tag:blogger.com,1999:blog-50935168503937069422024-03-18T02:10:49.980-07:00Asset-Grinder Canadian and US Dividend growth stock strategy for the Grinders out thereAsset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.comBlogger51125tag:blogger.com,1999:blog-5093516850393706942.post-51669803828752362052016-02-08T13:11:00.000-08:002016-02-08T13:11:04.621-08:00I am still ALIVE !! Update coming soon!!!I am still alive. I will post an update hopefully within the week I am working on and give everyone a financial update.<br />
<br />
In brief. I luckily cashed out most of my equity positions in the summer, before the current market slowdowns. Lucky Lucky Lucky me. I put my cash towards purchases of Victoria BC Canada real estate at that time. It has since gone up 12% Lucky Lucky Lucky.<br />
<br />
I will break down my moves soon enough and update my net worth.Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com52tag:blogger.com,1999:blog-5093516850393706942.post-53748366365574315542015-07-02T10:57:00.001-07:002015-07-02T10:57:45.010-07:00Taking a breather right nowMy blog is going to be taking a breather right now as I have too much going on. I plan on coming back at some point when I am back on track and things slow down.<br />
<br />
Right now I am<br />
<br />
1. Fixing up my home to get ready to list it for sale.<br />
<br />
2. Working on new home I am building. Tough job making a billion decisions to basically design it myself. I think I may get the help of an interior designer for some of the finer details (colors,wallpaper,fixtures) <br />
<br />
3. Dealing with my nephew and kids. Schools out and got to keep them busy especially when I have tradesmen coming through our home.<br />
<br />
4. Brewery is up and running. Grand opening went well and so far so good. I am barely ever there but I visit every other week. Hopefully we get our first dividends by years end.<br />
<br />
5. New business. After crunching housing numbers in my area my cousin and I have decided to go into business on home developments. We are looking at building 3 homes for quick resale. We are looking at about a 25% gain at the end of the day give or take. We hope to have this built within 7-8 months and sold within a year. For a total profit of 300-350k each.<br />
<br />
This has been taking up the majority of my time as I am doing all the work and my cousin is mostly just putting up the money for it. We work well together and we are both quite level headed. I have to raise some money for all of this as I need north of 1 million on my end. looks like I will be liquidating some property and stocks in order for this to happen, also probably will be borrowing a little bit.<br />
<br />
6. Switching over accountants to get someone in town that can handle, my personal,wifes, corporate and new business accounts. God damn I hate taxes and file preperation<br />
<br />
7. Dealing with a lawyer for all the property purchases, new company formation, restructuring my personal corp, mortgage signing.<br />
<br />
<br />
<br />
<br />
Overall Its gonna be a busy summer for me. i do want to get more full on with equities at some point and build an entirely passive income but right now I am still focused on net worth growth. there is a certified financial planner part time night course starting in September I am interested in taking but I may to busy to do so. I am also quite interested in possibly getting my realtors license so I can buy and sell my own homes to cut out commissions lost. Oh well you never stop learning.<br />
<br />
<br />
Funny thing about being someone with a good net worth is that everybody thinks I am broke. I don't spend much, I drive a cheap Honda , I don't have very nice clothes, no jewelry, I haven't had a vacation in years. My realtor on the other hand is the opposite, 10k watch, 50k Mercedes, quite a few fancy suits with 500$ shoes, live in nanny, heavily leveraged house, splurges on everything. Yet this guy is living paycheck to paycheck and has a negative net worth living off credit. It boggles my mind how people can live like this. People like this I want to shake the shit out of and get them on the right track but I cant change everyone I realize.<br />
<br />
For me I will keep grinding until i die. I love money and growing it. I rather grow it than spend it. I will splurge a percentage here and there only after the money is in the bank from a deal here and there.<br />
<br />
Until my next post Good Day and Grind On!<br />
<br />
<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com23tag:blogger.com,1999:blog-5093516850393706942.post-56191747593106825302015-06-02T14:20:00.000-07:002015-06-02T14:38:36.937-07:00May 2015 Dividends , Options , Adsense and Interest Monthly Report<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
My portfolio just keeps on trucking with steady dividend payers mainly due to my monthly payers with REITs doing the heavy lifting.<br />
<br />
Another solid month for options as my second highest total so far with $4,680.68. I achieved that by selling Apple weekly puts at close to the asking price. If it looks like I will be called on my option I will just buy it back at sell the following week at equal or greater money. This has been my main option strategy providing me income. I also sell covered calls on the stock I do own and employ the same strategy of buying back the call and reselling at a later date.<br />
<br />
My interest paid has gone up as I have to pay a few bills here and there and will go up further next month as I have some big property tax bills due next month.<br />
<br />
Adsense has gone up even tho my activity on the blog has slowed to a crawl lately. My overall views are trending down due to my inactivity. When I have more time I will write more posts.<br />
<br />
<br />
<br />
<br />
<span style="font-size: large;"><u><b>May 2015 Dividends Paid</b></u></span><br />
<u>Monthly payers</u><br />
86.63 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.32 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.36 - REI.UN RioCan Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
19.75 - SJR.B Shaw Communications<br />
25.70 - ENF Enbridge Income fund<br />
19.00 - CJR.B Corus Entertainment<br />
20.00 - BTE Baytex Energy<br />
183.75 - CUF.UN Cominar Reit<br />
15.44 - PFF Ishares US pref stock <br />
<u>Quarterly Payers</u><br />
15.00 - COS Canadian Oil Sands<br />
72.00 - BMO Bank of Montreal<br />
107.80 - RBC Royal Bank <br />
32.30 - CL Colgate Palmolive<br />
67.32 - KMI Kinder Morgan<br />
37.74 - CLX Clorox<br />
52.83 - VZ Verizon<br />
36.46 - PG Proctor Gamble<br />
312.00 - APPL Apple<br />
<u> 82.25 - T AT&T</u><br />
<br />
<span style="font-size: large;"><b><span style="background-color: lime;">$2,148.33</span> TOTAL</b></span><br />
<br />
<br />
<br />
<span style="font-size: medium;"><b>Total options premiums in May</b></span><br />
<span style="font-size: xx-small;">
<span style="font-size: large;"><b><span style="background-color: lime;">$4,680.68</span></b></span></span><br />
Options Notes -<br />
- Playing Apple with selling at the money weekly puts.<br />
<br />
<span style="font-size: medium;"><br />
<b>Total interest paid for margin for May</b></span><br />
<span style="font-size: large;"><b><span style="background-color: red;">$395.45</span></b></span><br />
<b><br /></b>
<br />
<br />
<span style="font-size: xx-small;"><b><span style="font-size: medium;">Adsense for my blog in May 2015</span> <span style="font-size: small;"> <span style="font-size: large;"><span style="background-color: lime;">$17.29</span></span></span></b></span><br />
- 10,280 : Pageviews for March<br />
- 19 : Number of ad clicks<br />
<br />
<br />
<br />
<br />
<b>2015 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u>-<br />
- May $2,148.33 $4,680.68 $395.45 $17.29<br />
- April $2,630.43 $10,064.11 $350.23 $6.51<br />
- March $2,146.39 $2,406.44 $299.22 $17.57<br />
- February $2,225.91 $2,469.00 $343.29 $20.42<br />
- January $2,146.41 $3,305.92 $517.21 $19.50<br />
----------------------------------------------------------------------------------<br />
TOTALS 2015 $11,297.47 $22,926.15 $1,905.40 $81.29<br />
<br />
<br />
<br />
<br />
<b>2014 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- December $2,268.05 $657.49 $396.00 $16.17<br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $13,291.20 $4,960.54 $1,842.54 $27.03
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com22tag:blogger.com,1999:blog-5093516850393706942.post-37222956727529450512015-05-25T16:39:00.000-07:002015-05-25T16:39:35.131-07:00$3,010,671 My Net Worth Update May 25, 2015<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<div class="post-header">
</div>
<div class="post-header">
</div>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
<a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html"> </a>
</h3>
<div class="post-header">
My Net Worth Update May 2015</div>
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b><span style="font-family: Arial;">May 25</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"> <b>/ 2015 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: small;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<b> -<u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Primary Home</span></u></b></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> 2015 assessed value $1,253,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $500,000 mortgage at 3.35% Equity Total: $753,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<u>
</u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u>-New Building Lot for new home</u> </span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Purchased for $560,000</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">6000 sqft building lot 2015 assessed value Total: $648,700 </span><br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Commercial Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse 2300 sqft Income Property 2015 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Total: $319,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u> -Residential Rental Property</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Rental Home 3200 sqft Income property 2015 assessed value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Total: $667,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $41,021</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $149,554</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $132,066</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.23)- $199,145</span><br />
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Equity Total: $521,786</span></div>
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $2,798</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $13,387</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>Total: $16,387</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;"></span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: xx-small;"> <span style="font-size: large;"> <span>May 2015 </span></span></span></span><span style="font-size: large;"><span><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $3,010,671</span></span></span></span></div>
<span style="font-size: large;">
<span>
<br />
</span><br />
</span><div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;"><span><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></span></span></div>
<span style="font-size: large;">
<span>
<b>Gain/loss from last month <span style="background-color: lime;">+$12,513</span></b></span><br />
</span><br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><br /></span></b></span>Apr. 2015 :<a href="http://asset-grinder.blogspot.ca/2015/04/2998158-my-net-worth-update-april-19.html">$2,998,158 Detail Link</a> <span style="background-color: lime;">+$104,860</span><br />
Mar. 2015 :<a href="http://asset-grinder.blogspot.ca/2015/03/2893298-my-net-worth-update-march-2015.html">$2,893,298 Details Link</a> <span style="background-color: red;">-$3,307</span><br />
Feb. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/02/2896605-my-net-worth-update-febuary-2015.html">$2,896,605 Details Link</a> <span style="background-color: lime;">+$725,060</span><br />
Jan. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/01/2171545-my-net-worth-update-january-2015.html">$2,171,545 Details Link</a> <span style="background-color: lime;">+$44,214</span><br />
<br />
Dec. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html">$2,127,331 Details Link</a> <span style="background-color: red;">-$33,547</span><br />
Nov. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/11/2160878-net-worth-update-october-2014.html">$2,160,878 Details Link</a> <span style="background-color: lime;">+$49,867</span><span style="background-color: red;"></span><span style="background-color: lime;"></span><br />
Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
Aug. 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: x-small;"></span><span style="font-size: medium;"><u><b>In Summary-</b></u><br />
</span><br />
<br />
Cracked 3 million which is nice but not too much movement overall. A gain of $12,513 overall due mainly to gains in my stock portfolio and option writing premiums.<br />
<br />
I have been very busy with my real estate holdings. I had to switch architects for the home I am building due to them being quite backed up. I am already one month behind where I want to be and got to get things going there.<br />
<br />
The brewery has had a soft opening and will do a grand opening next month as they work out small details there. Quite excited to see them actually producing beer, still not bottling yet but should be soon enough.<br />
<br />
I have also started a large new project. My cousin is a builder/developer for homes and he is looking to develop in my area. I helped him secure 2 properties where he will be developing houses on each. He gave me the option of going in on the deals where we would build and flip new homes in hot markets. From extensive research and number crunching I calculate potential returns of 20-30% on investment for a time period of minimum 9 to hopefully max 14 months. Minimum investment is 200k. I am thinking of coming in for around 500k total. He is quite experienced and he has been doing well for years. Yes it is risky if real estate markets tank but the projects look like no brainers for me and him. I have not put any money into it yet as I have a couple of months decide as that's when the properties close. If I am going to get in I am going to need some money from somewhere obviously. I think I will sell my warehouse or find a mortgage on my 667k rental home.<br />
<br />
Next month I have to pay for property taxes on all my properties which is gonna be a good chunk of change so I anticipate a dip next month <br />
<br />
Sorry haven't been too active with the blog lately but things are getting crazy for me. Its been constant property hunting, dealing with my Nephew who is living with us, getting my home fixed up to have it in listing shape and all kinds of other things.<br />
<br />
<br />
<br />
<br />
<span style="font-size: large;">Till the next update Good Day and Grind On!</span><br />
<br />
<br />
<br />
<br />
<br />
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com24tag:blogger.com,1999:blog-5093516850393706942.post-17210406530368892392015-05-11T09:33:00.000-07:002015-05-11T09:33:33.299-07:00April 2015 Dividends , Options , Adsense and Interest Monthly Report <h3 class="post-title entry-title" itemprop="name">
April 2015 Dividends , Options , Adsense and Interest Monthly Report
</h3>
<div class="post-header">
</div>
Big month as far as my highest dividend total and by far my largest options premiums totals. I was able to break over $10k in options premiums. I did it selling puts in Apple, Netflix and Google all into earning with all the companies beating estimates.<br />
<br />
Plans going forward is to stay the course. I had to pull some equity out last month for my new home build but I am trying to figure a way to not sell any of my equities going forward. I don't anticipate and new buys or sells in the next couple of months. I will continue to rake in the dividends and play options in the meantime to generate some extra income while I work on my new home build.<br />
<br />
This marks 1 year my blog as been rolling and tracking my progress. Even though my posts have slowed I plan on continuing for the years to come. I would like to thank all the regulars that drop by and the continued support of the community. <br />
<br />
<br />
<br />
<br />
<br />
<u><b>April 2015 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.63 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.32 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.36 - REI.UN RioCan Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
19.75 - SJR.B Shaw Communications<br />
25.70 - ENF Enbridge Income fund<br />
19.00 - CJR.B Corus Entertainment<br />
20.00 - BTE Baytex Energy<br />
183.75 - CUF.UN Cominar Reit<br />
14.76 - PFF Ishares US pref stock <br />
<u>Quarterly Payers</u><br />
23.30 - CNQ<br />
30.00 - HSE Husky<br />
80.00 - T Telus<br />
64.80 - RCI.B Rogers Comm<br />
143.00 - BCE Bell<br />
37.95 - AGU Agrium<br />
116.60 - CM CIBC<br />
68.00 - BNS Bank of Nova Scotia<br />
28.60 - TRP Transcanada Corp<br />
153.00 - TD Toronto Dominion<br />
33.00 - KO Coca Cola<br />
43.12 - KMB Kimberly Clark Corp<br />
40.25 - GE General Electric<br />
32.77 - BAX Baxter<br />
41.65 - WMT Walmart<br />
63.81 - PM Philip Morris<br />
139.05 - GSK Glaxo Smith Kiline<br />
32.79 - TOT Total<br />
103.97 - NVS Novartis<br />
<u>38.56 - DOW DOW Chemical</u><br />
<br />
<span style="font-size: medium;"><b><span style="background-color: lime;">$2,630.43</span> TOTAL</b></span><br />
<br />
<br />
<br />
<span style="font-size: large;"><b>Total options premiums in April</b></span><br />
<span style="font-size: x-small;">
<span style="font-size: medium;"><b><span style="background-color: lime;">$10,064.11</span></b></span></span><br />
Options Notes -<br />
- Playing Apple with selling weekly puts.<br />
- Played earnings for Netflix and Google selling put options that expired worthless<br />
<br />
<span style="font-size: large;"><br />
<b>Total interest paid for margin for April</b></span><br />
<span style="font-size: medium;"><b><span style="background-color: red;">$350.23</span></b></span><br />
<b><br /></b>
<br />
<br />
<span style="font-size: x-small;"><b><span style="font-size: large;">Adsense for my blog in April 2015</span> <span style="font-size: medium;"> <span style="background-color: lime;">$6.51</span></span></b></span><br />
- 10,882 : Pageviews for March<br />
- 9 : Number of ad clicks<br />
<br />
<br />
<br />
<br />
<b>2015 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- April $2,630.43 $10,064.11 $350.23 $6.51<br />
- March $2,146.39 $2,406.44 $299.22 $17.57<br />
- February $2,225.91 $2,469.00 $343.29 $20.42<br />
- January $2,146.41 $3,305.92 $517.21 $19.50<br />
----------------------------------------------------------------------------------<br />
TOTALS 2015 $9,149.14 $18,245.47 $1,509.95 $64.00<br />
<br />
<br />
<br />
<br />
<b>2014 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- December $2,268.05 $657.49 $396.00 $16.17<br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $13,291.20 $4,960.54 $1,842.54 $27.03
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com18tag:blogger.com,1999:blog-5093516850393706942.post-54177399798363148852015-04-19T19:32:00.002-07:002015-04-20T09:39:45.865-07:00$2,998,158 My Net Worth Update April 19, 2015<div class="post-header">
</div>
<div class="post-header">
</div>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
<a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html"> </a>
</h3>
<div class="post-header">
My Net Worth Update April 2015</div>
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b><span style="font-family: Arial;">April 19</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"> <b>/ 2015 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: medium;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<b> -<u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Primary Home</span></u></b></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> 2015 assessed value $1,253,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $500,000 mortgage at 3.35% Equity Total: $753,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<u>
</u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u> </u></span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u>-New Buliding Lot for new home</u> </span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Purchased for $560,000</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">6000 sqft building lot 2015 assessed value Total: $648,700 </span><br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Commercial Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse 2300 sqft Income Property 2015 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Total: $319,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u> -Residential Rental Property</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Rental Home 3200 sqft Income property 2015 assessed value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Total: $667,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $42,649</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $141,272</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $134,832</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.222)- $192,567</span><br />
