpxdYlUq3I1LEVoexHjvt3wJVWFYTL1hRlBUUBWo+Amu4NBWlKbbdTiqHkf1QJvhiWOgABPAE0CkqAfhABrUVxSieaJHCJF428JPqihBAcVBQtQEV3G9aHsOihJpblrpmhj5GEGqowoTT2Bp70GEMuSG1H6vX0o6c4iQWAJO3Ynp174pCTvMyIyE1J2+QHhimrQgcvWvTCmqXbDp2wK3hVbhZBvEJdhQvGRKF2KFpFRhVrDaLdgQtK1OSSFdIWfcDYdzgpBNIsRqo+Hr44WPEsZe9cUgqNN6UxZv8A/9L4IvKX/wAkeGFpAUcWS3AlrFLRxVYRilwxSWWI1ldaFa2aalHZywTyS3VrOJKSO9AroURhRVFCGNfDrtPYinVSE4aiUzAyBAAIrYDobI5nuSpdNkc0juLZvczIn/EyuR4XKOoA5g/I/oTONba2jj076xG813Mv16eM8kjRTQIG6Hf4iQSOmS8nHkZTPiUaA2Hee+vs335qWpm7GoyzwxPAIHC2zR1IRY6BCrD2ANcB5stOIeGIk3Y3vz57KVtd6mw+qJNMY5oxbtDU8TEJBNwp/LzHL5742WWTFi+ogWDd+dcN++tvc9S8x3Nrpmhm2026E8E8MWkWVxG1BJBAVub1+NASkty44Md6IRl8zUdvd+v7XnNBjnmz8WSNEEzIPSR9MB744xuO+Vsd8qX2m6ZBrE91KI76aFIrJWRqcOfqSFZF5cHPBVUlSPiPTK4EC3Y9pYcuaUBEekEk8u6ht1G5J3HIJRZ2dzq97KErLMyTXMzE/sxI0sjEn2U5Dm5eTLHBAXsNh8zQZXNbwx6Svpxjkt2SrbcwPTDAE9e+VBxoyJy7np8OaV2sFrLbaldyqWnV4o7YB1UKW5MxKEVbZabdMuiNmeaUhKERy3vb9PTmynRPL8l1oOp6osbM9tdQxQ0H7PF3mYf6oAr88lw3ElwM2sENRGHeD+ivm9K1WDy/e+WvLd/p0cNrrloZLTVLVBRpADyinqNtwaHMWIIkXBwHNDPkjOzA0Qe7vDym5Z49XuGicggA1U065fEu2MQcYBe66PDGvk+PWNVhF1NYLNLp7TfF9sqiA16jkGNMy4/TZeP1BP5rw4Ggav8AHuphsHmTWriQqixXIWpEL28TgDqdiuwGViZdnLR44jexfmU503zAlxdQW95oOn3IkYIyLD6bHkabFCu+SjOzVONn0hhAyjM/e9E13y15b8qTyXN5HLex3UhSysEcxiOigvzbqeJNBlsoxi6bT6rNqvTHauZSFbvyfMAJtPv7XwaOdZB9Csg/XkOKLk+FqInYg/Cv0sp0fy5pGtw3v+G9XuUv7SB7oWdynpM6RLycI8bH4h4ZOMRLk4Op1OTCR4sRR22391397J4tD1zQGS21DzxB5d1CSJZvqE13cCSNXXkvP0lkWNv8lsmImPWnCOox5/VHGZC6sAUfuv3hWuNB1jU7qK5fz/pGqTJ/czzamwdf9QzKhGAgnkR82Az44RIOGQ8qH20yO984fmzoN7pGlx6+1/Jqvp2+m38TwXtsxYrHxWVRIjEdGrkjOQ2txBotFmjKcokCO5G8T3+R9ycyfmVY6DdT6brX5h39xqltI0N1fWWk2lzArgFXWOWYpK3FujZI5QOZ3cX+R8uccePEOHnRkY+7YXEe5F+T/MGkazqs0Xln8wL2fzBq0UiJZatpymC8kK8jFMzzTI3Lj8PNcYz4jtzLRrdBm08byYgIgjeMtwPKhEjzosg0TzB6unT635sl8v6XpkUzWloLrRbW4mmniXlIixRovwryHJssiQBZr5OJmwyMhDCZE8zUpDny3s77bBde+b/Kd3BcW3lrzN5W0e8uo5IWvoNLnsrkxyLRlEnpyrFy/mXCZxI2I+VNuHQ6qEhLLGRA33PFv7rBNdxfIn5i+U7vy5foZ54bmC8iW5sLy3k9WGaFyQHR9q7ihzX5IvpXYeuGWFDYjY9N+4vLUbkTXIAU9NSYxOFXwwy3apXar6grSvXFQieZVeuBK5TWvvkbbwF4alBXC2RR0TDc4sJBW5V/piEgUg766FpbPIKBz8MY9z3+jrgJbYCy8gm1u/ivXntrpoijHhxOxA8QdiDkLcwQFMy0nzlb3XCHUgtpcGgE4/umPv8Ay/TtkrapYaZoJeQBHxAiqkGoI8QcLDhXFgR1+jFACiWORZGKmWrkwVAa5UOG2VtVriVUZKEEEbHYg5FmGDapZm0m+EVic8oTvse4+jthBaZw3vo9V8i+Zv0hCmj3snK4tVYQvX7ce1Ep12OWwlbz/aGk8M+JHkWfSTRiGES1rJVGqKCo35MR92WuDCG6BZGdVcMVRxxSIivxCu/y775WG8FBStIZIzLIqRoD+9jNeBp+19+LfAdyhOIGVZVd3ZFVkU06A9KEUA3233xbY3yQyyQml3HceihPA8UFV3O1fGprhDdw9GZ6Tew65pU3kzXIvUsdSR0s7kkOaKOVPEV6g5bCfFHgk0yj4M/Fjz6vi/zn5Xu/LGsXel3SmkTFrWalA8ZPwsMwZw4DT1GDKMkeIMYg1OSBGiYVFD/bkRKm+lW21m8tp0ns2MUsZ+GQdcbQYA82YWNl5w84MDbJd6jX4RTkV+XhhAMmkmGPyen+Xv8AnHfztrH77U5bXQbT9qa6lBP/AAIqcujppSceeshHluz2D8gvy30UiTzV+Z0d2V3NlpkQLH25Vf8AVk/y8B9Umg6yR+kIyLy1+T1nd2p0nyrdata2s8bzXV7O3KRFPxDippvkCMbSdTlZb/zkH/zj9ox8mWv5pflxWawt4Fl1jTVUEm1bpOvDr6Z2f2/1Tk8ulEYcceTbpdXxHhl1ZJ+Qbw/mp+Sep+TLW9a080+Sy4tbaN+Bnt5S0iig+0GNV+eTwR8TGR1DTrImGS+987zx3mkanPBIHjntpGSSN67EH7JygbsrEgzu1v4rm2WVH4rwPIfy7b4uFIAFTi83W0ES20Vu0sKLwMzNxb/YjEsjgPNJ7mR/gWWRquPV029bbkp3oxwW2iD1T8n/AM2bvyVqU9lqvK48v6m/pa7Yn4lWvw/WEX/J/aX9rLseTg9zCUOA2Hkf/OQ35fr+XHnDTvzG8gTNB5b12VL2xubRvhtLuok+B1/Zb7S/SO2UZsfhyuP09HaabKMseGXN7xqXmTSv+cgvylg11VjTzp5cThqdug+P1VBLcf8AIlXcf5WZXH40L6hwpROHJR5Pj+wtHN46u/psKiOvQnwzFq3MlLZ9t/8AONn/ADj/AHfm7Um8yec7FrXQ7FlaBJP92n7Sqi/zN+A982Wh0XEeKXJ1Os1e3BA+99N/n/8Anppn5WeX5PLOiSW0GtNb+jFHFIjfo+1qihgq9H3+Hw75mazUeDHhHNo0mlOWV9H4yaz5lu9Yv7rVdRn9eSUhY5rgGRvSB4ojVJ3PGqgnqCd858m3pYYxEUEhkuZ5OENvKYmREX1CFFGJqORAqyim1enyGRbAGhKiSXModboKpQOCAwZqVcg7fGdiBuB32xZKRlk5+vUkzKSTJ8SyDZSrfEDQ9ST4bYquWYJHC6kSTvGeaEcOKjwAoNt6Enc4pU5VSFnU3JWbjH+4Za8/iBrxIpuBsKUpiqxJHCpyf900bcYHAPNdyCQegoSa9cVS2SWXVbqgkMcKKELkncKKAePtTFk1cXMccaWtvEilXqbhWJc0qCC2wPXwxWkpkm9MjifiFQSf1HFKXMxkJJwsgKXDCgrwMCt0wq01Bv3wpDWEMnYoXjAULsAQsO+FFuxQ6hOwFScVR8VvQcn6nouLAy7kTSgoBtTYYtaiTXJM1MmuLMNYq//T+Bx74WpZiUtHAlbirsUrcUremKt1xWmwxxWlwYg4opH/AKTviVP1yaqKEU822UdAN9hhstP5eH80Kp1W/dSr3kzqRxILk1Hh8sbLEabGOUR8mV6Vrmj3NnZaZ5itbueHTyy2NzZSpHIsbuZHjYSI6kciSDtQk9cmJCqLrdRo80JyyYCAZcxIEiwKB2IPLn+hNIrLyZPy46xqNixPwLLapKKe7JKp/wCFw1DvLRLLrI/wRl7pEfeD96dWF15a8vTK1heTa490yx3sjwm2jW25ozoBzZmaQAq3YDx7SBjHzcTNj1OqHriIVuN+I8W9HkBQ5jr7mP38zWs9zbQypdRGQm2uY/suh2U77jY9D0yojd2mEccQTseoT7S/JOvzWUN2LZPSux6sQM0XLiK7ledQNu4yyOM04Op7TwiZje425H9T2DTbWOLyxqflvSbhL7WIbNmuYImV0Z55k9YRH9tlRE+z75cK4aHN5rNMy1Mc0xUL2PuBq+4WTzYJHYea9ODxvo12ainqPA+1Po7ZjHGe5335rTzA9Q+YQ2neXNVvLtY1sZpLm6kVaemwJZjQdslGBYanXY4xskUA90832p0/ybpunWrCaH1lt2lj+JawJVwWHi7tmVkFQDy2gyceqlOW3v8AM/sDBvK+p2uhvNJLpy3c1wjRNIzEFI3FH4DsT45TA8LtNbiOaqlQ/HNNfI+jDVvN2mxem31YXHqyjqRHHVyT9AwwHqaO0dT4WnPfTLfzRuZLjWra2r8NtAHaP+WSYmVh/wANlmY2XA7FiBjMu8/YNv0K/wDzrK+UZ7YLbSanHawNFKEb6wbmWUlwHO3FE2pj6eFjef8AMXvw38KA7u8sw/JPSfUvtUvXRmjWOGzVh43EgMg/5FRvk9PsXX+0OWxGA53fy5faQ88806q2reZNZv3k4JdXUsqgmgALkrv8jlWSXFIu10WnGLBEAchTDfOd2+i6vJo+nXjTLEkP1i6K8SXeNXdF67KTSvfISNF2WgwjNj45xrnt8dn0z+XiLaeVvy9e9ReP13UvMM5ftFapRD/qs8ZzKx/T8y8V2oOLPkEfKPx6/YXmvk3yppnm241vUNU+t6hJbzW6R6ZYyJFcSvdyFWmZ5EkCrGN2+HK4Q4nbavW5NNGMYAC+pBIHwBHPpuzL8s9D0/QfzQ1JLK6TVbHywupXFtd8qJKLaJ1jcFajdiMljFT9zr+2NTPPoxxbGQHwurUfzEklHl/yFpKGQNdQXmpSq2wLXVwY0Zf9jCMllPJq7GAGTLkNbUPkL+8sU83+QNU8n3sL+ut1YSMIYb6N4zWZEV5Y3WNm4MnP7LdspmKLutN2jDUQNjf48ulWBYPeEL+ac7W+meT9Oc722hwSuv8AlXTyXB/4ngynYe5yuwcd5JyHef0D9Dw2MgnKg9idkYrU/hgYGKryrQHbCNkcKrzBAHbDYSArK7Adcid3IiAVSN9x75FnSNQkDbpkmFKquaDf+3DaaYb5l1At+5U7bovz/ab6OmR5uRih1eM65dmOdYYG4sorIw679BXA5uOO1lL7bVJoiFn/AHsfev2h8jhItnLGDyeieX/NM1gEXmbrT2NGhJqU8StelPDpkBIxaJ47et213BdwR3NrIJIZRVZB+II7EdxljQRS8nAk8lvL2wta0ucWQDXL6MVIWu3SuJZRQF7bR3kDwvty3Vu6sOhGKT3Fg0M91pN8Jo2MNzaOCCD4Gv3HAC05MYkOEvftC1yHzBYRz0BZaLcxFhVSNyAp7VzIB4nns2mOGdJhcEs1A3BipCwDqQTtudvfEsYhAKVnVkjRuIPKcsfi6binfr9AxcmqU5ZDEsMbKsq0RAh+F1BO7Gp3HtkWyEbQlzL6iIsYZ1jbjzX4VVh0JI7Y22wG7dldTQ0m5sGhLMskf2gQ25412p8+nbENko2ivOehxfmZ5elubUL/AIj0VTIEGxZCT8Br227Hrlsx4sfMLpJ/lZ8J+mT4yvbWSGZ1dDHJGxWVCKEEGhqMwXoYlMbaOMW6SxoDT7YPt1yQUs58reddY0BmtbG+azt7phzK02boDv0r3yyMzFx8uIT5vRZb3V9UAe/1m6ugf2XkdhQ+1aY2XEPCOQR1hpdrIvNpHZlPxVOBgZFFwXK6bcGWydmhQgXMJ6/PJKRxDd9S/kl+Zdpa3UvkvXpEn8r+YA0Vss/xRwyyji0R5fsP9n/WzK0+X+A8i6+cDE3F4n5w0PWv+cVvzj0/zT5fDzeSvMEsjWiV+F7dmHr2knasdQV+g5j5IHTzdlEjU4+E83rH55+UdM1yx0r8z/KgWfRvM8KTXDxdEmYV+ID+cf8ADZdmjymORdbEnGaL5w8ui5luZLRIjIsvwlPfxyltzAVaZzaLaW/1iThJ60IIktGP7S/s+ORYxzk7FM4ZLbWtNSOSJYzB8HAfsEdGGR2CQTAsY1OW2tCY40C3cHYb8h7n5Y827gMvcz7yt5q0zW9CvPy981D635e1lWSxd93tZ2NRwY9Pi+IeBy2ErjwyYATgeKPMPnrT9Q8wfkh5+u7FpnlsHJiuOP8Ad3VpIapIB0qBv7HKIyOOTspRjqcb7O/I/wDItvzX11PMtxG1p5UtZheLcceKsjHmT71b7C9/lmz0OkGU8R5Ok1WqOMcI+rq+4vzb/NPy1+UHkhxp9usF/aWLLoWlA0YDoJ5Qftlm+k5tNTmGCBrm4WlwnNMPxX80+b9V866/ceZLw/X75zJLcxPymNJmoYyHAUmg3IH2dxnNZMhyS4i9TixDGKHR5u80JujVnAMvq/VyQQrsSCWHFeVAdsg5ACELyC4lVKFVlKM8bVUqBQhq77Cu5wJXRTRRSRfYSINu7Krg1IodgagU7DFk6RY4+IXjGVpzk+KgDb8jT4iK9zUYoRUnqkPE0CoXUSK2wIU7AkhTSlK0p/XFVCMLHdQSyRq9uRyPIE8iD1au+5oPYe+NqldzO+o3f1WB1EfIqJB04g7AE70A6YsuTUzrZrLYxOrHk3NqBiKGgIIrQjfcH78UAd6UySBFIOzAALTan3HriyQBYuanFkNlwHhkkNjFV4OKrsULG+eFkHYWTsVXfPIli0TXFDeLFUSN3IoNj3yVpOyNihVNzu36si1ykiKgdcLWsL/RiypQY7nJMwFuKXYq/wD/1PgcRhalv8MUtHFVtMCWsUuOKrcUtUxW28VRVnbm4njQj4Or/IdcWGSXCLT0abajrGfnU4XH8WTv0db94qfInFfELjp8A6Bh7g4p8QpxZaVDdRMRcPHLH9tCAwp2Pb6cQ4+TKYnlsiDo0yfYmD/MEf1GGmPiArlsbpKVj5U/lNcWJoomNp49jyTt3GNtRxxKY2000TrJG7I69HUkEfSMbpqniiRTKbLzP5gtSrW+r3kJX7JSeRafccmMkh1cHJ2fhlziPkGQr5681yxPBNrt7NFKvGRXlYll8CTv+OS8aXe4h7IwDcRAI8k907z/AKvp9imn2ghFr6hmmiljWYPIRTkRIG/DJDMapxMnY2OUuI86rbbb4JxD+YMsm19oOj3q9+VlHGT/ALKIIcfFaZ9kV9M5D4k/faaR+fobSKRdH0Oz0ee4iMFzdw82kKN9oKXJ419sPi9wpx5dkSmfXIy3sd32c0/k13yP5lMd1rtvqWnakY0S4uLL05YpGRQvPjIVIJp45MzjLm4o0eo03pgQR9yqmgeQbn/eTzjcQVPwJe2XH7zHI+PDHvYHPqY84fI/sD0Dy15l8meTYU0ZdZW4Go+u91q6ho0jmaBooAisOXFWkZmbLIzjEU6rVaTPqpcfCRXT4/prk8K1ryd5i1G6eSw9G6tlasa29xFJypuGPFqnKJRJL0ul1UMUKkDfxSN/y986XF8kt5ot/LLM4rIYncsx23YA5HgLkHtPDGBESH0nFq+gWkv+EH1S1srnTvKr6PY3kzgwR38yh50eRfhUbuvL+bMkTA28nj8mnyzn4wBoyBNdR02+RrueN/8AKufNJlkk0y7sLpWUn/RNTtXYg9uKyhvwyvgLvY9oYuECQP8ApT+p6X5R0W98gaD5q1HzIkdld6xpv6N0S3aSOSWaSWZGlZFRz8KRqeTZZjuNnvdJ2ll/OTjHFuInfYgcj5dSeSv+YnlzzDrD+W9W8u6dcalpkOi2EVpe2itMgdIqzKxXlxYSlvhwzs1t0XsnLjwiUMmxMift2+HLdh+pXP5g6/cWcPmEaleSRn07WO5ik+2+xKrxA5N49cqNlzxDTYwfDA86pjf5z3KDzRd2UbBl02OCxAU8gpt4UjYA+zA5HKd3e+z2P0cR6vII226798remkUSCAeuCywXBzWnjhtVdXO22OyQFctUDIN0RStG1B0rvthEkoxW23+eTtAU7m4+rws9dz8KfM/0yBLKIsvLNTvA7TSlqpGCie9N2P0nAHLgHms8M08s09OXKrnfen9mEOXEgCkDizVre5ltnDJuD9pT3GJFoIBeieXPMj2DhkJks5WAubc9QfEe4/HID0lonjexwXEVxEk8LiSKVQ0br0IOWOOQ3UVNckGLTNXAVC2uKlSetOmJZxU+RxpSGPa3ZG4jNxEoMsS/EB+0ncfMdsEgoGyV+XNcfRL6OXrazUjuE8U/swCVOPqMHiRrq9+tbuG9dJrL7DryMr1ZeIHbfLrdJLGY/UteeTd40EIWQ+r+2pIpSgFOp2xtnGCBcxjeSJklYExk1YGtPp74HIhFDySOUlq/FQSJHpReIGwCjrQbHAC2CKGaOCxjhkMoMdxQlgapXoNia9x0yLbHdG2N9NpbwyWdxI0luS8jAc45DTdSfDfLQeFMsXFzeffm15RtpF/xfosXC1uiBqdtQfu5G/a28e+DPD+MOVpMsvok8LsJVhkaFz+7l+zXtmPEux5q8sZhkZeoO6n+H0YeSCz/AMq60X46fO1XUf6O5PVR1U+4/Vkg4mbH1ZLLqN6s7Rq7Rqp+BV2+nFrjEUn8MF1JAt6B++ofWT+ZfcZJrJHJH2BmhbkisIH35fynFpyAPq2wm0v8+vy9vPy480zqnmPTohPoeqN8UnOFaRTKfED4ZF7rmXH99DhP1NGOZxysPMv+cfPO83lvV9e/5x5/NCMRWdzPLb6UbjYQ3Nd41Y/syD4o28fnlemlwk459XI1eETiMkfipecvK13+XXmeWJUMlor1EnHZ4nPwv9P68ZR4dnBieMUebDNftpfr8Ot2Ll7K7AM1Pi/4LIGPVcW8OE82HXWr3NtJcx2kYjcj46d8rLfjgNiWOX97eyqlxO6tIvVf2qe/TA5kIhLUvQjLIpPpS/aH8p/swMuB9D/ln+SfmH/nIu4tLW/ra6ZoTK7eZpV+EQD7UbfzbLQDu305lYNJLOdnDzasaXl1+x+lmta75O/5x4/K6zs4OMOm6HbqLCy5Az3Ug+ATzU+LiXPb5DN7KUNLip0+PHPU5L6l+QH5p+f9X/MjVb7zDq8nJNRuDeWcLqDziX4CwDMoUISQNyAFG2c5qMxymy9RptOMUaHN4vOZYop1a+ZPTbittzYSyp1H7wKP5e4ylyQB3IG3hiimkZpXlSaPi7rueT1LE1oCKCm56nAyQaqPrkojYOAhjLoOAIBpsKVB3G3U4pbCsxKnqUKo8mwCnwHuTSoxS4W8saRBRzJPEhwFCcTTiW69ABU9MFLaJpFG0Zdo2eOnqMG50oQFBJ2IqAKgUGJC2kN5OLkrbWXIjlWR6knwC1IBoCT1xZL5Tb2cCQwgGRgGZvhetRT4utD4AdMKKtJJXEZLA/Ge1T0xTSAZmkNScLIBeBTFV64ShZy7Yppvl9GK02OtSemKWyamowoDiaYWTROC2Nr8CGwrMaAVxUmkbFahaGQ7/wAuLAy7kUAB0FMWDVSCRhpaaySreXtiqkepxZhrFVnLcYpp/9X4IsMLUp9MVaxStOBVuKXYpbVeRpWg6k4hBNLKivX6cUtgg7VxVkuh27NHNcFdqiNPo3NPwwuJqZbgJ4Yv64tALTRnlTFIK1o+2LK1a2ke2mWVN+P2k/mHcHFjMcQpl8axzRJLEeSSCq+PuD7jvhcPcGi2sW5ApXwxZWvmjEcLuQDQbV8enfFANlCafbeu7h60ArUYpyGk6XTWH2GB8ARi0GSqsDI3Fl4nrTFgSj7a3aV/ThVpZOgRQSfuGLXIs4038v8AzZqKrJBo06xOfhmlHpp/wTUGSpxJ6rHE1xC2SSflXr9layXmoTWtnbwLykdpA1B/sa40WoayEjQ5lDeXvJc+v3M1rbX0cTwIZC7RswKg07YaRlzCAs9Uy1ryPcaJGQ2qxS3LAGK3CMCQehNTsMDHGRkPLZ5RqPlfzFPKZ2uYZj+yobiAPAA4LdhA4oiqSprPzJY/F6UtF7xtX9RrhElODDNcPNvmO0VoDf3lurAqyepIu3h1GSEy1fyZiO9JMdWumPL1WPjvkTIlyBpIAVStHrF0g+2clxFhLQQPRFnXr6QANM23Tc4LYx7Pxx6Mo0b8wvM+iRSwaZrV5YQ3HH1ored41bjuCQpyYykOJn7GwZDZiD8GSx/nT57ihaFPNGp+m68SDcOT9BJqMfFPe43+h/Dd0HnN/qk2pSmWZi7EksTuancknBZdzptMMIoLIjSgPTAS3SKpypWpwFAFr0kwsuBEBwBt1yLOMSqhjTbA2IhG6VNTTCggI0PkmLFdd1IcTHGakExpT+Y9T9HTI82/HF5drl6I4lgjPxNsT4AdT9JwgOXijbH0vZEheMKCzihkO9AfDGm0RBKCxbHYqibS4NvKGr8J2ce39mJFoIsPTvL3mA6awhmJlsJjUdyhPdR4eIyINOPOF79XpUdxHcos8EgljcVV1NQctDjkUvaTbc0woQ7XsETBZZOHI0DHYffkdmVImquoYMCrCqsNwfpxUFTJptiCy6LTk2LA9a0/6pOZo1ItrhiaDojnqPkcqIbObLvJPmNoH/Q90waOQ1tTIxFG8K/qGShJwNXp79YeoqkigsrmQA04Hv8AOmWUXCQDhuDusg4moKSLyo9aAih6e2LcEMHEnJyIpZCACtaggbHbr27b5C22kNNJ61w3qHlNH9g7jiRTcUHappgLYI7L2mtvU5KkqFoyqXJYgACo28fowswCm+j3aTCfSNXVbjTdRQxyxlWJqfhWQ7kUP4ZbCf8ACUSh/FF80ed/LFx5V16702VSIlb1LWTrVG3Ug9/DMfJHgNOwxZOONpSh+t2vb1ouvv8A5jHmG1bBI8DJLGxSWNgykbEEYsCHrmk61a3sULmiysoWQH9lx1+/qMLhZMZiyTTZpLaWVJZaxv8AEjE7ZINZ3RV5qHpikMqMkgo1DUivhiWIgnflPzPeaDqtjqVpJwvLF1eFu0iftI3+suShLhNhozYhT03/AJyF8q23nnyzo/5w+T1MWtaQiHWlh2lMSHZtt+cD7H/Joe2XaiPHHxIs9Ll4ZcEuRTXy155tfzp8gK2pMr+dPLUJTUIhs1xEB8TqB3PGp/ysYz8aP9IONqMJwzvo82s7ptMuZtHvTWyuT+5Y9N8EdjSANuIMB8wWUlncs/AsBueOxIHQjIZA5OPcMUnea8YiOApX7bGpJ+ZOUE05MNnqf5Ufk7rH5n+ZbPRrBX+ou6rfXAGw7mh7AdSewzJ0uA5zQcfVaoYRY5l+tkt95H/5x5/LpbGMIumaTD6aUIE+o3YFOrdh/lbBds6QnHpsf43dDCM82TzL8hfzv/NPUvzS1+4u7+OWGzlVJNOaOT0uKoT6MEY5NyiTc0ZRVthx2zmtTqDmNl6fR6UYR5vEg9weEgYxkhTPIlwT8FKcmRSwHJt9ySDselcxnOSKbg6+la0A2m+tGpDcQCI6Ab9DTAlLvQJRJgyhYyTA681Zid+v3gVOKUZEORX0atIeRm3HE8qbVbcmo5HbFeSJnVUijUzGdI6H06AGgFSRQ02Nae2KFk6xrarLVlQUX1GAId2FSvEHbcmvfFCDvpHayKQkckCq8u/xE0ICgbHx9sUhKRJ+jooyppdMfUl5fPb59jgZc0nll41d95HPIV6knvhZUl5YuxPWvU4sqXgAD9eFDeKrgRhVYeuKhcMVbxCWie2SVrFK4Ak0G5OBijo7R2HJ9h4YtZyAJgkaRLRevjgaybWk+OKXV+j3xVYeuFWiaYUUsJ8cLLhWMR44sgFMt4ffimlnLBTJ/9b4KEYWlTYYpU6YpaxV2BVuKU807TZZ7HUb0D93aRF3Y7bVCj8TmRixGUZS7g4Wo1AhkhDrIsdpmO7BUjFScUF6bp9kbextIqAOUEj/AOs/xb/RQYXT5cnFMlEND/k4oBWelv069MWVqTRmtKU8cWYKwx0xTaZ6bdfVZPTlNLeQ/Gf5T44teSPELHNeryTXTTKxDO3w8ew7AYsdgKZEdMeSMfvGDsPiVjsT1+jDTR4lFM7DT/qyEGhZjViOm3QDGmuc7TiOH2wtRKa+WIbJ7/WdR1CNZbXS7RikbglTIfhUbU775ZjA3J6OJr5T4YQhzlL7Or6Q/InyjHceW7vXGsoxNqF+yW1w0Qd0jiX4+O4IFXFTTGIdH21reDKMd7CNkX3nb7i+gDoyxijL6kfgaHf7hk6p00dSS8c/OCcWenWemx/DLfzGWVVG3px/CD/smqchJ3HZgMt+gH2sE8qX0WgaVcz2wWTVL1wsbdREi+Pia9sjbscmLxJC/pSK+aa5mkuLiVpZpDyeRjUk5ByogRFDkktynYdu2KAkc60BNOvfA3RSO4jV1YSKHU9VYA/gcJciJY1daRYzMSIfRb+aI8fvG4P3YXIiSkFxo9zDUwsLhR+xsr0+RNPxwW2CkrEiq5if93KOsTVVvuNCfoyVo4SOatU+ORVsN70yQCKREfTJWglFrLTBbXS71GJxZ0FVWHXvgtsEUQjA/ryNswEQGFMkmkVG/jgYkOlkcxv6ZpJQhD2BpscbQA8mv57uO6dZyVkiJUIf1/ThcuIBDDb8SGZpJDUuaivh4DCHJhypBVoaYWYXYEuxV2Kp1p1zUegx94z+sYC1S23ZLYandadIHtpSqk/HH1U/MYBYYGpMyj8z2rw852KvTdFFST7YeJr8IsP1bVZdSlqKxW6bRxV6+5p3yJNt2OHCj/LGrzWt5HZSTH6rOacCahW7Ur0rhiaRljYt6dWnU/TlrjrSffG2J2Ql1AlzDJBKvJHWjD+I+WRZAvPLiGWyumiPwyRHkki7BhXYjA283r/lvX21ezaORvTuYlCy+lsTTYP261ywSddlw8BZGDKSEJWEKeTvty402oD03wtQCn6VupPA82PxNKDQ1JoT4ZBusoX1kAL/ABvKgLca0DBTtttXCQ3AIGa6dAZPTaZIwPURDsST3G9en6sDKMV7MZxJExlVRxao+EciQeBIoB4bfjhbIhNfMOjWv5g+W54Yyg8waPCJLRlFOZUUaMsR02oMt4fFj/SagfBn/RL5UjaWyuWSVSjIxjnjYUIoaEEeIOYoNF2HNMLiMCk0e6P1+ZySq+nXr2Nwkg3jJAlXsR/UdRhBYTjxB6U1w0jRt6nKJ0BVwaginbCXD4QrrCqwMTyctv6nQD2xW91e0lfjxrR0NYm8R4YUGL3b8rfzAh0p7jQ9V4vomtH0bqJ/sRyOvHkfZ/stlmHLw7ODlxG9ni3muy1f8kvzDGs+X5GOjXUpmtFrVJIGNWgc9DTpXKpjw5bOdjI1GOjzD0jV9X0jzdaQ61pIWNL5fWVB1im/bjPgK5aZ8XqdccRxGixiS9GoWohuJBFe2P2XY0qB44tkYUfJV0TyP5k83a7ZaL5btzdPfuiySr9mPnt9rpv2xxaeWWdRZzzwxx4pc362+RPKvlH8hfy+eC8vI1ms7VpfMevMN2b7TRQ8Ry+1/U502LDDS4/Lq6Gc5Z52OZ/FPy0/5yA/OC4/MrzMqm6ltNEWlrFpdrOHRvTqwVE5cVIahBp8R3I6Zzus1Jzzt6TQaPwYWfqfO76g7iYwxQ3M9yqeiJ4gXHFFWitvxJoTyLEGniMw3YpdGYYxLMtwgaV1kegAU8gtRxJKo1SCRU0+WLJC3R43FwqxjiE+OhfaopRRWvWo2HTAlShDTLF6BdprdTzctsoPUggdQSBUjFFouROPKIublY15xUqEDHoaEkkknvWo2HsoQ0JaNpmmYMAOVUCUBG4U1IG1aUpiqRztPfMqxRmkY3CjYbb9MWY2QUdy+nzOLhQ7x7JGTVRQ9RT8DimkvurlpWaaZi8j0oDvt2+7FKWMxdtz/tYsuS+lBixu2hv1wpXYq3hCGiO+KVwxVfiELG64QyCtFbSSb04r4nG2MpgJpDbxx0NN/E4LaZSJVq4WNLHcUp9OBkAochhpNOBOKV2IUBQL1NMkyp2C1Um8fuwpCmTXFLsVf//X+CxGFoCwjAlTIwpWdMUupirVKmg74FeweYLT/DH5d6dZMON75nmSWQd/q8HxEH5uyn6M3mph+X0Yj1mfsH7aeU0GX872nOf8OEEf50v2A/N40dh+GaN65NdJsjeX1pa9ppVD/wCrXc/dhDTnycEDLuD194CSzcepJPthdCJUpSQAAVX6cDZGSFaI12HTFsiUMY6kmmLMFTZCO2LK0v1BvRt3I+0/wL9P9mIbce5THyrMJ7mK0mPxKawse4G/HC16uNDiD1NYRXp0wur4kXHAcWJkiGUQQySU+ypp88WN2ldsswsXiQnlqMyjiP2qHb8cUzozv+aH64/lh+Ww0PyF5V0+5hMdxBpkU95GSa+pcl5ZFI8VPEfRmVCBoPjfavbfi6rIYnYyIHujQB+O7Lr7y/GrSEQjhGaO3fx8BkPCa9PrCasvzi/P7zhDqfn2fRNCnWeDTI0slu4/sFz8Unp+PxMfi79cqkafUOwtEYaYTyijLevu+zopWViLSxtbbvFGA56ktTc/fkXNlK7KlNERWo+jAokktyvXFHVj1yK1whyIJLcLxBrkA3xKUOKk7fPJHk3hByD46e+RpsDzXUJ55rmX1hukhKIf2aHseo+jLHOjEUqWs7yRl5DXkxC7fsjofpocFOLMAGgikbJhiaRCyUp+OQpjQVg1dugGJsLw0qitajHiZAKytXqemC2yIVVkqNj88I5pohWRiTlibRkcnjsO2QLAhVLjqPpGClAS69sbS/Qrcwq/8r9GX5Eb4hnGRiwPVvLk1srSRA3dr1bb40HuB+sYW+OS2DXFk8YLR1dBuR3H9cNuTGd80CDTFmvxV2KrgSpDAkGuxxQQCyG2m9aME/aXY4HHkKKIJOKLUZJCqnue2CmyMirWg9NPrD1DVBjPQ7dMBZE9GRL5nuBF6ciGUgUBJ608cNtfhrbPzTfwzD1OMlux3iIO1fA9cbScYZRJ5jt40EjKAGGy8viOStq8JCXNxaazama2P+kQVqjbGh6j5Htgu2QiRsUp0zUJtKvIrqNiGjP7xKkVHcEYQs4cQp7fa3MF/aJeRkSW86B1FeRBruCKDoe2TBdcY8MqUhVSsQVEjb7UhJp1O1P9rA3ALZYvUYNJKokVaJx6MaVAoemLYApRkxKzyxhZlo87DaMe1O9MUgOEkoDhkZOTUAAAWjb7d+nXCzARFhfXOmOt1YyCP0zyW2K1pyP7fxChIBG/jXGMuE2ylDiG7BPzV8sJ+4856bEVs9WNdRt6fFDOepYDpyP44c8P4h1RgnXoPR5PZXCshtZDsw/d+2Ug9HJaZWjco3Y7HxHjhUsk0K+NfqMr0DGtuxP2X8Ppw205I3uzm3t3kp60/wAC9sLjE0yS0+p+mqx+m/p7g9TXCWJu0oubgLdCSBShBpNGdtvHAkw9O71HUrYee/KC6XdyLPqFjCTZSjqyqNgK9xltcceFxoy8Kdh846Fql75U1SbS74lIHenFq8Q1aA79sx4yp2GSAyRsPW49Ju/M81s2jwPc3M9PUijWp8OW2ZEIyntFwDMYub9TvyL/AC3sPyj8nfWtdaA+YbiE3eoXT042MLjdeR/bP9mdRptMNPDfn9zotRlObIT0+58T/wDOSH573/ny8vfLOgyfU/KmjTTxxXCSBWnkKGN3kYigry2ofh6HfNHr9Z4suGPIO77P0XhDilzfHw5fV1tluGNpLEssc7oysxK0BHJXb4KUHEDYhia5rC7YIS9YqTwKlnI4Sj91xJQB1UuRU7EhaChqfbEpFpQFRma2gkSOIVKzAisrKeRABJAJBoATgZW0sRmaJPUaILINmP7xV5AA0U7Egk0p7++KERJFweRUYrK6pWdKAsgABJUAGpIIoOhrXFUGWLFYpm4xg1YtVakCo3oCSDUkkbdMVpKZ7j1ibS3ACirPIoO6qCenagqcWYFLX9G1t2Jk5KSfTCmgc0AqQRyoKnrgVjt3L6rNJIfj2402HyoPDCyASxmLHFkAuUAfxxQbK4YUU4YpbxVvCh1cCrhilVWJ2ofsqeh/swsTIBGR2wFGI+k/0xtgZFF9AF8OgwMGy1NsICFla4s6WSV2+7CoUsKV4wIKxm7D78IbAtxK2144WKi5qcWQW4rasltK8EtxSkUVByPckgUH34LRxB//0Pgyck4yk2LMLSMCVpGKrKUxVk3k7Rjr/mXSNM4kxTXCtc0/30nxP/woOZeg0/j54w6E7+7q67tbV/lNLPJ1A2952H2sv/ObVYr/AM5z6faH/QfL8EdjbqOnJRylPz5s2ZnbmYT1BjHlEV+v7XVeyGlOLQjJL6shMj9w+wB5LSrAeG5zTvUM48nNY2t9Jd386QJHEVhLd3fbbY9q4XA14nKHDEW9DbU7Ff8Ad9fdVYg/LDQdUMMj0QUuq6eagO9fDjt+vFtjhmhjqVk1au2/+T/bgbBikFgubV/syj6RTFlwyDTBW3Vgw7UOBI2SPVoZnSIohZUJLkdsLk4ZALtIjZVMoqrA0Vu4pviU5T0ewaFfLqMJV6C7hA9VRtyHTkB+vwOEF02ox+GfJPpJbW2p68yoR+z3P0dcLjgSlyQd5eQXVuYrdZHBPxMENKYGcYkHd6D+UGjaZ5j/ADK8kaRqM8EGmpfRSXi3TenHIIj6hiNe8vEIPEkZOIsup7bz5NPos2SAJlwmq3Iva/8AN5nyD9nGeOKN5ZGWOKNSzuxoqqNyScziNnwLGCTQ5vkX81vzZfXPX8ueWJXi0dGZNQ1JDxNye6JT/df68wZSJNl9P9nuwPy9Z84ufQfzfM+f3PiHU/I+uy6/Nq9u9u8ct0ZFJYbAGu49hldvfw1UOARPcnelNrUeq6hYalKlxBAiyQzLTbkfs/dh5sJmBiCOaZXKkkgjpiWoJBdCgOKY7ljk43Y1xciKR3HU06YgORAJW/emAt4QDCre+SZhjevafAbaa/r6ckCl5D2cAV398DkYZm6ee2WpSxoI57dn4D4WSg28CD3GEFtnhBNgprHq9v8AtRSr/sQf1E4baTgl5IiPVbOV1iWQiRzRVZSN/DcZEoOGQ3KYqw8e+FaVw/8At5FIiqGT5U8cWwKkZDU3yQYkotSRkiUAK/OlKdsjzY0VRZB3OSSFatR1wJCzCljGr+XUuOVzYqI7jq0Q2V/l4HBbbCZHN5ne2PxP8BimQkOhFN+9R44Q5EZ17kqKshow3xbQbaFKiu47jFJTS4a3FqqLQyMQVA7DvU4tYBtdYMfiHsMBRIJmTkWukKg+szBR9hep9h/XCzqkXOwJ4LsqbADxGC2KgMSyC6Pdi/7Kb/T4YVumi5Y1NT4b9MaXiV7a6ktJhLExB6MvYjuDjyWwU2nmjlUXcNOD7SoeqnuRhQzDyhr62E31O4l4WV0QFk/kevf2OSjKmvLj4t3qDyM8klASKFUr9mhoQd9txhLQIocBVcLIR8LFoiT0JBqa/Oo3xZAKMbIoCGh5sw57Ecj1p92+LMhzBXDF5moOYYUAYKN60Hyxtm2rtMeCyIiqVqOnJlFDyPUbdKYskxtL2CSzvtJ1GQ3OjXyG1nPwgK/PZq7+wqe++ThP+E8mrJG/UOb5v8z6Bc+WdYuNPlJZEbnZ3A6SRndGB/A5TOPDKm6E+IWhfV+swq5/vU+1iNw2LI3ZXV1NGQgqfcbjEIIeqabeRatp4lA4XEG1zEp60/aHsck4k48JVre5eGQgcYkPUdScDGrTF43mK3cIrw2kWn2gcIYnbZO9M1SfS5li5mKOT4om/lOSGzXKAkkfmry7J5odZbOIzaqSTGEFGfuQR4DIyiZFswz8Pnyfop/zij+VZ8meV4PMPma0D63ej1rCGUV9KKnwyuG6U7D6c6PsvS+FHjlzdFr9QMuT08nlH/OT355pe3Uvkvyvq8j2QLfpWSIlDNI9V5GTiT8IFEWnQ8uy5i9p63iPBA7Of2doeEcUub4dLRXUM8csl1K9xMZbi7QvUoPiBZCGWj1qa/IjNK7gCksdpxDEtBZW6hYvTYcJOLcjWo+A1JboCadfZtmtkjDiJ4bdHeJml9JiCFXjueJGxNTXau1ab1wJQ6wXPJo7ZUjC1UHiQVIGy8iSakk7kV264otRZl/c8VDOGVJg1RUmoqTsD1+/AlVW4EcfqtT1ITze0kUAhSaJ9o7HvQHCrEbu8uLyf0IWMjvJUECpLHYAt3pXItgFIvlFp8HCYlp1I9ZAKB6EGldqd6774o5scurpppGlc0G/EdNuoFBtiyGyUu5c4WQDlHfEKuGKrsKHYq7FWxhQuCFjsOuK2jorY7M3w+53OLCUh0Rqxqo2G/c98DWd2i9KqBikBwOKkuP+3kkB1MLK1jmowKFLCldXwyKCpnvk2QaNO+KrCe5xVYeuAJRtlZNdNyaqQJ9t+59hha5zEfe9Jj0RF0a4lkgV+dIreIMAEUMpJIoalhWm46H5ZXe7Hpb/AP/R+DZGScZYRtim1pGBK0jFIKwjFL6D/JPTYNPtvMPnS/Um00uBlC/zJGPUlG/yUZ03YGIQhk1EuQFfAby/Q8J7Y55ZpYtHD6pn7TsP0vAb+8n1G+vNQunMlxfTyXE8h6lpGLEn785zJM5JGR5k29xgxRw44447CIAHuCHhXlU93ag+Q3yDbJlekW+l3k9pY3kdxHJPMI/rUTKRRiAAUK+PeuIcPUSnCJlGthy/a9uGiWEKLEtrEwhAReQBNFoK1PXpknnTqJk3Z3Qkum2ina1hAPT4B/TBTbHLI9SgJrC1AP8AosVTupCj+mLbHJLvKVTafaGvKBAfYU/piW+OWXegJNOiXdC8Z9iTgbo5See6mYpo1PxiUAGlRQ4sgQfJCWc0SR8JA0R5HdhQb4tkwSbRTavPps8Dac4N4dweqqh2PLxB8MQ1yxicTxcnsfkjy5q3niXj5X0qbW71aG/nagjt2PX1pWoqDbuRleXPHGLk8z2t2pg7NjxamYxx6DrL3Abn4Prjy9+X/wCdfkzTX/Q58ra7Y3kkMl95bkSOZZxESQrtcQotAevGQHw3yrH2xCEqr7HzLW+0vYXaGUeN42OUQayC48N93DIn5xeN/mV5o0XzLcJdXvk6DyD5p0VGh176rWGOWRW2YwkLx479Kse5O2Z8s0cosB7T2f0ObSQ9Gc6jDPeHFuQP63W/l3BkX5ff85G+bPPMB/K/XdSklSLl+jL+Qsbu+4jktvNKWPIHttVuhNKUhKciKtyNT7MaTR5PzmONHqP4Y98ojofu5+/ozaWYnKud6dV8fDK1jqOIbIS7git4WkZqBQSx8Aq1LZMNsJmRp5n5XkfU7TUdalU/7kLx/Rf/AIrjqFI9sFufn9BEB0CNuR9o0wBhbGrrocLODHLrbpv44uTAJLN1J8MS3xSqTYH3xDcEHxqcJZsc8zsWsY7NWob+ZY3P/FafG5/CmAN+Eb33PMp7SejzxEj1G5Iu1dzRVA9+pxtzIkckOBcxSxxSgHmSDtQ1/sxDLbmqTSCOSBhu6OGFO3HfrhDE8mQWepx3PwOvpSb0Fagj2Pji0cFJl6nShwUtLlkqVBw0lHR8SK13wWwKID077Y2gWqep75JkqK48aYrVqgc12OFNUuEnjgTVogSqRTocFLTCfN9tEscN5HRZnb03p+0KVBPyyTOBedSRtQ1FR3xbxIFBtGRuBUfji2iS5IpGICoST7YqSE5t4fRSh3Y7tT9WAsFt1LwXgDu4+4YqAjbZPq1uGYUll3+Q7fhgLGR3Uq++ClWknwqa0GKr3YIBEN6bsfEnEoWVrireFCJs2czLAFLrcEIyDvXbbFU2e1m0+X6tLUCpaFvEex8caZg29Q8qa0bu1awnYG4tlrEzHdgPs9fDJAtcoMkco/orVmYtSM9q96jwxYgLZI2DEotfhLs4JpyHYjcfdhtmQ0xZmHqALL3G4qaUqD+vFaUVloTKAsilaAp9k0GwJpv0BxWnBS7/AL5VeIqWZWX4kB/YXp09xitIPzRplprnl54ZWjt73S6tp11M1DJGAB6ZY9/15IjiDAemTwa3s7sMxERCqTyrQdOvXKQ5AXyxmMg9u4/hkko7StRk027SdCeHSVOzA4QWE48Qep28VvPCLu2IkaahUt0Fe2SGziEo2OQwAmecH/I7D5YUc0JdXP1wLDbQvJLWkbDxPhgSBT7s/wCcd/yr+o6fF5r822S+u7AaZayb+pToW9gfvzoOzdFw+uboNfqxKfDHkj/+cg/zul8v28vk/wApzCTUL4tFqd7DwIjDrT0uuyjvg7T1vh/u4fFyNBouP1z5PztuJRcXMrySF7m5DSXTsWPKUkAk8yKUVqVG/gc556ClC8gSKOOS4qjpVIvSajvLX7bklgAV2J7Uq2KEqmiehneUrBK0gQli6gE78jvUlgGBAIA7YGTQDFYUWfmLdgOVAjPyDU3AJJoevbfttikBRVlWQK8qws0PGWo+J6gAkMwAqBQeHhitWhua8JXkjSQMGYlSpMcjbbA1Ap8uo98UgMVvLqSZ/q1uS7A05kktTuTXYA9cDIBGW8MGns7SyCpQhnVqsGIoaUqKip74rzSK/vZLhlMrnhGOMMZI2FOwG2/fFkkkkjOfHwxZALQvc/dipK/JK2MCG8VdiVbALGiip9sVRUdqzbuaDwGFrMx0RyRog+EfTgYEkqgp7YrS/FCkepOKWxhQuGFQsqcCVrkb9zigKZNRhSsLHEBlwrSa5JK0mgxVYSScWXJHWVi90xY1WBPtt4+wxa5yoPV9G8vGGjXtqIiigwQSU4BGFCSADVviFKkUPXKzJqhAk2WS+grS+k6svA1iI9MK0Z/d+oTWhoKitMjbOn//0vg/TbJOMsIxQtpXFK0jAlZTt3OKX0d5qb/Bv5O6Losf7u+81FfX7N6SkTS1/wBkVGdVrJflezoYxzn931H9DwPZo/lDtrJmO8cPL3/SPssvmltlOcq+hBHW0LEqiKWYAAKOpZuwH04sJF7J5Me7fWrbTNR0a2iaK1ZoZmtlimT01orcqAkkilTvXJB0XaEY+EZwkeffYL1l7Ygn4fmMS6QSSeeGjHwPbBTkRklN1BT4Rv3OLdCaSSp17++JckFLpUwN0ShmXfpgbQskRGRlkFUpVq9MWYJ6MLSSkF3eItCxb0x4KuyjJN0t5CL7m/5xUttT0vVPXs7uIaIYYRr2nvV2neVXZLhEAI5QsK8z0UlR9rOd1ub1We+nxz/gizx58VTB47PBL+bVAxJ7pd3U79H6q6TYeUT5TGrXVzb/AFf0GmfUxKojRFXkGQ1ChQBWvSmACEYbg8/qfHsWmEo1IHjsgjrfdXO34p/85AedJfPHmy08wxRR2llFdSadZRQrwaa2R3MMtxu3KQqR8gAO2Z3ZsjvF+h/Yjs3+TtLLTkmRriNm6lQ4hHl6beR6XeXOkebPLuq2MjQXdvdQvFLGaMHSRaEEdDvm2ew4BkwzhIWKov1f1rR7gPIzKOn92diDtWlepH+ffIPmGi1UaDwz8zbyTSPLd+VZTd6iy2Viq9eUuwp8gSfpydvTdnVkyCuQ3QtjpqaRoum6Yqg/VbdEanduPxH6WqMBbZZOOcpJNdigIXAGdsXvD2p1xb4BjtyasckHJiktztgboJLd3EVrF60zcUBAr41xb4gk0h4Lm2ugXt5kmA6hTUj5jqMJZ8JHNiHmCUyXZjU/7zxLFH7SXJ3PzCjIuTjFD8dEnMQZoEUVEkpdR/kwig/HCyBSO5UHUJehW2Sm3QM25/DFtB9KUTnlKN/sip+bf2ZIMpIm0XnPEvTep+Q3xa73ZMrEHAEImMiu+w7nCQpKMDj9k5E21hsOcIZe9WVhWlevfEBFKvMe2+EJiFyuwPXHZkqcxjujdUDj/bwpYp5hcXE9vbVqVFePu5p+oYGQSu6sohCQqHkmwaoHbw7jFWLsoVwRuCdxhbAbFJ9BBbxRhrg1dt+HsemBRaHuZ4VqUTioG2wB274sgl1rGbq55MPgT4n8NugxZnYJjM3Ik9hsowc2tCnbEhmG025St0GyjxONKVJt6k771xpW6/fkVIXCoybFlnlezWSaW9ehMI4wg+J6n7tsQwkaZVqNiL22KUpMnxQP3DD+BwljGVFiFrcz2lws0ZMdxbN8anbcdQfY5FyRu9W02/e/ijvISeFONzAaMagitK9MmGsjdNZD6fIrUAAhFA2JIr8XfFkAhDVl9OZgWYg8VrttQUPt4HFWkCIODTgcVYBq8tmpuQe9Tt2xRamJ34MzooK1UNy2O9KH+buTt1wWlh/mC6lvbi3023qZGcB1AqAa9T4gVrQbDFICA81aLJbaVb6lZysYx+7uoxtuOjbeOCQRE7vOIrkqeL7o/f38cjbPmiK7+IPfJKQy/wAtakySGxklKRzbxGv7Xh9ONtGWHVm/pxqSftnxO+Stxy+ovyM/KoatdReaPMEHHSbVq28LD+8f9kD38fDNz2boeM8c+Tqdfq69EXvf5v8A5t2vkfSm0bSmX9PXcPpW8UFONrCVoOgan3ZsO0NdHCOAfV9zj6HQ+KbP0vzZ1vUNR1W6up7yY3NzdSN68jsVJ49DStfhXwO/jnLE29PCIiKSiYFImbi0LiPikIFTQMQwJ3LAljT5de+RLNDySNFIC6hFQqqIqs/rAfDwPIjb+JGKoWZ/3EqegfqnMxo9WYEUCqTQKNiTUgV2piqHP7qQRyKJEicG8YjgQVHHdx9qoJPiRt1xSrTMZIfWgIIUPUKCTzrRSAegAAqSe+Ksb1bU2gpDAqRkV5FR8XqEAO1fA/rG2RZgJdpsfpA3cg+01DK1QBTetaUO9OuKkoG+vTOSFAjgQ/Cqig3puepqeu5wpGyQySNI3t2xZBwWmLEldihwyTJvx8MC22AzmiKSetcV5c0THasxBlNB/KOv04GBnXJHKoUAKtAOwwtZKoMUO7YoaHXJMmvs96+OAlDuuBW2PEYQkLC30ZJktwMVjbHFIawMgHbAZIJUyaYULCanFlyRllaG6c8jxhj/ALxu/wAhiwnPhetaJokdskF1e+lBFxV7aFmoFXkPjY+PgD41Pga5FriCdyyf92KKXjSGI85E6Vj223AqStSKnc5WyQdIPVB+qk2/HaEP8QjLVMzf5Owp7fPFaD//0/hJTtknDtaRilT44ErCMaVO/LGkSa55g0jS4hU3dyit7LWrH6BmRpcJzZYwHUuL2hqRptPPIf4QXpP57aqlz5stvL9sf9D8rWUdrxHQzyASSt86FVPyzbe0GYS1Axx5QFfHq8/7G6Uw0hzy+rLIy+A2H6T8XiIT1JY08TVvkM0L2F0Ho/5eaU2peaNMTjyW3dryU9h6Qqtf9mVGSAdb2ll8PBI9+3zey+T4v0vq3m3X3BdHuBZWDsKgxxbsPuC4QXQ64+FjxYx7z7yziSE+mxr32yJDrgd0jmt2JJA49adsW+M2PXSHkdqZJyoFJJ026dO+QciJspTIp5YuVFCFdztgbQlupuYrKcg0LgIPpwtsBuxXTgs1tNaPsVqrD2bvhbMxqQk9d8g+btU0uIWFnq9zo2qwKIuVvK0RuI1+wylSKlfvGabW6apXVg/Y8l232XjyS45QE4HfcA8J682fLr/mD9GDQ213UP0JHWujm6lFqFL8zWHlw+3v0675gmIJvr3ujOjweL4vhx8T+dwji5Vzq+WzyTzBfxarqNrb2j+tY6VVpbgfZknYUovsvSozc6HAYAyIon7nrOzNPLBjMpipT6dw82RflNotj5t/ODyPoF7IFsTqELXnX4xG3qNGCO7UCj3zYNnaueel0GXLHmIkj31z+HV95/n/APmHrvkqLR49FaCW91xpZ7m4mCs0KIQDGqBuNGcliab7eGRjsNnhvZjs3FqhI5BQhQA7/Pv5bPmSz8w+Y/zN80aXYX91Hbx6X6moBoIwI42ArXj0JJAArhq3r5afFocMjEXdD3vQtR0HzFGzGHzY7EfFxe2UD8CcDh48+PrD7WIXlt5vt2amqWV8B2dCv8MXJhLBLmCGN3N95hjr9Z0mKYDq8D1/DFyowxnlJJpNcVfhurOa2P8AMVJpi3DD3EFR+tQXG8UqsP5a0P3HEM+AjmwzzRcAvBag7KDI4Hidh+GHq5WnHMsUhllt3EsEhicbVB/AjwyTkHfmva4a6mS4frKZbx6eAAjiH9MjS1W3wRkAEct3K266fAsI8OZHJ/4YGNX8WGI5dJ52NTcSsa+1dv1YXII3pLgQzu/ixp8hhYyO6Z6eoM/L+UbfTtgLEC0+XpvkgFV0p1yJLEqgc4hCqrjbemFBBCoHI3rjShcHr13xLNVU9wdsjyVcH8d/DDaVYPUfqwp4WK65C8NzFqI3jBUOD2p2+nFQEDqGp288AjiHJiftHYgYrSUWcSyyGR/7qEVJ7E9sWYFKzuXYuT1P3DFklNzJybiOnf8AgMLKI6prDGLa2VOkku7+3t9HTBbG7K0nscjSqJPJgg6saYWQLcpoRGv2U2+Z74rzUx44pC0jFKpEhkkVB+0dz4DucUUymxupLBlMYqgFGTsR/XADSyiCGZW15HdIHjIPiP2lPgRkubjyjSRa1ZUP1+FakD/SFA/Z8fmMS2Y5dFuh6q2nTg1Zra4oJlB3p2I+XfEN5enFjKsUlu5ZFHwgEBW5fteO2SYbqbxgo9VJYEUagr9HjiqHDA+opcld6Cn2ANq8u5FOnjiqV6nqcGm2wnlmExdSIIWpWRtuLke1K1wIiEl0O3knkk1K4Xi1xURNxNCKblfAHp40xZSVPM96LPTLmCkfr3Ci2HckAjsNqKOh64lEQ8ljWC2BFxGZZeqrX4RUbZBkStjueTMrbAn4R4YU80UsoX4g1KdDXoRitPqb8lfJd35zks7zUC66fAeUkzDbgppXfqTTbNhoNL40/J1WuzjCH2T52/MDTfy78syWemLHFf29v6enWoP90G25t/lk9K5vdXrI6eHDHm6jS6WWedl8H6zrt3rV7datezNf3UrNyjY1HxHkCOlepOwJzlskzM2XpIY+AUGKOeAZZnMUyHav2aFtl5CoAPy2r1GV22JUiuytRfReUu3qoB8aqQACCx6moFMbZK8hUhjP6QBB9FSTyXYMAyqe3QnqdsbQlDzwWkkjyM3xMGDrQp8WxBSopTt413wrSx54hErCYvQsvIU5ABiVABG+25r02xSpmRDGYhzU1KoykEgECpNQDtUmlKDrioYUYQ18YpmG7U5AjiPA/wCZwNi/UdQaduIakKAKtKAkD5U+eBQGPSyFzToBhZBaF+/FBK7Fi7FXCrHiilj4YU8huiktWahlb5IMWJkByRqKqgBQAPAYtZNrxtire2KGwMWS/FC0sO2KKWMfvxSFyjCha5qBhCQsxSWwGbZVJJ6UGKGxb3DGqwtT32xXjiOquun3TdQqD3OBic0QvbTXUVkmVQOu39claBmvkEK0NpH9qcuf5VxZiUj0QcjR1/dgge+FmAerOPJNjBLLLdXQ9aKvpxwAFgsi0PKQbdjtvTxyuRWUAeb0SAxjibh3XmGQ0oQKb8a8VqQOpO29MiSwRBuQ8wjELAqiqL9eHxkcgKAkkhu/0jI0y4kIv1dfUk9CQWzmnFSTX4lT02FaipH3AYd0bP8A/9T4UFck4S2lcVtYVxTaymKXvH5GaVBFqWseb78cbHy3avMWPcgFm/AU+nOi9n8IE5Z5fTjFvHe2GolLFDSw+rLKnh+r6jPrOq6lq90eVxql1LdTH/KlYsf15oc2U5ZynLnI383rtNgjp8UMUeUQAPhsgLVOckj07cR9PX8MqciXJ7l+X8X6I8tebvNB+B441sLGTxenNwP9kyV+WSHJ0faB8TLjxd5s/j5vZ/JWjHSfKmlwstJp0+s3R7mSer0P+xIGHo6PtDL4ueR7tvknEqCjAKOu9MNOLEFI7tKBqCm+5xIboMA1O81KAymHSTOo6MJBuPYDfIuxw44S5ypgkXmmW6vhZyaaYQz+mGDVINd+op1wOyOiEY8QladSIdz92BqiUIV67/PFtCT6vC0tmwXqjBj8txi34zuxN4Jo3W9tBV6fvox3p12wtnED6ZcnoPl7zV5Xmsl0vzTpQlijasNwopKlTvRwQa+BH0jJjhOxDqtXodQJceGVH7D8FXXJfKJh/wBxGsX8sRO1ndTl0C+FdiaZV4OMGwN/cw02LPd5IRB7wGJG/wDUH1bTI9wKGenFIx4j+3JuwGKt5n4Pp3/nEnyYt/8AmH/ia6Aaw8p20l+0zkgPP9iHckdZHFMbeZ9sNaYaM4o/VkPD8D9X+xBe7fmPp8P5k/m4dMvuUmm+XbJI7942KEhAZGQGjBC0j8BtSuAC3Udjn+T+zxKPOZsfHb47C2N+UfLdhpfmDzheabYC2tLdxY2yVJ3Q1apJJ6A4XY6rUynixiUtzuWQXtQGL7E7kDE8mkS7mEXzcQT44hzMbF7kgCvjvgJcuDH7tqgg0IPY74hyIBj01lbPUmIKevJdj+GEuQJl5hfyerdTNyLryIQsamg2G+Fz4iglsxZY3CbuRxQf5T7D8TizijIEQzhARwWRLcHt6dsvJz9LYoPL8dVC7naLQpZyf3uoyvL7/Gfh/CmLOI9VdzF7kmC3Va7xp+J/twNgQCAIig9RT7++Fid070sfDI9OrcR/H9eAseRToEYCVsKlewxCKa5N88lsleGPfFaXB98UUqKwPfE2tKwJHeuRRa8PXthpNqoYeOKbIQuplDYXZcAgRkgHcVG4/HEMhKy8tRnY8addqfPJN9BkLILeCO3XZyOUx9z2wNYU4oJbhxDChZ2rsOwHUnI5JiIsuRp8E88xGAsqKacYrpzNuIDVh79afRghMSFhOpxHDIxJ3Gy+RzI7Oe/T5dsm4yizUGAK6EcUacjdto/4nCzUW23+muKVnI1xRbfId9sU2mtnFwT1CPifp8v7cFsZFGct9zgITaO0+SRbqL0mNXNGA6Ed64hhLkzMhWBVgDUUIPcZI21MOurZrG4MYBME5rC38p7jFyYTsMr8vapIi/UJZFXkKwyv2A7E79umNpkGWtxEY5SE1Aoz0oAdq171rTDYYhDuhi6u5JX1HUgsNtqK3QVPbCkh575ySb/QrgmqENSi8eu9ev0ZEsoptZazp6aXCZJCjW6AbDbkoruOwJIwrSQRet5o1JrmVWSxiJEYqBVgK9TRanBzU7BH+ZdAtjp7SW0ZW4tApLVHxClTX5jfwGJDAvKffpTAkGnof5d+UH8363a2oBe3Vx6iVoGpuQT4eOWYcfHKmGozeHC36LRXGlfl55cihhVIJIogLeIChllA+2wHRB2GdGJR0sHnYwlqMj4+80eYr7zNqE17eXHNjKWEPqngpFSxYjY7UNfDbOdy5ZZJWXocOKOOPCGKOrvNyPFJHcH0aBUeNASStOp4kA1yltdd+ikLzTUVSpVEYhVQk1ViBsOJ6mtcU0wW98yQRgxxgXL8jyegHQUFKVAqak9euNJASI3us35rHGSpZeJpQKfsgjsPnimgG/0XrRZVaVl5DlsTTc06jbCiwqxeX9RlJ5TsNzQ0ZqkdT9HjgW1R9GvrUCQ3RUgEgk/DSm9GBIrTt1xtNsfvpZPWIdgzL8LOvQgbD7htilL5JS5p2HbFKztXqcKHYocdvp7Yp5q6W7ybv8C+GKDIBGKip8Kig/H6cWu75qoGFFrTviqooxQV1e2KgOr7bYaTTTGpFcCQtFTsoJPtipVUtp3+zGaHudsWBnEdUWlhKftMq/LfC1nKFddPi/acn7hixOYrxDYwfaKA/wCUanCjinJa2pWUO0aGQ9qCg/HFIwzlzQj6vIdooVQeLGpxbBpx1KEkvrqTrLxHgopjTYMUR0Qbys2zOzE+Jrkm2MQFPFKmepxVlflO7e3vpUWhb0mkhUoG+NaVrXcjjXYZCYZvV5HcwAW7fEf92KvJSsjbE8qsBUkbjftlTjKHNbcS/AbgSSRvLyIWRARtQEDo22x+nJsuSyOReNzKqsE4oHiG1UG9SpNCaEGob2xS/wD/1fhaRXJOCs44VaIwKpkYpt9Dai3+DvyVgs1/daj5vlCv2PpsQz/8KF+/Omyn8p2aI9ch/H2PG4Y/nu2TL+HCPt6fpfODrxUnwG2cw9wibMLHAZW3AJc/RhWW5p7P5h9XRPJXk7yxEfSutRiGqarT7VZyZFr9BA/2OSOwdPgrJnnkPIbBAaV5o802+qWbwapcTyyyRRehI3NHGyKpU7EUNMAJZZtJglAgxD6euIfTLVAG/TJEvJCTHrwfDTFuhzYVrM4srO7uDsLdHb5ncAffgNObp48cgO9495dtzPf+qwqIlMjE+J6ZF32plUKZhID0AwOHFCsvbFttD/C9aEMBswG4/DGmfJiV0Y7S8kWGpjrRlPY+H0eOFv4eOO/NX+q2l2vN4gxOxPQ17iuFo45QNXSGaz0mBiHUsyULJUmn6v14sxPJIbMl0HQL/XTytrOSDSYGVZbhYyVBboNhuThacuWOL6j6n2p5a/Me2/Kbyna6TpP5eXSWN2yDUtY1Bmhe8uB8QK0Si8QBwWp49e+RMbeM1fZJ7Sz+JPP6o8oxr0j59ep2vl0R/wCUOuy61cedtfvkLapqVzE09yxrVZTJLIKfMDDyDPtfTjFHFijtGI2HuoBl8sNtp8U6WyGNbiZriZjuzO5qS2LREmZ36CmJX82zHlucZdzkwDCb1wa0OSc6AYP5h1JtNspLtY1kKsqqjGgNTTqMrc/T4+OVMLg80W918M8L271NWUckp416jJBzDpzHk7VNTt49NupradJGCcVKmpDNsNuvfAnHjPEAXm1K0J3NKk5NzEMHAuI2YVSAPcSfKMEj8SMiWytlRFkjtm6mVbVY/f1rxqn6QCMKOZ+P3IfzEyobGxj+xbqNh/kADAyx9T3sVvnLmNOhdqkey4to2CGO2SYMl01CtrGT+2SxHzP9MBYnmjmIHz8MAC1awO3c/PClVDmmK0u5j6cQFC7liSypsHFHCrLLSlcFMTFWDq3Q7+GRRRC4bYVtA6pOIrOUEAtJ8Cg9yf6DfJAMo7lidlboJGmYVjgHLfuewwtxXu5dmdju25xQ+j/JHlHT/LXlO+81a/Cst1eWvrRwEbxw9YkHvIaE/wC3nD9qdo5NXqo4MJ2Br3nqfg/RHsh7L6fsLsTL2nrY3PJDio/ww/hj757E+Veb5+1CXlIw25ys0s1PFjWn8M7LHHhiA/PmoynLOUzzkSfmlLNlrWsAM0ixjuasfADEBCIlI+yuypsv0YpQch3pii1IE1A6YFpMY7ZRTlue/hjapopWgA2A7ZEhJi4ivTEICf6NbFVa6Ybt8MdfDufpyQRIp6GFN98LXwoW8tkuoWibau6N3BHQjCsSYm2OwtIjlH/dz27DetDUdCPngcoGwz7S72K/tj6xpOmzoT1PUELXcmmJCJBNSxZB++VSwpyqDUCp32p075FaYLrMraxcQ6THGpki+K4KE8fkOtMksQh18nqXAN2Y4WYKpIqG/wAkEHqN8Fp4mX2llb2sMdtBbr6EasY1LAFq0ryXr174eJixDzNqYiMllBvJIQ8k1astf2e1NtqdsSyiLeX3Sp6hYMAG3p798Cap7H+T35i6T5I1G4/SUX7q5QqtzSvEnsdth75k6XP4M+KnF1GA5Y09M8zeep/MwlnWZTBd8RDKp5BQKEKlDQde/fHPqJZSxwacYhTzqVG4sEeROI5KaBagUJG5oa1NB/TMe3KSzUtVt7G0WdZg0nHjDCRQMAQRWgG1O4O/hgu2QJLBby+1XzHclV5LAzfBACQvYdO5xVkdl5bs7SKN5E+szurUbqFdduhpSvvgRZKdqsEb+iiFYwAW+Gi0Qji1V26GhFadMVsqM0PrXEvpmm/FQxoKkUoQAPGoNemAJrdeC8cLdAVoZFYhQOPw1JbYGnTAoYRrWrer/o6lSq1Mjr9k1r02FNtjkkgMMllMh9t8KQpBT32GKkrjihcsbyH4RxXuxxSSBzRccKR79W8TiwMrVgDixXdMKHVGKrgKdcVVlR26KT9GLGwOaqtrI3Wg+eKDlARK2YFCzE/LbFrObuVhb267sBXxY4sTORXCWFdlpt2UYVqRcbmn2U+k4qIKbTyt0cLUdvHFIgEnkuZmJJlPyrknJjjA6Ietd+5wM6U2ah6YEgNVOSAWnVPjhS6mC1W8hhVxG+C1RNlOLW7t7g14xOCwXrToRv7HIlAeyafcRHTrQtcCGaPkgFVYuSK8mFOII3qNtsiiQ3W+s5Y2qlp5XQFpgxozcQRt8QIan0da4sQFCsBs/QSOUzIaTDmaiq8h1NONe4xTtT//1vhmRkqdes4067YQqwjDSU58uaRJreuaZpcYJa8uEQ9/hruct0+E5ckYDqXH1mcYMMsh/hFvSvzw1aK58w6b5etDSy8tWixso6etJufuUDNv7QZxLMMceUBXxdJ7KaYw08s0vqyyv4B4TdNuIl6nds0L1kB1ZP5a0ltd1vQdCStNQu4Y5iO0ZPKQ/IKN8QGnPk8OEp9wej+c75Na8y6lfRqBAkhgs0X7KxRfAoH3ZI83XaSHh4gOqaflzo/6R816e7IXh04Ndy/OMfB/wxGDm09pZuDAfPZ9E3QU8h3r0xunmQGL34O56VyexbYMB8zWtxfabdWtsQJZeP2j1UEGle1QMiXYaOQhMSLANKsdS0qOcyWVXkYD7a14j5V6k4CHaZpwykUV02qNEx+s2U0CjYv1FcFJjhvkQUPcaram3uHgmDSKp4LQg1Ow2+nGmccRsAhjumQ3jNJNbGpSnNSaVr298XIyEciugjZrx3uFoYw0sqt7AtQj32xTI7UGR6Ra6aPJ+s65eNIt59YEOlRg0XkACajv1OTAFOr1OTIdVDHHlW76S/IX8pfKuveV080ecNK/SdzqF2RpcLu6D0oqqzHiV5cmrSp7HA6Ht7tfPhzeFglwgDc7Hny/Hm+ydJstG0WxhsNJ0y10+0Q1jhgjVByT/djVBY/ScjTxuaWXNIynIk/jZ8xf85Fa4l7q/l/Ro5WYafatdXEdahXmbjHX/K4KK5KnrPZvT+HjnM9T937bZT+WmljRvJtnK4pc6zI15MO/D7MIPzAOA7Bp7Ry+JnI6R2/X+hPb+VSrAmpwBqgCGE6hMByFdx2wuZiFliN0/wBon6Mbc2AeSee7w/6JZDpvM/v2H8cQ7bRQ5lR8uWqxaZ6zqC10zNuK7DYD8MSzzG5e5Su9D0+ZLpVjML3BDFlJ+Eg1qB0pXtgtnCctnn1xbXFlI8NwhVl6Hsw7EHwyTkijyS8IZTcoDT15ILFPkx5yfhgLbyr5prCwlkikp8LzTXZH+REPTjHyrSmFjVMY1NzLqEtd/SVY6+9Kt+JwBtiNmOztyuW8Il4/SdzhZHk1/mMWLLov3cUSjbgiinyGCmondaSWNa4WQXCuFbbrgW26gnrvhSCvB71wJteH6VwUoK8MMbTa4GvTDzVVjZiQOuAhZRDHdTuvrNwVQ1jhqkaju1aE/fthZQjQUpv3EUdsOo+KY+LHthVkfkbRoNc8zafZXRAtEb1rkH9pU34/Sds1va2qOn08pR5nZ7D2G7Hx9qdq4sWb+7ieKXmI78PxOz2r82PNkC2kWh2cgoP32oMvtsq/fv8AdnN+znZx4jmn0+l9S/4LntXGWOHZ+CV36p+QHKPx5/J80u5dmdvtOan+mdpT8/E2UOx6nsMKgIiFfShMhFHl+z7DFVGRwik9+wxVBcqmp74rTuuKQncVRGnLrxFcFsSqgnHZIkiLeNp5UiHVjv7DucSm9mboFSNY0HFVAAX2GENG4W1p1xpmC2OJxtJSnU7VqLeQqDNAPjUftJ3H0YWUJUp2tz6TxXEf7xWpyXsR3BHzGButPtT1iOytHmtwPUmT07epJBOwBp7b4ASlQ0HTXs43ubiRorq7FQePJqGh2609642iRZA8bS+iGWqoASSxB9T9kAg/T064dmNJVfalbWUE0x2lRyURepLVXjXttTpgpaeT3txI7S3Ep+N9z774s+TGZ5DKxNdu2KQo4pTvSNdvNJcCNy0NQWiJqOtehqN8WMo3u9Fj80Wk1m0kYq5HJ4CQvA1oBt9qtetMWFJJBptxrMq3V5IRCWCxruSQT2r+GJZXTKrfT7ZBxib04lbiV2UgV6VIr2274GKKZUhI9Raq0gYsehcitAaUHIV/zOKEOzNKWnSMpHyFA3xKDUAUoN/agwWlajcmkV3qr7GZgRvUMPh+XthVh+u6sWeS2icBOjlVoWWpNGr33wsgGCzzGRjTp0xZBSC03PXwxXmu+JjxUVY/hij3qyW3eQ1/ye2FHF3IoCnQbYsF4GBVyox/ZwsbCstux67DAxMwiBar1JwsDlKoFhj8P44sbJVBIP2Eb59B+OK8J6u9STsFX8cUiAaLOftOfo2wsuELPhG5Ffc74VpYXO+9MCaWirUripXcqbZJaSu4AErdgdx9OLkQ5KBIyLKluEK3klWg+HfAVWE0wq2MBVuowIaIqDhtXpnlu6STTYIQ6xOOZdmqQTGSWHgpoQa/hlZ5qU/nkYSvDwMUDgyFx0jLVqRQ1Y1AxAYkoURt9YaYEmpAaUD4g9NlI8Kbjf3yaX//1/hsVyynXAtUxTbIfMXlLWPLDaeurwpF+k7cXFv6ciyU7NG/H7LpUch2rgtJFPRPyesYLW71jzTexk2ui2zBJKEqJHB79Psg5uuxRGE5ZZcoB532hM8mOOGHOZec29jqvnjzSqxELeeZdT9GC4mDCFZZm+BCyqx6dgK5qMuQ5JmZ5k29FpsIw44448gKe8+Sv+cetLa2e985XNxe38TsLjS7N/ShgK9pJCpZj2IFPnkNnA1PaMweHHsO96xZ/l5+XfleaPVrGws9KvFhmitr6a9ZgPVjKNtLLxJpUVyQDqsup1OUcJ3HueIap+Xgtbr6vZea/L+qtIAytb3qj7Sh+NJAh5CtDQdcDshqv6MvkXoHk/QNP8n6ZBqmp69pH1jzEkn1VVvYhxitZnicEsVBq69idsQ4HaIyZeGoyr+qWcXlosehWvmb9I6dLpF3K0MNxFeQvxZWZKOA2wJUgHJWHAOmyCN8MvkxvVbCWGx0vUfUgkttYSWWyMUiyFlhkMTVAJp8SnI0oxyiLl1YtNp17PdQ2MdnJ9bunSOC3KlWZ5CAoFadScibcjGN2M3ltNFczWjwsLiFmSWICpBSvLpXpTG3LiCEkmFfh49dyp398aboBh2u2ygRrbW3xFWlmKJ0RduRp0AJxc7ASbtG6DaSfVI+ETO87O/FQSSFHYDwAwsMpuSRTerJb6jNDG8s104hhVAWY8jyNAN+gxbgNwO5FXPrjRNF0KFCZbiUSNGASTJI3ECn3YSdnFxxvNLIemz9K/Jujz6dpnl/yvZW5a4sLaCyW2HUzBR6gNelWLNvgBeCz3myyl1kf7HoFzpt3awG5Se2voEmW3uXs5RMY5HrxVlAB+KhoRsT3yVtR0xAsUfc+N/OnlvX/MXm3Wr/ANS1vLhbqOG60y3uFlubOEusMfqoP5fhDcSeJ60wW9jp8H5XAB/NG/6X0vc6DqGlaDZ3zxpDYIYbO2BceoR6Lem5TqFZUJBPXJ89nmjjJHGep+/dKj5b1O9htZlltIZtTqdLsp5ljmuNyo9NTt8TAgciKnpkDXIN+PCZAebyq/LRu8cilHQlXRtiCNiD74QHKhFjdyQCd/owuTAPB/M1w9/rtyinkEdYIgP8n4dvpJwO708eHHbO0hW0tobZOkKKv3DfIEuPzNoV/HA3BKdUsYby2b1SEMIMiS06ACpr7EDfJM4SILyyByFt5abpDcX7DvzmPpxf2YuaRz+ATOIrAZST8NvHHbf8ix6kn3k4UVbEOXIyzSdWLSMfnvi2FIkbkWkI3kYt9/TFSioV5yxrSvJht9NcUFkfI1rixpcD3OKr6jCxprv4YVcCO/05E2lfUdRtjargfHG0gqlcBZCiuB+7xwoIpbeXH1W1Zwf3s3wxeIB6t9AwpiLLH7RQC9zJvHbj4f8AKc9PuxbJHopsxclmO5NWOKERp+oXOmXRubYnkVopBoRTKM+AZY0XY9ndoT0OQzxmjStf30t5ITLIZHc85pCa1b+zJY8YxgAONqtVk1GQ5JmzIpWxr8hlg2cZZEnrSqnYbufYYsuQRMrcmqNlXZR7DFCVzScnp2Gwwsgp8iOuKaRlvHzkBYfAu5B7nsMidmB7k22xtVm46YEMm0iDhEZ2Hxyj4fZR/U5JBPROKkd8UFsnxwq0DiyX1B64GJDG7xTpsjSLX6tOQVA6I/h7A4ObZE2o6Yf0hqEMlwD9Vt2Ppr+yWBrvXsTjybqekqobipKxxxlXjVdi1DXcEV2IHffIljRWGQQ8i5VmA5HkeJG1ADSvQbU+nGlt5nrmpfXrslK+lF8KpXao7/25LoyBYPezl24KfhHXevXCoS7FLWFLqHxwKrQsVYEV23xYlnOk+YfSRLe6Lei7Dmw6BelABQjbr/DI0wZ1aypJ8fqxBpBxQ1qxNetTWnXpWuRSBasSZUYIAD9ksCByFACwpUClaY2ikAx5f6IrPH8NDIpHDka8uTbjqD88IK0xTWdVCBYIXIMalSxpWvc+I6be2SZAMEuJjK23Tv8A7eKbUglOu58MbQSvWEtu5oOwHXCpl3ItIuyLQYGBPerrA3c0xYmaqsKjrvhYGRVgqLsKfIYseaqA3aM/M7frxSIkt0f+YKKdt8V8Oua0qvdi3zNB+GFbA5BuijYAb+AwIJJcckoDVaDrkWQDVT/bklUmbw3pgVoYqqCg69cVpYWG+LKkDdioV/DY4tkEHhbHYQrjTvhVonucihYvTCUtk+GBC3FW6nFI5p95euZob1I4pAhY+oA3Q8R8QI6brXAUkPQ+XqBpwrcJqMX41VoyACrcidzTrt8sEWtQMRZA0guFKPwgU09VqqauKfDXjXr2+7JI4X//0Ph6VplrrLelfln5f03UNYTU9ciZtG0VX1G/p+0lrRlQCoDGSUpGASK1ONMTLf3MyvV0Dzr5X8zQWWs6pe61p19P5hgXUbSOJuLgC9ih9KeYkceL8dqcPnkaZmV8no9/5ivYfN3n7yvcajIdGl0W5hbTakwuzaUJ+XpbAnavKla0y0TqBA6tXgnJmEu5iWhweYpPNH5XS+XZLiDyRaaTpL38sBb9H/WyP9J9XiRH6xnJI5fHy407ZUXPj87YN5i1TUYPKv5faZPrl1b6frOo6ydYt0klH1m3GoCiSspqV4k0Xp+GCmV10TnVYPML6v8AmLLr8s//ACr99G1GTRnm5fo2hJGl/VKn02evHh6e/X3xTaI1uC7r5jHlv1JPN0vlbQBo7WYIvWtwkH1sQcfjrwpy4b0xSOZYf5rTzill+Vwtzct5u/RGr/WlFDcBfWn9b1S/VvR5epy3rWu+BLrbVLbS/IX5apfQNeaVq6a7Z61p6mnr2xu4yeA7SRmkkZ/mX3OGmJNHyZzZ6Hp+iXn5ZadNepfCDy9r8+gahC4UTTS3E0tjJEXDKsjK6lAwNHoNyMVtZp2qaxp2q/l9HfnzRpUn+KIza635gvwLwW/2Lu2CFYpjC1VLEgpWorvTFhIA8ws1/wA2fmJoXk7XZLjzDqljqupedpbYy3nqfWGtDaUjXlJ8QRkVaUO6inTFrlhgf4WYafqXmS5/MkeYH0sXXlyTQ0+ra0qMkMxbRDGRHKPgYh1IKjcUPhi1nSRuwSEqk82Xf+IvyZsrPVJ7C0msNLjv7BGZY5knv5oHWQrQSClRRhtU06nCmGMwAHNkXmO9vPLfkbQ4/L+sNp5t9W1og2TGOqxTQBUDoeg5VK9DQeAxpw+I8Q26orzHptpBf+f9O0ePUW8xnWIby6s9AYQX4sXieR/Tf05CU50aQIK148jTFvEt5H4Ml8kRTz+f9Tna0udP1TSvKthc6kLt45rt5IrmN0nuDEq8ZSvAEMA4Iqd8Lr9ZlOPTzkNiXuWkwajrOsQwkzXN9qE5b1HYqxdqsztI2/iScQHjBCUzUeZZ3r9wvkvRTK+n3Gm6NZTpdazqUwCtcNAaRmNWNUSrEKOp6nwyTmYdPMTjGjVgk15vnjyLocumecfNfmrVYDZ6I0Gopb6q7g218943K2eGQtSTl9uik0A3pkRzd7rbjjkO8F7xLomrTeS2jg025drrUbS7SNaO7QfV5QZBU/ZFQMls6KGDJ4ZBHX9CRWHl3VrPTLTzPbeX7zUdScrJ5egjDSQxoCSs8xHUg0ZUX5k9iC3YMUo0eZ+54PqZnW6uheqyXiyuLpX2YSBjzqPGtcBLaLtieoXIhhnm7RIzk/IE5FyccbNPEtDha71eKR/iCu00h9xv+s5I8nc5PTGnoExqT+OQAceKHYdP1YWZY55ouTb6NeBDxmuwtrD41mIU0+S1OEN2GPqHk84QxiS5Y7RGZLeP/jDaLVvvbC5oHL8c0NPcMLbix+OVC7+z3DVp/wACMU0kN/J6dq4HV6IB8/7MViLKWKKAD2xTz3R1iOVwpp9gE/hQfrxYkJ5hQuH3DFi474q6pxVcDXFV2KXYobqcVVohzYA7AbsfYYs72SDULk3V0fT3VT6duvj7/ScLZEUFScrEkdqpr6QrIfFjucCB3oOQMVopocLIN2iSTSGIgAqpYsfDApVZOKjYgkbDAWBQTvQdfkMFJARUS+lET+3L+A/twqVC4k4LQdT0wqEtphSj4YVADOKsd9+2BhKR5BFcqU7HxwEMN1/qj55DhZgnqjLOM3cyRL0O7nwUdcNbpJDMKcBxX4QooB4DJsat3MDqcgtLuXjkrQbb5bdcSoLg1OuFmpXMKXULwSjkjihHh4EfLFASe0X0uVkyhZbetKEjmp3BGRLdE2yuxuBIjW5cLLQnetSCetK7mhpTIM7SXzFqJjRbCGTi43nZSRQEU4sa71r1yUUvP7qTh8K1DsOvt0OSYyNJDIhDnErE7KYU4FtdxHzySLcEB6DAniVBGfCg+7FHEio4paAKpb6NsCCU80+6vbFgwJaMVPo8u/brUbHemA0UAs0stTgvV48yJPhaSAmnEDrUkb16eGCqZghAaxqaxQMkcn7yUkEgDt7EfLEBJLzu4ke4kYlixJq7nck99++SRaxYCe1KYsTIIpLcAb7YtZmmMFgJYJpozzeJ0QxU3IkJAIPzAH04WBmbTZNDY3klqbhEjRUK3BB4kyMqAAdftEj6MNMRI0pro07WqXBlHqPP6H1cD4hUkBq+HIccDLkUcugJ9aggW6VopfV5XJBCqYmKtUV8QKfPBbEHa6QU1mba3SZzxeSWSJYab/uqcmr8zTC2irRo0glVjNyBeyReslrwYqQV5hTJ0DFd6dPfGmBzAcgg9ShFNP8ASipzso3kCDqSWqTTvtkmEZE3feiLXRknNjHLfR29zqADQQMrMOJYqCzDYE0NBigzr4LF06ONLKdrqP1LqYxwQMhapSUIxbenGm/v0xTdqz6PG8oaa/jt2ubua2hRYmoXRguyg7L8X0YKUS8lNdLSJ4pBdJdG2vYra+gCkKrOx2DHZh8JHTDSeJ1zplt688txepp8M93PFZxiNnqqOVJPGnFQTTGkCXcoHRhB6n6SvFsQlw9tGeDSc3jpzO1KKKjf8MaZCV8kSdMSXT7Di0UaRzXRvdRAqojQxgMTSrdaKOpJxpQaKSWtv9evY7K3cVmYqsjjiAoqSzAVpQCpxpmdhacrpttNprR6fNHfT3GoQW8M5QxupZXqDyrRTsa1w0ize/cg5NDilUCLUhJEs8UF3KYHQRGUlUkHIjkvIUrt8saZRkQUu0/SJjOTK8cLW9/DZLHLH6ivK7EMCtRUKFqcFNspbfBuy0aO+klD3voym4aBIYrd5aUNOT8NkUk7dcNIMqWrosMcLz6hqKWiRXclk4CNKfUjAJIApUb40vFZ2CvcaHb2dlftc3vG+tL5bVAqkxGqlgS1dgw3rTamNJEiSK5UoXuhrb2U15BeG6jtnRJiYZIlPqVAaJn2cVHtikS3oo9PLumwz6nbXeqM81jaNPIIoWIT7HEk8t9m3A+/FjxE1QY/punnUJpUMy28FtE891csCwSNOpCjckkgAYAykaR8eiW80rvBqsUmnwW5ubq89Ng0QDcOLRdeRYigrv44o4yOm6KttBX6zb3EGpRtYvby3cd40bL8NuaSoybkEfTjSTPy3emWuj2d0NKWDWY5bfVBIdOZon5ySqWUhqU4CoG9ST9GGmszIPLkx9/WDxW9CZCShWrGjAFfV40qKnevfwwM7f/R+C8Or3MdBJSdf8rr9/8AXJcRDRLTxPLZlieaoisENsxs4oYwqrIqtV+rNyoaVJyXGHFlpJDc7+5HXF9DdRS+gnEzzCYsCCteHFgKeJJwtUYkHdQ1RobzmhVxHJ6cqgEAq4QK29DsRiQ2YpcKTXMsxjuUETxxTRxIkXOoVoyvxfcu2RLkRkL5oVLmNTbzPbyG5tkCpQjgxSoUsKVFMWXlexaF+fThglEjQxwvFJHXarsWLL2B6YLZcPchpbpeNstsJIWtixWUt8RLU3qKU6YpAI3QjcOCceQcAh6nb6P44p3VfWpBBGlVkhkaQSD340/Vijqjv0inqRMsbRqImjmCNxNXPIlD233phtjwufUjJcRSyyXFyqI0bvNIWejLxFK1AoMbRw7KBu1DWhRWb6qxb4z9qrch+G2BNc/NEfXoljaKJZuBmWUB2BAoSWAHTeuG1oqBugfr1Aw+tGsZ/lo/LAtcvJHQ6zNbz3ssDyRx3cRT0a1WpAFWXoemG2JxiQF9E1k8238sq3pu7tL0RqgMcvCNSoC1UDcbCtMbavy4AqtkFPr95NO06Xl3bu1ssTGCUxlmUCgYqRVaitMbZRwxAqgUJa6jMs6y3lzdTom/D1WO/YkM29DucWZgOgA+Cu2pKLlLr1bq6clhOs77MjKVIFCabHbG0cO1bKcl7CbeKyhNwtosvqylnq/SlFGwAFT8zitHmiJtRtpDacXvAluqRSJ6lA0ak16HYmtMWNHfkip9fvN3s9W1S3kXaKNZ2SNFB+yoRhQAYWPhjqB8kRbeePONoAIfMt+FHRHmaQfc9cDXLTYjziE2P5mebJIJLe7uoL6KVSjmWJVahG+6cd8Iaxo8QNgUjtA8/W+mzO99pzsJF4mS3cVXfc8X6/fiVy6YyGxel6d5w8t6nxWDUkjnbpBc/uWr4AtsfoOLiT0848wo6z5gisWNvbgS3JFS53VQeh9zgbMWHi3ec6vrl3cz2MV1KJI7cvd0oBTgtFrTFzMeMAGklWY+hbQV/ePCOfs071Y/cMLZW6lLP61weJqnNmA/yUARR/HFZcks1B6vBF2rzb6NhiURGxUMjaplpq7yv7BR+vCGuZTXfCi136sbS7FUxsZLS1Se+vo+cMAHpqf2n8AD1OLIRS/V761Dxz2UoZpzyaAUIAI9qU3worfcIS0vfrDMjR+myipNag/LvgKkIhrmFGo7FasQGKkLUdRXpjS8JViRStfhpWo8MIQFC8nNtbemDSa63I7qnh9OFnGNlJrVgrvOR8MQKxA92Pf6MDOS8/EeRNSTUn3woChydW+NagmgZcWSNMbR/aBjY777GhyLEoN2qT4DpilQjHqSip+FfxxU7BHM37bbADf2AwsEokkaVy3Y9B7Y02AUqQrzPIjZf14sZmgjQSOuFqpvlioWk0G3XAkMu0e3+rwepIKTTUJr1C9h/HARbIc02rXAULSO+C0tjDZV1SOmSQ6tfbButth/HFKB1C3eVVuIBS5g3QjuO6n55FQaKFOpxrbrcxsTcIQ3pk/EDWhqNvDDwt4NsTnvGcySORyYlmJ3JJ6DrhZE0lTuzBnO7Md/AfLC1cyhuDH3yLKwqLbyN0Un5Yo4giksX2Jovz6/hhYGaJSziH2mJ9htiolaKSGFfsoK+J6/jkSSy9yvQdu2K01x8MFq0tUcSIxV1PwsOoxBY2grtLi4k9R5DISAtTStAOnhhtlxKC25UUpT54WJKssK92PyG2LG7VlijHatfpx3ZUmem3kdjM7yRmWN1oYwafErBkP0MBhGzGULXtqNbKK3UEXCSBpJydiqlmUfQWJw2kRopgNahW8a4FsfR9KiQ1G0of1Q3y5k/RgtAiSKS9NUEenz2rKWnkYmKYH7KsVLjx+IqMQk0C1qGo29/IWMUkSJEREgZaeqzFmY7HYknpvi1AEIw66HhQtJepMsAh9GKcpCWVeKsQPiG25A6nDbDgQM2qzj6qbSaa0MNrHBKUcrzKFjX4SNvi742zEL5p9pgFwNI1Ca1crYfBJdrKohVI3JDSD7SstenfbCGJFWGOyalETplI2P1GV3c7fEHl5in0Ytgid1abV4pZbOQRMBbX8124JG6yOjBR7gLgtRCvkpxavEn1v905+sX8N2pBGyRs7FT7nnhTwFUk1TT7va/tp2WC5mmtvSdVLJM/Mo/IHv3GNo4SOTUus2l+si6nBKw+tyXMJt3C09biHQ8gdvhFD1xCRAjkpR+YEht7e0S2YWPrTteWZbkkkcvHioJ35IAaE998kCy8Pr1S2zvbTT7u1vII5ZZIJnMySMoV4mHFVHEVDcSanBbMxJFJhHrdjYRRJplvMJIb2K8WWd1NfTDDgQoFBv1xtHhk8+5R1XW47u3kiiuNQkMsgdlurgvHGo34qo+1v3PhgtlCFdzVx5gimvNKuVt3RLSZbu/WorLOeAdl+YQUr74SUiFAh0HmGCG3gT07lJLW5kuI4oJRHFN6jhh61BUlaU27eGNoMCSgtV1a1vIJYLeGSMS38t7WUqaeqqgr8PgQfoxtshAj5I6bzDZzTXsr2crCS/iv7WMleJMQ4lJQR0I8MbQMZ+xq91+xubbVLel/MNQKypLcTK5jkRuSqFpTjvQ98SUcBFckONcs5NU1W7ngm+q6nbNblUZRIlQm4rsd1xRwGgO5B6fqNjYsR9XnlhvLWS21NC6gnm1Q0RptSineu+BMgSiYdU0q2M9rDZXB069tvQvXaQeu7BxIsi7cV4kAAdxhTwE7qn6ds4o/qltbSrZxWNzawGRlMjSXJBaR6AADYCg7Y2ngPM97LfK/mWCKDQ4popG/Q/P1GIqXIkaSieFEam+BjKB381P9IQi6qkXGIzetKhIozBtpAvTjXetabHFa2p/9L8/wDirsVRlt9a5/6L6nLvwr/n9+Ivoxlw/wAVfFk9udSAH1pYm+ZIan+xBGWC3Dn4f8NoqX0+Dc/s03wtYtKJPT/YLU8GH9N8gab431Wb++BKw0/ap9NMVWfue/D8MWRvzUz9X/2q4p9Sn+67c/wxZbrDw7FvuH9cK7tbdj+GKW96e2KtjFDe2KFwpireKVx7Yob3xQ7bCgt4oXj+OKFwpgLFdhiqw1phSFLbv098LJkuk/pmq+j/ALy9/rVfT+j9r/gcDCVfF2tG4N9KeCIPQT4YmZl41+KhdVPX2xWNUpt6/wBYfpyqONK9OHw/hX6cWS+xrybl9rgvH5b1/HCwl0Q13/vWa/77HD5d8BR0U8gqcWFPRbx5nl9wpkxya580dhVcK4Chreor074CzCh5n5/VrAW3/HNpuw+16nfmOny3whshTC15V+DlX8fwyTPbqiI/rnP91z9Sn7PWmBGzI7r67+jrH6wIhDQceBJatNq7D6aYWk1xbICD6/SPhX6tUU8KV2r7YGYrqoX31/6y/rfaoOnTj2pXCzFUiF5ejFSlOJ4+Fe9ciw6pr5dGlGeb9OPdJb8f3f1ZQwLf5VWU/dlGp8bh/dVfm7bssaHxD+cM+GtuEDn57qU3ofWW+qFjDy/c86BqfjlsOLhHFzcDUeHxy8O+DpfNq89bmfV+1xFfl7UybQEtk5cDgSF1vx4injv88Kydec/R+GnGvx+NO2FEOaVrypi2FNIOHpLx6d/n3xDjyu91XbFDtsVRum/V/rI9anT93ypxr71/DAUstFfamKI238vwwsl49T2+nI7KF21O1MiWTXy6UwIbFO9MluhzUwqGhXfh17YqxDUvqHqSUJ9Tl+89GleVfu64tkbY5JWvxluFdiQK/dX+OFmbbUW1RzZyPkAP1k4sEZH9V24U+nr+OBUUKUFOmLErWrUYA1Tq1p98VFLcLJcOe1K4mk7+a/4+9MiaZjia+OveuFG7jy74EqRrXJNZvq1v74sHfLCzDvjriy3d8fauK7rD6m9cV3aH04o2b39sCNl2/bFRSnviyVo/rnoS+j6/1av7/wBPl6df8qm334VFIb5VwM1NuW/8MV2aGFWjyoelPbCuyk3LCyFKLcu/4YtgpaMCWm6HAgKXcV+jJBK18Sq3Ao5rd64s3fFirZpTfFjJZixd8uuKRzdizdiqfaF6vrT8f7riOZ96ilO38MWMmSn0PWWlPs/FTn9nmaVr8X2fD9VcWvq//9k=

