<?xml version="1.0" encoding="utf-8"?><rss version="2.0">
<channel>
	<title>Emitnulb's Blogs</title>
	<link>http://www.outstandingpoker.com/blogs/emitnulb</link>
	<language>en-us</language>
<item>
<title>5/9/12 update</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/5912-update.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/5912-update.html</guid>
<pubDate>Wed, 09 May 2012 1:48:47 -0500</pubDate>
<description>&lt;p&gt;Well I've been having some issues that have put me a bit behind.&amp;amp;nbsp; The weather has been warm which apparently causes my computer to over heat from time to time forcing me to insta-lose all the games I was playing when it crashes.&amp;amp;nbsp; On top of that, I'm running pretty bad and on top of that HeM is only recording like half of the hands in each of my sessions.&amp;amp;nbsp; I really have no idea why it's having trouble recording my hands either.&amp;amp;nbsp; Anyways, I'm down like 50 buy ins from my peak this month.&amp;amp;nbsp; I guess this is probably just a standard downswing for the ST's.&amp;amp;nbsp; My last 700 or so games have been pretty brutal.&amp;amp;nbsp; I'm not only running below EV, but my EV is negative.&amp;amp;nbsp; I have no idea if my EV line is actually working or not though because of my HeM problems.&amp;amp;nbsp; At last check I'd fallen to 24th on the leaderboards, but I'm going to try to get back to raking 1k every week after this week assuming I can sort out my computer issues.&lt;/p&gt;
&lt;p&gt;I don't know how high I'm going to be able to get on the leaderboards just because of how they calculate the points.&amp;amp;nbsp; You get points based on the position you finish in a game and those points are weighted by the stake of the game and then multiplied by the longest win streak that you attain during the month.&amp;amp;nbsp; Seeing as the games are super high variance, there's really no way to predict how many points I'll actually end up with because I'm capable of running super hot or super cold for extended periods of time and if I run hot for like a week and somehow get a 10 win streak or something there's a good chance I'll be able to crack the top 3, but if I never run well all month I'll probably be stuck somewhere toward the bottom.&lt;/p&gt;
&lt;p&gt;I'm going to try to play at least 200 games tomorrow and thursday and then get back to around 300 or so for next week.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;</description>
</item>
<item>
<title>2nd day of May</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/2nd-day-of-may-1.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/2nd-day-of-may-1.html</guid>
<pubDate>Thu, 03 May 2012 3:52:32 -0500</pubDate>
<description>&lt;p&gt;So I had a pretty solid day today.&amp;amp;nbsp; I ended up winning like 3 or 4 hundred dollars today.&amp;amp;nbsp; I ran pretty well at the end of the day.&amp;amp;nbsp; Today I decided to work on my early game play.&amp;amp;nbsp; I realized that I was ending up on the short stack a lot around the bubble and I think that a big part of it is that I'm calling too tight early.&amp;amp;nbsp; I loaded up a nash chart for 10bb effective stacks 6 handed (http://www.holdemresources.net/hr/sngs/icmcalculator.html?action=calculate&amp;amp;amp;bb=100&amp;amp;amp;sb=50&amp;amp;amp;ante=0&amp;amp;amp;structure=0.7%2C0.3&amp;amp;amp;s1=1000&amp;amp;amp;s2=1000&amp;amp;amp;s3=1000&amp;amp;amp;s4=1000&amp;amp;amp;s5=1000&amp;amp;amp;s6=1000&amp;amp;amp;s7=&amp;amp;amp;s8=&amp;amp;amp;s9=).&amp;amp;nbsp; So working with those ranges as a base line I'm adjusting my calling and pushing ranges based on the stats I've collected on my opponents.&amp;amp;nbsp; I was talking to some guys who say that using nash is probably not the best idea, but when I'm playing the early game I typically have something like 12-16 tables running and it's so difficult to determine the correct ranges when you literally have like 10 seconds max to make your decisions.&amp;amp;nbsp; After I am confident that I've memorized the early game I'll start working on my bubble and heads up play.&amp;amp;nbsp; I think heads up is probably the easiest thing to figure out just because it's so straight forward.&amp;amp;nbsp; You're always going to be between 3 and 10bb effective and a lot of hands play themselves.&amp;amp;nbsp; The bubble is more of an artform than anything else and it's going to take a while to figure it out so even though it's where the biggest part of your winrate comes from I think I'm going to shore up some of my easier leaks to fix before I work on the bubble.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;I'm going to post a graph with my red line today, but I'm going to say that I don't think it's accurate because my HeM isn't capturing a lot of the hands from my games (which is really frustrating when I try to review them) and the ICM calculation is for 65/35 payouts when the tourny's actually pay 70/30.&amp;amp;nbsp; I didn't even look at my red line for DoN's because the majority of your edge comes from how you exploit the bubble and the red line was calculating the bubble for a 50/30/20 payout structure so you pretty much lose a ton of your actual ev due to the way the red line is wrongly calculating the payout structure.&amp;amp;nbsp; The green line is pretty accurate though.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;By the way, at last check I was around 14th on the leaderboard.&amp;amp;nbsp; I'm guessing that only like half the people above me are going to keep the grind up all month, so I'm really hoping to be able to hit top 10.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>May 1st (fml)</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/may-1st-fml.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/may-1st-fml.html</guid>
<pubDate>Wed, 02 May 2012 2:05:59 -0500</pubDate>
<description>&lt;p&gt;Yeah so I think we all knew that I wasn't a 15% roi player at the super turbos and the odds finally caught up to me.&amp;amp;nbsp; I dropped about a grand from my bankroll since my last post, but I'm hoping I'll be alright to hit the leaderboards.&amp;amp;nbsp; Last month I ended up in like 33rd position and apparently Black Chip has a rake race going on every month that I didn't know about.&amp;amp;nbsp; I must have gotten like top 50 or something because today they gave me a 25 dollar bonus.&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;I need to rake like $290 in the next two days to get to my rake goal.&amp;amp;nbsp; I try to rake $150 each day and I fell a little bit behind over the last two days.&amp;amp;nbsp; As long as I do alright for the next two days I'll get 600 in rakeback which would supplement my roll nicely.&amp;amp;nbsp; Most of my losses in the last few days have come from losing at the $20 games.&amp;amp;nbsp; I think the $10's are easily beatable for like 3-4% long term, but the 20's are a lot tougher.&amp;amp;nbsp; Most of the good players play the 35's and higher and fill in their volume with the 20's.&amp;amp;nbsp; Against good players you're going to be lucky to find like a 2% edge in these games because they have so many spots memorized and play very close to nash equilibrium in a ton of spots.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Anyways, I'm hoping to avoid another big downswing like this for a while just to try to get a good margin of safety in my bankroll.&amp;amp;nbsp; I'd like to have something like 10k by the end of the month.&amp;amp;nbsp; That means I'll need to have a small win rate to go along with the 3k or so I hope to have in rakeback and bonuses.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;I'm going to post my graph in dollars for all of the games I've played since mid February.&amp;amp;nbsp; the last 2500 games were super turbos which all took place over about 9 days as opposed to the previous 1500 which took place over 2 months.&amp;amp;nbsp; Even a .5% win rate at these super turbos is a better hourly than the 3% I was getting at the DoN's.&amp;amp;nbsp; The only problem is that the vast majority of grinders at the ST's are break even.&amp;amp;nbsp; It was kind of the same story at DoN's, but these games seem much harder to beat.&amp;amp;nbsp; I had one of the higher win rates at the DoN's so I'm hoping to make the transition successfully and actually be a winning player, at least at the 10's and 20's.&amp;amp;nbsp; Once I move beyond that I think pure rakeback grinding is more feasable as I can probably get over 1k in rakeback in a week, but at the 10's and 20's that would mean grinding for like 50 hrs per week.&amp;amp;nbsp; Good luck guys.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;div id=&quot;_mcePaste&quot; style=&quot;position: absolute; left: -10000px; top: 18px; width: 1px; height: 1px; overflow: hidden;&quot;&gt;
&lt;h3 class=&quot;r&quot;&gt;&lt;a class=&quot;l&quot; href=&quot;http://en.wikipedia.org/wiki/Equilibrium&quot;&gt;&lt;em&gt;Equilibrium&lt;/em&gt;&lt;/a&gt;&lt;/h3&gt;
&lt;/div&gt;</description>
</item>
<item>
<title>I'm back with a new goal for May.  Merge STT leaderboard.</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/im-back-with-a-new-goal-for-may--merge-stt-leaderboard-1.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/im-back-with-a-new-goal-for-may--merge-stt-leaderboard-1.html</guid>
<pubDate>Sat, 28 Apr 2012 4:04:05 -0500</pubDate>
<description>&lt;p&gt;Hi guys, I'm going for another goal this coming month and I'm going to post about it here.&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;So since I last posted I've switched sites.&amp;amp;nbsp; My cousin got a job working on some fantasy sports website (Draftday.com) and he introduced me to a guy who runs a different poker training site.&amp;amp;nbsp; This guy said he could get me 50% rakeback (up to 60%) if I switched to BlackChipPoker.&amp;amp;nbsp; So I was kind of hesitent to switch over because I thought it would be a hassle, but I had about 1.3k on Carbon and I thought it would be a lot quicker to grind out a new roll if I just switched over.&amp;amp;nbsp; I bought 1.1k of BCP money and still have my money on Carbon.&amp;amp;nbsp; That was in mid February.&amp;amp;nbsp; I kept up my DoN grind and got to the point where I was playing high stakes.&amp;amp;nbsp; The problem was that I couldn't really get much volume in.&amp;amp;nbsp; I could play like 2 or 3 $50 games at a time and had to fill the rest of the games in with $20 games.&amp;amp;nbsp; I could get some decent rakeback, but to get 60% rakeback I needed to rake 1k in a week.&amp;amp;nbsp; Since I am only really comfortable playing like 8-10 tables at once and each game took like 30 min, it took me like 45 hours to grind out 1k in a week, and my average win rate was only about 3% which meant I would get like 1.2-1.5k per week.&amp;amp;nbsp; Not too bad, but the problem is that I could never get beyond that level since I was already grinding all of the high stakes games that went off during my sessions.&amp;amp;nbsp; I'd built up a pretty solid 5k roll from the 1.1k in about 2 months and I went looking for another game to grind.&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;After searching around for a while I realized that 6max super turbos were hugely popular.&amp;amp;nbsp; I decided to give them a shot and immediatly figured out why.&amp;amp;nbsp; Fishes love them because of how simple and high varience they are, and regs love them because of the absurd amount of rake you can rack up.&amp;amp;nbsp; The format of these games (for those of you who don't play on Merge) is 6 handed 1k starting stacks.&amp;amp;nbsp; Blind structure is 50/100, 100/200, 150/300, 200/400, 300/600, 500/1000 3 minute levels.&amp;amp;nbsp; The first few I played I lost a bit of money, but I knew that if I could figure them out I'd be able to pile on the rake back since my average game length was about 6 minutes.&amp;amp;nbsp; I went ahead and bought SnGWizard (I'd reccommend it for anybody trying to learn sit and go's btw) and went to work learning.&amp;amp;nbsp; I played like 10 games and then ran them through Wizzard, picked something to work on, played 10 more games ect... and eventually I hit a monster heater.&amp;amp;nbsp; I picked up like 130 buy in's in 3 days of playing which was no small sum of money since my average stake was like $12.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Double or Nothing games do not count for the tournament leaderboard on Merge.&amp;amp;nbsp; Super Turbos do.&amp;amp;nbsp; I started playing them on April 20, raking around $100 per day and I was checking through the leaderboards 3 days later and noticed I was in the top 75.&amp;amp;nbsp; I have played for 5 of the last 8 days and am currently at 40th on the April leaderboard with about 70% of the points of the guy in 25th.&amp;amp;nbsp; I think the leaderboard is out of reach for this month, but next month I'm trying to make a run.&amp;amp;nbsp; I'm going to aim to just get in the top 25 for next month which would mean I would get a $100 bonus.&amp;amp;nbsp; The real money is in the rakeback.&amp;amp;nbsp; To get top 25 I'm trying to rake at least 1k per week.&amp;amp;nbsp; That means I would get $600 back every week.&amp;amp;nbsp; Hopefully I have a win rate as well which could get me some serious cash.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;I'm also going to mention my bankroll management tactic for the month.&amp;amp;nbsp; I currently have $6,949 in my roll.&amp;amp;nbsp; If I have over 5k I'll play as many $20 games as possible and mix in some $10's if the volume at the 20's isn't there.&amp;amp;nbsp; Under 5k means I'm only playing 10's, but that would mean I would need to endure something like a 100 BI downswing.&amp;amp;nbsp; If I have over 10k I'll grind the 35's and 20's.&amp;amp;nbsp; If I move up I'll also move up my rake goals.&amp;amp;nbsp; I'll try to rake 1.3k per week as opposed to 1k if my roll is over 10k.&amp;amp;nbsp; If I manage to get my roll over 15k I'll start playing 50's and try to rake 1.5k per week.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Anyways, wish me luck.&amp;amp;nbsp; It's going to be a grind.&amp;amp;nbsp; I'll post my results from the past months.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Here's my ST graph in BI:&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll, Water Achieved.</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-water-achieved.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-water-achieved.html</guid>
<pubDate>Tue, 31 Jan 2012 9:11:26 -0600</pubDate>