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Equity Total: $511,320</span></div>
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $2,306</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $11,832</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>Total: $14,138</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;"></span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: x-small;"> <span style="font-size: medium;">January 2015 </span></span></span><span style="font-size: medium;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,998,158</span></span></span></div>
<span style="font-size: medium;">
<br />
</span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: medium;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></span></div>
<span style="font-size: medium;">
<b>Gain/loss from last month <span style="background-color: lime;">+$104,860</span></b></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><br /></span></b></span>Mar. 2015 :<a href="http://asset-grinder.blogspot.ca/2015/03/2893298-my-net-worth-update-march-2015.html">$2,893,298 Details Link</a> <span style="background-color: red;">-$3,307</span><br />
Feb. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/02/2896605-my-net-worth-update-febuary-2015.html">$2,896,605 Details Link</a> <span style="background-color: lime;">+$725,060</span><br />
Jan. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/01/2171545-my-net-worth-update-january-2015.html">$2,171,545 Details Link</a> <span style="background-color: lime;">+$44,214</span><br />
<br />
Dec. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html">$2,127,331 Details Link</a> <span style="background-color: red;">-$33,547</span><br />
Nov. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/11/2160878-net-worth-update-october-2014.html">$2,160,878 Details Link</a> <span style="background-color: lime;">+$49,867</span><span style="background-color: red;"></span><span style="background-color: lime;"></span><br />
Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
Aug. 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: small;"></span><span style="font-size: large;"><u><b>In Summary-</b></u><br />
</span><br />
<br />
<br />
Lots going on this month. First and foremost I have purchased a new home. It is an old 1930,s home that's 2 bedroom and one bath. Its in rough shape and prime for a tear down for a new home build in which I am in the process of doing. This month has been monster with a $104,860 gain. $88,700 has been from this new home purchase as I bought it far under value. the rest of the $16,160 has been from portfolio increases, stock dividends , options premiums and rental income. So close to breaking 3 million which I did not realize it. Maybe next month.<br />
<br />
I was house hunting for quite a while and this place kind of fell on my lap. My friend secured the lot last year and was going to build but certain issues came up for him and he couldn't close on the place and he offered it to me as he owes me a few favors as I have lent him money in the past interest free. We did a handshake deal at that was that. Closing costs (taxes, lawyer) were a smidge under 10k so basically I am all in for 560k. At 560k the place is a steal as assessed value is 648k and probably real current market value at about 620-635k. I could flip the place right now and clear 40-50k after selling costs. That of course would be subject to capital gains.<br />
<br />
Now I am in a conundrum. I am holding too much real estate 2.38 million worth to be exact. I actually hate real estate. I hate dealing with the hassle. To tell you the truth I rather just hold REITS (Real Estate Investment Trusts) instead. So the plan now is to fix up my home a little bit and put it on the market in next couple months. Also I will be putting up my 2300 sqft warehouse for sale in the next few weeks but I am worried the market is very slow for it as I had it listed two separate times with no bites. My final residential 3200 sft rental property I plan on getting rid of too but not until next year.<br />
<br />
<br />
Reason for selling everything but my primary is that I like to be liquid. I rather have a monster income equity portfolio worth 1.7 million filled with Reits, MLP,s , preferred shares and high yielding stocks yielding an average of 6% that will rake in $102k or $8500/month before taxes that is far more tax efficient than investment hard real estate income and much more worry free. Also it will be a much safe diversified choice.<br />
<br />
I should also walk away with a pretty penny after my home sells. I expect to walk away with $1,325,000-1,375,000 once it sells as I have been studying the market for quite some time. The new home cost me $560,000 plus building costs which I have estimated to be around $540,000-$590,000 at the most which puts total cost at about $1,100,000-$1,150,000. So I should be walking away with about $175,000-$275,000. Also the new home value once completed will be worth based on new home comparables in the area of around $1,475,000-$1,575,000. A potential 350k profit is something I don't mind moving my family around for lol.<br />
<br />
If all goes to plan I will live in this new home for a couple years and sell it to cash in and start the process over again. I used fairly conservative numbers as I know nothing in real estate usually goes according to the plan. I did not take in account carrying costs of any kind or dips in the market. Very possible I could be carrying close to a million dollars in loans before my current home sells which would equate to 30k a year which will eat into profits. Yes huge profits (20-30%returns) are to be made developing homes for sale but they also carry many risks.<br />
<br />
To finance the new build of 540-590k I have to come up with some money. I have a few options right now.<br />
<br />
1. Sell all my stock. I really don't want to do as I am getting good money from the dividends and options premiums. I will be using some of my margin equity out of my stocks but I have to be careful especially if I am playing options.<br />
<br />
2. Sell some property. I am going to list my home and warehouse soon so hopefully I can time it right. Downfall is that I might have to rent a new place for a few months which I hate the idea of especially for the kids sake.<br />
<br />
3. Private Loans. I have a few people that offered money at certain interest rates 4-6%. Right now its a good option but I dont know if I can get more than 300k from them.<br />
<br />
4. Get more conventional loans. This is my last resort right now. The amount of hoops I had to jump through to get my current 500k loan was such a headache that I never want to go through it again. Plus their rates are only slightly better than private loans. Also you have to worry about closing costs on mortgages that boost their total costs even more.<br />
<br />
I will probably wind up doing a combination of most of these options going forward. Right now I got 200k lined up in a private loan for the start of construction.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK06I90W6eP5QghGV5p4YHcbNEz8uoSluBe3vza9pnQcRbmNrxFhKRhdMpxIQ1Gl29LFiVE24SuqYM58dJJKb0IWNS1AhBv4P9PDfz0H6ebEOzWtcRoJmsglY47ExATwdV7x-hIzl51I6l/s1600/Duff-r3-upper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK06I90W6eP5QghGV5p4YHcbNEz8uoSluBe3vza9pnQcRbmNrxFhKRhdMpxIQ1Gl29LFiVE24SuqYM58dJJKb0IWNS1AhBv4P9PDfz0H6ebEOzWtcRoJmsglY47ExATwdV7x-hIzl51I6l/s1600/Duff-r3-upper.jpg" height="640" width="452" /></a></div>
Here is me working on one of the many revision sketches of the upstairs floor plan<br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">In other news</span><br />
<br />
The brewery hit a few snags with the equipment not working properly and is in the process of getting fixed. It has pushed opening date back a month to May. I haven't been to involved lately with it but I will more so going forward.<br />
<br />
In family news my nephew that is staying with us is doing alright. He struggles with homework, school, puberty but we are doing are best. Its a challenge and has increased stress at home accordingly. His mom seems to be getting some help with her drug addiction and seems to be going in the right direction but you never know with these things. Still no definite on how long we will care for him. Until then we treat him like one of our own.<br />
<br />
<br />
<span style="font-size: large;">I know my posts have slowed quite a bit but I have just been so busy lately but worry not I will continue updating things. Till the next post. Good day and Grind on!</span><br />
<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com29tag:blogger.com,1999:blog-5093516850393706942.post-3965837607509177042015-03-31T10:14:00.000-07:002015-03-31T10:14:09.465-07:00March 2015 Dividends , Options , Adsense and Interest Monthly Report Another steady month. I am getting my accounts ready for my new home purchase and financing the build. Was tough for me to get a mortgage on my current home but I managed to get it done. Money will be shifting around and I might be forced to sell my stocks to cover the build for a few months but I am working on options that hopefully will not come to that.<br />
<br />
I am happy with the steady options premiums I have been raking in and I hope to keep it going playing APPLE by selling puts. Interest paid has gone down by just paying down my margin. Adsense is down due to my lack of posts and activity which I attribute to my nephew staying with us and my new house project which have been swallowing up my time.<br />
<br />
<br />
<br />
<br />
<u><b>March 2015 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.63 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.32 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.38 - REI.UN RioCan Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
19.75 - SJR.B Shaw Communications<br />
25.70 - ENF Enbridge Income fund<br />
19.00 - CJR.B Corus Entertainment<br />
20.00 - BTE Baytex Energy<br />
183.75 - CUF.UN Cominar Reit<br />
7.81 - PFF Ishares US pref stock <br />
<u>Quarterly Payers</u><br />102.00 - FTS Fortis<br />
46.50 - ENB Enbridge<br />
33.60 - SU Suncor<br />
86.87 - COP Conoco Philips<br />
33.15 - AFL Aflac<br />
16.32 - V Visa<br />
83.30 - JNJ Johnson and Johnson<br />
23.37 - IBM IBM<br />
32.36 - EMR Emerson Electric<br />
40.01 - UL Unilever<br />
23.97 - DD Dupont<br />
36.12 - MCD McDonalds<br />
59.22 - RDS Royal Dutch Shell<br />
19.63 - QCOM Qualcomm<br />
64.80 - BP BP<br />
39.84 - IDV Int Sel Div ETF<br />
41.27 - PEP Pepsico<br />
<u> 54.60 - PFE Pfizer </u><br />
<br />
<span style="font-size: large;"><span><b><span style="background-color: lime;">$2,146.39</span> TOTAL</b></span></span><br />
<br />
<br />
<br />
<span style="font-size: small;"><b>Total options premiums in March</b></span><br />
<span style="font-size: small;">
<span style="font-size: large;"><b><span style="background-color: lime;">$2,406.44</span></b></span></span><br />
Options Notes -<br />
- Playing Apple with selling puts.<br />
<br />
<br />
<span style="font-size: small;"><b>Total interest paid for margin for February</b></span><br />
<span style="font-size: large;"><span><b><span style="background-color: red;">$299.22</span></b></span></span><br />
<b><br /></b>
<br />
<br />
<span style="font-size: small;"><b>Adsense for my blog in March 2015 <span style="font-size: large;"> <span style="background-color: lime;">$17.57</span></span></b></span><br />
- 11,453 : Pageviews for March<br />
- 8 : Number of ad clicks<br />
<br />
<br />
<b>2015 Running Dividend Total <span style="background-color: lime;">$6,518.71</span></b><br />
<b>2015 Running Interest Total <span style="background-color: red;">$1,159.72</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2015 Running Option premiums total <span style="background-color: lime;">$8,181.36</span></span></span></span></b><br />
<b>2015 Running Adsense total</b> <span style="background-color: lime;"> <b>$57.49</b></span><br />
<br />
<b>2015 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />- March $2,146.39 $2,406.44 $299.22 $17.57<br />
- February $2,225.91 $2,469.00 $343.29 $20.42<br />
- January $2,146.41 $3,305.92 $517.21 $19.50<br />
----------------------------------------------------------------------------------<br />
TOTALS 2015 $6,518.71 $8,181.36 $1,159.72 $57.49<br />
<br />
<br />
<br />
<br />
<b>2014 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- December $2,268.05 $657.49 $396.00 $16.17<br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $13,291.20 $4,960.54 $1,842.54 $27.03
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com31tag:blogger.com,1999:blog-5093516850393706942.post-32389912880206174192015-03-18T16:44:00.000-07:002015-03-18T16:51:18.814-07:00$2,893,298 My Net Worth Update March 2015<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
<br />
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
<a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html"> </a>
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
My Net Worth Update March 2015<br />
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b>March 18<span style="font-family: Arial;"></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"> <b>/ 2015 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Home 2015 assessed value total $1,253,000</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $40,502</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $147,600</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $158,950</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.257)- $206,181</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">margin available </span>$163,433<br />
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Equity total: $553,233</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Commercial Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse 2300 sqft Income Property 2015 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $319,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u> -Residential Rental Property</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Rental Home 3200 sqft Income property 2015 assesed value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $667,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $6,141</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $9,924</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>total: $16,065</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;"></span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: small;"> <span style="font-size: large;">January 2015 </span></span></span><span style="font-size: large;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,893,298</span></span></span></div>
<span style="font-size: large;">
<br />
</span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></span></div>
<span style="font-size: large;">
<b>Gain/loss from last month <span style="background-color: red;">-$3,307</span></b></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><span style="background-color: white;"></span><br /></span></b></span>Feb. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/02/2896605-my-net-worth-update-febuary-2015.html">$2,896,605 Details Link</a> <span style="background-color: lime;">+$725,060</span><br />
Jan. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/01/2171545-my-net-worth-update-january-2015.html">$2,171,545 Details Link</a> <span style="background-color: lime;">+$44,214</span><br />
<br />
Dec. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html">$2,127,331 Details Link</a> <span style="background-color: red;">-$33,547</span><br />
Nov. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/11/2160878-net-worth-update-october-2014.html">$2,160,878 Details Link</a> <span style="background-color: lime;">+ $49,867</span><span style="background-color: red;"></span><span style="background-color: lime;"></span><br />
Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
Aug. 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: medium;"></span><span style="font-size: medium;"><u><b>In Summary-</b></u></span><br />
<br />
<br />
Not much happening this month. Slight loss of $3,307 as markets are bouncing around a bit affecting my stock portfolio . My cash on hand and debt are going in the right direction which I don't mind. The Canadian dollar continues to get weaker and Oil stocks which I am heavy in is still bouncing around all time lows. But what the heck is with the prices at the pump. I am paying prices that are equivalent to $100 oil barrel prices right now, least you can do is drop the price at the pump or my stock price you greedy bastards! Oh well it will catch up soon enough!<br />
<br />
I am getting set to purchase a new lot for building my new home so I am playing it safe in the markets right now. I am focusing on paying down debt to get ready for all this. Financing has been a little bit tricky and I am just trying to play the close date on the purchase so I don't have to carry debt until I need to. Right now I got the new lot surveyed already and working on house plans with an architect. So I have officially committed to this next move into building a new house and selling my old one. With all said and done I will be in a much better financial position this time next year.<br />
<br />
For this build to happen I need some things to fall into place. I need to sell my home and secure financing. Worst case scenario is that I will sell my equities until my home sells and then repurchase them. Not my ideal choice or the most tax efficient but crunching the numbers it is better than getting a private loan at 6% interest.<br />
<br />
In other news my brewery investment is coming to fruition and should be open for business next month! Hip Hip Hooray!<br />
<br />
In family news my nephew that has come live with us is doing alright. He still does not talk to me much. It has been a challenge for him to open up. He is enrolled in air cadets and enjoying it. I make sure he is on top of his schooling with homework. Hopefully in time he will communicate more as its a tough situation.<br />
<br />
Stay tuned for more posts! <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN_ZAtQGs3RKIXuFwR6EqCC1l7_SubyeZo0QfIOGo7FWTshPkpwL3To2uzoyNVbNq2oD9Az9Su0jjrPEoDN-2k4_PLBE3BfjzoT4Yum3J1W07JW9MHBF4heww4-3uFtu1Bwdfn7HHd6oJX/s1600/16582417437_bdd8a94940_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN_ZAtQGs3RKIXuFwR6EqCC1l7_SubyeZo0QfIOGo7FWTshPkpwL3To2uzoyNVbNq2oD9Az9Su0jjrPEoDN-2k4_PLBE3BfjzoT4Yum3J1W07JW9MHBF4heww4-3uFtu1Bwdfn7HHd6oJX/s1600/16582417437_bdd8a94940_o.jpg" height="640" width="494" /></a></div>
<br />
<br />
Here is a pic of me working on the main floor layout. Thinking of losing the mudroom and making the powder room/ pantry and kitchen bigger!<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com18tag:blogger.com,1999:blog-5093516850393706942.post-22879591750670931302015-03-01T20:17:00.003-08:002015-03-01T20:19:42.683-08:00February 2015 Dividends , Options , Adsense and Interest Monthly Report<br />
<br />
Steady dividend payers , Steady Apple options premiums as it it continues its upward movement, Adsense steady and mildly improved , Interest on my margin is going down as I continue to pay it down. Pretty much business as usual.<br />
<br />
Right now I am buying some time. I am working on buying a lot to build a new home. So far I have a lot secured but the trouble is financing. Mortgage brokers are making me jump through a few hoops to get it done. I will be pulling equity out of the rental home I just purchased for the lot. I will then try and pull some equity out of my home for the building costs. It is all a bit of a tight rope walk till I figure out the particulars. Will have a post soon on the details on why I am doing all this but I hate to count my chickens before they are hatched.<br />
<br />
<br />
<br />
<u><b>February 2015 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.63 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.32 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.38 - REI.UN RioCan Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
18.33 - SJR.B Shaw Communications<br />
25.70 - ENF Enbridge Income fund<br />
19.00 - CJR.B Corus Entertainment<br />
20.00 - BTE Baytex Energy<br />
183.75 - CUF.UN Cominar Reit<br />
<u>Quarterly Payers</u><br />
141.00 - TD Toronto Dominion<br />
105.00 - RY Royal Bank<br />
72.00 - BMO Bank of Montreal<br />
15.00 - COS Canadian Oil Sands<br />
52.83 - VZ Verizon<br />
37.74 - CLX Clorox<br />
30.60 - CL Colgate Palmolive<br />
63.11 - KMI Kinder Morgan<br />
82.25 - T AT&T<br />
8.63 - PFF Ishares US pref stock <br />
282.00 - APPL Apple<br />
<u>35.40 - PG Proctor and Gamble</u><br />
<br />
<span style="font-size: medium;"><b><span style="background-color: lime;">$2,225.91</span> - TOTAL</b></span><br />
<br />
<br />
<br />
<span style="font-size: medium;"><b>Total options premiums in February</b></span><br />
<span style="font-size: medium;">
<b><span style="background-color: lime;">$2,469.00</span></b></span><br />
Options Notes -<br />
- Playing Apple with selling puts.<br />
<br />
<br />