<<if $isModding>><<modifyCredits -1>><<endif>><<installCorroder>><<set $cardsInHand to $cardsInHand - 1>><<modifyCredits -2>><<set $currentClick to $currentClick + 1>><<incrementClick>><<removeCardJustPlayed $cardJustPlayed>>This is an Icebreaker program; it's simple, but effective. It can be used to break Barrier-type ICE. Success is guaranteed, as long as you have enough money; breaking complex Barrier ICE will be expensive.\n\nIt functions by dismantling Barriers layer by layer, stripping away each line of defense by flooding each one with harmful data. Corroder earns its nickname due to the visual effect it has on ICE; the ICE appears to melt away as though it were covered in corrosive material. A nice touch from the original developer; the code responsible for generating the fractal acid-pattern is quite interesting.\n\nThey say you can glean a lot about a person by examining their code. In this case, whoever wrote Corroder was hurried, unordered and kind of an asshole. Single-character variable and function names do nothing to help you understand how it is supposed to work, and the only comments you find are either ideological statements or mysticism. Still, this one makes you smile:\n\n"If at first you don't succeed, boost its strength and try again." - g00ru \n\nYou spend some time poring over the Icebreaker's code and make some changes here and there; sometimes to make it more efficient, sometimes to exploit some newly found vulnerabilities in the more cutting-edge ICE.\n\n<<if $isModding is true>>\s\nThe codebase for Corroder is quite large, and to compile it in a timely manner you'll have to buy some compute cycles from a server farm somewhere.\n\nYou want this Icebreaker to be your own homegrown program; farming out its compile to an external service feels wrong, but there aren't many alternatives for a program of this size. As a compromise, you write a program capable of stealing processing power from a cloud computing service. They'll notice and patch against it within 24 hours, but at least you won't have to pay them a single cred for your Corroder to get compiled.\n<<else>>\s\nThe codebase for Corroder is quite large, and to compile it in a timely manner you'll have to buy some compute cycles from a server farm somewhere; it shouldn't set you back more than 200 credits or so.\n<<endif>>\s\n<<set $isModding to false>>\n[[Finish setting up Corroder and get back to work|Main Hub]].