<description>&lt;p&gt;Well guys, I finished my goal.&amp;amp;nbsp; I got to 10k points today with a $900 roll.&amp;amp;nbsp; Not too bad overall, but I was getting owned at the end.&amp;amp;nbsp; I started trying to 15-20 table at the end.&amp;amp;nbsp; It's not as hard to do as I thought it would be, but it's hard to maintain aggression when you only have like 5 seconds to make decisions.&amp;amp;nbsp; Maybe I'll be able to play 20 consistently some day, but for now I'll stick to 6-8.&amp;amp;nbsp; I might move back to cash for a while soon, but we'll see how it goes.&amp;amp;nbsp; I don't think I'm going to blog much next month, maybe once a week or less.&amp;amp;nbsp; I'm just going to focus on trying to win money as opposed to volume.&amp;amp;nbsp; I'd like to get another 10k points next month, but I'm not going to be super in to it like i was this month.&amp;amp;nbsp; By the way, rakeback is so awesome when you're losing, I was breaking even when I was losing money.&amp;amp;nbsp; So good luck guys, this is probably my last post for a while.&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-7.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-7.html</guid>
<pubDate>Fri, 27 Jan 2012 1:14:48 -0600</pubDate>
<description>&lt;p&gt;Well I won some money today, that's good I guess.&amp;amp;nbsp; Got to $980.&amp;amp;nbsp; I got 7750 points now too, so my target is within reach now.&amp;amp;nbsp; I've been adjusting my shoving ranges in a lot of situations because there's a lot of guys who call shoves with any ace if they think you are pushing ATC even if they need something like 70% equity to make a call.&amp;amp;nbsp; I ran below EV again today, but my EV was way up, so hopefully my green line follows.&amp;amp;nbsp; I ran good tonight which was long over due.&amp;amp;nbsp; I'd dropped all the way down to like $800 before it started to turn around for the day.&amp;amp;nbsp; Hopefully I can make up some of those buy in's that I should &quot;theoretically&quot; have in the next couple days.&amp;amp;nbsp; This is a pretty severe downswing, especially for DoN's which are one of the lowest varience games.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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ztw9i8gSLWRUhcil+nod34vDPt9waqry9piYq1oT2UbAYLFa0CchQhCE7VEumhF5x/1OQnVJ46+3hfbk07bNJUu0kFFVD/ruZFpjNQYtWccDpzs6rlVWhvxwqwV9EiKEIej0zECnZwYjp6dcNCPS/vt2YPD4z/4xtAvAoo9NLdFi/t5T7anUtxLR+mr0Xd5jfnpa6KeUAmK1oE9ChCAIG4OztRs/2KxcNMNxfekCBvf987LQvkUiSyZLtJBRbew46vUO5OdrPUTLepVc3jm4ZSbkh1st6JMQIQjCxqx9dy0wKNo5VblohuP+L24dmaJENA7Bos8ElkiWaKGhNdyhM8GrlfkwY+EVB/SXlvITM9OpKpEQiSEkRAgi/nh4/6PAIG/7ZOWiGQ4WbnIbJxt8ThQ3aByCj01iqWYs0cYzWuYfOhO8qrO7UqCCTnzT5/EMJyfjiZk3mbVa0CchQhCEjVn8+gpgkNWYozMXo9/KqgTFTeGOIl70Sd+SbcYSbTyj9dldx49Lq+4wntfNnO7oGCgowJlnvmUmZKwW9EmIEARhY2buXAAMkp2p+pZlQXWborhJ35rBiz7524vMWKKNW3R6QS40NV2qr1f9klayxOTMqq25VF9/Y8kSbFA1X6KyWtAnIUIYgk7PDHR6ZtA/vYLGEmCQ4EwEBh2fa3pkZW8pNN5tiuImyZnMiz5zmheYsUSLIbF9753s7LxeUaH6JZ0BVJ0GCH90X451/uVer6i4/Pzz2KtrfnrIakGfhAhBEDYmwzkRsx36PRyoVwx2m4riBos+i/ctNmOJNm4539Jyua5O9Us6O3h11Eb0995ZhMGcnFMffIAtMma2zCBWC/rjQoiAgjC9NwiCiDayXbjAYAKbgEJER2fM2rnIeLepKG6w6FPTUWPGEm3cotV2iqiqCv36y7jde+cH4HWukLfMKEOhRaK/hS4l0pD+IIg4QNyFiyMtaO4ODHx/1fys/MBrDxvvNhXFDeZF2K+YGUu0cYt+yFR1StXvSB2f62a4OEPpZnJ2V6KMSAwhIUIQcQDuwi3cMWVi5Zr6TicwSNuSBQxSnGk6j3r0rTUGu01l4gb/e7P7TWCw6LWHwvc6xgX6IRM/4svuoD+ja74qYUe4OLu5cOHpgwfNd+xaLeiTECEIwk7gLtz0rQ4+0pK7rQAYOBr0dsE89+5Gg92m6H6G4gZG8yJdX3YBg/Jd94TvdcQ/WrvrRI653TeWLBG1iJatKjI+181wcXa5ru7bp54ys2UGsVrQJyFCGIJOzwx0emaQnR7uwk1ypgCDvO2FidUzZuwqBwZFO6brPInxBbydf+jk4iaBJY10n/w5OEs06xDD955qO6qsxUeSpGNu9+2pU3mziE5/q6Q79BsJLPIvl4uzs21tt2bPNrNlBrFa0CchQhCEncBduAnOJGCQ3ZgLDGa/NhsYzNhdrvMo4wt4D3x2gIubZGcaL/oAg1SnI2wvYxygWmQRXWs5Yguq/myqfr4kXuHi7JjbPeRwmNkyg1gt6JMQIQjCTvBduFwoVLVXwYasJw9U6zyq4/MOg92mTb9p4uImrSGDF31SnQ6bLuCNFaqiAV1rS5pmijeKLajfrlt3tk2zlWd8uryL4mw4Odlkp6pEQiSGkBAhiDiA78IFBonOZGDQ/vvA3Yu4gNdItyl2k6C4KW6azos+Exsm0967oFDNbaBr7ZQdJeKN1yor0bxc9mclOu4j8cdhn+/WnDlHenv1xVkIWC3okxAhCMI23N2F67w70mJkKLfnqx6D3aaP7HuCi5s1B9bwok/5K4uAQc9XPeZfxThB1UQEXWuzGiZp3VN/QNf8vjcbcb6l5eqaNbenTv3ukUd0xFkIWC3okxAhCMI2iLtwuRYxIg68f/Ea7Da999WlXNzs/XgvL/qItxNGUN1dh661Kc4M8UYxdxLQsmz8mKsO5OYe9XqvVlX1l5eH1z3FakGfhAhhCDo9M9DpmQFPD6ctxF24E1gCahHvX7yGnsdYt2nJtnmq4kbMlNiIGL73VHfXcdda8cZzra24RUUKZD0iSVJ/WdnXPVHKS8Xw9Lh3yJn29qH09PD6yVot6JMQIQjCBuC0xahxSCEwSBydrTX4DAa7TbEZVilusHeEFvAaR1VScNdasduGL8Azsl9XNdESf/BJmcM+33BKivkGVRGrBX0SIgRB2ACctsBduNN3zcSpWmCQvtVox4DBblP0VFXebtyJhJA03MxE11ox58RnYXRW8nL099fEB/3l5d+tWBHevhARqwV9EiIEQdgAnLbAXbg4W5vekAEMsse2PepgpNsUm2Ezt+Yqv2TciYSQNMZbRNdasdumz+O5XVTUX17+zaZNAd269I1G4gM/wGBmZnizICJWC/okRAiCsAE4bYG7cNf+Yi1syCraWaIcBNXBSLcpfmSfvE3lOdt/305774yjaviBrrV526bIum0O+3zDSUm35s/vLysLWHYZD55m/ghHK6sFfRIiBEHYAJy2wF24HZ93SKOztaV79AxVRYx0m3b/sRsYzNtzn/JL6ERSvnu+zKGcUEVVLqBr7ZzmBcpum+GUlGOffTaUnh4wDTAePM1IiMQtJETMQKdnBjo9M+Dp8WkLYND9x25p7GytEYx0m+JH9kfeelz5JSwrZDdOVDqUW5lYvfdUCyjoWrt432Iz3TZGGlrDRUxOLwov0GpBn4QIQRA2gE9bhGxvaqTbFD+yb+jYpPwSVm3QVL5wxxTKi+ij2lKKWrD6vWqT3TaRThjEFhIi8QwJEYKwKeK0BTDw/TUUPysj3ab4kV1VrGAfK5rKp2912CsvEn1Uh2yxOlb7y1qT3TYD+flHvYbMY+wICZGYcKprNV7F6q5TsluE2/Dmu3/VuI82JEQIwqaI0xa4CzcEjHSbPvXO8zrlG14bSnKmAIOSpvGy9CQEVN3MsF+45aMWYHDfPy8L+clvLlx4vLvb3AVaF25lFjkMBP0oxWUenWMtRLzNq7tOnerq8t59Pd5m5WvwNo99bWr30YWECEHYFGzdyN1WwHfhhgB2m+rHvxWtVbwZVkn2lpHFvwnOJGBQvKM0tCsZD6i6maFr7cHPD2p1BBvkalXVmXabWdwaJwrduIGDfrTiMo/OsRYip7pWw+rm5i7vmFtGaPaO3tTlHaO8VO4TABIiBGFTsHVjxq5yvgs3BDCtoh//5uy6jzfDKiloLBGX7WU1qNiNEIhqGwe61n76p08N7v3R4lJ9fUC7EftiCSESrbjMo3OshYjfzy+fCy/hT8LLEV+w1n20ISFiBjo9M9DpmQEAsHUDfcxwF24IYKOJfvzDIWGtZthZOxeJy/YytoaYm4kmlpr7wC4fHdc4g3D780gTk9OzhBCJVlzm0dkKQkSprEZvFm9Rfl37VggG2U+IbqFb6BZr3bIkDRhUtVfxed0QngfjH7yQrHOfkSHhRPXnua9lubhsT3SCt9yJxfSWZQD/LqwqfOOjVgCAROD6YySrFOr3Ep3grfbazd+CFizhfWYjRCEua6F5BVEDr/dUV5d3VEOd6lo9oqXu/km4q3/sV2T30Ub24yEIwi6Ea/NtwCV5+ht6l++rvLtszwnAoNcXKRNuW3Oys/N6RYUkSVXtVXy8SHStxW6bkE8vCu2cEeWwz9dfXn7Ypz78FQXr2IBBP2pxmUfnGAsRsax0t/Ik79cdvVmlO9eo7CIhQhA2xYg7uxH041/A2s1jP32CL9ubwBJCdjSJe3goXfnWKj5eJLrW6pfAAnKkt3cwy+iyw4D0l5ZqaYIIcb6l5c7kySdc6u9nKwiRqMVlHp1jLkT8/pEUUGQhIUIQNgWnLfT31RlBP/4F7GZFU3lctod5Ea221vEDL76IN3Jb1cVvVPDxItG1FrttzJzekMMRLvXgB9DSBJHgsM83kJf3zcaNWqv7otABYzDoRyEuI1YRIlGAhAhB2BSctvD+xayHlX78w0j58L4faz0cTeVx2R7mRcwnaeyOWHzhXK6rO9/SIknS3D2L+HiR6Fr7wGsPmzw9VZ+SEOjzeAazsqK5zhd1hk5HahTWC1st6JMQIQxBp2cGOj0zAIx4qpp/Kv34p+PvLoJ5kYyGzICba6xApN97WHwp3DEl59FVPC/CfT6mbZvLx4tE19pH31pj8vTCZSVyvLu7f+ZMLU0Q9tMbyM8fysw86vUe9vmG0tIGCguVeR0SIvEMBQOCsCPmpz05+vFPx99dBPMipbtnA4PWT8b7uhksvmRszQQGJc4C7Le4sWQJFjswlYUiEhfN4ImJfw6NC01Nl+rrzV//yc7O6z/60WBWVhTaRJQ9tqpyioRIPENChCDsiDhtYRL9+BdUdDSyQm88gMWXJGcqMMjZmP7tU0+db2npLyv7uqdHQuOQ0fEicfTJ/OmJE7xmwM5QfsERRdn8caa9/WpVlexu365bd7Ytspk2qwV9EiIEQVgacdrCJPrxL6gh4Xfc7yRUTzWzQjY+wOIL7gJMYElHvd7BzMyhjIwjvb2YyprAErFBWBx9MrKAUJ+ve3r6y8Kw6wfTD6or+sLOtcrK0x1jtgcc9vmUyRgSInGIqnNLRH/GBEGEEXHawiT68S+oIWG8qqV7V5i/Ko7qBIrF4cUX/E+cSMJUVhJLxQZhcfTJyAJCROdMwjI4g321V2pqzrW29peXK/fjhIsjvb0DkyYpn58v8ONTxJETIqrRMNYh2u8fD0KEQ/qDIOyIwR5SI+jHv6CGhHu+6glXwYijOoFicXjxBf/r/EOnNKoeNn6wGRikb8lGeSeOPuECwvLd88UWV1XWvrtW60z4bI4ZsEvjQlPTleeeu1NQcHvqVKW4CYvRyJ2iItUxH3wVh30+f2Iivhxl4iTsWC3okxAhDEGnZwY6PTPAIghXN4b+At5gh4SBQZIzxfxVcfgEShjzImF/74kpirvFl1Etgh02qB6Kdk4FBvnbi7BBWBx9QsuWnJcnAYOpO2fofLuH9z8KDEqaZiq/dNTrHcjLMykRsK/2THv7zQceuFZZKWsWAYAjvb3DiYmYtDCD6hZAabRJpc/juTNlyu3iYrHVN3JYLeiTECEIwtKYn7Dg6FuWBTsknN8wLbzmqjiBkr7VYTAvEpNSjtK1HYsv+F/tf3xBGlUPedsnJ1bPmNO8ABi8/vHr4ugTPjDFmY4uIzovZPHrK4DBlB3qmafbxcV9HlPnj8rjeHf3ncLCC01NymaRY273wKRJ5lMvWkIER2nQVgSzIyRE4hkSIgRhR8K1aEbSNXEPYUgYe0qwGGGQQ18c0ilGjE6gpHBbdH10yhaRQ+najsWXtI1JvGkG1UNWYw4wWLxvMTDY8OEGsZKFp42vNIEl6dSkZu5cAAyyGiapXoz5mD2Yk3Okt/eo1zucknKysxObRSShHHO6o+P7+fMDeq7rl2/0PemHHI7/+fbbV6uqMMdz48EHSYjELSRECMKOhGvRjKSrNkIYEn7m3dpgUzXr31sPDKa8Mk31qziBkuBM4rbo+uiULSKH0rU9d1shMMh+MZkfIKqHZGcqMKjpqEmoLqn+xTOyXJTY4vrDn6zQ0l7oyp/izFC9GJO2ZqK96XBy8pHeXm5P4gfAlo4LTU3frl8fcMeevk98n8dzu7hY66u35s37ZtMmnOy9sWTJQH6+yTRPQKwW9EmIEARhacK1aAYBjQW8IQwJt3zUwosRBqn62VPAIGvrJNVihDiBgrbo+uiXLSKE0rV9+q6ZwGDqCw7eNIPqIcGZCAzYrxgweGDvQ7LRJ1xAiP/Nbl6gpb0ynBO1fmSS6X5Vnv/goLFHn8czlJaGHaN4H/0JnYA+8fpC5GpV1bWVKy80NUmSdLGxcTAri4RI3EJChCDsSLgWzSBaC3hDGBIOYYJ3RWsVhtUnDjyhLEaIEyhoi66PftkiQihd22e/NhsYzH7BwZtmuHoABm92vwkMZuyaLRt9Kmgs4S92yo5pWtoLGExgE7R6cUz6qw7k5h71jnlfHe/uvrlw4TG3eyAvD5UBdo2Iq22UVZhjbvft6dO1fKVx9PYAACAASURBVOL502p99UJT063Zs3Fk94TLNZyaSkIkbiEhYgY6PTPQ6ZkBXkoIqodUH60FvG+73058uiSoIeEQJnjn7LoPQ+/9byyVVVWUEygBn02/bIGE/b2ndG2vaq+CDVkvrJ/Mm2a4egAGXV92AYO8bYUwdvQJFxDif5lbc1W1F9bLsIlYNSWGIyehvRCl4bqEkzj5+Sdcrv4ZM67U1AAAdrPyGlCfxzOcnCwbxD3hct148EEdn3idFXeSJJ3u6BjIzcXKzmGfbzglJXJ2JojVgj4JEYIgrEsYF80gWgt4seGj5aPg8vwQ5AQvTwPM2nOPrKoyZgJl1BZd/9n0yxYRQtW1/WRn5/WKCjzDHa4dXD0AA8+fcUAmA8Zu+bmvZTkwSNmSDsLcjex74ZRT2pYsrSYh/QCvRExmKA3XkSGH4+y+fd8tX47PjNMuPPVyuqNjoKBA5vOBekhnIbD+dX7d0zOcnBwFj3mO1YI+CRGCIKJHsBOnYVw0g2gt4F2wJ+gRGCn4CV4uHSa9PFlWVREnUCawBNWnlZ2eftkiEmi5tmMkbu1uTVhf+uz7z3H1kOJMw+vEDtyOz+/G7+X7KoFBZkMOMAA2QVV7YXIlb9sU0Bib0jJ6R8ExkJ8vW2/rB+COIFq+Ydg6+u0zz2DTKPZ28NU2l+rrbyxZcqGpiWua/tLSv+3efbmuTqdzVnWnjAi2yurcIbxYLeiTECEIInoYNA/lY65hXDSDaC3gdWzJDaETJdgJXmCQzFJ5hkCsqogTKIksSTVto/Tw0ClbRAIt13YUImhci32pudsKgIGjIUeSpFSnA+WX+Ioe++kTmBPCL3FxI347bIZFJxLVnclaY7F+gBOHDg3k54sGZX0ez6DDwZtbcXBX+dhrlZVXV6++2Ng45HCc/PWvMZPBFc/1iorLzz9/9fHHh1NSvu7pOdLbO5yQcOXZZy82Nuo0rJgpIUUCqwV9EiIEQUQP0YVCBz7mGsZFM4iqPVqvrxcYpG1xBPtsQU3wYhTPbsgDBgksUVaMECdQUpxpqmkb0Xq1vtOpX7aIBGLaRnRtx0CLxrWlu2YnVs+YsascGBTtmC5J0sSGyaDYRLPmwBpgULqnPLdhCjBIYilK7YXNsOhEomWtq5xn6fN4htLTL9XXX6+oEI1Gjnd33y4p4YJAy2HsUn399/fcc7at7ebChd9s3nylpkb8RoM5Oac++OD29Ol3iotPdnYec7sHs7NvLF58tq1NZyEwCRF9SIgQBBE9RBcKHfiYaxgXzSCqC3gxvs7avSDYZ8NiRMAtslhSQekwd/fC0RzAmKqKOIGS0ZCpmgMQrVfRQF2nbBEJUBcqXdux3wJbOgq2F/EXMmN3uSRJ5a+M9KX6/npXMez9eC9syHryQHX5rnuAQaozQ6moUDVWv1ets6pQaa56zO0eKCi4vmzZ5bo6cYHc6Y6OG0uXYoOqzjztudbW21Onnu7ouFxXd33ZMpydkSTp5sKFpw8evF1cjO5n15cvP9faerqjo7+8vH/GjNMdHToLgXHHr4EDjhJWC/okRAhD0OmZgU6PI7pQ6MDHXLf/p+06n4ZDQHUBb+snrcDgqXefCfbZOj7vAANbZLGkgtLh4X0/ztiSo6yqPPXO88Bg7S/Wwoas0t2zVRMtovVq3vZC/bIFEt73nlgrEV3bMdBiygcLMThK8+SBamm0gIX9Ikoq9q8EBpmNOcoXgs2wtb+s1TlkpbnqCZfr1qxZt6dOPdfaKiqAc62tV2pqMLGhOjLDHz6YlXXC5Trb1nYCgLd9XK6r+/appzDnMZycfLGx8VJ9/fmWlu8eeYTPvGjZjZAQ0YeECEEQ0UN0odCBj7lWvrVaP9AGi6p0CG1kRhrdorfotYf074YlFZQOGzo2lTf9gLeJ8BwAai9s51RN20hjrVezG3MDli3CjlgrEV3bMdCKxu1ikmbZmyt5v4jqc054IVtVe6GCQeM4rVWFyhbRs21t1x59dCg19Xh3N4oPvB0vErtGdMZYjnq9w4mJfR7PMbd7KD2dN7eebWu7NXs2T5Bg/+nlurpL9fXDSUmYldHafUNCRB8SIgRBRA/RhUIHPua64NUHYOy0hUlQOszcPV8cPwltZEYatRIp33WP/t2wpILSofFQI+YAHA3ZYsBG7YVNEqppG2ms9WqyMy1g2SLsYNpG6drOAy2/PLHIsupna3m/iBaq2gubYQ9+fhC0G5aV5qpYJ8I5FJwrxtvRIxUzKPpNG3yGRRxmOeZ2DzkcfCUeepTh6A2/282FC1X39IoVIitgtaBPQoQgiOghulDo3I2PueZvK1L2MJoBpUNWQw4IwzuhjcxIkuT9ixc0tuiJYEkFpUPrJ61iDoAne0SnNa2Kj2i9muhMDli2CDuYtlG6tnOvdG7cLg7yYF8q9otooaq9UHh9+qdPdQ5ZOasiph/EEgyKBtQEWiYi+oi6BK3PZN4hWkv4SIjoQ0KEIIgoIXOh0LknjB1zDaNPBkqHJGcqMCjcUTSxcs1u16sQ0sgMv9RUZ4DHYkkFpQNPgchyAKi9sJ1TteKjtF4NWLYIO5i2Ubq280DLU1miquN9qTrPrKq9sI1G39ROmdsQo74434vpCpQpYamVDKWmDmVkiDPAWoLD5HK+sGO1oE9ChCCIKCFzodC/mzjmKk5bmAdG97Glb80ABlN3TYeQRmYQ7M3Uv49YUuE1C1kOQBQ0qhUfpfVqwLJF2MG0jdK1nQdgbtwe7DMrtZeoP3SeU9ntIXMq4w2k2MCBXSMRSlFoLeHTypTECqsFfRIihCHo9MxAp4fIXCi07oZToHzMFV5MCu9lcH+tJGcyMMjbPjlx/cyQJ4TRJEM/ZyOWVHjNAu2/MAeAIoNXH1QrPnLrVScELFtI4X7vYdpG6drO4zoat6dvVTEZ00epvURTXa1VhZKauaos6vPqCRqHYNeIlq2qjGBPTyvRQkJEHxIiBEFECZkLhf7d+JjrxMaC8F4G99fCvEhWY46yTdI4aJKh420qK6nwmgXmAMp3z+cWI2JiQ1nxUVqvBixbhB1+VTDWtZ0HWjRuzw5+IbBSe4mmulqrCiU1c1XZ6ApqDn437BqJkDIQh3REtJpYY4XVgj4JEYIgooToQqHjRspNzHDMdfrOWeG9DO6vBSPjJ6n6wkgfvm9F6w5jSipCfQETP9mNE0GwGOFfVVZ8cD+waL2KiYfQSiEhIKZtZK7tPK5z4/YQnl+mvURTXa1VhYjMvUPm3X6pvv5CUxNPnKAi0ZqzNYlyp8yR3t5bc+bcicy3CxmrBX0SIgRBRAkjjt38bnzMdVbz/PBeBkoHGN1Tj3mRkCeE+QZarTuIJRWxZoFxHUdpuMUI/6qy4oNmJ/e8cQ8wSG/I4IkHnbJFeEHlhCkKmWs7FyLcuD2E55dpL9FUV2tVISIulJEU3u2YpRBbSZRNpuFC1rBypLf3dknJ39esGczJISGiAwkRgiCihOhCoWN9wdfB4Jir/rRFCKC/VsJodUP8ZB8CeLUBK01YUhFrFlhVwVEabjHCv6qs+KDZyYYPNsCGrKKdJTzxoFO2CC+8ZCYpXNt56cHIgIwWMu3F9aikvaoQuV5Rwe09cKpW/CqKg+hse8G6D1/Me6eo6JjbfdTrHUpPj+Zy3YBYLeiTECEIIkqILhQ61hcBcwwmQX8tTEXwvEjIgVzLBZUjbrOT1SyE8lCarFylrPhgwgAzH2LiQb9sEUbEFIXMtT0slQ6Z9kLZiuJDdVUhh7uYSGq9qyhNdFbjhpE+j2cgL28oI0Nsj7UgVgv6JEQIQ9DpmYFODxFdKHRs0WUxOOynh1E8rSFDzIuEPCGs5YLKEbfZyWoW3P5LZjEiKdQY9nJmjSZUxMSDftkijKcnpihkru1hESKyn7sRz3uEi4z+0tKTv/610rt9yOH4ZtMm7s5unBBOzw9wa+7c0x0dytyMdbBa0CchQhBElBBdKHRs0dHYW2cOxSQYxYubpvNUhNY+NiOIU7iqiNvsZDULbv8FClt0WcUHyyJL965QPr9+2SKMiGkJmWt7WISITHsZ8bxHsEW0z+MZTko6/8YbuJdO5MaSJdeXL4+Ot+lwSsrl2toLTU06C35jjtWCPgkRgiCihOhCgcMXh744JO58QdD+KwTD9aAQ8yJa+9iMIE7hyl4IIn6ylzFi/6WwGJEUOYDth14BBvW/Uiku6JctwogoFETX9oH8/LD0fsq0lxHPewTXvpzu6BjIzb1UX6/sBbnY2Hi7uDhqTh7K9lirYbWgT0KEIIgoAYILBf5h7btrQdj5gqCxd6QvRsyL6O9j00ecwpW9EET8ZC8D7b+4O5movWQ5gOWtj2n1zQRsUgkXWDr5P++fctjn47WhMH7uD9bznoNFkEv19d/fc893lZVKS7ETLtdQWpo4WRNRUIKI+/ashtWCPgkRgiCigdKFQpKkh/c/CgxKmmbyu0XZocvIPjZ9xCnckqYy5R10plrQ/ou7k4lfklV8il4u1ypXBWxSCRdYMjuaO0Gswpzu6FCWQkIjWM97kUGH4/qyZX9fs+bm/fcre0EO+3zDKSlRm1tBYRSdOZ3QsFrQJyFCEEQ0ULpQeHo9i19fIZslEY29o4CZcVNEnMIt3lGqvIP4yV4G2n+J7mQczAHgNjv8FknOFNUL0C9bhBEsmZ2bmCrWONAuLCzPH6znvcgxt3swM/Nvr77aX1pqhT23w6mpf9u9O4QFv9HBakF/XAgRUBDrt4H9oEMzA52epOZC0fNVz8ydC8RhEGmssTdi/dPj3aZZDSqJHNBez4v5GNGdjCPqNvzztB3qDrMoWWZqNKmE8fSwZDaYmytuaRE9PEwSrOe9kpOdnYO5ueG6HsnE6d2aN+/Ks8+aX/AbXpSh0CLR30KXEmms/+uMIOIYpQuF60sXli1SnBn8bqKxt13gU7gZW+VNr7JP9jIwHyO6k6k+8ODnB3XW8mHZIqshR6tJJSxgViarPqu/tJSbdkgKP3UzBOt5r+SY2z2UkWGF9XLXKiuvL18uHpSlsFrQJyFCEEQ0EF0o+PwFli1Aw9jbLohTuLIviYkNLVRt0cVeGfHolGDZIsmZKuu2CS8ojIo2TrqxeDH/oH/Y5xtOTQ3vtzDuea/kSG+vPyHBCmbq2DlrhSKRKlYL+iRECIKIBuKUKR/UBAYT2ATQMPa2C+IUrmzni1iQ0kKrT4Urm4ADujC6MSe0bXNGwJLZvS8UXX3iCb5gNrxWGcF63qsynJxsBTP1c62tdwoLrZCbUcVqQZ+ECEEQ0UB0ocBBzQ0fbgAG2HmgauxtF+5O4So+sptJ8PBtdgE97/ku3KyxjSZhBBXVE89MudjQwMdkwm6VAcF43luZEy7XUGYm7t+xIFYL+iRECIKIBmIgwUHNZ99/DhikbckCDWNvuyBO4cr8QswkePjcb8AYzHfhit024QUV1bZVBWf37+fiQ7n13iTGPe8tzlGvdzgx0QpFIlWsFvRJiBCGoNMzA52eNNa4HQc1H9j7EDDI2zYFNIy9EeufnjiFK5MLZmxP+Ta7gJ73fBeuskklXKeHiuonP0w99tlnvBxzvqUlvBOqxj3vo4OZ07NIkUgVqwV9EiIEQUQD0bgdBzVLd81OrJ4xp3kBaBh72wXsNs1oyFRGSjOf4/k2u4Ce95gygbHdNuEFdUDnfBAbVMNoIoIY97wnzGC1oE9ChCCIaCAat+MsScH2ImCweN9i0DD2tgvYbVq6e7Yy+WGms4FvswvoeY+7cHGTcISWBaKi+nQmSJI05HAc9vkkSfp23brwDoYY97wnzGC1oE9ChCCIiCMzbsdBTWyxrH6vWsvY216ofmQ3s0kYkxCvf/w6BPK8x124yWq1oXCBiuqPP8iTJOnWvHnH3G5Jkm4sWRLewRDjnvc6qG5SJESsFvRJiBAEEXFkxu3csxwY1P6yFjSMve2F6kd2M5uExdkifc/7UYfWTJ0ykMnwjIrqv88plCTpalXVmfZ2SZL6y8rCu0nOoOe9PlXtVRBJb7c4wGpBn4QIQRARR8W4fbQhseWjFh5gjNh/WRbVj+xmNgmjsqn+xTMBz0SsDWm1c5oMz6ioTt07S5KkC01Nl+rrpbDaqiIGPe/1WfnWKmBQuGMK5UW0sFrQJyFCGIJOzwx0ekrjdj6oefDzgzzAqNp/2eX0xFUpGP9MbhIWZ4uMeN6r1ob46WF4Vt0PbARUVDi4yzfu+sP9ozHoea/P4jcqgEH6Vof5vIhd3nvBYrWgT0KEIIiI87b77cSnS0RfLz6o+emfPuUBxo7+7hxxVQrGP5ObhMXZIiNnot/OieFZdT9wQEYWzbBsFCJf9/T0l5WF11ZVJKDnvT5z9yzihb+QhVd8Y7WgT0KEIIiI88y7tViF4beMDGoyML5UxeKIq1KwLrDxg81mKk3ibJGRM9Fv58TwjPuBg+0XwZc2ZXPBt+vW4S1DDsfx3/zm5sKFBp8hKAJ63nNUX8i0bXOBQYIzKWThFfdYLeiTECGIccehLw7lPLoqmuXzBXuWAoPOP9zdz46DmtiQCIaXqlgZcVUK1gVwhWzIm4TF2SIjZ6LfzonhGfcDB9svgi0+C9hMLkT6y8rO7t9/vaLC4DOEBe55z29RfSHYzgIjnvch1sXiG6sFfRIiBDHuWP/eemAwdeeMqH1Hx5Zc2fAIDmpiQ6LxpSoWh8c/rAsoV8gGhThbZORM9Ns5eXiWgu8Xwd6dH2+Zz31Ur1dUfPPii1yXRAel2Z3qC0lkydwSDYUXIcNqQZ+ECEGMO6reXh/ND4u9vl5gkLZljDsIDmpiQ6LxpSoWh3fgYl1AuUI2WEDN7FwL/XZOHp57fb3B9otg746z/oGLjSOv5UpNzXcrVvC/Rgfuec9vUb4QVG8TWCLXItG8QrtgtaBPQoQwBJ2eGax2eph4SGBJ0fl2mNiftXuBeKPYkKi/VMVqp6eDbFWKcoVssHBlY8QSTbWdE0/vbnhm4On1iP0iRsDeneYti7nyuNDU9P2CBedbWvQfGF645z2/RflCUI0lsVQYtYoXSznBYqP3XlBYLeiTECGIccfoapIorXRp/aQVGDz17jPijWJDovGlKhZHtipFuUI2WLiyMXgmWjkAMTx3/7Fb7BcxwlPvPA8MPnjufm7ofqa9/U5REdqaRQ3uec9vEV8INq5ig3D6lmxAq3i77S2KDlYL+iRECGLcgYkHWfdo5FCOzMgwvlTF4shWpRivqmjBZ4sM3l/ZzolgUgrDMxd8xp92RWsVMPhfn13Khcjx7u7BzMzw+rsHRNnLLL6Qte