<span style="font-size: medium;"><b>Total interest paid for margin for February</b></span><br />
<span style="font-size: medium;"><b><span style="background-color: red;">$343.29</span></b></span><br />
<b><br /></b>
<br />
<br />
<span style="font-size: medium;"><b>Adsense for my blog in February 2015 <span style="background-color: lime;">$20.42</span></b></span><br />
- 11,740 : Pageviews for February<br />
- 15 : Number of ad clicks<br />
<br />
<br />
<b>2015 Running Dividend Total <span style="background-color: lime;">$4,372.32</span></b><br />
<b>2015 Running Interest Total <span style="background-color: red;">$860.50</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2015 Running Option premiums total <span style="background-color: lime;">$5,774.92</span></span></span></span></b><br />
<b>2015 Running Adsense total</b> <span style="background-color: lime;"> <b>$39.92</b></span><br />
<br />
<b>2015 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- February $2,225.91 $2,469.00 $343.29 $20.42<br />
- January $2,146.41 $3,305.92 $517.21 $19.50<br />
----------------------------------------------------------------------------------<br />
TOTALS 2015 $4,372.32 $5,774.92 $860.50 $39.92<br />
<br />
<br />
<br />
<br />
<br />
<b>2014 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- December $2,268.05 $657.49 $396.00 $16.17<br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $13,291.20 $4,960.54 $1,842.54 $27.03
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com38tag:blogger.com,1999:blog-5093516850393706942.post-87338894474229289002015-02-14T15:30:00.000-08:002015-02-14T15:37:18.459-08:00$2,896,605 My Net Worth Update February 2015<h3 class="post-title entry-title" itemprop="name">
<br />
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
<a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html"> </a>
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
My Net Worth Update Feburary 2015<br />
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b>February 14<span style="font-family: Arial;"></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"> <b>/ 2015 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: x-small;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Home 2015 assessed value total $1,253,000</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $42,076</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $145,343</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $167,647</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.2449)- $204,848</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">margin available </span>$212,649<br />
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Equity total: $559,914</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Commercial Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse 2300 sqft Income Property 2015 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $319,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><u> -Residential Rental Property</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Rental Home 3200 sqft Income property 2015 assesed value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $667,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $2,559</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $10,132</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>total: $12,691</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;"></span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: medium;"> January 2015 </span></span><span style="background-color: lime; font-size: medium;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,896,605</span></span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: lime; font-size: medium;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<span style="font-size: xx-small;"><span style="font-size: medium;">
</span><b><span style="font-size: medium;">Gain/loss from last month <span style="background-color: lime;">+$725,060</span></span></b></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><span style="background-color: white;"></span><br /></span></b></span>Jan. 2015 : <a href="http://asset-grinder.blogspot.ca/2015/01/2171545-my-net-worth-update-january-2015.html">$2,171,545 Details Link</a> <span style="background-color: lime;">+$44,214</span><br />
Dec. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html">$2,127,331 Details Link</a> <span style="background-color: red;">-$33,547</span><br />
Nov. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/11/2160878-net-worth-update-october-2014.html">$2,160,878 Details Link</a> <span style="background-color: lime;">+ $49,867</span><span style="background-color: red;"></span><span style="background-color: lime;"></span><br />
Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
August 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<span style="font-size: large;"><br />
</span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: large;">
</span>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: large;">
</span>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: large;">
<u><b> In Summary-</b></u></span><br />
<br />
<br />
<br />
Big Month here with a huge increase to my Net Worth to a positive amount of $725,060. Wow!!!<br />
<br />
Factors that have contributed to the increase:<br />
<br />
The big one is plus $667,000 which is the the new home I purchased from my parents early inheritance. I am very grateful for the gift from them and will use it responsibility. I will not blow it on anything for myself like cars, jewelry , presents or vacations but rather to use it to further grow my investments.<br />
<br />
The second big one is the strong 2015 so far in the markets and the weakening of the Canadian dollar compared to the US greenback. My account value in Canadian dollars surged from $505,508 last month to $559,914 this month for an increase of $54,406. My Reit stocks have rebounded greatly in this time as well as slight rebound in oil and a good run from my apple stock. Dividends and options premiums have also been strong this month which I likey.<br />
<br />
In other news:<br />
My brewery investment is starting to come together. We have our first big meeting tomorrow where all the investors are getting together for the first time and going to see the progress. Lots of the equipment have arrived and things are really moving. Spring is looking good for official launch.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtkJYJUj-v0Dp-uafPDNZ-MrWFSU9XA1W9DDXUhyeSwsixtYqANGznveWzOX98VY9BiwAlXLpnMrMV3Hh3yIFfNsJCNY6an2FIHCXo4z_FJAg0Wl86obXC64v1U-v1nkigmVTLAYdnwqaj/s1600/IMG_1643.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtkJYJUj-v0Dp-uafPDNZ-MrWFSU9XA1W9DDXUhyeSwsixtYqANGznveWzOX98VY9BiwAlXLpnMrMV3Hh3yIFfNsJCNY6an2FIHCXo4z_FJAg0Wl86obXC64v1U-v1nkigmVTLAYdnwqaj/s1600/IMG_1643.jpg" height="480" width="640" /></a></div>
<br />
<br />
<br />
I am also working on another house deal right now. I am just trying to figure out how much I can get financing for it before I move forward. I have a couple of options on it, ether just do small amount of work and flip it for a small gain or build a house on it for a larger payout. All depends on financing and rates at this point.<br />
<br />
<br />
Also I have an update from my last <a href="http://asset-grinder.blogspot.ca/2015/02/well-i-am-new-father-but-kid-is-not-mine.html">POST</a> where I have recently took in my nephew to come live with me full time. I got him a new look before school started. I got him a good haircut from my barber and for the first time he is using a bit of hair product in his 12 year old head. I also bought him a new wardrobe. I went into a youthful skater, surfer store and the girls working there helped us tremendously and transformed him into a hip looking young dude. He now has skinny jeans, joggers ( which I dont understand lol) Some kool t-shirts , hoodies , couple sweaters and a fresh pair of DC shoes. He was so excited he wore one whole outfit out of the store.<br />
<br />
That night the school close to me called and said they had room for him and to start the next day in grade 7. The next day as we were walking to the school to get him all sorted a bunch of kids came up to him and said "Hey are you new? "Ya" "Awesome my name is Josh and these are my friends" After school when we picked him up he said he had the best day ever. He was beaming. He said he made lots of new friends and everyone was so incredibly nice to him. He was also in a bit of culture shock from being a minority in his old school where the kids would not speak English (90% Asian) to all the kids speaking English. I looked up the school rating from his old school and they were in the bottom 5% in the province ouch! This new public school is in the top 10% ranking of all schools which is great. I hope the next week he enjoys it as much as the first day.<br />
<br />
I also made inquires to get him into Tae Kwon Doe and also Air Cadets. I think both are strong options for him to help mold him into a responsible, caring, self aware , confident man. I am really digging this cadet course as its free paid for by the government. What kid doesn't like learning how to use a rifle, go skiing and fly in small aircraft and gliders.<br />
<br />
Stay tuned for more updates. Til then Grind On and Good Day! Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com29tag:blogger.com,1999:blog-5093516850393706942.post-69886077417486630632015-02-10T19:36:00.000-08:002015-02-11T08:43:46.986-08:00Well I am a new father! But the kid is not mine!Wow, so much going on in my life right now. I will start with the elephant in the room.<br />
<br />
I am a new father of a twelve year old boy that is not my own. My wife's sister has struggled with drug addiction since she was 14. She has recently become quite withdrawn and our worst fears have come true. She is using heroin again daily and resorting to prostitution for money. She had an overdose recently and social services took away her child and allowed the child into our care.<br />
<br />
Its a tough pill to swallow. The sister does not want help with her addiction and I personally think its her last ride. I feel bad for the kid. He is kind hearted and so far a week in listens to what we say. He has no confidence, no friends, socially awkward and no self worth. His mom lives hours away and he is getting homesick.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://mrg.bz/NHrJ62" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://mrg.bz/NHrJ62" height="213" width="320" /></a></div>
<br />
<br />
We are trying to do our best to make him feel comfortable, we gave him a big room to stay in he can call his own, we are trying to get him more physically active as he is a bit pudgy , we are cutting out his 3 cans a coke day habit and getting him on track by eating healthy whole foods and home cooked meals instead of fast food. I am going to take him shopping for some new clothes and a haircut before we get him in a new school. I was thinking of getting him into karate or tae kwon doe to teach him some respect for others, self respect and confidence. Scouts and cadets is also a possibility since he needs strong male support since his dad has never been in the picture.<br />
<br />
I really think this is going to be a forever type of thing and I have to adjust for the future. I have the wife looking into financial assistance for this type of situation and programs like counseling and tutoring for the kid which he desperately needs.<br />
<br />
I could have easily told the wifey I did not want him here at the house and send him off to his grandma , her other sisters family or even foster care but I believe this is the right thing to do since we are able too. Its hard for me to process everything right now but I will keep doing what I think is right and give this kid a chance at a good life.<br />
<br />
I have always believed in saving for a rainy day and lucky I did. Being financially independent has provided me the opportunity to help many others. This just cements my long term outlook in grinding forward and living within our means. Yes I like the finer things in life like a shiny new Ferrari but it would be financially irresponsible and just selfish.<br />
<br />
If anyone has some advice on this matter please suggest something to
make the transition easier. My life has been turned upside down since.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://mrg.bz/QJZrF3" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://mrg.bz/QJZrF3" height="213" width="320" /></a></div>
<br />
In business news .<br />
<br />
I have my new rental sorted out to a family of five for $3600 a month which I am quite happy about. Also I have been looking into another house. Its basically a tear down home and the place is just lot value. I plan on building a home and flipping it for some good profits. Details will come soon in a post.Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com30tag:blogger.com,1999:blog-5093516850393706942.post-65268983837808110892015-01-31T12:21:00.003-08:002015-01-31T12:21:54.152-08:00January 2015 Dividends , Options , Adsense and Interest Monthly Report<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<br />
Another consistent month for dividend paying stocks. A few of my oil stocks have cut their dividends down but it is as expected and did not really make a dent.<br />
<br />
Options activity really picked up. I am at my highest Premium month ever with over $3,300. This consisted of playing Apple puts. I sold weekly puts and they all expired worthless as Apple stock rose upwards. Just wished I played it even more lol, but nobody has a crystal ball and I should be happy for the premiums I received.<br />
<br />
Interest paid out was a bit higher but it consisted of lat month when I borrowed 100k on margin to make an Apple stock flip for a couple thousand in profit.<br />
<br />
Adsense activity is up a but from 2 good days primarily and pageviews are an improvement from last month. <br />
<br />
<br /><br /><u><b>December 2014 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.63 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.33 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.36 - REI.UN RioCan Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
18.33 - SJR.B Shaw Communications<br />
25.70 - ENF Enbridge Income fund<br />
18.17 - CJR.B Corus Entertainment<br />
20.00 - BTE Baytex Energy<br />
<u>Quarterly Payers</u><br />
80.00 - T Telus Corp<br />
61.76 - RCI.B Rogers Communications<br />
30.00 - HSE Husky Energy<br />
22.50 - CNQ Canadian Nat Resources<br />
135.85 - BCE BCE Inc.<br />
37.22 - AGU Agrium<br />
113.30 - CIBC CIBC Bank<br />
66.00 - BNS Bank of Nova Scotia<br />
26.40 - TRP TransCanada<br />
41.16 - KMB Kimberly Clark<br />
41.27 - PEP Pepsico<br />
40.25 - GE General Electric<br />
32.27 - BAX Baxter<br />
40.80 - WMT Walmart<br />
36.90 - TOT Total SA ADR<br />
63.81 - PM Philip Morris<br />
38.56 - DOW Dow Chemical<br />
<u>122.60 - GSK GlaxoSmithKline</u><br />
<br />
<span style="font-size: large;"><b><span style="background-color: lime;">$2,146.41</span> - TOTAL</b></span><br />
<br />
<br />
<br />
<span style="font-size: large;"><b>Total options premiums in December</b></span><br />
<span style="font-size: large;">
<b><span style="background-color: lime;">$3305.92</span></b></span><br />
Options Notes -<br />
- Playing Apple with selling puts aggressively before earnings, was easy money this month.<br />
<br />
<br />
<span style="font-size: large;"><b>Total interest paid for margin for January</b></span><br />
<span style="font-size: large;"><b><span style="background-color: red;">$3517.21 </span></b></span><br />
<b><br /></b>
<br />
<br />
<span style="font-size: large;"><b>Adsense for my blog in December <span style="background-color: lime;">$19.50</span></b></span><br />
- 12,321 : Pageviews for January<br />
- 20 : Number of ad clicks<br />
<br />
<br />
<b>2015 Running Dividend Total <span style="background-color: lime;">$2,146.41</span></b><br />
<b>2015 Running Interest Total <span style="background-color: red;">$517.21</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2015 Running Option premiums total <span style="background-color: lime;">$3,305.92</span></span></span></span></b><br />
<b>2015 Running Adsense total</b> <span style="background-color: lime;"> <b>$19.50</b></span><br />
<br />
<b>2015 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- January $2,146.41 $3,305.92 $517.21 $19.50<br />
<br />
<b>2014 Breakdown</b> <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- December $2,268.05 $657.49 $396.00 $16.17<br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $13,291.20 $4,960.54 $1,842.54 $27.03
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com35tag:blogger.com,1999:blog-5093516850393706942.post-78042434240676119922015-01-26T19:14:00.002-08:002015-01-26T19:14:33.390-08:00I just bought a house for 800k, My 7 easy home buying tips!I have purchased numerous homes now in my life, more than ten in total. Here are my home buying tips and my latest deal details.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0_MUK5jQ3F-RhgrhOmlCh20_Aajk6WTllhJMbudkVuvfxmYc277PLY6S8G1Jsns8FCUPmeyV85xWavsphQXCT5QIE38XvB1s0wGg78Fkw1gEt6kDd2Z3y3TiNYagNXjs0aMLheXJ6Pc5I/s1600/front.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0_MUK5jQ3F-RhgrhOmlCh20_Aajk6WTllhJMbudkVuvfxmYc277PLY6S8G1Jsns8FCUPmeyV85xWavsphQXCT5QIE38XvB1s0wGg78Fkw1gEt6kDd2Z3y3TiNYagNXjs0aMLheXJ6Pc5I/s1600/front.jpeg" height="480" width="640" /></a></div>
<span style="font-size: large;"><b> My 7 Home Buying Tips</b></span><br />
<br />
<b>1. Secure Financing, Shop Around!</b><br />
<br />
Shop around! Don't just go into the bank you are currently banking with and call it a day. Get people to compete for your business. Go to multiple banks, credit unions and mortgage brokers to shop for rates. Don't be afraid to ask for a better rate. Get lenders to compete with each other. Show them your current lending offers. Whats the worst thing that's gonna happen, they say NO? Who cares! Move on to the next person. Makes sure you do this within a two week span so it doesn't affect your credit score too much. Multiple inquires of your credit will only count as one credit pull if you do it within a short period of time pending where you are from.<br />
<br />
<br />
<br />
<b>2. Find and Interview Real Estate Agents! </b><br />
<br />
I have been visiting vast amount of open houses this past year and kind of interviewing the realtors in the process. See if you vibe with their business style. See if they understand the market. Ask them questions you already know the answer too to gauge their responses. I knew two agents personally but I did not like how they do business and they were not a good fit. So even though I got along with them I did not trust their real estate knowledge and judgement. I want a killer on my side. Someone that will fight for me and do as I say. You don't want a yes man and someone just looking after their own interests.<br />
<br />
<br /><b>3. See The Entire Market! </b><br />
<br />
Volume is key. See as much as you can. Cast a wide net. Don't rely on the realtor to pick the listings. Get on his alert systems for their MLS. Even though my budget was 800k and only consisted of 3 local areas I cast my net from 600k-950k in about 7 areas. Reason so is the more I see , the more I can compare. Also see whats available above your range. You never know as there are often price drops or the higher priced properties can be negotiated into your price level. Also keep an eye on past listings sale prices, this will further guide you on current market levels and comparable listings. After a while of looking you will get a feel of prices and value. You wont get this information by just lurking on your computer. You have to hit the pavement and look for yourself. You cant gauge build quality, neigbors, shortfalls and neighborhood by pictures online.<br />
<br />
<br />
<b>4. Make The Lowball Offer!</b><br />
<br />
Business is business! Don't make a emotional decision. Stick to your plan. After finding a few places you like its time to dig deeper. I often give a place a look 3-5 times before I decide to make an offer. Also inspect the neighborhood and at different times of day and night. Don't worry about inconveniencing your realtor. That is their job, make them work for their commission.<br />
<br />
Fair market value for homes often differ from their asking price. That is why it is very important to gauge the markets past sales and current inventory for comparables. Often new listings are wrongly priced. At times new listing are under priced and are snatched up within days. Other times over priced listings will sit for a months without an offer and they then resort to price drops back down to fair market value.<br />
<br />
Always start low and put it in writing. It shows you are serious if its in writing. Sellers that have a place listed for a couple months with no offers will welcome any offer. You never know what peoples circumstances are. Estate sales, divorce sales, job relocation are all great times to make a buy especially when sellers are desperate to get their money out. Make your offer attractive by keeping it clean and not too many stipulations especially financing. <br />
<br />
<b><br /></b>
<b>5. Negotiate Hard!</b><br />
<br />