<span class="cyberspace">You read the cheap-looking console output with a vague sense of bewilderment. Trying to make sense of it all, you repeat that last phrase to yourself, over and over in your mind...\n\n"Make a <i>run</i>? <i>Make a run</i>? Make a run."\n\nSpace warps around you, the Weyland ads all rushing towards your avatar. You instinctively raise your arms to protect yourself as they pass through you. \n\nYou shut your eyes, which does nothing to stop the flow of sensory information flooding your brain. The usual pleasant air of the Net is gone, replaced with a cold feeling of unease. The expertly rendered windows and ads have all been replaced by dull boxes delivering white text and numbers. \n\nA computerized voice fills your mind:\n\n<span class="console">"Run successful. Scanning..."</span>\n\nPanic takes hold of you and you reach for the cable, desperate to jack out. \n\nHowever, in the location where you would expect to find motor control over your right arm, you instead find the thought <span class="console">"Cannot jack out while scan is in progress."</span>\n\nYour mind races as you realize that you are stuck. If Mac's software somehow blocks you from jacking out, you will be stuck on the Net until your physical body passes out from dehydration.\n\nDoes anybody in meatspace know where you are? Will Mac return to find your dead body jacked into her rig? Was she planning to kill you and harvest your organs for profit?\n\n<span class="console">"Scan completed."</span>\n\nYou barely have time to react before the voice drones on.\n\n<span class="console">"This is a server critical to the proper function of Melange Mining Corp, a subsidiary mining group on the Moon."</span>\n\nThis is not information you currently care about.\n\n<span class="console">"Would you like to contract a Scrubber to disrupt server operations and jack out for a cost of --"</span>\n\n[[YES!]]\n</span>