+u5Q3CudsKYdQqXizlEIjVgj4JEYIYd/Bf39GZT1GOzMgwvlTF4oxZlaK2QjZYxNkiI2jtLsZu0/ztRXcFXzBlizm77gMGf3pi8emODrzlqNc7nJgYXn/3gCgd28QX8vD+R4FB3vbJidUzpu+aCaNW8fZtOYocVgv6JEQIYtyBiQdgUPsfX4jCt1OOzMgwvlTF4oirUlRXyAaLOFtkBGU7J4LdpnOaF3DBx/tFjDwt6pv/b/lCMQUynJwcXn/3gMgc22SNL4tfXwEMshpzgMHs12YDg4yGTND2vB/PWC3okxAhiPEF/vpO35IJDJbuXRG5b4Q1+92uV5UjMzKML1WxOOKqFNUVssEizhYZQdnOiWC36eJ9i7ng4/0iRp42wzkRGFxe+mCUazEyZI5tssaXmTsXAINkZyowWPuLtXz5jn7ab3yu6rVa0CchQhiCTs8Mljo9/PWd9/IUk+mHgL/BsWY/ddd0UIzMyNBfqmKp09NHXJWiukI2WFTNznVQtnPi6WG3aU1HDRd8vF/EyNMCg1Sn43ZxcZ8nlo2f3LHtw54Pcx5dJfalur50YdomwZkIDDo+75A0lu/I0Pd2s9F7LyisFvRJiBDE+IIvwgUGSc6UkJ8noDvn3Zr9+pn6pl7BLlWxODorZINFy+xcCy1rWuw2Zb9iXPDxfpGAz8ntSWIuRLhj20M/WQ4Mpu2aIb4QTNvgf5jp0V++g5jcBWhTrBb0SYgQxPiCL8LNb5im1SVgJF8dcNm6WLPX/1Qa7FIVGf2lpYd9vmAfFTl0VshGGq0cAHabvtn9JjCYsWs27xcx0q3Mw/9gTk6Um0JkcElUunMeMJj8SrH4QoDBBDYBhLn0js87QHv5DmJmF6B9sVrQJyFCEOMLvuEW3URUh1mwqqK/iyTgsnWxZq//yTvYpSoix9zuobS0Y253UI+KAsFWVcKCVg4AyxZdX3YBg7xthbxfxIjsQ+W64s2Vg1mmykzm4Y5tWI7J2zZZ1vjCu7B9f/VJo5m2Ra89pPOcwXq7xQdWC/okRAhifME33KK9h2rgx6pKSdNMnecJuGxdWbPXItilKiLnW1pul5TwsVLrEGxVJSxoLeDFsoXnzx5gkOLM4P0i+mULBJXrxv1P3po3LzJXHQS8+MKVa/V71QnVJc++/xwwSNuShd05eOeer3qAQfmue3SeMFhvt/jAakGfhAhBjC94G0Frd2vC+lLVUIRVFSwraBU+Ai5bV9bsdYBQ7b+uVVZee+yxC01NQT0qXsEcQPnu+bJ6GYZt/AP+yLBfRL9sgaBybXpj9bXKygheujG45z1XrrW/rOWNL7nbCoCBo2FEVXj/4gXt5TtIsN5u8YHVgj4JEcIQdHpmsNTp8Q23Wp+epdGqStbWSZIk+QFUnbxzazN4SFDNbCtr9jroLFXRP73BnJy/vfrqlZoa/ecfJ2A/R3bjRF4vAwBxGR5mEXi/iH7ZAkHl+vOdj/PVuzEE02zify0ftcBop/OMXeXAoGjHdH5/rsC00Pd2s9S/3DBitaAf/0IE1Ij124AgYgbfcMuHIZX3KWiYBgxSnelHvd7BrKyrVVWyOxz2+ZJeStBZto7BT1az1yHYpSocP8AJl+vGkiVBPSpewWPHZXu8Xsa7TSVJmtgwGX8i2C+iX7ZAULke2vhwlFfcqcI979OcmfiHg58fhNFOZ/Qxm7H7bl8OCi+tZ5NZokXlFcQS1WgY6xDt948HIcIh/UEQ0uiimZ6vesT4JCOD5eBv+T6P53ZR0WBWlqw689//jz8Agwn1CVrL1vHJZTV7HYJdqoL0eTy3i4uPer0D+flBPTBewciKy/Z4vQy7TR/e92NJkspfGTln7BfRL1sgqFy/eOJ+KzTioGMbMMjZWoDvvU//9CnvF6lqr5L15aDw0hIZMku0aL2I2GO1oE9ChCDGF3zDrZixl8GrKl91tt9YsqS/rOzrnh6xWeSrznZgkFSfAqNLVf79z2MyGRj8ZDV7HYJdqoIcc7uxg3LI4bDUBG8MUdbL+JyUNKoqUBoGLFsgqFz/3wdmWmE0CR3bgEHZKwt4sg20O51ReGmt+5HtAoz85VsFqwV9EiIEMb7gG275MKTsDiNVlc2JwOBP7++7XlFxvaLi9HvvDSck8FD0+VvbgUHG5gwYXbbu/dcu8Ukw+Clr9loEu1RFkqT+0tKTv/41FmVi7rVlHXi3Da+X8TkpSZKWvbmSS0P9sgUHleu5SemxNRFBqt95HhgkO1NF5Qranc68EKn6bLJdgBG/estgtaBPQoQgxhEy8aFTVcnYmAIM3G/Wf7tu3ZWamm82bx6cOJF3rXbvehYY5NVnAYPE+iRg8FnHXvFJMPgpa/ZaBLtURZIkP8CFnTu/XbdOIiEiwLtt+E9WtFtd9bO1XBrqly04XLlager3q4HBpG0FonLV6XTmrdmqzybuAozOJmqLYLWgT0KEMASdnhmsc3qY7eArZvA3uGxeAD8mFtQ5gEHnzrWX6+ouNDVdW7ny1ty5l+rr8T7/S/3KpPUlZRsnAoOU+hHJIj4JBj9lzV4LHfsv2elhhajP4xlKTb3y7LM4yoHFo2BOIm4Z6bYZnQQBADEY4zmjNNQvWyCoXHM2hL4KILzs/XgvvJD95IFqUbnqdDrj+1Ar2yHuAlT1drPOv9zwYrWgbwUhcqprNV7F6q5TWrf4vc3yW/idoNlr5NvE61uKIIzDF83gX3EYUvaZ+MBnB5LWlyyoywcGHVtXXmxsPNPe3j9r1tXVd50kfvL8PcBgQZ0DGDg2p+A9xSfR/ySqxKD912Gfz5+QcLy7+3h390Be3ncrVlxsbJQk6caSJbFdDGsdsGaB9TL8yYrlCfGc9csWCCrXqc9lROfijSMqV51OZ/29d+IuQCPebnGDgaAfpbjMo3OshYi3eXXXqVNdXd5TXatXd53y+0f/7/d7m0dejLd55JWKf+Cv89SpU6rPPBYSIgTBF83gX/E3uGxeAD8m/nDrNGDQUrfgXGvr8e7uwYkT/9bc3F82MhH64j9OAwb/9HQebMia808OYPDuhgfFJzES5EKgz+MZdDjOt7Sc7Oy8XVp6a/bss21tEgkRAaxZJLIk/pPlc1KyexoRi6hcFz49MYJXHBKiotLpdNbfeyfuAjTi7RY3BA760YrLPDrHWoic6loNq5ubu7zKL/FXxc9g9JZTXaubm5uDEl4kRAhCHKCQRochZXIBs9nP7V6SuH7qa/90z9m2tqNe73BS0vHubj6cUlVVAAzc90+SJOknP0wFBq+vH9ORqhX8THLC5eovK/t23bqzbW03Fi++M3kyzpRer6g42amyNGccgjWLFGca/8nyOSnZPfXLFggq1yeqCyN4xabR6XTWce2Txu4CNOLtFjcEDvrRiss8OsdaiPj9PJ1zN78zcotwA+aARm/wNvMXKmqwuyhcW/QQfzzS2Log3UK3xNUtiwAYwAMjt+AwZNu/tY25zz9kAIP8ZQAM1q+fcsLlAoDh5OSJADcXLjze3S1J0oI1GcDg/yqEwz5f99zkhOqShvsSxO/Fg18YX0V/aen/fPvt68uX/xXgYmNjF8BgZiYmQn4DcLatzULnHLtbsGaR0ZDJRQbvNpU9Sla2UH3mA58dmLBuWmN1Wcxfl94t/5DC+0Vk9+GufarPI+4CLN91MhjA1gAAIABJREFUj+VeV/huMUIU4rIWWlcQbU51dXmF3M8oIy/mVNfquxJs9JbRV6l8lDrij4cgxidYFOcfgsV5Cg5WVV5z7QEG85/Lzl2xim8tuVJTc6619bDPV/RsOjA4Pjnj2O9//29LJwODpx8d40gRiVELP8A3mzZdrqsbcjgu19Ze2LZtODERh2UwRxLeb2dTsGZRuns2/mS1hrSlQGULBOt0rz0/N2LXGwZ0Op11XPuksbsAjXi7xQ0Gg34U4jKPzjEWIni9p7q6vMLLEwSW+i13i1J3DyMAJETMQKdnBuucHhbF+S5c1Va+kpfnwqhz9sQNyTC6tUSSpPMtLZfr6vo8nswNacDg7/fMPbt//5cr5wGD+etT8xZX7P3N65K2Q0lo4Okd9XqHU1OvrVx5oanpxpIlNx566Ex7+3ByMppboEIKy7eLD/hPFrJAnJMS0S9bIKhcf7npRxG70jCg0+ms49onSWN2Aap6u1nnX254CRj0oxaXeXSOeUZE2WZr5Bber0s9IgRhFCyK8+5U1c/EOc4CGHXOTtmUCMLWkuPd3TcXLjzhcuEv7muVlZdra//b048Cg6yGHGAwe3uJpBgSDgtf9/QM5OZid+rFxsbbxcVid+rFxkYcnyEQ/pOVzUmJ6Cwb4qBy/e3W1RG70siio4mVuwCjfnUxw0DQj1Jc5tE55kLE7x9JAUUWEiLEuOLQF4dku+Alxbxux+cdys/EWFVR3VpypLd3MCur9+3X8Tf4pfr6G8uWSQ0bgUGSMxUYTNmcPbFyzcYPNuvkw0PjhMt1a9asgdzcEy7XCZdrKC1NNA4hISKD/2Rlc1Ii+mULBJXrH3ZviNiVRhytyV7lLsDxsPcOCaY0Ew2sIkSiAAkRYlxR1V4lVlUQLIrzXbj4mVicF0D9kf3iyC4SELaWHPriUM6jqzoeyv0vW5/B3+DnWlv7y8vPtbYCgwRnIjDI2JQEDIp2TtUKfiFzuqPj+rJlw8nJX/f0HPb5hlNSRMfxC01N3GyNkISf7NvutxOfLuFzUiL6ZQtJkgby84tqMoDBv+/fE8FrjTCqrn2S2i7AsA95WRarBX0SIgQRn6x8a5VYVUFktfCer3pg7C54DE7FtZmSYmvJ+vfWA4MZdVmfrb0ff4OfcLkGc3JOdnZiZhsYJL2UAAzyXs4Th4TDwtm2tm/XreNNIapfFW8RV/SNQ/hP9pl3a4FBy0ctyvsEbOXxAzjq0oHB1++/G8mLjSyqrn2S2i7A8bP3zmpBn4QIQcQni9+oEKsqktonYO9fvLJbsKXg3topkmJrSdXb64FBzksZH62YlvjU9A0dm9Bf5JjbjZltnhfJ2pKp7IE1iX7xRSZEjvT2+hMSxvP2Gf6TXbBHL8RqlS0QPwAwSN+YbGuzOFXXPmnsLsBgjYDtjtWCPgkRwhB0emaIyenN3bMIhF3wkkZPgCxHgvnq1bXTJcXWEvxlncASf7Ysnf8GxxQFZrb5f8n1KRC+daZ4epfq6y80NWnd50x7+9WqKv7XY273UEaGrcOnefAnCy8mqRYmEK2yhSRJh32+E3kpwKDg+VS+ddmOqLr2SWNn17W83eL1957Vgj4JEYKIT6ZtmwvCLnhpbFG8v7wcaxzivEB/aem7//ofktaXOOsfkBRbSzB9DQxeeDgNxrqPjH5pwkhehCWCMCQcFvSdQk64XDeWLOF/Pd3RcWfyZL4reHzC62VZapajiFbZQpKkPo/n/55XAAzu+8cMW+eWuGuf7HYxC6K/kib+sFrQJyFCEPEJepuKiXexKO4HwFqGOC/gB9jTsRkYNG9ZLCm2lqBrOzBYtiZNlsde9uZKYJDAksS8iDIZbgZ9E3eZEDnf0nJr/vzzLSqNEeMHXi9buneF1n20yhaSJPV5PH9YlAcMnng0XbUvxy6ouvZJY/tCjHi7xRNWC/okRAgiPklkybyqgreIRXE/AIZ2Pi/Q5/EMp6Q8+9oqYPB+85OSYmsJVzZTXymV5bpX/WwtMEh2pgGDCaN5kfAOQ+qvtUODE/7Xy3V1361YMc7naHi9rP5XmuegVbaQJKnP4/n4wdywNx1HH61sh7gOyYi3WzxhtaBPQoQg4hAciJjAEkVBwD8aoh3IUa93IC/v3j1LMBQd7+4ezMxcueNHwKDrjRckxdYS9BcBBplbJ8lmHfGeaQ0ZwCChPhHv5vurL4yjK7eLi3UKBH0ez+3iYv5XdFqTzdHEluhP8dz76lJUojo9mFplC0mSTrhc/7JmWhwULLSyHeIuQJx2Lt89X2m9E5dYLeiTECGIOAQHZJJYqph450VxHrYv19WteukHwODAf377ZGfnncmT59fPBAb/27st0titJa9//DowSN+SyZ9W3OaK9yxumg4Mklkq5lGOud3Dycnhai8YzMnRKRDIhMitefPO7t8vFmtijh8gyp0W+OMGXXsMrbKFJEknXC62ZrrWV22EqmufNHYdEvZxZzdOBIX1TlxitaBPQoQwBJ2eGaJ/ejiFm74lW0y886I4D9tHvd6G5dnA4Ocf7jzb1tZfXl64KR8YfNV59zM0ZrY3fLgBGOS9PIU3pSq/KeZF0rdmAANHQ875lpaB/Hzc1msGPD2/7hke9XoH8vMP+3x3Cgv9AEMZGf/j00/7y8p0HhJNsOxl/iiC4pkDG4ABbJ6gcx+dJs0TLteadcX6CRVbwL3dPuz5MOfRkQ2OMg8VFO5YWxStd+L1957Vgj4JEYKwDeJvUn1wQCZ/e5GYeOdFcbGjAkPRzn9Zd7Gx8cbixY5NDmBw+F8/4U+Fme3qX4y4qY5WZ1RcsEbyIq+UAIOiHdOvVVbemjUrLDO0soSHKn4A3MmHf8Xyk/lvHRaw7BXlceJnO54FBtmNmiMzkm6T5pn29gf/qUirg8RGcG+3h36yHBjMfW2BpFiHpLrQII6xWtAnIUIQtkH8TaoPDsjMaV4gptZ5UVycMXnH/U7C+mm7dz92ua7u6uOPA4P0jWPqKdjH98Deh4DBI289ntswBRjkv6wpCzAvMvvZlKGMjKtr1ujM3BpH1ouqih9gID//qPduwWjI4bCIuSqWvcJyFMbZ9+k+eCFbdSctR6dJ82xbW9nzhfqVHVvAvd1Kd84DBrP23CONpgxFTx0Yu9AgvrFa0CchQhC2AX+Tlu+ZF/CeOCCzeN9iMfHOi+KiEMFQtHbz/KtVVf/PhnXAoOD5VLEbAzPbpbtm4wBF+a57gMG0V8q1vrW4k/1yXR3O0B7p7b01Z07IsuBkZ+f1igr9+wylpcl8t/T7W6MJlr0sOE6ss4D3bFtb7otZsmYgmwIMUp2OFGc6MJi9+15pNGUorkOSLTSIb6wW9EmIEIRtwJ6PWbt+EPCe2IRY/V41T7yLRXHRhxRD0dINU28sWfLHPZuAwaL12eJTYR9fwfYi1DQV+1cCgzkt841cMPqyH+ntvbFkyZ2CgpBlgXKVjBH0J36jCZa9LLgfWGcB7/mWlqTNSarNQLaDe7vB6EID0VMHkS004Bivh9oIqwV9s0LkVNdqWN11avSPyMgNFoOECGE7xJnPXl+v+Jv00BeHdEYNcWKi9pe1PPEuFsXFuI6haGFNfn9Z2e9+uhUYPP7sVPGp8IH4q7z1k9am3zRNCJTw55xrbb1SU3OnqOiY220mP6G/aEaLq1VVaK4a8wV4WPa6UlMTw2tQRWcB75nGLVrNQLaDe7vxVyR66iCyhQb8duP1UBsRV0JkRHqs7jrl93ubQcSCWoSEiBno9MwQ2ukd6e0dTko6097+Yc+H2T9+bOMHm8XfpFXtVTqjhjgg0/JRC0+8i0VxUYhgKMp/IX1w4sSDH+xOWjfNuXXM1CumUpKcKSEMUJxpb79WWTmQny+ZyE8AAC/xBAU+ygoL8K5WVV2urb1aVRV9SaT/3tNZwOtr3CC2c9oa2S4kSW1uWbbQAG8EAKyHFr1SEk8WI/EkRHgKpNkr1yFWVCIUSgl7cby7u3/69KtVVVgNydtemPhUKf9NuvKtVbJRQxEckDn4+UEuPsSiuJhgwFCU80Ly5bo6/Ji4s3WN7Nn4b/BgByhOuFy35szB9g4zhRKe2wiKC01Nl+rrrbAA78aSJedbWm4uXDicnGy1BXLKYgTyZf1araqN7eDebunOHBA2OIrCWrbQgN+O9dDMhhwd3W874kmIoPho9vrv5kOE5EizN5zXGQZIiBD24kx7+9VVqwazsmbt/AEwSHWmA4M0Zyb+Jl38RoXOqCEOyHz6p09Vi+KySgeGoqNeL35M3Od6VfZsvI8v2AGKY273QGEhjtReq6w83RHiGrzQRAwmfk53dAwUFIT8rcNCf1nZ6YMH70ydamQVX5SzJloLeN3P/lDWzmlfuLcbznzxDY6isJYtNMAbeT1UaTFia+JTiIzRIdYTIqAg1m8DgggMyoXbxcUO50QY3eGSs7UAf5PO3bNIZ9QQB2TExLtYFJcJER6KlB8TEd7HF+wARZ/HM+RwnGttlQKtz9Wnv6zs656gh0hxOOh8S8utOXPwGmLFYE7Osc8+G8zMvL58uf4GnBMu13BqaoQKSaoSR2sB73+qWZz41HS7L5pB0NstwZnEl/yJi2YQ2UIDvBELmhAvFiPKUGgRRRKW0oxQjuElGirNEIQ5sB5x/v4FvHQNDMpeWYC/Sadtm6s1aijqD9WiuEwT8FCk/JiIjPTxhTRA4QdAR9ErNTUhqwF9f3ctvu7p6S8ru1xXd3358thOrPhHzWEvNjRcq6zUult/efm3Tz11Z8qUCJVv0PNNdqPWAt6fPH8P2H/RDMK93fiSP3HRDCIuNOC9I62ftIrNJXFjMWIR/cExpYlkSmR11yl+k4XyIaOQECHsxWcrynJWrnzlqRJgkLolA/PGst+kMnGAozTbDu3gbYaq2Q6ZENH5mIhgH1/61lCMSoeTk1FDhDb5IknSYZ9vODU1hAeiueq1ysorNTUxnFjhHq/Dyck6xvPH3O7bpaWD2dk377svEh0tfR7PnSlTBvLyZEkRrQW88bFoBuHebnzJn7hoRkTmef/Mu7W8Hqql++1IXAkRvzgsMyI9vM2WVCF+EiLmoNMzQ2int3p1OjAo3JSRuH7GtF2lwKBwR9GY36SKUUMcpZm6azpvM1TNdsh6P3U+JiLYx5fdoGcWHpCQhUgpQEB/dy0GHY5bs2eff/VVnTxEpJH502v5vXJ/+mCbafR7Svh775jbfWvePD5EzR+ltYA3PhbNyMC8IG5wVJ0Vknnew2rHSD1UzWLEvsSbELERFEoJG3HC5ZpfkwcMUjenAIN/+Nk/THgh58kD1eJv0gksUVbdx1Gagu1TeJuharZD1vsZ8GMi9vFN2WFqkhM9RUJ4oOgDGyzH3O7BzMxTH3wQw028Mn/6W/PmySovqAm4/giqmQaHk4000OAx4o/+sM/nT0jAkpnWAt7FTxeEMCdlccQNjqqTyTLPe8eWXF4PVep++2K1oB+OHhFrJkAUkBAhbMSVmprMzZm8R7XzD514u/ibNImlyqr7OEqT+3IBH5BRzXbIhEjAj4nYx1e6R9PW3QihuaNKY31gQ8PIzrzIIRNSsoTHYZ/Pn5h4YefOgUmTsIZ1qb7+QlOTwSc3vk4Pzx+TYX0ez6DDgf0iWgt4Zz49MYQ5KYsj2+CovAMaDZfvnj+xcs1u16vAIG2LQ9VixNbEkxAZKcvYRIeQECFsAN/J8k3hRLFHlZdLxN+k6HAgfmbFUZrULek8tKhmO24uXCiupA/4MVFcHxMypzs6QquPiDt1QyPkLpOwIBNSos7oLy099vvf354+fTA7m6dJgqphnWlvvz11qpEMCh4jmrydcLn6y8pQF2ot4J1UmxHCnJTF6fi8A4QNjso7oNFwduNEXuKctXuBlsWIfYknITLGWdX6kBAhLA7uZOkvLT3+29/+uTTjbo/qS0n8PuIu3PztRbLqPo7SoAsq3o7Zjjd++6qY7ZC5rQf8mBgWQq6wBJUh0CKGm3hlqSBeojrS2zuckHB2/37ZsQRVwzK+xQb1DZq8nWlvv758+a1586TR2KxcwJv0UmLctERwMOExY3SDo/IOaDSMriF52wsT18/c0LFJ1WLE1sSTEFG4qY7BcokSEiKExcGdLNcqKy/s2nWosiTxqVLsUS3akM7vI+7CndO8QFbdHxmlcQIw6Pi8Q5Kkl3+1BRi8+M56MdshEyKiuImcgVXIQsSMAQlH2ZkRNWQZDn4Ox7u7B7OzL9fWyipWQdWwrlZVfVtdbUS44DHik2N2BMUZvqNm7p7PLcwH8vNvJQIwyNo6MYjXaQd6vuoBBnnbClWrUdLo6Du6hmQ35uLdVC1GbA0JkZhBQsQMdHpmMHJ6R71e3Mlyqb7+alXVxmfLR3pUa3PqHr87Nyvuwl28b7Hs9ykfpeE55F8c+ufE9VOf+WkVz3Yc6e3l7QiIKG4iZ2AVcqOGF8D8OGtoJvFhQSZE+A/6THt7/8yZN5Ytk+UzglJsNxcu/FtLC5roq8Lfe9ibgk+OSSYUZxibswQLcz+AuCIxnvD+xQsMUpwZOpICRl1DMC/S+kmrqsWIrSEhEjMolBJW5mRnJ4aTc62t3y9YsKiuFHtUsb8BG0eksbtwq9+rFqv7+GEOR2l4V92vDmwHBotfvY9nOzDvIn5rUdxEzsAqZCESmq2qDCxJmHyS0FBmdIZTUw/7fBcbG79bsaK/vFzm8xaUEBnMyTnxu99hkUV/jhc7lNHkDS8JpQnG5iRnKjAoaZqJPyZxRWKcAQwSnEk8ZaiELzTAvAgfYNbq6rUj8SREbAYJEcLK8JbMEy7XwKRJmZuzeKvgUFrarTlzsL1U3IVb+8tasbqPGgVHaYCB768+SZL+df9WYFC6bTrPdvgV/xBEcRO5D3whd4yGZqsqI+RWWfMokzGYirhaVXVx69bBnJyTnZ3iV4NSbH4ANEzr83iGk5J0FBvW4/DOKEp48w0wSHAmAoMpO0rQbkRckRhn4Ptcp+2ULzSAsYsetbp67YjVgn6khIi3mTIiBBEE3AH9qNf7bUYSzg3yr+KwA/6Z/4ps+agFGNz3z8s+7Pkw59FVGz/YzEdpUpxpeOev9tQDg7wtk/DDnGqQE8VNRA2slBooIOGavMVMgPnnCQHlxj5MRdxcuPDUhx8OJyXJElS8dhMQru2GHI7T7747kJvLv5EyO8L13KDDcXvGjK97enhXLI/NWVsnYT7mbffbiU+XxMeiGRkTGyaLKUMlIwsNRrUIH2CWWYzYmjgTIop1M1SaIYiQwJHan/7nn2avWrnvgWScG+RfFRsYeer44OcHMX/+0E+WA4Npu2YAg9xthcDA0TDiRX24vhYYpNanYVEcP+8qv7vy818kCGF0JYyZjFgNzsiGpaXROSBUBtwCX8SgYuMq7WpV1bWVK7+/5x5eA/IDyLIjfsFidTAz80hvL68B8dicytLxnYbW5i0fyRfTxAHlrywSU4ZK7rqGjF30KFqMYFevfYkrIaLbJEJChCCCAMNS3stFwKBgxxRZ36goIHjq+NM/fQoMchsnl+6cBwwmv1KcWD1jxq5yEFxQv123DhgksEQsimv1H3BxE1EDK9m0jhHCMruLiFmlaKJ81edaW68+/riqIkQMaiYuRM60tw8UFPx9zRre9+oHECs+qoklnnrhsRkYYIlwwR719YdxAO464ClDJaJrCAgDzKLFCHb12pd4EiI66RArWouQEDEDnZ4ZAp4ehgT8Tcc7B2WfR3lw4rtw+ZZdLMfkbZsMDGa/NhsYzNg94oJ6Y8mStE0pvCiuNRrKxU1EDaxCECLXKypWh+m9d9TrVa58iwLKHpcTLtft6dN1XNqU1RxVuKw87PMNp6T87dVXsdTS5/EMORxY6cP3nsxmnoNvKozN6OHra9xwsbERizXxYWcuY9mbK8WUoRLRNQTq7lr4iBYjhTum2DovEk9CBBMizd7RP47mQE51rbZgQoSECGFdcGTmyXee5r0aymY6Pjwi7sLlH2R5t2lVe5XogtpfVjapLpMXxbVcSrm4iejLNBhfRcLSqcoJQQmZR1lnOer1Dqek6Gy2C2iuii0gsvwWH7zq83gGs7PFKSH+JRl4IBibEzYnAIP/9vSjf/2XfwYGWeZ2HFqWVT9bCwyKdkzXugO6hqQ3ZMDYRY+ixUj6Voet8yJxJ0RGch/in8fKEstAQoSwLOdbWs7V1aIL+7Qds1Rr2DyKi7tweUlFq9t0MCdn7nNT+BNqRThR3ESOYIVI2K3Zo29rptVsq9oawgk4wesHON/SIjOP5/W7Y273neJi8UtamTA8EIzNKS8lAYMvnrj/d20NwGDp3hVGXqDtQJ3BU4ZK0DWkaGcJKBY9yv6tlTTFpv3ZPPEkRLA0g+pDWaYhIUIQRrlSU/NRy/NJ62f9aP/Dy3/yKDDIbSyQ3Qe9H/pLSx/7l9X8V2RBY4mYFJHV9TEKPvD8VF4U13IpFcVN5AjWVSzsy+pEJaTvuhEutGoi+hz2+QazsrQu76jXOzBp0kBe3tl9+0R5gaO5kiSdcLm+nz9f/L5aAhQPBGOzY3MKMPjtj8t3738aGNT/Kja2K5HG4OIk1UWPXPejE0nxjtJIXmkEiSchMnb9rqxz1XI6hIQIYV1uLlz4T6+vwr6Qpt80TajNfeLna2X3udjY+M3GjcNJSev2Lue/InlJJc2Zqew2xZGTf3ixnBfFZatfOVgXl33+CzvBmrWH7AqvhaiE/ABRyI5o1UQColNFQn12u7j4UkODrNCGPR8nXK6b990nzgBrNerigez9eO+EDZmzNuUBg0NLJz7c8rAytTbeUNUrMouRrAaVVdW2IK6EiB+1yJiKjGV7VUmIENZlMCdnQdODwKDzD51a9znX2vrdihV3iovf3vlj/ivygdcext+JOVsLlN2mOHLy5EvzeVFcqzii+vkv7AQ7tyIrPZhHVEJ+gCiYvge1OEZEp4yF+uzGkiV/X7dOlufARiL8puLojVYuih/I1aqq3bsfAQaty9OLGsoiPT9lU2QWIxlbNTteLU68CREbQULEDHR6ZtA6PawOYEbdsSVXf2jlZGdn/8yZ13/0IzGwPfrWGvydWPbKAmW36fWKipOdnU87787RaH3ONpivNklQC+6lUbfZML73+AUc9vmGk5KiYPoe7Evm6JSxMMuC3iGy2Wb8iaMQwWfA09OSNXh5/aWlNx588OA7WxLXT3257RnsgQjhmuMP2XtPZjES6ebuyGG1oE9ChCBiw68+/g+THlr6L20vHnO7LyyYDWOtVJUcc7sHJ0685HSK/hPV7zwPDJKdqardpjhy8vOtD8OGzCcPVA/k5w9lZIRxCCVYgl34EkYTEdkF9Hk8A5MmRcH0PWTzEp0Hos64XFf3/Q9+ICt1oT8vCjgxn6S1r+dCU9M3dXXDKSkDeXnvd74KDH64bwV2TIdwzXHPGIsRJ9h3wtlqQT8EIaK/6866TSIkRAhL8cjORcCgbHPe6Y6OPz2xGMZaqSo50ts7nJh4vLtbTLlXv18NDCZtK1B2m/KRE3Ty5p2MMUS1TqHaNIo3BttTYvwC+jyeO4WFUTB9D3nrr45oQ51xoanp1uzZsvPBR2GeQ+x41ZqCPtvWdu2RR/pnzRpKT//tZx8Ag7LdcxLXz4xLc3fziBYjE1gCaPvEWxwSIjGDhAhhKea9NB0Y5G1IP9/S8uGm5YlPlQb87Y8zn2J5Ze/He+GF7CcPVCu7TfnICUbf0MY3wotSiJxwuYYyMmRNo8fc7uHk5D6PJwTfEX24YTweThRM30N+CTrNJagzzra1DeTny54csyC8HoQJEp3ho9MdHTfvvRfPJDpLmG2NaDGCeRGtzXkWh4RIzCAhQliKrE0ZwCDppYTLtbUvbF0Chld7KHeXSGrdpnzkBENa2Bs/Q0A5BXOlpubW3LmyQZ7zLS0D+fnHu7u1CgrmLwD/EAV/s5Bfgs7EEMqLEy7XYFaWTIig3OSZJHQW0dnXI3q8RmcJs60RLUYwL2JTF/w4ECJ2hYQIYR16fb3AYEL9BGBw9ME59zrn6Y/MiGBDouxGZbcpVx4oRELumgwjyuA6kJt7ubZW1ghyrbLy1qxZGGjD29HCd/BGTYiE7Ayrsy4YdcbXPT3DyckylYO7AsSS1q15875dv16r1ebrnp7B7GxsRonaEma7g6I/oyETGLT9WzhLh1HDakGfhAhhCDo9MyhPr/uP3cAgzekABl/MychkOfojMyIGOye4mzsG3ZCbFcKIGFz7S0v7enpuFxfzZfScwZycq2vWnNu/H3tcwvje40UKPBPV3FJ4MbhHV4lOTw+We4709voTEpRCasjh+O6RR3iSqQHgzpQpSuWK9Hk8Q2lp/M6qtnjjGdX3Hor+0t2z7Zs6slrQp9IMQcSAAx3bk56cPqt5PjD4xX1JAUdmRAzOkvC7RS3oBkTUAYNZWRe2b79WWSlLk+Bn+st1dRe3bg2vrSqCygDTRWHvQdH6dqGh2sLSX1r6/b334o9S1Sf+5sKF38+fz18X7sPTycqIxm7RWcIcHzQearRvMw0JkZhBQoSwDtgU8vjPH09YP6P6F88EHJkRMTgEyxMnGOnDuz0uNPin/Cs1Nd+tWHHz/vsvNDXxZfQImmRcbGz8+7p14bVVRTC6Y7lKtcgVRmQvLVhUk1h+gMGcHJ2K0uW6utvTpxsXWKKaic4S5vjgHfc7CdUljb/eFusLCQUSIjGDhAhhHe5/dgow2N61HRjM3DPXyMgMx6BZJ/+4f8LluvHgg+HdHhcymCEYyM09/f77gzk5qAPEj/5YUTrX2np92bJIdNfimjc8w7CPB8swuStH2V/c5/HcmTJlKD1dR1OebWsbysgIrfclOkuY44OOzzuAweM/+8dYX0goxIEQsR9KlRTrtwEx3snakAIMfuf5HTBI35JlfGRGMry+hM9rRM0zwwhDDsf/+OSTW/PmiSUDcbQER0LOtLffmj+CMW/AAAAgAElEQVRftkglLOC2HZQ7IQuRwz7frTlzAmaYTAoR5eo7vl9XBz78HMJ3jM4S5vjA9aULGMzcPX9i5Zo3PrJHp4hqziDW8dnvHydCBCH9QViEf/+zlzeFAIMJbILxkRnJ8EJXXovp83gG8vIiUeYIgatVVX9fu1amMHiJpL+8/PsFC453d59wue4UFYXXVhXB1hmcIQrZufV8S8vVNWtuT52qb0Nifmkf5m+455vBJ1TtHTFCdJYwxwc9X/UAg6yGHGBQ3jwn1pcTHFYL+mEQIqM7eK1akhmFhIgZ6PTMIDu9f/3kIG8KyW+Yhslw41X5Po/ndlFRf3m5ThQUP4v3eTwDEyeGtnot7Jxpb78zebLMOASzIMfc7tulpYOZmUd6e4+53YM5OZiuCO97D4d0UIiENtI8kJ8/lJl51OsNaN9uXohcrao6//rrw4mJmOEIYYVeUKcXnSXMNkLn9Lx/8QKDJGcqMCjcUWSjvIgUd0JEJkJGoe27BKHNu++wpHXTsSnknuYH0RzJ+MNxYdtQZqZq+h0/PYseVke93qGMjJibiCCqQxzYfsvnjSUcK01NjcRIC4oDzIUEu/sG4YMwR73e28XFOnLQYBFNhwtNTdcee2wwMxMHW8QjigTRWcIcNwCDBGciMEjfmmGvvEhcCRENGWJRKUJChIgCH/Z8mL1qpf5no9qdD/OmkMqfPo6fqIL6LsMpKTfvu08Zpw/7fP7ExPMtLbKigx/gXKt1P65hVyZ2b/Ab/QDhtVVFRMuvEBIMMnsP/aRICM8v43RHR/+MGbenTcOfdaRd6aKzhDluQBdaYJDkTAYGJU0zY31FRoknITKqQ8YWY0aGaqynREiIEFFg6ZvLgcHUphk691m0qZw3hTT9pmnCCzkh/OpXne3EqYqB/Pzry5aJg6l+gIjOqZrk+P/f3r0HR1Xl+wJfeb9IQiCEkPAINE9zzDAqOCURJSokMkjI1cwYZfSYnUAmPBJoo45m8EjM0eCMkzNSqbmk4tEyzlx7zqm58UzNzcyp06esuqmpU13FvbW5cJUrBAoZccADAhLI6/7xSxYre+/u3r33Tu/d3d9P+Yfs9GP3SmD9stb6/X69vdfvvHNk5kxxpcTwQYegRjMy/nPLFmOBiOL86Qmvd3j2bH+LIuYDkc/6+kbT0q7dcw99r6c7zQdCMnPnXApEaF0kgra0oikQoZBDfSbE33WbIRCBMMhvLGISS9+RFeAxM57NMF+qQfN3cdp3OOnx0EkLfl0sWuVAJ7ze0YyMad10EA0tXnzloYfOtbUZ2DpRnxQOUBXNkp2UsaSky5s3U/yhWDQCe7n2fIfXomUSy4ycQ77RFIhgRQRgCt9RX4KURP8qDfi0f5unLjOptSEcCtGkeb7BX2e76VtdsMpYcvIJb5iKaF0tLb2xfPmpnh4Dh0nVTwmwXWLVTgp/nTCUggX97nx+LZMYk+Lor3xyXbrdd6RXNAUiOCMSQzB6elAj9UQpRdEfXBw96jKzvMHsdrLmsv90H2a0heU/e5eqq4cWLTrV06MzEVqkDvUCRDNWBSI86DTQpQ9/c80IPHrfe2UDk1i8lMgXRcJ2YyZFVSCCrBkAUbunPbHStbDJFaAbVrunPXHr/B8dNHseUHP+M1wYI6Z82dR0a968Uz09BgqOqeM/ddkxjtKSTd3r1Dd1Qp1+4Da9voVJLKkula+L9A9MbzNnq0RZIDI+Pq6s+e7IIGR8HIEITL/H36phEtt8aHN85SKpq17zMZvbq5jEXjyy1+R7abaJx2FGPc52dIxmZHzW16c/EOElxTQXOajsmPpZVn07KBnbfFUSsBZlO6fuTOfrIpHSLDAaA5EIgUAEplvx/rWUl8skNuvH+ZqPKWxcoti4MUazTTzOEOjxeW/vWHLyp/39x3w+nS14xhmjhreagQidIeXBCmdVIEIhiFXrK2AVynYuaFrI10V6/hAZf/ucNukjEAGwTEZ9DqXDpNZn8F+PDvcdznrkYaoswk+z+o4GKg2uk7pNvNi0Bfw54fXyWqXjOv5ZOOH1jqalUY6SZmzxVW3tX597biwxUTH4VsWFtPo1nJsbtvO8oB+ti6TtnMEk1vFbZUa9Mzlt0jcViGj04XVc0u5tCERgWk2kw9RnyLK88fXv85Jlpa9uYBJb2OySJ0+zLv5hoORe/dRhB84Q6MTTiNTBnJpYI1+zfMsXra1X160bnj1bUazFqkDEUd2CQIHWRYr2LWMSa/soMjZGoyUQ0YhBnB6NIBAxA6MXFKXDUAeZto/amMTufPEuWZaXNpcwic1smCPTSdXHlvztk0steUf1PKfn9/uIM60/e/6Od4hO9fR8W1xMbW81Ywtq0fdtSYli6+R6SQlt6JhnuDYu/uaaoX/0Go40MIk1HHFEI4WgoiIQCZC26+ATq/gLCdOq3dOesK2IOsjQ6khiXbLvqI/2axKkJHnyNOvBHesseUfFNgEVL7fklWOHnhJhVPeM1k40Y4sTXu9YcvLXlZViZZehoqJboWfb+hPOOitgwJueN+OrFjT8qtHuG9ElGgIRvhqiEW7wrzlvVQSBCEwrCjJoO0aWZVfzHUxib3jeYBKLk+IptY9Os37QUmPJOyoOTmrm0UBgehKeKXuW1kL8VfIYS0o699prYomRccZGsrOtCkTA4Tp+28EktvH179t9I7pEQSAysR7ib9EjyJftg0AEphUFGdRBRpbl5w5LCdsWVf3scTo4Ql+i1ZH/+Ic3LXlH6mhP/z9UVHT6V7/CMYJQiWPoD5WJu9DQ8FV9vaIhjkgsj0ZNf0bT0nBkJ0b0/KGHSWz1i9+z+0Z0iYJAhBY9/AcaE5GI45ZEEIjAtOIpM/THro+7mMSW7F+RsK1oqXsVk9jz7z/PJJb2bJJVbV94q5STHs9YcvL5n/zkSlmZJa8cO0719Fy7++4hlyvAkVVaeTrV03Nz4cIAhWvFrTEDNVshotE59JX7V9t9I9qO/P7IzLLNvCs4AhHbIBCB6SOmzJC+T/qYxNLqM5nENr6xMb5yYnWkeJtlvyWf9HjoBOWFhoabBQVf1daa7PUag6jf3vCsWYroUCwKQgU8jvl8oykpgQ9q8BwcA+30IKL1D/QzieU0zLX7RrRVdFQwibncy+mPCERsg0DEDIxeYGLKDMckFkcNsVazidWRyqLGTXOselNe0+zamjVX1637pqzMks4mTjPdP3tjyclXysp4Uu5QUdH/GRgYj4vjqdH665JRQvVQUdG5AwccEhTib64Z+kfPd9THJDZjR8603o9hG17bxCSWv6dw7RP7+gf6oyYQCQqBCMQQMWWGy905n1phvdf/Hl8daXv2HgvfdzQj44TXO5KZeaGh4fp3v4tGM8bwY7+nenpGU1NPd3ePpqTwNF395UCurVkz+M47Y/Hxl554IiqDQgjAyX3v7vlJKZNYVkMO5RgjELENAhGYPoqUGXKH+24mseS6VFlYHXmvbaeF73u5ouJiTc3lioovWluHiorQaMYY3lOXGvOeb2kZzs3lg6m/HMjXW7deaGwcycr65v77qRIrxI6s+jwmsQGfE48nr9j/HV6HvvXDVgQitkEgAtNHkTJDyg5uZBLL2z1vqKgod8fE6sgn//qxhe97tqPjZmHhuba2011dIzk5isqeoBM/bTOck3O5vPxSdfXQ0qV8ScNfyq7ahYaGy+XlQy7X0JIl6gKsEN3mNCxwbAPe+Y0rmMQS6pKoDn0UBCKW4/XR+LmT2xXTJi8JNdTKuweVNdV05QojEIEADvcdztq0gZ8qD5UiZYY0vdsU91R25d+Vj2RklPztYiaxlGcTrLjZ2/gJypMez2h6OjreGUPd7+jMzYWGhqvr1l27915K6z0+MDA8a5bO88VftLZeX736mwcfHM7Jwfci1izd+x1L+llOh+wdefSLEHXm0zHph2le5rOz3YGI113ePTjY3e0d7C6f/DATn2Cwu3xiZcXr9l+3xK3v4yIQgQDWvrKOSaywaZGB56pTZkRnOju/KS19bFM6k1j+j7QfY97xgYHx+HiUzzJsODf39JEjN1au/KK19cbKlV9XVl4tLR3OzR3JydGfbn26q+tWQcFXtbVjSUnoPhhr7nrhfsc24E2QkljdRCDS90lf8Ek/XPMyn53tDkQGu8tZudvd7dX4mtdNH1gItKZu+fgfCBUEImZE/ejlNxYxiaXvMNKOTjNlhvuqtvZFxg5Ur4irya6uv9PcbQbCG7lFmfD87F0tLb2wc+eVsrLTXV235s690Nh4c+HCUAvEnfR4RjIzz3R2Oud7EfV/c6dVSKP30Gubndn3jjJ64qQEikW8f/YGn/TDNS/z2dnuQGR83F851smPOz7udU9+7fY1epq/oyh6jrFw4vcMV2LlygKW9cjDtBfjO+pjfxtPvy7ws2b6X1lMmZnJ2P9mTKyO9QfGyhk729ExPGcOneGw/7PjiurKxe3br5SVXdy+fTVjVxkbfOedsaQk6jOn/3WODwyMxcfTCopDPheuhO3KD956hkmMrXLK/YhX9AjDvOyPvzsIt8Hubq+w9iOu/igfOOUxIXxexbcHYlzpqxuYxObszs965OHarjomsUQpxdgWr5gyc2vevBvLl4tJFiPZ2ccHBo75fGPJyQ75LRnUzre03Fi16nxLC21yfdbXZ6zPnHPWQiDMHNuAl5Zs0+qzmMTSdmTKuguahWFe5rOzzYEIfYLB7m7v7ajqdqDFHzPxFXEcQvy8CERAtLS5hEksSUpmEpu9Ky+x0rWwyUW5baG+FE+Z+bS//2ZBwcXt23nqJq85Bg53uqtrePZs6sSLYAIMcGwDXmo3kdOYxySWtXOWrCMQCdu8zGdn21dEbm808Y8ruP1BmWKVKMR9KAQiIKI8F6rtkVKXxguxG/h3hKfMnOnsvFJWRs1a6Us8LxQc7oTXO5aYaFUbIIhBjm3Ae+ifDiVULVrYvIRJLH/3AlnXikiY5mU+O9seiIyPTywBTS8EIsBRnkucNHEuhMKRXd27mMTWvrzewEtRygz1lBeDDwpNrP8AMA2wEAJmOLYBb9O7TUxiy15YxiRWtN8lh7Y1Ew5OCUSmj+apHLt/MCJPlA0abZqm1KcziTFqBzNZiH1u4wKdL0KlR5555zmeMnO1tJSOo/LmZ9RBPspGL8wwemZg9MwIafQc24B325tPMolt+dkW9vQMVpoY7IyqDRx0K9MNfyGBozyX+c1FTGJJdcliIfbEumSdL0KlR3IaZydULaKUGTqXKgtFwcXzIgAQxRzbgHd9awWTWOfvOvkVp036CEQgFlGeywOvPxD3VHb+3kIqxC5PtqnTWaSZSo8k1iVRygydVKUv8fjjSlkZnX8EgOjm2Aa8y5tXK/IBnTbpIxCBWCS2hqFC7I8dqpJl+c7nNVrGaPId9SVISbxqcu+fesXjIPy86o2VK3H+ESBGOLMBr7oJjtMmfQQiEIs0W8PIkyslejJ4aT+YSo8wifmO+uikKn2Vn1flmzUAEPWc2YA3vW4m/RvFrzht0kcgAjEnQGuY1t5WnRm87Z72xEpX/p75TGI5DXNk4aQqGUtJ+b/9/cO5uRbeOQA4mTMb8DKJpdRN+efOaZM+AhHQJZpGL0BrGKr8s9xdzKu/+3P7lElNzqNvbFH3aL1eUvKXlparpaVydI1e+GH0zMDomRHq6DmwAa/mEVqnTfoIRCDmiK1hFPo+6WMSS65LYxJb2OwK8CLiKRNZlm/Nm6c4C8J7l1h45wDgZA5swKuZVOy0SR+BCMQcsTWMGq9vNrNhDl05+JuDWZs2HPywXXyYeMrkhNer3oI519Y2VFREXdMAIBbobMB7uO9w9kObAq+5WoVWee8/8Ih40WmTPgIRiDmKxQwFyuBlEkuQkujKvN0LmcSW7FvBH6M4ZXK6q4u2YEQnPZ7RtDSx+x0ARDdqwBv0tPu9P13HJLbiBY3dYctRfXfFArDTJn0EIhBz/KXMkDvcd/Nyq/0D/bTDyiQ258fz+WMUp0yofKr6pVAyHCCm6GzAW7R3JZOYa384ulBRfXfFLTlt0kcgArElQMoMKTu4kZdb7fq4i/4aKyquKk6ZXKquxhYMAOhswJtWn8UktrT5b0y+3ZHfHwm6xaO5SOO0SR+BCOgSNaMXIGWGNL3bFFeTvaw6hf72uprvYBKbUT9LzMoTT5kMuVzfFhcH3oKJmtGzBUbPDIyeGaGOXufvOoM24KXfhSwpBl/580omscK9iwI85sEDjzKJdfy2Q7zotEkfgQjElpb3WxKqFj13eIe/BxwfGBjJzOx8qDC+cuHTv/wRrYXcsf9u8VgJP2Vyqqfn2+LikRkzsAUDANSA9zsv3BvgMfS7kCXF4CvaK5nEMncGeh2qFq1I5HHapI9ABGILrXAEONb+eW/v9ZKS//bMQ7SJm1i59L5X71dUXOWnTLApAwAc5f+7mu8I8Bja2LWkGDytdsRLiQEes6BxJZNY3yd94kWnTfoIRCCG0MnTxLrkAd/AcG7ucF7eMZ9P8ZizHR2XKyr+/cBeJrG0+kzaghErrk6cMqnLuDV37uiMGSe82odeASDWeP/sFfdcjvz+yMyyzYozHPRbTWrdDPPF4Gm1I3At1+wdeeqz+U6b9BGIQAyhk6drf3ofdcq9XFFxtqND8ZgLDQ0XGhpOejy8oEjXx11ixdVn3nmOSay4KgPd7ABAQaynvuWtLUxiLvdy8QG0sZu9Yw6T2IyKdWaqidBqR+A+ndSbU3mTDpv0EYhADOH7MtQplxY/6EvHfL4hl+uYz8ejk/wn0ukvuffPXrHi6uxdeQnbinZtyLb1owCAE6XUZfCJ//5XH2ISW9C0RHwAbewu3lNM/7wEruAcGK12KJJixGUY31Gf5mEUp036CERAl4gevcN9h7M2bWg8spvvy1Cn3GM+30hmJu3OnG9pGc7NpQMilALz3W05TGLJdan0InyBJKUujUns77ct038DET16tsPomYHRM8PA6M3cOZfvldzz0nomsfzdC/hXefkAKgYvVnA2gFY7mMRq/uEpfrGio4Ivw9Bm9NzGBYonOm3SRyAC0W/tK+uYxGbtyk3ctuS+V++XhU65POwYzsm59Pjj51taRrKzKQXm0R8WMonl7Z5HL8IrrlI48uGuSvs+EAA4lGvPd/jh0CV7i5nEMnfO4l/l5QOoGLxYwTlUtNqRVj+DSWzty+v59Q2vbWISy9udP7NsM+0jKxrNyAhEbIRAJGblNxYxiSXWJfHiHzzauLh9+/mWFjoycq6t7Zt1666tWUPPevnH6+Jqsh87VEV/FCuuMon9xz+8adfHAQDHEtNl5zQsYBJLrkvnXz30T4cSKpc83fls1ZtPihWcDbwRrXbM/nG+Ys3jnp+UMoml7chgEpu3t5BJ7MHXNiqe67RJH4EIRDnfUR9fwGQS6/1Tr9ij7lxb29dbt9KRkZMez8jMmTwdly7y1xErrqY8m4DCIQCgJhYQS6+bqUjT5QXXq96uop3iwEdNA6DFlZX7VyvqPq/Y/x3+yrN35akbzcgIRGyEQCQ2URfsRCmF/kXwHfWJPepOejw3Vq6kIyOyLI8lJ/N03M/6+oYWLbo1d+44Y8N5ec1Hdsc9lZ2/t5BJbN6TyX7fDwBiGJVUp0pFfCeXr3lse/NJ+urLH7zMnspatM+lrr+uE6XyPfjaRto15m8xv3EFk1h8XSKTWFZDDtPqfeO0SR+BCES5dk97YqUrf898JrGchjmyqkfdSEbG1e99j46MKIymplKOLk+laXswJ64m+6mqgnDdPgBEEt73jrZOaDmW1xNb31rBJNb5u076Y2tva3xlUdDeNJp4W13aDOLLKjyVhkksqS5VM9Bx2qSPQAR0idzRo/JBD7z+QFxNzqNvbJFVPepOejxBa7RTou/xgYGxhISLTz6p2Ws3gMgdPSfA6JmB0TPDwOi96Xkzvqqw4VeNtBabWp/JJOZ+z00ptcubV9MGMT1YT28af/guj6Luc4KUxOomApGEuiSmajQjIxCxEf5CxibeF4Zf4Zky+lGi7+fvvntr7txvi4tR1h0ANNGOydqX19P/zG7MZxK766d3UUotHV/l2yh6etP4w3d5xGUVSqWJkxJ4LMJUjWZkBCI2QiASm3hfGH6Fp8yE5HpJyYVdu67de+/ojBmhxjEAECOo+OHcxgW0dbLcXcwktvz5VVTZjI6v+o76xAcH7k3jD9/lEZdVJrpY0JG4yVhE0WhGRiBiIwQiMYiXD+JXTvX08ATdkFzcvv3qunVf1dePJScjZQYA/KGkFdo6uefAPUxiBXsXUWUzJhSAl1W9aULCd3nEZRVKpUmrz2ISi5PiKRZRNJqREYjYCIFITDncd5j3hVm6r5hfN9wv91xb283CQnVvGgAAEaWxfP/v/wuTWNXPq+KrCnMa8pjEMnbOVIcditBEP77LIy6r0H5QTmMek1iClMj89Ph12qSPQASiU+mrG9hkX5inO58dKiqiUu7DubnG+uWe9HhG09KwKQMAgVEaS8mLa5jEartqmcSSpDSew6Kocyr2pgkJ3+URl1VoP2hh8xImseS6VCaxtB2Z6uc6bdJHIAK6RNzoLW0uYZN9YV7qahxLTPy8t9fwvgwZS0oytikTcaPnKBg9MzB6ZhgbPUpjKdxTxCT2+kevT+ySTB4dvf/AI+KDxd40od2bsJTC/5/2g5a9sIxJLG1nOpNYllBgXvxcdk/IU8REIMJUDPxsQWShM6pUTegf39h1q6DgfEuL4X0ZAACdWt5vYRKbsWMWHRRlQo+qhCcKFHVOxd40+tGhVL7Lw5dVKJVmy8+2sKcz5+1dwKa23FNPhQ6Z/R10K9MN8UfsoDOq/LeQ/+VuvHrfff+5Zcvw7NnG9mUAAHSigxqUuuL9szdnZz6vbMYm211xYm8a/ahICd/l4csqYsG0zYc2M4kV7Xepn+60SR+BCEQV8YxqSn06bZReqq7+qq5uOC8v1EJkAAChmlwFiaNVimX7/oZJLLkujQIRRWcZsTeNfhTr8F0evqwiFkx7+YOX2dOZvG2nyGmTPgIRiCriGdX5zUVMYnm751EFM7GPDADA9KGYY8aOHHnyH6WMnVl0UZFMK/am0Y/Xd6c/8mUVRcE0v7fnsEkfgQhEFfGM6gOvPxD3VPZjh6qMVTADADCGtmNyf1wgy3LTu01xT2UtbHYxiSXVpSgeyXvThPT6vL47/ZEvqygKpvnjtEkfgQjoEimjJ55RpSXQ4wMDI5kaCWzhFCmj50wYPTMwemYYHj1X8x1MYvP33D6fUfV2FZPYrMY5ike+6XkzvmqBou/dkd8fod40/l6f1lF4fxm+rKKzKonTJn0EIhA9FGdUaQn0897e6yUldt8aAMQQ2o5Z3rKKX3n5g5fZU1nqExsdv+1gqr53W97awiTmci/39/qKkyW0rPL04ad11ml12qSPQASiB5U35mdU6SI1zrX3xgAgptB2jOZBUQUq0L58/99kP7Tp+XdfoIv3v/oQk9iCpiX+nqXItaFllSfe/oG6YJomp036CEQgerR72sUzqnTxQkPDhYbQ9l8BAMKDEnFn/jiXSSxtxwy6eM9L6xUlQBQWNK4Uq4/QsspdL9+rLpimyWmTPgIRiB5U0JCfUaWLlysq0CAGAJyJSpNRRTIeWyzZW8wklqlVFJVk78gTE3BoWaWoeZmYShOA0yZ9BCIQPYr3r1Wn6VPurl23BAAQgO+oj0kssS6ZOuVSuTPKwk2uS/f3LCqPxv9Iyypzds3TmYDjtEkfgQjoEhGjRykzijR9J+TuRsToORZGzwyMnhnhGT3ehoZJ7M4X75InG9qJoYaYR0OxCxUpIeKyCk+lCfSODpv0EYhAlKCUmdT6KalrJ7ze4dxcu24JACCorPo8Hogk1iVTnEE1CHhpMjGPhsKOuY23T5DcXlbRV6TVaZM+AhGIEpQys3RfsXjxdFfX1dJSu24JACCoOQ0LaF9m0d7lTGIHfn2A96bhx1HFPBr6t06RHcNDGT1ta5w26SMQgSjR7mlXH9Q639KC/jIA4GRL936HYojnDksJlUWUhZtanylGFWIeDTWaefC1jeKL8GUVPY18nTbpIxCBKLG5vUrd2fJSdfUXrcF3TAEA7LK6ZR2TWNqOTDELd3ZjvrjPIubRKBrNEL6sojgkp8lpkz4CEYgShbtcvO0kh5QZAHC4dQfKmMSyds4Ss3CXu4vFZnhiHo2i0Qzhyyp63tFpkz4CEdDF4aPnO+qjLVVFtycnpMzIjh89h8PomYHRMyM8o/fwwUdp20XMwr3nwD1itCHm0Wx780l1w16+rKLnHZ026SMQgWhAf4Hn714qXkTKDAA43+ZDm5nEiva7xCzcqp9Xic3wxDya9a0VTGKdv+sUX4Qvq+h5R6dN+ghEIBq0e9oTK13Vb9eIF5EyAwDO9/IHL7OnMx87VCVm4db8soY3w6MAhefRLG9erd6G5ssqet7RaZM+AhGIBlTcXXFSFSkzABBZeBZuy/stTGKrX/yePLniy/No6LwILzFC+LKKrndx2KSPQASigWZxd6TMAEBk4Vm4v/jdL3ixEMrX5Xk0dF5EcR6OL6voeRenTfoIRCAaaBZ3R8oMAEQWnoX763/9NZNYTsNceTJfl+fR0DkSM+/itEkfgQjo4qjR+8f/8Y9Zjzz8/Lsv0B81i7vLjkmZkR02ehEHo2cGRs+M8I8ez8IVG8pQvi7l0Tx9+GkeoBjmtEkfgQhEnrKDG5nE0ndOJKppFndHygwARBwxC5fn6/7grWd4Hg3VXVXUdw+V0yZ9BCIQeehECC9m3O5pT9hWpKgziJQZAIg4YhYunRcZ8A08eOBRnkdDdVfvP/CImXdx2qSPQAQiT0Z9Dm2jUpoMUmYAIDqIWbg8O+bO59fyPBqqu6r4vStUTpv0EYhAhKETIUn1KUxid754l4yUGQCIFmIWLp0X6f1T74LGlTyPhvCNpa8AACAASURBVOquKuq7h8ppkz4CEYgwdCJkSfNKqvzjO+pDygwARAcxC/euF+6nwiHZO/J4Hg3VXW390NRvWU6b9BGIgC6ao3e473DWIw//5P2wLjzwEyGu5juYxN7wvOHwlBkZmQvmYPTMwOiZYe/oPfTaZsrX5Y20eN1V3pXXGKdN+ghEwLjSVzcwiS1s1lXLzyr8RMhzh6WEbYuqfvY4UmYAIPpQssxLH7zE83h53dWeP/SYeWWnTfoIRMC4pc0lTGIzG+aE8035iRCqNrhk/wqkzABA9Gk40sALh8xtXCALdVcpYdAwp0360R+IMD8s+lGJaXQ4I0FKCv+bev/s7fukj0ksrT4TKTMAEH3e9LwZX7WAFn2pcAivu6o4EqeT5lRo9xQ9Ph4LgQiH4MNalL0SJ8Wr2y9N95vyEyG8NTZSZgAgynT8toMXDnnwtY2yUHfV5Cs7bdJHIAIGUfZKan2GOg6Y7jflJ0Jyd86nv5bi7wdDLte3xcVImQGAiNbzhx5F4RCx7qoZTpv0EYiALurRo+yVpe5V5nPJ9FMUUb3DfTeTWHJdKn/ASY/nZlHRyIwZzkmZke0+ex/pMHpmYPTMsHf0PP/mURQOEeuumuG0SR+BCBhE2Ssb39gYX7mo4VeN4XxTfiKEms7k7Z7HH4DTIQAQHfoH+hWFQ8S6q2Y4bdJHIAIGUfbKru5dTGLL3cXhKSiiKKLa9G5T3FPZVPxHluUhl+ub9evPdHZO920AAEw3deEQse6qGU6b9BGIgEGUvfJe/3tMYsl1aeEpKKJZRJWc6un5trjYaZsyAACGKQqHiHVXTb2swyZ9BCJghJi9wlNXQi0oEmphVkXKjAIyZQAgylhVOETBaZM+AhEwQsxe4akroRYUCbUwqyJlRmE4J+eE10huPQCAM5ksHOKP0yZ9BCKgi2L0xOwVSl1hUpxmQZEAyx6KwqxBF0jaPe3++l+f6um5tmZNqB8qbPCzZwZGzwyMnhm2j55VhUMUnDbpOyEQGewup7so7x6cevn2Bf4Y/iA/z/LP9h+paCJmr1DqSlJdsmZBkQDLHorCrEEXSDa3V6mLqBLsywBA9LGqcIiCjkk/TPMyn53tDkS87vLuwcHubq/4Cb1uxYeb+N/B7nLm9k4ZDa9b30cOcyBiS2fasBGzVyh1ZdE+l2ZBEX/9aNSFWYN2rinc5WIS6/2TslLZcG7u6IwZ2JcBgChjVeEQheCTfrjmZT472x2IDHaXs3K3u9srXur2To28OK9b/YH1BV9hDkRs6UwbNurslfaP2uMrF0ld9ZqPVB8fURdmDdy5xnfUx3thi9ePDwyMZFr86wIAgBNYVThEIfikH655mc/Odgci4+N8PWfKjWt94ImPKzyFsfJyrYEZ99/uTkH9HbLmypY0xe/30/he4b2ibPjCmDwZWMz6cf7hvsNs7RpaCgrQj4YtY2JhVs1Hiu9ORQbZthTF/axm7MbKlTaOBq7gCq7gyjRdEQuHGH4dncIzL2vydwfhphFrKT/w5OqPkjAIAam/Q9PKls604eEve4WWN+5+5V4msTm787MeefiZd57z14+GTplsPrSZ1lGCdq5p97QnVrqq367hV44PDNxYvvzMW29dKSubjo8JAGAvqwqHKOic9MMwL/PZ2eZAhD7XYHe3V3HrUz6wap2HP1b3ClA4AxFbOtNOK3H0/GWvbHz9+0xiuY3zmMSSpGQmsdm78vz1o6FTJi3vt9A6StDONYri7scHBq6tWXNj+fKL27c7v6Z7mIPgKIPRMwOjZ0a0jl7QST9s8zKfnW1fEbl98nZKBDV1u0lAj+LP0ht2hfNHypbOtGHjL3ul7aM2JrF4KZGXOEupS/PXj4afMqFR2tT+/cCda/jx2CGX69M//vHmggUnPZ6L27dfu+ee8y0aeTQAAKBJx6QfpnmZz862ByLj4xNLQNMrnIGILZ1pw8Zf9gqtA/GlIB6OUD+atS+vVzySTpnQOkr+roWaj+QocBn44MjNoqLhOXNOejyyLJ9ra7s1bx6aywAA6BfK1kw4OCUQCYNwBiK2dKYND3/ZK6Rwz2ImsaS6FF7ijPejmdu4QJ7MaqazI3TKRFxHUT9SPPSaWp+haK570uMZTU2loAQAAPRw2qSPQGRaiJ1pNX+/j0QUGdR21TGJzd+9VPMxP+x8Mu6p7Py9hbzEWXJdqizL1ENSnsxqprMjdMqEr6PwzjXiIyn/mR+PvVJWplj/GEtKQpc7AAD9nDbpIxCZFmJnWvr93lqH+w5nbdoQ5mppPIZQZK+oUYkzCkfyds+TJ/vR9A/0U9UyOjvCT5nQOsq8PQvUj6T8Z15RfiQ7G2EHAIAZTpv0EYhYT9GZln6/t9baV9YxiRU2LbL8lf1hjGnGEAFQOEKJZ3c+P3HUlEI0OjvCj/HSOormIyn/mafMjEfmIfZoPXsfHhg9MzB6ZkTr6Dlt0kcgYj11Z1rLM3jzG4uYxNJ3ZFn7soFpxhA6USTx/PvPi0dZNftJqh/ZP9BPW13/9aOfo4gqAIBJTpv0EYhYT+xMy3+/t/D1+XFRJrEBX5j2KcTKKP5iiABae1vjKxdV/exxJrGU+nR+diTwI3n+M8VA//O//+ZmQYEVnwYAIHY5bdJHIGI9sfQW/b+1GbxU7DxRStHMoZ0mtMwTOIYIoOvjLiaxJftXJGwrmt9cxM+OBH4k5T/T6khqfcbnvb3XS0pMfxQAgJjmtEkfgYj1xM609Pu9tRm8VOx8YZN2t9uQ6G8RTMs8gWOIAPo+6WMSS6vPZBJ74PUH+ImQwI+k/GdaHVm6r/hUT8+1NWtCfWsAABA5bdJHIGI9sTMt/X5vbQavhUVK9LcIpjcNHEMEpv98iaISGq2OPN357NmOjssVFQbeGgAAOKdN+ghELKboTEu/31ubwSsWKVnuLta5pKFJTJENvDrCys2Wq6dzu3rOl/BHUv4zrY60vN9yrq3t661bDd+AjaL17H14YPTMwOiZEa2j57RJH4GIxdSdaS3P4BWLlCTXpelc0gjwUpQiG3h1RFzmMeYO9906z5eIjxTXUS40NFxoaDB8AwAAICMQsVF4AhExZYZYm8GrKFJCkzQtaRh7KZ4iK66OyLJ88DcHszZtOPhhu6xa5jGm7OBGnedLxEeK6ygIRAAAzHPapI9AxGKKbvWy1Rm86iIlfEkj1HKrihbB4uqILMvzdi9kEsvfU6hoDWOYWN9M/yPF1ZGvt24919Zm5h4AAMBpkz4CEYuJKTPE2gxeccWFJmnqLdc/0E/lVmfvytMZjogtghUFxPoH+inEoa0fsTVMmImrI5crKs52dIT/HgAAoonTJv2YCESYyvR9g9VnKazN4BVXXGiSpt5yXR93UbnVBClRZ/V3MftGUUCs6d0mCkRo60d/WXfLiasj19asOdXTE/57AACIAuqp0CGzv4NuZbqFYUVE8yyFtRm84ooLTdKL9rmYxF764CVebpXpq/4uZt+IBcRaP2x1Nd/BJDajfpYYjlhbH9aA6yUln/eGqYCbtaL17H14YPTMwOiZEa2j57RJH4GINeh8huZZCmszeP2tuDzx9g94uVWmqv6ueXxEzL4RC4g9/csfUabPin2r+daPv5SZ4wMDN5YvP+bzWfLpArtZUPBpv8VdewAAYo3TJn0EItag8xk5jbMTqhapz1JYlcEbYMVlyf4ViZWu/D3z+e6MWP1d3a1XM/uGVkdc+1cmVi6979X7xa0ff2m3t+bN+7a4ODw7JiPZ2ccHwtRbBwAgWjlt0kcgYg06n5FYl6R5lsKqDF51kRJZXT29JmfenoWK47Fit1714o2/AmK09ZO/t9Bf2u2n/f03Cwp4Vu1QUZF6aeSYz3crL284L8/kqslJj+fGypVmXgEAAGQEIjaavkBEbIfLtBrRWZXB2/J+S0LVoucO71BcVxzjUByPVXTrVS/e+CsgRk8PkHZ7prPzSlkZtYA56fGMZGae6exUPOZ8S8vF7dtvrFx50uPR+TEpoBHDmqGior/s23dx+3adrwAAAP44bdJHIGIBsR0uk5jvqPJXf6syeOkMadtHyloaiurpiuOxim696sUbfwXEgt7PV7W1XzY1HfP5RjIz/7Jv37V7771UXa14zHBOzgmvV8y81Vw44Y4PDIwlJl7YsWN41ix6yqf9/SMZGTeWLVNHOQAAECqnTfoIRCxA7XDpfEaOVpFTSzJ4qbZHYl2yeAqVKKqnK47HtrzfkrBtSVHTcnVyDS3e+CsgJtIcvaulpae7umRZvrh9+41ly744cOBmQYH4gOMDAyOZmbIsf9nU9FVtrSzLJz2e0fT0AGdKTno8twoKbi5c+HVVFbW4O9PZ+U1p6WhaWuQeEInWs/fhgdEzA6NnRrSOntMmfQQiFrjdmbYm59E3tqgfMHGedN/KkCqfKlBtj7U/vU/9JXX1dPF4LK2jPPbWY+rkGvXijf5C7LJwevSE10uBwtDixZ/19fEH8IMdtIkjy/L5lpZvS0oCVGo/09l55cEHR1NS/m9//2hq6nBe3l+fffbLpiY99wMAAEE5bdJHIGIBdTVVBe+fvUxitBShp9SYJn/7MrLWMQ5+PJavo/z8n3+uSK7RXLzRX4idr3aILm7ffr6lhef08vjjs76