It is your money, so don't let your realtor dictate how negotiations will go. Yes feelings will be hurt by realtors and sellers but this is business. I always start with a low ball offer in writing to gauge the seller. This is where your realtor has to do some work. Their job is too gauge how motivated the seller is and their bottom price. Play it cool. Let time pass. If you don't like their counter I often will put a low ball at 2-3 other places to gauge them out. Be firm with your offers and ready to walk. Don't sway from your initial plan and don't let your realtor take you up more than you are willing to pay. Remember this : In Real Estate you make your money from your purchase and not your sale. So don't overpay for a house and don't become emotionally attached to it. Be ready to walk away from a deal if its not want you want price wise. Its amazing how many times I have walked away from a deal and then the next day or two the sellers realtor will call back caving into my price demands.<br />
<br />
<br />
<b>6. The Inspection</b><br />
<br />
Very important part in buying a new home which often gets overlooked. Whatever you do , <b>DO NOT</b> <b>use a home inspector your realtor recommends</b>. Realtors will often recommend home inspectors that are just <b>YES </b>men that wont jeopardize the deal. You cheat yourself out of a solid home inspection that way. My advice is to use an independent home inspector. Often called deal breakers because in essence they give you the real unbiased outlook of the home you are buying. You do not want them rushing through the house. So negotiate the amount of time ( 5 hour minimum for a home 2500 sqft plus) and the price days before the inspection. On the day make sure before they start on how long they will be there and areas of concern inspected. I recommend being there the entire time the home is being inspected itself. Make sure they bring their ladder as the roof and attic must be inspected. A good home inspector will give you a detailed report with pics of all areas of concern and a checklist of all good areas. I have walked away from several deals in the past when the home inspection turned out areas of concern. If the inspection turns up some red flags you have another bargaining chip in negotiations. You can try and get the sellers to fix the issues or offer even less money to get the work done yourself.<br />
<br />
<br />
<b>7. The Close and Possession</b><br />
<br />
Once you are satisfied with the inspection and no major issues arise it is time to remove subjects. If issues arise then you can try and further negotiate your buying price lower. Make sure everything in the contract is fulfilled. If you like a certain mirror , shelf , audio system ,wine rack make sure it is included in the deal! Also put a professional cleaning clause in the contract as often people will leave their place a mess upon leaving. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglmN6Rp3F5iUzk-ZMlzbxPOAWlPTMJs9LnYNQSETj6tx1Yq6SuMpg_rlfYLiOaRV2g26BeAoWjv5Q5SS487g3IwDWpDqwIIj5SBP7gJJ5mlIdx3kHcPD7k0WIPS83URgB_suhFIpe6UNm7/s1600/Nnitch.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglmN6Rp3F5iUzk-ZMlzbxPOAWlPTMJs9LnYNQSETj6tx1Yq6SuMpg_rlfYLiOaRV2g26BeAoWjv5Q5SS487g3IwDWpDqwIIj5SBP7gJJ5mlIdx3kHcPD7k0WIPS83URgB_suhFIpe6UNm7/s1600/Nnitch.jpeg" height="480" width="640" /></a></div>
<br />
<br />
<br />
<span style="font-size: large;"><b>The details of my deal.</b></span><br />
<br />
<b>1. Secure financing </b><br />
<br />
I was given an early inheritance to put toward a rental property with certain parameters. It had to be close by to me, within 20 years old, well built and something that could fetch solid rental income. It was an all cash deal so I did not need any financing.<br />
<br />
<b>2. Find a Real Estate Agent</b><br />
<br />
<b> </b>For a few months I have been going to all the open houses until I
clicked with a realtor. Told him my house criteria and my plan of seeing as much as I can and
coming hard with offers. He said he was up for the challenge.<br />
<br />
<br />
<b>3. See the Market</b>.<br />
<br />
We hunted for 2 months and often seeing 4-5 homes a day mon to fri. Seen maybe 50-60 houses total before I narrowed it down to about 5 houses after seeing them 2-3 times each.<br />
<br />
<br />
<b>4. Make the Offer</b><br />
<br />
After narrowing it down to 5 houses I took third and fourth visits at the 5 places. There was 2 houses I was quite keen on. I walked around the neighborhoods at different times in the night and timed my drives to various places.I was ready to put in the offer. I put an offer of 780k at my top place who were asking for 830k. <br />
<br />
<b> 5. Negotiations</b><br />
<br />
<u>Place 1 </u><br />
They held firm and came back at 825k. In my opinion the place was
overlooked and well built and I had a true value of about 860k. I had no
doubt the place that has been sitting for a month would sell for
minimum in the spring for the 830k. I told them we are to far apart and I
didn't even counter offer. The sellers played it off like they were about to expect another offer soon. I wanted to make them sweat. I then started looking at place number 2<br />
<br />
<u>Place 2</u><br />
My realtor extracted information from the sellers realtor that they were motivated sellers due to a divorce. Christmas was rapidly approaching and winter time is notoriously slow in western Canada. So I kept my cool. I then put an offer on place number 2 which was a bit cheaper but further out of town. They were asking 799k and I came in at 710k. Place has been sitting for 3 months and was overpriced but it was a good home. It was also due for a price drop. I estimated the place was worth about 740k. They came back at 780k and I didn't counter offer. I left it like I did the first place.<br />
<br />
<u>Back to Place 1</u><br />
After 10 days we are just before Xmas. Time to go back to the well. Turns out the sellers realtor has been frantic. He was trying to muster an offer from everyone that ever visited the house. We told them we are coming back a bit higher but firm. I put in mind my bottom price as 800k which I kept private from even my own realtor. I put in an offer at 790k cash deal close in a month. Sellers came back at 810k. I returned at 795k firm and final lol. They came back at 805k and said that was their final.<br />
<br />
Lol almost there just 10k apart. They were not budging and I I didn't plan on coming back at 805k. I was ready to walk away. Told my realtor I am ready to walk away from it. He was disappointed that we came so close and he tried to get me up to the 805k. I told him quit being so emotional and nervous to get the deal done. I told him maybe if these guys meet halfway at 800K (my top price) I would consider it. He then called me 10 minutes later and told me its a no go. I said ok lets go back after place number 2 again and see how close we can get after the weekend passes.<br />
<br />
Monday Morning my realtor calls. <b>They caved!</b> Place 1 for 800k is a deal but I have to remove subjects and close fast. <b><u>I take the deal!</u></b> But just <b>not yet</b> until I review the offer and I add a couple of minor things in the contract like the extra fridge in the garage, Book shelf and a couple mirrors. LOL the sellers are livid with me. They say I am <b>grinding them too hard</b>. Why yes I am! This is business and my name is Asset Grinder!<br />
<br />
<br />
<b>6. The Inspection</b><br />
<br />
So i only had a few days to remove subjects as Xmas is literally a few days away. I brought a deal breaker inspector I use that is from Vancouver which costs me $150 extra transportation for a total of $550 for a 6 hour inspection. We checked the place top to bottom and only very minor issues came up. Total repair costs $900. I tried to get that amount taken out of the contract but the sellers wouldn't budge. I told my realtor this is a problem. My realtor lets out a deep sigh and looks me dead in the eye and said "<b>I will fucken pay it</b>, <b>lets get this place over with! </b>I guess I owe him lunch. Maybe Denny's for his birthday!<b> LOL.</b><br />
<br />
<br />
<div class="page" title="Page 66">
</div>
<br />
<div class="page" title="Page 66">
</div>
<br />
<b>7. The Close and Possession</b><br />
<br />
I used a lawyer I know to deal with all the closing paperwork which cost about $900 which is the going rate. Got the keys yesterday and did a walk through with my realtor. everything was great except the seller forgot to leave one of the mirrors that were in the deal. My realtor let the other realtor know and within a hour the seller came by to drop it off. I congratulated him on the sold house and thanks for the deal. He didn't shake my extended hand and shoved the mirror in my hand and left grumbling.<br />
<br />
So there you have it. Now its time to find a renter! As you can see I am not that fun to deal with but oh well its my money. I don't care about the sellers feelings or even my realtors because its his job.<br />
<br />
<u>My New Home Details </u><br />
5 min to downtown<br />
Built in 2011<br />
Arts and Crafts style 3 level semi custom home<br />
3000 sqft home<br />
5000 sqft lot<br />
<br />
I have estimated future monthly rent to be between <b>$3400-$3600</b> for a cap rate between <b>4.6 to 4.9%</b> which is not bad. I think the place will have some decent capital appreciation and even more potential if I put 10-15k into the place to make a separate suite in the basement. It would fetch 880k easy if I were to do that. For now I will rent the place for a few years and see how the market goes. If anything it will be a solid income rental for years to come.<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6_-iGBHTp0Gr7ts1HK715TOyALEJui_1MB8qPLJk8pC00oYuikfPuBjYUvhb_asmqxwL_sTkHQldH_6JHWjWssQl4v8uZq2xCJomYhTuRM4EBNQ32dzpy3MULHYq12KYM2oRe33k6OIjc/s1600/Nliv.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6_-iGBHTp0Gr7ts1HK715TOyALEJui_1MB8qPLJk8pC00oYuikfPuBjYUvhb_asmqxwL_sTkHQldH_6JHWjWssQl4v8uZq2xCJomYhTuRM4EBNQ32dzpy3MULHYq12KYM2oRe33k6OIjc/s1600/Nliv.jpeg" height="480" width="640" /></a></div>
<br />
<b>So what you guys think of the tips and my deal????</b><br />
<br />
<br />
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com49tag:blogger.com,1999:blog-5093516850393706942.post-83639290462196749792015-01-17T16:47:00.000-08:002015-01-17T16:47:53.095-08:00$2,171,545 My Net Worth Update January 2015<h3 class="post-title entry-title" itemprop="name">
<a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html"> </a>
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
My Net Worth Update January 2015<br />
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b>January 1<span style="font-family: Arial;">7</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"> <b>/ 2015 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: small;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Home 2015 assessed value total $1,253,000</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $40,876</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $123,859</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $155,543</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.1986)- $185,230</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">margin available </span>$144,139<br />
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Equity total: $505,508</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse Income Property 2015 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $319,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $814</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $8,223</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>total: $9,037</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;"></span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: large;"> January 2015 </span></span><span style="background-color: lime; font-size: large;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,171,545</span></span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: lime; font-size: large;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<span style="font-size: x-small;"><span style="font-size: large;">
</span><b><span style="font-size: large;">Gain/loss from last month <span style="background-color: lime;">+$44,214</span></span><span style="background-color: red;"></span></b></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><span style="background-color: white;"></span><br /></span></b></span> Dec. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/12/2160878-my-net-worth-update-december.html">$2,127,331 Details Link</a> <span style="background-color: red;">-$33,547</span><br />
Nov. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/11/2160878-net-worth-update-october-2014.html">$2,160,878 Details Link</a> <span style="background-color: lime;">+ $49,867</span><span style="background-color: red;"></span><span style="background-color: lime;"></span><br />
Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
August 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<span style="font-size: small;"><u><b> In Summary-</b></u></span><br />
<br />
Lots going on this month. I am closing on a new house in a few days and will have a post about the details soon. Markets been swinging up and down. My Canadian stocks have been tanking as oil continues lower and banks showing weakness. The Canadian dollar is tanking as well from US dollar value 1.13 last month to 1.19 this month. Overall up over 40k from just my equity portfolio alone.<br />
<br />
Other changes have been my property assessments for the year that just came in. My home was worth $1,190,000 last year and this year it went up to $1,253,000. A 63k gain or a 5.3% gain. My commercial property was a different story altogether. In 2014 it was worth $384,000 and now in 2015 its worth $319,000. Wow a 20% drop or 65k. So basically my property values went down 2k this year. I always thought my home was quite undervalued via government assessment but I sure wasn't expecting such a huge drop in my commercial warehouse rental. I had my warehouse listed for sale for quite some time but barely recieved any offers and all were lowballs. I guess demand is quite low. I will just keep it rented out until values rebound and keep an eye on the market.<br />
<br />
On brewery side note things are coming together. Equipment is arriving everyday and things are chugging along for a spring launch. Will have some more details and pics soon.<br />
<br />
In other news I have been featured on an article by <a href="http://www.debtfreeguys.com/money-masters/">Debt Free Guys website </a><br />
Give it a look and browse through their site. You can follow them on Twitter <a href="https://twitter.com/DebtFreeGuys">@DebtFreeGuys</a><br />
<br />
<br />
Till the next update Good Day and Grind On!Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com30tag:blogger.com,1999:blog-5093516850393706942.post-48378151423801939172015-01-05T11:36:00.001-08:002015-01-05T11:36:12.266-08:00December 2014 Dividend , Options , Adsense and Interest monthly report The whirlwind of the holiday season is finally over. Thank god, I hate traveling and visiting people really. I don't like much company. I like things dull and predictable! I especially big dividend and options paying months!<br />
<br />
Stocks have been very volatile still with big swings up and down as my portfolio has been buncing around.<br />
<br />
My monthly dividend payers have been doing the heavy lifting. One of my Reits Cominar CUF.un had a double payment this month. Also this is my last Tim Hortons dividend as the stock has been absorbed into burger king. I took the option of a partial share switch over into their new merger holding QSR but mainly I got paid out in cash to pay down my margin.<br />
<br />
Options activity was steady but nothing spectacular with just a few apple put options.<br />
<br />
Adsense was up since it was its first full month. My total pageviews were down as I have not been very active during this month.<br />
<br />
On a personal note. My dad is not in the best shape still and is in line for a quintuple bypass. He is being very stubborn and is not quitting his over drinking of homemade wine and moonshine. Also his rich diet of salty foods, red meat , high fat and sugar diet is not helping. I have tried to get him to change his ways by hiding the alcohol and grocery shopping for him but he is not very compliant. Its like he is basically giving up without trying which is disappointing. If he continues his bad habits a heart attack or stroke could happen any day now. <br />
<br />
One good thing coming of this is his finances. He just sold one of his houses and is giving me money to buy another house to have in my name as an inheritance as an income property. I personally dont want another rental property but I cant convince him I rather have money in equities. He wont even let me buy a commercial property which I would rather have. It has to be a house close to me and no older than 15 years old. So I don't have much say how I will receive my inheritance but it is greatly appreciated regardless. I did buy him a new big screen tv for chirstmas as a gift in return to show my gratitude.<br />
<br />
So I have been house hunting for the last two months and pretty much seen the entire market in my area. I found a place I could feel comfortable to live in if I decide to sell my current house. I will keep both places as long as my father is alive and respect his wishes. After that I will more than likely sell my current home and move into this new cheaper one to free up equity. This also brings up a conundrum since I am holding so many REITS in my portfolio. Either I unload them to pay off my margin and take a 10% hit on them or keep them and pay off my margin slowly. Haven't decided what to do yet but I think I will wind up doing something in the middle with a partial sell.<br />
<br />
Details of my home purchase and a 2014 year end review post will be coming soon.<br />
<br />
Happy New year to all and hope the markets soar in 2015!<br />
<br />
<br />
<h3 class="post-title entry-title" itemprop="name">
</h3>
<br />
<u><b>December 2014 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.63 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.33 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.36 - REI.UN RioCan Reit<br />
367.50 - CUF.UN Cominar Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
18.33 - SJR.B Shaw Communications<br />
25.70 - ENF Enbridge Income fund<br />
18.17 - CJR.B Corus Entertainment<br />
<u>Quarterly Payers</u><br />
96.00 - FTS Fortis<br />
35.00 - ENB Enbridge<br />
32.00 - THI Tim Hortons<br />
33.60 - SU Suncor<br />
86.87 - COP ConocoPhillips<br />
33.15 - AFL Aflac<br />
16.32 - V Visa<br />
83.30 - JNJ Johnson & Johnson<br />
23.37 - IBM IBM<br />
32.64 - EMR Emerson Electric<br />
44.12 - UL Unilever<br />
23.97 - DD Dupont<br />
36.12 - MCD Mcdonalds<br />
19.63 - QCOM Qualcomm<br />
64.80 - BP BP<br />
59.22 - RDS.B Royal Dutch Shell<br />
<u> 84.68 - IDV Ishares INTL Select Div ETF</u><br />
<b><span style="background-color: lime;">$2,268.05</span> - TOTAL</b><br />
<br />
<br />
<br />
<b><span style="font-size: small;">Total option premiums in December</span></b><br />
<span style="font-size: small;"><b><span style="background-color: lime;"> $657.49</span></b></span><br />
Options Notes -<br />
- Playing Apple a bit with puts that have expired worthless<br />
<br />
<span style="font-size: small;"><b>Total interest paid towards margin for December</b></span><br />
<span style="font-size: small;"><b><span style="background-color: red;">$396.00</span></b></span><br />
<b><br /></b>
<b>Adsense for my blog in December</b><br />
<b> <span style="background-color: lime;">$16.17</span></b><br />
- 11,316 : Pageviews for December<br />
- 14 : Number of ad clicks<br />
<br />
<br />
<b>2014 Running Dividend Total <span style="background-color: lime;">$13,291.20</span></b><br />
<b>2014 Running Interest Total <span style="background-color: red;">$1,842.54</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2014 Running Option premiums total <span style="background-color: lime;">$4,960.54</span></span></span></span></b><br />
<b>2014 Running Adsense total</b> <span style="background-color: lime;"> <b>$27.03</b></span><br />
<br />
2014 Breakdown <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense </u><br />
- December $2,268.05 $657.49 $396.00 $16.17<br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $13,291.20 $4,960.54 $1,842.54 $27.03Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com23tag:blogger.com,1999:blog-5093516850393706942.post-77997021418716483052014-12-16T17:11:00.000-08:002014-12-16T19:28:52.570-08:00 $2,127,331 My Net Worth Update December 2014 <h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
My Net Worth Update December 2014
<br />
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b>December 16<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"> <b>/ 2014 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: medium;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Home 2014 assessed value total $1,190,000</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $31,696</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $118,885</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $136,442</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.135)- $174,049</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">margin available </span>$129,749<br />