<<incrementTime>>You turn to face the computer and notice a familiar symbol staring back at you.\n\n[img[whiteprompt]]\n\nIt was the standard prompt for asking a user to jack in. It seems that Mac was working on full-sim software. Your heart rate quickens slightly as you imagine the possibilities of what she could've been making. Your first experiments with the PleasureCenter() API come to mind for a moment before you consider the danger of running mystery software on yourself.\n\nFull-sim meant the computer was in full control of every aspect of your consciousness. It could make you feel the greatest thrill, the most traumatic horror and everything in between. Two safeguards were in place: one, no system could legally access the pain receptors of your brain. And two, users always retained control of their dominant arm, letting them pull the plug and "jack out" anytime.\n\nUsing three fingers, you rub just above your right temple, feeling the texture of a warm metal socket. Your implants were a bit outdated, but any good commercial software would be backwards-compatible. Pragmatically, the older models were also a form of security; more patches, fewer exploits. Horror stories of malfunctioning new implants were all over the Net despite thorough censorship efforts.\n\nFeeling unease in the pit of your stomach, you [[scan the desk for a compatible jack]].

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<<set $currentAmbianceMusic="ambiance1.mp3">>\s\n<<loopsound $currentAmbianceMusic >>\s\n<<set $showTime to 1>>\s\n<<set $cardJustPlayed to -1>>\s\n<<set $currentTurn to 2>>\s\n<<resetClicks>>\s\n<<incrementClick>>\s\n<<set $currentClick to 2>>\s\n<<modifyCredits 4>>\s\n<<set $cardsInHand to 4>>\s\n<<set $showCredits to 1>>\s\n<<set $currentCyberspaceMusic="cyberspace1.mp3">>\s\n<<set $gameOverMusic="gameover.mp3">>\s\n<<set $timesClickedForCredit to 0>>\s\n<<set $rndInterfaceCount to 0>>\s\n<<set $cardToDiscard to -1>>\s\n<<set $BPEventSeen to 0>>\s\n<<set $corpBP to 1>>\s\n<<set $corpCreditCount to 8>>\s\n<<set $corpAgendaPoints to 1>>\s\n<<set $developerMode to true>>\s\n\n[[Main Hub]]

<span class="cyberspace">"Run HQ".\n\nAs you think the phrase, you feel yourself being rushed upwards, your surroundings disappearing into the endless void below.\n\nFinally coming to a halt, you notice in the distance a seemingly endless, thin pale blue line.\n\nStaring at it, the line slowly grows thicker. Given the lack of visual landmarks in Cyberspace, it would be difficult to tell if the line is indeed growing bigger or if you are simply moving towards it.\n\nPondering your next move, you notice the line seems to have texture; it appears to be made out of ice. You give your body the command to float upwards, but the line stays level with you, unmoving. Diving down yields an identical result; the line stays fixed in front of you, as though it were somehow attached to your avatar.\n\nAs you come closer (you think), you are seized by a sense of dread; a tall, seemingly impenetrable wall of ice stretches out infinitely in front of you. Although you command your body to stop and fly away from the wall, it keeps getting closer (or bigger). The computerized voice does nothing to reassure you:\n\n<span class="console">Encountered ICE: Designation "Ice Wall". This is a Barrier designed to prevent unauthorized access to a server, but should be trivial to break through with any Fracter program.</span><<set $corpCreditCount to $corpCreditCount - 1>>\n\nThe wall continues to grow as the voice gives its clinical description. Fearing an imminent impact, you tense your muscles and close your eyes.\n\n...\n\nA moment passes and you feel nothing. Peering through one eye, you fail to find any trace of the gigantic wall of ice; instead, you are greeted by a simple advertisement.\n\n<span class="console">Run unsuccessful.</span>\n\n<<set $initialHQRun to 1>><<if $initialRnDRun is 1>>Both servers were well-protected. What else did you expect? Of course a Megacorporation would secure its servers from intruders. Anything else would be foolish.\n\nWith nothing else to do, you [[jack out]].\n<<else>>That was disappointing. Undeterred, you steel yourself and decide to try the other server.\n\n[[Run R&D]].<<endif>></span>

A few hours later...\n\n<span class="weyland">I'd like to remind the ladies and gentlemen of the press that several of the buildings damaged in the blast were owned by Weyland Consortium subsidiaries...</span>\n\n[img[scorch]]\n\n(Game Over: you ended your turn with a Tag, giving the Corporation an opportunity to pinpoint your location and carpet bomb your apartment block.)\n

A timid suggestion flashes through your reptilian brain:\n\n"Go outside."\n\nYou swat away the thought. Why bother going outside? Anything you could do in meatspace you can do much more efficiently on the Net. Anything you need, you can order and have delivered in minutes.\n\nAs long as you have access to the Net, you really have no reason to go outside.\n\n[[Check your Personal Access Device.]]

<<obfuscateTime>><<set $currentCyberspaceMusic="cyberspace1.mp3">><<fadeoutsound $currentAmbianceMusic >><<fadeinsound $currentCyberspaceMusic >><span class="cyberspace">The world arounds you fades to black as you feel your weight disappear. The ever-present feeling of fabric covering your skin is gone, and you feel naked. You instinctively move your limbs for something solid to hold onto and find nothing.\n<<if $sludgeAbuse is 1>>\nOn the plus side, the pain in your stomach is gone, too.\n<<endif>>\nYou look down at your body and find a comforting sight; your old cyberspace avatar, <<cyclinglink "a perfectly-proportioned female body" "a muscular, hairless male body" "an androgynous, chrome-textured humanoid figure" "an anthropomorphized cartoon animal" "a heavily armoured warrior" "an elegant feathered bird" "a young, bright-faced child" "a mass of triangles, pulsing to an inaudible beat" "a cloud of black smoke" "a young girl with large eyes and neon blue hair" "a knight riding a fire-breathing dragon" "a low-poly rendering of a human face" "a V-shaped fighter jet" "a school of brightly-coloured fish" "a pink and black checkerboard cube">>.\n\nA sigh of relief leaves the computer simulation of your body; whatever Mac's code is doing, it seems to have placed you somewhere on the Net and not in some disturbing Hellspace.\n\nSlowly, the space around you begins to populate. Windows to a multitude of locations on the Net open, most of them ads. A lurid, purple-lined box displays the latest Bioroid pleasure model, with its marketing targeted specifically to your kinks and fetishes (conscious or not).\n\nElsewhere, various coding newsgroups scroll by slowly, offering questions, contracts and advice.\n\nThe omnipresent news ticker is pasted to your vision; no matter where you look, 7% of your field of view is covered by the scrolling yellow text. It is currently letting you know of the Weyland Consortium's new plans for a highly profitable Helium-3 mining plant on the Moon.\n\nThe world around you glows red as you feel a [[pang of anger]].</span>\n

<<modifyCredits 4>><<set $currentClick to 5>><<incrementClick>><<incrementClick>><<incrementClick>><<incrementClick>>\n\nDEBUG!\n\n[[Main Hub]]

<<incrementTime>>You forfeit your last shred of dignity and self-control as you uncap the fifth bottle. It provides you with very little pleasure as the taste mixes with feelings of shame and self-hatred. You finish it anyways, out of some misplaced sense of obligation.\n\nYour stomach numb and thoroughly bloated, you turn to [[get back to work]].

<<specialOrder "Corroder">>You settle on ordering a Fracter, an Icebreaker program that will break through any Barrier ICE safely. It's referred to by a fanciful nickname of "Corroder", but what it really is is hundreds of millions of lines of code that will break through the world's most advanced ICE, given enough processing power.\n\nYour connection comes through, and you receive what you asked for. It's missing a few modules and will need to be properly installed, but you're now in possession of one hell of a program.\n\nTime to [[get back to work|Main Hub]]...

<<incrementTime>>You reach into your pocket for your PAD. It quickly scans your face and flashes on, displaying today's date and time. \n<<set $showTime to 1>>\n[[Check your bank balance.]]\n\n\n\n

<<if $trashMelange is true>>\s\n<<set $trashMelange = false>>\s\n<<trashMelangeFromServerBeingRun>>\s\n<<endif>>\s\n<span class="cyberspace"><<set $currentClick to $currentClick + 1>><<incrementClick>>\s\n<<if $creditsSpentDuringRun lt $corpBP>>\s\nYou didn't spend all the credits donated by your anonymous supporters during the run, and you feel your bank account being drained of those donations. <<withdrawUnusedBP>>\n<<endif>>\s\nYour run was successful; you broke through all the ICE and accessed Weyland's corporate servers. A small printout in your heads-up display reads:\n\n<span class="console">Credits spent during the run: <<print $creditsSpentDuringRun>>00.</span>\n\n[[Jack out|Main Hub]].</span>

<<incrementTime>>The pain in your stomach is quickly silenced by the delicious Sludge filling your mouth, and you let out a satisfied moan as you slurp down the last of the bottle's contents.\n\nYou instantly regret your choice as a horrible pain assaults your gut. You double over, holding your stomach with both hands. \n\nAfter taking a moment to catch your breath, you really want nothing more than to [[get back to work]].\n\nThe fridge still holds [[one last bottle]].

<span class="cyberspace">"Run R&D".\n\nThe thought enters your mind, and the response is immediate. The world around you distorts as your senses are assaulted by invalid data. Hallucinations fly past you, shaking wildly. Chaotic sounds drown your hearing. You consider jacking out, but a familiar thought prevents you from moving your arm:\n\n<span class="console">"Cannot jack out while encountering a piece of ICE".</span>\n\nThoroughly disoriented, you attempt to make sense of what you are experiencing. Throughout the chaos, one image seems constant; a small, kitten-like blue animal, with a reflective helmet instead of a head. Focusing on the image, you hear a voice, perfectly clear amidst the hallucinations:\n\n<span class="console">Encountered ICE: Designation "Quandary". This is a Code Gate designed to prevent unauthorized access to a server, but should be trivial to break through with any Decoder program.</span><<set $corpCreditCount to $corpCreditCount - 1>>\n\nThat word again: ICE. You knew it was an acronym for something like "Intrusion Countermeasures Electronics". Security programs designed to protect valuable servers. You remember a few coding contracts doing small modules for pieces of ICE.\n\nYou also remember reading urban legends on the Net about pieces of ICE that could harm or kill intruders.\n\nMulling over this fact, the hallucinations become more intense, the dissonant noises overwhelming. With a blue-colored flash, your vision and hearing fail as data stops being sent to your brain.\n\nMoments later, you find yourself back in a familiar part of the Net, surrounded by ads.\n\n<span class="console">Run unsuccessful.</span>\n\n<<set $initialRnDRun to 1>><<if $initialHQRun is 1>>Both servers were well-protected. What else did you expect? Of course a Megacorporation would secure its servers from intruders. Anything else would be foolish.\n\nWith nothing else to do, you [[jack out]].\n<<else>>That was disappointing. Undeterred, you steel yourself and decide to try the other server.\n\n[[Run HQ]].<<endif>></span>

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

jquery:off\nhash:off\nbookmark:off\nmodernizr:off\nundo:off\nobfuscate:off\nexitprompt:on\nblankcss:off\n

<<obfuscateTime>>\s\n<<if $currentAmbianceMusic is "ambiance1.mp3">>\s\n<<fadeoutsound $currentAmbianceMusic >>\s\n<<else>>\s\n<<fadeoutsound $currentAmbianceMusic >>\s\n<<endif>>\s\n<<set $creditsSpentDuringRun to 0>>\s\n<<set $receivedBPCredits to false>>\s\n<<set $iceBeingApproached to 0>>\s\n<<set $creditsUsedToBreak to 0>>\s\n<span class="cyberspace">You jack into the Net, preparing for a Run on one of the Weyland Corporation's servers. The familiar blackness of the Net surrounds you.<<changeCyberspaceMusicForAgendas>>\n\n<<fadeinsound $currentCyberspaceMusic >>\s\n<span class="danger">\s\n<<if $currentClick is 4>>You feel tired and sluggish after a long day's work. Running now could be potentially fatal.\n\n<<else if $cardsInHand lte 2>>\s\nYou've been straining yourself hard lately. Running puts a lot of stress on your mental well-being. Taking a nap before you run would be wise; otherwise, the stress might kill you.\n\n<<endif>>\s\n</span>\s\n<<printRunOptions>>\n[[Jack out and go do something else|Main Hub]].</span>

<<if $showTime is 1>> <div class="timewidget">Time: <<printTime>></div> <<endif>><<if $showCredits is 1>> <div class="timewidget">Cash: <<printCredits>> credits</div><<endif>></div><<printPrograms>><<printHardware>><<printStolenAgendas>><div class="timewidget">Music <<cyclinglink $musicEnabled "on" "off">></div>\n[[Donate|https://www.paypal.com/cgi-bin/webscr?cmd=_s-xclick&hosted_button_id=3Y88BMRWPF8CN]]\n[[Other games|http://sonorousgames.itch.io/]]

(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\t\t\n\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\t\t {\n\t\t\tstate.history[0].variables.currentMusic = s;\n\n\t\t\tif (state.history[0].variables.musicEnabled == "off")\n\t\t\t{\n\t\t\t\treturn;\n\t\t\t}\n loop(m);\n\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\n\t\t\t\tstate.history[0].variables.currentMusic = s;\n\n\t\t\t\tif (state.history[0].variables.musicEnabled == "off")\n\t\t\t\t{\n\t\t\t\t\treturn;\n\t\t\t\t}\n\n\t\t\t if (m.isPlaying == true) return;\n\n m.volume = 0;\n\t\t\t m.isPlaying = true;\n loop(m);\n } else {\n\t\t\t //fade out sound\n if (!m.currentTime) return;\n\t\t\t if (m.isPlaying == false) return;\n\n\t\t\t\tif (state.history[0].variables.musicEnabled == "off")\n\t\t\t\t{\n\t\t\t\t\treturn;\n\t\t\t\t}\n\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; don't want fade out to reset\n\t\t\t\tm.isPlaying = false;\n m.volume = 0;\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\n\nversion.extensions.cyclinglinkMacro={major:3,minor:3,revision:0};\nmacros.cyclinglink={handler:function(a,b,c){var rl="cyclingLink";\nfunction toggleText(w){w.classList.remove("cyclingLinkInit");\nw.classList.toggle(rl+"Enabled");w.classList.toggle(rl+"Disabled");\nw.style.display=((w.style.display=="none")?"inline":"none")}switch(c[c.length-1]){case"end":var end=true;\nc.pop();break;case"out":var out=true;c.pop();break}var v="";if(c.length&&c[0][0]=="$"){v=c[0].slice(1);\nc.shift()}var h=state.history[0].variables;if(out&&h[v]===""){return\n}var l=Wikifier.createInternalLink(a,null);l.className="internalLink cyclingLink";\nl.setAttribute("data-cycle",0);for(var i=0;i<c.length;i++){var on=(i==Math.max(c.indexOf(h[v]),0));\nvar d=insertElement(null,"span",null,"cyclingLinkInit cyclingLink"+((on)?"En":"Dis")+"abled");\nif(on){h[v]=c[i];l.setAttribute("data-cycle",i)}else{d.style.display="none"\n}insertText(d,c[i]);if(on&&end&&i==c.length-1){l.parentNode.replaceChild(d,l)\n}else{l.appendChild(d)}}l.onclick=function()\n{\nvar t=this.childNodes;\nvar u=this.getAttribute("data-cycle")-0;\nvar m=t.length;toggleText(t[u]);\n\nu=(u+1);\n\nif(!(out&&u==m))\n{\nu%=m;\nif(v)\n{\nh[v]=c[u]\n}\n}\nelse{h[v]=""\n}\nif((end||out)&&u==m-(end?1:0)){if(end){var n=this.removeChild(t[u]);\nn.className=rl+"End";n.style.display="inline";this.parentNode.replaceChild(n,this)\n}else{this.parentNode.removeChild(this);return}return}toggleText(t[u]);\nthis.setAttribute("data-cycle",u);\n\nif (state.history[0].variables.musicEnabled == "off")\n{\n\tvar s = macros.playsound.soundtracks;\n for (var j in s) \n\t {\n\t\tif (s.hasOwnProperty(j)) \n\t\t{\n s[j].pause();\n\t\t}\n }\n}\n\nif (state.history[0].variables.musicEnabled == "on")\n{\n var m = macros.playsound.soundtracks[state.history[0].variables.currentMusic.slice(0, state.history[0].variables.currentMusic.lastIndexOf("."))];\n if (m) \n\t\t{\n\t\t\tm.isPlaying = true;\n m.play();\n\t\t}\n}\n\n}\n}\n};

<<specialOrder "Ninja">>You settle on ordering a Killer, an Icebreaker program that will break through any Sentry ICE safely. It's referred to by a fanciful nickname of "Ninja", but what it really is is hundreds of millions of lines of code that will break through the world's most advanced ICE, given enough processing power.\n\nYour connection comes through, and you receive what you asked for. It's missing a few modules and will need to be properly installed, but you're now in possession of one hell of a program.\n\nTime to [[get back to work|Main Hub]]...

<<if $fromEndOfTurn is true>>\s\n<<set $currentClick to 1>>\s\n<<set $cardToDiscard to -1>>\s\n<<resetClicks>>\s\n<<set $currentTurn to $currentTurn + 1>>\s\n<<set $fromEndOfTurn = false>>\s\nGood morning. The following things have occured while you were away:\n\n\t<<if $currentTurn gt 2>>\s\n\t\t<<executeCorpTurn>>\s\n\t<<endif>>\s\n<<endif>>\s\n<<if $currentTurn is 2>>\s\n<span class="nbn">The Weyland Consortium has once again swallowed another smaller Corp whole in a Hostile Takeover today. Titan Transnational is now part of the Weyland Empire. Top executives have refused to comment on the details of this acquisition. While no doubt wildly profitable (Titan Transnational was valued at over 7 trillion credits), the move has attracted a swathe of criticism from protesters all over the world.</span>\n\n<<else>>\s\n<<printCorpTurnResults>>\s\n<<if $developerMode is true>>\s\n\n<<printCorpCardsInHand>>\n\n<<endif>>\s\n<<endif>>\s\nEstimated Corp Funds: <<print $corpCreditCount>> trillion credits.\n\nCorp Projects Ready for Deployment in HQ: <<printCorpCardsInHandCount>>\n\n<<if $corpAgendaPoints gte 7>>\s\n<<fadeinsound $gameOverMusic >>\s\n<<fadeoutsound $currentAmbianceMusic >>\s\nCorporate Agenda Progress: 100%\n\n<span class="danger">CAUTION: The Weyland Consortium has now reached previously unprecedented levels of economical and political power. They can now act with impunity.</span>\n\n[[Get to work|Vulcan Coverup]].\n<<else>>\s\nCorporate Agenda Progress: <<print ($corpAgendaPoints * 15)>>%\n\n[[Get to work|Main Hub]].\n<<endif>>

<<incrementTime>>You toss the away the bottle and grab another. Your previous life has been destroyed; you could do with a little comfort food.\n\n...\n\nYou feel a bit better, but you still [[want some more]]. Maybe you should stop and [[get back to work]].\n\n

var domains = [ "nagnazul.com", "www.nagnazul.com" ]\n\nfunction contains(a, obj) \n{\n\tvar i = a.length;\n\twhile (i--) \n\t{ \n\t\tif (a[i] === obj) \n\t\t{ \n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n}\n\t\t\nif (contains(domains, document.location.host) || document.location.host == "")\n{\n\t\n} \nelse \n{ \n\tdocument.location="http://www.nagnazul.com";\n}

<<modifyCredits 2>><<set $currentClick to $currentClick + 1>><<incrementClick>><<if $currentAmbianceMusic is "ambiance1.mp3">><<fadeoutsound $currentAmbianceMusic >><<set $currentAmbianceMusic="ambiance2.mp3">><<fadeinsound $currentAmbianceMusic >><<endif>>You jack yourself into your Magnum Opus. After a few seconds of initialization, you begin coding away at the speed of thought, able to process data and input commands far faster than a traditional meat-bound system.\n\nYou simply have to think of a particular solution to a problem for the predictive algorithms to scan the web for a reasonable implementation and suggest it to you. You complete entire modules in minutes, freely borrowing code from hundreds of authors without a care.\n\nYour PAD gives a ping as credits enter your account, but your state of flow is uninterrupted. You are dancing an elegant mental dance of code, giving commands with your mind as you build complex solutions much faster than any human being has before.\n\nTo an outside observer, they'd say you're simply sitting at your desk with your eyes closed. If they were paying attention, they might say you seemed to be focused intently, in deep meditation. But here in your mind, you are solving the world's problems, one at a time.\n\nYou are one with the code.\n\n[[What's next?|Main Hub]]

<<incrementTime>><span class="nbn">Sources report that a Weyland mining operation near Heinlein has been inexplicably shut down. More information will become available as this develops.\n</span>\nA horrible sense of understanding passes over you as more text appears:\n\n<span class="nbn">Digging vehicles alledgedly stopped responding to the workers' commands and instead spun around at random. Mining androids were seen dropping their tools and dancing with one another.\n</span>\nYou can't resist cracking a smile as a new paragraph scrolls by:\n\n<span class="nbn">No fatalities have been reported, but the disruption could result in losses of trillions of credits for the Weyland Consortium. \n</span>\n<i>Good.</i>\n\n<span class="nbn">The cause of the disruption is unknown, although potential links to known cybercriminals are being investigated. \n</span>\nOh, <i>fuck.</i>\n\nThe news prompt trails off with a standard <span class="nbn">"Anyone with information regarding this incident..."</span> as you quickly jump to your feet and scan the apartment for a place to hide.\n\n[[Check if the fridge could hold your entire body.]]