+ocWLZVm+UlZ2Yffua2vW+HtZOlMivuDQ4sW07gIAAOY5bdJHIGIBPZ1pU+oyFKXGQmoNE2BfRhM/HsvXUdTJNZqLN/p93tt7vaREcfFUT8/1u+66uWDBf27efL6lRYwqRlNSRjIzR9PTT/z7v49kZvo7JkKhDP8jX2sxc6sAAMA5bdJHIGKWzs60i/asVJQaU9f2CODQPx+i2h4674ofjxXXUaytkXq2o4POcIiO+Xyj6eknPZ4TXu/w7NkXa2rEqIJT7OCIrpSV4VAqAMD0cdqkj0DELM3aHmrrfvqQotSYWNsjKHVT38DoeCyvkUqhT0gZMUHx8iH+XK6o+La4WDOqCNA1JqREXwAACJXTJn0EImb5q+2h0PRuk1hqTFHbI+i7BD2GokDHY3mNVLroLyNGD/XoBe2Fe7ajYyQrSzOq+Hrr1nNtGodd5CgtnxqtZ+/DA6NnBkbPjGgdPadN+ghEzApwhlSN5/EqansEfaKeYygi8UQIX0cJKSMmqKAt6I75fGPJyZpRhb9irFQbzZLbAwAATU6b9BGImBLqGVJeakys7RG00JnOYygKIdVINcDM0sUXra2Xqqs/7e8fS0oSl0wuVVd/0Wq27BsAAATgtEkfgYgpAWp7aOKlxsTaHkELnek8hqJg7YkQBZNLF6e7uq6Wlp7p7Lw1d664v0NlWK24QQAA0Oa0SR+BiCkh7ctM/ARILKEuSaztwWux+9PuaU/YVqRu6huYzhMhgQuu+2Ny6YIKnX1VW3t13TqquCrL8gmvdzg31/BrAgCAHk6b9BGIGBfqvgzhCxW8tgevxe5PqCkzRM+JkJMez2haWuCjHppMLl1QMbSrpaUXdu6kimfy5DKJ4dcEAAA9nDbpIxAxLtTaHoRKjYm1PXgtdn9CTZkhek6EnG9pubFqlWapDwVx9I75fGMpKSHdjNpoSspoevr/+/WvqeKqrKqpGk2i9ex9eGD0zMDomRGto+e0SR+BiHHGFioq/n4rk1h8XYJY26N/oF98zOG+w1mPPMyLroaaMqPflbKyizU1X2/dGtKzeL12S4xmZNDeEE6qAgCEgdMmfQQixhlbqHC/546ryfnuKxMnPXktdvExpa9uYBJb2OySjabM6DSSnX3qvfeoL51+1ibZ8vgjaD4wAACY57RJH4GIcZYsVPBa7OLFpc0lTGIzG+bIRlNm9ODxBF+T0OlcW1uoiygB8A69UVnKDADAaZw26SMQMciqhQpe4ky8SCFOgpQkU8pM1aJQU2YCo0wZvhQRuEaqOq0maHH3UN1YufLcq6+ilBkAQBg4bdJHIBIyOsDxzDvPWbJQwUuc8SsU4sRJ8XR2ZHN7lYGTKAHwMmI88+VsR8eVhx++sWqVekHipMczlpysaFBn+WGOL1pbh1wuHBABAAgDp036CERCRgc4Zu/KM1DbQ02dwUt7Man1GXR2pHCXS2cZeJ3OdHYOz5lz7uBBXrSDWuaePXTo5oIFiljkfEvLrblzT/X0iKN3tbT0dJcF/Xu5Yz7faEpKFJcyi9az9+GB0TMDo2dGtI6e0yZ9BCIhowMcKXVpVi1UKDJ4qXzZUvcqJrGXPniJeuP5joZcc8yfr2prr61Z83Vlpbpox0mP52ZhIW3EHB8YuLFq1Tfr11+7995zbW3iBg0a5AIARC6nTfoIREJGBzgUbVzMUGTw0vHVjW9sjK9c9MTbP2ASm797qfl34a6Wll588snrq1drFu2gIOP4wMC1NWvOHjo0MmPGX2tr//rMM2MJCZ/2T9whTpUCAEQup036CERCIx7gsKq2hyKDl7KCd3XvYhJbsn9FYqWr+u0a8+/CjWRnD77zznBenuaZDDq4emvePL7m8UVr6zfr149mZPAr41G6XAkAEAucNukjENHrcN/hrE0b6IxqSn26njYuOikyeGnF5b3+95jE0uoz/W0AGesRQ/1cTni9Y4mJmkU7vmxq+rqyUqwscrqra2jJEjopIsvyp/39NwsKQn1fAABwCKdN+ghE9Fr7yjomsZzG2QlVi+Y3FwVt46KfmMErZgUH2ADimS+hvhfv5zKWlKS5vXKms/PGsmXirs1Jj2dk5sxvi4spxffz3t7rJSWhvi8AADiE0yb96A9EmBYD37n8xiImscS6JCaxB15/IGgbF/0og3e5u1iRFczb46k3gCjz5Uxnp/53oRWUoP1cPuvrG01PF1/5+MDAWELCvzB2rq1NRms6Q6L17H14YPTMwOiZEWWjpzkb2j1Fj4/HQiDCmfmR8h31UfYK/WdhMq08mcGbXJemyAq+w323vw0gynz5sqmJ/hh0m+aE1zuWknK2o0NPCRD1YslYUtJfa2upiJm1ZVUBACDMnDbpIxDRxfNvHiaxRCmFAhELk2kJ34URs4LLDm70twFEmS+XqqtlWT7V0zOSmUkHOPw53dV1Y8WKyxUVhvu5fNnU9FVtrTwNZVUBACCcnDbpIxDRpd3Tnljpyt8zn0ksp2GOhT8QhO/CiIdCmt5t8rcBRJkvVBP9UnX1N+vXBw4Ozre0XKqpGU1NHU1PN5Z5SwshQ0VFF2tqzrdYVuYVAADCzGmTPgIRXSix5YHXH4iryXn0jS0W/kAQ2oVhUpyerGBqVkf5L7IsD+fknHn77cCNWswXZT/T2flNaelYUtK1e+8N0JgGAAAczmmTPgIRXai2hyXlyzTRLkxSXbKerGAeVYxmZHza13ezoOCYzzeSmRngmIjhHRnuVE/PjeXLby5ceLOgIPA2EAAAOJnTJn0EIrpQbQ9Lypdpol2Y/L2FQbOCj/l8w7NnU1uWa2vWfLlr15WyMjlYB13ztVBXMjY8e/aVjRtHU1MVPfAgqCg7ex9mGD0zMHpmROvoOW3SRyASnFjbY1oFOBTCifm3Fxoarn/3u5Q7c7aj43JFheZTTno8YoEyYz7t7x/NyDj/0ktjycmo7w4AELmcNukjEAmO2uFSbQ97icshMuXLZGdTI9xjPt9oaupwXp56gyZo7RCdxhkzub8DAAC2c9qkj0AkOGqHS7U97KUIKY75fIr1Cc2+uFfKykIqfeaPv2KsAAAQQZw26SMQCY5SZjQbvoTTMZ/vZkEBXw7RRCdFhnNzxaWRkcxMBBAAAECcNukjEAluulNmdNKzw8Jb1vE0GUsOiAAAQNRw2qSPQCS46U6Z0Wk4JyfwcogstKy7uH07lR2z6oBItJ4eDw+MnhkYPTMwemZE6+g5bdJHIBKE+ZSZoI1g9KAiZkEfxlvW8Y4wVh0QAQCA6OC0SR+BiF+H+w4r2uEacMLrHUtMNJ9sor80Kh0p5Tsy5iuIAABANHHapI9AxK/SVzco2uEacLqr61ZBgfnmLHr2ZRR43VWTbw0AANHEaZM+AhG/ljaXKNrhhmqoqOgv+/Zdve8+2iUx7JjPN5aSEuqzxLqrAAAAxGmTPgIRv+iMqtgONyTHfL7x+Pir3/veV3V1JvNWPuvrG1q8ONRniXVXAQAAiNMmfQQi2uiMapwUr6cdrqZP+/uHc3JGZs78vLd3NCVFs+apTjpPqqqfxeuumhetp8fDA6NnBkbPDIyeGdE6ek6b9BGIaKOy7in16Xra4Wo61dNz7e67eeVTnk9rAE+BCYm67ioAAIDTJn0EItqorPv85qKg7XD9UXShO+H1DufmGgsLLjQ0XGhoMPBEAAAABadN+ghEtFFZ9wdefyBoO1x/1JXETno8NwsLDWzQ6M/dBQAACMxpk37sBiKH+w5nbdrwk/e1J3jzZd2/qq1VHxS9tmbNqZ6eUF/qammpVUc9AAAgxjlt0o/dQGTtK+uYxAqbFml+n8yXdf9669ZzbW2Ki8Y2WTR76gIAABjgtEk/dgOR/MYiJrH0HVnqb5L5su6yn8UPY/kvTqiOGq2nx8MDo2cGRs8MjJ4Z0Tp6Tpv0YysQyXrkYdqL8R31JUhJlJo74FPO8b2/f5dJbGnzHca+x0Mu1/GBgaHFiz/r61N86ZjPN5KZGdIxETrlauxOAAAAFJw26cdWIMIkNmd3ftYjD9d21TGJJUopTGK9f1I2guls2py4df6PDho5o3p8YGA0I2M4J2c0PV1zGeN6SUlIrWdOd3VdLS01cCcAAABqTpv0Yy4QSZKSqYNMYqVrYZOLSaz1w1ZZlodzc8cZo7JjNRsymcRa/+4JA41zP+/tvV5SEuABoRYUUWffAAAAGOa0Sd+xgchgdzndWnn34MQlr1t5JSQUiFDJduogU7UlI75yUcOvGj/t76fmcNdLSs784hdFj2cwif3Lnh+OpqWFWoVMUT5EjVcnO+bzDblcQQMd5O4CAICFjE761s/Lt2dnJwYiXnd59+Bgd7d3sLucPqDXzRT/EyLGWFxtHJ0LoXDktXtTmMTWvrz+TGcnNYe7uH37X7Y9lvhcApPYl+WPXFu7djg399M//vHGqlU6j4sGzYs56fFQ65nzLS1DRUVnOzo0H8YXY0LdygEAAAjA4KQ/DfMyn50dGYgMdpezcre72ytcmPyYXjdze/08LwDGWEptCpNuhyP9G0uYxAp/mPHXZ5/9sqnp4G8OZm8obS3LZRJbKBXcWLXq4vbtJz2e4Tlzzh46pLMW2eWKCn+xBTeakjLO2OiMGV+0tmoun5zwescSEyll1wkpM3L0nh4PD4yeGRg9MzB6ZkTr6Bmc9KdhXuazsyMDkfFxvgpEn3Owu3zyUwr/GwrG2JK9S5jEkp5LYBJLfi7x7FtvMYklPpcwtHjx6a6uebsXMonNq0lMfMxV88qm4dmzxT0RzSwYtZAWMPwl0Zzu6hqeM+dsRwffMwIAALCEiUnf4nmZz86ODUTGB7u7vZMhV6iRFwMAAAB9wjAvB5mvjT59utDHG+zu9vKPZ8UZEQoG2x6eE1eT/aMNqbIs3/n8RCn3pnebxOMjXR93jSUliXsimpVSFfj5D/00D7deqq6+VF19paxMs048AACAYcYm/emYl/ns7MRARDidezvKMp81Q9+DK2VlXzY3U5ItNbdr/bDV1XwHk9iM+lkUjqiLu+upzm4g1faYzzeamkppw/zi9ZKSs4cODS1ejC4zAABgLaOTvvXzMp+dnRmIjI9PLAFZhgciX9XWXq6ooHWI1t7W+MpFT//yR0xiiXXJK/atZhJLrktVf+e+aG29VF0d+Lt7pazsTGengR8LRT14OqA6mpLiryoaAACAMWYmfWvnZeLoQMRaPBD5orX12+JiWt7o+riLScy1f2Vi5dL7Xr2/7OBGJrG83fPU3zk9FU4NZ7iIyy3HBwZGMjMNvMi0YlF6ejw8MHpmYPTMwOiZEa2j57RJPxYDkVM9PcOzZlGSbd8nfUxiafWZTGIt77c0vdsU91T2Y4c0irvz8x/+CpEd8/nGUlKM/ViIzfCC1mYFAAAwzGmTfiwGIlSlgyfZigdUA3zn+EKFv0Jkn/X1DS1ebOzHQjwpErQ2KwAAgGFOm/RjMRCRZVnMiMndOd/fAVWF0ZSUkcxMf4XIxFUNY6gNjZ5TsQAAAMY4bdKP0UBEdIf7bn8HVP3RTHXhTWQMO+H1Ds+efXnjxqC1WQEAAIxx2qSPQEQOcEA1MEUfXUtWMi5u336roADNZQAAYJo4bdJHICIHOKAaGC1g8EURS9rknvB6R9PSHJiyG62nx8MDo2cGRs8MjJ4Z0Tp6Tpv0EYiYwoOPoaKiq/fdF8XFx6L1L2R4YPTMwOiZgdEzI1pHz2mTPgIRUyin96THMzxr1q28POqXG5Wi9S9keGD0zMDomYHRMyNaR89pkz4CkdC+eeqLN1au/Ouzz379+ONBt1RM3kAsP932G4jop9t+A7H8dNtvIKKfbvsNROvTnTbpIxAx+339orX1ZmGhnsrujv2hdP7Tbb+BiH667TcQy0+3/QYi+um230C0Pt1pkz4CEbPf12M+31hysp7jpY79oXT+022/gYh+uu03EMtPt/0GIvrptt9AtD7daZN+bAUiAAAAYPeEPIUT72mamP+YJl8BT4/cG4jop9t+A7H8dNtvIKKfbvsNxPLTwwmBSPheAU+P3BuI6KfbfgOx/HTbbyCin277DcTy08MJgUj4XgFPj9wbiOin234Dsfx0228gop9u+w3E8tPDCYEI6ILRMwOjZwZGzwyMnhkYvfBAIAK6YPTMwOiZgdEzA6NnBkYvPBCIgC4YPTMwemZg9MzA6JmB0QuPGApEAAAAwGkQiAAAAIBtEIgAAACAbRCIAAAAgG0QiAAAAIBtEIgAAACAbRCIAAAAgG0QiIAOXjdjjJV3D9p9IxEJo2cGRs8MjJ4ZGL1wQSACwXjdzO0dHx8fH+wuZ4xN/AH0weiZcVBpUwAABHtJREFUgdEzA6NnBkYvjBCIQBCD3e6pvxF43fgdQTeMnhkYPTMwemZg9MIJgQgEM9hdrvhtwOvG30i9MHpmYPTMwOiZgdELIwQioAMtTk7+LRzsLscyZQgwemZg9MzA6JmB0QuXGAhEcODIDHH0JvZKMZa6YfTMwOgZpvhHD6MXEoxe2EV7IIIDR2Zg9MzA6JmB0TMMQ2cGRs8OUR6I4MCRGRg9MzB6ZmD0DMPQmYHRs0WUByI4cGQKRs8MjJ4ZGD3DMHRmYPTsEO2ByDgOHJmD0TMDo2cGRs8wDJ0ZGL2wi4FAhODAkRkYvVBMjBYOuxnjdU/ZmcfohWDqxgKGLkRTtmEwemEUM4EI6IdTWmZMLuQOdpfjn7CQTRwVHOwud3u9bswCIZo6eQ56vRg9/fjfWMqawb+AYYRABDTweQAzQaiE30nF8/cYRl346E3u1Kt37CEg2kiYDEgwdvrdjoHL+c8g/tqGCQIR0OJ1T/4LptxngCCE5d2Jf9p4QAJBTYzeoLfby8M5/OyFZOJMw2B3eXl5OWIRvQYHB71uxsrd7m7v5DX87IULAhEAqw0OCpOoF79XhYaPHv0JRwVD5nWXd3cj+jXE674duuFnL2wQiABMH8XBSwjB1NwFCAWKX5iDY3JhhkAEYDp5uzEhAAAEgEAEAAAAbINABAAAAGyDQAQAAABsg0AEAAAAbINABAAAAGyDQAQAAABsg0AEAAAAbINABAAAAGyDQAQAAABsg0AEAAAAbINABAAAAGyDQAQAAABsg0AEAAAAbINABCAWed0sAPSQB4CwQSACEIsQiACAQyAQAYhFCEQAwCEQiADEuMHucsYYY26v5penhCxTIpSJrwjXJl9q4hJ/gHfiOivvHhSeNvlwjXcXv3T7a+p3VF+c8kzEVADOh0AEIMYFCEQ010341K43EFE81e9ijDLe0HjTiTcQo4spd6GIQhCLAEQABCIAMc5vIDIZDygjD9WCR9BARGsh5fZVfoHuYPKPE/cz9fZUkYhmHDL5URQvBQBOhEAEIMb5C0S09kGmXNMdiEx9ZfXVKXegftWJK5qRyNRH314QwSoIQMRAIAIQ4/wEIpqXg4QM/s6ITAkK/D/N7fWzuaIRbEyJhW7fo3JXB2shAI6HQAQgxkVYICJGIqo4ZOrrKZ8JAE6EQAQgxk371kxIgYifJ2ndmdutHYeoH4mFEQAHQyACEOMMH1blCw+KY6XmAhFV8KDxKlM2YIT7VsUdisgIABwIgQhAjAs1fdf/gQzOVCCivTujfeBV+QU/GztYEAFwMAQiADHOcEEz5VfdXiu2ZqZe0n5XVcqv1ufx/2QAcBIEIgAQeXD4AyBqIBABgEijPJ0CABEMgQgARI5gWzYAEHEQiABA5BACEayGAEQHBCIAAABgGwQiAAAAYBsEIgAAAGAbBCIAAABgGwQiAAAAYBsEIgAAAGAbBCIAAABgGwQiAAAAYBsEIgAAAGAbBCIAAABgGwQiAAAAYBsEIgAAAGAbBCIAAABgGwYAAABgo/8Phe7AIR0ehB0AAAAASUVORK5CYII=&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll, this sucks</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-this-sucks-1.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-this-sucks-1.html</guid>
<pubDate>Thu, 26 Jan 2012 2:21:20 -0600</pubDate>
<description>&lt;p&gt;Ugh probably running about as bad as I've ever ran in DoN's.&amp;amp;nbsp; I dropped about 200 today, my roll is at $910.&amp;amp;nbsp; I think I'm playing fine, but I'm just getting destroyed.&amp;amp;nbsp; If I drop below 700 I'm going to have to drop back down to the 10's to rebuild, but hopefully it won't come to that.&amp;amp;nbsp; I'm still getting tons of points thanks to my apparent gambling addiction, so I'm at 7150 right now.&amp;amp;nbsp; I'll easily make it to my point goal if I can maintain my bankroll.&amp;amp;nbsp; The problems I'm having have been mostly just getting called too light on my shoves.&amp;amp;nbsp; I'm trying to adjust by shoving tighter and being more patient in bubble situations where I'm not the big stack.&amp;amp;nbsp; I really don't think there's too much I can do though, this seems like just horrible varience because I ran like 13 buy ins below EV today.&amp;amp;nbsp; It wouldn't be so bad if I wasn't working with such a fragile roll right now.&amp;amp;nbsp; When I had like 5k on my Bodog roll and went on a big downswing it was only like 10% of my roll so even though it sucked I could still deal with it.&amp;amp;nbsp; Just having a 13 BI downswing now is like 30% of my roll on Merge though, so it's really tough to handle.&amp;amp;nbsp; I hope I can bottom out soon or I might be in some trouble.&amp;amp;nbsp; I'm showing the daily chart for effect lol.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-6.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-6.html</guid>
<pubDate>Wed, 25 Jan 2012 12:08:49 -0600</pubDate>
<description>&lt;p&gt;I lost a bit of cash today, dropped down to $1096.&amp;amp;nbsp; I managed to earn a bunch of points though.&amp;amp;nbsp; I'm up to 6402 this month which means I need 3600 more.&amp;amp;nbsp; I have 7 more days, so if I get 600/day I'll easily make it to &quot;Water&quot;.&amp;amp;nbsp; I'm still in danger of dipping below my bankroll requirements for the $20's though, so hopefully I can start winning again and coast to my goal.&amp;amp;nbsp; I'll post my graph by day and in buy in's today just to switch it up.&amp;amp;nbsp; I'm pretty much breaking even for the last 5 days or so, but there's been some pretty wild swings in the mean time.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll, crazy day</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-crazy-day-1.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-crazy-day-1.html</guid>
<pubDate>Mon, 23 Jan 2012 11:54:40 -0600</pubDate>
<description>&lt;p&gt;Well I started the day with 5100 points and 1k in my roll.&amp;amp;nbsp; When I started playing I lost, then I lost again, and again and again.&amp;amp;nbsp; I lost about $150 which put me on about a $300 downswing.&amp;amp;nbsp; I won the last 2 games of my first session and took a break.&amp;amp;nbsp; Then I came back and won 10 more games in a row.&amp;amp;nbsp; I ended up winning 14/16 games.&amp;amp;nbsp; Then I played some more and won 4 more buy in's.&amp;amp;nbsp; I got to my point goal for the day of 5700 and ended up with $1,160 in my roll.&amp;amp;nbsp; Ended up being a pretty solid day overall.&amp;amp;nbsp; I got a half of a bronze star next to my name now, I have no idea how you get those, but i guess people are going to think I'm a baller now that I have half of a star.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-5.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-5.html</guid>
<pubDate>Mon, 23 Jan 2012 12:42:36 -0600</pubDate>
<description>&lt;p&gt;So I made a post yesterday and for some reason it didn't save, but nothing much to update over this weekend.&amp;amp;nbsp; I won a bunch and lost a bunch and eventually ended up at $1,000.&amp;amp;nbsp; The good news is that I'm well on pace to hit 10k points.&amp;amp;nbsp; I have 5100 points right now, so I need about 550 points per day to get there.&amp;amp;nbsp; As long as I don't go on a downswing to the point where I dip below my safety margin for playing the $20's I'm confident that I'll make it to 10k.&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-4.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-4.html</guid>
<pubDate>Fri, 20 Jan 2012 10:48:05 -0600</pubDate>
<description>&lt;p&gt;Was back at it today, got the 600 pts that I needed to stay on pace.&amp;amp;nbsp; I played 2 sessions today.&amp;amp;nbsp; The first session was going horribly, but I would up breaking even.&amp;amp;nbsp; The second session was good overall, I won a bunch of games in a row right in the middle of the session and then won a few more buy in's after that.&amp;amp;nbsp; I wound up winning 8 buy in's or $160.&amp;amp;nbsp; When I imported my data to HeM I got a few more errors, but apparently it has me running way above EV, so we'll see if I wind up crashing back down.&amp;amp;nbsp; I was running above EV in my first session when I was actually running really bad though.&amp;amp;nbsp; I don't put too much stock in the stat, but some people live and die by it so I always keep it in my graphs.&amp;amp;nbsp; It's just one out of a thousand factors that make up for overall luck in poker.