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Equity total: $461,072</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse Income Property 2014 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $384,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $945</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $6,314</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>total: $7,259</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;"></span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> December<span style="font-size: small;"> 2014 </span></span><span style="font-size: small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,127,331</span></span></span></div>
<span style="font-size: small;">
</span>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></span></div>
<span style="font-size: small;">
<b>Gain/loss from last month <span style="background-color: red;">- $33,547</span></b></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><span style="background-color: white;"></span><br /><span style="background-color: white;"></span></span></b></span>
Nov. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/11/2160878-net-worth-update-october-2014.html">$2,160,878 Details Link</a> <span style="background-color: lime;">+ $49,867</span><span style="background-color: red;"></span><span style="background-color: lime;"></span><br />
Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
August 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<span style="font-size: medium;"><u><b> In Summary-</b></u></span><br />
<br />
<br />
<br />
<br />
Markets still very volatile especially Canadian Markets. The Canadian TSX was down sharply with Oil stocks taking big hits and also the banking sector taking a grubbing as well. My portfolio has mirrored the drop with it unfortunately. I am not worried though as this is what the markets do even though I am down $33,547.<br />
<br />
I have been quite busy with some real estate deals lately and making a major play which is in the works. Doing so will force me to reanalyze my Reit positions and I will be more than likely getting rid of my margin Reit plays in the new year. My Margin Reit play was a big loser for me so far but whatever, no worries, thats business! Got to keep moving forward and making things happen. I am not 100% sure of my real estate plans just yet. Not sure if and when I will be moving but I have some options opening up for me in the near future<br />
<br />
In the brewery startup news there has been a few set backs but nothing major. Still looking to start pouring beer in the spring with fingers crossed. With new businesses set backs are expected and I am not worried yet. Could be a couple years before I start seeing some capital back.<br />
<br />
My father has been in and out of the hospital quite a bit with a bad heart and a quintuple bypass is needed. Its been stressing me out a bit and I haven't been as active as I would like with blogging lately. I am not worried about the dip in my net worth as their are more important things afoot lately.<br />
<br />
Till the next update Good Day and Grind On!<br />
<br />
<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com23tag:blogger.com,1999:blog-5093516850393706942.post-46828613016333672162014-12-01T09:51:00.001-08:002014-12-01T10:28:22.155-08:00November 2014 Dividend , Options , Adsense and Interest monthly report <h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
Things are looking pretty steady lately holding the markets rebound quite well. Have had good gains in Apple stock but countered with my energy stocks doing poorly. Oil still remains at attractive levels and I will be capitalizing on the opportunity. Option activity is down as Apple stock premiums have slowed since stock has been shooting straight up. I will pick and choose my spots to buy puts.<br />
<br />
I have added a new category for my monthly report Adsense. I will be adding how much money my free hosting blog is generating via ad revenue. I dont expect it to ever be that much but its a fun stat.<br />
<br />
Overall minus margin interest included I am up $2,308.41 via dividends, options and adsense for November. Not too shabby but pretty steady especially with my monthly payers.<br />
<br />
Till next month Good Day and Grind On! <br />
<br />
<br />
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<br />
<u><b>November 2014 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.62 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.33 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.36 - REI.UN RioCan Reit<br />
183.75 - CUF.UN Cominar Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
80.50 - CPG Crescent Point Energy<br />
18.33 - SJR.B Shaw Communications<br />
22.92 - ENF Enbridge Income fund<br />
18.17 - CJR.B Corus Entertainment<br />
<u>Quarterly Payers</u><br />
105.00 - COS Canadian Oil Sands<br />
70.22 - BMO Bank of Montreal<br />
105.00 - RY Royal Bank<br />
39.38 - PG Proctor Gamble<br />
313.87 - AAPL Apple<br />
89.48 - T ATT<br />
61.71 - KMI Kinder Morgan<br />
37.74 - CLX Clorox<br />
30.60 - CL Colgate<br />
<u> 52.83 - VZ Verizon </u><br />
<b><span style="background-color: lime;">$2,182.56</span> - TOTAL</b><br />
<br />
Dividend Notes - Havent done a a dividend increases/decrease report yet for the month but not many changes<br />
<br />
<br />
<b><span style="font-size: small;">Total option premiums in November</span></b><br />
<span style="font-size: small;"><b><span style="background-color: lime;"> $616.81</span></b></span><br />
Options Notes -<br />
- Playing Apple a bit with puts that have expired worthless<br />
<br />
<span style="font-size: small;"><b>Total interest paid towards margin for November</b></span><br />
<span style="font-size: small;"><b><span style="background-color: red;">$501.82</span></b></span><br />
<b><br /></b>
<b>Adsense for my blog in November</b><br />
<b> <span style="background-color: lime;">$10.86</span></b><br />
- 12,886 : Pageviews for November <br />
- 18 : Number of ad clicks<br />
<br />
<br />
<b>2014 Running Dividend Total <span style="background-color: lime;">$11,023.15</span></b><br />
<b>2014 Running Interest Total <span style="background-color: red;">$1,446.54</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2014 Running Option premiums total <span style="background-color: lime;">$4,303.05</span></span></span></span></b><br />
<br />
<br />
<br />
<br />
<br />
<b>2014 Running Adsense total</b> <span style="background-color: lime;"> <b>$10.86</b></span><br />
<br />
2014 Breakdown <u>Dividends </u> <u>Options </u> <u>Interest</u> <u>Adsense</u><br />
- November $2,182.56 $616.81 $501.82 $10.86<br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
------------------------------------------------------------------------------------<br />
TOTALS 2014 $8,840.59 $3,686.24 $944.72 $10.86Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com27tag:blogger.com,1999:blog-5093516850393706942.post-46067431694392511722014-11-26T14:37:00.001-08:002014-11-26T14:37:42.327-08:006 month anniversary on the blog and adsense finally!I was quite surprised it has been 6 months since I started my lil blog. Its been fun and I really appreciate the community that goes with it. I also celebrated a birthday this past week as well. I am approaching 40 and it seems daunting a bit and I feel older everyday! You know when you are getting old when you start enjoying watching Downton Abbey lol.<br />
<br />
I haven't been as active as I would like last couple months in blogging but I hope I can buckle down in the near future and stick to writing more often even though I am a crappy writer. Just been out of the house a lot checking out real estate deals and tending to my very sick father which is always hard. On the bright side looks like I will be coming into an early 6 figure inheritance from my family in the next few months. Hopefully it will put my passive income on the fast track and I really get moving.<br />
<br />
<br />
I though I would share a few stats from the blog so far<br />
<br />
Average pageviews a day 430 since inception<br />
Total pageviews for a bit over 6 months 78,934<br />
<br />
<h3 class="GCUXF0KCFN GCUXF0KCCN blogg-title" id="topCountriesLabel">
Pageviews by Countries </h3>
<div>
<img alt="Graph of most popular countries among blog viewers" class="gwt-Image" role="img" src="https://chart.googleapis.com/chart?chf=bg,s,EAF7FE&chs=320x160&cht=t&chco=F9FFED,E0FFD5,236A13&chld=CACNDEFIFRGBNLSETRUS&chd=s:ZBECBDBCB9&chtm=world" style="height: 160px; width: 320px;" /></div>
<table __gwtcellbasedwidgetimpldispatchingblur="true" __gwtcellbasedwidgetimpldispatchingfocus="true" cellspacing="0" class="GCUXF0KCP0"><thead>
<tr __gwt_header_row="0"><th __gwt_column="column-gwt-uid-653" __gwt_header="header-gwt-uid-654" class="GCUXF0KCO- GCUXF0KCM-" colspan="1">Entry</th><th __gwt_column="column-gwt-uid-655" __gwt_header="header-gwt-uid-656" class="GCUXF0KCO- GCUXF0KCG0" colspan="1">Pageviews</th></tr>
</thead><colgroup><col></col><col></col></colgroup><tbody>
<tr __gwt_row="0" __gwt_subrow="0" class="GCUXF0KCI- GCUXF0KCP-"><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCK- GCUXF0KCA0"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;" tabindex="0">
<div class="GCUXF0KCDO">
United States</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCE0 GCUXF0KCA0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
41751</div>
</td></tr>
<tr __gwt_row="1" __gwt_subrow="0" class="GCUXF0KCI0"><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
Canada</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
17314</div>
</td></tr>
<tr __gwt_row="2" __gwt_subrow="0" class="GCUXF0KCI-"><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
Germany</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
2726</div>
</td></tr>
<tr __gwt_row="3" __gwt_subrow="0" class="GCUXF0KCI0"><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
United Kingdom</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
2350</div>
</td></tr>
<tr __gwt_row="4" __gwt_subrow="0" class="GCUXF0KCI-"><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
Sweden</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
1243</div>
</td></tr>
<tr __gwt_row="5" __gwt_subrow="0" class="GCUXF0KCI0"><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
Finland</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
1043</div>
</td></tr>
<tr __gwt_row="6" __gwt_subrow="0" class="GCUXF0KCI-"><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
China</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
900</div>
</td></tr>
<tr __gwt_row="7" __gwt_subrow="0" class="GCUXF0KCI0"><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
France</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
819</div>
</td></tr>
<tr __gwt_row="8" __gwt_subrow="0" class="GCUXF0KCI-"><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
Netherlands</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ- GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
693</div>
</td></tr>
<tr __gwt_row="9" __gwt_subrow="0" class="GCUXF0KCI0"><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCK-"><div __gwt_cell="cell-gwt-uid-657" style="outline-style: none;">
<div class="GCUXF0KCDO">
Turkey</div>
</div>
</td><td class="GCUXF0KCH- GCUXF0KCJ0 GCUXF0KCE0"><div __gwt_cell="cell-gwt-uid-658" style="outline-style: none;">
580</div>
</td></tr>
</tbody></table>
<br />
<br />
<br />
<a href="https://chart.googleapis.com/chart?chf=bg,s,FFFFFF00&chxl=1:%7C27+Oct+2014%7C3+Nov+2014%7C11+Nov+2014%7C18+Nov+2014%7CToday&chxp=0,350,700%7C1,0,25,50,75,100&chxr=0,0,700&chxs=0,676767,11.5,0,t,676767%7C1,6AA9E6,12,0,l,676767&chxt=y,x&chs=416x180&cht=lc&chco=6AA9E6&chd=s:ikgjhxjjirxmlurjnm5qmpfkfehjeX&chls=3&chm=B,6AA9E664,0,0,0%7Ch,E7E7E7,0,0.5,1,-1%7Ch,AAAAAA,0,0,1,1%7Ch,AAAAAA,0,1,1,1%7CV,E7E7E7,0,0,1,-1%7CV,E7E7E7,0,7,1,-1%7CV,E7E7E7,0,15,1,-1%7CV,E7E7E7,0,22,1,-1%7CV,E7E7E7,0,30,1,-1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Graph of Blogger page views" border="0" class="gwt-Image" src="https://chart.googleapis.com/chart?chf=bg,s,FFFFFF00&chxl=1:%7C27+Oct+2014%7C3+Nov+2014%7C11+Nov+2014%7C18+Nov+2014%7CToday&chxp=0,350,700%7C1,0,25,50,75,100&chxr=0,0,700&chxs=0,676767,11.5,0,t,676767%7C1,6AA9E6,12,0,l,676767&chxt=y,x&chs=416x180&cht=lc&chco=6AA9E6&chd=s:ikgjhxjjirxmlurjnm5qmpfkfehjeX&chls=3&chm=B,6AA9E664,0,0,0%7Ch,E7E7E7,0,0.5,1,-1%7Ch,AAAAAA,0,0,1,1%7Ch,AAAAAA,0,1,1,1%7CV,E7E7E7,0,0,1,-1%7CV,E7E7E7,0,7,1,-1%7CV,E7E7E7,0,15,1,-1%7CV,E7E7E7,0,22,1,-1%7CV,E7E7E7,0,30,1,-1" style="height: 180px; width: 416px;" usemap="#__gwt_chart_map13" /></a><br />
<br />
<br />
<br />
<br />
<table cellpadding="0" cellspacing="0" class="GCUXF0KCCKB"><tbody>
<tr><td align="left" style="vertical-align: top;" width="416px"><div>
<map id="__gwt_chart_map13" name="__gwt_chart_map13"><area coords="1,166,66,174" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="94,166,155,174" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="182,166,250,174" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="273,166,341,174" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="382,166,415,174" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="9,78,29,87" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="9,0,29,9" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="RECT"></area><area coords="32,71,44,66,57,76,69,69,82,74,94,33,107,69,120,69,132,71,145,48,157,33,170,61,183,63,195,41,208,48,220,69,233,58,245,61,258,13,271,51,283,61,296,53,308,79,321,66,334,79,346,81,359,74,371,69,384,81,397,99,401,103,388,85,375,73,363,78,350,85,338,83,325,70,312,83,300,57,287,65,275,55,262,17,249,65,237,62,224,73,212,52,199,45,187,67,174,65,161,37,149,52,136,75,124,73,111,73,98,37,86,78,73,73,61,80,48,70,36,75" href="https://www.blogger.com/blogger.g?blogID=5093516850393706942#" shape="POLY"></area></map></div>
</td><td align="left" style="vertical-align: top;" width="20px"><br /></td><td align="left" style="vertical-align: top;" width="308px"><div>
<div class="GCUXF0KCHGC">
<table cellpadding="0" cellspacing="0" class="GCUXF0KCIGC"><tbody>
<tr><td align="left" style="vertical-align: top;"><div class="GCUXF0KCKGC">
Pageviews today </div>
</td><td align="left" style="vertical-align: top;"><div class="GCUXF0KCGGC">
267</div>
</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="GCUXF0KCIGC"><tbody>
<tr><td align="left" style="vertical-align: top;"><div class="GCUXF0KCKGC">
Pageviews yesterday </div>
</td><td align="left" style="vertical-align: top;"><div class="GCUXF0KCGGC">
343</div>
</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="GCUXF0KCIGC"><tbody>
<tr><td align="left" style="vertical-align: top;"><div class="GCUXF0KCKGC">
Pageviews last month</div>
</td><td align="left" style="vertical-align: top;"><div class="GCUXF0KCGGC">
12,817</div>
</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="GCUXF0KCIGC GCUXF0KCJGC"><tbody>
<tr><td align="left" style="vertical-align: top;"><div class="GCUXF0KCKGC">
Pageviews all time history </div>
</td><td align="left" style="vertical-align: top;"><div class="GCUXF0KCGGC">
78,934</div>
</td></tr>
</tbody></table>
</div>
</div>
</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://chart.googleapis.com/chart?chf=bg,s,FFFFFF00&chxl=1:%7CMay+2006%7CJune+2008%7CAugust+2010%7COctober+2012%7CNovember+2014&chxp=0,10000,20000%7C1,0,25,50,75,100&chxr=0,0,20000&chxs=0,676767,11.5,0,t,676767%7C1,6AA9E6,12,0,l,676767&chxt=y,x&chs=416x180&cht=lc&chco=6AA9E6&chd=s:AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALpknnpi&chls=3&chm=B,6AA9E664,0,0,0%7Ch,E7E7E7,0,0.5,1,-1%7Ch,AAAAAA,0,0,1,1%7Ch,AAAAAA,0,1,1,1%7CV,E7E7E7,0,0,1,-1%7CV,E7E7E7,0,13,1,-1%7CV,E7E7E7,0,27,1,-1%7CV,E7E7E7,0,41,1,-1%7CV,E7E7E7,0,55,1,-1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Graph of Blogger page views" border="0" class="gwt-Image" src="https://chart.googleapis.com/chart?chf=bg,s,FFFFFF00&chxl=1:%7CMay+2006%7CJune+2008%7CAugust+2010%7COctober+2012%7CNovember+2014&chxp=0,10000,20000%7C1,0,25,50,75,100&chxr=0,0,20000&chxs=0,676767,11.5,0,t,676767%7C1,6AA9E6,12,0,l,676767&chxt=y,x&chs=416x180&cht=lc&chco=6AA9E6&chd=s:AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALpknnpi&chls=3&chm=B,6AA9E664,0,0,0%7Ch,E7E7E7,0,0.5,1,-1%7Ch,AAAAAA,0,0,1,1%7Ch,AAAAAA,0,1,1,1%7CV,E7E7E7,0,0,1,-1%7CV,E7E7E7,0,13,1,-1%7CV,E7E7E7,0,27,1,-1%7CV,E7E7E7,0,41,1,-1%7CV,E7E7E7,0,55,1,-1" style="height: 180px; width: 416px;" usemap="#__gwt_chart_map14" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
I am happy I finally was able to add ad-sense to my free blogger
account. I dont expect to make a living off my poorly written posts but
it is always nice to see money even if its a few pennies a day. I have
tried experimenting with ads and I hope it is not too intrusive. I have no idea what all this means CTR, page RPM but one day I will figure it out.<br />
<br />
<br />Here are some adsense stats so far, lol I am $7.22 richer! lol. I can now retire!!!!<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn6bD0oFnP8ZLlvZDBR38ccvGjiuoKkzXSPmV1smfv3kU1K7Lmxw59moxpk05c6CB4_l_EtS5Pa2g-YIqoD3l9bFIc9fHNYwkqR7wcA9deIOEdlvbhu0Lb7pmW1mqPSf5NdvcTn3m1Cb-m/s1600/IMG_2092.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn6bD0oFnP8ZLlvZDBR38ccvGjiuoKkzXSPmV1smfv3kU1K7Lmxw59moxpk05c6CB4_l_EtS5Pa2g-YIqoD3l9bFIc9fHNYwkqR7wcA9deIOEdlvbhu0Lb7pmW1mqPSf5NdvcTn3m1Cb-m/s1600/IMG_2092.PNG" height="400" width="225" /></a></div>
<br />
<br />
I am wondering what other fellow bloggers are averaging in pageviews a day and wondering how much cash you guys are taking in via ads? Any tips for me?<br />
<g class="highcharts-tooltip" style="padding: 0; white-space: nowrap;" transform="translate(364,15)" visibility="hidden"></g><br />
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com496tag:blogger.com,1999:blog-5093516850393706942.post-65234649396329669652014-11-14T14:30:00.000-08:002014-11-14T14:31:40.283-08:00 $2,160,878 My Net Worth Update October 2014 <h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
My Net Worth Update November 2014
<br />
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<u><b>November 14<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;"><b></b> <b>/ 2014 </b></span></b></u><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Home 2014 assessed value total $1,190,000</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $33,871</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $121,433</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $305,314</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.135)- $214,437</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">margin available </span>$129,749<br />
Total equity $496,323</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $675,055</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse Income Property 2014 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $384,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $1,150</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $4,405</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>total: $5,555</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Assets total : <span style="background-color: lime;">$2,339,610</span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Liabilities</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: red;"><span style="background-color: white;">US margin account </span></span></span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: red;"><span style="background-color: white;"><span style="background-color: white;">(margin rate 3.75%) </span></span></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: red;"><span style="background-color: white;"><span style="background-color: white;">CDN margin account </span></span></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: red;"><span style="background-color: white;"><span style="background-color: white;">(margin rate 3.00%) </span></span><br /><span style="background-color: black;"> </span></span></span></div>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
Liabilities <span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">total : <span style="background-color: red;">$178,732</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: medium;">August 2014 </span></span><span style="font-size: medium;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,160,878</span></span></span></div>
<span style="font-size: medium;">
</span>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: medium;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></span></div>
<span style="font-size: medium;">
<b>Gain/loss from last month <span style="background-color: lime;">+ $49,867</span></b></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"></span></span><b><span style="background-color: lime;"><span style="background-color: white;"></span><br /><span style="background-color: white;"></span></span></b></span> Oct. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/10/2111011-net-worth-update-october-2014.html">$2,111,011 Details Link</a> <span style="background-color: red;">- $28,473</span><span style="background-color: lime;"></span><br />
Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
August 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<br />