var currentHour = 8;\nvar currentMinute = 0;\nvar currentClick = 1;\nvar obfuscateTime = false;\nvar ending = false;\nvar creditCount = 5;\nvar displayedCredits = 509;\nvar ninjaInstalled = false;\nvar corroderInstalled = false;\nvar gordianInstalled = false;\nvar opusInstalled = false;\n\nmacros['incrementTime'] = \n{\n handler: function(place, object, parameters)\n {\n currentMinute += 1 + Math.floor((Math.random() * 3));\n if (currentMinute >= 60)\n {\n currentHour++;\n currentMinute -= 60;\n }\n }\n};\n\nmacros['printTime'] = \n{\n handler: function(place, object, parameters)\n {\n if (ending)\n {\n insertText(place, "∞");\n }\n else if (obfuscateTime)\n {\n insertText(place, "??:??");\n }\n else\n {\n var hourString = currentHour < 10 ? "0" + currentHour : currentHour;\n\t\t\t\n if (currentHour == 24)\n {\t\t\n hourString = "00";\n }\n\n\n var minuteString = currentMinute < 10 ? "0" + currentMinute : currentMinute;\n insertText(place, hourString + ":" + minuteString);\n }\t\t\n }\n};\n\nmacros['printPrograms'] = \n{\n handler: function(place, object, parameters)\n {\n var hasPrograms = ninjaInstalled || corroderInstalled || opusInstalled || gordianInstalled;\n\n if (hasPrograms == false)\n {\n return;\n }\n\n var programsString = "Programs:\sn";\n\n if (ninjaInstalled)\n {\n programsString += "<span class=\s"criminal\s">Ninja</span>\sn"\n }\n\t\t\n if (corroderInstalled)\n {\n programsString += "<span class=\s"anarch\s">Corroder</span>\sn"\n }\n\n if (gordianInstalled)\n {\n programsString += "<span class=\s"shaper\s">Gordian Blade</span>\sn"\n }\n\n if (opusInstalled)\n {\n programsString += "Magnum Opus\sn"\n }\n\n new Wikifier(place,"<div class=\s"timewidget\s">" + programsString +"</div>");\n }\n};\n\nmacros['printHardware'] = \n{\n handler: function(place, object, parameters)\n {\n var hasHardware = state.history[0].variables.rndInterfaceCount;\n\n if (hasHardware == 0)\n {\n return;\n }\n\n var hardwareString = "Hardware:\sn";\n\n if (state.history[0].variables.rndInterfaceCount > 1)\n {\n hardwareString += "R&D Interface (" + state.history[0].variables.rndInterfaceCount + ")\sn"\n }\n else\n {\n hardwareString += "R&D Interface\sn"\n }\n\n new Wikifier(place,"<div class=\s"timewidget\s">" + hardwareString +"</div>");\n }\n};\n\nmacros['printStolenAgendas'] = \n{\n handler: function(place, object, parameters)\n {\n if (stolenAgendas.length == 0)\n {\n return;\n }\n\n var agendasString = "Stolen Agendas:\sn";\n\n\t\tfor (var index = 0; index < stolenAgendas.length; index++)\n\t\t{\n\t\t\tagendasString += "<span class=\s"weyland\s">" + stolenAgendas[index].name + "</span>\sn";\n\t\t}\n\n\t\tvar theftProgress = countAgendaPoints(stolenAgendas);\n\n\t\tif (theftProgress >= 7)\n\t\t{\n\t\t\ttheftProgress = 100;\n\t\t}\n\t\telse\n\t\t{\n\t\t\ttheftProgress = theftProgress * 15;\n\t\t}\n\n\t\tagendasString += "Victory: " + theftProgress + "%"\n\n new Wikifier(place,"<div class=\s"timewidget\s">" + agendasString + "</div>");\n }\n};\n\nmacros['obfuscateTime'] = \n{\n handler: function(place, object, parameters)\n {\n obfuscateTime = true;\n }\n}\n\nmacros['deobfuscateTime'] = \n{\n handler: function(place, object, parameters)\n {\n obfuscateTime = false;\n }\n}\n\nmacros['ending'] = \n{\n handler: function(place, object, parameters)\n {\n ending = true;\n }\n}\n\nmacros['incrementClick'] = \n{\n handler: function(place, object, parameters)\n {\n currentClick++;\n\n currentHour = 4 + currentClick * 4;\n currentMinute = 1 + Math.floor((Math.random() * 14));\n }\n}\n\nmacros['resetClicks'] = \n{\n handler: function(place, object, parameters)\n {\n currentClick = 1;\n\n currentHour = 4 + currentClick * 4;\n currentMinute = 1 + Math.floor((Math.random() * 14));\n }\n}\n\nmacros['modifyDisplayedCredits'] = \n{\n handler: function(place, object, parameters)\n {\n displayedCredits += Math.floor(parameters[0]);\n creditCount = Math.floor(displayedCredits / 100);\n }\n};\n\nmacros['modifyCredits'] = \n{\n handler: function(place, object, parameters)\n {\n creditCount += Math.floor(parameters[0]);\n\t\t\n\t\tif (state.history[0].variables.isModding == true)\n\t\t{\n\t\t\tdisplayedCredits += Math.floor(parameters[0]) * 100;\n\t\t}\n\t\telse\n\t\t{\n\t\t\tdisplayedCredits = (creditCount * 100) + Math.floor((Math.random() * 15));\n\t\t}\n \n }\n};\n\nmacros['applyBPCredits'] = \n{\n handler: function(place, object, parameters)\n {\n creditCount += state.history[0].variables.corpBP;\n displayedCredits += (state.history[0].variables.corpBP * 100);\n }\n};\n\nmacros['withdrawUnusedBP'] = \n{\n handler: function(place, object, parameters)\n {\n var unusedBP = state.history[0].variables.corpBP - state.history[0].variables.creditsSpentDuringRun;\n\n creditCount -= unusedBP;\n displayedCredits -= (unusedBP * 100);\n }\n};\n\nmacros['spendCreditsToBreak'] = \n{\n handler: function(place, object, parameters)\n {\n creditCount -= state.history[0].variables.creditsUsedToBreak;\n displayedCredits -= (state.history[0].variables.creditsUsedToBreak * 100);\n\t\tstate.history[0].variables.creditsUsedToBreak = 0;\n }\n};\n\nmacros['printCredits'] = \n{\n handler: function(place, object, parameters)\n {\n if (ending)\n {\n insertText(place, "∞");\n }\n else if (state.history[0].variables.isModding == true)\n {\n insertText(place, displayedCredits - 300);\n }\n else\n {\n insertText(place, displayedCredits);\n }\t\n }\n};\n\nmacros['installNinja'] = {\n handler: function(place, object, parameters)\t\n {\n ninjaInstalled = true;\t\n }\n}\n\nmacros['installCorroder'] = {\n handler: function(place, object, parameters)\t\n {\n corroderInstalled = true;\t\n }\n}\n\nmacros['installGordian'] = {\n handler: function(place, object, parameters)\t\n {\n gordianInstalled = true;\t\n }\n}\n\nmacros['installOpus'] = {\n handler: function(place, object, parameters)\t\n {\n opusInstalled = true;\t\n }\n}\n\nfunction runnerCard(name, id, description, cost, moddedDescription, specialOrderDescription, drawDescription) {\n this.name = name;\n this.id = id;\n this.description = description;\n this.cost = cost;\n this.moddedDescription = moddedDescription;\n this.specialOrderDescription = specialOrderDescription;\n this.drawDescription = drawDescription;\n}\n\nvar runnerDeck = [\n \n new runnerCard("Sure Gamble", 1, "-Use SureGamble.script again to make money in online gambling rings (Cost: Four hours, 500 credits)", 5, "", "", "The computer seems to have found another online gambling site that is vulnerable to exploits. You could use that to make some quick cash, assuming you already have a decent bankroll."),\n\n\tnew runnerCard("Gordian Blade", 0, "-Install Gordian Blade v8.14.3.175, an Icebreaker-Decoder Program capable of breaking Code Gates (Cost: Four hours, 400 credits)", 4, "-Install a Modded Gordian Blade v8.14.3.175, an Icebreaker-Decoder Program capable of breaking Code Gates (Cost: Four hours, 100 credits)", "-Order a Gordian Blade, an Icebreaker Program capable of breaking Code Gates", "The computer found an online repository holding the source code for an Icebreaker program known as \s"Gordian Blade\s". Might be worth checking out."),\n\n\tnew runnerCard("Modded", 1, "-Mod another Program or piece of Hardware yourself, letting you save another 300 credits on the install cost (Cost: Four hours)", 0, "", "", "You find yourself energized, almost manic; you feel like you can create anything. You feel eager to code something, anything - you feel like doing it all by hand, modding everything yourself."),\n\tnew runnerCard("Diesel", 1, "-Go on another Diesel binge. The surge of creativity should reveal new options. (Cost: Four hours)", 0, "", "", "A shipment of Diesel energy drinks comes in; you spend some time filling the fridge with it. You silently wonder how many of these cans you could drink before passing out..."),\n\tnew runnerCard("Special Order", 1, "-Make another \s"Special Order\s" to some of Mac's connections for a particular Icebreaker Program (Cost: Four hours, 100 credits)", 1, "", "", "You receive a message from one of Mac's connections, saying they're waiting for that \s"Special Order\s" you talked about."),\n\n\tnew runnerCard("R&D Interface", 0, "-Arrange for a backdoor interface to be installed on Weyland's R&D server (Cost: Four hours, 400 credits)", 4, "-Arrange for a Modded backdoor interface to be installed on Weyland's R&D server (Cost: Four hours, 100 credits)", "", "Another message from one of Mac's numerous connections; this one seems to be a corporate employee, working for Weyland's R&D division. If you have a man on the inside, you could certainly make use of that..."),\n\tnew runnerCard("Magnum Opus", 0, "-Build your Magnum Opus, a program doubling your money-making efficiency (Cost: Four hours, 500 credits)", 5, "-Build your (heavily Modded) Magnum Opus, a program doubling your money-making efficiency (Cost: Four hours, 200 credits)", "", "You have visions of an incredible program, one capable of making coding almost effortless. A program that reads your mind and codes for you, pulling implementations from all over the Net. This would be your Magnum Opus."),\n\tnew runnerCard("The Maker's Eye", 0, "-Use a special meditation technique (\s"The Maker's Eye\s") to run R&D, accessing more data (Cost: Four hours, 200+ credits)", 2, "", "", "The computer unearths a text file detailing an arcane meditation technique known as \s"The Maker's Eye\s". You skim the file suspiciously."),\n\tnew runnerCard("Ninja", 1, "-Install Ninja v1.0.0.27, an Icebreaker-Killer Program capable of breaking Sentries (Cost: Four hours, 400 credits)", 4, "-Install a Modded Ninja v1.0.0.27, an Icebreaker-Killer Program capable of breaking Sentries (Cost: Four hours, 100 credits)", "-Order a Ninja, an Icebreaker Program capable of breaking Sentries", "The computer's passive scan of the Net has turned up something interesting: the source code to an Icebreaker program known as \s"Ninja\s", a favorite amongst Criminals."),\n\tnew runnerCard("Modded", 2, "-Mod yet another Program or piece of Hardware yourself, letting you save yet another 300 credits on the install cost (Cost: Four hours)", 0, "", "", "You find yourself energized again, bordering on manic; you feel like you can create anything. You feel eager to code something, anything - you feel like doing it all by hand, modding everything yourself."),\n\n\tnew runnerCard("Corroder", 0, "-Install Corroder v0.7.12.3b, an Icebreaker-Fracter Program capable of breaking Barriers (Cost: Four hours, 200 credits)", 2, "-Install a Modded Corroder v0.7.12.3b, an Icebreaker-Fracter Program capable of breaking Barriers (Cost: Four hours)", "-Order a Corroder, an Icebreaker Program capable of breaking Barriers", "In some seedy corner of the Net, the computer found a gem: the source code to an Icebreaker program, a Fracter capable of breaking any Barrier. This is definitely worth your time."),\n\tnew runnerCard("Sure Gamble", 2, "-Use SureGamble.script one more time to make money in online gambling rings (Cost: Four hours, 500 credits)", 5, "", "", "The computer seems to have found another online gambling site that is vulnerable to exploits. You could use that to make some quick cash, assuming you already have a decent bankroll."),\n\tnew runnerCard("R&D Interface", 1, "-Arrange for a second backdoor interface to be installed on Weyland's R&D server (Cost: Four hours, 400 credits)", 4, "-Arrange for a Modded backdoor interface to be installed on Weyland's R&D server (Cost: Four hours, 100 credits)", "", "Another message from one of Mac's numerous connections; this one seems to be a corporate employee, working for Weyland's R&D division. If you have a man on the inside, you could certainly make use of that..."),\n\tnew runnerCard("Magnum Opus", 1, "-Build your Magnum Opus, a program doubling your money-making efficiency (Cost: Four hours, 500 credits)", 5, "-Build your (heavily Modded) Magnum Opus, a program doubling your money-making efficiency (Cost: Four hours, 200 credits)", "", "You have visions of an incredible program, one capable of making coding almost effortless. A program that reads your mind and codes for you, pulling implementations from all over the Net. Wait...didn't you do this already?"),\n\tnew runnerCard("Diesel", 2, "-Go on yet another Diesel binge. The surge of creativity should reveal new options. (Cost: Four hours)", 0, "", "", "Another shipment of Diesel energy drinks comes in; you spend some time filling the fridge with it. You silently wonder how many of these cans you could drink before passing out..."),\n\n\tnew runnerCard("The Maker's Eye", 1, "-Use \s"The Maker's Eye\s" again to run R&D, accessing more data (Cost: Four hours, 200+ credits)", 2, "", "", "The computer brings up The Maker's Eye script again. You haven't tried it in a while; who knows what it could turn up. Might be worth a shot."),\n\tnew runnerCard("Corroder", 1, "-Install Corroder v0.7.12.3b, an Icebreaker-Fracter Program capable of breaking Barriers (Cost: Four hours, 200 credits)", 2, "-Install a Modded Corroder v0.7.12.3b, an Icebreaker-Fracter Program capable of breaking Barriers (Cost: Four hours)", "-Order a Corroder, an Icebreaker Program capable of breaking Barriers", "In some seedy corner of the Net, the computer found a gem: the source code to an Icebreaker program, a Fracter capable of breaking any Barrier. But hold on, don't you already have one of those?"),\n\n\tnew runnerCard("Gordian Blade", 1, "-Install Gordian Blade v8.14.3.175, an Icebreaker-Decoder Program capable of breaking Code Gates (Cost: Four hours, 400 credits)", 4, "-Install a Modded Gordian Blade v8.14.3.175, an Icebreaker-Decoder Program capable of breaking Code Gates (Cost: Four hours, 100 credits)", "-Order a Gordian Blade, an Icebreaker Program capable of breaking Code Gates", "The computer found an online repository holding the source code for an Icebreaker program known as \s"Gordian Blade\s"...What's going on? Why is this computer suggesting redundant options over and over? Must be a glitch..."),\n\tnew runnerCard("The Maker's Eye", 2, "-Use \s"The Maker's Eye\s" one more time to run R&D, accessing more data (Cost: Four hours, 200+ credits)", 2, "", "", "The computer brings up The Maker's Eye script again. It's certainly not the most original option, but at least it's not completely redundant."),\n\tnew runnerCard("Magnum Opus", 2, "-Build your Magnum Opus, a program doubling your money-making efficiency (Cost: Four hours, 500 credits)", 5, "-Build your (heavily Modded) Magnum Opus, a program doubling your money-making efficiency (Cost: Four hours, 200 credits)", "", "You have visions of an incredible program, one capable of making coding almost effortless. A program that reads your mind and codes for you, pulling implementations from all over the Net. This thing again? This must be Déjà Vu..."),\n\n\tnew runnerCard("Special Order", 2, "-Make yet another \s"Special Order\s" to some of Mac's connections for a particular Icebreaker Program (Cost: Four hours, 100 credits)", 1, "", "", "You receive a message from one of Mac's connections, saying they're waiting for that \s"Special Order\s" you talked about. You don't think you'll need to take them up on it, but you make a note of it anyways."),\n\tnew runnerCard("R&D Interface", 2, "-Arrange for a third backdoor interface to be installed on Weyland's R&D server (Cost: Four hours, 400 credits)", 4, "-Arrange for a Modded backdoor interface to be installed on Weyland's R&D server (Cost: Four hours, 100 credits)", "", "Again, the Weyland snitch messages you. The last two R&D Interfaces worked like a charm; a third one certainly wouldn't hurt."),\n\tnew runnerCard("Gordian Blade", 2, "-Install Gordian Blade v8.14.3.175, an Icebreaker-Decoder Program capable of breaking Code Gates (Cost: Four hours, 400 credits)", 4, "-Install a Modded Gordian Blade v8.14.3.175, an Icebreaker-Decoder Program capable of breaking Code Gates (Cost: Four hours, 100 credits)", "-Order a Gordian Blade, an Icebreaker Program capable of breaking Code Gates", "The computer found an online repository holding the source code for an Icebreaker program known as \s"Gordian Blade\s"...Another redundant option? To Hell with this janky computer."),\n];\n\nvar runnerHand = [\n new runnerCard("Ninja", 0, "-Install Ninja v1.0.0.27, an Icebreaker-Killer Program capable of breaking Sentries (Cost: Four hours, 400 credits)", 4, "-Install a Modded Ninja v1.0.0.27, an Icebreaker-Killer Program capable of breaking Sentries (Cost: Four hours, 100 credits)", "-Order a Ninja, an Icebreaker Program capable of breaking Sentries", "The computer's passive scan of the Net has turned up something interesting: the source code to an Icebreaker program known as \s"Ninja\s", a favorite amongst Criminals."),\n new runnerCard("Special Order", 0, "-Make a \s"Special Order\s" to some of Mac's connections for a particular Icebreaker Program (Cost: Four hours, 100 credits)", 1, "", "", "You receive a message from one of Mac's connections, saying they're waiting for that \s"Special Order\s" you talked about."),\n\tnew runnerCard("Modded", 0, "-Mod a Program or piece of Hardware yourself, letting you save about 300 credits on the install cost (Cost: Four hours)", 0, "", "", "You find yourself energized again, bordering on manic; you feel like you can create anything. You feel eager to code something, anything - you feel like doing it all by hand, modding everything yourself."),\n\tnew runnerCard("Diesel", 0, "-Go on a Diesel binge. The surge of creativity should reveal new options. (Cost: Four hours)", 0, "", "", "A shipment of Diesel energy drinks comes in; you spend some time filling the fridge with it. You silently wonder how many of these cans you could drink before passing out...")\n];\n\nmacros['clickToDraw'] = {\n handler: function(place, object, parameters)\t\n {\n if (runnerDeck.length == 0)\n {\n return;\n }\n\n var cardDrawn = runnerDeck.splice(0, 1)[0];\n\n new Wikifier(place, cardDrawn.drawDescription);\n\n runnerHand.push(cardDrawn);\n }\n}\n\nmacros['specialOrder'] = {\n handler: function(place, object, parameters)\t\n {\n if (runnerDeck.length == 0)\n {\n return;\n }\n\n var index = runnerGetIndexOfCardInDeck(parameters[0]);\n\n runnerHand.push(runnerDeck.splice(index, 1)[0]);\n }\n}\n\nmacros['printCardsInHand'] = {\n handler: function(place, object, parameters)\t\n {\n if (runnerHand.length == 0)\n {\n new Wikifier(place, "<span class=\s"danger\s">SYSTEMS OVERHEATING. NO OPTIONS AVAILABLE. PLEASE REFRAIN FROM USING THE COMPUTER AT THIS TIME. SELF-DIAGNOSTICS SHOULD BE COMPLETED WITHIN FOUR HOURS.</span>");\n\n return;\n }\n\n var index;\n\n for\t(index = 0; index < runnerHand.length; index++) \n {\n if (runnerHand[index].cost > creditCount)\n {\n new Wikifier(place, "==" + runnerHand[index].description + "== <span class=\s"notEnough\s">Not enough credits.</span>");\n }\n else\n {\n printOption(place, runnerHand[index], index);\n }\t\n\n if (index + 1 != runnerHand.length)\n {\n new Wikifier(place, "\sn");\n }\n }\t\n }\n}\n\nmacros['printDiscardOptions'] = {\n handler: function(place, object, parameters)\t\n {\n if (runnerHand.length == 0)\n {\n new Wikifier(place, "<span class=\s"danger\s">You shouldn't be here.</span>");\n\n return;\n }\n\n var index;\n\n for\t(index = 0; index < runnerHand.length; index++) \n {\n new Wikifier(place, "[[Discard " + runnerHand[index].name + "|Discard][$cardToDiscard = " + index + "]].");\n\n if (index + 1 != runnerHand.length)\n {\n new Wikifier(place, "\sn");\n }\n }\t\n }\n}\n\nmacros['printClickToDrawOption'] = {\n handler: function(place, object, parameters)\t\n {\n if (runnerDeck.length == 0)\n {\n new Wikifier(place, "==-Take a nap while the computer searches for new options (Cost: Four hours)== <span class=\s"danger\s">You feel extremely paranoid, like the Weyland Corporation is about to kick down your door any second. You definitely don't feel like napping right now.</span>");\n\n return;\n }\n\n new Wikifier(place, "-[[Take a nap while the computer searches for new options (Cost: Four hours)|Draw a card]]");\t\n }\n}\n\nmacros['printTagRemovalOption'] = {\n handler: function(place, object, parameters)\t\n {\n if (creditCount < 2)\n {\n new Wikifier(place, "==Remove a tag (Cost: Four hours, 200 credits)== <span class=\s"notEnough\s">Not enough credits.</span>");\n\n return;\n }\n\n new Wikifier(place, "[[Remove a tag (Cost: Four hours, 200 credits)|Remove a Tag]].");\t\n }\n}\n\nmacros['removeCardJustPlayed'] = {\n handler: function(place, object, parameters)\t\n {\n var index = state.history[0].variables.cardJustPlayed;\n\n runnerHand.splice(index, 1);\t\n }\n}\n\nmacros['applySnareEffect'] = {\n handler: function(place, object, parameters)\t\n {\n\t\tnew Wikifier(place, "<span class=\s"console\s"><span class=\s"danger\s">WARNING: An electrical surge has caused a massive system failure. The following options have been lost:\sn\sn</span></span>");\n\n new Wikifier(place, "<span class=\s"console\s">-" + runnerHand.splice(Math.floor((Math.random() * runnerHand.length)), 1)[0].name + "\sn</span>");\t\n\t\tnew Wikifier(place, "<span class=\s"console\s">-" + runnerHand.splice(Math.floor((Math.random() * runnerHand.length)), 1)[0].name + "\sn</span>");\n\t\tnew Wikifier(place, "<span class=\s"console\s">-" + runnerHand.splice(Math.floor((Math.random() * runnerHand.length)), 1)[0].name + "\sn\sn</span>");\n }\n}\n\nmacros['discardCard'] = {\n handler: function(place, object, parameters)\t\n {\n var index = state.history[0].variables.cardToDiscard;\n\n if (index >= 0)\n {\n runnerHand.splice(index, 1);\t\n }\n }\n}\n\nmacros['printModdedOptions'] = {\n handler: function(place, object, parameters)\t\n {\n if (runnerHand.length == 0)\n {\n new Wikifier(place, "<span class=\s"danger\s">Something is wrong. You found a bug, now go report it.</span>");\n\n return;\n }\n\n var index;\n\n for\t(index = 0; index < runnerHand.length; index++) \n {\n var card = runnerHand[index];\n\n switch (card.name)\n {\n case "Ninja":\n\n if (ninjaInstalled == false && creditCount >= card.cost)\n {\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.moddedDescription + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Magnum Opus":\n\n if (opusInstalled == false && creditCount >= card.cost)\n {\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.moddedDescription + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Corroder":\n\n if (corroderInstalled == false && creditCount >= card.cost)\n {\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.moddedDescription + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Gordian Blade":\n\n if (gordianInstalled == false && creditCount >= card.cost)\n {\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.moddedDescription + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\t\n\n case "R&D Interface":\n\n if (creditCount >= card.cost)\n {\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.moddedDescription + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\t\n }\n }\t\n }\n}\n\nmacros['printSpecialOrderOptions'] = {\n handler: function(place, object, parameters)\t\n {\n if (corroderInstalled == false && runnerHasCardInHand("Corroder") == false)\n {\n var index = runnerGetIndexOfCardInDeck("Corroder");\n\n if (index >= 0)\n {\n var card = runnerDeck[index];\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.specialOrderDescription + "|Order " + card.name + "]]");\n }\n }\n\n if (gordianInstalled == false && runnerHasCardInHand("Gordian Blade") == false)\n {\n var index = runnerGetIndexOfCardInDeck("Gordian Blade");\n\n if (index >= 0)\n {\n var card = runnerDeck[index];\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.specialOrderDescription + "|Order " + card.name + "]]");\n }\n }\n\n\n if (ninjaInstalled == false && runnerHasCardInHand("Ninja") == false)\n {\n var index = runnerGetIndexOfCardInDeck("Ninja");\n\n if (index >= 0)\n {\n var card = runnerDeck[index];\n new Wikifier(place, "\sn");\n new Wikifier(place, "[[" + card.specialOrderDescription + "|Order " + card.name + "]]");\n }\n }\n }\n}\n\nfunction printOption(place, card, index)\n{\n switch (card.name)\n {\n case "Ninja":\n\n if (ninjaInstalled)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s"> " + card.name + " already installed.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Magnum Opus":\n\n if (opusInstalled)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s"> " + card.name + " already installed.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Corroder":\n\n if (corroderInstalled)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s"> " + card.name + " already installed.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Gordian Blade":\n\n if (gordianInstalled)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s"> " + card.name + " already installed.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Modded":\n\n if (CanPlayModded() == false)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s">No programs or hardware to install.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "Special Order":\n\n if (CanPlaySpecialOrder() == false)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s">Nothing to order.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n case "The Maker's Eye":\n\n var rndRunCost = GetRunCost(rndIce);\n\n if (rndRunCost == -1)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s">You don't have the Icebreakers necessary to break through R&D.</span>");\n }\n else if (rndRunCost + 2 > creditCount)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s">Not enough credits to run R&D.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n\n case "Diesel":\n\n if (runnerDeck.length < 3)\n {\n new Wikifier(place, "==" + card.description + "== <span class=\s"notEnough\s">You're pretty sick of Diesel.</span>");\n }\t\n else\n {\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n }\t\n\n break;\n\n default:\n\t\t\t\n new Wikifier(place, "[[" + card.description + "|Play " + card.name + "][$cardJustPlayed = " + index + "]]");\n\t\t\t\n break;\n }\n}\n\nfunction CanPlayModded()\n{\n if (corroderInstalled == false && runnerHasCardInHand("Corroder"))\n {\n return true;\n }\n\n if (ninjaInstalled == false && runnerHasCardInHand("Ninja") && creditCount >= 1)\n {\n return true;\n }\n\n if (gordianInstalled == false && runnerHasCardInHand("Gordian Blade") && creditCount >= 1)\n {\n return true;\n }\n\n if (opusInstalled == false && runnerHasCardInHand("Magnum Opus") && creditCount >= 2)\n {\n return true;\n }\n\n if (runnerHasCardInHand("R&D Interface") && creditCount >= 1)\n {\n return true;\n }\n\n return false;\n}\n\nfunction runnerHasCardInHand(cardName)\n{\n for\t(var index = 0; index < runnerHand.length; index++) \n {\n if (runnerHand[index].name == cardName)\n {\n return true;\n }\n }\n\n return false;\n}\n\nfunction runnerGetIndexOfCardInDeck(cardName)\n{\n for\t(var index = 0; index < runnerDeck.length; index++) \n {\n if (runnerDeck[index].name == cardName)\n {\n return index;\n }\n }\n\n return -1;\n}\n\nfunction CanPlaySpecialOrder()\n{\n if (corroderInstalled == false && runnerHasCardInHand("Corroder") == false && runnerGetIndexOfCardInDeck("Corroder") >= 0)\n {\n return true;\n }\n\n if (ninjaInstalled == false && runnerHasCardInHand("Ninja") == false && runnerGetIndexOfCardInDeck("Ninja") >= 0)\n {\n return true;\n }\n\n if (gordianInstalled == false && runnerHasCardInHand("Gordian Blade") == false && runnerGetIndexOfCardInDeck("Gordian Blade") >= 0)\n {\n return true;\n }\n\n return false;\n}\n\n///*****************************CORP CODE*******************************///\n\nfunction getCorpCreditCount()\n{\n return state.history[0].variables.corpCreditCount;\n}\n\nfunction modifyCorpCreditCount(value)\n{\n state.history[0].variables.corpCreditCount += value;\n\n if (state.history[0].variables.corpCreditCount < 0) {\n throw "Corp credits negative somehow";\n }\n\t\n}\n\nfunction corpCard(name, id, cost, costToBreak, agendaValue, iceType, description, rezzed) {\n this.name = name;\n this.id = id;\n this.rezzed = rezzed;\n if (rezzed == null)\n {\n this.rezzed = false;\n }\n\n this.cost = cost\n this.costToBreak = costToBreak;\n this.agendaValue = agendaValue;\n this.iceType = iceType;\n this.advancementCounters = 0;\n this.previouslyAccessed = false;\n\tthis.description = description;\n}\n\nvar corpDeck = [\n new corpCard("Project Atlas", 0, 3, 0, 2, "", "this is project atlas"),\n new corpCard("Green Level Clearance", 0, 1, 0, 0, "", "Green Level Clearance refers to Green-two security clearance, the highest level of security clearance a corp can gain access to within legal bounds. Having high security clearance can be extremely profitable to a Corporation, especially to a known war profiteer such as the Weyland Consortium. By leveraging their security clearance, the corp can accelerate its R&D process and make money simultaneously with very little investment."),\n\tnew corpCard("Beanstalk Royalties", 0, 0, 0, 0, "", "The Weyland Space Elevator, colloquially referred to as \s"The Beanstalk\s", is employed by all manners of people, from tourists to megacorporations. The Weyland Consortium has been profiting from the Beanstalk's construction for many many years, essentially enjoying a monopoly on easy access to space and low-Earth orbit. This Operation details plans to retroactively increase the royalty fees levied upon any enterprise employing the Beanstalk, for no reason other than the Consortium's desire for increased profits. No improvements or additional services will be provided; the Beanstalk just costs more to use from now on. Money for nothing, as it were."),\n\tnew corpCard("Snare!", 0, 4, 0, 0, "", "this is snare!"),\n\tnew corpCard("Blue Level Clearance", 0, 2, 0, 0, "", "Blue Level Clearance refers to Blue-one security clearance, a hypothetical, fictional or highly classified level of security clearance, depending on who you ask. While no corp is supposed to legally have Blue-one security clearance, it appears that the Weyland Consortium has once again achieved something it wasn't supposed to and breached the highest levels of governmental security regulations. Such wide-reaching clearance can be leveraged to accelerate its R&D process and make large amounts of money simultaneously with very little investment."),\n\n\tnew corpCard("Wendigo", 0, 2, 3, 0, "C", "Wendigo is a medium-strength <span class=\s"shaper\s">Code Gate</span>. It can easily be identified by the simulated cold it inflicts upon intruders. Wendigo functions not by stopping Runners outright but instead targeting installed Icebreakers, \s"freezing\s" them. Frozen Icebreakers become unusable for the remainder of the Run. Smart sysops will configure Wendigo to look for Icebreakers capable of breaking through subsequent layers of ICE; as such, Wendigo effectively makes Running impossible if not broken."),\n\tnew corpCard("Restructure", 0, 10, 0, 0, "", "Restructure is an extremely complex Operation involving the movement of personnel from department to department to achieve higher levels of efficiency. Such restructuring is always accompanied by mass layoffs as cheaper personnel becomes available. While these practices only result in 1% to 2% increases in profits, these are massively worthwhile to a corporation as rich as the Weyland Consortium. The human cost of such an Operation is always coldly calculated by those in the Administration Department, and once a corporation reaches high enough levels of revenue, it can Restructure its way to ever-higher profits."),\n\tnew corpCard("Hostile Takeover", 1, 2, 0, 1, "", "this is ht"),\n\tnew corpCard("Rainbow", 0, 3, 3, 0, "BCS", "Rainbow is a medium-strength generic piece of ICE. It employs a three-pronged mode of attack against intruders, incorporating aspects of all types of ICE in its defense. Its blue ribbon mimics Sentries in trying to aggressively kill the Runner's connection and frighten intruders with simulated physical violence. Its red ribbon mimics Barriers in trying to crash the Runner's cyberspace environment, simulating impacts with hard surfaces. Finally, the green ribbon attempts to trap Runners in a virtual cage, making them unable to proceed. Rainbow's mode of attack is both its greatest strength and its downfall: its complexity makes it difficult and expensive to break with any Icebreaker. However, since it incorporates elements of all ICE types, it can be targeted and broken by any Icebreaker, given enough credits."),\n\tnew corpCard("Green Level Clearance", 1, 1, 0, 0, "", "Green Level Clearance refers to Green-two security clearance, the highest level of security clearance a corp can gain access to within legal bounds. Having high security clearance can be extremely profitable to a Corporation, especially to a known war profiteer such as the Weyland Consortium. By leveraging their security clearance, the corp can accelerate its R&D process and make money simultaneously with very little investment."),\n\n\tnew corpCard("Scorched Earth", 1, 3, 0, 0, "", "Operation Scorched Earth refers to a Black Ops tactic employed by the Weyland Consortium to deal with problem individuals. Once the target has been identified and located (usually by means of an electronic Tag) their position is then carpet bombed into oblivion through whatever means is most easily explained as an accident after the fact. Due to the Weyland's Consortium involvement in military affairs, demolitions business and power generation, every corner of the civilized world can be targeted by Scorched Earth tactics.\sn\snIn case it isn't obvious, this is a MAJOR threat to your survival, and the number one reason why people don't tend to oppose the Consortium for very long. If you want to stay alive, paranoia is your greatest asset. Do not make Runs when fatigued, always keep some cash on hand and never EVER ignore a tag."),\n\tnew corpCard("Hadrian's Wall", 0, 10, 7, 0, "B", "Hadrian's Wall is a high-strength <span class=\s"anarch\s">Barrier</span>. Named after its egotistical designer, this ICE takes the form of bird-construct, usually a bright red to evoke evolutionarily-triggered fears. While its violent representation would seem more appropriate for a dangerous Sentry, this bird is a relatively harmless Barrier. Its talons can do nothing more than end Runs; Hadrian was known for a being both a genius and a big softie with an ornithologist streak. Still, never underestimate the power of Hadrian's Wall. It is impervious to all but the most distributed of attacks, requiring massive amounts of credits to break. This resilience comes at a cost, as it is one of the most expensive pieces of ICE to activate and maintain for a Corporation. Most modern Icebreaker-<span class=\s"anarch\s">Fracters</span> have the capability to take down a Hadrian's Wall long enough to break through, but it remains extremely taxing. The true threat of Hadrian's Wall, however, is not the ICE; it is the Corporation that employs it. Any Corporation willing to go to such extreme lengths to protect its servers would not hesitate to end your life if given the chance."),\n\tnew corpCard("Hedge Fund", 0, 5, 0, 0, "", "This is a fairly straightforward Operation, allowing the corp to leverage its existing funds into acquiring more money with little effort. Advances in stock-prediction and market-analysis AIs have made modern Hedge Funds frighteningly efficient.\sn\snOther dictionaries have more colourful definitions: Hedge Fund. Noun. An ingenious device by which the rich get richer even while every other poor SOB is losing his shirt. - The Anarch's Dictionary, Volume Who's Counting?"),\n\tnew corpCard("Geothermal Fracking", 0, 4, 0, 2, "", "this is gt"),\n\tnew corpCard("Snare!", 1, 4, 0, 0, "", "this is snare!!"),\n\n\tnew corpCard("Project Atlas", 1, 3, 0, 2, "", "this is atlas"),\n\tnew corpCard("Melange Mining Corp", 1, 1, 1, 0, "", "this is melange"),\n\tnew corpCard("Blue Level Clearance", 1, 2, 0, 0, "", "Blue Level Clearance refers to Blue-one security clearance, a hypothetical, fictional or highly classified level of security clearance, depending on who you ask. While no corp is supposed to legally have Blue-one security clearance, it appears that the Weyland Consortium has once again achieved something it wasn't supposed to and breached the highest levels of governmental security regulations. Such wide-reaching clearance can be leveraged to accelerate its R&D process and make large amounts of money simultaneously with very little investment."),\n\tnew corpCard("Priority Requisition", 1, 5, 0, 3, "", "this is prireq"),\n\tnew corpCard("Scorched Earth", 2, 3, 0, 0, "", "Operation Scorched Earth refers to a Black Ops tactic employed by the Weyland Consortium to deal with problem individuals. Once the target has been identified and located (usually by means of an electronic Tag) their position is then carpet bombed into oblivion through whatever means is most easily explained as an accident after the fact. Due to the Weyland's Consortium involvement in military affairs, demolitions business and power generation, every corner of the civilized world can be targeted by Scorched Earth tactics.\sn\snIn case it isn't obvious, this is a MAJOR threat to your survival, and the number one reason why people don't tend to oppose the Consortium for very long. If you want to stay alive, paranoia is your greatest asset. Do not make Runs when fatigued, always keep some cash on hand and never EVER ignore a tag."),\n\n\tnew corpCard("Guard", 1, 4, 4, 0, "S", "Guard is a medium-strength <span class=\s"criminal\s">Sentry</span>. It takes the form of a lithe, agile martial artist and attacks intruders with a melee weapon. This, of course, is a ruse; the fighter avatar is meant purely as a distraction for the Guard script, which scans for the source of unauthorized connections and terminates them aggressively. While most Sentries seek to inflict harm on intruders in some form or another, Guard simply kills your connection in the most efficient way possible. It thus has the added upside of being virtually impossible to bypass without an appropriate Icebreaker."),\n\tnew corpCard("Beanstalk Royalties", 1, 0, 0, 0, "", "The Weyland Space Elevator, colloquially referred to as \s"The Beanstalk\s", is employed by all manners of people, from tourists to megacorporations. The Weyland Consortium has been profiting from the Beanstalk's construction for many many years, essentially enjoying a monopoly on easy access to space and low-Earth orbit. This Operation details plans to retroactively increase the royalty fees levied upon any enterprise employing the Beanstalk, for no reason other than the Consortium's desire for increased profits. No improvements or additional services will be provided; the Beanstalk just costs more to use from now on. Money for nothing, as it were."),\n\tnew corpCard("Rainbow", 1, 3, 3, 0, "BCS", "Rainbow is a medium-strength generic piece of ICE. It employs a three-pronged mode of attack against intruders, incorporating aspects of all types of ICE in its defense. Its blue ribbon mimics Sentries in trying to aggressively kill the Runner's connection and frighten intruders with simulated physical violence. Its red ribbon mimics Barriers in trying to crash the Runner's cyberspace environment, simulating impacts with hard surfaces. Finally, the green ribbon attempts to trap Runners in a virtual cage, making them unable to proceed. Rainbow's mode of attack is both its greatest strength and its downfall: its complexity makes it difficult and expensive to break with any Icebreaker. However, since it incorporates elements of all ICE types, it can be targeted and broken by any Icebreaker, given enough credits."),\n\tnew corpCard("Hostile Takeover", 2, 2, 0, 1, "", "this is ht"),\n\tnew corpCard("Wendigo", 1, 2, 3, 0, "C", "Wendigo is a medium-strength <span class=\s"shaper\s">Code Gate</span>. It can easily be identified by the simulated cold it inflicts upon intruders. Wendigo functions not by stopping Runners outright but instead targeting installed Icebreakers, \s"freezing\s" them. Frozen Icebreakers become unusable for the remainder of the Run. Smart sysops will configure Wendigo to look for Icebreakers capable of breaking through subsequent layers of ICE; as such, Wendigo effectively makes Running impossible if not broken.a"),\n\n\tnew corpCard("Snare!", 2, 4, 0, 0, "", "this is snare!!!"),\n\tnew corpCard("Guard", 2, 4, 4, 0, "S", "Guard is a medium-strength <span class=\s"criminal\s">Sentry</span>. It takes the form of a lithe, agile martial artist and attacks intruders with a melee weapon. This, of course, is a ruse; the fighter avatar is meant purely as a distraction for the Guard script, which scans for the source of unauthorized connections and terminates them aggressively. While most Sentries seek to inflict harm on intruders in some form or another, Guard simply kills your connection in the most efficient way possible. It thus has the added upside of being virtually impossible to bypass without an appropriate Icebreaker."),\n\tnew corpCard("Restructure", 1, 10, 0, 0, "", "Restructure is an extremely complex Operation involving the movement of personnel from department to department to achieve higher levels of efficiency. Such restructuring is always accompanied by mass layoffs as cheaper personnel becomes available. While these practices only result in 1% to 2% increases in profits, these are massively worthwhile to a corporation as rich as the Weyland Consortium. The human cost of such an Operation is always coldly calculated by those in the Administration Department, and once a corporation reaches high enough levels of revenue, it can Restructure its way to ever-higher profits."),\n\tnew corpCard("Hedge Fund", 1, 5, 0, 0, "", "This is a fairly straightforward Operation, allowing the corp to leverage its existing funds into acquiring more money with little effort. Advances in stock-prediction and market-analysis AIs have made modern Hedge Funds frighteningly efficient.\sn\snOther dictionaries have more colourful definitions: Hedge Fund. Noun. An ingenious device by which the rich get richer even while every other poor SOB is losing his shirt. - The Anarch's Dictionary, Volume Who's Counting?"),\n\tnew corpCard("Project Atlas", 2, 3, 0, 2, "", "this is atlas"),\n\n\tnew corpCard("Hadrian's Wall", 1, 10, 7, 0, "B", "Hadrian's Wall is a high-strength <span class=\s"anarch\s">Barrier</span>. Named after its egotistical designer, this ICE takes the form of bird-construct, usually a bright red to evoke evolutionarily-triggered fears. While its violent representation would seem more appropriate for a dangerous Sentry, this bird is a relatively harmless Barrier. Its talons can do nothing more than end Runs; Hadrian was known for a being both a genius and a big softie with an ornithologist streak. Still, never underestimate the power of Hadrian's Wall. It is impervious to all but the most distributed of attacks, requiring massive amounts of credits to break. This resilience comes at a cost, as it is one of the most expensive pieces of ICE to activate and maintain for a Corporation. Most modern Icebreaker-<span class=\s"anarch\s">Fracters</span> have the capability to take down a Hadrian's Wall long enough to break through, but it remains extremely taxing. The true threat of Hadrian's Wall, however, is not the ICE; it is the Corporation that employs it. Any Corporation willing to go to such extreme lengths to protect its servers would not hesitate to end your life if given the chance."),\n\tnew corpCard("Blue Level Clearance", 1, 2, 0, 0, "", "Blue Level Clearance refers to Blue-one security clearance, a hypothetical, fictional or highly classified level of security clearance, depending on who you ask. While no corp is supposed to legally have Blue-one security clearance, it appears that the Weyland Consortium has once again achieved something it wasn't supposed to and breached the highest levels of governmental security regulations. Such wide-reaching clearance can be leveraged to accelerate its R&D process and make large amounts of money simultaneously with very little investment."),\n\tnew corpCard("Rainbow", 2, 3, 3, 0, "BCS", "Rainbow is a medium-strength generic piece of ICE. It employs a three-pronged mode of attack against intruders, incorporating aspects of all types of ICE in its defense. Its blue ribbon mimics Sentries in trying to aggressively kill the Runner's connection and frighten intruders with simulated physical violence. Its red ribbon mimics Barriers in trying to crash the Runner's cyberspace environment, simulating impacts with hard surfaces. Finally, the green ribbon attempts to trap Runners in a virtual cage, making them unable to proceed. Rainbow's mode of attack is both its greatest strength and its downfall: its complexity makes it difficult and expensive to break with any Icebreaker. However, since it incorporates elements of all ICE types, it can be targeted and broken by any Icebreaker, given enough credits."),\n\tnew corpCard("Melange Mining Corp", 2, 1, 1, 0, "", "this is melange"),\n\tnew corpCard("Hedge Fund", 2, 5, 0, 0, "", "This is a fairly straightforward Operation, allowing the corp to leverage its existing funds into acquiring more money with little effort. Advances in stock-prediction and market-analysis AIs have made modern Hedge Funds frighteningly efficient.\sn\snOther dictionaries have more colourful definitions: Hedge Fund. Noun. An ingenious device by which the rich get richer even while every other poor SOB is losing his shirt. - The Anarch's Dictionary, Volume Who's Counting?"),\n\n\tnew corpCard("Ice Wall", 1, 1, 1, 0, "B", "Ice Wall is a low-strength <span class=\s"anarch\s">Barrier</span>. It is the most basic of defenses, simply preventing any unauthorized access. Its imposing appearance as an endless, impenetrable wall of Ice is meant to hide its simplicity: any decent Icebreaker-<span class=\s"anarch\s">Fracter</span> will make short work of such shoddy defenses."),\n\tnew corpCard("Beanstalk Royalties", 2, 0, 0, 0, "", "The Weyland Space Elevator, colloquially referred to as \s"The Beanstalk\s", is employed by all manners of people, from tourists to megacorporations. The Weyland Consortium has been profiting from the Beanstalk's construction for many many years, essentially enjoying a monopoly on easy access to space and low-Earth orbit. This Operation details plans to retroactively increase the royalty fees levied upon any enterprise employing the Beanstalk, for no reason other than the Consortium's desire for increased profits. No improvements or additional services will be provided; the Beanstalk just costs more to use from now on. Money for nothing, as it were."),\n\tnew corpCard("Green Level Clearance", 2, 1, 0, 0, "", "Green Level Clearance refers to Green-two security clearance, the highest level of security clearance a corp can gain access to within legal bounds. Having high security clearance can be extremely profitable to a Corporation, especially to a known war profiteer such as the Weyland Consortium. By leveraging their security clearance, the corp can accelerate its R&D process and make money simultaneously with very little investment."),\n\tnew corpCard("Wendigo", 2, 2, 3, 0, "C", "Wendigo is a medium-strength <span class=\s"shaper\s">Code Gate</span>. It can easily be identified by the simulated cold it inflicts upon intruders. Wendigo functions not by stopping Runners outright but instead targeting installed Icebreakers, \s"freezing\s" them. Frozen Icebreakers become unusable for the remainder of the Run. Smart sysops will configure Wendigo to look for Icebreakers capable of breaking through subsequent layers of ICE; as such, Wendigo effectively makes Running impossible if not broken using an Icebreaker-<span class=\s"shaper\s">Decoder</span>."),\n\tnew corpCard("Priority Requisition", 2, 5, 0, 3, "", "this is prireq"),\n\n\tnew corpCard("Hadrian's Wall", 2, 10, 7, 0, "B", "Hadrian's Wall is a high-strength <span class=\s"anarch\s">Barrier</span>. Named after its egotistical designer, this ICE takes the form of bird-construct, usually a bright red to evoke evolutionarily-triggered fears. While its violent representation would seem more appropriate for a dangerous Sentry, this bird is a relatively harmless Barrier. Its talons can do nothing more than end Runs; Hadrian was known for a being both a genius and a big softie with an ornithologist streak. Still, never underestimate the power of Hadrian's Wall. It is impervious to all but the most distributed of attacks, requiring massive amounts of credits to break. This resilience comes at a cost, as it is one of the most expensive pieces of ICE to activate and maintain for a Corporation. Most modern Icebreaker-<span class=\s"anarch\s">Fracters</span> have the capability to take down a Hadrian's Wall long enough to break through, but it remains extremely taxing. The true threat of Hadrian's Wall, however, is not the ICE; it is the Corporation that employs it. Any Corporation willing to go to such extreme lengths to protect its servers would not hesitate to end your life if given the chance."),\n\tnew corpCard("Restructure", 2, 10, 0, 0, "", "Restructure is an extremely complex Operation involving the movement of personnel from department to department to achieve higher levels of efficiency. Such restructuring is always accompanied by mass layoffs as cheaper personnel becomes available. While these practices only result in 1% to 2% increases in profits, these are massively worthwhile to a corporation as rich as the Weyland Consortium. The human cost of such an Operation is always coldly calculated by those in the Administration Department, and once a corporation reaches high enough levels of revenue, it can Restructure its way to ever-higher profits."),\n];\n\nvar corpHand = [\n new corpCard("Guard", 0, 4, 4, 0, "S", "Guard is a medium-strength <span class=\s"criminal\s">Sentry</span>. It takes the form of a lithe, agile martial artist and attacks intruders with a melee weapon. This, of course, is a ruse; the fighter avatar is meant purely as a distraction for the Guard script, which scans for the source of unauthorized connections and terminates them aggressively. While most Sentries seek to inflict harm on intruders in some form or another, Guard simply kills your connection in the most efficient way possible. It thus has the added upside of being virtually impossible to bypass without an appropriate Icebreaker-<span class=\s"criminal\s">Killer</span>."),\n\tnew corpCard("Priority Requisition", 0, 5, 0, 3, "", "this is the pri req that the corp started with"),\n\tnew corpCard("Scorched Earth", 0, 3, 0, 0, "", "Operation Scorched Earth refers to a Black Ops tactic employed by the Weyland Consortium to deal with problem individuals. Once the target has been identified and located (usually by means of an electronic Tag) their position is then carpet bombed into oblivion through whatever means is most easily explained as an accident after the fact. Due to the Weyland's Consortium involvement in military affairs, demolitions business and power generation, every corner of the civilized world can be targeted by Scorched Earth tactics.\sn\snIn case it isn't obvious, this is a MAJOR threat to your survival, and the number one reason why people don't tend to oppose the Consortium for very long. If you want to stay alive, paranoia is your greatest asset. Do not make Runs when fatigued, always keep some cash on hand and never EVER ignore a tag.")\n];\n\nvar rndIce = [\n new corpCard("Quandary", 0, 1, 1, 0, "C", "Quandary is a low-strength <span class=\s"shaper\s">Code Gate</span>. It is a simple and harmless trick, filling the intruder's sensory feed with garbage data which the human mind attempts into parse into sensible images through pareidolia. The hallucinations are meant to scare off casual intruders; any seasoned Runner knows that breaking Quandary is a trivial matter for even the most basic Icebreaker-<span class=\s"shaper\s">Decoder</span>.", true)\n];\n\nvar hqIce = [\n new corpCard("Ice Wall", 0, 1, 1, 0, "B", "Ice Wall is a low-strength <span class=\s"anarch\s">Barrier</span>. It is the most basic of defenses, simply preventing any unauthorized access. Its imposing appearance as an endless, impenetrable wall of Ice is meant to hide its simplicity: any decent Icebreaker-<span class=\s"anarch\s">Fracter</span> will make short work of such shoddy defenses.", true)\n];\n\nvar remoteIce = [\n];\n\nvar cardsInRemote = [\n\n];\n\nvar stolenAgendas = [\n\n];\n\nvar scoredAgendas = [\n\tnew corpCard("Hostile Takeover", 0, 2, 0, 1),\n];\n\nfunction GetBreakCost(ice)\n{\n if (ice.iceType != "BCS")\n {\n return ice.costToBreak;\n }\n else\n {\n //special case for rainbow\n if (corroderInstalled || gordianInstalled)\n {\n return ice.costToBreak;\n }\n else\n {\n return 4; //cost to break with Ninja\n }\n }\n}\n\nfunction getIceTypeString(ice)\n{\n\tswitch (ice.iceType)\n\t{\n\t\tcase "B":\n\n\t\t\treturn "<span class=\s"anarch\s">Barrier</span>";\n\n\t\t\tbreak;\n\n\t\tcase "C":\n\n\t\t\treturn "<span class=\s"shaper\s">Code Gate</span>";\n\n\t\t\tbreak;\n\n\t\tcase "S":\n\t\t\t\n\t\t\treturn typeString = "<span class=\s"criminal\s">Sentry</span>";\n\n\t\t\tbreak;\n\n\t\tcase "BCS":\n\n\t\t\treturn typeString = "Generic";\n\n\t\t\tbreak;\n\t}\n\n\treturn "";\n}\n\nfunction printServerDescription(server, place)\n{\n for\t(var index = 0; index < server.length; index++) \n {\n var ice = server[index];\n\t\n if (ice.rezzed == false)\n {\n new Wikifier(place, "-An unknown piece of ICE\sn");\t\n }\n else\n {\n var breakString = GetBreakCost(ice) + "00 credits to break";\n\n switch (ice.iceType)\n {\n case "B":\n\n if (corroderInstalled == false)\n {\n breakString = "requires a <span class=\s"anarch\s">Fracter</span>";\n }\n break;\n\n case "C":\n\n if (gordianInstalled == false)\n {\n breakString = "requires a <span class=\s"shaper\s">Decoder</span>";\n }\n break;\n\n case "S":\n\n if (ninjaInstalled == false)\n {\n breakString = "requires a <span class=\s"criminal\s">Killer</span>";\n }\n break;\n\n case "BCS":\n\n icebreakerInstalled = gordianInstalled || ninjaInstalled || corroderInstalled;\n\n if (icebreakerInstalled == false)\n {\n breakString = "requires any Icebreaker";\n }\n\n break;\n\n }\n\n new Wikifier(place, "-" + ice.name + " (" + getIceTypeString(ice) + ", " + breakString + ")\sn");\n }\t\t\n }\n}\n\nfunction GetRunCost(server)\n{\n var runCost = 0;\n\n for\t(var index = 0; index < server.length; index++) \n {\n var ice = server[index];\n\n if (ice.rezzed == false)\n {\t\n continue;\n }\n\n var icebreakerInstalled = false; \n\n switch (ice.iceType)\n {\n case "B":\n\n icebreakerInstalled = corroderInstalled;\n\n break;\n\n case "C":\n\n icebreakerInstalled = gordianInstalled;\n\n break;\n\n case "S":\n\n icebreakerInstalled = ninjaInstalled;\n\n break;\n\n case "BCS":\n\n icebreakerInstalled = gordianInstalled || ninjaInstalled || corroderInstalled;\n\n break;\n\n }\n\n if (icebreakerInstalled == false)\n {\n return -1;\n }\n\n runCost += GetBreakCost(ice);\n }\n\n return Math.max(runCost - state.history[0].variables.corpBP, 0);\n}\n\nmacros['printRunOptions'] = {\n handler: function(place, object, parameters)\t\n {\t\t\n var rndRunCost = GetRunCost(rndIce);\n var hqRunCost = GetRunCost(hqIce);\n var remoteRunCost = GetRunCost(remoteIce);\n\n\n //R&D\n if (rndIce.length == 0)\n {\n new Wikifier(place, "R&D is currently not protected by any ICE.");\n }\n else\n {\n new Wikifier(place, "R&D is protected by the following ICE:\sn");\n printServerDescription(rndIce, place);\n }\t\t\t\t\n\n var rndMultiAccess = 1 + state.history[0].variables.rndInterfaceCount;\n var willAccessNewCards = false;\n\n for (var index = 0; index < rndMultiAccess; index++)\n {\n if (corpDeck[index].previouslyAccessed == false)\n {\n willAccessNewCards = true;\n }\n }\n\t\n if (willAccessNewCards == false)\n {\n new Wikifier(place, "==Run R&D== <span class=\s"notEnough\s">You've already run R&D today. Running it again would only let you access the same data as last time.</span>\sn");\n }\n else if (rndRunCost == -1)\n {\n new Wikifier(place, "==Run R&D== <span class=\s"notEnough\s">You don't have the Icebreakers necessary to get through.</span>\sn");\n }\t\n else if (rndRunCost > creditCount) \n {\n new Wikifier(place, "==Run R&D== <span class=\s"notEnough\s">You don't have enough credits to break through.</span>\sn");\n }\t\n else\n {\n var costString = rndRunCost > 0 ? rndRunCost + "00+" : "???";\n\n new Wikifier(place, "[[Run R&D (Cost: At least four hours, " + costString + " credits)|Run Dynamic][$serverBeingRun = \s"R&D\s"]]\sn");\n }\t\n\n //HQ\n new Wikifier(place, "\snHQ currently holds " + corpHand.length + " distinct interesting piece(s) of data.\sn");\n\n if (hqIce.length == 0)\n {\n new Wikifier(place, "HQ is currently not protected by any ICE.\sn");\n }\n else\n {\n\t\t\t\n new Wikifier(place, "HQ is protected by the following ICE:\sn");\n printServerDescription(hqIce, place);\n }\t\t\t\t\n\n if (corpHand.length == 0)\n {\n new Wikifier(place, "==Run HQ== <span class=\s"notEnough\s">HQ is currently empty. There's no point in Running on an empty server.</span>\sn");\n }\n else if (hqRunCost == -1)\n {\n new Wikifier(place, "==Run HQ== <span class=\s"notEnough\s">You don't have the Icebreakers necessary to get through.</span>\sn");\n }\t\n else if (hqRunCost > creditCount) \n {\n new Wikifier(place, "==Run HQ== <span class=\s"notEnough\s">You don't have enough credits to break through.</span>\sn");\n }\t\n else\n {\n var costString = hqRunCost > 0 ? hqRunCost + "00+" : "???";\n\n new Wikifier(place, "[[Run HQ (Cost: At least four hours, " + costString + " credits)|Run Dynamic][$serverBeingRun = \s"HQ\s"]]\sn");\n }\n\n //Remote\n if (cardsInRemote.length == 0)\n {\n new Wikifier(place, "\snThe remote server is currently empty.\sn");\n }\n\t\t\n if (cardsInRemote.length > 0)\n {\n if (cardsInRemote[0].rezzed == false)\n {\n if (cardsInRemote[0].advancementCounters == 0)\n {\n new Wikifier(place, "\snThe remote server currently hosts an unknown, inactive project.\sn");\n }\n else\n {\n new Wikifier(place, "\snThe remote server currently hosts an unknown project. The Weyland Corporation has spent considerable time and money advancing this project, to the tune of " + cardsInRemote[0].advancementCounters + " trillion credits. This indicates this project is either extremely important...or a honeypot meant to entice and trap people like you.\sn");\n }\n }\n else\n {\n new Wikifier(place, "\snThe remote server currently hosts " + cardsInRemote[0].name + ".\sn");\n }\n }\n\n if (remoteIce.length == 0)\n {\n new Wikifier(place, "The remote server is currently not protected by any ICE.\sn");\n }\n else\n {\n\t\t\t\n new Wikifier(place, "The remote server is protected by the following ICE:\sn");\n printServerDescription(remoteIce, place);\n }\t\t\t\t\n\n if (cardsInRemote.length == 0)\n {\n new Wikifier(place, "==Run the Remote Server== <span class=\s"notEnough\s">The Remote Server is currently empty. There's no point in Running on an empty server.</span>\sn");\n }\n else if (remoteRunCost == -1)\n {\n new Wikifier(place, "==Run the Remote Server== <span class=\s"notEnough\s">You don't have the Icebreakers necessary to get through.</span>\sn");\n }\t\n else if (remoteRunCost > creditCount) \n {\n new Wikifier(place, "==Run the Remote Server== <span class=\s"notEnough\s">You don't have enough credits to break through.</span>\sn");\n }\t\n else\n {\n var costString = remoteRunCost > 0 ? remoteRunCost + "00+" : "???";\n\n new Wikifier(place, "[[Run the Remote Server (Cost: At least four hours, " + costString + " credits)|Run Dynamic][$serverBeingRun = \s"Remote\s"]]\sn");\n }\n }\n}\n\nfunction canBreak(ice)\n{\n\tswitch (ice.iceType)\n\t{\n\t\tcase "B":\n\n\t\t\treturn corroderInstalled;\n\n\t\t\tbreak;\n\n\t\tcase "C":\n\n\t\t\treturn gordianInstalled;\n\n\t\t\tbreak;\n\n\t\tcase "S":\n\n\t\t\treturn ninjaInstalled;\n\n\t\t\tbreak;\n\n\t\tcase "BCS":\n\n\t\t\treturn gordianInstalled || ninjaInstalled || corroderInstalled;\n\n\t\t\tbreak;\n\t}\n\n\treturn false;\n}\n\nfunction getBreakerString(ice)\n{\n\tswitch (ice.iceType)\n\t{\n\t\tcase "B":\n\n\t\t\treturn "<span class=\s"anarch\s">Corroder</span>";\n\n\t\t\tbreak;\n\n\t\tcase "C":\n\n\t\t\treturn "<span class=\s"shaper\s">Gordian Blade</span>";\n\n\t\t\tbreak;\n\n\t\tcase "S":\n\n\t\t\treturn "<span class=\s"criminal\s">Ninja</span>";\n\n\t\t\tbreak;\n\n\t\tcase "BCS":\n\n\t\t\tif (gordianInstalled)\n\t\t\t{\n\t\t\t\treturn "<span class=\s"shaper\s">Gordian Blade</span>";\n\t\t\t}\n\t\t\telse if (corroderInstalled)\n\t\t\t{\n\t\t\t\treturn "<span class=\s"anarch\s">Corroder</span>";\n\t\t\t}\n\t\t\telse if (ninjaInstalled)\n\t\t\t{\n\t\t\t\treturn "<span class=\s"criminal\s">Ninja</span>";\n\t\t\t}\n\n\t\t\tbreak;\n\t}\n\n\treturn "invalid";\n}\n\nfunction getBreakerTypeString(ice)\n{\n\tswitch (ice.iceType)\n\t{\n\t\tcase "B":\n\n\t\t\treturn "a <span class=\s"anarch\s">Fracter</span>";\n\n\t\t\tbreak;\n\n\t\tcase "C":\n\n\t\t\treturn "a <span class=\s"shaper\s">Decoder</span>";\n\n\t\t\tbreak;\n\n\t\tcase "S":\n\n\t\t\treturn "a <span class=\s"criminal\s">Killer</span>";\n\n\t\t\tbreak;\n\n\t\tcase "BCS":\n\n\t\t\treturn "an Icebreaker";\n\n\t\t\tbreak;\n\t}\n\n\treturn "invalid";\n}\n\nmacros['printRunText'] = \n{\n handler: function(place, object, parameters)\t\n {\t\t\n var server;\n\n switch (state.history[0].variables.serverBeingRun)\n {\n case "R&D":\n\t\t\t\t\n server = rndIce;\n\t\t\t\t\n break;\n\n case "HQ":\n\t\t\t\t\n server = hqIce;\n\t\t\t\t\n break;\n\n case "Remote":\n\t\t\t\t\n server = remoteIce;\n\t\t\t\t\n break;\n\t\t\t\n default:\n\t\t\t\t\n throw "Running invalid server";\n\n break;\n }\n\n var iceIndex = state.history[0].variables.iceBeingApproached;\n\n if (iceIndex >= server.length)\n {\n new Wikifier(place, "You've passed all the ICE protecting the server; now all that's left is to access the contents.