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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RBIAgQgAAMQLL356/PXjsRcf47c61H2IGE3dMtO9dnecbpM+AhEYgvFRwOAoYHAUMDgKST04cvHTrNocYhR8MxjLrbLrcvxv+EUaDl3t4uDoNukjEAEAAIiMXPy0cHMRMep+vTv2W/GYxr12d5xukz4CEQAAgMi0HGtJWzWfFz/lZT/ajrdFf6vhOqo8pnGv3R2n26SPQAQAACAyDc81iKxdnvMSdSFUuY7q4p9+ixhl1+XG81ktdJv0EYgAAABE5p4D9xOjpheaDMPY8+KeK1bNqT+8ObpbyXVUy/asIEYFW+LQRU9Bt0kfgQgAAEBk7vjF90RB1bbjbcRoyWNLo7sVr6PKj5j4jvrGrJ9wd8uaeD6rhW6T/qgIRKy1bF39O05SGBYFDI4CBkcBg6OQ1INzw44lxKjjlQ5juOnMzC1F0d3Kto6qG4NjnQo1mf01ehS3JfWXHgAA9DFrc7FYxgi+GSRG0RVl50GMq3VUrXSb9BGIAAAARGbChqm8U67tb7kjfzoy/rvLdx5tUtyHd85ztY6qlW6TPgIRAACAyKSxDGKX55Srt91oLf5x594VxGj2NtWWDe+c52odVSvdJn0EIgAAABHgezFyWfc7n7hLnF0VrvfdTIzyN6lSYHjnvOaXmt16Vju6TfoIRAAAACLQE+gxHezYcmSrKCsi5G+cSYzSajMUt+Kd81yto2ql26SPQASGYHwUMDgKGBwFDI5C8g4OL8oud9zd//v9xKj8yR/IL0tjGcTGWM+OyHi7O2sdVVcHR7dJH4EIAABABHjhkDueWCGuWEMTng7DO9iFWvCQO+clkm6TPgIRAACACLQca0n74SzeHYbjjXPlkIKnw0zePM16dkSQ290lkm6TPgIRAACACMjdYQTeODf4ZpD/lqfD3PzzW6xnR4R9XftEu7tE0m3SRyACAAAQAbk7jMAb5/ISZ8ZwOkxVa5X17IgQY7e8qOk26SMQAQAAiIDcHUbg0Unb8Tb+W54Os/vF3aazI7KFjy6R35Iwuk36CERgCMZHAYOjgMFRwOAoJO/g2HaHMS1v8HSY468fVxxH5a+xzalB1kxKsW3z495fMAAApLBQ3WH2vLjnilVz6g9vNkamw5jOjgj8Ndl1OYl5bANN73SA+AMAAGIUqjsMz+ld8thSY2Q6jOnsiOBVyoyBFREPIRABAIAYheoOI6+UyOkwprMjQtMLTcRo9YG1iXlsmW6TPgIRAAAApxTdYYgRPzsinxcJlRrjVcqMgUDEQwhEAAAgRoruMDybpifQI6fDyGdHZF6lzBgIRDyEQEQN46OAwVHA4ChgcBSSdHBCdYcxDOOGHUOxhZwOI58dsd4nVBsaZM2kpiT90gMAgCbU3WH4bsuOozvkdBh+dmTmliLrfRKZMiPTbdJHIAIAAOCIOtWFn2Nd8cuV8muCbwbF2RGH93GbbpM+AhEAAABH1N1h+C7M3O1XmdJhJmyYatqFaTnWkrZqfuK7zHC6TfoIRAAAABxRp7rwXZixdXmm11y97UbT+daG5xoUzfDcptukj0AEAADAkbCpLsRoDBtjes2dT9xFjPb/fr+4cn9rHTFqeqHJ3ccNQbdJH4EIDMH4KGBwFDA4Chgc7lD3ofHfXb7z6Ih5NxkHR53qYgxn8Jpes+XIVtP6Bw9NbIuRcMiaSU3J+KUHAEgBpbuWEaPZ24rCv1RjTlJdrmu8mRhl1mbLF/f/fj8xKn/yB+LKTT/9DjHqeKXDrWdV0m3SRyACAADuWrBtETGaWD/F6weJiZNUl7I9K4jR1IdnWN9Y/OiN4sqCR75BjLr+tcutZ1XSbdJP/UDEtt+gJ3/3AACjE9/RSGMZXj9ITJx0h2l4rmHM+gl3t6yRL/rf8Juqj0ypn8VrsLr1rHZsZ0Ovp+jBwdEQiAiIPwAAEo/vaIxhVyR+6o2vWLrDZNXmEKPgm0H+23G1E+XfJphukz4CEQAAcBHfmMiuy/GqtUq8xNIdpnBzETHqfr2b/9Za4iyRdJv0EYjAEIyPAgZHAYOjgMExhnc05m5fYEpYTbrBCZsyo3DLP3xHBDF8iWhS/TTF65E1k5qS7ksPAJAC+I5G2ZNlxGjd0+u9fpwIHPnTEZF1HGN3GHlbpyfQQ4yufHhBPJ81ErpN+ghEAADARXxHY0v7FtsmtDq7c+8KkXUcY3eYPS/uuWLVnPrDmw3D6Hilw5REk2C6TfoIRAAAwEV8R+P5nueJ0bTNsxL5o20LqTl3ve9mYpS/abrBu8OE7jITFm9Dw+Mw/usVe78f3a1ip9ukj0AEAADcIu9oRHFCU94ciUKMhdTyN84kRmm1GYZhVD/9YNQpM8ZwGxoeh+3r2pf2w1ledbwzEIh4CIEIAECCyTsavPx5RBm88uZIFORCalGsjqSxDGJj+AFVftq09eXW6J7EkOKwWNKAnegNBs8XFfUGQ+YG6zbpIxCBIRgfBQyOAgZHAYMj72jcsGNE+quTwZE3R6IgF1KLdHWEr2GksyzeOJdHUSL/NgoiDnOSBhzLN+cjn+/CrFnvtYaMmXSb9BGIAACAW+QdDb4SEFHLWXlzJFKmQmp8daRg04zw7zQMwzBaX24lRpM3T+ONc9NYRoyVP0QcFksacFi9weCFwsJ/37bts6qqUK/RbdJHIAIAAG6RdzSaOptE5ohD8uaIuHi+qOhEIBD2vaZCajl1EyOKaXxHfcTo5p/fQozufebe2E/a8jhsx9EdsaQBh/WRz3e6uvqtnp4LhYWhXqPbpI9ABAAA3CLvaMiZI07wzZGMB9P45gi/eCIQuJidfaayMuzbnynNF4XU+PQ/xhLTKFQ0ryFGVa1VxGjx4yXE6Nam2x0+uS0e2az45cpY0oDD6p806aTfbxjG+Xnz/tptv5Gk26Q/KgIRa5sfl74BAAAgk3c0eGAxc4vTUxp8c2TKvRl8c4RfPNXVda64+MvS0nfbVGcsTvr9td/OEoXU+PSfVTtOjmnU5m69lhjtfnE3MZq6ZSYxqnm2xuGT2+Jx2NztV4XtnBe1E4HAQF4e//Xp6uqPfCPOw1qnQk1mf40exW2IPwAAEknOWTUMI/hmMKIMXr6EULoqkxjVH6nnF99rbf2irOyk39+fn69IDHm3re3m708QhdT49F/4yGw5plHjJzmOv35cHFltfqnZ4ZPb4qMxti7PvZSZtzs7v1q0iP/6nY6OsyUlti/TbdJHIAJDMD4KGBwFDI7CKB8cvqQh72hM2DBVbI6EHRy+OcIqC4hR+ZM/4Bc/bmj4tKbGMIyzJSXvdHTwi+fnzjUFJR83NOTdly0KqfHpv3TPUjmmUeAHXXM3TDKGG+c6X0pRENtDYTvnRffN+bCpSZxR7Q0GB/LybGM13SZ9BCIAAOAKvqQh72hcve3GSDdHnrrvm3JB9M+qqj5sajIM49Oamo8bGgzDONXVdTE7+1RXl/ze9763nBiNfSDTkKb/mrYaYvSj701ULKVwcvkT3jiXGAWC4U/IqvETM+6lzIgx4S4UFr7VY1O1RbdJH4EIAAC4gi9pyDsadz5xV6SbI/9ns08sThiGIU6H8D0aI0TZjP9aMocYLVyba0jT/6HuQ8ToG3fniKWUUPZ17RPlTxb/9FvEKLsuN4JPHsJ1jTcTo8za7NhvJRMLQl+Ulcnj8NWiRW932sR8uk36CEQAAMAVfElDXv/YcmRrRJsj49dn9gaD2fdlEKPgm0FDSgYRBzO/KCv7YvlyeSWgNxj8l2sy0lbP3fqtrN5gUEz//jf8xGj8fdnyi23JxU/L9qwgRgVboiyqJuO3mvqw01omtkz7UCf9/ksZGTy0MmXKyLtXMt0mfQQiAADgCr6kIe9o7P/9fvnAhwLfHLnuR3mGYcz5YY7IAR6U/k3Otx4G8vL+fccOuX7Xqa6uh1dMJUYtZVNPdXXJ03/2/RnE6JM771D/dLn4qe+ob8z6CXe3rInsw9tpeK4h9lsNEr2///KS0rttbRdmz/6kvt4YOTiGYZyprPyg2eaArW6TPgIRAACIP/m8p8DDC3HgQ2Ff1760VXM2/PgawzBK107nYYGpTteZyspPNm8+V1xsyhD5oLn52z+eRYw6V9/0/v79Yvp/p6Nj9o8nEqPemWHqibla/DQWb/X09E+a9HlFhbjycUPDf3zve2dLSv7a3X1+3jz5xeI8jYlukz4CERiC8VHA4ChgcBRG8+DI5z0FvjnCoxP14PDNkd1bywzDuK96Id8oMQUcH/l8Z2+55XR19Um/v7+gQFw/XV095f4CYvR/b72Pp9hwn1VV3cqKidHxb+TbnuLk5I7BXgk1OG93dn51ww1yOsznFRX/Y9++gby89w4c4IdmhE/q6/lKifXmXk/IIyAQAQCA+JPPe8p4Niw/8KHAN0d+88sthmEc3FqRtmp2/eHNcnqqYRinuroG8vL48cyLOTlibv6ytDStJiO9NlMcaOX6J02qal5DjPb++HrbPQvONoTSxLttbV+Wln5eUSF2Z84VF5/q6jpbUnJm7Vo56jKGy71bb6LbpI9ABAAA4i9Us3ueDRu2jS3fHHn9vxw3DOM3v9zCa8Ob0lMNw7iUkcH7zvD5mF/snZXHC6nJuxV8W2fPi3uuWDXn0U2ltjM01/RCk3vFT6PGz6h+0Nx8prLy/f37+e5MbzB4KSvLMIxP6uv/c+FC00YMf7H1VrpN+ghEAAAg/kI1u+dt8NQVvfjmyNj70vlv//S/Ps9rw39eUfHCrtrx312+86j56INYJDjp9//+hvGikJpYKeGrI7zO+q3bbjlXXBzqp4cKoTx0IhC4lJ7+/v79fLdFFCvjBe8Nw3ino+Nibq4pWTdUcVXdJn0EIgAAEH+hzns6meb55givAmKI2vA16V8tWrTC901iNHubuWGNqLj6blvbL++eLwqpiRRWvpoiqs5fHDfu+Z3VE+5caY1pQoVQHnq7s/P87NmfV1SIDjL8F2LNozcYvJSZaWpKLFd8l+k26SMQAQCAOFOc9+SbI/WHNyvezjdHqisvl+6YUDuFGH04eez1jy4mRvmbzFU9xHGQjxsaVlUvFIXUxIFNUQmN97t5q6dn6U+mE6NrdlxrupWGKTPv79//+cqVA3l5n69YIRZ+LhQWnl63ztTZTmZKMhJ0m/RTPxCx7TeIoMQKY6KAwVHA4CiM2sFRnPfkmyNLHluqGBy+arL3x9eLK6I2fP7GmcQorTbD9BZxHOTzior5NbNFITWxPTGQl8cXDHih1Z5Az9xHiolR8eaiI386IrZ7dEiZMSzfHB5OfV5Rcb6oSNQoO11dfX7ePEUXYrkZr4HuuzoYtf9GAACIo0Pdh2xPacgU5z355sjMLea9FRnfHPmXDXeJK6I2fBrLIDbGdsXiUlZWbzB4rrg4h00QhdT4cYq3urvF2sANO4Z2XsbWjSdGxfcXLt9dRoxmN8w3dE2Z4Sdg3t+//2JOjqidetLvvzh2rGk7xmTQbuLTbdJHIAIAABEo3bXM9pSGTHEQZOjAR22m4u18c+TNndvEFV4b/t5n7iVG6SzLVDn+yJ+OTLhz5cHbC/+/F144k5dlKqR2tqTk4y1bRB4vf7YdR3fwBjSF9+be/KN8YpRfN8UwjJZjLbZZx97iXWNsD4Ko9RcUnPSbIzbdJn0EIgAAEIEF2xYRo4n1UxSvUZ/3nLBhquIQxlDKzAOZ8qYDrw2/+PESYjR58zRT57xV/7SKGM2+L+/fGxp4uzt5SeOT+vqvFi8Web+8J/CKX67kgUjBvVn5bDoxSmPphmFUP/2gbikzhrSvFClT9xlOt0kfgQgAAESAL1ekMfMpDetrQoUa4sCH7Z+KLjOiLoi4OHXLTGJ0889vMXXOq9i3ihhNeCjn70uXtt1zk2lJ452OjoEJE0RYww+pzN1+FQ9E0msz5e0enl3c+vKIXr7eMh31iIht3zvdJn0EIgAA4BRfrhjDruDnPRWvUZz3FAc+bP+Ub448fNs4eQ2A14bnmzJVrVWmznl3/OJ7xOgKlnZh1qz1G0pMSxqmHQ1+SGVsXUMdtD4AACAASURBVB4xyqwdOxSO1GTy2IgfZQ1bby2RQmXhOvFFWRmvPCvTbdJHIAJDMD4KGBwFDI5C6g0OX5nIrstR7LzYnvc8X1QkQgF+4INuGjE4ors93xz5pxvTTbflteGJ0e4Xd5s65/Hzp8To7SnZN9RdF7YKCDEaw8YQo5wNE/kbJ28sEIdh1edXEkP+5og6qlGwbcCr26SPQAQAAJzi6TBzty8gRk0v2CfO2J73HCQS5cb5gQ95SYO/gO/F8M2Rl5ZMM92W14YnRsdfP246jjprczH/o/99bnpO7cSwVUD4sgcxKtw0tEHDt3vufaqKlztzPB6JEKp3nRPWovgGAhEPIRABAIgRTzkpe7KMGK17er3ta6znPXl3XFFSjC+ZyEsab/X0XMzO5psIPEr4b9+5wXTbxT/9FjHKrss1LJ3z+OlXkQsTtgrIdY03E6PM2uziR2/kb+TbPTdvX0jDteH1Ibe4i5RtEKPbpI9ABAAAnOLpMFvah7rQ2b7Get6TVxvj4ciJQIAf+JCXNE51dfXn5/P/dk9jGek16dZubWV7VhCjgi3TDUvnvDSWweMJngsTtgoIv9XUh2fctrNC3u6ZXltAw7XhDcPoDQbPFxWJpr5e4bm70b3Xtu+dbpM+AhEAAHCKp8M83/O8YgvDet5TlDflDetPBAJZD40lRv/vvwXEC87PmfNZVRU/STrj/snW/473HfWNWT/h7pY1xsjOebwwydi6XJELE7ZxbsNzDfxWK/Z+X97uyXgonYZrwxuG8ZHP1z95spy844mBCROiy901pMr3Mt0mfQQiAADgiJwOoyhKZj3vKR+3PNXV1T9p0qz1+cTo1SMt/OIHzc1/v+22syUlrS+3EqPbfzLb1NHeRC6Y1hPoIUb5m6aLXBjnVUDu/acHiFFW3TjDMLJqhjJoeF5xbzB4obDw76Wl1qyTROLLSFG/XW7AeyIQOF1dbSAQsdPXXs6fory9L+yVoWvS7+WXqSAQUcP4KGBwFDA4Cik2OHI6jOjYYnqNaG8rX/ywqemzqir5Cl/S6Nz2I/7bj3y+M2vX9hcU8Gpj21dfqWihYozsnCdOnIhcGOeNc+95+h5iNHnzFMMwZm6YwwMRXhv+I5/vdHW17WHPBBDfnHfb2r4sLY36PqIFz4lA4GxJCV/dcTDpJ2heFrOz14GIv7G8va+vvd3f114+/GGGPoG/kRr9l19k+/a+9kZnHzfF/o0AAODEnhf3jF+5bM8L+2K/lZwOIzq2mF7DlzRM5z2tRyZNbe34Cy5lZVXsriRG/3z7DPWGiOicJ359xxMrRC6M88a5j/3uMVo/nm/38MOw4+5LH8jLGyS6mJt70u+3hlAJxuOhqN/OG/CeCAQuzJolhjT8pJ+oeVnMzl4HIn3t5VTe2Njut/6R+MBSoNXoH/kKB1EXWcTpGwIAoLsZD88mRvO3XxP7reR0GB5JWDN4+ZKGOO/Jna6uNnWr3/PinitWzX5s+VT+W17u4lxx8byNRcToz/Nz1aci5M55Lcda0n446yetD4hcmOg+nXwYVpC3Ngwvjq9+VlWl3qUKa5CIr4VYp8KQs7/787LNHB3JW9ww9IGkh+dXhi/4G8kSjPEXjfz8Kog/AGC04ecniNGUTVfGfjc5Haaps0lsjsgqmtfI5z05a1ktvoyxbOU4PqnzAqBflJXlPJRHjD689Sb1k8id80R4JHJhovt08mFYwXRE49OamoHx49/qsS8p64ZYUma4i9nZpuUlZ5N+IuZlMTvrEIgM9rW3+6W1n2EjPt7QC8vlDSrV57WN/sKujuAKruAKriTXlb8Qmf4bXbym4bkGHojQg1fE/rPkdBixOWJ6zdyt15Klj4yfyNTxhCYOdb7ls+zZkpI7iE7VVBOjvAfG8TUA9fMM1Q4ZSyI84rkwVGouyRrjOF/KyuLDeyvRV4sWyd1bEvC3LNrdRX0fhxIzL6sm6wjfFU/8E/S1t/uHP570mS5fkdaChj9khJ/X+jcEAJDsTnV19U+ebNr4EIq2XUeMcusmWw+WHuo+NP67y3cejWDZX06HkTdHZDy/l5/3FM4VF1vPfBCj9Jp0/uQXCgvf6uk5/rOHiNHCNeOsneutROc8t7vDiIf/eurUv3Z3x1JeLFIxpsyEEnbST9i8LGZnjwMReaNJ+iihrkihWYT7UAhE1DA+ChgcBQyOQgIGh+ebXCgsFIsi4nQq35dJr8287tGbrQdLS3ctI0azt5kjiVBM6TDy5ojA83vlSmUcjzNMF2ntWGL039d890Qg0D958olA4MA/svS7Z2/6gaNdJNE5z+3uMHzbSBwWsZ53cQP/5sSYMqO4uSbzspidPQ9EBgeHloDchX9dAkDq4dOkPDuK06k7f7czffX8pU+U2R4sXbBtETEq2OT0RIU1HYZvjsgpKrbt7gzDGLT71y/Pu+n+5kyRVlrVvIYY7dq+wsnz8M559z5zr9vdYXgGrzg0+nFDw6c1NWHfFRcxpsyE4nDST8C8zOkSiCQAAhEASD38DMFJv78/P783GJRPp/J9meaXmnkmi6k1TE7dRGKUVpvh8AdZ02HE5oi40nKsJW3VfFO7u95g8FJWlvWGPDz6nxZliF0bXj/+nzv/0cnz8M55ix8vcbs7DM/g7S8o4BtGtkXTXRJ7yowt3SZ9BCIAAMnqVFfXueJi/mt+lEGcTk2rzeBbJ4FgQK66wfE9FF7+y2HVDWs6jNgcEVf4T68/MqJkCC9lYb2hNTzi50scPg9ffZm6ZaY1Wzi+3unoOFdcLJJ4TQm9roo9ZcaWbpM+AhEAgGQlL93zQ5Ty6VRitOTn3zbsqp3yWTyrdpw1wyUUazoM3xyRw457Dtxv3QN6u7Pzq0WLrDc0hUdy/XgneOe8dJZlzRaOr5N+/8XsbLEyIWqVJkAsXWYUdJv0EYgAACSrL8rKDj3x4PiVy5p+u+uT+vpg/U/k06nyDG06WNr0QhMxKnxktmlJQ3bkT0fktBprOgzfHCl/8gfiyh2/+J71hqFOXJrCo1DnSxSyanPk7jDuuZSZKRJ5TgQCA3l5rv44zqWUGQOBiIcQiKhhfBQwOAoYHAVXB6c3GByYOHHmw3OIUc7GCe/v39+y9jp+OrXiyUpidEVtmogbTK1h+PmM0j1LrTspwp17V4i0Gtt0GNHkRVzh5087XhlRMiTUoQoiksMjHhuFbZwrK9xcJHeHSRhRWcQ9RORSyoyBQMRD+NclAKSSj3y+/3bf6qF6ZYx6fvPUtT8az1dBGp9vHLNu0uLHLx9lMLWG4cdCa9pqTEsasut9NxOj/E3TjRDLFXxzRI5OZm0utpb0UKSZyOGR3FDXId4dJrsu1/lb4sI2Gznu3EvP0W3SRyACAJB8eJP67b+uJUaTt0whRhvbmDidan29KYOX77Mc6j5kWtKQ5W+cKdJq9nXtE+3uZHxzJPjm0PKANaHXsOt4J8jhEY+NnDfONUJ0h0kAubiqe9yrnKbbpJ/6gQjZceOvFgDAPaZ2a/yYKj+auuapNcRo+iOFxOib/2Cf0CG3hhHHQq1LGrI0lkHDaTWhliv45ohYAkljGcTM/4K1NpoR5PAoopQZzrY7TAIkpriqbTnaWNjOhl5P0YODoyEQERB/AEDy+rSm5nxR0Xutrfy3/ZMm/Zf/7V/4Esirf35V5OK2NN9n+3Y5RUXeZzEtaQj8JCnPSel8rTPUcgXv8/LsH542hmutWsMaXnLN9qlEeBRpyoy3ElBcNVTxlbjQbdJHIAIAoDueAcsraxnDpSxE4VTDMOY0XEWM0mqu+MuOR2zvILeGaTnWIvZZTEsaAq+jOnnzNJ4FE2q5gtdC3fnrjcZwp19rkVPFRoYIj6JImfFQAoqryhVi4k63SR+BCAzB+ChgcBQwOArxGhzebk1UBuMFN0XhVMMw1j9TPWbdpCV1c0JVBJdbw1Q//aDYZ+FLGtalDl5t7Oaf30KMHmp7KNRyRcue+9LunrXlH9cbdkk0XKijnUQkwiPbkqzaSkBx1QeI3PsRuk36CEQAALQml/I8P2/eX7u7+wsKxL6MfDRVnfApTpLy4KP15VYjdK4Kr6Na1VpFjG79RWmo5YoXtqwiRrc+fKMxvLxxxxMjOsV80NysqMolwiPbkqzaSkBxVVd3f3Sb9BGIAABoTW44crq6+vSPf3y2pITP3LxwqsBLYH3Q3Hx+7lxroQvRGoYnzfLtmD0v7hGHWGW8juruF3cTo+kPXxmqwsf/c/dSYjSr9kqD7/j8cJa8qtFfUHCmslKd6crDo6pf/cRaklVbCSiu+mVp6bttESQQRUS3SR+BCACA1kS7NcMw3uno6J861bQvI7uYlXWmsvLctddae5SI1jBpLEOUEbO2oeH4oZDjrx8nRhm1WaEqfPzHddcQo/SadGPkjo/huDAoD49uefw2tyu1x1ECiqu6VNyd023SRyACAKAvsQtw8I8Hx69ctus3P7+YlWW7LyOzXdjnrWHufeZe+UipXGf9UPchXtNdrqMqyqhbz5HwzI5J9+VZd3yMcPtEAg+P5jYUW0uy6uxiTo57xVXfa239oqzMpZsbqReI9LWXU3l73/AvuaELmkEgAgBJR+zLFO9YRIzyN08zDGPvS3vTV88v3X1HqHfZnqbkrWEWP15CjG5tul1cF4dYS3ct4zXd5RwWUUbdmjLDMzuuu2+WdcfHGNmQT4GHR5M3TSdGXf8az7IZrnK1uKoi4TkuUioQGQo9ytv7Bgf9jSNqpGgYiyAQUcP4KGBwFDA4CrEPTv+kSSf9/uCbQV4rjPdVWfLYUvVGhm3yJw8vpm6ZSYxqnr2cfSrqrC/YtogYTayfIuew8DLqmbXZ1p/Cw53vPXiddcfHGHm0xRYfHB4e8XUX0QpHf+4FInxLy9V/rFIpEBFLII1+cxyiYySCf10CQHIRxyw6XukgRpm1Y4nRgWMHeFCinratewe8jiqvUSYHMaLOOj8XksYy5BwWRRl1vgHke6TMuuNjGMZXixZZz6lY8fDoCpZuW1dNWw4/XRQUFfHjJZUCER58NPoHL6+HSIsjjf54PmccIBABgOQijlncc3A9Mbrx8cXE6M59y4nR7EcWqN9rO1OKAx+dr13+I57Bu+PoDmI0hl1BjL7/5A9FDouijDrP7Dj0syrbHZ+BvDwnxy15eERSG96k4F67Gb4G5sadhdQMREbEIQhEAADiQRyzmLppFk9IIUa5Gyea9lZs2Z5XFQc+5FOu/LYrfrmSVy0jRot+VsJ3W9Q/gmd2/OGAz7rj4zBlhsuqHUeMJm6c6vD1OnAvvXbQ/akqlQKRy6dTL2/HiC0abM0AAMSGH7PgpdOz63IDwYA4KRI2wUQ+ryrKivADH9l1ufIreQbv3O1XEaO52xcQo5lb54b9ESKz49+ePWjd8XGYMsNN2zyHGE3fMtvh63Wg6OQXC1E811WpFIiYI5Hy9j5xSZ/1ELLj9l8zAEDs+PYK7ylTse9uwzCKtl9HjDLrssMepxDnVU91dQ1MnMjPjdoe+OAZvGPr8ohR2ZNlxCh3w2Sya0AjE5kdp7q6su/PNO34OEyZ4a5pXESMrtxa5PD1OnApEOFNheJ+W852NvR6ih4cjD199/Ih1aHQw9+oUxQiQ/yhhvFRwOAoYHAUYhwcvvch1y6rO7xxzLpJ395lrj9m61JWVm8w+El9/Wc/+hEPSkId+KDh5r1b2reI5Q1rvq4g77y81dMzZ22uaccnbMqMIQ0OTxu+5qfJ0fGO+7Sm5uOGhrjfVqwzufqPlSbxh6BRTOQ2/OsSAHRmqsvOlzT4voyidpkCX1DhxyrPFRef6gpZpYNn8BKj53ueJ0bExhBT/QtTzuw4EQh8uyLXtOMTUVKJ76hvzPrxtudhteVSbotosOwq3Sb9eJwR0XMBxAKBCABoS95A4fjuhm1PGYdOV1d//MgjvBi5eoa7rvFmUSyERyS8rGoopsyOyrIMecdH3eguNXzc0PBpTZjzwlFIQO6ukVqByNC2TJLEIQhEAEBfRzasmHD7rc8svXxQkR/CCNVTxokPmpvP3nLL5xUVhmH0BoMDeXmhqpLzsyNTH55hGMakjdOJUcGmkEcmrRkxv7oxXez4OGl0lwJsa9dGTSyGOdnSil0qBSIjKqvqD4EIAGhrzrpcYpR3f6bYQBnIy3vt1WNR78sYfJVlwgRxplKxO9PwXIOIJHjoozg6as2IEWVGE9ANThNOApHeYPB8UVHYljTvtbYO5Obyvxq3i7tzqRSIWKqpjqDdQgkCEQDQEw84+P/euLfCGD4g0vKHlvRVC7696ztR3/lSZqbYQ/m8ouL9/WFKgxjDR0ev9l0b6gXWXYnz8+b9tbvbcDnpQytO8pM/rak5X1QUNrD4oqzsP2+4gb/MvYKtMgQinkEgoobxUcDgKGBwFBwOzs9+VkGMJm+ZQox+dUv2iUCAHxDhNU99R811yaLj8PxBw3MN6qOj1oBGlBl9f/9+vhPkRFJ/c0RX5FB4TBb28Cnf5xI5OGJtCVkzDiEQAQCIg2vWTyFGa55aQ4wWPXLd2ZKSvy9d+l5r68JHh7rAxOWnRBQlKFi3eEQgkpizljoIu/bz9dSpf+3uDlugjI+YiFcSUFbVSK1AJMkgEAEADfX4u4lRem3Gq39+lZ8I6f1fXhjIzT0RCPAudIp6HhGxbckbqd5g8FJWlumiqO7lcPcnBVgjDPlEiCgHYkj7VrZ4/hFfX0nYCRvdJn23AhF/I1ZEAADC27t1eUbl3KVPlBnDB0VbX241DCMQDPDmL/H6QbYxRKRsoxkRiCTmiIMOrIHIpzU1Xy1ezPv7yGdObZv+cGIw+QbNX7u7z8+b5/KDG0bKBSKWdjPYmgEAcKw3GLx2Ta5I0K0/vDlt9RzWVmcYRudrncRowfZ41hvtLyiIsbOrbbaI2JFJ+fIhgimq4zs1J/3+C4WFf+npkdObFadJ5J2sS1lZ7x4+rD53Ei8pFYgoD4kgEAEACOPfGjfICbo8+Ji8abphGL6jvrQ1cx46tCGOPy72nrG2/33PJ9TENGzThzjP0RsMfj19Ot9/OV1d/eVtt8kHZRQVXMTZGsMwzhUXf7J5cxxrkyikUiCiWA7Rq7SI9fkS8DeddDAsChgcBQyOQtjB2XvrWFPh1Oy6HN5wLpZSZqEotgkcsg1l+FlL+WCEE8n+zRnIyeHLP3KHv5N+/8Vx40zLTnLAIZhOhHxRVvYfP/iByIt2Y3BsZ2uv5+fBwXhkzTT6h385vAbS116u4YIIVkQAQC8n/f5rV+eYoo0Ve79PjDYc2RBLKbNQImqKa8t284Xv17jUB05b/FP3BoMXCgvVG162I2NKYvq0puZsSUliBlCT+EOIORAZWvuQfz0yLNEGAhEA0Mr/1dpsjTaaX2omRtMfKYy6xYwCL8N1IhA4d/XVYSt+WoVa8+C3jX3fJ+l8WVr62Y9+FDa2M41bbzB47uqrP7/rLlH01jCMD5uazs+dK19xTyoFInxrhkcf1m0aBCIAACr7Ni8T+TICT5YZw8bEfV/G4NkZ+flnS0rOXX21k/SW80VF8vpHqALk/DzmQF7eKDmpKthuxFiZdmE+8vk+v+uugfHj5Te+09ExkJdn3cFxQyoFIiPb75pOrmoXhyAQAYA4O3DswPiVy5p+uyu6txevK7CNNuY0XEWM0mrT47svw13Mzj7V1eWkudpJv/9ibq44PmntdSec6uo6X1Q0qk6qRkqUTA21lXPS77+UlqaoOBJHKRWIDPJYZMSOjIZnVYcgEAGA+Jq5dR4xytk4IYr39gR6iFE6y7BGG+ufqR6zbtLix13M5HRyWMS04aKomvpWT0//5MkRnVQdbUSpFcXIX8rISMySUqoFIkkEgYgaxkcBg6MwageHRxL8f92v2/+HrGJwGo5sceMUiENOutPxKfOk3z+QmztIdDE3N9QexIlA4FJmZqQHLUfVN4cP5olAwGEpF1cHR7dJH4EIAEA0Gp5rEJ3qouhLt2DTAjdOgTjkpJq4k+0bYZBotJ1Ujciprq7zV111tqTE1KbHE7pN+lEEIuped/oeEkEgAgBxxOt88E51N/zspojeO7Qv81CaG6dAHBKnFkKJqF57wrYVkhc/neP1UxgGAhEPIRABgHgZiiRqM0WnuuCbEWTD7n1pb0bl3GUbrnbvCcMKlQIjjMIsmFECgYhnEIgAQLzs/N3O9NXzrZ3qHFry2FJi1NJ8n2sPGJ66/pgiRwaSXQoEIskKgQgAxItcf/2hQyxt9Zz6w5sdvjf4ZjCNZRCj11495uYzhqGuyM5TZhL5PJAwuk36CERgCMZHAYOjMAoHR+zL8BMeHa90EKPZjyywvtJ2cPjri340zvUHVVI3nY+9GHxYo/Cb45yrg6PbpI+tGQCAyPB8GZF5K1Y4TCdPD/7xYF750l/8brfp7fccXE+Mtq2dk6DHDe1iTk6oQu8RpcxAckEgkmihns/rbwIAJCtrX9ziR2+0HhO5pvF6YlTUeI3p7VM3zSJGf3h4bSKeVcm2KywXUcoMJAXbqdDrKXpwcDQEIgKCDwCInWlfhqt7diMxWvf0enEl+GYwjaUToxlb5ljfPu6BzL8cejpxDx2C4ryqbZddSA2axB+CRjGR2xCIAEDs9r60N331/NLdd8gXrcdE+BVilF2XI7+Sp9vcUzZWh2lecV51EP/CTF26TfoIRAAAIsAzb00VUa3HRPhBkIzabNPZEb6tc2TJxIQ+dAih6qsidze16TbpxyEQGe7Bq+uWzDAEImoYHwUMjsKoGhwRcPQEzDVJTcdE+EEQ+mE2Mer616F6msON7tLfX740oc8dmqm+6vm5c3uDQXVCTbyMqm9OpFwdnBQLRExByDB03wWAVKTI1N3xm5+mrZ7D2uqM4YAjuy73mzuXydEJT7cpfXBWpP3h3CO6whqGcaqr6+LYsW93dr7T0XG2xMXev+CtlApEQoQhmoYiCEQAIEZ8w6Xm2RrrH3W+1kmMJm+abgwfBKnYd/e6gw/ILfH4vsyzd12lT384uV7IRz7fuWuv/cjnU9c6g2SXSoHIcBwycjNmKKlGv0gEgQgAxIhvuHS8Yp/yml2XQ4y6X+8W+b0Hjh1Iq5wvL5Ok12aenqJRQsqprq5zxcX811+UlZ1et46vkZyprPT2wcA9qRSI8JDDeiYk1HWPIRABgFiIDZdQ/e1W7P0+MdpwZIPI77Uuk3z3wXn67MtwoqzZQF7eO88/f664+JP6+k/q671+LnBLKgUiWBEBgFFEbLiEekHzS83EaPojhXLdVdMyyeE7ZyXqeZ06XV39kc8nlkYuZWX97YEHdIuWII5SKRDBGZGUgvFRwOAojJ7BsRZUNQkEA8RoDBsjXkZE8jJJxoNXBI/9SwIf2ZGTfv+FwsJ/376dHxb5atGivy9dKk6wumf0fHOigKwZ55A1AwDeOPjHg+NXLrN2cnGJbUFVqzkNVxGjtNp0/rLzc+c2d/5CLJPcvmZ8Yp42Uqerq89dddV7ra381+fnzdPnOC3EXYoFIoODg+aa71oGIYODCEQAUkvxjkXEKH/ztMT8OFOju1DWP1M9Zt2kxY+XGIbxTkfH19Om/WXHI2KZpHXDsoQ8bMRO+v0Xxw4Ve/2gubm/oCBUDxpIAakYiCQJBCIAKUMUFrP2vHVJ2H0Zq8+qqv5927b+/Pw5jywgRmk1V/z3f/61e08YL6e6ui5lZMhVziDF6Dbpj4pAxLp35PXXAABiwguLZdaOtfa8dYPDfRmT/oKCk37/6erqmk23jFk36ba7s9x7wvi6lJGhT4IxxIvtgU6v5+fBwRgDEZs+vNol7V6G+AMgZfDCYjc+vtjU89YlLX9oSV+14Nu7vmO6fiIQOHf11Tz31UQUJ+VHQf/Hvn2fV1S4/ZwATmgSfwjRBiI2MYju0QgCETWMjwIGR8HVwTlw7MD4lcuafrvLdJ0XFvMd9YUquB5faw+skwukcicCgbMlJV/edtv7+/db3/JZVdWHTU18cE5XV//n9dcnIA8lueAfKwVXByclAhFF2u4QHU+s4ksPkHRmbp1HjHI2TjAMY8+Le8avXLbnhX2isFggGDD1vHXJwkeXEKO24yMSSb6eMeNUV9f7+/fbLnX0T5p00u/nvz7p918cN078FsBbqRCIiNUQm3BD/Jl+qyIIRACSCw84+P+6X++e8fBsYjR/+zVyYTFTz1uX5NRNIkb+Ny5HEqIbS28wOJCXZ9qdkeumA+gmBQKRofWQUIseYf7YOwhEAJILz5idvGWKKAhGjKZsulJOYJF73rqElynLrsuRL35RVsarbhiG8XlFhWl3Ru4kB6CbFAhE+KJH6EBjKBLRbkkEgQhAcuEBx5qn1oiCYMQorTZDTmCRm7nEkXw2hf+IBdsXij896ff3FxSI31p3Z+QwBUA3CEQ8g0AEIImIjNlX//yqKAiWWzeZhyNyYTHRzCWOP10+m+I76ktbM+ehQxvEn5p6wll3Zwby8pD+CtpCIOIZBCJqGB8FDI6CS4PDD4IsfaLMkOqmX/fozTwQkQuL8WYuppSWWJjOplhLmckHUbmvFi16u7OT/1o+IIJvjgIGRwFZM2rKzN3LEIgAQPTk6V/UTa94spIYXVGbJqfJ8J63N/zspnj9aOvZFLmUmTimKuMNbPmvcUAENIdAxDMIRACSRahKpo3PN4pOLgI/TJpemxl806awWBSsZ1PknSDb8x8fNDefqaxUvABAHwhErERZErHdc7lQyfAl62vEczjNz0EgApAsHHaYE3joEJckXtuzKWJfxnRMVZC3YwYmTMABEdCZg0k/QfOymJ0jDUTizd9Y3t7X197u72svL2/vGxwc/n/+MRv98hV/41CE428c+qTiF+EgEAFIFpF2mKs/vDleSbx7X9qbvnp+6e47DOlsiliYMR1TlV3KyuoNBkVldwBthZ/0EzUvi9nZ60Ckr72cyhsb2/02fyY+YCXQFAAAIABJREFUn+WCGAPLS0xsl2u8/hoAQEhRdJiTk3hFAdbofvqSx5Zaz6bwP/qgudl6TFXg51V5ZffofjSAq2xnQ0/mZftp2vkb3GFfBW3kZ+GvkV4SLn0n/PaRXVAyaq9gNBRX+K/1eR6trlh/EeudryORLxPBu+5L50kuhVvnEKP8zdOi+OnBN4P04BXEqCfQY3pNf0HBmcrKt3p6Qt2Hn1flHXcNu++MJn9f+lyx/itItydMjSsOJWZeVk3WkbzFFX3t7X5ppefy6o/Z0CBc/uNQL7Sw/g0BgIYi3ZfheBKvKMBqbUBz8I8H88qX/uJ3uxU36Xilw7aL3olAYCAvT/0AHzQ3//2227AvA/pzOOknYF4Ws7PHgQj/lH3t7X6bjaYRrxkc+qORu1OO14AQiADoL4p9GY4n8fIkl3Eb8qxnV69pvJ4YFTVeo7jJPQfXE6OaZ2tM19/u7Pxq0SL1A5zq6hqYOBH7MqC/sJN+wuZlMTt7viJy+Syu+LiSy/GV/Hu7K2EgEAHQX6T5MgJP4uVJLrc3LyNG655eL/40+GYwjaUToxlb5ihuMnXTLGLU8UqH6XqoFrsmlzIz0WIX9Odg0k/QvCxmZ88DkcHBoSUgdyEQAdBfdPsynEhy+XX3r007LHzPxdq7TsYXY7Lrcq31SBTJMgBJJ5KtmUTQJRBJAAQiAJqLel+GE0kuwTeDaSxDPibC91wyarOtZ0cEXlS+Yt/d4kpvMHju6qtPBALW/roAyUu3SR+BCAzB+ChgcBTiODhyDY/o9BcUDBL1T51avO0b8jERvucybdMcYtT1r12277UuxnxaU3N6/fqzJSX/uXChaCUTEXxzFDA4Cq4Ojm6TPgIRANCFXMMjCqK86WdVVb9oKBclzsSeyzd3LgtVgNW6GCMOqJ7q6hrIzUWxVEgZuk36CEQAQAtiP0Wu4RERcZLjVFfXfy2ZI0qciT2XdQcfCNWnVxySPREIfD1t2iDRwIQJf+3ujuUTAehJt0kfgQgAaMFaw4Pvs3w9bZrD1YizJSXvdAwlvJwrLs5m43iJM7HncuDYgbTK+baV4Plr9j7/2NmSklNd9ns3AKlBt0kfgQgAaMFUw0M0bZEb2yqYao592NR09/oiUeKM77nIleAPHDswfuWypt/uMqR9mU9nTUMUAilPt0kfgQgAeOPgHw+OX7lMlDo11fCQm7Z8WVr6blub6e0nAoFzV1/dGxxKtTWV+ugNBv/nRdmixJkoTJJdl8OXSWZunUeMcjZOMIb3bpZtvwl1UWE00G3SRyACQzA+ChgchagHp3jHIt4UxrCr4SGathiGcdLv78/PFzGHYRgnAoGzJSWfr1ghgpUzlZUfNI845fre95aLEmfiAKy1ErzYu/n1T5bEvS4qvjkKGBwFZM2kFLLj3l8wADghjqbywh6mGh5iX0YwdbX9esaMU11dIk2mNxjsz883VTV9f//+op9M4iXORC6MXAl+8pYp8t7N32aY7wCQSmxnQ6+n6MHB0RCICIg/APTBj6Zm1o7l+bSmGh6msMOQUnONkWHKueLiU11dn9bUfNzQYPoRvcHgw0uzeYkzcVGuBL/mqTUiKPlWw/XYl4FRQrdJH4EIAHiAH0298fHFxKjyV6tMNTz6J02yLk7wmMMYGaZ82NT0xZ13hupIZ1sRVVSCf/XPr4qgxI19GQA96TbpIxABAA/wo6m+oz5iNHFTvnye1Lovw33Y1PRZVZUx8vhIbzB4cezYUAU/5BOsHzQ3n587tzcYFJXgDSko+dvUidiXgVFCt0kfgQgAJJo4mhoIBsRJEcW+DNcbDA7k5b17+LDzPZTeYPBidvYg0UBe3pnKyq8WLRKFRgzDOD937k+eWjdm3aSSLVd9UVYW++cCSAq6TfoIRGAIxkcBg6MQxeC0/KElfdWC5c0VhmEUbb/OdJ5UXvAwOV1d/dWNN0a9hyI30T3V1dU/efJHPp9hGF+Ulb3XalP3PXb45ihgcBSQNZOa8KUH0MTaA+tEqfW6wxvl86Sh9mW4k37/xXHjot5DkW/+kc93Zu3aC4WFf+np6S8oiO6GAMlIt0kfgQgAJNrCR5cQo7bj5hplRuh9mbjgmzu8HglfBTldXf3lbbeJZRKA0UC3SR+BCAAkWk7dJGLkf8NmYcM2XyaORKAzkJd3IhCIcYkFIBnpNukjEAGAhOKVPLLrcqx/pN6XiQtej0SuSgIw2ug26SMQAQDXyR3meOe5BdsXWl/m6r6McK64+G8PPHC6utrtHwSgJ90mfQQiMATjo4DBUXAyOHKHOd9RX9qaOQ8d2mAYBi/sIV6myJeJow+bmi7MnOlSmowJvjkKGBwFZM2kJnzpATzBq4aYOsw1v9T8TkdH/+TJovJpAvZluN5g8FJm5olAIAE/C0BDuk36oyIQsbb58fprADCKNDzXYO0wFwgGPquqOrNmjah8mph9GYBRyzoVajL7a/QobkP8AeAJvgQid5jj1dz7Cwr+0tPD82lt2+cCgBt0m/QRiABAnMlHU/m+THptptxhju/L8I0Y3pfOtn0uALhBt0kfgQgAxJl8NHXn73amr56/9IkyQ+owx/dl+EbM+/v3f/mtb4VqnwsAcafbpI9ABIZgfBQwOAqmwQl1NNUwDLntrShcpm6fm+zwzVHA4CggayY14UsPkAChjqbKrzkRCAzk5Xn1hACjnG6TPgIRAIinUEdTZShsCuAh3SZ9BCIAEDehjqaaXvZea+sXZWWePCEA6DbpIxABgLjZ+9Le9NXzS3ffYYw8mmp62Uc+HyqsA3hFt0kfgQgAxM2Sx5baHk01OV1d/ZHPl/CnAwDDQCDiIQQiahgfBQyOghic4JvBNJZBjHoCPeq3fFFWlphWL57DN0cBg6OArJnUhC89gKs6XukgRrMfWRD2leeKi091dSXgkQDASrdJH4EIAMTHPQfXE6OaZ2vCvnJgwgT0nAPwim6TPgIRAIiPqZtmEaOOVzrUL0tYl10AsKXbpJ/6gYhtv0EEJQDxxRN3s+tyg28G1a9El10AT9hOhV5P0YODoyEQERB8ALiH95Sp2Hd32Ff2FxSgyy6Ah3Sb9BGIwBCMjwIGR4EPjtxTRmG07cvgm6OAwVFA1kxqwpcewCWioKq1dpkJ9mUAPKfbpI9ABABixRvdWXvKWImmuwDgFd0mfQQiABArh/sy6HUHoAPdJn0EIgAQE+f7Mp/U139SX5+YpwKAUHSb9BGIAEBMeL7M0ifCd9M9W1LyTkeYKiMA4DbdJn0EIjAE46OAwVGgu7Od7MucCAQG8vIS80j6wDdHAYOjgKyZ1IQvPUDcOd+XeX///s8rKhLzVACgoNukj0AEAKLnPF/mTGXlB81hVk0AIAF0m/QRiABAeAeOHRi/clnTb3eZrjvMlzGQuAugDd0mfQQiABDezK3ziFHOxgnyRef7MkjcBdCHbpM+AhEACIMHHPx/3a93i+stf2hJX7Xg27u+E/YOSNwF0Iduk/6oCESs/Qa9/hroCMOiMMoHhx8EmbxlCjHyHfWJ62sPrCNGdH34wRm1ibuj/JujhsFRcGNwrFOhJrO/Ro/iNnzpAaLDD4KseWoNMbrhZzeJ6wsfXUKM2o63qd8+OhN3AbSl26SPQAQAVMRBkFf//Cr/RfDNIP+jnLpJxMj/RpgjqEjcBdCKbpM+AhGAuDnypyPjv7t859GU6i4rF07lSyOtL7cahhEIBohRdl1O2DsgcRdAK7pN+ghEAOJmxb4KYjRxU77XDxJPcoLuQ4dY2uo59Yc3G4bR+VonMVqwfWHYOyBxF0Aruk36CEQA4uabO5fx1JKw6azJwpSg2/FKBzGa/cgCwzB2vbgrbc2c+59h6ju809FxtqQkEc8KAM7oNukjEIEhGB8Fh4NTuLmIByJ88yIFmAqnBt8MprEMHmkteWwpXylRD85nVVUfNqXUXlVE8I+VAgZHAb1mUhO+9OC2rNocHoise3q9188SH9bCqcWP3kiMDhw7wCOSnkCP+g79BQXYlwHQim6TPgIRgPjwv+EnRuM25InNi2RnWzi17tmNxOjOfcvVH/N8UdGJQAD7MgAa0m3SRyACEB/88Gbxo98QmxdeP1Gs9r60N331/NLdd8gX+TGR3I0TiVHNszW2b3yvtfXskiVnS0rOrF49mvdlAPSk26SPQAQgPnxHfWlr5jx0aAPfvEiBYyLiFIh8URwTIUYdr9gXS/2irOy91tZTXV0D48djXwZAN7pN+ghEAOJDHKfY8Zufpq2ew9rqvH6imIiAw3oKpGj7dcQosy5bVDaTnfT7+wsKEvKMABAN3SZ9BCIwBOOjEHZw5OMUfI9m8qbphmEcOHZg/MplTb/dlZDHjCc5U9ek7vDGMesmfXvXUv5bPji9weD5uXM/aG5GfzsZ/rFSwOAoIGsmpdi2+XHvLxhGJ1Oaa3ZdDm9UO3PrPGKUs3GCt48XhXsOrlecArH6tKbmbw89dKay8mJuLrZjADRkOxt6PUUPDo6GQERA/AHuMaW5rtj7fWK04cgGfpaCByUu/eiDfzyYV770F7/bHd/bTt00S3EKxOTtzs6vFi2K7wMAgEt0m/QRiADEyprm2vxSMzGa/kghMZq8ZQox8h31ufTTr2m8nhgVNV4Tx3vyT5Rdl2t7CsSkNxj8evr0v3a7FWkBQHzpNukjEAGIldwWjuMN4cawMcRozVNriNENP7sp7H32vLhn/Mple17Y5/xHB98MprF0YjRjyxz5+sE/Hhy/clnUyyT8E1Xsu9vJiz+tqfm4oSG6HwQAiafbpI9ABCBW1vKjhmHMabiKGKXVpr/651f5eknY1YXCrXOIUf7mac5/ND9Sau2CW7xjUaS3ktl+IlvYlAFIOrpN+ghEYAjGR0ExOLblRw3DWP9M9Zh1kxY/XmIMz+vqyiL8PpH2zONHSjNqs+V3yaU+oqirFuoTWZ0IBL4uLCzGNyc0/GOlgMFRQNZMakqZL33yZoSmJFO+jK2HDrG01XPqD28Oex9eId55MTR+pHTapjnEqOtfu/hFvkySWTs2urpqTj4R9/WMGae6uiK9PwB4S7dJH4FI8knejNCU5GQXQ67JEer0Br/P7c3LnPfME0dKv7lzmRxz8GWSGx9fHF37PYf7Mqe6us4VF0d6cwDwnG6TPgKRJCMv4LuXEQoOOdzFEHslgWBAPr0hghJxn193/9p5zzxxpHTdwQfkxBy+TOI76oui/Z7zfZmPfL7T1dUR3RwAdKDbpI9AJMnwZXO3M0LBIWu+TCi8Ac2BYwfk0xsiKHnq5afSVy349q7vyCFL2HuKpYsDxw6kVc7nReXFMkkgGIii/Z76E33Q3Hx+7tzeYNAYbijj/M4AoAndJn0EIkmGzz3OM0LBVc6zS+qe3UiM7ty3XJzekIOSHx9cT4wanmswhkOWsGc7QhWVlzNvo2i/Z/pE54uKTgQCBj+XOm3amcrKz++6izfUHcjL438EAMlFt0lfh0Ckr72cP0V5e9/IyyMvjLwS4l2hpUAgIuYe5xmhzqXA+LjHdnCc72IYw8dEcjdOFKc35KDkmsZFImJw2DMvVFF5OZKItP2e6RO919p6dsmSsyUlb7366tmSEn4ulR8NkQ+I4JujgMFRwOAoeJ01k6B5WczOXgci/sby9r6+9na//Hn8jebPMvKK9Fp/o7OPnAJf+pY/tPAFfMNZRii4ynl2iTEypZaf3pCDkpwNE0Tai7y8oaAoKi8iCYe3CvWJ+ObLqa6u/ilT5OyYc8XFf3vgARwQAUhS4Sf9RM3LYnb2OhDpay+n8sbGdr98qd1vjrNGXhnxgZ0FXykQiKw9sE4cDak/vDkFes0nNef7MkOv334dMcqsyxanN0RQMoZdQYzE+pZY3pDfLqdtq4vKy7FR2FuF+kQn/f7+ggLbD/JhU9OFmTNxQAQgSYWf9BM1L4vZ2etAZHBQrOeMeHDHS0Dl5tcNIWesf0PaXln46BJiRFeSMfI/dvV5whS/MpdE5u1Q+tKDV5j2ZRT3qTu8ccy6Sd/etZSIrEFJ7saJ4i18ecN0GJl+mCnStvlBEFqeLv6UF5WnmjGm2IhuzzTdiohMGeD8CeXghog+qa//pL7e9nP1BoOXMjMn6va3gyu4git2VxxKzLxsK9QTJJo11gr3gQV/IzX6HfwI699Q0smpm0SM/G8M9Vi3/Y9dfaRe4TU583bvS3vTV88v3X1HdLcSQYkxXAz+ykfmiz/lyxvyYWRT2ra6qLwcG4W9lbhuypfpnzTppN8f3acDAJ05nPQTMC+L2dnjQIR/ir72dr/p0dUfWLzW8QpQsgci/D955ZYitv/drI8UK7xmqpu+5LGlEe3LKDzUxsasn3B3yxpxhf9dy4eR5bRt00EQQS4q7/BW8pdHDm5OBAIDeXmxfzQA0FDYST9h87KYnT1fERGLOSMjKKdLQE7DrmQPRPhezILtC8UV63/sxiK+45NihdeISK6bLjJvewI9Lv1E02FkOW3behAk6luJL4/p0ElEVVOT/Z8sV2FwFDA4Cq4OjoNJP0HzspidPQ9EBgeHloDclexfet9RX9qaOQ8d2iCuWP9jVx+pV3hNrpvOM28jLVoaEfkwsiltewwzHwRRkzvdhMoAN+XLvNfa+kVZ+CptAJCMItmaSQRdApEESPZAxPZYgLZJvKlXeE2um84zb2uerXHvx1lrlPHTG7YHQdTkTjfy0Rb5y2P6dqF8O0AK023SRyCSHELVznLS1jXxXC285lyo9nJRsNZNJ0Ydr3TEfmcF2xpltgdB1OSy8fLRlocOsbQ1s+oPb7Z+u05XV3/kS4V1LACw0m3SRyCSHELVzpL/Y1cf8n/Be7hmIye5xEiumy4yb92OrmxrlEXH1OmGH21pO95GjG5tut2aAYQ+MgApTLdJH4FIcghVOyuiHmkJIz+tV2s2piSXGO8mfyI589ZVoWqURUHudCPC1u7Xu4nRlQ8vsGYA8SLuMT09AOhKt0kfgUgSUPc0iaKxma14jY/pafl/di95bGmCy4rISS6mwYn0SSLqKRNH/DBypEdTbcmdbsTRluCbQZ4Qbs0AiqihXfL+k5UAGBwFDI6C11kzCYVAJAmoa2fx/9hd9/T6BD9VKKZdJP6f3dM2z0pwWRE5ycU0OJE+SUQ9ZeIriqOptuT1IfloCy+RZ9rdQxERgNSm26SPQCQJqGtn6XZMxLqLRIzSajNClRXZ8+Ke8SuX7XlhX3wfQ05ykQdHUeDESQeWBIviaGootkdbZm+5lg+FnAEUURERAEg6uk36CER0J/5bNlTtLK2OidjuYhRsvJLPdrZlRQq3zhFHSuOV52JNchHPoyhwIlZKfvN//Gb8d5fveO6noT5RMrI92vKtx+60LpOgiAhAatNt0h8VgQhZeP01iICTBY94HROJnalfCXfDjiV8trOWFZHXJwLBQLzyXFr+0JK+asHy5grDMjihCpzIT/LNX9xGjMZtzAv1iVJG5f61xChjZH41iogApCTrVKjJ7K/Ro7gtueIPgZ91UNfO2vGbn4oqnN6y3cWoeLKSGF1Rm2YtK8LXJ8ZtyJOTS2Nf3Vl7YJ1Y8JAHR1HgRF4pmb5lNinby6WMnb/bOebeyaZlEhQRAUhtuk36CER0x886qGtnyVU4oxb7+ITaxWh8vlEcdLDte3J78zKRXGqb5xKphY8uIUZtx9uM0CVKFR1YrmDpVEtyDQ/KTMovT3QiLSKSpP9kJQYGRwGDo4CsmdSULF96+cikOOsQtnaWqMKZkGe05yS7xLbvya+7fy2SS23zXASHmbc8GcT/xlAXe9sSpYpmLsQooy4r6hoeHzQ3n587tzeoXQMgh1BEBCC16TbpIxDRjpxcKhf0VONVOL1tL+dkF8O274mcXGrNc5E5ybzl5Tey63LEFdsSpaFWSviPmPbwzOhqePQXFJyprPz8rrs+bGpy/i6tDEyY4LyICAAkHd0mfQQiejEllzo/oMCrcHrYXs5hdkmoviciudSa52L6EWEzb3mEsWD7QvGnoUqU2q6U/Lj13jHrJ9zdsiaKGh4n/f7+ggLDkgHbGwyeLyoKu0ZyIhD4etq0QaL+qVO9WlBBygxAytNt0kcgohf5yGRETUb4MoBX7eWMcFXXZLZ9T+Tk0lBJQE4ybw3D8B31pa2Z89ChDeJPQ5UoVTdziaKGx7ttbV+WlvJfyxscH/l8X0+b9k6H6qDPiUDgbEkJf8vnFRXv79/v/OfGEbrMAKQ83SZ9BCJ6kY9MRnpAwcP2cka4qmsy274nslBJQE4yb0MtI9kub8SxmQsnJ75+2NT0WVWVYRi9weCFwsK/3X//J/X1ivd+PWOGCFze37//84oK62uiPnpyvqiI77acCATOXXutdeeFv0Cs6ABACtNt0kcgohHTkclIDyjIpy+jEMv4hK26JrPteyKzTQJymHkb0fKG82YuDgfns6oqcTSkNxgcyM39oLmZRyfvdHScLQm5uNIbDF7KypJ/O5CXZ4o53mttvTBrVhSJtae6ui7MnXu2pOStV189W1LyfkvL2ZISORZ5r7X17JIlZ0tK/lZTo46WbOn/T5aHMDgKGBwFZM2kJv2/9PKRySgOKMjztycd5hyWmQ/V90RmTQJymHkb6fJGvJq5cF8tWvR2Z6f47Vs9PWcqKy/m5p70+21jC+Gv3d3n582Tr1h3Z74oK/tgz54LhYWRLorwSOhUV1f/lCl80eVUV9fXM2Z80Nws7vxea+uprq6B8eNP+v0R3RwAko5ukz4CEY3IewrRNRkR87cnHebUVddktn1PZNYkIIeZt5EuI8WxmYsRLt/kbElJqGMi1vUS0+6M2DSJotqY7bEPHiT1T536l54ebMcAjCq6TfoIRHQRl54m8ulLa3bJkT8dGf/d5TuPxj+t1EnVNZlt3xOZKQnINDihMm/ju7wRqbC94j6pr/+kvl6kxnw9bZqIWj5obj5TWSm/WOzsyO81eESSnx/RoshAXl6o8Oh0dfWXt90WxXYMACQv3SZ9BCK6iEuvefn0pTW7ZMW+CmI0cVN+rM86kvOqa86ZkoCsg2ObeRvf5Y1IiVghlHc6Or666SaRGnOqq0uc1bB9L1+0GMjLGyTi+zv8umkDSE0dHp30+y+OG4ftGIBRRbdJH4GILuLS00Q+fWnNLvnmzmUUj04uJs6rrkVEPghiHRx15q0nFDsvXG8weHHcOLlo6amurguzZp0IBORTrmFFtDuDDnYAYKLbpJ/6gYhtv0HdgpI49poX2xPW7JLCzUU8ELFN8Y16TFxqCyeKwdsOTtwzb9XCDs6JQGAgLy+KO/NNmS9LS99ta4voLQ5fnIC6ILr906QVDI4CBkfBjcGxnQq9nqIHB0dDICLo/KWPY695eXvClF2SVZvDA5FQnVyiEMcQyqTteBsxWvLYUtvBcZ55mxihKn848WVp6YUrr3Te3iXsYRShNxgcmDgR9doBQKbbpI9ARAtuLyoYhuF/w0+Mxm3Ic55n60RcjrbY6n69mxhN2zwr1OB4ezTV5ExlpThYGqmTfv/FsWMjChcuZWXJ51VDFTr7tKbm44aG6J4KAFKVbpM+AhHvubeoIJf34JkmxY9+I1Qnl+i4FEJxxCitNiPU4Hh7NFXWGwz25+cn8sinfF71nY4O09ET7u3Ozq8WLUrYIwFAstBt0kcg4j33FhXkDnOiA0uoTi5RcC+E4go2Xsn3khJwCiQWiT8QKp9X/ayq6j8XLrT2pvl66tS/dndb3goAo51ukz4CEe+5uqggwg7xU0J1colCHI+22LphxxIeiEQ3OA573saIt5JJcAasfF61v6Dg09raT2tGVJNTV5QHgNFMt0kfgYjH3F5U4B3mKn+1SvwU204uRlSHtF0NoQzDqHiykhhdUZsW3eB85POdu/pq52mxCorB8SQ/VpxX5QHHe62tX5SNCAcjygeOkZ7/ZGkCg6OAwVFwdXB0m/QRiHhs70t701fPL919h0v358dEJm7Klzc4rJ1couB2CGUYRuPzjVGfAuELFe8eOeIwwSRq/ZMmeVIQ7OK4cR80N/OAw9qqpr+gAGXKAMCWbpM+AhGPLXlsqauLCnKHOfFTrJ1couDe0Za4EAsV54qLnWfGRuqtnp4LhYUu3TzsjxYd9QzDuJiTIzahsC8DAAq6TfoIRLwkooSeQI97P4V3mJPTXE2dXNT2vLhn/Mple17YZ76ty/syMRILFR82NX1WVRX7DW1TZCOqLeYquVtvIvdlACDp6DbpIxDxkpxe6x7eYU7e4DB1clGb8fBsYjR/+zXyxQTsy8RCLvnVGwwO5OXFeGQ1VIpsFL1wXSIqqiU+lxgAkotukz4CES/dc3A9Map5tib8S+PNVHQ1FB5wEKMpm66Ur7udLxMj0wHS2MOFz6qqzl1zjbVWuqv7PhER8RaaywCAmm6TPgIRL03dNIsYdbyi6pTmkvrDm01JvLbjww+C/P/t3W1wXNV9x/Hj2Fh+kLCF14Kuw4OREyycGgiRO0NVTzC0SLzoYkIcxh5lpuhaWJjGDmw8TUDFFOGmilrioYxhsrMzcSDpoKHpOC8Y0ZnemXay0xc7k+lcxRriVizGpLZrq04x2EIS2xdndXT37u7RPtzde3fv9zO8sFe6u6v/XnR+Po+y88P+uA/HZexDJ44DViZMczocLqlTxDEQ899CXHzkEUeaGU8mP2tqquxdu+lST88HR47Ufi2xD//P8g+Ko0FxNFg105h8ctOrKReys2FFf3Mx4yOuK7SI10EGjub+6+wTWXw4LvP+0aMz69er8DG7Zo1jx3TZKXJmaGj6ppsW3Yv91Ojo3MqV9q1LL3d25vY0+G1O6Onh4SsdHXSHANDzW6MfiCCSe96gh3eAmnIhRzd6jvypV+9k0UW8KnDc/vTdwhDHfpE5HtaH62V+t2PHxV275KTUvPlgwjRnm5unIpHJ48enIpGZUCg3jownk1e++MXTGnnTAAAUYElEQVSTicRvDx260tFh37r0w8HB944d+6iry/79Zw8edGwj5q3xZHKuqYnZIQDyym0KfdL6++itVJsfekTsUy48H91YdBGv2uPkkZHdwhCDP80sxPD8nTtMmOZMKKRW0hazZkSufZ1pa7OPv5zv67uwZ8/lzs7/2779wu7dC1uXtrZOmGbuXh2OASAAqAt+a/QJIjWlplxoznKrmUUX8ao9TgbfGPzcQ5lTfH04LnNuYODcwIBlWVc3bvzNiRPF7+VlTxLqiLhTo6Ozzc2TP/6xXHejFuDkzgjJHQACAP/zW6NPEKkp+5QLz0c39It47Xuc2JcZV3sr2DKoLUMu9PZeePTR4udt2LcYyT0i7rOmpvFkUqUcK3u7UtkN484PAAA15LdGnyBSXSNvjVz7wL2DPzls5Uy58MPohn0Rr6M+9vBhP8W3pK1g824C5i77liGT8fhMW1vxe3mp0Zzcs1osy/p469b/euONy52dk/G4LI78s/xq7pSRwPJDxPctiqNBcTRYNdOYPLnpN3xrozDE6n1rLNveGxWe5eaix14xlu7MjLk4OPY4kaf4jrw1UvxWsJPx+Gxra7VnUdh7LMqYrSlHc/LO9rjQ23v2wIHZlhb1yFQkoqa4sl0HgDrlt0afIFJFamqqXJyi5nhWcpabu+zdHi/9/KVrH7j3udefl19y7HEiT/G978j9xW8Fe3HXrksPPujK9uoa9l6KMlzo7T27f3/eQZYzQ0OXv/IVuV2pZA89bKMOoE75rdEniFSRnJp63ZPrhSEe/9HjfpvjaWWPuWz+zlZhiHX7r7fmI5R9jxMZWZr3rS1+K9iZUOg/f/Yz18+Eu9rerqaInkwk7D0WZZiMxz8Nh1W8sDs1Ojq7Zo19la/aRt2aH7ip5KUBwBN+a/QJIlUku0Ae/uHDwhA3HAh7Pjs1L8eYiwwluXuc2E/xLWYrWLWZhxz7UI+PJ5NX29vLnjgyGY9f3bhRLay1J4Py6EdzPlu+3P4ltbLGsqzZlhaWzACoR35r9Aki1aKmpr7zy3eEIZYYS/wwOzWXfcxl+d6Vcu5q3p1C5Cm+y/tXFLMVrBq5cJzzcr6v7+O77ir75Bf5tB91db137JiVPWmjBtRKGZbMAKhffmv0CSLVYj8W7uaDXxCGWLp3ma/GZST7mMudz94lDBH524fyjiLJU3zvObx90ec8mUiola72fU5lj0IZJ78o8mnlNqlpIeaam2uzkai6eeZWrx5PJlkyY8faBw2Ko0FxNFg105hqfNPbOxX2vNzrk9mpuexjLoeOHxKGWPvEukpGkU4mEpc7O9WZtOpUWMu2V0d5x+H64WwX+c5ZMgOgfvmt0SeIVIUPtx/VUGMuiWRChZLyRpHGk8npDRtUCpHkvE77Xh1yaKPUORZ+WKgiu3Mufu1rnr8TACiP3xr9xg8ieY/5qfbH7MNj4TTsYy4ylJQ9inS+r+/swYOOB2UvgmOvjjNDQ2rOaZHUDqreutDb+2k4zJIZAPUlb2vodROdTgchiCi17BHx27FwxZOhpLxRJPuiErszQ0OXurtzZ3eqOafFsO+g6q0J05xbuZIlMwDqlN8afYKI++prXMYt48nkpzfc4DiuRTo1OjoTCuXu1aHmnDpOwc2LaRkA4Aq/NfoEEffZ18vUkQrrow8Kjg05HC719JweHtY/f95d2GuG6f0aFEeD4mhQHA1WzTSmmt309TsuU7bxZHI6HC57Aofal2w8mfy0rS1vHwkbiAGAK/zW6BNEXBbMcZkKx03UEl/1PI4+Ev9MEAGAeue3Rp8g4rL6Wi/jivFkcmbdugrXs1zq6fngyBHVreLYu50JIgDgFr81+gQRl9V+XObqLbeUfXSLK1xJCaeHh690dKjnsW+DZnk9QQQAGonfGn2CSKVe+vlL1z5w73OvP295MS5zanR0du1aDzfXqnB2iP15HIfP2UdnZtesYYIIALjCb40+QaRSm7+zVRhi3f7rLct68c0Xl+28tev5r1bjhfI6NzBw8etfd2X+RHn1qd6giRqd8cPO7kzv16A4GhRHg+JosGqmMVXjc7Uf1JJIJrY9s7024zJqOOZyZ+dkPH5l82bHruo1U73dTtXojB92dgeAhuG3Rp8gUhF5dO3yvSuFIUbeGpGhZCwx5voL2cmdPX976NDJRGK2pcWyrA8HBy/u2lXVF83r3bGx6XC4es8vY5Y6yBcAUDm/NfoEkYp846U9whB3PnuXMMR9R+4XhrjpwCbXX8XhvWPHLm/bNh0Of3DkiNp+Y27FirQQn15/fS3nUpRxXkxJzg0M/G8k4vm4DAA0Er81+gSRirQ9caMwxKHjh4QhmvetFYboe7XP9VdxkNMyLvT2fvKlL50ZyhoGqnYycJCn2VXv+Sfj8Zm2NsZlAMBFfmv0Gz+I5D1v0JXPUq6RWdHfnEgm1EyR+NtxV55cQ86ZmDDNuVWrcscsSjpJrkLVnpuSu5QGAFCevK2h1010Oh2EIKK43iPyg3/8wbKHNt0/1GNZVvtTtwtDLO9fkfxV1bf0+HjrVs0Z9BOmOdPa6ugpKUap9RlPJj9rair1VeoU0/s1KI4GxdGgOBqsmmlMrn+uj4zsluMylmX1v7Zvye7Wew5vd/cl8lr01JV3x8amIpFijrSthB9W1QIASuW3Rp8gkjHy1si1D9w7+JPDxX+WW57eJgxx7Bc1GgeRJkxzJhQq5jurPYHj7MGD5/uqPiEGAOAuvzX6BJGMDd/aKAyxet+a4j/L1f2twhDmv9d0BsN7x4591NVVzHdOmOZ0OFy9ThG2XQeAeuS3Rp8gYlnz007lfyf+9UQxH2QimRCGWNG/2r17oygl7WRa1U4Rtl0HgHrkt0afIGJZ80fmXvfkejXnY1Fv/PMbwhCbntri3r1RlJK2GZ0wzZl166rRKcIEEQCoU35r9IMVRApNBJFH5j78w4eFIX7/L75czAf53KEHl0U+33e0RpMkZkIhuV/ZJ1u2aJbM5Co+uJQ0mTdo264zvV+D4mhQHA2Ko8GqmcYkhLBPBHnhH1649oF7X/jpEXVk7ju/fEf+YdEluDOh0G171gtDfP+VA9W7V5RTo6PyWLtTo6Ozzc0lDYioa93FtusAUKf81ugHK4ioiSDj7et+78kbhSFufeq2773+vWU7b93+Vzuutre3H9gsDHH0n7LmYMreCLUadjIe//UfbhWGuOaxpf/x939nWdb0TTeVsW9H8c4NDJwbGCj7cte3HWNcBgDql98afd8GkVSsW7617lgq85AZdT5SEhlEQo+tFoaI9t4uE8n6Jz4vx2VGDu/+pKPj0KO3L915s3GsX31g7x89+rsdOyzbYMTFXbu+++0dwhB/9M3wh4ODk/H4x1u3TkUi1TvnRZ79Vvbl6ki8k4nElY6Oyt9k0MZlAKCRlNvou98uL7TOfgwiZrQ7lkrFYmYq1i1/QDMqHH8okQwij3z/QWGIG55ok0Fk6d5r5HDM6fu3v3/06L/88R3CEKG+1qvt7bLBVotU1RjHTCjU/ue3CUMcffJPzvf1qVb51Ojo5c7Ok4nEmaEhF/tI1BG7ZVNH4s22tp7bv7+Mw2iu3nKLfcbrTGsr4zIAUKfKbPSr0C4vtM5+DCKpWLfojkZjpu2B+R/TjIqoWeA6DSHEsr6lciLIEmOJMESLsUbGkT/4bqfcJWzCNFd+c5kwxL99+8+mIhG1e5ic5fry9vCZw4fluMyyvcvH//r5Sz099tkSp0ZHZ1pbpyKRyePH3drb9PTwsDxi1y2lHkYzGY/PrVqlBncYlwGAulZmo1+Fdlm1zr4MIum06gWSP2cq1j3/U9r+WJgAAADFqUG7vEh7Xe7l1ZWKxcz5yOVKj4gMg3te7l2yu/XLz9z9jR2rhCE+t3fp/7StVb0aQ28OyUW86nhb+3Znv25bLsdlht4cmjDNuRUrNLMlzvf1nT14sJLcOp5Mzqxb5/o4yJmhoeIHaGZCofN796rd3FkvAwB1rZJG3912WbXOfgwi8sdLxWKm+vHcmCPi+DD+5r62Jbtb7356i32Bq9wy1b6I177d2eM/elx+NZFMWJb12fLlmlZZTXQtW0n7qJakyAEaORCjfhDGZQCg3pXX6FejXVatsx+DiG127kLKqnzVjOPDkBNRcxfHynU0ahGvfbuzGw6EhSG2/eU9xXzYFc4zHU8mp8PhKnU/TJjmbHOzfVlyXnIq7m9OnLi6caPFehkAqH/lNvrut8uqdfZnEEmnM11ArskNInLoJHdx7GOvGEt33jzw2n5r/hgatd2ZnOU69GaxK2Kmw+F3x8bKu1eq1x1ipz+PRi2QmWtqSgsx19zMuAwA1LWKh2Zc5usg4q7cIPLh4ODUzp25nRbxt+PCEDcd2GRZ1otvvrhs561dz3/VsqybD35BGGLp3mVyXKYYU5FI2et4a7NKVnNIb5V2ZQUAeMhvjX6gg8hkPH61vT13cWzyV8mlxjXCEIlkYtsz21UXiJzletezJUySKLtX492xselwuIwLyyA7RXLrU5sumbqQWxwoFEeD4mhQHI2qFsdvjX6gg4hc9pK3x2Lz03cKQ4y8NSITyViizOGV3E6FM0NDjv3B8qp8omvx1HwRx+awajM3AEDD8FujH+ggYhVe9tL/6j5hiPuO3K/GaMo2t2qVzDpnhoZmQqGpSGRq507NtAyp8qW/ZVCbw8q/zra0VGnTegCAV/zW6Ac9iBQip4k071srDNH3al8lH/m7Y2NTkchsS8tUJCInrhbqgbArdf9Tt5waHZ2+8caTiQQTRACgIfmt0SeI5KemiQhDxN8u/8A5PUcPhJ2HvRFyuzMmiABAQ/Jbo08QKaj9qduFIZb3r1A7m1XDqdHR6Q0bHFNGajlTNa+Puro+vuMOJogAQOPxW6NPECmo/7V9S3a33nN4e5VuBeVST8/p4WH5Z3nqby1nqir2+kyY5tzKlUwQUZjer0FxNCiOBsXRYNVMY/LtTa/O133/6NFPOjqmIhFPZqr6tj5+QHE0KI4GxdGgOBoEkYYiCqjeZ1yq8WRytqVlPJmUy2U/6ur6ZMuW2s9U9VVN/IbiaFAcDYqjQXE0qlGcvE2h1010Oh2EIKKU/bnW4MJLPT0fDg7OhEKWZU2Y5mUhyh4W8fOPyYVcyIVcyIWeX+i3Rp8g4s7nWuGFp4eHr27apM7eqyQL+/nH5EIu5EIu5ELPL/Rbo08QcedzrfDC8WRyrqlJba1GEOFCLuRCLuTCKl3ot0Y/WEEEAAB43SBn8eN7qpKyf8w6utCTF+VCLuRCLuTCer/QQwSRhrrQkxflQi7kQi7kwnq/0EMEkYa60JMX5UIu5EIu5MJ6v9BDBBFkUB8NiqNBcTQojgbF0QhUcQgiyKA+GhRHg+JoUBwNiqMRqOIQRJBBfTQojgbF0aA4GhRHI1DFCVAQAQAAfkMQAQAAniGIAAAAzxBEAACAZwgiAADAMwQRAADgGYIIAADwDEEEWIwZFUKI7ljK6zfiRxRHg+JoUByNgBWHIAJomVERNdPpdDoV6xZCZP6CdDpNcbQojgbF0QhecQgigRew6F2qVCyaXRozSrHmURwNiqNBcTQCWByCSLAFL3qXLBXrdpTFjDb4b4XiURwNiqNBcTSCVxyCSKAFMHqXQ6a0+cKkYt3ktQUUR4PiaFAcjYAVJwBBhKEHjeBF7xI47pxMpxG3Ujqdm1gpjoP95qE42bJuHorjEMg7p9GDCEMPiwpY9C4Wd45GKtYtbxj5S5PqOHDzaHDzaAT1zmnwIMLQgwb/LtHgztHI/LZULYrtT0hz82hx82gE9s5p8CDC0ENB/LtEjzunoFQqZUaF6I5GY+b8YxTHjpunIG4eraDeOY0eRNIMPeTHv0sWx52jZUYX0ivFceLm0eLmKSiQd04AgojE0EMW/l1SNO4crYCNZS8iUw0mOOfjLA43j4MZXShGwO6cwAQR5MO/S/Lgt6MGxdGYj/L0LuZBcfQW+qijphkNTALJIIiAxsVJ/TII2q+DYlCcQmwzDe2LH6hSOk1xFqPqMz9LJHe2SCMjiAA5zKitn4gmNxvFKcS2xCHT2Ko2FxRHL1OflBkzVWALzv9ZBBEAcEkqZWtFTP7Fn4Xi6Kn6yL8FaaycIAIArrPPPIQDxdHJXjcTCAQRAKgCMxakpqREFAc2BBEAAOAZgggAAPAMQQQAAHiGIAIAADxDEAEAAJ4hiAAAAM8QRAAAgGcIIgAAwDMEEQAA4BmCCAAA8AxBBAAAeIYgAgAAPEMQAQAAniGIAEFkRoVGoI4gB+AtgggQRAQRAD5BEAGCiCACwCcIIkDApWLdQgghombeL2dFlqyEkvmK7bH5p8o8pL7BzDwuumMp22Xz357n1e1fWvha7ivmPph1JZkK8D+CCBBwmiCSt99ENe3FBhHHpQU7Y5x5I8+LZl7Ani6y3oUjhZBFgDpAEAECrmAQmc8DzuSR0+GxaBDJ15Gy8Kh6QL6D+b9m3k/228tJInlzyPyP4ngqAH5EEAECrlAQyTcOkvVY0UEk+5lzH816B7nPmnkkbxLJ/u6FDhF6QYC6QRABAq5AEMn78CKRodAckaxQUPiyqFlgcCVP2MjKQgvv0TmqQ18I4HsEESDg6iyI2JNITg7Jfj7nlQD8iCACBFzVh2ZKCiIFLsr3zqLR/Dkk9zvpGAF8jCACBFzZk1VVx4NjWmllQSQnPOR5lqwBGNv7zskdjmQEwIcIIkDAlbp8t/CEDKWiIJJ/dCb/hFfnFwoM7NAhAvgYQQQIuLI3NHN+NWq6MTST/VD+V81Z8pvv5yl8MQA/IYgAqD9M/gAaBkEEQL1xzk4BUMcIIgDqx2JDNgDqDkEEQP2wBRF6Q4DGQBABAACeIYgAAADPEEQAAIBnCCIAAMAzBBEAAOAZgggAAPAMQQQAAHiGIAIAADxDEAEAAJ4hiAAAAM8QRAAAgGcIIgAAwDMEEQAA4BkBAADgof8HydfLoIwwvIcAAAAASUVORK5CYII=&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll (Fire VIP achieved)</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-fire-vip-achieved-1.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-fire-vip-achieved-1.html</guid>
<pubDate>Fri, 20 Jan 2012 1:07:12 -0600</pubDate>
<description>&lt;p&gt;Well today went alright overall.&amp;amp;nbsp; I was going to play a session this afternoon when I got out of bed, but volume was very low and I just decided to go shovel snow after my first five games.&amp;amp;nbsp; The good news is that I won all 5 games.&amp;amp;nbsp; My roll was up to about $940.&amp;amp;nbsp; I still had like 500 VIP points to go to get to &quot;Fire&quot; though, so I thought that I should probably try to get there today just so I could give myself a good shot at achieveing my goal.&amp;amp;nbsp; I decided to go ahead and grind a marathon session from 8:00-1:30 tonight (I took a dinner break).&amp;amp;nbsp; It was a very frustrating session though, I broke even for sooooo long.&amp;amp;nbsp; I was down to my last 3 games of the night and I needed to win 1 of them to breakeven for the session, but I ended up winning 2 of them.&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Well now I've earned 30% of my goal in points and by my count I have 12 days left to earn the other 70% (7k pts).&amp;amp;nbsp; I need 600 points per day for the rest of the month.&amp;amp;nbsp; I started out pretty strong so hopefully I keep it up.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Here's my holdem manager graph.&amp;amp;nbsp; I'm not sure it's 100% accurate as  every time I import my sessions I wind up with a few import errors.&amp;amp;nbsp;  Sharkscope is tracking me differently from HeM.&amp;amp;nbsp; I don't use a HUD while  I'm playing so I import after each session from my saved history  files.&amp;amp;nbsp; I'm up 600 in winnings + rakeback/bonuses and HeM shows 430  while Sharkscope shows 530.&amp;amp;nbsp; So obviously I'm missing some games in HeM.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-2.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-2.html</guid>
<pubDate>Thu, 19 Jan 2012 12:27:51 -0600</pubDate>
<description>&lt;p&gt;Alright guys, I played some more today and all and all had a pretty  solid day.&amp;amp;nbsp; My bankroll ended up at $827 and I've now got 2322 VIP  points.&amp;amp;nbsp; I had a sick session to start the day where I ended up winning  like 80 bucks.&amp;amp;nbsp; I was on fire.&amp;amp;nbsp; I had already reached my daily point  goal and decided to play another session at night, but I decided that  since I'd had more than 40 buy in's for the 20's I'd take my shot at  them.&amp;amp;nbsp; I wound up having essentially breakeven session where I lost 7  dollars.&amp;amp;nbsp; I made a few mistakes that I was kicking myself for early in  the session on two different hands.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;The first hand I  tried to steal from the hijack with A2cc and got a caller in the CO.&amp;amp;nbsp;  JQ7hh flop and for some reason I decided that I should cbet and he  immediatly shoved all in.&amp;amp;nbsp; He only had 400 chips left (I had 600) and I  had a bd flush draw with the ace so I reluctantly made the call.&amp;amp;nbsp; He was  slow playing aces for some reason.&amp;amp;nbsp; I think I should have c/f the flop  as it was so wet and I really had no equity.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;The second  hand I decided to open TT from MP when we were 6 handed on the bubble.&amp;amp;nbsp;  Blinds were 75/150 and I opened to 400.&amp;amp;nbsp; I was even with another guy in  chips at about 1650 and everyone else was between 2200 and 2700.&amp;amp;nbsp; After  I opened the other guy with 1650 shoved from the BTN.&amp;amp;nbsp; I knew I was at  best going to be flipping for my tourny but I called anyways.&amp;amp;nbsp; He wound  up also having aces and I got knocked out again.&amp;amp;nbsp; It sounds like it  would be a nitty fold in that situation, but in a DoN it's such a  standard fold.&amp;amp;nbsp; I made a stupid decision.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;After I got knocked out of those games I won a few and  was actually in a very good position to end the session in the black  when I had 3 games left, but I got sucked out on like 5 times in a row  on two of my games and wound up winning the final game after winning a  flip and doing some subsequent bubble pwning.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Good day  overall though.&amp;amp;nbsp; I got 500 points which gets me pretty close to Fire.&amp;amp;nbsp; I  might make a run for Fire tomorrow if I can stay at the 20's from now  on.&amp;amp;nbsp; I ended up winning about $70 in total and I'll get a few more bucks  tonight for clearing bonuses and rakeback.&amp;amp;nbsp; If I finish playing the  10's for good right now I'll have had a 14% ROI all time.&amp;amp;nbsp; That's pretty  sick considering the payout structure of DoN's.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;I wound up in my first leveling war on Merge today.&amp;amp;nbsp;  Some guy named rakebackpro992 was playing really aggro against me all  day and he's pretty much the only good reg playing the $10's.&amp;amp;nbsp; I could  tell he had a specific read that I was going to fold a ton against him  as we played about 20 games together today.&amp;amp;nbsp; In one game after we had  been doing various aggressive moves against each other for an hour or  so, we found ourselves 6 handed very early in the game (level 2).&amp;amp;nbsp; He  was on my direct right and we were the short stacks, each with our  starting stack of 1500.&amp;amp;nbsp; The rest of the table had taken at least half  of a stack from the 4 guys who had been knocked out.&amp;amp;nbsp; When I was BB I  knew he would be opening atc against me because in general it's super  profitable for him to do so.&amp;amp;nbsp; I had 63o, but since we were both the  short stacks I thought that the winner of this pot was at a huge  advantage going forward in the game as they could potentially knock the  other guy down to under 1000 chips.&amp;amp;nbsp; He 2.5x'd me like I assumed he was  going to and I called planning to float most flops.&amp;amp;nbsp; The flop was super  dry, Q74r.&amp;amp;nbsp; I had air and he cbet about 2/3 pot.&amp;amp;nbsp; I floated and the 3  hit the turn.&amp;amp;nbsp; I was going to fold if he decided to fire again as I  didn't think he would think that I was floating, but he checked and I  bet 2/3 pot and took it down.&amp;amp;nbsp; He was left with something like 1100  chips while I had 1900.&amp;amp;nbsp; He was much shorter than the rest of the table  and wound up losing the game when he had to bluff shove into a big stack  to steal the blinds.&amp;amp;nbsp; I'm pretty sure that my play on him was the  deciding factor in the game.&lt;/p&gt;</description>
</item>
<item>
<title>Grinding a new roll</title>
<link>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-1.html</link>
<guid>http://www.outstandingpoker.com/blogs/emitnulb/grinding-a-new-roll-1.html</guid>
<pubDate>Tue, 17 Jan 2012 3:25:21 -0600</pubDate>
<description>&lt;p&gt;Hi guys, I finally decided to try to quit bodog and play on Merge.&amp;amp;nbsp; I decided that I'd take 400 bucks and put it on the site to try and build a roll from low stakes.&amp;amp;nbsp; I'm trying to accomplish fairly agressive goals so I thought I'd share and document them here.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;I deposited 400 on January 12th.&amp;amp;nbsp; My goal is to make &quot;Water&quot; VIP status on Carbon Poker by the end of the month.&amp;amp;nbsp; I'm trying to do this through grinding double or nothing sit and go's.&amp;amp;nbsp; These games are pretty much my specialty.&amp;amp;nbsp; I was pulling around a 10% ROI on Bodog before they switched over to anon tables, and after that I was actually making a higher ROI over about 500 games but there was no longer any games running above the $20 level so I was winning WAY less money than I had been previously.&amp;amp;nbsp; Now I find myself on Carbon under rolled to even play in $20 games.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;Anyways, &quot;Water&quot; VIP status is essentially 23.8% rakeback and the way it works is once you obtain a certain VIP status you retain it for the following month.&amp;amp;nbsp; If I get 10,000 VIP points I'll hit &quot;Water&quot;, and if I get between 3,000 and 10,000 I'll be at &quot;Fire&quot; which is only 18% rakeback.&amp;amp;nbsp; I'm probably going to be shooting for &quot;Ether&quot; next month, but I'll need to build a roll up before I can make an attempt at that.&amp;amp;nbsp; &quot;Ether&quot; status is 45% rakeback which would be so awesome.&amp;amp;nbsp; 1 VIP point is awarded for every 10 cents in contributed rake.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;My plan for the remainder of the month is to play DoN sit and go's 6 at a time.&amp;amp;nbsp; I'm currently playing the $10 games and I've had a pretty good start.&amp;amp;nbsp; I have an 11% ROI over my frist 250 or so games and have built my roll to $670.&amp;amp;nbsp; I have earned 1500 VIP points so far putting me on the second level of their program.&amp;amp;nbsp; I get about 15% rakeback right now if I take the points to cash option, but only 7.5% daily rakeback.&amp;amp;nbsp; I get credit for like 2 bucks every morning lol, but if I can bust out of these micro games I expect to see a significant increase in rakeback as I advance through VIP levels.&amp;amp;nbsp; I also get 5 bucks toward clearing the first deposit bonus for every 375 points I earn.&amp;amp;nbsp; So far I've gotten 20 dollars in this way and I'm able to clear $400 in total.&amp;amp;nbsp; I would like to build at least an $800 roll before I start playing the $20 games.&amp;amp;nbsp; I am trying to earn atleast 250 points per day to stay on pace for 10k on the month, but I'm really coming up on a time crunch.&amp;amp;nbsp; Fridays are double points days and by my calculations I will need to earn 1500 points on the two remaining fridays along with 500 points each day after this friday for me to make my 10k point goal.&amp;amp;nbsp; That means that if I don't want to either increase the number of tables I'm playing or the amount of time I have to spend each day grinding I'll need to move up to playing exclusively $20 games by this friday, January 20.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;So that's where I'm at.&amp;amp;nbsp; If I can do this successfully I'd hope to have over 2k in my roll by the end of the month and then be able to make a run at &quot;Ether&quot; next month by incorporating high stakes games into my play.&amp;amp;nbsp; We'll see how it goes.&amp;amp;nbsp; I'll try to remember to update this post.&lt;/p&gt;
&lt;p&gt;&amp;amp;nbsp;&lt;/p&gt;
&lt;p&gt;1/17/2012:&lt;/p&gt;
&lt;p&gt;Had a slightly winning day going until I played a session at night in which I pulled a 6 game win streak to end the session.&amp;amp;nbsp; Got to $752 and should have a couple bucks coming in bonuses tonight.&amp;amp;nbsp; 1795 VIP points and counting.&amp;amp;nbsp; I'm going to need to increase my volume because I origionally thought my points were doubled on Fridays, but I guess they arent.&amp;amp;nbsp; If I can start grinding 20's and maintain my ROI I should be able to pull off Water though.&amp;amp;nbsp; These $10 games are very soft, I'd say they are just as soft as Bodog's games.&amp;amp;nbsp; Regs call/shove way too nitty on the bubble and fish call way too light.&amp;amp;nbsp; I think it's only a matter of putting in the volume before I can manage to get the roll to play only $20's and higher.&amp;amp;nbsp; Unless I start running very bad I think I'll be able to move up in another 50-150 games.&amp;amp;nbsp; By the way, I'm playing as emitnulB on Merge if anybody want's to add me as a friend.&lt;/p&gt;</description>
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