\sn\sn");\t\t\t\n\n switch (state.history[0].variables.serverBeingRun)\n {\n case "R&D":\n\t\t\t\t\t\n new Wikifier(place, "[[Access R&D|Access Dynamic]].");\n\t\t\t\t\tstate.history[0].variables.cardsToMultiAccess = state.history[0].variables.rndInterfaceCount;\n\t\t\t\t\t\n\t\t\t\t\tif (state.history[0].variables.playingMakersEye == true)\n\t\t\t\t\t{\n\t\t\t\t\t\tstate.history[0].variables.cardsToMultiAccess += 2;\n\t\t\t\t\t}\n\n break;\n\n case "HQ":\n\t\t\t\t\t\n new Wikifier(place, "[[Access HQ|Access Dynamic]].");\n\t\t\t\t\tstate.history[0].variables.cardsToMultiAccess = 0;\n\t\t\t\t\t\n break;\n\n case "Remote":\n\t\t\t\t\t\n new Wikifier(place, "[[Access the Remote Server|Access Dynamic]].");\n\t\t\t\t\tstate.history[0].variables.cardsToMultiAccess = 0;\n\t\t\t\t\t\n break;\n }\t\t\t\n }\n else\n {\n var ice = server[iceIndex];\n\n if (ice.rezzed == false)\n {\n new Wikifier(place, "You encounter an unknown, inactive piece of ICE.\sn\sn");\n if (getCorpCreditCount() < ice.cost)\n {\n new Wikifier(place, "As you approach the inactive ICE, it fails to react; it seems like whoever is managing this server can't (or doesn't want to?) activate this ICE. Maybe they don't have the budget for it? Either way, it won't stop you. You can keep going freely.\sn\sn");\n\n new Wikifier(place, "[[Continue your Run|Run Dynamic][$iceBeingApproached = $iceBeingApproached + 1]]");\n\n\t\t\t\t\treturn;\n }\n else\n {\n \n\n\t\t\t\t\tswitch (ice.name)\n\t\t\t\t\t{\n\t\t\t\t\t\tcase "Wendigo":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "As you approach the inactive ICE, you begin to feel a chill. Somehow there seems to be cold breeze coming the blue ball of data that is the inactive ICE. The sensation is illusory, of course; there is no weather in cyberspace, but it feels real all the same.\sn\snThe ICE begins to project gusts of increasingly cold wind, accompanied by snow. Each wave chills you to the bone as you watch the ICE morph in front of you, growing larger and larger. Deep, cavernous eyes emerge from the shapeless ICE, piercing your soul - peering through you as if it were looking at a precise point in your innards.\sn\snAn entire face forms around the eyes; a skull-like nose cavity floats above two rows of pointed teeth, accompanying tusk-like canines. Tendrils of snowy wind emerge constantly from the ICE, bathing the ghostly visage in white and whipping your body with freezing cold.\sn\sn");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Guard":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "Approaching the ICE, it seems to remain inert. The blue ball of data floats harmlessly in front of you as you pass by it, and you assume it must be inactive.\sn\snSuddenly, your whole body is coursed with a sense of unease, and you barely have time to turn around to see the blue ball transform into the silhouette of a muscular humanoid wielding what appears to be an electrified baton. You command your body to fly away as it comes to life and somersaults towards you, swinging its weapon.\sn\snThe ICE pursues you relentlessly as you fly off, jumping from one unseen platform to the next. Walls begin to form around you, boxing you in and cutting your escape. You get a glimpse of your pursuer's face: a featureless dark blue sphere, marked only by a central pulsing blue light.\sn\sn");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Ice Wall":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "As you approach the inactive ICE, it springs into life, the blue ball stretching into an infinite long wall of Ice. The wall grows and grows, and it seems impossible to distance yourself from it or fly above or below it. You sense an imminent collision...\sn\sn");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Quandary":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "As you approach the inactive ICE, it springs into life, the blue ball turning into a tiny kitten-like figure. A reflective blue helmet covers its head, and hallucinations fill your view when you attempt to focus on the creature. Chaotic noises fill your ears, and you sense your grip on cyberspace loosen...\sn\sn");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Rainbow":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "Staring down the inactive blue ball of ICE, you slowly approach it. It bursts into a rainbow of brightly-colored electronic ribbons, each one covered with complex engravings. The ribbons fly off in all directions, occasionally splitting off and re-merging together moments later. They seem to be paiting the area around you, blocking your escape. The blue ribbon flies directly towards you, its end a knife-like point. You fly backwards and crash into the red ribbon, its surface harder than concrete. Meanwhile, the green ribbon seems to split off into dozens of lines to trace a cage around you.\sn\sn");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Hadrian's Wall":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "Approaching the inactive ICE, the blue ball of data comes into view. Time seems to slow down as the ball turns a deep red and cracks form along its surface. An impossibly loud screech rings in your ears as the ICE explodes into an enormous, fully-formed bird of prey. It spreads majestic wings in front of you, blocking your sight. Glowing printed circuits cover its gigantic body, shifting as data courses through it.\sn\snYou are forced out of your awed trance as the ICE flies up hundreds of meters with one flap of its wings and dives down towards you with alarming speed, talons at the ready. You feel a powerful gust of simulated air on your body as you dodge to one side. From above, you can see it coming back for another pass.\sn\sn");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t}\n\n modifyCorpCreditCount(-ice.cost);\n ice.rezzed = true;\n }\n }\n\n\t\t\t//You have encountered (icename)\n\t\t\t//it is a (icetype)\n\t\t\t//Breaking it using your (program) will cost X credits. \n\t\t\t//There are Y more pieces of ICE after this, breaking them all will cost an additional Z credits\n\t\t\t//Do you want to break this ice?\n\n\t\t\tnew Wikifier(place, "The system's voice comes online: <span class=\s"console\s">Scan complete. You have encountered " + ice.name + ".</span>\sn\sn");\n\n\t\t\tnew Wikifier(place, "<span class=\s"console\s">" + ice.description + "</span>\sn\sn");\n\n\t\t\tif (canBreak(ice))\t\t\n\t\t\t{\n\t\t\t\tvar currentIceBreakCost = GetBreakCost(ice);\n\n\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Breaking through it using your " + getBreakerString(ice) + " will cost " + currentIceBreakCost + "00 credits.</span>\sn\sn");\n\n\t\t\t\tif (currentIceBreakCost > creditCount)\n\t\t\t\t{\n\t\t\t\t\tnew Wikifier(place, "While you have the right program for the job, Icebreakers require massive amounts of computing power, which costs money. And you just don't have enough.\sn\sn");\n\n\t\t\t\t\tswitch (ice.name)\n\t\t\t\t\t{\n\t\t\t\t\t\tcase "Wendigo":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "As the cold becomes too much to bear, you sense your programs freeze into uselessness. Your vision fades away as [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Guard":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "Cornered, the silhouette catches up to you and swings its baton into your avatar. Your vision turns to static as [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Ice Wall":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "You crash into the enormous wall of ice. The impact brings no pain, but [[your run ends|Unsuccessful Run]].");\n\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Quandary":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "The hallucinations are replaced by a film of neon blue, covering your vision. Deafened by the noise, [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Rainbow":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "The red ribbon cuts off your escape, and the green ribbon wraps around you in your confusion. The blue ribbon impales your trapped body and [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t\tcase "Hadrian's Wall":\n\n\t\t\t\t\t\t\tnew Wikifier(place, "You attempt to fly away, but the enormous bird catches you easily between its talons. You can feel it crushing your body, but somehow you feel no pain as [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t\t}\n\t\t\t\t\t\n\t\t\t\t\treturn;\n\t\t\t\t}\n\n\t\t\t\tvar remainingIceCount = server.length - (iceIndex + 1);\n\n\t\t\t\tif (remainingIceCount == 0)\n\t\t\t\t{\n\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">There are no more pieces of ICE protecting the server after this one.</span>\sn\sn");\n\t\t\t\t}\n\t\t\t\telse\n\t\t\t\t{\n\t\t\t\t\tvar remainingIce = server.slice(iceIndex + 1);\n\t\t\t\t\tvar remainingCost = 0;\n\t\t\t\t\tvar unrezzedIceRemains = false;\n\n\t\t\t\t\tfor (var index = 0; index < remainingIce.length; index++)\n\t\t\t\t\t{\n\t\t\t\t\t\tif (remainingIce[index].rezzed == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tremainingCost += GetBreakCost(remainingIce[index]);\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tunrezzedIceRemains = true;\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\n\t\t\t\t\tif (remainingIceCount == 1)\n\t\t\t\t\t{\n\t\t\t\t\t\tif (remainingCost == 0)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">There is only one piece of ICE protecting the server after this one, but it is inactive and unknown. Breaking it will cost an additional ??? credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">There is only one piece of ICE protecting the server after this one. Breaking it will cost an additional " + remainingCost + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t\telse\n\t\t\t\t\t{\n\t\t\t\t\t\tif (unrezzedIceRemains)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">There are " + remainingIceCount + " pieces of ICE protecting the server after this one. Some of them are inactive, unknown. Breaking the known ones will cost " + remainingCost + "00 credits. The break cost for the inactive pieces is unknown.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">There are " + remainingIceCount + " pieces of ICE protecting the server after this one. Breaking them all will cost an additional " + remainingCost + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\t\t\t\t\t\t\n\t\t\t\t\t}\n\n\t\t\t\t\tif (currentIceBreakCost + remainingCost > creditCount)\n\t\t\t\t\t{\n\t\t\t\t\t\tnew Wikifier(place, "At this point, you can plainly see you won't have enough credits to make it through all the ICE on this server. Even if you have the right programs for the job, Icebreakers require massive amounts of computing power, which costs credits. And you just don't have enough.\sn\sn");\n\n\t\t\t\t\t\tnew Wikifier(place, "You should quit while you're ahead. No sense in spending all that cash just to come up short. [[Give up and end your Run|Unsuccessful Run]].");\n\t\t\t\t\t\treturn;\n\t\t\t\t\t}\n\t\t\t\t}\t\n\n\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Do you want to break through this " + ice.name + "?</span>\sn\sn");\n\n\t\t\t\tnew Wikifier(place, "[[Continue your Run (Cost: " + currentIceBreakCost + "00 credits)|Run Dynamic][$iceBeingApproached = $iceBeingApproached + 1, $creditsUsedToBreak = " + currentIceBreakCost + ", $creditsSpentDuringRun = $creditsSpentDuringRun + " + currentIceBreakCost + "]].\sn\sn");\n\t\t\t\tnew Wikifier(place, "[[Give up and end your Run|Unsuccessful Run]].");\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">You need " + getBreakerTypeString(ice) + " program to break through this ICE. Breaking through without it is impossible.</span>\sn\sn");\n\n\t\t\t\tswitch (ice.name)\n\t\t\t\t{\n\t\t\t\t\tcase "Wendigo":\n\n\t\t\t\t\t\tnew Wikifier(place, "As the cold becomes too much to bear, you sense your programs freeze into uselessness. Your vision fades away as [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\tbreak;\n\t\t\t\t\tcase "Guard":\n\n\t\t\t\t\t\tnew Wikifier(place, "Cornered, the silhouette catches up to you and swings its baton into your avatar. Your vision turns to static as [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\tbreak;\n\t\t\t\t\tcase "Ice Wall":\n\n\t\t\t\t\t\tnew Wikifier(place, "You crash into the enormous wall of ice. The impact brings no pain, but [[your run ends|Unsuccessful Run]].");\n\n\n\t\t\t\t\tbreak;\n\t\t\t\t\tcase "Quandary":\n\n\t\t\t\t\t\tnew Wikifier(place, "The hallucinations are replaced by a film of neon blue, covering your vision. Deafened by the noise, [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\tbreak;\n\t\t\t\t\tcase "Rainbow":\n\n\t\t\t\t\t\tnew Wikifier(place, "The red ribbon cuts off your escape, and the green ribbon wraps around you in your confusion. The blue ribbon impales your trapped body and [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\tbreak;\n\t\t\t\t\tcase "Hadrian's Wall":\n\n\t\t\t\t\t\tnew Wikifier(place, "You attempt to fly away, but the enormous bird catches you easily between its talons. You can feel it crushing your body, but somehow you feel no pain as [[your run ends|Unsuccessful Run]].");\n\n\t\t\t\t\tbreak;\n\t\t\t\t}\n\t\t\t}\n }\t\n }\n}\n\nfunction removeCardFromServer(cardName, server)\n{\n\tswitch (server)\n\t{\n\t\tcase "R&D":\n\t\t\t\n\t\t\tfor (var index = 0; index < corpDeck.length; index++) \n\t\t\t{\n\t\t\t\tif (corpDeck[index].name == cardName) \n\t\t\t\t{\n\t\t\t\t\treturn corpDeck.splice(index, 1)[0];\n\t\t\t\t}\n\t\t\t}\t\t\t\t\n\t\t\t\n\t\t\tbreak;\n\n\t\tcase "HQ":\n\t\t\t\n\t\t\tfor (var index = 0; index < corpHand.length; index++) \n\t\t\t{\n\t\t\t\tif (corpHand[index].name == cardName) \n\t\t\t\t{\n\t\t\t\t\treturn corpHand.splice(index, 1)[0];\n\t\t\t\t}\n\t\t\t}\n\n\t\t\tbreak;\n\n\t\tcase "Remote":\n\n\t\t\tvar cardRemoved = cardsInRemote.splice(0, 1)[0];\n\n\t\t\treturn cardRemoved;\n\t\t\t\n\t\t\tbreak;\n\t\t\n\t\tdefault:\n\t\t\t\n\t\t\tthrow "invalid server";\n\n\t\t\tbreak;\n\t}\n\n\tthrow "CARD NOT FOUND";\n\n\treturn null;\n}\n\nfunction countAgendaPoints(agendas)\n{\n\tvar agendaPoints = 0;\n\n\tfor (var index = 0; index < agendas.length; index++)\n\t{\n\t\tagendaPoints += agendas[index].agendaValue;\n\t}\n\n\treturn agendaPoints;\n}\n\nmacros['trashMelangeFromServerBeingRun'] = {\n handler: function(place, object, parameters)\t\n {\t\n\t\tremoveCardFromServer("Melange Mining Corp", state.history[0].variables.serverBeingRun);\n\n\t\tcreditCount -= 1;\n displayedCredits -= 100;\n\n\t\tstate.history[0].variables.creditsSpentDuringRun += 1;\n\t}\n}\n\nmacros['printAccessText'] = {\n handler: function(place, object, parameters)\t\n {\t\t\n var cardBeingAccessed;\t\t\n\n switch (state.history[0].variables.serverBeingRun)\n {\n case "R&D":\n\t\t\t\t\n\t\t\t\tif (state.history[0].variables.isMultiAccessing == false)\n\t\t\t\t{\n\t\t\t\t\tnew Wikifier(place, "Passing the final piece of ICE protecting R&D, you are whisked away to the cyberspace representation of one of their datacores. Peering inside, you can see a massive amount of data, shifting to and fro...This is the project nearing completion within R&D; if left alone, the Corporation will be ready to use it within 24 hours.\sn\sn");\n\t\t\t\n\t\t\t\t\tif (state.history[0].variables.cardsToMultiAccess > 0)\n\t\t\t\t\t{\n\t\t\t\t\t\tstate.history[0].variables.isMultiAccessing = true;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\telse\n\t\t\t\t{\n\t\t\t\t\tnew Wikifier(place, "Venturing deeper into R&D, you are whisked away to the cyberspace representation of another one of their datacores. Peering inside, you can see a massive amount of data, shifting to and fro...");\n\t\t\t\t\t\n\t\t\t\t\tif (state.history[0].variables.currentRnDMultiAccessIndex == 0)\n\t\t\t\t\t{\n\t\t\t\t\t\tnew Wikifier(place, "You've trashed everything else that was in progress within R&D, so you suspect this project will be moved to priority #1. In all likelyhood the Corporation will be ready to use it within 24 hours.\sn\sn");\n\t\t\t\t\t}\n\t\t\t\t\telse\n\t\t\t\t\t{\n\t\t\t\t\t\tnew Wikifier(place, "This is a project deeper within R&D, and so it is not actively being developped. It is further along in the R&D pipeline, so it may be ready soon, but not necessarily right away.\sn\sn");\n\t\t\t\t\t}\n\t\t\t\t}\t\t\t\t\n\n\t\t\t\tcardBeingAccessed = corpDeck[state.history[0].variables.currentRnDMultiAccessIndex];\t\t\t\t\n\t\t\t\t\n break;\n\n case "HQ":\n\t\t\t\t\n\t\t\t\tvar cardsInHQ = corpHand.length;\n\n\t\t\t\tif (cardsInHQ == 1)\n\t\t\t\t{\n\t\t\t\t\tnew Wikifier(place, "Passing the final piece of ICE protecting HQ, you are whisked away to the cyberspace representation of the only datacore left in the server. Peering inside, you can see a massive amount of data, shifting back and forth...\sn\sn"); \n\t\t\t\t}\n\t\t\t\telse\n {\n \t\t\t\t\tnew Wikifier(place, "Passing the final piece of ICE protecting HQ, you are whisked away to the cyberspace representation of one of the " + cardsInHQ + " datacores in the server. The datacores are completely anonymous from the outside, and so the script is forced to pick one at random. Let's hope it picked a good one this time...\sn\sn"); \n\t\t\t\t}\n\t\t\t\t\n\t\t\t\tcardBeingAccessed = corpHand[Math.floor((Math.random() * cardsInHQ))];\n\n break;\n\n case "Remote":\n\t\t\t\t\n\t\t\t\tnew Wikifier(place, "Passing the final piece of ICE protecting the Remote Server, you are whisked away to the cyberspace representation of the datacore being hosted remotely. Peering inside, you can see a truly massive amount of data, in constant flux...\sn\sn"); \n\n cardBeingAccessed = cardsInRemote[0];\n\t\t\t\t\n break;\n\t\t\t\n default:\n\t\t\t\t\n throw "Running invalid server";\n\n break;\n }\n\n\t\tnew Wikifier(place, "The system's voice chimes in: <span class=\s"console\s">You have accessed a datacore labeled <span class=\s"weyland\s">" + cardBeingAccessed.name + "</span>.</span>\sn\sn");\n\n\t\tcardBeingAccessed.previouslyAccessed = true;\n\n\t\tvar cardRemoved = false;\n\n\t\t//card is an agenda\n\t\tif (cardBeingAccessed.agendaValue > 0)\n\t\t{\n\t\t\tswitch (cardBeingAccessed.agendaValue)\n\t\t\t{\n\t\t\t\tcase 1:\n\n\t\t\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This is a project of high importance to the Weyland Corporation, one of the Corporation's most sensitive Agendas. Accessing and stealing this data will assuredly disrupt the Corporation's plans.</span>\sn\sn");\n\n\t\t\t\tbreak;\n\n\t\t\t\tcase 2:\n\n\t\t\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This is a project of extreme importance to the Weyland Corporation, one of the Corporation's most secret Agendas. Accessing and stealing this data will throw the Corporation into disarray.</span>\sn\sn");\n\n\t\t\t\tbreak;\n\n\t\t\t\tcase 3:\n\n\t\t\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This is a project of utmost importance to the Weyland Corporation. It is the Corporation's most critical Agenda. Accessing and stealing this data will harm the Corporation in a major way, possibly beyond repair.</span>\sn\sn");\n\n\t\t\t\tbreak;\n\t\t\t}\n\t\t\t\n\t\t\tnew Wikifier(place, "You grin as you order the system to download the entire contents of the datacore to your rig. Within seconds the transfer is complete, and you input the command to wipe the Corporate datacore clean. Out of spite, you upload a few viruses to the datacore. You doubt they'll do any real damage, but it will add insult to the injury and piss off whatever sysops has to clean up your mess.\sn\sn");\n\n\t\t\tstolenAgendas.push(removeCardFromServer(cardBeingAccessed.name, state.history[0].variables.serverBeingRun));\n\n\t\t\tcardRemoved = true;\n\t\t\n\t\t\tif (countAgendaPoints(stolenAgendas) >= 7)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "As the last bits of the datacore are wiped out, you are overcome by a powerful sense of satisfaction. You've made it virtually impossible for them to recover from your attacks. You jack out and exhale, confident that [[it's all over|Win the Game]].");\n\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t\t//card is trashable\n\t\telse if (cardBeingAccessed.name == "Melange Mining Corp")\n\t\t{\n\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This project is identical to the first mining operation we disrupted on the Moon. Most likely this is an effort by the Weyland Corporation to recoup their losses and get their operation back online. Disrupting it again would deny the Corporation colossal amounts of credits.</span>.\sn\sn");\n\t\t\t\n\t\t\tif (creditCount <= 0)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "==Contract a Scrubber and disrupt Melange Mining Corp (Cost: 100 credits)== <span class=\s"notEnough\s">Not enough credits.</span>.\sn\sn");\n\t\t\t}\n\t\t\telse if (state.history[0].variables.cardsToMultiAccess > 0)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "[[Contract a Scrubber and disrupt Melange Mining Corp (Cost: 100 credits)|Access Dynamic][$trashMelange = true]].\sn\sn");\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "[[Contract a Scrubber and disrupt Melange Mining Corp (Cost: 100 credits)|Successful Run][$trashMelange = true]].\sn\sn");\n\t\t\t}\t\t\t\n\t\t}\t\t\n\t\t//card is Snare!\n\t\telse if (cardBeingAccessed.name == "Snare!")\t\t\n\t\t{\n\t\t\t//auto-trash the snare\n\t\t\tremoveCardFromServer(cardBeingAccessed.name, state.history[0].variables.serverBeingRun);\n\n\t\t\tif (getCorpCreditCount() >= 4)\n\t\t\t{\n\t\t\t\tmodifyCorpCreditCount(-4);\n\t\t\t\tnew Wikifier(place, "[[The system's voice is immediately drowned out by harsh noise and excruciating pain|Snare!]].");\n\t\t\t\treturn;\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This is an extremely dangerous ambush, capable of killing Runners who access it through spikes of neural feedback. The ones who survive are then electronically tagged, providing the Corporation with their GPS coordinates. Tagged individuals are usually terminated with extreme prejudice within 24 hours.\sn\snTo minimize the danger of Snares, follow these rules:\sn\sn-Never Run a server while your system is offering less than three options. An overworked rig will be fried by the Snare; take frequent breaks to let it cool off.\sn-Never Run a server as the last thing you do before going to sleep. If you hit a Snare, you won't have enough time to remove the ensuing tag before the Corporate goons break down your door in the middle of the night.\sn-Never ignore a Tag. Remove it ASAP if you want to live.\sn-Snares are expensive to trigger; if the Corporation is running low on funds (less than ~4 Trillion credits) they won't be able to afford to trigger the trap and it'll remain inert and harmlessly trashed.</span>\sn\snWow. Seems like you were lucky this time. You silently thank the chaotic forces of the Universe for working out in your favor, command the system to destroy the inactive Snare and move on.\sn\sn");\n\t\t\t}\t\t\t\n\t\t}\n\t\t//non-agenda, non-asset card (ICE, operation)\n\t\telse\n\t\t{\n\t\t\tif (cardBeingAccessed.iceType != "")\n\t\t\t{\n\t\t\t\t//ICE\n\t\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This is a piece of ICE, which the Corporation can use to protect its servers. " + cardBeingAccessed.description + "</span>\sn\sn");\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\t//operation\n\t\t\t\tnew Wikifier(place, "The system continues: <span class=\s"console\s">This is an Operation, which the Corporation can put into action given enough time and money.\sn\sn" + cardBeingAccessed.description + "\sn\snAs with all Operations, there is no way for you to interfere or sabotage it, but being warned of its existence can be helpful.</span>\sn\sn");\n\t\t\t}\t\t\t\n\t\t\t\n\t\t\tif (cardBeingAccessed.iceType != "")\n\t\t\t{\n\t\t\t\tswitch (cardBeingAccessed.iceType) {\n\t\t\t\t\tcase "B":\n\n\t\t\t\t\t\tif (corroderInstalled == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be able to break through it using your <span class=\s"anarch\s">Corroder</span> for the cost of " + GetBreakCost(cardBeingAccessed) + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be unable to break through it. A <span class=\s"anarch\s">Fracter</span> is required.</span>\sn\sn");\n\t\t\t\t\t\t}\n\n\t\t\t\t\t\tbreak;\n\n\t\t\t\t\tcase "C":\n\n\t\t\t\t\t\tif (gordianInstalled == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be able to break through it using your <span class=\s"shaper\s">Gordian Blade</span> for the cost of " + GetBreakCost(cardBeingAccessed) + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be unable to break through it. A <span class=\s"shaper\s">Decoder</span> is required.</span>\sn\sn");\n\t\t\t\t\t\t}\n\n\t\t\t\t\t\tbreak;\n\n\t\t\t\t\tcase "S":\n\n\t\t\t\t\t\tif (ninjaInstalled == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be able to break through it using your <span class=\s"criminal\s">Ninja</span> for the cost of " + GetBreakCost(cardBeingAccessed) + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be unable to break through it. A <span class=\s"criminal\s">Decoder</span> is required.</span>\sn\sn");\n\t\t\t\t\t\t}\n\n\t\t\t\t\t\tbreak;\n\n\t\t\t\t\tcase "BCS":\n\n\t\t\t\t\t\tif (corroderInstalled == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be able to break through it using your <span class=\s"anarch\s">Corroder</span> for the cost of " + GetBreakCost(cardBeingAccessed) + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse if (gordianInstalled == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be able to break through it using your <span class=\s"shaper\s">Gordian Blade</span> for the cost of " + GetBreakCost(cardBeingAccessed) + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse if (ninjaInstalled == true)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be able to break through it using your <span class=\s"criminal\s">Ninja</span> for the cost of " + GetBreakCost(cardBeingAccessed) + "00 credits.</span>\sn\sn");\n\t\t\t\t\t\t}\n\t\t\t\t\t\telse\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tnew Wikifier(place, "<span class=\s"console\s">Should the Corporation install this ICE, you will be unable to break through it. An Icebreaker is required.</span>\sn\sn");\n\t\t\t\t\t\t}\n\n\t\t\t\t\t\tbreak;\n\t\t\t\t}\t\t\t\t\n\t\t\t}\n\t\t}\n\n\t\t//can multiaccess\n\t\tif (state.history[0].variables.cardsToMultiAccess > 0)\n\t\t{\n\t\t\tif (state.history[0].variables.playingMakersEye == true && state.history[0].variables.cardsToMultiAccess > state.history[0].variables.rndInterfaceCount)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "Using your enhanced perception granted by The Maker's Eye, you perceive additional distant datacores within R&D.\sn\sn");\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "The information granted by your backdoor R&D Interface proves useful, and you can access additional distant datacores within R&D.\sn\sn");\n\t\t\t}\n\n\t\t\tstate.history[0].variables.cardsToMultiAccess -= 1;\n\n\t\t\tif (cardRemoved == false)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "[[Dig deeper into R&D|Access Dynamic][$currentRnDMultiAccessIndex = $currentRnDMultiAccessIndex + 1]].");\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "[[Dig deeper into R&D|Access Dynamic]].");\n\t\t\t}\n\t\t}\n\t\t//the run is over, successful\n\t\telse\n\t\t{\n\t\t\tnew Wikifier(place, "[[Exit the Server, ending your run|Successful Run]].");\n\t\t}\n\t}\n}\n\nmacros['printSnareOptions'] = {\n handler: function(place, object, parameters)\t\n {\t\t\n\t\t//can multiaccess\n\t\tif (state.history[0].variables.cardsToMultiAccess > 0)\n\t\t{\n\t\t\tif (state.history[0].variables.playingMakersEye == true && state.history[0].variables.cardsToMultiAccess > state.history[0].variables.rndInterfaceCount)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "Using your enhanced perception granted by The Maker's Eye, you perceive additional distant datacores within R&D. Hopefully this next one won't be a trap...\sn\sn");\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "The information granted by your backdoor R&D Interface proves useful, and you can access additional distant datacores within R&D. Hopefully this next one won't be a trap...\sn\sn");\n\t\t\t}\n\n\t\t\tstate.history[0].variables.cardsToMultiAccess -= 1;\n\n\t\t\tnew Wikifier(place, "There's no way they would hide two of these Snares in a row, right? [[Dig deeper into R&D|Access Dynamic]].");\n\t\t}\n\t\t//the run is over, successful\n\t\telse\n\t\t{\n\t\t\tnew Wikifier(place, "At least now the trap has been sprung and destroyed, you won't have to deal with it in the future. Plus, traps like this one are expensive. If they're spending resources on traps, they're not spending resources advancing their Agendas.\sn\sn[[Exit the Server, ending your run|Successful Run]].");\n\t\t}\n\t}\n}\n\nmacros['changeCyberspaceMusicForAgendas'] = {\n handler: function(place, object, parameters)\t\n\t{\n\t\tif (stolenAgendas.length >= 2 && state.history[0].variables.currentCyberspaceMusic != "cyberspace2.mp3")\n\t\t{\n\t\t\tnew Wikifier(place, "\sn\snEven though the Net looks the same as it always has, it feels different today somehow. It feels more...familiar? Like you've come into your own, like the Net has become your second home. You certainly feel more at home on the Net than you do anywhere else these days.\sn\snYou feel more mature, more accomplished, more confident. Raiding corporate servers has become routine; it's just what you do. It feels natural. It feels //right//.\sn\snIn the more practical sense, you can sense all the frantic back-and-forth communications traversing Weyland's internal servers. The Corporation is in an extremely rough shape. Your next big heist might just be the killing blow.\sn\snEnough nonsense. Let's get to work.");\n\t\t\t\n\t\t\tstate.history[0].variables.currentCyberspaceMusic = "cyberspace2.mp3";\n\n\t\t}\n\t}\n}\n\nfunction corpHasCardInHand(cardName) {\n for (var index = 0; index < corpHand.length; index++) {\n if (corpHand[index].name == cardName) {\n return true;\n }\n }\n\n return false;\n}\n\nfunction corpIndexOfCardInHand(cardName) {\n for (var index = 0; index < corpHand.length; index++)\n\t{\n if (corpHand[index].name == cardName) \n\t\t{\n return index;\n }\n }\n\n return -1;\n}\n\nmacros['printEndOfTurnOptions'] = {\n handler: function(place, object, parameters)\t\n {\t\t\n\t\tif (state.history[0].variables.tagCount > 0)\n\t\t{\n\t\t\tvar scorchCount = 0;\n\n\t\t\tfor (var index = 0; index < corpHand.length; index++) \n\t\t\t{\n if (corpHand[index].name == "Scorched Earth") \n\t\t\t\t{\n scorchCount += 1;\n }\n }\n\n\t\t\tif (corpDeck[0].name == "Scorched Earth") \n\t\t\t{\n\t\t\t\tscorchCount += 1;\n\t\t\t}\n\n\t\t\tvar availableCredits = getCorpCreditCount();\n\n\t\t\tif (corpHasCardInHand("Beanstalk Royalties") || corpDeck[0].name == "Beanstalk Royalties")\n\t\t\t{\n\t\t\t\tavailableCredits += 3;\n\t\t\t}\n\t\t\telse if (corpHasCardInHand("Green Level Clearance") || corpDeck[0].name == "Green Level Clearance")\n\t\t\t{\n\t\t\t\tavailableCredits += 2;\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tavailableCredits += 1;\n\t\t\t}\n\n\t\t\tif (availableCredits >= 6 && scorchCount >= 2)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "<<fadeinsound $gameOverMusic >><<fadeoutsound $currentAmbianceMusic >>Dreaming of man-eating Venus Flytraps, [[you sleep restlessly|Die to scorched earth]]...");\n\t\t\t\treturn;\n\t\t\t}\n\t\t\telse if (availableCredits >= 2 && scorchCount >= 1 && runnerHand.length < 4)\n\t\t\t{\n\t\t\t\tnew Wikifier(place, "<<fadeinsound $gameOverMusic >><<fadeoutsound $currentAmbianceMusic >>Dreaming of man-eating Venus Flytraps, [[you sleep restlessly|Die to scorched earth]]...");\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t\telse if (state.history[0].variables.cardsInHand > 5)\n\t\t{\n\t\t\tnew Wikifier(place, "[[Clean up unused options|Discard]].");\n\t\t\treturn;\n\t\t}\n\n\t\tnew Wikifier(place, "[[You fall asleep|Corporate Status]].");\t\t\n\t}\n}\n\nvar corpTurnResultString = "CORP TURN RESULTS GO HERE.";\nvar availableCorpClicks = 3;\n\nfunction corpDraw()\n{\n\tif (corpDeck.length == 0) \n\t{\n\t\tthrow "corp deck empty!!!";\n\t}\n\n\tvar cardDrawn = corpDeck.splice(0, 1)[0];\n\n corpHand.push(cardDrawn);\n}\n\nfunction corpHasAgendasInHQ()\n{\n\tfor (var index = 0; index < corpHand.length; index++)\n\t{\n if (corpHand[index].agendaValue > 0) \n\t\t{\n return true;\n }\n }\n\n\treturn false;\n}\n\nmacros['executeCorpTurn'] = {\n handler: function(place, object, parameters)\t\n {\t\t\n\t\tavailableCorpClicks = 3;\n\n\n\t\tif (state.history[0].variables.developerMode == true)\n\t\t{\n\t\t\tcorpTurnResultString = "corp cards in hand at start of turn: " + corpHand.length + "\sn\sn";\t\t\n\t\t}\n\n\t\t//mandatory draw\n\t\tcorpDraw(); \t\n\t\tcorpTurnResultString = "The Weyland Consortium's R&D Department continues churning ever forward as another project leaves the R&D server and enters HQ, ready to be deployed.\sn\sn";\n\n\t\t//if we can use an installed melange and have less than 25 credits, use melange\n\t\tif (cardsInRemote.length > 0 && getCorpCreditCount() < 25 && cardsInRemote[0].name == "Melange Mining Corp")\n\t\t{\n\t\t\tif (cardsInRemote[0].rezzed == false && getCorpCreditCount() >= 1)\n\t\t\t{\n\t\t\t\tcardsInRemote[0].rezzed = true;\n\t\t\t\tmodifyCorpCreditCount(-1);\n\t\t\t\tcorpTurnResultString = "Activity in Weyland's remote server has been detected; this spike of activity appears to come from an off-planet server. Press releases indicate that the Weyland Consortium's mining operations have resumed activity. In all likelihood, they've repaired the damage you caused early in your career and their Helium-3 mining is back underway. Unless disrupted, the corp will be making money hand over fist - and a rich corporation is a dangerous corporation.\sn\sn";\n\n\t\t\t\tmodifyCorpCreditCount(7);\n\t\t\t\treturn;\n\t\t\t}\n\t\t\telse if (cardsInRemote[0].rezzed == true)\n\t\t\t{\n\t\t\t\tmodifyCorpCreditCount(7);\n\t\t\t\tcorpTurnResultString += "Weyland's remote server is still buzzing with activity; it seems like they're concentrating all their efforts on getting as much profit as they can out of their mining operation. At the moment they're bringing in upwards of 7 trillions of credits //every day//. If you don't intervene soon by Running the remote server, they'll soon have more money than God, at which point we are all well and truly screwed.\sn\sn";\n\t\t\t\treturn;\n\t\t\t}\t\t\t\n\t\t}\n\n\t\t//if we can score an agenda in the remote, score it\n\t\tif (cardsInRemote.length > 0 && cardsInRemote[0].agendaValue > 0 && getCorpCreditCount() >= 3 && cardsInRemote[0].cost == cardsInRemote[0].advancementCounters + 3)\n\t\t{\n\t\t\tvar agendaScored = removeCardFromServer(cardsInRemote[0].name, "Remote");\n\n\t\t\tscoredAgendas.push(agendaScored);\n\n\t\t\tstate.history[0].variables.corpAgendaPoints = countAgendaPoints(scoredAgendas);\n\n\t\t\tmodifyCorpCreditCount(-3);\n\n\t\t\tswitch (agendaScored.name)\n\t\t\t{\n\t\t\t\tcase "Priority Requisition":\n\n\t\t\t\tcorpTurnResultString += "Systems detected a colossal burst of activity within the Remote server, followed by that server being systemically emptied of its contents overnight. This pattern usually only means one thing, and it's never good news: the corporation has successfully completed a key project and advanced its Agenda. Given the fact that this project took multiple days to advance to completion as well as the investment of some 5 trillion credits, this project was a major one. Conservative estimates would say that the Corporate Agenda has progressed by at least 45% due to the completion of this project.\sn\snThe exact nature of the project is unknown, and even specialty news sites are tight-lipped about the nature of this \s"Priority Requisition\s" project that has been completed.\sn\sn";\n\n\t\t\t\tbreak;\n\n\t\t\t\tcase "Project Atlas":\n\n\t\t\t\tcorpTurnResultString += "Systems detected a colossal burst of activity within the Remote server, followed by that server being systemically emptied of its contents overnight. This pattern usually only means one thing, and it's never good news: the corporation has successfully completed a key project and advanced its Agenda. Fringe news sites are awash with rumours and leaks of a supposed \s"Project Atlas\s" undertaken by the Consortium. Early reports indicate the beginnings of the construction of some megastructure in low-earth orbit for some unknown purpose. In any case, the project is now too far along to be sabotaged. The Corporate Agenda has advanced with the launch of this new initiative, and the Weyland Consortium is now roughly 30% closer to achieving its ultimate goals, whatever they are.\sn\sn";\n\n\t\t\t\tbreak;\n\n\t\t\t\tcase "Geothermal Fracking":\n\n\t\t\t\tcorpTurnResultString += "Systems detected a colossal burst of activity within the Remote server, followed by that server being systemically emptied of its contents overnight. This pattern usually only means one thing, and it's never good news: the corporation has successfully completed a key project and advanced its Agenda. The nature of this project is obvious; news sites everywhere are reporting on the grand opening of a massive offshore platform in the middle of the Pacific. The project is a partnership with Weyland's recently acquired GRNDL division and aims to utilize Geothermal Fracking to produce huge amounts of energy at low prices.\sn\snSome parts of the Net expressed outrage at the Consortium's plans, outlining the enormous environmental damage of such practices as well as the risk of causing natural disasters such as tsunamis and earthquakes. The more paranoid elements have suggested that this is Weyland's ultimate goal: to cause massive amounts of destruction in order to secure lucrative rebuilding construction contracts. In any case, the project is now too far along to be sabotaged. The Corporate Agenda has advanced with the launch of this new expansion, and the Weyland Consortium is now roughly 30% closer to achieving its ultimate goals, whatever they are.\sn\sn";\n\n\t\t\t\tbreak;\n\t\t\t}\n\n\t\t\tif (agendaScored.name == "Priority Requisition")\n\t\t\t{\n\t\t\t\t//apply pri req effect\n\t\t\t\tvar mostExpensiveUnrezzedIce = null;\n\t\t\t\tvar server = "invalid";\n\t\t\t\t\n\t\t\t\tfor (var index = 0; index < rndIce.length; index++) \n\t\t\t\t{\n\t\t\t\t\tif (rndIce[index].rezzed == false) \n\t\t\t\t\t{\n\t\t\t\t\t\tif (mostExpensiveUnrezzedIce == null || mostExpensiveUnrezzedIce.cost < rndIce[index].cost)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tmostExpensiveUnrezzedIce = rndIce[index];\n\t\t\t\t\t\t\tserver = "R&D";\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\n\t\t\t\tfor (var index = 0; index < hqIce.length; index++) \n\t\t\t\t{\n\t\t\t\t\tif (hqIce[index].rezzed == false) \n\t\t\t\t\t{\n\t\t\t\t\t\tif (mostExpensiveUnrezzedIce == null || mostExpensiveUnrezzedIce.cost < hqIce[index].cost)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tmostExpensiveUnrezzedIce = hqIce[index];\n\t\t\t\t\t\t\tserver = "HQ";\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\n\t\t\t\tfor (var index = 0; index < remoteIce.length; index++) \n\t\t\t\t{\n\t\t\t\t\tif (remoteIce[index].rezzed == false) \n\t\t\t\t\t{\n\t\t\t\t\t\tif (mostExpensiveUnrezzedIce == null || mostExpensiveUnrezzedIce.cost < remoteIce[index].cost)\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tmostExpensiveUnrezzedIce = remoteIce[index];\n\t\t\t\t\t\t\tserver = "the Remote server";\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\n\t\t\t\tif (mostExpensiveUnrezzedIce != null)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Possibly related to the Priority Requisition is the fact that a piece of ICE protecting one of their servers appears to have been activated at no cost to the Weyland Corporation. The newly activated " + mostExpensiveUnrezzedIce.name + " is now fully operational, protecting " + server + ". This is a major boon for the Weyland Consortium. You can't afford to let them score another such victory.\sn\sn";\n\t\t\t\t\tmostExpensiveUnrezzedIce.rezzed = true;\n\t\t\t\t}\n\t\t\t}\n\n\t\t\treturn;\n\t\t}\n\n\t\t//if we can advance an agenda in the remote enough to score it next turn, do that\n\t\tif (cardsInRemote.length > 0 && cardsInRemote[0].agendaValue > 0)\n\t\t{\n\t\t\tvar missingAdvancements = cardsInRemote[0].cost - cardsInRemote[0].advancementCounters;\n\n\t\t\tif (getCorpCreditCount() >= missingAdvancements)\n\t\t\t{\n\t\t\t\tmissingAdvancements -= 3;\n\n\t\t\t\tmodifyCorpCreditCount(-missingAdvancements);\n\t\t\t\tcardsInRemote[0].advancementCounters += missingAdvancements;\n\t\t\t\tavailableCorpClicks -= missingAdvancements;\n\n\t\t\t\tif (missingAdvancements == 1)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Activity has been detected within the remote server as roughly a trillion credits and thousands of man-hours were pumped into an unknown project. This may be indicative of a large future project, or it may be posturing meant to lure out and trap people like you...\sn\sn";\n\t\t\t\t}\n\t\t\t\telse if (missingAdvancements == 2)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Large amounts of activity has been detected within the remote server as roughly 2 trillion credits and tens of thousands of man-hours were pumped into an unknown project. This may be indicative of a large future project, or it may be posturing meant to lure out and trap people like you...\sn\sn";\n\t\t\t\t}\t\n\t\t\t\telse if (missingAdvancements == 3)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Inexplicably large amounts of activity has been detected within the remote server as roughly 3 trillion credits and hundreds of thousands of man-hours were pumped into an unknown project. This may be indicative of a large future project, or it may be posturing meant to lure out and trap people like you...\sn\sn";\n\t\t\t\t}\t\n\t\t\t}\t\t\t\n\t\t}\n\n\t\t//if we can score hostile takeover from hand, score it\n\t\tif (corpHasCardInHand("Hostile Takeover") && getCorpCreditCount() >= 2 && availableCorpClicks == 3)\n\t\t{\n\t\t\tvar agendaScored = removeCardFromServer("Hostile Takeover", "HQ");\n\n\t\t\tscoredAgendas.push(agendaScored);\n\n\t\t\tstate.history[0].variables.corpAgendaPoints = countAgendaPoints(scoredAgendas);\n\n\t\t\tif (agendaScored.id == 0)\n\t\t\t{\n\t\t\t\tcorpTurnResultString += "<span class=\s"nbn\s">The Weyland Consortium has once again swallowed another smaller Corp whole in a Hostile Takeover today. Titan Transnational is now part of the Weyland Empire. Top executives have refused to comment on the details of this acquisition. While no doubt wildly profitable (Titan Transnational was valued at over 7 trillion credits), the move has attracted a torrent of criticism from protesters all over the world.</span>\sn\sn";\n\t\t\t}\n\t\t\telse if (agendaScored.id == 1)\n\t\t\t{\n\t\t\t\tcorpTurnResultString += "<span class=\s"nbn\s">The Weyland Consortium has once again swallowed another smaller Corp whole in a Hostile Takeover today. GRNDL, the Geostrategic Research and Neothermal Development Laboratories are now part of the Weyland Empire. Top executives have refused to comment on the details of this acquisition. While no doubt wildly profitable (GRNDL was valued at over 7 trillion credits), the move has attracted a torrent of criticism from protesters all over the world. This newly acquired Weyland division has a long history of attracting criticism due to its environmentally questionable practices and ruthless pursuit of profit. No doubt they'll feel right at home within the Consortium.</span>\sn\sn";\n\t\t\t}\n\t\t\telse\n\t\t\t{\n\t\t\t\tcorpTurnResultString += "<span class=\s"nbn\s">The Weyland Consortium has once again swallowed another smaller Corp whole in a Hostile Takeover today. Argus Security is now part of the Weyland Empire. Top executives have refused to comment on the details of this acquisition. While no doubt wildly profitable (Argus Security was valued at over 7 trillion credits), the move has attracted a torrent of criticism from protesters all over the world. A famous PMC, Argus Security was known and celebrated for its flawless track record in tracking and bringing down wanted individuals. Their mottos of \s"Protection Guaranteed\s" and \s"We Never Sleep\s" are a breath of fresh air for honest citizens everywhere, given the dangerous times we live in.</span>\sn\sn";\n\t\t\t}\t\t\t\n\n\t\t\tmodifyCorpCreditCount(5);\n\n\t\t\tstate.history[0].variables.corpBP += 1;\n\n\t\t\treturn;\n\t\t}\n\n\t\tvar timesClickedForCreditThisTurn = 0;\n\t\tvar timesClickedToDrawThisTurn = 0;\n\n\t\twhile (availableCorpClicks > 0)\n\t\t{\n\t\t\t//if we have melange in hand and the remote is empty, install it in the remote\n\t\t\tif (corpHasCardInHand("Melange Mining Corp") && cardsInRemote.length == 0)\n\t\t\t{\n\t\t\t\t//only do this if we are under 10 creds or have no agendas in hand\n\t\t\t\tif (getCorpCreditCount() < 10 || corpHasAgendasInHQ() == false)\n\t\t\t\t{\n\t\t\t\t\tvar cardInstalled = removeCardFromServer("Melange Mining Corp", "HQ");\n\t\t\t\t\t\n\t\t\t\t\tcardsInRemote.push(cardInstalled);\n\n\t\t\t\t\tcorpTurnResultString += "A new project has entered the remote server. This could be anything ranging from a world-changing Agenda project to a trap capable of flatlining intruders.\sn\sn";\n\n\t\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\t\tcontinue;\n\t\t\t\t}\n\t\t\t}\n\n\t\t\t//if we have economic operations we can play, play them in this order\n\n\t\t\t//Blue Level Clearance\n\t\t\tif (corpHasCardInHand("Blue Level Clearance") && getCorpCreditCount() >= 3 && availableCorpClicks >= 2)\n\t\t\t{\n\t\t\t\tvar cardPlayed = removeCardFromServer("Blue Level Clearance", "HQ");\n\n\t\t\t\tcorpTurnResultString += "News sites indicate that the Consortium has secured important government partnerships due to its access to Blue-one level security clearance. This Blue Level Clearance enabled them to secure free manpower to significantly accelerate their research and development as well as acquire significant government grants, to the tune of 4 trillion credits.\sn\sn";\n\t\t\t\tcorpDraw();\n\t\t\t\tcorpDraw();\n\n\t\t\t\tmodifyCorpCreditCount(4);\n\n\t\t\t\tavailableCorpClicks -= 2;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//Green Level Clearance\n\t\t\tif (corpHasCardInHand("Green Level Clearance") && getCorpCreditCount() >= 1)\n\t\t\t{\n\t\t\t\tvar cardPlayed = removeCardFromServer("Green Level Clearance", "HQ");\n\n\t\t\t\tcorpTurnResultString += "Reportedly, the Weyland Consortium exploited its access to Green-two security clearance to gain preferential governmental oversight. This Green Level Clearance allowed them to speed up their research and development process and granted them generous tax cuts, leading to increased profits totalling over 3 trillion credits.\sn\sn";\n\t\t\t\tcorpDraw();\n\n\t\t\t\tmodifyCorpCreditCount(3);\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//Restructure\n\t\t\tif (corpHasCardInHand("Restructure") && getCorpCreditCount() >= 10)\n\t\t\t{\n\t\t\t\tvar cardPlayed = removeCardFromServer("Restructure", "HQ");\n\n\t\t\t\tcorpTurnResultString += "<span class=\s"nbn\s">The Weyland Consortium announced another wave of layoffs today in what is allegedly the last round of corporate restructuring within the corporation. Critics have noted that the move has led to increased profits due to experienced costly employees being laid off and replaced by cheaper labor, be it clones, androids or fresh graduates. Business analysts claim that this is par for the course for any modern corporation to remain relevant in today's cut-throat world. Monthly financial reports have seen increases of up to 6 trillion credits for the Weyland Consortium...</span>\sn\sn";\n\n\t\t\t\tmodifyCorpCreditCount(6);\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//Hedge Fund\n\t\t\tif (corpHasCardInHand("Hedge Fund") && getCorpCreditCount() >= 5)\n\t\t\t{\n\t\t\t\tvar cardPlayed = removeCardFromServer("Hedge Fund", "HQ");\n\n\t\t\t\tcorpTurnResultString += "<span class=\s"nbn\s">The Weyland Consortium once again continues to leverage its many Hedge Funds expertly, bringing in truly massive amounts of credits as shown in today's conference calls with investors. Their investments have all but doubled in value, bringing in upwards of 5 trillions of credits. Somehow Weyland Funds continue to overperform competing funds by a significant margin, but the Consortium remains tight-lipped on its business secrets. We'll keep you posted should we find out more...</span>\sn\sn";\n\n\t\t\t\tmodifyCorpCreditCount(5);\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//Beanstalk Royalties\n\t\t\tif (corpHasCardInHand("Beanstalk Royalties"))\n\t\t\t{\n\t\t\t\tvar cardPlayed = removeCardFromServer("Beanstalk Royalties", "HQ");\n\n\t\t\t\tcorpTurnResultString += "<span class=\s"nbn\s">Bad news for any space tourists today; the Weyland Consortium announced plans to hike up prices on usage of their Space Elevator. The main cause behind this increase were the newly-added security measures put in place as a result of recent cyber-terrorist attacks against the Beanstalk. The Space Elevator Authority has been conducting more thorough screenings of people entering and leaving the Beanstalk in an effort to curb dangerous criminal activity. Note that this price hike is retroactive, and as such any reservations have had their prices adjusted to match, with customers being automatically billed for the newer price. The move is reported to have brought in revenue totalling over 3 trillion credits...</span>\sn\sn";\n\n\t\t\t\tmodifyCorpCreditCount(4);\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//if we have economic operations we cannot play, click for credits until we can play them\t\t\n\t\t\t//if we have less than 10 credits, click for credit\n\t\t\tif (getCorpCreditCount() < 10)\n\t\t\t{\n\t\t\t\tif (timesClickedForCreditThisTurn == 0)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Routine activity is detected within Weyland's servers as corp funds rise slowly; this is the machine relentlessly churning away, generating money one trillion credits at a time.\sn\sn";\n\t\t\t\t}\n\t\t\t\telse if (timesClickedForCreditThisTurn == 1)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Even with no special projects or Operations being done, they're still very capable of earning money; they've hit their second trilion credits today so far.\sn\sn";\n\t\t\t\t}\n\t\t\t\telse if (timesClickedForCreditThisTurn == 2)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Nothing special appears to be going on within the Weyland Empire right now; they're just slowly chugging along making money as they go. That's three trillion credits they've made today as the markets close.\sn\sn";\n\t\t\t\t}\t\t\t\t\n\n\t\t\t\ttimesClickedForCreditThisTurn++;\n\n\t\t\t\tmodifyCorpCreditCount(1);\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//if we have pieces of ice that we can install\n\t\t\tvar installableIce = findInstallableIce();\n\n\t\t\tif (installableIce != null)\n\t\t\t{\n\t\t\t\tvar rndRunCost = GetIceBreakCost(rndIce);\n\t\t\t\tvar hqRunCost = GetIceBreakCost(hqIce);\n\t\t\t\tvar remoteRunCost = GetIceBreakCost(remoteIce);\n\n\t\t\t\t//If there are agendas in hand\n\t\t\t\tif (corpHasCardInHand("Project Atlas") || corpHasCardInHand("Priority Requisition") || corpHasCardInHand("Geothermal Fracking"))\n\t\t\t\t{\n\t\t\t\t\t//install on the server with the lowest cost to run\n\t\t\t\t\tif (rndRunCost <= hqRunCost && rndRunCost < remoteRunCost)\n\t\t\t\t\t{\n\t\t\t\t\t\tvar cardInstalled = removeCardFromServer(installableIce.name, "HQ");\n\n\t\t\t\t\t\tcorpTurnResultString += "Some Weyland sysops must be sick of you rummaging through their R&D server, because they've just installed new ICE protecting it. Your life just got harder, and there's not much you can do about it.\sn\sn";\n\n\t\t\t\t\t\tmodifyCorpCreditCount(-rndIce.length);\n\n\t\t\t\t\t\trndIce.unshift(cardInstalled);\n\n\t\t\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\t\t\tcontinue;\n\t\t\t\t\t}\n\t\t\t\t\telse if (hqRunCost <= rndRunCost && hqRunCost < remoteRunCost)\n\t\t\t\t\t{\n\t\t\t\t\t\tvar cardInstalled = removeCardFromServer(installableIce.name, "HQ");\n\n\t\t\t\t\t\tcorpTurnResultString += "Apparently you've annoyed some bigwigs over at Weyland HQ, because they've gone to the trouble of installing an additional layer of ICE on the server hosting their HQ datacores. They must have something worth protecting in there...\sn\sn";\n\n\t\t\t\t\t\tmodifyCorpCreditCount(-hqIce.length);\n\n\t\t\t\t\t\thqIce.unshift(cardInstalled);\n\n\t\t\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\t\t\tcontinue;\n\t\t\t\t\t}\n\t\t\t\t\telse\n\t\t\t\t\t{\n\t\t\t\t\t\tvar cardInstalled = removeCardFromServer(installableIce.name, "HQ");\n\n\t\t\t\t\t\tcorpTurnResultString += "Seems like the corp has big plans for their remote servers and they don't want you interfering: they've installed ICE on the Remote Server, possibly in an effort to lock you out.\sn\sn";\n\n\t\t\t\t\t\tmodifyCorpCreditCount(-remoteIce.length);\n\n\t\t\t\t\t\tremoteIce.unshift(cardInstalled);\n\n\t\t\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\t\t\tcontinue;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\telse\n\t\t\t\t{\n\t\t\t\t\t//if no agendas in hand, install on cheapest to run between R&D and remote\n\t\t\t\t\tif (rndRunCost < remoteRunCost)\n\t\t\t\t\t{\n\t\t\t\t\t\tvar cardInstalled = removeCardFromServer(installableIce.name, "HQ");\n\n\t\t\t\t\t\tcorpTurnResultString += "Some Weyland sysops must be sick of you rummaging through their R&D server, because they've just installed new ICE protecting it. Your life just got harder, and there's not much you can do about it.\sn\sn";\n\n\t\t\t\t\t\tmodifyCorpCreditCount(-rndIce.length);\n\n\t\t\t\t\t\trndIce.unshift(cardInstalled);\n\n\t\t\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\t\t\tcontinue;\n\t\t\t\t\t}\n\t\t\t\t\telse\n\t\t\t\t\t{\n\t\t\t\t\t\tvar cardInstalled = removeCardFromServer(installableIce.name, "HQ");\n\n\t\t\t\t\t\tcorpTurnResultString += "Seems like the corp has big plans for their remote servers and they don't want you interfering: they've installed ICE on the Remote Server, possibly in an effort to lock you out.\sn\sn";\n\n\t\t\t\t\t\tmodifyCorpCreditCount(-remoteIce.length);\n\n\t\t\t\t\t\tremoteIce.unshift(cardInstalled);\n\n\t\t\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\t\t\tcontinue;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\t\n\t\t\t\t\n\t\t\t//if we can install-advance-advance a pri-req, do that\n\t\t\tif (availableCorpClicks >= 3 && corpHasCardInHand("Priority Requisition") && (cardsInRemote.length == 0 || cardsInRemote[0].agendaValue == 0))\n\t\t\t{\n\t\t\t\tvar cardInstalled = removeCardFromServer("Priority Requisition", "HQ");\n\t\t\t\t\n\t\t\t\t//wipe whatever is already in the remotes\n\t\t\t\tcardsInRemote.length = 0;\n\n\t\t\t\tcardsInRemote.push(cardInstalled);\n\n\t\t\t\tcorpTurnResultString += "A new project has entered the remote server. This could be anything ranging from a world-changing Agenda project to a trap capable of flatlining intruders.\sn\sn";\n\n\t\t\t\tcorpTurnResultString += "Large amounts of activity was then immediately detected within the remote server as roughly 2 trillion credits and tens of thousands of man-hours were pumped into this new project. This may be indicative of a large future project, or it may be posturing meant to lure out and trap people like you...\sn\sn";\n\n\t\t\t\tmodifyCorpCreditCount(-2);\n\t\t\t\tcardInstalled.advancementCounters = 2;\n\n\t\t\t\treturn;\n\t\t\t}\n\t\t\t\n\t\t\t//if we have a project atlas in hand, install atlas\n\t\t\tif (corpHasCardInHand("Project Atlas") && (cardsInRemote.length == 0 || cardsInRemote[0].agendaValue == 0))\n\t\t\t{\n\t\t\t\tvar cardInstalled = removeCardFromServer("Project Atlas", "HQ");\n\t\t\t\t\n\t\t\t\t//wipe whatever is already in the remotes\n\t\t\t\tcardsInRemote.length = 0;\n\n\t\t\t\tcardsInRemote.push(cardInstalled);\n\n\t\t\t\tcorpTurnResultString += "A new project has entered the remote server. This could be anything ranging from a world-changing Agenda project to a trap capable of flatlining intruders.\sn\sn";\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\n\t\t\t//if we can install-advance a geothermal fracking, do that\n\t\t\tif (availableCorpClicks >= 2 && corpHasCardInHand("Geothermal Fracking") && (cardsInRemote.length == 0 || cardsInRemote[0].agendaValue == 0))\n\t\t\t{\n\t\t\t\tvar cardInstalled = removeCardFromServer("Geothermal Fracking", "HQ");\n\t\t\t\t\n\t\t\t\t//wipe whatever is already in the remotes\n\t\t\t\tcardsInRemote.length = 0;\n\n\t\t\t\tcardsInRemote.push(cardInstalled);\n\n\t\t\t\tcorpTurnResultString += "A new project has entered the remote server. This could be anything ranging from a world-changing Agenda project to a trap capable of flatlining intruders.\sn\sn";\n\n\t\t\t\tcorpTurnResultString += "Significant activity was then immediately detected within the remote server as roughly 1 trillion credits and thousands of man-hours were pumped into this new project. This may be indicative of a large future project, or it may be posturing meant to lure out and trap people like you...\sn\sn";\n\n\t\t\t\tmodifyCorpCreditCount(-1);\n\t\t\t\tcardInstalled.advancementCounters = 1;\n\n\t\t\t\tavailableCorpClicks -= 2;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//if we have less than 5 cards in hand, draw card\n\t\t\tif (corpHand.length < 5)\n\t\t\t{\n\t\t\t\tcorpDraw();\t\t\t\t\n\n\t\t\t\tif (timesClickedToDrawThisTurn == 0)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Judging by the increased activity within R&D and the huge transfer of data between R&D and HQ, it seems like the corp has spent efforts accelerating its R&D pipeline.\sn\sn";\n\t\t\t\t}\n\t\t\t\telse if (timesClickedToDrawThisTurn == 1)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "R&D is being overworked today it seems as they push out another project into HQ, ready to be deployed.\sn\sn";\n\t\t\t\t}\n\t\t\t\telse if (timesClickedToDrawThisTurn == 2)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Yet another project is seen leaving R&D and entering HQ. The corporation has gained access to a wealth of new options.\sn\sn";\n\t\t\t\t}\t\t\t\t\n\n\t\t\t\ttimesClickedToDrawThisTurn++;\t\t\t\t\n\n\t\t\t\tavailableCorpClicks -= 1;\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t//if we can install a pri-req and advance, do that\n\t\t\tif (corpHasCardInHand("Priority Requisition") && (cardsInRemote.length == 0 || cardsInRemote[0].agendaValue == 0))\n\t\t\t{\n\t\t\t\tvar cardInstalled = removeCardFromServer("Priority Requisition", "HQ");\n\t\t\t\t\n\t\t\t\t//wipe whatever is already in the remotes\n\t\t\t\tcardsInRemote.length = 0;\n\n\t\t\t\tcardsInRemote.push(cardInstalled);\n\n\t\t\t\tcorpTurnResultString += "A new project has entered the remote server. This could be anything ranging from a world-changing Agenda project to a trap capable of flatlining intruders.\sn\sn";\n\t\t\t\t\n\t\t\t\t//if we can install-advance\n\t\t\t\tif (availableCorpClicks == 2)\n\t\t\t\t{\n\t\t\t\t\tcorpTurnResultString += "Significant activity was then immediately detected within the remote server as roughly 1 trillion credits and thousands of man-hours were pumped into this new project. This may be indicative of a large future project, or it may be posturing meant to lure out and trap people like you...\sn\sn";\n\n\t\t\t\t\tcardInstalled.advancementCounters = 1;\n\t\t\t\t\tmodifyCorpCreditCount(-1);\n\t\t\t\t}\t\t\t\t\n\n\t\t\t\treturn;\n\t\t\t}\n\n\t\t\t//otherwise click for credit\n\t\t\tif (timesClickedForCreditThisTurn == 0)\n\t\t\t{\n\t\t\t\tcorpTurnResultString += "Routine activity is detected within Weyland's servers as corp funds rise slowly; this is the machine relentlessly churning away, generating money one trillion credits at a time.\sn\sn";\n\t\t\t}\n\t\t\telse if (timesClickedForCreditThisTurn == 1)\n\t\t\t{\n\t\t\t\tcorpTurnResultString += "Even with no special projects or Operations being done, they're still very capable of earning money; they've hit their second trilion credits today so far.\sn\sn";\n\t\t\t}\n\t\t\telse if (timesClickedForCreditThisTurn == 2)\n\t\t\t{\n\t\t\t\tcorpTurnResultString += "Nothing special appears to be going on within the Weyland Empire right now; they're just slowly chugging along making money as they go. That's three trillion credits they've made today as the markets close.\sn\sn";\n\t\t\t}\t\t\t\t\n\n\t\t\ttimesClickedForCreditThisTurn++;\n\n\t\t\tmodifyCorpCreditCount(1);\n\n\t\t\tavailableCorpClicks -= 1;\n\t\t\tcontinue;\n\n\t\t\t//ignore the max hand size rule for now\n\t\t}\t\t\n\t}\n}\n\nfunction findInstallableIce()\n{\n\tfor (var index = 0; index < corpHand.length; index++)\n\t{\n\t\t//Don't bother installing Ice Wall/Quandary\n\t\tif (corpHand[index].name != "Ice Wall" && corpHand[index].name != "Quandary" && corpHand[index].iceType != "") \n\t\t{\n\t\t\treturn corpHand[index];\n\t\t}\n\t}\n\n\treturn null;\n}\n\nmacros['printCorpTurnResults'] = {\n handler: function(place, object, parameters)\t\n {\t\t\n\t\tnew Wikifier(place, corpTurnResultString);\n\t}\n}\n\nfunction GetIceBreakCost(server)\n{\n var runCost = 0;\n\n for\t(var index = 0; index < server.length; index++) \n {\n var ice = server[index];\n\n runCost += GetBreakCost(ice);\n }\n\n return runCost;\n}\n\nmacros['printCorpCardsInHand'] = \n{\n handler: function (place, object, parameters) \n\t{\n var index;\n\n\t\tnew Wikifier(place, "DEBUG: Corp cards in hand at end of turn:\sn");\n\n for (index = 0; index < corpHand.length; index++) \n\t\t{\n new Wikifier(place, "-" + corpHand[index].name);\n\n if (index + 1 != corpHand.length) \n\t\t\t{\n new Wikifier(place, "\sn");\n }\n }\n }\n}\n\nmacros['printCorpCardsInHandCount'] = \n{\n handler: function (place, object, parameters) \n\t{\n\t\tif (corpHand.length == 0)\n\t\t{\n\t\t\tnew Wikifier(place, "None");\n\t\t}\n\t\telse\n\t\t{\n new Wikifier(place, corpHand.length + "");\n }\n }\n}

<<deobfuscateTime>><<incrementClick>><<incrementClick>><<fadeoutsound $currentCyberspaceMusic >><<fadeinsound $currentAmbianceMusic >>Dejected, you rip the cord from your head and toss it back into the tangle of wires. \n\nA wave of fatigue passes over you as your physical body asserts control over your nervous system. Your flesh cries out in neglect, making your back feel sore, your head ache, your throat dry and your stomach rumble.\n\nTending to your body's needs, you idly pull out your PAD and confirm what your intuition struggles to accept; what felt like minutes in Cyberspace was actually eight hours in Meatspace. \n\nSearching for an explanation, you decide it must have something to do with the massive difference in processing power between the human brain and modern computers.\n\nStill, the strain it placed on your body was very real; you feel like you'd be able to jack in again for a fourth run today, but you'd likely collapse from exhaustion immediately afterwards, if not mid-run. And you'd hate to pass out while performing illegal intrusions on corporate servers.\n\nYou decide to take it easy for the rest of the day, do some freelance coding to start earning money again and get to know Mac's setup. \n\n[[Take on a contract and get to work]].

<span class="cyberspace">\s\n<<if $trashMelange is true>>\s\n<<set $trashMelange = false>>\s\n<<trashMelangeFromServerBeingRun>>\s\n<<endif>>\s\n<<printAccessText>>\n</span>

Why I Run

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