<span style="font-size: large;"><u><b> In Summary-</b></u></span><br />
<br />
Crazy swing from last month when my net worth went down $28,473 and now up $49,867 this month. Pretty much when I made my last report it was the market bottom and it has roared back since. Apple has continued to be my strongest stock hitting new highs. Also I have been playing weekly Apple options where I made some quick bucks here and there and will continue to do so in the next month as well. Only laggard in my portfolio is energy stocks as they continue their decline with cheap oil. I wouldn't mind throwing a few bucks in oil futures but I have a significant portion of my Canadian portfolio already in oil so I am tentative to do so right now but If we start seeing $60 dollar oil prices then I will probably make a big move into getting some more.<br />
<br />
So my stock strategy right now is just to pay down my margin accounts from dividends and options premiums and play apple a lil bit and try to hold off buying anything else until the new year or big opportunities exist.<br />
<br />
In other news not too much else is going on. The brewery hit a few timing snags and looks like it wont be pouring beer until February with some equipment delays but things are coming along nicely there.<br />
<br />
In real estate news I have been looking at quite a few different segments, Looked at a few apartment buildings as my cousin wants to partner up and buy one. Its a big commitment and checking into things with him. Also been looking at building lots in my area and there is not much out there right now.<br />
<br />
Hopefully next month will be another green one leading into the new year.<br />
<br />
<br />
<br />
Here is a 9 second video of my baby boy who takes a fall dancing his butt off! Turn up the volume and hear his head crack against the floor. Don't worry he is OK!<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/QOVJSqTestg" width="420"></iframe>
<br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><b>So is your guys portfolios at new highs as well?</b></span><br />
<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com23tag:blogger.com,1999:blog-5093516850393706942.post-38683123645839838992014-11-07T09:02:00.001-08:002014-11-07T10:48:48.717-08:00New Buy CJR.B Corus Entertainment and added more CPG Crescent point energy Couple of recent buys of late<br />
<br />
Corus Entertainment group and Crescent point energy.<br />
<br />
<br />
Corus Entertainment group is a 1.7 billion dollar company that operates radio and television programs. They have had a 5 year dividend growth rate of 6.72% and their current dividend is yielding 5.2%. It is a company that was previously on my watch list and just recently it has taken a large dip in which I have initiated a position on it. They currently have a 12 p/e ratio. Its a sector I am not really in so I thought what the hell lets get in there.<br />
<br />
<br />
<br />
<br />
Crescent Point has taken a beating lately with crashing oil prices. My portfolio already has quite a bit of oil dependent stocks but I did a small add at these levels especially with a juicy 7.65% dividend monthly payer that has been consistent for 20 years. A bit of a gamble here but I like the company!<br />
<br />
<br />
<br />
<div id="yfi_summary_table_container">
<div class="yfi_summary_table type_equity firstEntity">
<div class="hd first">
<h2>
Corus Entertainment Inc</h2>
(Toronto: <a href="https://ca.finance.yahoo.com/q;_ylt=AuvA1dVW9huQTPFOfKPAu.kK6ppG;_ylu=X3oDMTE1Nmo5dTFsBHBvcwMxBHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2Nqci1idG8-?s=CJR-B.TO">CJR-B.TO</a>)</div>
<div class="bd double">
<div class="table">
<table summary="column one belongs to column two and column three belongs to four">
<tbody>
<tr class="first">
<th class="a">Last Trade:</th><td class="a"><span class="streaming-datum" id="yfs_l84_cjr-b.to">20.89</span></td>
<th>Day's Range</th><td><span class="streaming-datum" id="yfs_g53_cjr-b.to">20.75</span> - <span class="streaming-datum" id="yfs_h53_cjr-b.to">21.00</span></td>
</tr>
<tr>
<th class="a">Trade Time:</th><td class="a"><span class="streaming-datum" id="yfs_t53_cjr-b.to">11:49am EST</span></td>
<th>52wk Range:</th><td>20.08 - 26.05</td>
</tr>
<tr>
<th class="a">Change:</th>
<td class="a ticker_down"><span class="streaming-datum" id="yfs_c63_cjr-b.to"><img alt="down" border="0" height="14" src="https://s.yimg.com/lq/i/us/fi/03rd/down_r.gif" width="10" /><span class="yfi-price-change-down">-0.09</span></span> <span class="streaming-datum" id="yfs_p43_cjr-b.to"><span class="yfi-price-change-down">(-0.43%)</span></span></td>
<th>Volume:</th><td><span class="streaming-datum" id="yfs_v53_cjr-b.to">69,022</span></td>
</tr>
<tr>
<th class="a">Prev Close:</th><td class="a">20.98</td>
<th>Avg Vol (3m):</th><td>171,410</td>
</tr>
<tr>
<th class="a">Open:</th><td class="a">21.00</td>
<th>Market Cap:</th><td><span class="streaming-datum" id="yfs_j10_cjr-b.to">1.79B</span></td>
</tr>
<tr>
<th class="a">Bid:</th><td class="a"><span class="streaming-datum" id="yfs_b00_cjr-b.to">20.88</span> x N/A</td>
<th>P/E (ttm):</th><td>11.80</td>
</tr>
<tr>
<th class="a">Ask:</th><td class="a"><span class="streaming-datum" id="yfs_a00_cjr-b.to">20.89</span> x N/A</td>
<th>EPS (ttm):</th><td>1.76</td>
</tr>
<tr>
<th class="a">1Y Target Est:</th><td class="a">N/A</td>
<th>Div & Yield:</th><td>N/A (N/A)</td>
</tr>
</tbody></table>
<div class="also">
Similar Companies<a href="https://ca.finance.yahoo.com/q;_ylt=AugjA813frIAK6dUD1ETFEIK6ppG;_ylu=X3oDMTEzaDBmMTVkBHBvcwMyBHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2Rpc214?s=DIS.mx&reco=1"><b>DIS.MX</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AlyeQgJUwmUCv5fMaPOyabcK6ppG;_ylu=X3oDMTEzY29zaWhuBHBvcwMzBHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA3R3eG14?s=TWX.mx&reco=1"><b>TWX.MX</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AkJCvcTIEcDiXUbhdNGgcfwK6ppG;_ylu=X3oDMTEzczhoMzkzBHBvcwM0BHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA21lcmxs?s=MERL.L&reco=1"><b>MERL.L</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AhxlM1JliF6xYhulewN6P.kK6ppG;_ylu=X3oDMTE0cHRiaGNzBHBvcwM1BHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2Rpc25iYQ--?s=DISN.BA&reco=1"><b>DISN.BA</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AiLh29E3ePR429qx7oKRASUK6ppG;_ylu=X3oDMTExYXNvdnBnBHBvcwM2BHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2Rpcw--?s=DIS&reco=1"><b>DIS</b></a> </div>
<div class="delayed">
Quotes delayed, except where indicated otherwise. CJR-B.TO currency is CAD.</div>
</div>
<div class="chart">
<a href="https://ca.finance.yahoo.com/q/bc;_ylt=Ao2MP3K7iPyxJBEim4G_lwcK6ppG;_ylu=X3oDMTFhb280dTFmBHBvcwM3BHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2NoYXJ0c2hvd2luZw--?s=CJR-B.TO&t=1y"><img alt="Chart showing the development of {0:name}" height="288" src="https://chart.finance.yahoo.com/c/1y/CJR-B.TO?lang=en-CA&region=CA" width="512" /></a>
</div>
</div>
</div>
<div class="yfi_summary_table type_equity ">
<div class="hd first">
<h2>
Crescent Point Energy Corp</h2>
(Toronto: <a href="https://ca.finance.yahoo.com/q;_ylt=AkcXyeEqcgvsjS.tugAi6_YK6ppG;_ylu=X3oDMTEzdG1vOWljBHBvcwM4BHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2NwZ3Rv?s=CPG.TO">CPG.TO</a>)</div>
<div class="bd double">
<div class="table">
<table summary="column one belongs to column two and column three belongs to four">
<tbody>
<tr class="first">
<th class="a">Last Trade:</th><td class="a"><span class="streaming-datum" id="yfs_l84_cpg.to">37.16</span></td>
<th>Day's Range</th><td><span class="streaming-datum" id="yfs_g53_cpg.to">36.20</span> - <span class="streaming-datum" id="yfs_h53_cpg.to">37.18</span></td>
</tr>
<tr>
<th class="a">Trade Time:</th><td class="a"><span class="streaming-datum" id="yfs_t53_cpg.to">11:49am EST</span></td>
<th>52wk Range:</th><td>33.57 - 48.68</td>
</tr>
<tr>
<th class="a">Change:</th>
<td class="a ticker_up"><span class="streaming-datum" id="yfs_c63_cpg.to"><img alt="up" border="0" height="14" src="https://s.yimg.com/lq/i/us/fi/03rd/up_g.gif" width="10" /><span class="yfi-price-change-up">+1.06</span></span> <span class="streaming-datum" id="yfs_p43_cpg.to"><span class="yfi-price-change-up">(+2.94%)</span></span></td>
<th>Volume:</th><td><span class="streaming-datum" id="yfs_v53_cpg.to">780,896</span></td>
</tr>
<tr>
<th class="a">Prev Close:</th><td class="a">36.10</td>
<th>Avg Vol (3m):</th><td>1,631,930</td>
</tr>
<tr>
<th class="a">Open:</th><td class="a">36.49</td>
<th>Market Cap:</th><td><span class="streaming-datum" id="yfs_j10_cpg.to">15.68B</span></td>
</tr>
<tr>
<th class="a">Bid:</th><td class="a"><span class="streaming-datum" id="yfs_b00_cpg.to">37.15</span> x N/A</td>
<th>P/E (ttm):</th><td>72.86</td>
</tr>
<tr>
<th class="a">Ask:</th><td class="a"><span class="streaming-datum" id="yfs_a00_cpg.to">37.16</span> x N/A</td>
<th>EPS (ttm):</th><td>0.51</td>
</tr>
<tr>
<th class="a">1Y Target Est:</th><td class="a">N/A</td>
<th>Div & Yield:</th><td>N/A (N/A)</td>
</tr>
</tbody></table>
<div class="also">
Similar Companies<a href="https://ca.finance.yahoo.com/q;_ylt=AiUaOpHOyKLD5BAD8FyaqI4K6ppG;_ylu=X3oDMTExanBsZ210BHBvcwM5BHNlYwN5ZmlTdW1tYXJ5VGFibGUEc2xrA2JnbA--?s=BG.L&reco=1"><b>BG.L</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AjN71TJFq74xSK0N1vAmQnQK6ppG;_ylu=X3oDMTE0aXIycWRzBHBvcwMxMARzZWMDeWZpU3VtbWFyeVRhYmxlBHNsawNrbWdhbA--?s=KMGA.L&reco=1"><b>KMGA.L</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AhX8Jz7HyLHNNjeByO6xpyEK6ppG;_ylu=X3oDMTE1MmVtbW9kBHBvcwMxMQRzZWMDeWZpU3VtbWFyeVRhYmxlBHNsawMwODgzaGs-?s=0883.HK&reco=1"><b>0883.HK</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AmzZbOWoZmnwoG0XrBqRxlAK6ppG;_ylu=X3oDMTEzZ2N1dmQ2BHBvcwMxMgRzZWMDeWZpU3VtbWFyeVRhYmxlBHNsawN0bHds?s=TLW.L&reco=1"><b>TLW.L</b></a> <a href="https://ca.finance.yahoo.com/q;_ylt=AuCKYMudctfba0Zu12QQeqIK6ppG;_ylu=X3oDMTE0YTg1ZWltBHBvcwMxMwRzZWMDeWZpU3VtbWFyeVRhYmxlBHNsawNjbnFteA--?s=CNQ.mx&reco=1"><b>CNQ.MX</b></a> </div>
<div class="delayed">
Quotes delayed, except where indicated otherwise. CPG.TO currency is CAD.</div>
</div>
<div class="chart">
<a href="https://ca.finance.yahoo.com/q/bc;_ylt=AshSiLqoSiEcpvqBK.rQWaAK6ppG;_ylu=X3oDMTFianVvb2NxBHBvcwMxNARzZWMDeWZpU3VtbWFyeVRhYmxlBHNsawNjaGFydHNob3dpbmc-?s=CPG.TO&t=1y"><img alt="Chart showing the development of {0:name}" height="288" src="https://chart.finance.yahoo.com/c/1y/CPG.TO?lang=en-CA&region=CA" width="512" /></a>
</div>
</div>
</div>
</div>
<br />
<br />
<br />
I dont anticipate too many buys in the coming months and will be paying down my margin account instead. I will however continue some swing trades with Apple via options in the meantime. I had a small AliBaba position which I will be exiting as my covered call will be executed soon for a small gain.<br />
<br />
<b>OTHER NEWS</b><br />
<br />
In other news my diet has begun and I am in Halloween candy withdraw. It pains me but I must keep strong. Since we are on the topic of charts, here is my weight chart since March<br />
<br />
<br />
<img alt="" height="356" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAACKAAAATaCAYAAABv+ozcAAAAAXNSR0IArs4c6QAAAdVpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iPgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6T3JpZW50YXRpb24+MTwvdGlmZjpPcmllbnRhdGlvbj4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+Cjl0tmoAAEAASURBVHgB7L3pcyNLluXn3Anue64vX76tql5Xl7prJLVmZCbJbL7OR5npL9E/KNOYvo001j3VXfWq3pIvF2YyuRMAd1LndwPBBEnsBMAlj2cGAwhEuF8/7g54XD9x7sDQ0NB5cjIC9wmB//3/vE/W2lYj0H0Evv/3Kf3hf0lpYLD7eTtHI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEjYASMgBEwAkbACBiBu4PA/7F8d2yxJUagCQJevWwCkD82AkbACBgBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEjYASMgBEwAkbACBgBI2AEjIARaIyACSiN8fGnRsAIGAEjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEjYASMgBEwAk0QMAGlCUD+2AgYASNgBIyAETACRsAIGAEjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNgBIyAETACRqAxAiagNMbHnxoBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEjYASMgBEwAkbACBgBI2AEjIARMAJGwAg0QcAElCYA+WMjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEjYASMgBEwAkbACBiBxgiYgNIYH39qBIyAETACRsAIGAEjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEj0ASB4Saf+2MjYASMgBG4iwicy6iBu2iYbTICRsAIGAEjYASMgBEwAkbACBgBI2AEjIARMAJG4E4jcI5zkaQ9r8/PUjrTlu/PTvVe2+nJ5X12kf8aASNgBD5zBLQ4M8AmnQf2g9oPasl9aOjTns84np/DeZG4jhf5++yo/xqBh4SACSgPqTVdFyNgBD4PBOIGsXJz2EmNPa/pBDVfYwSMgBEwAkbACBgBI2AEjMBdQyBfO7trdtkeI3AVAd+HX0XE742AEbhNBPj9DNIJLyCdaH9yLLKJNvYnRykdH6Z0dFDZ9lM61GuOORkBI2AEjEBGOhnSEntOOhkaSWl0PNvGCimNjKU0rGMcZ895g5oQ5qQV38e4Fz1wBExAeeAN7OoZgb4hcEGKoET9etZ83zdrHnZBh+WUynuarIg922my86tT5O7XddHOTGxhWlf2MdHN33MCx9k7GQEjYASMgBEwAkbACBiBe4SAnbb3qLFsqhEwAkbACNw6AuGrrVjBa5ROTqVwEoon2gfxpEI+gYAC+eRY26HIJ7xmbwLKrTejDTACRuCuICB/OgSU2KR6AtHk0vds5Tt2pKIsNaTv2UHUUdj0HZyv7YRb3r75u9KqtqN7CJiA0j0snVPfELCXqW9Qt1LQRXNU2PJnlRuYXK4xfnQrn1X/ALeSt8+pjcC+yCd7m58mKbXP8tG7hMBtzCGDcKKCmcwysQ1GdmWfSwHmEoCBVcXI27D1LrWVbTECRsAIGAEjYASMQKcIXNwbdZqBrzMCRuDBIuDvh/43re9t+4+5S7y7COQ+2djju5WpkE9QPCHETmy5+gnH8teV8DuE4snzuLu1tGVGwAgYgT4jwPcpG+tf+p4803cmZD587jz0OVz5jO/QXAUlCCsoougUzuP7+GLOcvGiz/VwcUag+wiYgNJ9TJ2jEfjMEOBHVFXO2fJ5bNC4ieEmJb9RqTA9QYfzsz+8cGoXgY13Ka3+pImJJyTtQner5/etuVRQlKU/TGKHR7MN2T+2kAKsvOazkP9jxqtEn7o06c0O+68RMAJGwAgYASNgBIxAEwTiHqfJOf7YCBgBI2AE+oeA7237h7VLutsI5HOUWCTVm1golZ/2QuVEYXVQNsnJKCfy5UJIiZA8UkKJvd5znZMRMAJGwAhUEOD7lA0yH3sO6zuTY6yRDel1rpAC+YRtRCF6wkevc3jPRRdKKOHQr+TtnRG4/wiYgHL/29A1MAK3gwA/pKTY6c+ZbkLi5qRyY3Jc2XMzk9/AcA4XVC6tehFZ3cqf+/i7vv4mm6h8osbeCnQu9I4icFX5ZEwT27GJlMYntU2lVNC+oD3jMCa4GgSMA17HMb25GKN3tI42ywgYASNgBIyAETACRsAIGAEjYASMQDMEfG/bDCF//rkgwFiITX/wz/LAIKQTwuoclLRXuO9cCSV/uJB99WYCyufSW1xPI2AEWkUgHsrWyQP6bg1yn/b5GtlFuJ1K2B2IJ+NSR+F7NfffJy3RD+Kbr/jj8dE7GYEHgoAJKA+kIV0NI3ArCHDDEj+ysDwr0ozcvEA+yfcQUNjyGxZudrjjyfe3Ynil0Pv6g763JULB+2xicpv4uey7iUA+gYVQAst6tKDJrQgoheksZu+JxihPs8SY1B7mNUooxKkkNA9sFPKIlO8rb70zAkbACBgBI2AEjIARMAJGwAgYASNgBIyAEbg/CMRDhPhieXiw4sNlgRTf7ZEIKJBPDorZZ6FkDUGl4vPNF1TjKf9w5t6fettSI2AEjEA/EIjvyYo//bxCMDnVe5TJ8c9DRGHP9y4+d96jfsKx6pSH7ak+5tdG4B4jYALKPW48m24Ebg0B7jfih5UbF/1wBquzinhyxOuq7RQVlAprHqMvqafcWi3ub8HFbU1SxJg1N+D+tmEvLQ8CCpPbygQX9ZMDbUcH2bi8kE6tjMkx7Uc1lsVBiT7FJJgUJBQGuzta4OE/RsAIGAEjYASMgBEwAkbACBgBI2AEjIARuI8IBIEEP1Dux5Wv9ohNvqJQQREJJT7LiSfh/L2PNbXNRsAIGIH+IZCvc108cF1VdO6jz/c8DIrfnQdGIaAEMUV+9/hc+3Ne2xdfhaBf3nMETEC55w1o841AXxHIf1D5HQzGPGz5yqJ2teIJr1nkjoVu7U+rb16wWBmQh1OHCAAemJoY0CGAD/cyukSMLfWPM8aZNsYjx9lwJuQxfuMJF8msFmZSmtA2qS1JLQU1lGskFH3kZASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNwzxDAPyQ/Eb5cfLUXDw3i0+WhQZ7Yl78oVz0Jx1I4l1qu54AWUEeGB9OolHXHR4bScDzJj1vqXO6p83RwcppKh8cqor18mxlAuYMKXzFaKXt0aDDeU+6JyjpUuUcnZ+lEvmmOOd1NBAbVX4bVdnOF0TSvbWx4KPrSRvkgbZYP0/7xSTo6Vv+9koZ0DdeN6/wR2p7+IP8nLX2sNi8f6Tr1Afpgt9ciKJv+Nj4yHPaeqwCKodwjjbUD2XvKmsiVBNeA+mIv9WTD7n6nE4137GR8sDE+ao0RxteQ7M1tHdJ77KW+jOey2oa68rrW9TepV9YvBlJBGLNRJv+x/fj0PPrFsdr3UpJt2FgYHU5Lk+Npemwk3vNdsF0+SnuHR+oX2Hu9bS7l04038Z2jcs71kOiA9hBQ+L7lO/goV0BRhWh++kD0A1RRdMzJCDwABExAeQCN6CoYgb4iED+c+hHkBzNfyCZWaH7zkofiQRUlQnzwI8uW/3Dm+75a/TAL6//c9GHi+BBrdTHeNPZQIDpiXyGMHcrBwJjd39MmidVpvWesDmtKAAObLTHZVWK4xuQ33vmPETACRsAIGAEjYASMgBEwAkbACBgBI2AEjMB9QgAfEVssfspHxMOEoZKrPWGa8eWyUI7/trLAm1Xvqg+3viOSReqCFtKnx0fT3MRYEALIg4V/iCBbIhFki9RXFouzgjr+i8uKhfwpLTKz0Dw1OhLvT1XugRbGdw+OU1HEl2IPFsc7NtoXXkNgeGggTYwOpaezE+nbxZk0o35Em/7wcSe2jdLBNQJKkJ7U9hMiJkBcmdT5EJ8gH0CEgHyyVtxX1xZtQf07yAvXSu7sAGVDeqK/LVRIDpRJWZBl9tTnTs4OrxNQGEK6Nvqsrp0eH0mzhTHZXX9sdWZh86sghRVFxmB87CpszIkIHarCtQT5BFLZnNqEdsF2SD/UFyLIx+KB6n2YjvX9wbjrZhpSv4B4sqDvlEXhTJmUwHcJ7btRPk9XCSggiY30id8sz0afghi3e3CUftrYTW8lLH90qv7E111XUpM6x8cUJsviO1jft/maGl9gGBxheuSPH9TJYMhxJyPwABBglcnJCBgBI9AcAX78YtMPJgzRIJrkNy2KF3pBQNEiN4z6c22adMU1cfOi1zFFqBTl39HmmPsMI9ARAow1DTDGK2OOe3texyRX4/OEjbFbcTJwLqSTMdRPkP8T+YTzOcbrmAlr52QEjIARMAJGwAgYASNgBIyAETACRsAIGAEjcD8QuOTHxRfEk/cVf9BRxZcb6tX4cVkglS8ofEn1qqfP6/iIWPBlIf753GT6anFai9UKHa7EgjTqI6u75fTXseH0YW9fKgSHoZYQJ9zgD2u0qFBMKt+nMxPaJtPjmYKIDMNalD5Lm/uHWmwupbcqm8X27i0438BoX1oTAYgNz0Q++Ubkk2+XZ4K0hGJFqHRof1pDrYL2p61XpsbTy4Xp9Hh6QmQFlFCG1JPPg3z0amtPfaCc3u+VMwWeGBM1TWjrIAogM2Oj0d++E8nhifofWWMzii3vdkrR5w5FkqhOMjnUQ6Zk96PpQvpifjK9mJ++IGxVn9vr19saH+DydqesMVpKxfMTLeXwXXC55CCfiMwBxl/OT11SI0Ht5fVWMb3WOCOvzZJIN10ke0EuWpwcE5FkLsgktCtKK1v7R2ldpKR/+3Ce9vT6csqIQHwHQFLBnqWZsbSs76cgz8jXva922pbtN1fGuQLWZUOq3uk8OsiFb142oz4O8Qjfex6Wh9fxYGjVpX5pBO4xAiag3OPGs+lGoO8IxA8lBBRNRrhBydmasOaPtJgNa57PmBRy7tUZS98NfqAFMlt1MgINEahMgGMYMia1kQZwNGhjvBLjl3EMy3pEYXfGp1IalYOAiS7HYlNnc+zJDDv/NQJGwAgYASNgBIyAETACRsAIGAEjYASMwL1BgAVP/LhaBGeLhwnlD7pQQMGXy2fyGQUBhYpV/El161jjcy3GE4pkXioFLFL/w9PFWFwnCxZ/WaT+ZXMvckbBAMWFI+y5aVK5I1rAnZSSBOQDiAvfLc2mmcJIKCS808L6gP6VpEixLiWMo6Z1u6lBvr5tBNSG+i9ljRERMaai/3wtEspHtRftd6yHXDMiSjg4L2WPCsmECCeEWfl2CeLKbKjgECqGhOoO+Y5AOFAfIB/UMjINjUtZtfUmD/uE4g797u8ezaffrMwGMaIkwsNbkU8gqLzeLqbNq31OvlYUWibUZ1dEQPlW/fUPTxfUh/u/TAsZbPKjyFpSPoE4Akkrnim+YvOYlF5mRRCCfPIHje1ZYYo6DYnQPaiTEO4GslDpUOF49J1yqjxvngZCeWVxQu2rsf1PXy7HchNkpNXd/fSr8F3dLaXXV+w915iHWHKk753S8XGQl7ARkhNkGghx70RKQ6XmvAv9oXk9q7DgexaFctbU6PixVQgoPBQa5BPO9+JPc1x9xn1AoP/fbPcBFdtoBIzAdQT4geSGJA+xkysoBFNei9gXsUL1I2nyyXX8fMQI3BUELsayDIqYkyKiEJKnvCsiCvEnK5Nc9jCxI07lXTHedhgBI2AEjIARMAJGwAgYASNgBIyAETACRsAINEUA8gl+n/DdatET1RPCMvNQEg8TcvyMTedFqloobZr5lRPChTQQi+uoDEBIIZ3xzJNeL08V0ndaRIYEsK7F7m35jk+y1e4rGbX7diCCSLOoT/iVrOyhIL4Q1oXjkAGc7iYCYyIEoCSCgsiz2UmFoxmNpXfIAe9ELkBNBFIHJKZaibaNtq/0ueq+R3gbSC25KgkklJ3od8or1i5q5dj6MbpVVnYWUudMD/BRPuFpOA5RpV7C3Tqkzwm9w1jJx0u983txHGIO4XUyW+tTHiBxYSvnQviqxhj8H6vtCLOFstGOwtxsKSzOvt5DNrtpomzKyHEiy1NhN6KxPazjNce2TkIlhXbfKh8pDNNB9COISRB9sPflwlSQVCCwHCucT98SFWB9DeIfPV11iC3UUFBE0XL96Hj9xuiboS7ICHQHARNQuoOjczECDx8BfiBzlmYebiduYsTYrGbLc55TbxEwxL3F9yHnHuOTyS4T3YojAiWUagJKTHo1PRiWKkqE4aHDaULsZASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNwPxBgoTP34fLUfShYQ0DRxnGOhfoJC7A3czbiNapeVGeROk+4ohalQMBCNwvUqKGwOFwUqeDGahQqJBQpKovUkE5YnD4+FRGAxXUWqeXTakQGyO30vv8IEGKFEDoQUJ4qBM+MlDUI27R7cBwqFxBQ9kVAqUdm+NT2WXvT7/K+NzUwksZmh6TScRqhmLYVqoXQK90KEVNdNmVeEFDUz9UFa3pSGSf5xhAJAkuF1AH6MQpVf/EnYmyEG7dXzZIb0iT/jCORE30+Eb24TOIoar9CjLX3UhWB7HEgQgcbqV67xYct/KFsvldychnKJgNSkYmxrQ/qjWvK5TuGMEMfZdOGwvXMidyECgqhj1BqgpC0VT6IcF3dICS1UB0Q0XcuZCoR//DLR6KSkE+0QT7paaNXivTOCPQJARNQ+gS0izEC9x4BfvyCoakfSG5SYMsTyiMnn/DjmTPm/UN575vbFXjICMRdTDaeUTRiPB+UNcnd04weuT9tIwrFMzaRkVAeMhSumxEwAkbACBgBI2AEjIARMAJGwAgYASNgBB4iAvhpIwyzCCc8iBS+3NyfK58un/OwIX5c/W+aWLDuILGIzAI96gNPFLLkdytzoVzwNy0An2iRuPeplcr13gqX8AmBAZEHIBHMFcbS87mpIKAQagXSwKqIDISHgTRQviCfNGnD/ON8r6KCuKB+R2gowvMQkgXSwbHCxpyoz9+UHPGpNt17RUgbMNgTUWuXEDE9XGPZkBLRe4Wy2RExB5IOxJ8q+GpU6vqnjG3USRjbqM2UhW+O86FIKOTZeeLa/Pp832pukHjOgwgDCYVwPROykXBdhBB6JsLTruq9tncQhCT6xTmsn05TW5eyhqYLAhvIJ2LxHGuZfkgEFFSpnIzAA0LABJQH1JiuihHoKQL8KHJjAjuem5fYdNPCAjaSiXHT0tavbU/NdeZGwAjUQSAmuEx09Xk+ng9FQClfIZ9MaGyHI0LndehkqGOBDxsBI2AEjIARMAJGwAgYASNgBIyAETACRsAI9BKBXAEFxRMIKMcon/AwYeWBQnw+pK66c2tnhjLJ5MBwqA98JzJA6eg4VClKWog9w6fccaK82mVmWVY+C19Yx4X4wi4jQDiXgtRPUMYh9M5jqVIQfufdTkmkCClpiICC+gkElMbtW98w1DGG5c9E9eIrFC+UF+SWoogdJfW5jskR0aUa9bn6NjX6hC4KEQTyyTvZ+VZYQKLoVdqTysxHkXwgaByKnEPYmowUUavE+nag4lJQKKWnasfj0/NQHNlUvijNnN5obOd2YFf+uvU95J1j4Ynq0tvtsognY+nL+elQQkEFhePgDPnkUMQf0WVaz7z6zHZsy9sz9nzvQUCR/31Q38kooLDOlp9TXYZfG4F7ioAJKPe04Wy2Eeg/AvzY64c4V0w4EfmEGxYWsEMyrJ1f2/5b7xKNgBGogQCT2hjTckIcaKI7rGkBcn+F6Wxs58QyT35rgOdDRsAIGAEjYASMgBEwAkbACBgBI2AEjIARuKMIBAFF/p4jhV6O1/hxtcDJ61jRxdfbhu21zuWBpVrHr2SrYBkRlgQFAsgGkA5ezJeDELAlokFH6gOXyr305krplbctnFL7Qh/tNgKE3nkyk/UDQu/QL1AmQY3jfYV8AknpRMSIhv3rwl9Zv3FHpYJC+JXHUr2AgHCsPN9IEaN8VFFBqX9p7WrnD+ldlF192pXMrrytVxeyIiDVgQgTW8Lg1WYx/en9Zk8JKJAuSiLlgPOBSBgXZJEWba6uNSSUaYVPIpzSF3OTae/wKJ1vnadN+ZUhtrQ9vi8wri6lxmuAu2rvxWkit+l1hOI5OEzrIsV8LO4n+sO4/N+EDoKYxOe7IqOUecCaVDe/7OMb/8XmvH5YyPdx+OalhEKkgVyV6sYFOQMjcPsImIBy+21gC4zA/UCAHz8WoyGcBFMetnzlpiV+7Hv963w/YLKVRuBeIRB3OJroEoaHNKRpwdhk9lQMYz2ehvHYzsDxXyNgBIyAETACRsAIGAEjYASMgBEwAkbACNwTBIJ0In9PKKDg08WP2+UFTlxG+WJqA/cRoTogoUyM6uGnNC61hIm0XpwKMsCulBhOurLo2sCAe9Jkn4OZKJMQsgUViscioUAEGBseDCWK7QiLsp+2RRgghEvDEDQtNjehfqaCHFFILxcUJkaEiy2pfhAq5kQkjGaBZxq3SYtGNM4kOA+4aCP8jsgbKLX87eNuOumKgkjtwikPFRhUVi5UiDqszqDadEIqKIuTY0FAQWUGhZXiodRF9EBz2xhjR8PvlRYM1SmUiwoKthDSaa14EIo49LnFyfH0QuGfUIB5vVWM/nZBwqkNWfeO5vWjEfieZo2NL0m+oznmZAQeCAImoDyQhvysquEv4dtp7vhBrBBQ+DFkcTpfoHab3E6buFQjcGME8omuMmIcD49m5BNIZkyAg4By40KcgREwAkbACBgBI2AEjIARMAJGwAgYASNgBIxAPxFg8ToPoY5/hyf88eXGorZ8QG37c/MV4RqVaLZmyue6HDJAQRGgWQAmFM++SAaEWylKieFEC8VODxuBQbX/qMgmhMVZUh9YUAieqbFhKXCchkIFKhWQQwiXE92zWb8CribnsK4/qM43PT6SXi5Op7LUPj5ICSPC3Zwda1g0yaCPTUKdUQyBeAIZJcLi9Kh8ah3EkOxFZ6VwbeVrAWLR2HAWigd1FQgfKIts75+nw4bhfeoUTd43TcqDrzv6F+o6q7slheIZCfIJYYPmJtQPRURZknILyjjY25D0VNeeDozlEr6X4/uY7z7W2/wdWBdif3AvETAB5V42m402AreAADOg2Phh1I9hbHp9MRvs4If2FqrhIo2AEahCIO5sNJ5jr/F8oW6EQ6JyPMZ41TV+aQSMgBEwAkbACBgBI2AEjIARMAJGwAgYASNwtxEI0okWNfH15P6f/GGjPvl6WEA/ZfEZEgBMAKURhcCYF/GAxe8Nhd95vV1K5yIE7LD4avfy3e5TN7RuaEjqJ1IjyRf+5wpjIiQNSylDChXqC5vaUEGBMJCtObRfIF2bPsc/uhzKO4oQE+o7TxSGB8Ud+hwkFwhQESKmT+OhYW2i78vqiv2ocfSSgNLQlhY+BGPUUxjVkE/AmvA2KItA5ni3MxnhhI5ERkGFRF7nWxnfEEqwARWUDyK7LU8Wwj5CBkGEQrXlkchQZam10A/Ra2kvtXt+Ve5cekFA0ZvcF191il8agfuMgAko97n1bLsRuC0EmAnlW/WPMjMOp74gYKj7AvNnVAhjWrKTOCcY24xrdk5GwAgYASNgBIyAETACRsAIGAEjYASMgBEwAvcPAfw7LG7GoqbMr+XL7VGtwrOk8g608MyiLn7MMSkOjA5pkwIGSgmzWvx9NjuZfrsyG4vXnasP9KgSzrbrCIyp/edFOlkSCQDlCULjQF6gn2yVDyIcSkn9hfA4nSaIGyjqQIIYEvMEUgT9DQIUr5dV7u9W5iQ2cZZ2pHhxon2QpOwHbRlySB37UpKBKASu4AzGkMtGpHLD2P5qcSYdilSG4gwbijOdqYu0bFbNEynzTP7ug5OTUEGhzcvqH4SBQgVlfmI8QUyC+PReBBX6Rf9SfFPquxl/vEpl72QEHhACJqA8oMZ0VYxA7xHQLyE3K5EqP5C9L9QlXEWAuzYzUK6i4vc3QYBxrT41oH3cDMQ4z8f6TTL2tUbACBgBI2AEjIARMAJGwAgYASNgBIyAETAC/UdAfp1zKUnEE/Z6jRIJ/h7973mqFAWRAGLJicpmcRrFgfmhsSACDIyORCier5dm0q5IB+92SrGg3d8F4DpIyEc2pIV0FtYJG8Q+3muxXS+DNAGM2eJ2pvICiYF6HmvRPVQ1Oni4a0gYjVbIEkMqK8rQXxb6q0MUcV7YJUWR2FdIALnKDMoUbLlNhHT5RLToRwe4jitEk3Et+BN2Z0kbRJRx1RUbIQRAAICsRF1v0gdOVW/UTUrawIAyUNxBaQWs5goiRyxMSxHjKL1Rn4OoQrn9IUfUw77e8es43oUjWEuIIMY2eBPiaE4YoyoyrAECuePZ7ESQPlZ399Ou2nZH5x3zfXQLVaVt+S4qHh2HzXuHR2lW/SAnwj2aLoQ6yvjIoMbJQIzfvuEs2wIUvqfjdd9KdkFGoOcImIDSc4hdgBF4gAjwYxiThVuYMTxAODurUtztdHaprzICtRCIcc3YZlznYzvf17rAx4yAETACRsAIGAEjYASMgBEwAkbACBgBI2AE7iQCuHRY1EQBhZT7fS58Ptnh3vwlAIqi/2jRt3x0GsoWqCA8np5IU1qchoiQEVJG0tOZybRePNACcDl93DtIW6WD3pjUYq55OBHUOVikRs0B4gyL6hMiMeS2s/AOeQElCAgURYXwYEF+XfbvidCQhR0RCm241igPjCZCnWE4SBHHImi82tpL70WWIK8BLfDP6DzC18yOj8SiP7ZOiNBTENlCPI9QFMEuSBiEnNneV2ib8lHsT0/bMKhFzJqdBqYRfkf1WlDIE0goYAqppxykAIgBx1LKEPlE9b0JGYRufqx+j9IF/Yr2ivKF29jAUJAOCLvyVOo7L0VEgaRySJgYkSNuUm4zDFr/vP/t07ptn86knVCu+SiMD9TXwBKCD6oiwyJI0ZcfqS9/OT8V4wNy1q76ngILtTUmPpV4g1eCFFIY7QzZiFBPjB/6BmMNghL9kmPYua+x3Je+QFMP8AdMBrXdj7a/QUv40s8MARNQPrMGd3WNgBG4GQJMWEmDmlAx4YdZzuucYc7kJFjmmqwg73aufWzt3G00MZHYlVcVULClMCY299hoxsKXHeWDw3SoSTz2NJvAcP3QoOQItY8brSY2tPsx0yewyeNXxiQOu3qV4sZGTwNI2nFEN18j2g9po/WwgZvAI0nvxc2gGcZVrRAtpcbiUA/bp6pEvzQCRsAIGAEjYASMgBEwAkbACBgBI2AEjIAR6DYC8utU+wTDD8exbpdTLz/5AVUmSgks+K7ulmNx97HCXeBHxV83KdIEiRAYL+eng3ywI7UE/IbhO6yXdQ+Ohz9UdhUgmmh7NDWuBfSCyBLjsUCNusPUmMJ26DNCCbEAfyS1E0geLGqjqLGhek7vjmhRfj9tqR4QUyDh4BtuJUHKeKEFexbEWcCPMoRfUYoNH4QfYYwgmzybmwzM5nXOrBbNuQ77IMjItZv25fOEEAMRZks2bYgU815KFMNSTIHocSjCQOYvbsWqm5+DvxkFEuxcVN1QywBjlFmwEeIOe4gMN213qE+QDUryib/bLQUpAmwI/YQdhOGZHJT6zvR4+lphYiDqbJQOU1F97kTt2Xx8tNaW9VGrd3294/Vzuq1PsDQj7kBA2Y/xPR7kLPpf1ra0N21Nf6YtaGPa9/CkW2O7PbywlzBAqKDQ3kuTR2lR4ZhQyGGshTKP3qPAg4JO837QDfSpgwasbEsDIqFEoe3VqxtWOA8j0CsETEDpFbLO1wh8FgiwnP95JW5GIJyM6QZpfGQk9mPaw+xF/jAnNkD8YDJ/cHSUjrSHzMpcohcJ8ghEiy9WFtMLbSPDmsDr5uan1Q/p7cfNKP+UCXS9FDd9w2mqMK4bmZG4AcwJNfUuaec41T7TDQWT+BKTTWGCbGTc6LSTURvnYv+06jMzOZHmpyfTrPaTeg+zvrivmKLFUlrf3k3bpXLal00N8Wmj3IdwKqP6clfl3eUjD6GeroMRMAJGwAgYASNgBIyAETACRsAIGAEjYAQeLgLy5eCMvHBIVr/upNbNfEPXP4dMcKoH9Fj0XZXCidx1QZzA97QogseICBEoizyeKWhhejbIHKs75SCtNA/D0q5f+rp91Sjg1x2XT5XQIc/mptJz7Z9qgyQzCYFBn0NiQLkF/2LULUgoZ7GwDdEGIsoLXftWxIefNnaD9IH6yJEWtbNmaGzDtAgulLki4suK8Ak1Bl37t/WdIO1A1PlSShNfL06n5yKhsMjPAjrElDH5hrGNBLHjaOIscGQxHXLHe+G/uDmWft0qpjfbpSBeZGSPxjZVY9Tp61zthkV+Fv0jVIvafv84UypBrYSwKGAIgeSmfkhyQJ0G4hMknmkpxaDAQhsOqy0hohAC6NvlmSD3EP6JBxaL2ppj0mq/q1WPdq4F7d63DaU0TjVs0CGOwquC0PRhbz/G8YhwJVwVYaQIxQPJ6AuNh0P14TWdA5EqwkFxYdfqRl7NE+1KnyiJmLVRPpBCTiHanDA8jHH6Jt9D9MON0n6iJ/Yl8cXAFyP77EtCxfap7L5U0IV8zgiYgPI5t77rbgSMQFMEYlqoP4NSBxnWhGRCCiMTYmtPjI/p5mNMBJTRNK5JSqawMRiqGhBODo+PJdd2lEq6yShJiaR8iBrJiSY2mr7EJKtp0U1O+DRhHZcN0xOF9P2Xz9Ifv30Zk5aSSBb7KnN9Zy8mU/UIFsHu14QQgsaXj5fT0ux0mlFeEFq6lSCaHMO8l01v1jbSh62dtFveT0dHMHu7l1A44ekJsJibmkhPFufTo4VZ1WkmLYiEAgFlWO24p7K3isWwY2O3mHaL5bS1V0obu3vRVqc9Jsd0r8a9yOlTv+pF7s7TCBgBI2AEjIARMAJGwAgYASNgBIyAETACRqAPCMQaJn8qi5k9XdOsnTlHcYOiKoASB16nXzb3gggAKQBCB4vVkAFO587TmtQU3u0URBzQAnG5wcN0AV/tMuOjNv7woCGL5qhyLErt5CuRO76RMgaL0StT+EhFWtA5+Dfjn4o91kN2KFRTHwggEyKAkFjERjGFuo3oGj57sz2g0DeZ+oPWv6sWmeOSS39YDJ+TGsOSwoFQdkZAOQlCCvZ8vTSTfrs8G6oSkFSqU9gjg4a0mD06hIrLQJApWHRH+QHlFAg21BXlFkIFlUQeuFjzrs6sy68hGs3Ip46yC20N6Qg7sQvFGwgokHeOFCLlor82taFx+4MdCjSQb8Y2h6LPzcmfT38bVyieULkZLASRB5UOiCqEiUK1Jx8y9U1oXHb96/JPuL5ZHs0+z/Pq076GOYwJwvBAsnq7kynE08/YUOMBa8IdlY8mhPNUtHGEwTlTv2tpfaRGoR1WFwIK5BfamO8i+hzjgDA8hA1CnWd5shBkGghK+qh/iT4HCSVS9+rcvwq4JCNQGwETUGrj4qNGwAi0gED+s9jCqff3FP348/sP6QRiw8r8bHqkbVITVkgoEDW4EWFiApkDpQ9iacKaJsQLRJBtERzebWxJcQOCw4EmO5Jx60bCNuUzK7LFi5Wl9D/+7tv0H//496moMlZV3k+ra+mHN6sRhufTJOZywdhMHR4vzKX/8PvfBInl2dKC5CQzCczLZ3f2LibwIsO8W99K/8+f/pL++cdf4wYDok63EjiM60ZmVhPF7188S78TGee750/SS5FqpnTjNzmupyo06aW+kGFQqIEgtCNGM8STP796m/7zv/wl/fJ+Le3q2FlfZ5ndQqF7+YCnp7vdw9M5GQEjYASMgBEwAkbACBgBI2AEjIARMAJGoO8I4NxhcfMWE6QNFn4Jv/GxeJb++nEnCBuEt5kdGJW/LlNKWDwfDzIAoTp++JiCmNCS7dQv6kld268oi+QQRggB9NXSdCiYoNpAuB1ICqyTx8K1yAyE29nXQ4dHInUE0UPXTsmHynnZQnYWnmdMxBquh0wyJjLI6209CCcFCMK9ZAobte0kT8guI3qADrsGVc7ZuVSvZQ8knt+IfPKVyDGz8lNTHgQL8tzXZyjNEBoIVRTKhswyoLxQooDog08UJRLtgkwzNDCYXh3vhUp1bWu6d5Q6QUrA7hlhjY0kFE8goOxqK0FAwR/bQRvWtFT9glA8RfWnV8IRHB7Jhw4xIlPqGEwFYfR4eiL93eP5UMf4KJ/wvvrqLQ+ZmtW51YP12kTHwZh2fCflIghEEE4gc4F3YTAbD5CyvhN5KghHIj3RZ0/PM4JUv+pFFVij4HtoVw8L0+f2j0TMGj2PcUH/nJ8YjfFMfz1RSJxGY7Xrdkenqwd010tzhkagLwiYgNIXmF2IETAC9xUBSAsQGxZnptLy3IzIJ3NBQBnXpIRwNUxENB0J1i5TBCbzhH9h4wbrQJNniCtIM6KSgiIJChzHmuxAVuksQQ9IocgyKhu+fvoo/bvvvkr/3Tcv0ndfPE6bUvUgb0LqDOmGBZvqprBVNwGaCL54tCQCyvP09ZOVINjUvabND7hJK6rOKKtAivnp3VqQQdrMpu7pufLJk8W59KXq8N//9ptQgnmpejxdmo+2AANCAEEMivaptAchkwjHQ/vy9ALt+uPbD3Es2uhzu+Oo7ip0aM976/Y7f2AEjIARMAJGwAgYASNgBIyAETACRsAIGIG7jcDdcOyEOrJIAJAoCHdCGJans+WAjteERhkQaQLVj/LCSagTELKDhW3CeNdPNepX41DN6+UD49E+yBqQYVDB+G5pNmxYVvib3GaUEnb2j9OWVB4gS5QJuy6b8PVC8oBQAbGCRfYgV4iMMq33fDYoksexHlQkr5KuO5Ey9nGDhffwK2vhHpUSyCh64lH5ZGGLeP9E4XkIX8MCPiox2xUlBwgo+F/xPUOGwZ5ZkV/YT4wSmkdEGWUEKeBYJAHaAcWRVYUKItRRLxfaqRPtO6nyQxlD9vEwZ66egR0Qe8AUv213El55kSPwzStf8of08quIQBB3IAhNjmahlOakyPJSYY02S4dBFNpMUjOXTT3DpIX+mbln+dvCyd0BrONcQDoPbUMfJLzTrB7ahewEIYo+R9s/nZ0MNZp3u+UggTCW8NX3LWkMgibkMfoD45Ft9lRjRCQx1IqmtQaErbymTo2/e3pgOQbe/SbvQcWd5UNFwASUh9qyrpcR6BUCn8uPYMz0xMDXhImwNE+lCvJseSFIFFOFAvP/IHagpHGoST9EBsLcjGoyCymEsDyjkjUk5AsklhG9huQxpuPvN7cj5MuRFDg6TZhHOKC5qan0737zdfpP//6P6RsRUQjHgw2omiAhySSf+5WoTo3COM7ncdOk6wq6iYnwQpp8dyudaMJ2phssiDxgEWoxcYvXnRLGZDckn99+8VTkk6/TH0XG+f3L52lGaiiESEKFpoh0Z4kJrmQXdT7knMWZaanHFELdBrsKCqnEMSQAf3z3QW1UTOdq188p1Rzenvx+Tl3AdTUCRsAIGAEjYASMgBEwAkbACBgBI2AEHgICuT+nprOngwrWcy42y6piB894ZeE6joKE8sPaaDwkFmoJkBRECiBECySE9eJBbB8VkmenkW+uUd0q5dZb0M3IHoMiaoyFwsgX85MRJoTwMKiPQO6AdPJqsxjEBcJ2EEoHlQ7Cu0AIgSjCYjVkjxdSKXkuEsszkUQgNUB4gFCTEVlOpf4idQ0tfOMnbfV5N3yoIyKxQJCBeIIyAxj+tL6bXm3tRRgdlByOZQ/lYBPEF4gej2cm0nfLM+mp9mBMSKDCyECoPDw7mZAiS1lkjOGM+CGSTC9STqjBJogxkGEyYo6IACLCQKQhJArkE+rQWliW9iwN1QvlT8ihv0l9B/IJShdjIqKoB4ZNKwNZKJ6vFmaU+V4oyzQkoHQDroZ5VPz5OO27nKLYi7IvXtyoFPozxI4TEbUYL4R6gvBEnx1UuCMISAtSRnmqsfFyYUrtnbV5SWO9Ic43sqrGxTIUxRb6XlnqJ5CfIGOhisPYgpw0qXUdxg/nMFabDtbuQHjZ2F7kebkEvzMCfUHABJS+wOxCjMADQaDqx6/705+7hRHkjWFNlmYmJyLszsr8TBBRIHYw8SjqpqOssDIlseDZH2uywg0SRAZIJtMiOBD2hdA9KKXMTWU3JYTlgd0LceVEr5n0NJ3IXIFmTJOgwvRk+ubZ4/StwsygfvK9Qs5gKwxyyCS5Cks2T23cWkz0CEfzYXNHIWg+hk0FkUXaTZSSk28ghEzpZitIMKrjviZ0uyKAFEUGQRWmG4x2bmJgz8wLC8IGgQHkE4g4EEko68PWToT+yUk/1JP2gJzydHE+oZpC+KEFnf87tS0qKDtSRCHvf/3lTdqVcsu52tXJCBgBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGIH2EcClzIbaxn46CTIABAqIG4RAmRrPVAcgf5yHOsqEyB6HoepRVMgOyBU3Wqiu8mnn1qMKQnnLlfKWRRZBMYTEojSEhddSc4Ds8YtsJTQQC9anLGIrPz2bGP5DFB5YsEaFBHJInlCBYEGbfLdnDoNEgnoKC/VH56ct1QdfK6SSSfmaIZB8FDFnVcSRH0Sk+HljNwgxqDhk+GQPGWYL6cNhL6jzGXVFnQXCTEF1hiAzr21G9aWu+2e9UfzAvwrhBDIOdWCPMoZMCoWJQ9RY5B/HH9sL8gltEf1ODVaUT/it1HdmCyPpiUg52AH5CD/6xKjC84jk851CHEGGgQAFSYL+2o9EO+dY0SbP5ybT94/mo691u3yUPWhzwjfRd3jfskp7jXGU24ev/0g4r4loBdno0Uwh+hekMtodohZqR6jNUPZWWWQutX+0PR2iT4nxAIGMdi4Lh0P6nspmHEOcwXbaAJUUxmv/LOsTAC7GCPQRARNQ+gi2izICDwUBJkUhqREvHkqtLtdjRBMjVDIWFJrl0fxsmpfSCAoZR1LQKIpwsrqxld5tbAfJoXRwoAlphWkOM10TqlmRQQjr8sXKUlqamw41FEgZK3OzId+2p5iSB9x0KL8goVwuvuE78nm8vJj+w+9/k/63f/y79N3zx2lheirKbXhhjQ+5eWOCuKGwPf/y8+tQCcFuVFTaTZBe5mXH0uyMbHoSIX1QG4Fos7a9k159WE/vhRkhb4517KZpQFhDCCIsEqGDfv/yi1A+mZbSDHX6afVD+pNIJH9SvX6SosmeVFAOhTc3FrTtE4Xn+fuvvkj/8Y+/Ty8frwSG3794mgaYWaou79TGkItOhNGNbnJvWtE+Xs+Q9sS6j4C7KCNgBIyAETACRsAIGAEjYASMgBEwAkbACHwmCLDOjA8V1Y63gyWFrRmLhf8naSKNT1XUMeR0hiAAOWFPhI88FA/XdTMVRA5ZUqgdiAeohEDIQKmhKH/tnsgmrxWu5S9rO7Ff3SnHgjUhRqgDwTwI30OSCzGUPILIoUVr3nPGkJRLpkX6gORCOZAKWPCnTuSDMkczJxx5QUwY1v7kbCAIFP/8biP9ulVM70VEgfCSqTRkWWVl63yVwcI+ZBnsnRPRB8UPSAAQVCAEECZoUfizyL4vf2kzW6hVuwkFF8qM8DvCgdf4jyEBoCRzJPsJCQQhoLcpIxysixzxZntEbV4MlRsUYMACYg5tBNaEhnm1uSdyjx6o7BUB5Vp1B4RLEk6Zcg3kGMIt9cIfDYlqbe8gvVP4pddbpQh3dXjczPd9zeBKc10+jj8e4tjq7mB6s5Wp9hCGBxISRCr63FcVAgpkIPre3oHGQmRzOa9e9QdKOTsX8UW2Hkh9BxIM/ZGHaLPQTFkIK+qx1SsjnK8R+EwQaH+F8TMBxtU0AkbgM0ZAEyLC50D0mJvSDYgUNgqaIJGKB4dpfXtXBJRtKWtshnLIviZLTAjZmKgyaS3rPJQ+IEhwbF5sfkgdKKPMTU3GBrlhR6FpmrKMdT33LqMwxaVM8juRJP5RxJN/+v7b9IevX4R9qK5wDhOm9lImPYc6CSQNws5MiqEPSaOdBOlmfGQ0ff3sUaigZAQTxTcVDuT507u19MPrd0HcQVWEkEU3TbQRpKDHC7Pp66cr6blCJC3OTinkzmF6v7uT/u3V2/Rf/vJT+vOv79KvHz4G4Qf1GdAkRBKqKCjRQN5hkvny0XIoobx8spy+fL8cijeooeyKLNSLCf9N69/b69vtR721xrkbASNgBIyAETACRsAIGAEjYASMgBEwAkbACLSDwF307WSECNRCCGmzultOv2ixH1IEaih5CBnIIEezZwoTM5GF45Eaya78fZ2lKzjIzxqL/fINEiKHDWUGlA/0UaicYNcbqZ+8FtEDJZSSfLz4XKv9g3p3YQ4PF56eHcb15DMmfzBqKgWFnIF0wesvFKJnR8QW8qb+XFOdx0VmV15QyqHOhxjxTov2KJ9sCDuIBJFHDV/wmcgqu1KOGR7cF7FmNG2WDtOMfMoQbPBbQ3CAgEOIFOzDV9qKLVdMa/qW9oywJsIEIk4WfmcgCDgob6AGAxEAokznqdm12edgBe4bas+fN/aCeEI/G5aNkHMIwzIoBXOIQl8vzkSIozciKKjR65iWH8/3dU67dPjKuZW39DuKGVO7DIq0RPsQNql+2ZcybevNlvoRajooz6CoUzoaSJ2OrE8FZxVhfEAqIlQVBC7GAn0M1R36G/VDEQXCF0ookD8OT4pBBKkL86dCuvaKvgBxCwJXKLAoZ8YFZJmwWW3AuNCw6Akxq2sVcUZG4I4jYALKHW8gm2cEjECfEdCMj7lFkEWkpEGoFkLbDGmCBKkCMsXrtXUpeuymTb1msnImEknVPUc6UR4wfiFZwPTmBoX8FmZG07gmXSh0QGopSjkFgsYxk9kGCXsGuBGrhAP6n0Q8+U//6z+lpwo7Q/gY4pLCHo/U5mwtO/0slFyo14et7Yw008Ceqx9BsEFRBGINoYogo1BfSCybUlb5VconkEH+9MvbUBUpSomEyd1NE6F0ZkUQeiQMvny8LPLJtG5kRtLrvY30l1/fpn/56df0zz/+GqSXjd29IPrQFiC1L/JPSRsJ27F1SWF45qX+Qj2WlRfKN5CNaKOmJKHI6aH94eahento9XN9jIARMAJGwAgYASNgBIyAETACRsAIGAEj8JARyP063ahjxfd446wIgUEIkHMRTPa1KL2TpkQGeaaF/wI+xWEpF8t/iuWQNlAMgaTQPgGFHPL06TXkEwgv02PDQT5B+QKFEBac8RtCEvlVi+eQPVAZ2Zff9lSKCdW+3zzXfM/COz5iwvRAWmGxnfqg8EK+UxBQ5idFHDlIP2gxHjLJUX5xkz157woDiCuoVqwKM8KHZAoqn+pVnQ3X4HvdU9iZLRF3NkRAWRDJBgUKfMjZYrtIKLIFv3LuVq7Ooxuv8YuP8QChfLgFtTEEFMoCZwgo2JiFgGmNjHPdptr1z87js0+fgwkb5Igf13eCEPNsdjLaZ0R9jj4xMTKQnkl55A9PF0Kh5a1ISJ9yuF56Z0dq5wgu+KfBLMJDydZeJPz4KBBBuIHoEmsKDO2Oi7t8IeQOQuwQvop6PNJDuYR8Gom+ACFLYa+kOvTblbnoxx/14Cf9mbbpR6IcFFdQIaJc+h/HaH++e3LSDMSp1olZ3bKdfPKtH2i4DCPQWwRMQOktvs7dCDw8BJiQPOCUKZhIck0T4wmpaxRGR4NQwWSktH8QIWo290pB2IA4woT5KhuZSQucEokzBmEFdRLIDBBIBiW/GHlLZQQ1k0ZKI6hyDGmiNqlJ2nRBjHyROwg38/LJSvr22WORWaTKorIILcOEHXUVymo3UQWUQVBt2deNCRi02syEwaEOk+O6iVH5K6rnMxFjUBiBuPHm40YokPz1zWqokOwUy0HkuYpZuzZzPmXMi4CyMjejMueD2EN7bOwU08/vPwbxhVBJO1J3oa2qJ7LBdNZE86MIJn+RQsrTxXmFNPouLQ3OBEkIYgvkHlRuPmztJAlROhkBI2AEjIARMAJGwAgYASNgBIyAETACRsAIGAEjcAkBFkzbS/A5TvSHUDerInmsiOzxaLuQHkmNZFkbpIgpLcSuaKGakDgsmG9L9WNfC8Yn2lpP123D70n+k/IrzlRC5ECSwBmKIgM2oZIBSYSFdB4ybGVxHr8j10NgQXGEfFDcmBw9j8X3GZE/QhWFhX8tdA8Q9ea6eTWrhtrJuhbqselANtXyR1+9MPzT8mcTGggMMyINoUbk91Vd8edCQICM0qsEuQHVFUKbsOWEB3EUYuE/I6HcVAGlPeshHaC+8y7Ud3aj/pANIkyMsEB55OXCVJCjIFFAKioL/9qpxQasfXGNo8qP/+oY0cY1zrjpIfLN6T6U0+0aYF9Oxvqgsf1qay9IHRBQ8v4GweypyD+QoyB6MQ529Bp//fVU69j1s9o5AgbYGCGgNL4pgTExLBvpr4RlwtbWUvfta61cn2UE7j4CJqDc/TayhdcQ8Jf6NUj6cqAK997NS/tSk0aFcBMyrJuQMU00JpAm1B4iyLEmmzua6BOOBcLHgSbujVQxzjV5kWBK2hNppaAwLpAxjkSCQB1kRDc1kEcgUJB3vQT5ZEJEFUgnkDqWFF5mQQodECPYM0mCNLIhlZEdhbV5sbKYVkZn62XX8Pi5JnjB5m941vUPwYqYpoQqeiEVkm9EjPlWYXgGdAzix0+ra+m//fxr+tvb9yJzbAVuTG67kcCPcpdFQHm8MB/heFCdQe0E1RVC7IRKjY5dLTPei+6MGssvFbIK5Jvsxmg4zSj80uPFOSnVTEkRpn4bdaMezsMIGAEjYASMgBEwAkbACBgBI2AEjIARMAJGwAjcbwTa8fehRqGH93hgTGQPlCZmRQZBhQACCgvBA/KfEhoHkgKEkE358D5qvyc/300SxAvIBqh/sBA+Lt/v8NCAHpg7C5LG3uFJqGSUZBuL1Fd9io3KZmF7XwSRXfkYyQfSB0oLI0NSAVF5qCuwsciNDzoNCIQmsIFTSXmiYsI+CDGNjKh8RrbYA37YAfGC97j1efRQEAfOhMnpVYpFfWFLfdkgu1Ba2CVcsA18wsfeBIdu2XiqMsvyg38QAeUvH7ajLxCGKcgx6huEjOH1i/l9hXiHQFFsQECpZRUV6aAyugT+Bco2R3pQlI2273aCVEXoGfKnHXpRCGOGsFGbIvr8vL4XKjOEgprSGB8cyMJSgfmOSCjvCcWjNilpreXo/LLKfLfrTn5U+Uzkt1BAEQb0QexlPNA/aXtUi/gu6t3I6EXNnKcRuHsImIBy99rEFhmBu4vAZ/Cry8SYiTdEBOZ4TEohjpR141AUmWRfRJSj4+M43qyhmLzkbNpD5UEIHwgo3OjAtOfmA9Z5vQQJBtWURZFNUD/hNUoj3GhAOoE4AcEj8tO58xEC5zoBpX4Jl0tu54Yqv3JUN4PTClP08vFK+sdvvwwSzKSUUNa399KbtY30tzfvE+onKI0cHB21fJOU599of6B22JaiChj8lx9+CtII6jJ/+vl1EFC2Rfy5qnxSnR/ty2QT4sl+bpvACqlD1QsC0phuCuOGsPrCB/+61R7z4IFwBY2AETACRsAIGAEjYASMgBEwAkbACBgBI2AEmiKAl639dKKHw/bTSah7vNrSA2FSgWZhmhA2kESm5JdbEgmFUCkoihxrcZ4F9NpKCa2VzyJzpsiRlTEiggT/wg8sXy7vIaYsSgkjwty0lu3FWfiW53Ut4TzyfDkWD72pTqgroLgyOHikelBuY+z49EB+5d0DLdDLT91y0oUstp/qT070qCYb4O/ELY1tvUrUH7x5uI+N1zqUEVDwuWvDNmzsZ8IHTmint1LfIDTR05lJtUIhQsXgZy8oFM+TmYn0/aP5sHFdxCd8/I0eRr2R/bSVMgi1GvmpPxYP0gf5vHsBS6amo/x394P0QXirJl2wo6qBMcQn6jG9PRJ4QvYiLBXrIozBJa0pfLs0G/VGNWj7/Eg495qEInUZfY9QbxSLgoCiGkZf1WCAeAIJJe+rHVXeFxkBIxAImIDijmAEjIARqEKAyQYTcCZ9TCpDZUQTP5RGCMEDiQKpx1YCDKXHAABAAElEQVQmnOTBZAsSC+QTwuSQhmLSLSatJlvcfMRMv8aMclRkChQ+UOGYn56MkEAospQkSffrh430n//lL+n//ud/S189eZS+ff44fSUSyNWU30P0ikRBGKEF2ffdF4/T//DbbyIUDhM1yB8/v18T+eR9+vHth3gPDqRu2QIh6N3Gdvp/RT7Z2NlLM5q0Ejbpp9UP6de19VCryUk1jcqE7c3EkyYIvNQmGQkFtjOxSbM+cRXbh/j+PPojjfQQa+c6GQEjYASMgBEwAkbACBgBI2AEjIARMAJGwAjcFQRQIjg+GUib8nUObA0EGeDxtNSOp8ZDMQSyBi6qp7MTQcLYFgkFNZRczaOTevDgYb4AziI4fkwSflycgxMqc1mkBFRYphQ2p5PEIvuUlJtZxOZf5mjLFrepEwoL2KGqt7D4LzUJLZQTRqctAkrF8PBNy+8JmSbqWFWh3LqqQ119iZsR5WwwZqPO/AsFFPzl2iB2dEL0uamhkCPe7+2neanvPJ4pRlgkiEeQD7D1kcI/odqyIeWdnzZ39XCqVGQga/Qg0S5gUlYbo/Lz57Wt9K+rWz0h5oA5oaHoT5BRUP7J/efdrhplodxTGMlCbBH2ivE1KtV3xgZEre+WZ4MM9GqzGMosJV1zvad2zzL8/xoK6neMq08KKPRV1mkY9xkBxYro3UPdOX2uCJiA8rm2vOttBIxATQSY7DHxhdzwYWs31DEI4wL5BLUNQvDAxG1lYsY9BCkm25WJNu8JzwOBBSUTJj3Z7P/6HQcTMRRG2DMR31WYHYgspR9fpVeHg+mff/o1CB5TUhx5vrwQdpF/PxKhgyDSPFqYTb/94mmQX54oZA1hg8DptdRPIJ+829hM2wrFgwJMt9OxJsulJBKKQvuUdQOahUwaSZsKwUOboWzSLIEv4YzmtUHuoT0gynDt1l4p+sFNnqpoVv7d/TzvvXfXQltmBIyAETACRsAIGAEjYASMgBEwAkbACBgBI9AnBHCa4eRsNV34PPMLOHAl6RCLzSg/bIuEsipFih9F+qCYmcJIPBQGWWReyihPpIISIXikBLJWlHqDFs87SXKzBrEAhZV8IZzyWHgek/LKwuRYkAEgwbBQ30malHLLyvR4KKkQ3idgq5SRKaBkC/A6lLmFLwq5jhGw81AjoX1CHeLi3NZecD1+bPb9TtQPv3a+RSh6HQwFCvlfqRdKFJnv9aYGNri+RuXxzdOFPqov/fXjTijuBHFIJJQx+byD/DSZ0hfzU+l3K3Pp1eZeereNf7tROVUf1zqt1rFolOwDsKCdtxS6BnWWXijDgPWJNsgh4M9aSMPU7POLi6/nc045KRvb4Af5ZEaheFAHQg2F/YzG+1OpzfxmZTbGyc8be2308+tlXphT94UeRFWdIgTPBQElO5mHUOmrfBdkZKm6mWQfdFJ8kyz9sRF4SAiYgPKQWtN1MQJ9RYApJNvDSkyMjkTy2BFpAhLCmm5GRkSqYIJ/pJsOPjvV62x+0az+2Q1GrqZB+B2ugExCfpHPpUnc5fxg3Q7pJoWbBMIA7ZXLEXrnYPswHfy6kdal+rG5U0xfP1mJ/GpPGJVn3OV0t50gnxAi6OnifPr7r75IL58sK1TQtHDbl127Cg+0ln54vSoSz06Qd3rBZGeSDInnWJPFLRFOhqRWwo3M8Snhjk5bmqwSYmdlbia2jICStQ0qMx8VRoh+0Gps1e4i7NyMgBEwAkbACBgBI2AEjIARMAJGwAgYASNgBIzAHULgkh8zt+uyPzM/enkvTyrO1JrXp/C54jtc3S2nEfn2ZrVI/WxuMogAqBHMioCij9PW7GEqioBCGJ7LBJTMU3u5zCvvKmWHAgp+Tfl7IaAMS6GDhOoFi+LLUliekeIzC9Sd+jOzvLIQP6PKF4TYCO8yMTqkcjIFlECuGpOoRgCFSRcJ5ZMD+aSxqR6GFyfnL7LM9Q6KT5bndZQqlsXH1z/Ns+p0H3WWX5oF/U8KKJnaR5BPggQhdRZhEDBUY9Gs0KxKlbNq2H7pc512JW/eyrOs8E8HUf7M+Eh6uTAV6hcon0COGBkaSS/mpjKFdPW5VamlZKlGeZVPYhcf68+VMuv56Dkd/z/97VD+7j31cZR+evVQ5IX1V+2rrkMnr2vkdyalkV09OPqLiCWQvp6KSAbWjGs2yFpPpHD0/fFchOx5I4xPz5o8/BuAAVoA15al5xqJrKFAwEH5nj3jIxTQtY/1GI1TLcl8aq4a9WqrUJ9sBD5TBExA+Uwb3tU2Ah0hcDE76ejqe3KRphyay0NgYJI3KOIHBBJes53qw1bnNlxXGB1NUwXFLtWNy4jUNkiQT1AEgVRSmzSSQcU5W3tlnX8eqiKEAUIF5bCg6w8GJP2n2KfKK/K40jZwToJ3wj7Lrjt/K5lRn9nJCRFPVtI/fPsyPZqbjTn1toggrz6sp59X14KEsiM1lKyOVwzsijXZzQl4Itk5MHAak0UY7JTZSKWG8EeT4+PppcIW/dP336Z/+ObLND1RCDxRv9ncLab3m1uhgvI5EVDyvnLRWhcvutJgzsQIGAEjYASMgBEwAkbACBgBI2AEjIARMAJGoC8I9NGpkxeV79usXyy+ayGYher38oW+1SL0osLgrEwVtB8LxRLCoywrLMqe/KGE4oGQkfuxrhdX3xAWmiFDoEwyog3/LYm/QU4R8YBF6PAthhc4Pm7rT7aIrbyVD5bkvlvKYNEdQgaftZq4HsXum6yDByLXYOHAtYOtmtX0PGpINakrMOdVph6QLVDiwO/aGdHiit35W/b5ayysfs37K4kwLDt6EPGdFEd+WNtJ3yxlYZhQwqCvzIkM9UIqKKjzrKlv7oocciRfdOSbl9WkjCtFNnirjPQ/KBFNfNsNMunRR3klK/v8bQulnWptY09yM2sKefTT+m5GPlkYTNMiotA3CFf1DIUjqdG8FfHsg/a7UoG5UYeva5cM13/G1LHsoh/GuKrUhxBRWV/VXq/pw21UtW6pLX/Q18JatsonGoGOEDABpSPYfJERMAIPFYGYcGhaca4JyJkm9p0mJtRBQBkbC2LDhPYQUCBLQBo5PNZkFQKKJjn10oFiMW6ICEFIGyY7qK8c6tjpNGFiRmLyE5OgzOia2fB5pIsX+YHO90y+IaAQuubrJ4/SP4qAMjk+FuzkDRFQfhEB5ScRUH7VHhWZCyJIF23IrVdLRf4iRtdOdcok9M6i7P/22eP0P//9b9Mff/NVmhGh5lhtAgFlQ2F8VjdEQCkW1UbqB3XyqV3oAztK/2rQxx5YbV0dI2AEjIARMAJGwAgYASNgBIyAETACRsAIGIF2EchdnOzz1y3mge+QrahFahaGUUEgNAehUJZEQAmlhDGpGCssDov/G+UDnXsUSig1C2tQPovLw6gvQEIJpQMtMnO+jrPgnB0j1waZtFgvTsvJJ1mO5xn5ReXiasR/3DTJDBS7WSiPvJpe0OSE7lSrSSGVj8FUlbzYdBisg3CU10n7zHfcT8M+mU8o9qK2dztlhd3ZkkLNcHouEsTggJS2ZTtqPCh3vJsvpQ8iULzeLko1pZ4j+lO+Lb+i2rdT9ZZN/HQijffpXbzK7b96vOo0fOv7R+cKnXWQ/ra+I5yH0iORy1A/Yf0EzEeGJtIX5an0XipIx3L074oU1Dj/BgVWlX3tpS5jbGcEqEzl6JPbWx2W/9FnK+OTMdphUdfKbnYgysHAfhXYzCB/bgRuhoAJKDfDz1ffBgL+/r0N1K//0PLj61QbASYqupEYGxlJi7NT6dH8bJoQYYMEAQVSxq5C1eyJ6HBSlznx6dwcahjhXH8ejHcGQsbEjoz79GdQspRMDB/Pz6U/fP0ivXi0JOJGIZ2ILb5dLKU3axvpb29W0/r2bjpQPWHn32ZC2hJlk9gKir06MR7KJ5Bnni0tpN9+8TRIKBBqsP+17P+vf/0l/X/a1hXeCBWartzc3SYIbZVNb8t7HBf6C7ct+HyyETACRsAIGAEjYASMgBEwAkbACBgBI2AEjEBHCOBH3FcI9HX5TV9tDadZKSTMK/xOIRaopWYsFZQlKaOglsB5H7RYjecKokCribXdULmGAKE3+P3I40D5lfXg31b5SNthEF0IfdPNRL7vdkuh9ECoFZ55u5Ywhu2mqVv53MQO2QC+QZ4JAk1etcynnSlNVBb6Oy3npljRIZRQ33mzVQpixNOZiVDgQf1kSL5wcZ/S05nJ9P0jhX1XnyAEFCo2N09XjM/f5vubF3B3chDO+8Ltw+6+xnRJYXeKMW4XRDDDfw/JbElrDL9dmZO6kb4DiocRIuuyn7o71aHlCLzF9wZfHdUtSXfg+4GxqV3eYbtTcNNcHmLDN620T3jACJiA8oAb11UzAr1DoPKzXP3r3LvC7l3OwZLVJHRM8nFLszPp8eJcKkghBDY3oX0goOwolA5KG7CsL81yqmrLZwdnRzqSM8GzOc+AZkA5M7/q9CYvu9NYkE+GFR+VOhG2BgIKIYY2pRiSETjW099er6aPIqBA3simTd0pu0kFa348JFvnpyGbzKeniwvpifaPFmb1ej69WFlKT7RfmpsOAs3b9c3051dv0v/1X/81/emX16GCcqSbz+w+5PbqULNiPmgEjIARMAJGwAgYASNgBIyAETACRsAIGAEjYAQaItDNFdTe+8aCqCB/4nrpIBaGIZssSylheaCQxkeGI1QH1YWAcnhyJt/jaSqJNNIWAUXeyhMe8oOAUiFFkCeL45T7y8Ze+lkbaizk3c1EuBfyJBwJrzPlj26WUCOvW1zTpugM4xzrT57ijHyShTup6xyvUZ2ah7pQxxKhddSnlqWy80QEFELwoH4iXoQexhwSYWIySCdrCg/zXkooqOh0njC4jtF1DndeVjeu7I5Rh1J3X5PS+5QYPWCM8snU+HCaEAEFEgrjfVT7rf2j9KNC9YwpHNb1dZMG2LVc1U8EKPphnqCiMSaDNFXZN6958zPy/L03Ap8bAiagfG4t7voagRsiUPWbfMOcHublmr4kSA8rcyKeLMylZZEbCE/DjRBhd7aksrGusDp7YvITYgdVk/qJSc+nT/OXQerPG4J9vn06tfIq+yDOv/ZZZwcIIzSh+qAe8vuvvkjLs9NiBCtGq+rzfmMnvfm4mV5/3AhyDSVgQW53ZyXe7KpRSSQ+X14ItZavnz5Kz/R6fmoyzU1PpgURU2akjjKi9traK6Uf331IP4g880b2b+t9pt5yHje81e1wM4vu+NU0mJMRMAJGwAgYASNgBIyAETACRsAIGAEjYASMgBHoNwJywMkTF2SQUAvZKaVpqZ7kYTpYLCYcyrwUjp+KwHEgssqOlCtQSGk1QYhA2YRQPmzVvln8fyirbCn8x7bUSra1EN7NRFlZ2WehskBtH3JiMR+8UQ05Vt15Dcb4qiEcoCKCwkhGArhdLzKkg2P1B8Ls/OnDVihyQH4ald94ZEjh6BU2Zn5iLH25MKU+chLNxjqAU+sI0PYnp+cxvgjFw1iek8JRpjIzlEZFOJkujATB7PeP50MJhWd3uwqzmiz6n/5AIqIf8j6IJxqPkNPor3lfvbQ403pVfaYRMAJCoPVfZsNlBIyAETACTREY0Ix5VCSNZRFQXjxekgLKdITfYdIC4QSiw+bOXtpTrNJDvW/EdM9uQWrfiMT0lgmTLKo32Y3PKicykepGGtPTBpA2IHL83ZfPgoyCUstOqZxWN7YSKiJvtT9iIl4ps0tFd2Q+hJmnFbLM7148k+rJYiLczrg2QiQxyTw7l3TiwYHC76ynX95/DPWWUKfRhDNP3cIvz++u7ultMelmr61277ur1tsuI2AEjIARMAJGwAgYASNgBIyAETACRsAIGIF7jYBWqQmHQ3icdyKg8HDZnBb+V6algqLXY1o0np8Ylc/qPFRECuVhHRvKwmm0UPGcaIACCYoXKKFU+784viPiCWooW9o6TnKwXfWJRjmswn8miapGSHn5WFnYp02pPQ9qDsWWEQAiFIqO3yYyQZYROQKFk+Oz01Dj+HZ5VmodKcgoYyKgDA6OpRcL08FJ+Ki+QagWlNCdWkRA7c/421aYq5/OdyOk1gsReia03jCqcc1GKJ5ncxMa2/NpVeF63u+Vo7+0WELT0xiV/IPUNqJ1AZRu8ILT9/LQXEGW0nrB7fbIplXxCUbgziNgAsqdbyIbaATuLgKeXlW3jaYumrQsKB4kYXcI8bI0M53GR0djYlU+PMzUT3Z208ZeMdRQskkMvP5OUjY5umB5NM2ls1KuWraoOv32xdNQFZkqjMeEuyTyxjuRTn54817kjb0gn2RPD3SnzKs2tPM+RwmVlr1yOa1tj6RRTWonRECZmZDU3/hovJ+VKgoEFSaas5MTqstq+pvqA7HmSPKA3DA5GQEjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASPQKgKdOdQgA6BMDBHk/W45vd0uptnxkfRoeiLNKywKygkz8u3xnsVrnqaaklJKK2FRIEFAPEH95DBXQJGZLHxPSkmFsCCoXbSSVz0UhmXfrHyO5MPDb/iAIbociNxCqJ9QXlH9bs/f2Fm71KtvvePQTXgok7Zky/zFmdr0sFRF2CAAtBNCqV5Z9Y+3V1cISCjfvN4qpj+930xfL86kiYXh8LwPq58tSLHjbP5cIaGGggAV/a9+4f6kBgKQkQhDxdj+YW07zgDPwgBjOUn1aDQ9n5uKMci4nNHY72qC/KR+xxhHhQcOEWMRcgy2HakP0G+djIARuBkCJqDcDD9fbQQ+LwRun09wZ/Ee1M0ExAYUT1DZeLQwm+YV5gUW9LEmLUVJN27tKvyO1E+2RUBBIaSR+km7Fe1X0yyqfiifPF9eDPUTlEKo27t1CCirUT/qexcSmDBVZOJYPtSTC8L+ULgPq60II0RdFtRGMyKcQEj57tljhUtSbFmp10yKXFOUSs0JN6Ll7CbpLtSp9zZkPSnHrvfluQQjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASPwCYFcjWJXi9QDUkB4uz2WZuW7Y7F/TgQUlAsgnJDYQ25goZrterq8kMzDZ5AMDo+zhWb8hpyREVBGgoQCEQU1houV6euZ1j8ipxqL6Si2BFlGr1nczpVVNuRv3DtM6UB2hB7IZfPq59v1T6oLrn7dvYKodxBQhPGx6strjuEvh5gDCSAIKNr3JrVfrxP1jZL8wW93itGOk6MjQYbARFQz6H8QoOgfJZGJICy1ntq3p/W878+ZqKnvq0980Nj+68dhjbmR9FQP9Y5IyWhYIZkY0ygf4cNng8zVzQThhP7HmGdP77sgS6mPEoInvhfcXN2E3Xl9hgi08+34GcLjKhsBI1ATgV7NCWsWdrcPMmGGfLIwM5VQByE0zeOFuTStMDV8Rpid3fJ+WiU0jUgavCaeZDfIJ3kz5PtLSHGw8gGTqprnXLqg8RvqwvZYxJp/+PZlKLxwxb6IHZsi1LxT/X5ZXQvFkJuW1diS9j6F6PPzuzUpm5wp9M6YFGmGxaoXWUh7QgnRVt88fRT1mVcbPlf7FTTJhfGM8knhx9H0p5/fKETPYVfarD3rb+fs2nPr2kdvx0KXagSMgBEwAkbACBgBI2AEjIARMAJGwAgYASPQGIFu+3Jq5YcXsPo4r6vfY2H+vtZnfF4vDYRSSOloIMKisCg9rcV/9ixYs3hcGJXCiFQ0IJWgojFSl8jwqWwWlg/k8ysfH6eiCC6okhCeGyIExJFZlbEs8sjOwVHaKB2GH/dUvtxWEurYLJwvToynlwrV8nhmIggt+GZRXXmrkELHH84yAswl6KoxulpS/ll+/Or7/Hgr+084XD/7Jvlez40jF4oSWtDHH44CCgv9NNOI2o02pM2yZmtkW+38s75VbXf16+pr2ssbkgwqKK8299JjqezQjpCJZkSEgBCBIMe8wkLRD1G5+dTHq8vk9VV7aPR20tXr27m2W+fWsoFj1cfz99XHGpcPxqXDE4XZKmu8FNMTYfz0fDItCFfG8qj6B8onAwMTFbJZrbzzchuXdelT5U34J5RPCOdFP2R8BulNRkE+OdRYhSST1bFWuZdy7MGb2yizB9Vwlp89AiagfPZdwAAYgRYRyOdH+b7Fyx7yaRAykFQcG9GNicLuPF9ZkPLJXITeGRZjl5ufkogLG7t7aXVzO73XRriamMAwy+o4ZRMjLmeC1Cg1+7zRtdWfwQamro/m59LvXz5PK1IJYWJG/dYVVogQPK8/bgQhpfq6W30tbI5PT9Kva+tBkglGswCJdtMEc1w3rM+WFkIZ5Y8i1cxJDQUFGxRROIebon3V79cP61KsOQ41lBs1262CcZPCb9JXb1KurzUCRsAIGAEjYASMgBEwAkbACBgBI2AEjIAR6AiBvrhzKATnJPvqAmu9b7cW5+lMi8Dl8xMRQQ60IC1ix+R4hECBLDI2PFZRopAPVsVhBcchk2Tpqg3Z0VwBBfWKvYPjCInDojOKFihboLbwSASUTZW5NrYvksp52m+RgMKi9vTYsAgs4+nF/FRs0yyi69+RysAiQrsM71ccuhy4hFtm4/W/cWKL51ZfnV9Xfax/ryGbHMu/Cr7UnzBE+JMzgoHIOmrTUKHAgZ13o5bNq1e3esdbzjhOpG8cHp+m17NFEVAKaTBNBxECFZSxQRGfwnd8HvZnObda7tXzrr5vz86+nd0DMw/04Oja3n56UyilRzPFGH+QTugXEH0gm42J4IPiUbdS9j0hApTyjLxVFscgS7FmA1EKtSIUe5yMgBG4GQImoNwMP199Kwj4y/9uwM5PM9vnmQY02RzSjQmqJ5AWnizOBzkDVQ3IJ6hnQDZBGYTwNBsK/7J/eBiSkNl9RRewy7PI95eagoP5Vnl56fP23kwqvuXC9JTqOBtqL2NieDMh29wtBkFjQ/sDqaEQsuYudYucBER7QCoJRNhrI85jWeGDjnTDSdigKYXd+ebZozQrAgp1ffloOb1+vBEkFSagKL1ksUrbw+5enV2zL92rGthYI2AEjIARMAJGwAgYASNgBIyAETACRsAIGIEcgW650m/BZwRZAUJJUUoJ6yKEvN0uhaLIyLDCa8s3CQkAMsPgQFZJvWzK5yBPQvYURTD4WNxPSyK1rEwfhroFoXdQuXg+O5l2pYCxq3MIEwJ5AjvO6y1Kq1wUlye1YP58bip9VVE/gTCDQgaL2cdSVGGRG0LGyansDZPbaZx2zs0b/3b3hNxhMb8s3+u+Nl4LglCfKCic0oSwGdceEspdS6hpH6mR3km15r+tQpTJCFAQlfApR+ig6HttWn7/mrHNCrZ+OmOR9YX10n76y9p2GhcBjPE4PS4FFI1xMB4YGNLYaj3PZmfyHcFDqpBPpioKNnyHhBq6xvm+SDF7WuM41FoCBKqWUountZSXTzICDwgBE1AeUGO6Kkag5wjwY/qZ/6DGjYxoDGOaHEPCWJISyBcK27KsPWF4hsSAZsJS2j9I61I+ebe+Heoge4rveagJDBOr7qers7Bm79u3AHIG4YVWRECBoAHbG9IGBJRXUgjZVF2jfnesg9AWB0dH2q7XGRIK7cJGGKXnUkOZmSyEAsrslGT/lubTF1K1QSVlt1SO8EIPnoACTFknvw6YjxgBI2AEjIARMAJGwAgYASNgBIyAETACRsAI3B8EuumGJK+rLsc+IAHpg0XhVE7p3W5JYXeGFaZjPEKgQGIYjdXp1g0LUotEUooKm74GAWVqXGonhVBEgICC6oLoLRGChRA9+BYJyUHYnqMKgaLav4t/kYVyiBRLsusLEVBezE+nZeULmQXCAvkQgod6QMIgDBD59jX1uTjqFn5Z1bksrCGhUHeOQQCg7WhLwh5BQOGxwZYX/NsFroO608anIgqh0AGR5pF8xbQtCh1TshfSQj4eamZf82CV4VWf03vZyHNYIWEgLUFm6rUfGhOoG+XwEGd1v66ytGfrQZTHtlU+1H431I2+1Nihf4wMaRwKj26ST6hTPJTKeBXZBYwLw8NRDmMSohn9FAIKoblaWuaoasdLmPmNETACyQQUdwIjYAQ6QyCfGXV29b29CqICCicL01I+0aQzVz5BIQQm9IEmKZnyyVZaVViate3dVBQZBTavZlJZvcHuJknXV7Q8lEtrmWXnd17o3NRk+u7Z41BAQfkFRRAIJx8Vfuendx/Stp4GIN20nM4t7OBKNQeKLbvl/VCq+dOrN2leJCIIJ5Mi3EyMjyXq/WhhNkhEgx8371f9OoCES2rOm2se7LAAX2YEjIARMAJGwAgYASNgBIyAETACRsAIGAEjcP8QuOofwi159VijWrVzbp6PykCNAkUCFqpRpEBZhMXjxwqVM1oYzc+sv6fcqrIhOqDIsV48SB92UUHZV/iPTP0EVRXyfioVFBarIUpM6iHELT3Atq0n3A4UlgUiCokFcggUkFZQbuCab5dntJ9QKB4ptGihmwX+HV3365YeVNwph/IKZJSwp8qmyLDZnyv1aHh6tcu4UTn5Z/m+YabtfQipAbwId1TUoj4EHBb6R7X4HwooIqCwDwJKbm87dvTq3KpqlmWznP3pldpvfmIsfbM0E+1ddUr2spYtV49dfV+VSd7XIFd9tTgTKj2n+VpC1XndeknWed8kxNWeSFL72q6RUGrZXOsYhtU73sRoxtO2VMpROPrz2payOZcKykyMryaXtl0mVCfC+0BAmdEYnVAf5EHb0xP1VdmB2tJ2+SiIKB2N0aYGNzgB/PKtwWn+yAjcFwRMQLkvLWU7jcAdQyCfE94xs3pmDpNAuB6onkyMjYl8Mh2KIMuzM2l+ejKbqGhSXdzfFykD5ZMtkRY2pYRyqIn2sSYPTJ26mCoNgFmR8n2NIi7OqfFZq4eo47fPH4cCCixkyCcoi6yrrq8+fAx1kFbzukvnQaTZPzuKNvvx7Yf0pcLu0F6ovIyrrae1X1SIpWlN/rlpfPjpE4Uo7nE86X34Te4aGgEjYASMgBEwAkbACBgBI2AEjIARMAJGoBME8Bu14i67iX9J17IofpLOgsjB4vGqSCgoUaBYMjk2HKF4wndbqw6UfTXpGGoc2wqzgwrKvPIjr/mJUREiRoJUAqFkTIvUkCNQ6ljbG40wQKiZ7ItUwUrxsJyukFUgJjwR+QTiCSF4FvR+XIQW1FtK8qFCdHm9VUzvd8tBxoCEcW2hHxtr2Zrb3uiz/Jw7tqf+kAtCVeIAJRSFQZcvFrIP2E6IfMI2poc6IfNktJ4WK9EqHq2eV6fYE9m/p3pAfIKIhKrNiohP9MNu+YrDdy87CQszJ0LVi/mpIEjU7CN17Gz3MOSTI/VD+iQ+YPrkvpRqGvbBq4XcENs8u8w/fx7hrv72cTjIW4wlyCHgfJGulnf1/cWJ9V+ANWMaxaLpMcb7UHyFRf01VlFGgjAGcarLqzn1jfInRuCBImACygNtWFfLCPQSgfy+It/3sqy7kndIv2livDA9FeF2Hi/MhRoIoWmGdbx8cBhKJxBPVje2RcxA+eRQYWrEko6V/Nbux1qp7wXulRfs8q36+ovzOHjpTfVZjV9HvpqZBQFFCiiEGiKzQyZjCksDAeX95k6ovnRaRmMLev8pk8lDkU7WtnfShkIJEVpoQGQTlG6ChFIoaD8aTz3c1zr2HkWXYASMgBEwAkbACBgBI2AEjIARMAJGwAgYASNgBHqDAIvxh1oU3tPiMIvmLE7PagGZ/ZQ2VDXaSZAjjs9PQ1UFdQtC5YwNDyp0TiE2FqnnpXiNb3RKxANIBzsirEA+CQUU2YNyAgoeKKCgygIRBYIC6gpcuHdwnF5vF9OP6ztBQNko7YeSC2V/Dok2E68hyD4s7KOyAQkFcs6IsA4SitouwvCIaHA6oPPPdUGnqRewkqfaa6N0qDBNu9EPCNtEW6Nyczl1bgDECPrggPKkX82ob/eSAHGiOkHC4lFEFFB2DiBi9DAM0mWgrr9TX9mVSs6vImoxliCgMBYX9JoxeJE6h1hZEC5rMHDOwhxlRKj4bhEWJfVPtpwo1RYZ58JAvzACRiBHwASUHAnvjYARMAK1ENDsDwY9RITJ8fEgYDxdmg9VjHmFZ+EzCAu7uoH4qHA7kE9WN7dC+QSSRnu04VoG1Dp2adpVn1yi05i83iQxKYNgMy/izYtHS0FEYdZX1oRwY6eYNneLaWuvlBFtblJQG9dGlVQxQh6NyDbaBmUabt6QJkSZBexPxKhvNVYmRKE9heIhXBLXMOHO4m4OpVHdSFJO3Scp2rD9zp96rb/caFZ/56trA42AETACRsAIGAEjYASMgBEwAkbACBgBI2AE7gECclGhlEA4FxRFIC2gUjItJZThwUIljMsVx1YDtxaLzmy7IrTgP4UMgaLFkcrAJ4iyCaoos1KkmJDfEcLBgfyHhM9BxYOk08M/iS2oY5AHxziHxf1VhSz/aWM3/bKpB/j0elcEFvyVlHt3Um9toa7gwcJ+UYQc2m9qDBWUoVA+AWNIPBCIwB7Cys0TdepevagDxCf2b0Qoot8RqinCt+Ao1//rqf3yh0VAGVYHGhU5JyOgXM+1W0fow4S1IvQNKjSXwiB1q5A28yEs1tpZOb3VmsMvm4Ugi8yK0MW47IZfnnE+orxQP6HtqDcKK6wnQCzjuwCFI8buWWWMt1mFLpzefr/pQqHOwgj0BAETUHoCqzM1Ag8dgZqzqgdZaSY4w0O62ZiaSCtzsylXPpkYHxMpYThICzvlchBPPmxuS0GjKPLJgW5EMinGXoECQYLZbb7PZrq12iU7JzuvfWtGJTs5PVEI4gkklALsa03KINy8ldrLdrGkmwiJYIr80WkZ7VrFhBMm+JwIQIuzIsasLEU4pCPJ5O3DlF5bT28/boaNJSnTtJICJeXLRBQUYZjzjxizJ2rLnMjSrzq2YnOvzolpbta9qorw5LcKDL80AkbACBgBI2AEjIARMAJGwAgYASNgBIzA3Ucgd3Rh6SXXzqU3Ldajlt+xxUu7dBq+OkJloJSwtjcoMkApFpJZUGbTun3bCTUTlE3eiljAwjML0CiXPJoppEfyB0MugSwxOjyaps9HJIYhK+QHjSRIIKuw8RBf2KZrWdT/KJLMW4VtgYCCYguL2yz641dtLXFeNzBvVF6jz1qzspWzwAVcabc9bZB6phQ6CRWUKfmaUZCBEEBb4Ie93FdbKaH351CHsnzPEFAgzGAvpCTIIkMD1R0PTDvDNVqbvqQcBtsT9OkAAIU8OiOMkFRXIHh0kENWz87qWqs41heOjgkLtJ/+9f1WjLtHUh5ibI8OdWZhXk6+nsBYRrkGVSNIT3xFHqrMkh5m3dK4RamHdYDWxykldIpBVZ14KQWgLOX7ylvvjMA9RcAElHvacDbbCNwKAvGbWPXDeCtG9KtQ1VP/R4c1AZbcIqF3IJ8szU6n2cmJMIKwLVsiYKxt7SgMzbb2uxGK51CT0Y7nHa1WL2+GfF/zuoYf1rzi6kHURag7ZA/CDY0Sv1RzoL39/agzRBSePuhnYmLItHhK7fJofi793cvn6Q9fv5DyiZj05YNQLDnQzQzEmFYJKENimBdU13ERbrhppI7EwkTdhnyPifv4ucz9rnWbz6Xi/ezFLssIGAEjYASMgBEwAkbACBgBI2AEjIARMAL9QABHj3w7lV0vSsSHdiAfGiQL1ElILCZvlg+DjLEvXynEjRsnZUG+hMjYGjxM73ZLaUwEEULesGiMigPFYMumQqYQ8iXUDBqUzXUHRwqxIuNQQQgSivKHMMF7FBhQoxjWAjgKFRnhJKsJ2Z7oDw+wHZ9loTs2Fc5krbgftq3u6KFFyCciuBzkGDSAAbu3hRn1ES8g/J8ZqSUjr7SFocoJ+2RbWb7NHUgxe/uxmE8dt1QOdTwKwkcDo27caMJINrDADw6QfRYmTtJp4TxCocxIwYawRSih0K5srTrWj5UvfSsj/OwnFDREHYiQMrsiAkFoCcJQF6oH6Yj8IBYNKxQPYWIgztBW9DvKwfa83x2fXi80HnfUeRCRILPQJvQV2qHfKQ/Bsysb6Ju0Ua3E2KbeKMAwtlGzKWrMEbYHwgb4M4ba6pu1CtIxSB9s9E2+rhZE8Hk8MxFKJRBHQBR71gkZpH6EXS0nZcj4hTw0pzUFlJPydmM8UD/GLm3Bd0zrqZ1zr+bKtTKMyjoZgQeIgAkoD7BRXSUj0FMELn4QeXHxpqdF3kbmsGJRP5nUhATSycr8rLaZIGEQkmZPxIudEsonW6F+ghIIyieXWdo9wifPNt83A4jzWj33Sl4FKb1Q7zmRbpikkQ0TyhIT5O2djODRYd5XimrrLZNRyDAzE+Pp+fJi+v1XX4ghrZtDtcFWsZjeqV22iuWW6g2ZZUzEk/np6SDaDCu0D/mfaPIJkYXQPPsK68NNQqc4tlW52zz5Ult+BvW9TaxdthEwAkbACBgBI2AEjIARMAJGwAgYASNgBHqNQPh69CfWOvWHfVdTtqDOovErhZphgRiFAdZwIR2wUL0m4kMetubGRctnx4I3i/0fRO5gsZgF9F+3ihFOg+pR1o5UkVEeYZGcsDd1U0ByLhUE1DeyhXTCxUCm+SByQK6WkBNdULwYgR2ilJcFieOwEmaG8jb1gFy+SM6C9rE+w9fYDHuu++HjdvqgcD3TImXQdOBICJ+ifJPtYIgfE2JM6VA4KT983djCovuxMmWx/b0IPCzkd4M8EIDU+QOuKEvsCFPKo19AeMAWyABzUkShvpBGqDO4NksZ4eM4+tZfh3dEQjkKxQyuo+0+qu04hkp5+HSbZdjC57Qh6jgKTp/+/GEr6jEqPzJhXPiMfkCZ4A3p51pSxRgf1J++S5sQkmhMefQ7EXaGNsBWxif9pFY/gBS1pbH0y9ae+s2ZCDeESxqMvgTxh2s5pz3SRuPaMp43Sufpx/XdWJ+JMvHX06dlN/2I7xuwbjVBHKOtIA0tT42nefU7wh1BxIFEQ56Qi2jfWji0Wk7b58X3s66SfQ9/4aFtdHzBPUfABJR73oA23wj0DYH8x7BvBd5uQShijIkRS/iZpdmZtDgzFcong5pQQnTYFvkE1ZMPUj1Z39mL0C/ETdRssw+Gt9YY3Zi2TIjhD/mGEERI8nEXAOO7rInn+o4UXw5bC3HTTVAC4qgcoXgGgyS0ODOtIpDpOwlCCmo1H7d3tQ3FRJIbrlopiEaSSUTd5cXKYnqyOB8KKtzIBqHl4CBt7hUVo/SgqxPpWrbcjWOZ5OKlXtxad7sb5tsKI2AEjIARMAJGwAgYASNgBIyAETACRsAIGIEMAUKDRHgQPD3azuXkIczDJcfPDcFSXhAMgsggn2FRC9mhViAH3pGOsxAPsQBfW7dSrkaREQwyMgohUVhkJrG4fiBCSVEPlkG6YNG/WcJ3iIm7+yxIn0qhQioqIoQUtOBOGB7CgBT0UCKvCd1BYqEaRQiUGPbZRCYgxAxlsuUL8xche5oYQX1+2diLMsCQhB/0ox6EhHDTkEhzNW9dR62xYV1qMBBkUKQZEkbYTX65rV3tD1ft0HvKoz0ob1MPD+7sF2LRH0IABB8UUAjLA96EXVe3ySpeI6+LQ6oc7QQRgfwh/EAEoS6HpyjYqH7qdxAMwLArSfmglr2jPvKrCBnUhzIHNcYgoGT9LlPPAferKSNQyG5hv56kJqKKongTPverJ/f4PfaCG/0UIgmKLLX6QaYOktI7hZOCmEV9eWiX47Qp1zIGyKtbie+KfakSoR7E2IWolGGUUYkoFwwJ6dRqol+Njwyqr42Ees2M+hvrAjn5ZKuckVoYF7VwaLWc9s6rON1z8knl+6u9PHy2Ebi7CJiAcnfbxpYZgTuHwMU6NC/y7c5Z2R2DRjTJnxwXG1ahZ5bnZoJ8MqYQLRAv9jQZJuzOu/WtFMonIifEDUA+0boAqju2XM0lgz7/ez1G49Wm4YzrZ13Ntfb7iTHC3IiAIgWUPDQNE0qIJ5tiye9rotdp3rVLbO0ok2QY7CiTHGjye6ibWdRqCqOjESrpxcpSWlX7vN/Ylq2S5Ktzo0mMTpRUFqVy8/3LZ+nrp49SQaSbU+V9oLxRufkokhGKN5R5G3VtDZHunUUtswHevTydkxEwAkbACBgBI2AEjIARMAJGwAgYASNgBIxAHxFgMZMF+WoCCiursU7cvcViaoT6AYvT2YL00QURBB8iC8goLbRCAmkHHfx0hEFHFQQVCRbFc79dLPRHuZlaSjuL49SFfEO1QwQG8mUb1SI4xBOIISyIR73DP6nwO7IB9Qv2qJ2gFEF9IZ5gZ6sJDCElQBLJyTRcC8EllDxazyqKpGyu3ZEd5A1JA4zA56JdFCqmHRtbrUv1eeQPnqhsbIgMA9EEUtJcYTDINhBQUKT4KDLKiNQ1ziE01AhhczVP6ka+kAggKKiZIkEEoX60RyhztNEG1WXUek1dCEe/XjwUEeW4UmZWMLhSHqQX2utaUvtxDuQNzoHskLfJtXP7cCDvB+AE6aNWP6Cu+6ozJJNtkTT4WqEPxdjW8cBY59S6tuMqVHCC1MZ3Sl5mnl/2vZKNu/xYoz1EE1SLCL8D8WRJ4ZMylaZsXKDSlPVJlacHjLtal4aG8SF9B1D5rs76UaNL/JkRuE8ImIByn1rLthqBO4TAg/051A89E/xxERkgXcyJgDIn9Q+IGJAVCMtSEgkF4gU3I6TRYSbHrd8BMIlhogSznklyPXWOus1dmZfE5/nrfH9xUaWFmLhUXl581MaLArJ0ImegBIPaCBNT7Kf+m7tF7WvICbaRf/WpED/mpycD61FNCJkcnp+fBeFna68kvMVa1+RdxUeCdLKjMDsbu3uhdjI8NJemZsdDseWbpytBEoIgtCYlFK5nIh03Hbqam5IREU+mFcJnWQo3v3vxNP3mi6fp6dJcQv1mDxlKkYxQufkopZc9sfPbuVmtrpdfGwEjYASMgBEwAkbACBgBI2AEjIARMAJGwAgYgf4igE9Qi5qDUtIIZxqyEtpyx1rbxuCQq+1kxFd4KsIAi9Vy1/UnyZzMv6rFfPlru5Vi8Vl5n5wp31TJV9VGQQF/IgoQhO4ggUhOrgkFFeEQ8PJBBwn82LqZIMFkdelmrm3mJTzwKUMUIfQPpAvUWFCTmRwdT5P/P3tv1hxXkmf5eewRWAmAa5LJ3Cuzqqu6eqmp6ekZk2xGpgfpG+hRH0RP+i56bslsZKanMUmj6a16qquqa8nKjcl9AUHsCMSqc/yGg0EQILYAEMvPSQ+/q1/3n19E3Lj3xPlXimFxqhLmJUSxk02n24pCnKOO4r45wM6gmR15XA2ynbNPda6bhfa/9DE5qpO99Zfyt907tv+uz/y3Hd8GJSCTcMxCJ4d8sgjF8xbPWOTiUF0Wofj87Az47+9IzPHZTRIKHvz+emQdbACBISWAAGVIB4ZmQQACl0PACvOi7P+mq5UohpifqcVpO6J0JIbwl4qmlLD+wjGtixaH6ZmpZV9GjvvdwiII11HXVarFLM345eS4e/dx6bsm6Zvs26Bv8sgN+rbtm6xKFHL1ymyYk1DDX7Sc/OUuClAUmsYOJId89+yr5XiTiwpz9KeffKAQOosx5JEZW3Dy1cOn4Zdf3YtCk00JQfyFxcnOJg5/9OjFSvjuybPoXHJVbjXXlVsSlKzJtaQu0Uru/uNY2imlqS8wbnBR4+mwQg6785OP74a/+MGH4bPbN8Pi7Ez89riysRG+efQ03Hv6QgKUjeh8EwUop+QYGzxKL+7npPR1lMaFtkIAAhCAAAQgAAEIQAACEIAABCAAgeMQ8INN3VuLWffy4u00u0p4+SluQ2aHPPWOx2nx8G6jbuuWsBxN2qGd64TddM9MyyMR39t1682ZdDABobHzh0PmLG9ahLITw6EsSHhiZ4pFuVJYHDCjH0PGsEanP0kPPj5LJ5KA3VrsYGRh06Keb1joNOUfvopG3YIoufE4vJAFKHYfigK0iyYV36vVIpckCIwRAQQoYzSYdAUC50pgQq6fLXqoKtTOTE0XvbNTYbZWCw694+W+AEnr5+SOUpBQxctO6oxhUUVd4gmHd2kqJqXnnQZ9geNLlrNetlRKpegCMyVBjp1h3FaLZyz+2NjekdJ7cD9rsBuJnUt+9MEdOZEsSgiUj8eyE8p3T54Hi08s2BGoyMuOKGb4cHklfPngSXSsuSaxjN1T3ltaCJ9LhGKmDsvjUEre3/s4LqfdVix4+fDmtfDTT+5q29sKtTQb630pZ5d7T5fD779/FEuH32moz+m4caNxfek/aSJmvUzI3/64Din9ggAEIAABCEAAAhCAAAQgAAEIQGACCfhhZkGPf+TcHO9p+f6j7/Hoh3HZHUNu+JzorNA9RhMb9P3bE7VhxDf2Dzs39YNMi1BeSIRiMcA1/fjTjjKezlxQKvrBY0v3gO2MzTk64kN+6c33cwWHz5qRy861mUyA4hBaFpvY/cTCE5+LDgl1Ypf6M/dO79HRpUpCQb9X263qzE9zztwoKoDAwAggQBkYSiqCwOQQOKuoYZhJOfyKxQlRgCLRwrSU13ZEcZ9tgFiTGCVMa3m1qgsVC0d0IXzCa2GLGdYlarCjyIZUtvVcMzg25XGT25LGoH/6rf17K9+5zVs7vbnAcU0twrGIw4phhwyyk8jO7m7m3iLlemrLm3uefG5K3C08+fTOzfDRzesKkVOIgpHHL1/F8fB8f1+aUilv6UuzHVAsGrKg5NrCfLihvCAnk0/laOK235IYxaF0zNwCFI+nj3VF4X5uLl4JH9+6rv3mYugfh+q5/2w5/OH+o/Cb7x5o+kXsawrdM6i+npzOxe3xRh/TaXmC8/PiWsqRIAABCEAAAhCAAAQgAAEIQAACEIAABA4kYAGKxSfFiu5d6q6m7j/GsutwDz0xyoE7shAC50PA91d3m2097G+EFxs74ep0JdycbSgUT1HuJ/oBoUQoCyrX9QNE3zePrjPckzyfwZiQWn0e+fmGw+/cnKtJ5FSV0UgubOn5hsUnduOxIGpbwqgLP9X8Hh1dqvSYvqD36ihA0cBceEMm5GSgmxdOAAHKhSPngBAYYQLpYfQId+GoptvhxK4fFihYZOJpO384+bXseW3T1gXzSZ1PYiV6sQjCohU7cljwcjoFR9ambOc0nY4wiFJyE1VbLBbDlC7Q7Cridu5K9LEu5xM7oDQlPmn7m8CAUkEXWRb4WPwzN12LsRjrDR2/UolilBQCKB3O/N2GFYUCKj0rhD/MP47bfnr7Rrh742p0ULl19UqY0YWlw/ps7ijckcQ/FrJ4XC0uskDFx2q1OuHB2ssoPvn9/Ufhd/cehQfPX4ZXG3apuST7vdTRCy1759Ibf+tvzFxoazgYBCAAAQhAAAIQgAAEIAABCEAAAhCAwCkI+GFmSeITuS8HhY6Jyffx4r083//hfs8pqLLLWQjoXq7Pum05nLzUDwVfbFajCOCq7s3OSXgyr3vQdkRZlTPFi5J/SNgJ7Z5z+FkOy76TScBCk4p+iOrzasnhdxTmyaF4mjqnLDp5sr6tc1DPOSQ+aev+/8ULP/Q+bAcUtTGUylnZuzU/mSNGr8eNAAKUcRvRSegPCsBLGuXx/1LiixILQiy2qCreZE25JAGGlRj+7LcQxdmhYc5Cw/vv6sLGx7Hg5fTXFf179k/vP0W87l3r928fuxzVwBZr2BHGbTUft9suIdtSqlu1nv05nqzut4923CWpH9nxfGx/bbGLjNvyWzmW7EgYs66wPPVGQ6KTpXB9cT5ckWONmh7FM76YNH+7oLhvFrE4HNJjOaT8QSF37HzyhwePY8ifF6vrsb7M/eSi+nhcFmwHAQhAAAIQgAAEIAABCEAAAhCAAAQgAIFDCPiX9VGAIvFJx6GltZ2FKBakxOR7Xb07nMe53+6bayQInJWA78XqB4LLcp9YkADgmQQnNd13tvvJrIQCdqlY0bqn+pFitysXbgQoZyU+kfv7OYZ/zForFcKShCfXZ2ty16nEH7xm7ic74cHqZhSg1PUD11OHe4pvob330eOQ3nsf1fupp/0+HUOlWYAiF5QTPsM5ziHZBgKXRQABymWR57gQGEUCe98z0kQqT/AhO7T9zvqSWQE2o8uHBQgbZYXKsRI1dXUA7W/IRWRNIokNOYnYkeM43/HePKwa02uPyduR5OHyilw7HkYhxtrWVgxL81zt97Hattk8cbLoJhfFJr///nFY3dyWEKUSXqyuhUfLr8IThcXJNOsnrvjQHTbr9XBP4W+m5YCyKpGLRSIOV/TN42dhTX309EFnmhlu7nSDQ/VYwdzWl2m7yzxT/28rpM90tRJD9PjCM5MSWdDcje4tOxKqrKtvDxTG5/cSoHz75Fl0Pnm5vqF4o1I/D9Dh5dCOX/aKeC71Tqh4EZzOr96ydLJddjs5PgQgAAEIQAACEIAABCAAAQhAAAIQgMDxCOT0q/qiHmqWdV/QohPfVIsCFIlQCj1XFN+UjDcmD7rjdrzDsBUETkrAId43680oQnm8thWm5UpxReKAkh7GX5+ZCi9m6jFUih3I63JLye6dc46elPMkb+9b3DH0jpx1bs1PhRsSoHh+V2KT53I9sfvJczmfr/V+ZHt6Vic4L92omPWsyffbo/CkFybNYkHPx3vzp28Ne0JgmAggQBmm0aAtEBgFAn4mnT4o4weiP2S18ASftcPcTQsYthRn8sWr9RiWxW4Zg/7c90W2xQ0WoNQVjud1KB/DPUHqbb4sscQf5dphJ49vnzxXeJxdCUa2wv3ny7pI74koTlh1asVjiU3+82++DPOyQrRjiIUzDnnzveqOQ37KelP9/aVFLr/99kFYWd8MCzPTUaVsVt+pT8trG7F/UfSy75gWiZihRSNbErFsKz+Vo4lZ3JQDytz0VJidqsWwSiVdyLU0xua+JZHKhrL79GxlLdx7+iK8WFuXg4otHjUuFp/sO1Z/e8dnWp2M/XSpC2Arr/dEVxMBYHyGkp5AAAIQgAAEIAABCEAAAhCAAAQgAAETSA4ono6uJ7qTZyeUlNu65+N7XzE8j6azp/zemgSBcyVgh+q6xCUrcrW2C8WMXMgdhmemUoxOFS82azEUz45+WOlwPL5Hy+l5rkMydpX7h6hVOetY2HRnfkYClKlQ1Hvims4ni54erW7J/aQe7Iby+tnMBWCI994lDnRZ7BOfRAGKHVBIEBgfAghQxmcs6QkELoiAH1L35ahC0IsWjbQIxd+z1AWLExzGxQ4ZFm/Yqm3QyRc1FlY4nI0dSiyqiBiPe6DYpNftsmDiYViJoWjuy0HEIho7e9jBxa4hWQiZ41b+eju36uXaZvjNd/d1wVaKLMzEfCwIOVmjX9d72NTWzm74TiIQC0mq5bJOs1y8AHwlwYtdShpSKB+UzM7j1dR69/WF2raji0cLWh7JGWZGjip2VZlSKKFMgNKKY7spodF2L9tFxsIXi4/MbCKcTyJMnUc+laLgRBN74pO48CDcLIMABCAAAQhAAAIQgAAEIAABCEAAAhAYdgJRgCIHFN/HjQ4ouoOme4aZ6MQ/utID0HZTvfByzY/8zd1hHxDa10/A93K35W6yLDeKpxIJOEzKrTk5VcgNZb7nWrGp+7svt3ZjyJ7WIfeF++tkGgImkNPzHItPFhXWyaF3fG45FM+Wnms8k+vJQ4menqr0+Refm+hcvJDk9+K8xCd2OnG26MS57FzNBCnehgSBMSGAAGVMBpJuQOD8CfQ+/Pwh2J994PgZrZcx+Hy0Anun05RDRiuGtjmfTknaIVxReKKJvWucE/DLNs1eN6UW35Zd3LNXawoXlNur233pKPyO60+hZ05ynng/u52sbW9HMYiP5i8HFtAkUctp6j2sDRaDPHz+Ml4kZuFyslPLKncLQnxsn2uHHdOr3ecN8bCYxSIZu7ZUJJ6pKm6os8P6WGRkkcm2vsTY6cRfYKKLisQr7puPc9gxaAt2QgAAQABJREFUDmv7aC/XyPq8iSKUPgeUcfiDHu2BofUQgAAEIAABCEAAAhCAAAQgAAEIQOB0BGIIHj3YdOmQO75xZreTbk+EEu/7+F6bxCcH/+brdMdlLwgck4DDobzcqofZylaYq5ajSODaTE3z5XB7floOKbvhicK0d3Y68f7tMatlswkm4GcKBYnvLDi5qnPpppxPrkiI4mVrcjx5si7X+Febcj/ZCQ09I4jPGy6Ml+7BWxho8YnDo0XxiYQnFp8gQLmwUeBAF0cAAcrFseZIEBhtAn5ArQ/IXFRpyg7MX1hiTlaN6p6/yIx4ij3oiRCs/R/alGlPYvOiIMS/YDiHL4sWZlyUG8gg+uHx61pIkuvGdmdiEzvCNOV+ktc1Xl7iGX1pUbZjShKeXOzF5hCdVfq79kVv11kXvt3KdOiWa7oA1kWwxDpSNA1RY2kKBCAAAQhAAAIQgAAEIAABCEAAAhCAwLEIxHs+urfj5Ns7Dvfg+z3pfm78RWHvvq5/lOT57Mao9yBB4NwJ+AeOCoASw+w8kitFuah7tzpvG/qBod0pfF+XO5PnPgxjeQCfN77fX9f9/2fr29HZ/YlC7zyQ+OSVhE0+v/wM4UKS34udLD7xszW/F0fXk54DisUoXuZ1JAiMEQEEKGM0mHQFAudKwB+UPYVmV44SOavj9RBfQWuU5RgRpy/oQ/tcOzr8le9deO9NDH+bL6OFPhvbutDsyO0khiXa3wgLjdKySWUpgUnXQpOouK6Fbk0ClOp0prr28ngDwpD2SCVilBCAAAQgAAEIQAACEIAABCAAAQhAAALDSsD3utJ9HU8X9IDTDzp9D9f3deO9Xf2aLa97uzmH4vF93pR0H4hbQQkG5TkRsECg3e6GNTl7+4ST/3WwK4p/RFjQs4goEuA8PCf6412t382aEjL53Oq82pAbeic8lfuJQ++syTn9wkI6JfGJS+fofmIxoMUncj6xKDD+EFSP6v3sLSZO+h4IihEngABlxAeQ5kPgQgn4S0v8kKzoO0pHohNbbvgLiUp/keGz8UKHg4Mdj0A8LfWFhnQQASuv5X6ii14LT7rVGbmgTMV5L48XxgftxjIIQAACEIAABCAAAQhAAAIQgAAEIACB4Sfge7bxwWfvl/cWnvgmru/rtiU+aenhvx98JjeA7EbaAf3yCldGgsBgCTQkOlmv+zTdVrj0tkKoZwIUh+DZkqu1hQQkCByHgH9u6udW9WYrvNjakQNKK5T1I8tWFKPs6jy7wPMpvV0m8UmMLKD77Xvhd3oOKBYHep23I0FgjAggQBmjwaQrEDhXAvGDMhOgOFRHCsETRSjxw5EPyHPlv69yaO8DwuzpCPhv1+F3LECx8MTuJyqjAttiM4vOONlOx5a9IAABCEAAAhCAAAQgAAEIQAACEIDApRPwjR3lFPrB7fH9oCQ+8f0fC1Dij7d64pSu9znox1wHLXOFJAicnkBboXa2lXclGljZqisMj8Oo52IIHgsHHLb94PPx9MdkzzEloFPFP5neUYid553t8HJT721KbQnsWhLdOeyTnXfOPfkt1O+76Zmay/0ClOiC4vA7fg/uCVC8HQkCY0IAAcqYDCTdgMC5E/CDaH0QdqXIzBX1ZWTPqlHT+vBWEJ7sObU/wLkoPOfh8IUIFyPnDHlMq9d5Ey94LSzJ9wlP5HwyNa88pzA8mi4rHI/V1/6797l2AdflYwqcbkEAAhCAAAQgAAEIQAACEIAABCAAgcslEB+C6v5OfADau8njh58WoejBf+aG0itjiB5N+/6uXVHivd4kTOEG0eUO5Hgf3eKApp455HJ60qDT1cKTrgUDvjHJqTfegz+o3um88XuWT5eWwu60dC45WXSScrYgvp7txcfaE4xoJs77nrunnf08LbsHH0u/5+qeexZ+R9P+kXf8AWhyP9E+nOdnGxP2HioCCFCGajhoDASGmIA/NP2BabcENTPX+9D2l5RcR19WvFDLYhxRxwyNH5bxZYg7NepN05iQIHASAunv2GF3/Ldcrsr1RM4nEp10piU+6QlQQkUxKOMFsP7m/WfMqXYSymwLAQhAAAIQgAAEIAABCEAAAhCAAASGi0B8GOom6SaPp0s98YkFKP6hYRSjaJlD88TsHx06e177uMxu+A5Xv2jN2BB4QyAwNr2iIxdKoPc4yueSfzJ9rindM98vOIluJhKV+Fmap1OOAhTdc3cZxScOveOs7dKPQM+1wVQOgYslgADlYnlzNAiMMAF90fCHpb+kuLTYxB/i7WaWoyJeX0q8zF9KXHoT0uAJGK8zCQKnIeALWsW+zOJNVkOnMh06tdkQogOKXFAkSAlFXQjH+JO+AOZkOw1m9oEABCAAAQhAAAIQgAAEIAABCEAAAkNBYO/ejh+I9lrkez8V3bxVqJNQ1EPQGJJH93n9Q8MkRmn17vu6jPeBfe+XBAEIQAACkUAUn1hk4vdWlf5Bp99PfV/dZVqWlpckQCknAYq2jeIT7r1zNo0nAQQo4zmu9AoCgycQv6jow7CQfUvp2g5PTifdluPUNeWComkp4e2Mohd9J/F2fCkZ/EBk2pN4WcK1yXngHdM6dbL4fJH4JDqf6CK4q4vdbkWhdipyQKnKAUUilO6UhCi2AkxiszGlQbcgAAEIQAACEIAABCAAAQhAAAIQgMBkEPANId+vTTcS/aBU0yXd03XpB6V+KNqy8MSCk17ZbGjZbghN5bRv/EHiZFCjlxCAAATeSWBPfNIToFhkYncTv7cml5MoRtFyv88mEYpLz0fRSvasLbtx/86jsRICI0cAAcrIDRkNhsCQEPCDbIXxyOnD1JZmfmCd04dnNynjoz2jw/P0XFG8TfyS4jL1YW8iLaCEAATOSiCJxVR2PW0xiXLXZRSeKOyORCbdauZ80pm+ohA8c9nNBm+zZ6/D3+dZh4L9IQABCEAAAhCAAAQgAAEIQAACEIDA0BCI94zUGpf6H0s/DO3oganv4ToUTywddsfTLi1IcdlbNjSdoSEQgAAELplAfC+ViCSVdh3v3YvPSq+z6O+Q0s1P78uxK9yPv+QR5fADJIAAZYAwqQoCE0XAH5oWnEiAkpN3Y/ZwW28pUsfnWlLIJ8V8T4gSuvqS4s/P+BmqFxTzE3W60NmLJOCbCBKfxItdO55IUa24kl3nssQnCrmTxCfd2oym5XyiMtr/SVS2pz+5yCZzLAhAAAIQgAAEIAABCEAAAhCAAAQgAIHzJ5AeduZ6D0rP/4gcAQIQgAAEIACBCSOAAGXCBnw8uosKcCjG0cpNK+Tjg245oRTtftKzEmvKDUU55BrSnSg8jxtsI5RgEQrjZxIkCJwbAf9N9pTVMdyOLf8sPCkr1I7C7TjUTmdKjifT8zH0TnRDSbEn33BAObcWUjEEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgMAYEkCAMoaDSpcgcCEErJa3Ut650JXQRG8nenidiw+/MwcGT0eBist2TuF4PG87x54DCmKU4w1V5NQT7iRmQjmWyedKsuBI54/n4/Kx7PHgO6W/w+RI1FWcySgwkfDEriddi08Ubqdr8YlD72hZcCzK6HwyrifV4BFTIwQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAwNsEEKC8zYQlEIDASQj4mXW3JxCwI0pXMUPjIoflsTOKY4i2pDtpK4yoxSc9AUoWiyduy8s+AskkJgp1xMthjNpmqOyYq3a3kCDD/8YpRdcOxUn0eWMxUxRP9ELHOIRM7Pc4dfg8+qJTIrmfRIZi6TBZQTkTotRCcAgeCVIiUzuexPPpPBpDnRCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAApNEAAHKJI02fYXAeRGwDiKG/NDD70IpE0ZYRFAoy+ykJQFFp0984kZYYZFUFp4n9ROIspI98UlH4Yx2Q3BuWV3QjS4zOfN2So4o2dxIv+by+dDR+RPFEhKcdBwyRg4dHTt32KkDocQxxlfnSHKOiX+TdihyaCxlu6GU9DcZBSkKyROdT3oClDETMx0DFJtAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQgMmAAClAEDpToITCyB+NDbogg95LarQnI6SUKKJJRI5cSCOk7HJc4xJzvGyPUk7G5HeUBXTHPt5p7AIGcNT1SrHKfO4d8mOnfY8aRck/hEeWoudBwmZmYhCxcjdxTSUQQsQPE2PSGKSwl7MoGY+Gk6OsyYpf9O47qj6mQ9BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABI4mgADlaEZsAQEIHIeABSjxYbc3tlDgAIcTxCeGc2SK5KIApS3BSSszOVHonRjGSPN2srC7TOgqHI/D8zhlO2XTo/Tac+uI547D7JTlzBEdT2YkOpHwZHYxdJS7s0vqMx9Zpx9aC1J6e8e/VU2ncm/F6WtnTwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjwNI9zAAIQGCyB9JB7/0NtCyr2HngP9pBjW5vdKrqFkHPoFAkzclKZdMWwU52VO8hsDM0Tw/P03GZyyXVmVIAoREzXohI5cbjsVqbUr/mY23I/6TrXZqIoJbp1pLBDo9K/YWvn/r/NPY3Y3sSwtZj2QAACEIAABCAAAQhAAAIQGH0Ce9/FRr8r9AACEIDAwAhwO2pgKKkIAhCAAAQgMGwEEKAM24jQHgiMKwHEJ8cb2fTlK96gUuiUvBbY8aRbDR0JMHIKndKpSYBSm1P0lC25ojhMT3JC0baj5DLjc8LCk2IldEsV9WlGIXfmQzuG3FmQ0GZa4pNaXJeFiuGu3fFOIraCAAQgAAEIQAACEIAABCAAgaEh4O/5fJ0dmuGgIRCAwBAQSPc/h6ApNAECEIAABCAAgcETQIAyeKbUeN4EuEA9b8LUPxQEdHfKN6jsDuLQNHJDyVms0SpF9xM7hTjuTq7ZCKHd0KYSorRH645WNzqgZO4uneh+MicBypXQlQClM7MUXV9i2B27pHC3bijOShoBAQhAAAIQgAAEIAABCEAAAqcgwL2sk0MbrVscJ+8fe4wPAf6+x2cs6QkEIAABCEAAAgMhgABlIBipBAIQgMB5EHgtQrEApZtTOJ683rarmVNIUMidXKslEUo9BOcgIUp0QOl98x1GNxSH0ZHziUMJBQlrHFrITiddu7rE8DsOu+M8mzm/eDtnBCjncYJRJwQgAAEIQAACEIAABCAAAQhAYDgJ+NaGbweQIAABCEAAAhCAAAQgAIGRIoAAZaSGi8ZCAAKTR8ACjF6vLUIJCsGjsDRBoWqiMEPL8vVN5a0QdrfjhjEsj8Qpis0zXCF5LDyxm4mdXJzVjyg6UV86U3I/Ue5KXONwPHZ+kdqm1/cEYPJGnx5DAAIQgAAEIAABCEAAAhCAAAQmlgDOEhM79HQcAhCAAAQgAAEIQGB0CSBAGd2xo+UQgMDEEOgJMCzI0P9QqYWu3UIs5iiW9pxC8nZEabfkLiJXlKg/0Z2aYXJBcfstPJHAxLnTc3Jx2J2Owu5E8YlEKZkAxeIThCcTc4rTUQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgZEngABl5IeQDkAAApNBQGKMqMeQC0rJDihXYviarsQodgrJddqh22qGbnNXIhQRicITCVKGCE4Mu5MEKJW+sDsSn3RmlySsmQpdO59YWGOxCgkCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEBgZAghQRmaoaCgEIACBngil6PA11ZArFGIom06zEXKtRghyP7EQJTTrEnDUZSCi7VuiFsUoPd/ai3RE8fFjlmjGghK5tXQtMqnOhk5tJrQdeqfmsDuzEp9IkKI+xRT3YbQhAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIFRIoAAZZRGi7ZCAAIQMAELNOQUkkIhdyXe6Ew1M6GJlufrmyGf3wxhdzsuyyk0T4g57XFRGHNyNNHHjF1PLD4pVdXOOeX50HZp8cnUjEQp1SikycQqsYO9Bl50ey+KC8eBAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAwPgRQIAyfmNKj0aNgMQEkhNITKCH7Zf0vD06ZbgRTrEZ59iW/v72jhePy8sxCKQTxM4ichQpZIPWrcpVRP/adkQplbMQNqotL9FJdETpyAalLWeUbozNc4zjDGgTC2VSyB25m3TkfmIBSlvhgzoOIVSbzcIISZgS1PYoQBnQoakGAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhC4WAIIUC6WN0cbCIH0EH4glV1uJXpAn8/3lB+xW5IRXGSIFPXe4hO3Iees6U6nGzoSK2SUB8w69dddtimHq8/1jnHB/b7cgT/j0cUxE2tY4JGFtelI6BEsPklhbDSGuVYzdB2aR/qTnPhmTihnPPYJdu+6nRagJPGJBCd2P+nMLITO7KJC70xHJ5dglxQLakgQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgMDIEkCAMrJDR8NHiYCFHYViIZSVK6ViKMntIa9lRZUlLYt6DAk/Wp1OzG2JB1qa3202w26jFTpysuhqfqBJx3e7apVSWJieiu0qFPJhc2c3vNzYCs2WRChnOGZedRXUv6r6Wy4WQzGfV3/zsb/ue1t1t9Vf52ZbudUKDR2z0VR/tSzTowy4zwMFOASViWNMFqFIwGEvnY6FHI16yDUbcj+R8kRSorzmQ1O5sRvPtQzueQh/1B4LqtSGrsa7q3Z1JDLpVGcUbsfiE4ffUdgdC0/KtRCKcj5xH2I/en0ZAqw0AQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQODkBBCgnZ8YeEDgxgbwexk9VymF+qhoWZqbCTLUSKj0xSrVUikIQCzEaEmHUJcCoN5phR8KTlc1tiUE2JURpS6gx2PApfuZvkcgViU8+uXlVZS2KQx69XNOxm2GjUw9taxROoQGxsKUk0cl0pRIW1d/56WqYKpdCTbmqXNB6i20sctlV3t5thI36bljd2gmvtraj6Kar9ac59okHZxR36B+TKN6Q6ETj2S2Uo6FM14KPtm1PvEwOJDsbIV/PKyRPNqDRCSXyFeO4/+AgdO1m4mMWJYopVvqEJ3I+sfgkht2pxbbKeqd34J74pL9fg2sSNUEAAhCAAAQgAAEIQAACEIAABC6XQO9r7+U2gqNDAAIQGCIC3AccosGgKRCAAAQgAIHBEkCAMlie1AaBNwjYAWSqWo4OIzcXZsOthflwZ2k+ijKmJUixGMOOKDaNcOgbizGi+GOnHta3d8ODl6vh++crYVmOJBaj7Eqg0pZA5cxJooOyhC8Wh/zgvWvhrz77INy4MhsFKP/83aPweGVV7WiEtpxJTqQCifUWo9jm2txMrPPu1YVwU3VbfDMjFhUd124obYkhouBGQpu17Z3wQn18vLIWHiyvhuX1rShG8Xq7ofTsUM7c7fGrwHewet/WopijoLlSCBW5jmgqik+KCsuTL8Su5yRisvikK3FKvPdlh5vMamYwaCxmsfikVFGuhk6lJgHKXGhPK+TO9BWJTyRAKWudwwTFNsVWDObY1AIBCEAAAhCAAAQgAAEIQAACEIAABCAAAQgMPwHEJ8M/RrQQAhCAAAQgcAYCCFDOAI9dIfBOAnoYbxeQ63Oz4YPri+EHt66Gz25dC59J8HFrYS7M1aoSoPTC8ViBorQrccn2bjO8is4n2+HLx88kXqmFb54ta203rG7Xw6ZEKmcVDfhoFsDcXroS/vSD98K///Fn4e61KzEkkPUMf//H78NLtaERWp49drLzid1drs3PhE/lquL+/ujOjfDxjaWwNDsd5iRCcRiiQs/5wg4odj+xwOahRC9fP1kOv5t6Fr55uhxD86zvSKTSlJBikCKJY/dmVDbUaCYdR05Ck0IudCtTPSGIhB4Sgvh8yUl00m3uhm6rmbmkeJlkKtp6QB11Oxx6RyIYiV6i+KTqsDtyPrEAZWYhup9E4YnFJz1RzIAOTjUQgAAEIAABCEAAAhCAAAQgAIHhJTCor97D28PBtyzd6xh8zdQIgcES4O97sDypDQIQgAAEIACBkSeAAGXkh5AODCOBnAQWDrljoclffvJ++PH7N6MI49bivELw1GIoGrc7htrpShCgL9V5vfj7irUoDodjgcpUpRSuS8xxS+4pV6Zq4WsJM75pLodWu60QK3YnOVmyQKQox5VZiUQsCvnZx3fCn314W+KThXBtbjpWNlVViByJGOL3fL8c80uU3V5qcjhxvV/cvh5+pD5/KtHNe2KwoDA/BYX7cbubcjXJ+ulj5KIYxU4sDs8zX6upHTNRrFKUUMVuKM9WN7J97IRCejcBn0hBYW3sQmK6PqckNOko7E271Qh2QLFIJNfYUa5ri3rQCu3TG+TTCH10rndVZyYsKYZOVe4rDgHkY8rxxGW3KkGMXU/sxuI2xvzurrAWAhCAAAQgAAEIQAACEIAABCAAgQkm4FsV8ebUBDOg68NP4Jj3TYe/I7QQAhCAAAQgAAEIDI4AApTBsaQmCOwRsNjCQhOLMf7dFx+Fv/rBB+HW4lwUWWzVG2F9Zze82toOnnbIHaeiHCHsiGIhhgUZdhFxWJwf372ZOabIPaQjgYDD1Ow0QmicVICih/5RGFO2MGY2fHHnevg3n38YfvLBrSg+cSigpgQip/pur7pLEow4zM7nEp/82x9+FH4qZ5UPry9FrUGj2ZajylZY29oJm+qzhSh2QXEIolkJbSy4uSM3ltsS6DgkkPvvtjgs0brC87QlPnEm9RPwN9x933I9eBZ3dB1yp+dtUpIUxYIQCU0kP4kOJfkdhX3ydDdz03FYHrukZCmVvdl3FTpWdDyR4CUUygq7I+cTCU46Uwq7Y+cTh9ypzSjkzlR0RZEKaV9tJzjWvj2ZhQAEIAABCEAAAhCAAAQgAAEIQGDMCXDbYMwHmO5BAAIQgAAEIAABCIwjAQQo4ziq9OlSCVjk4TA0X9y+EX7+2d0o9LgpF5CywvGsKYTOt89Wwr3nK+H+8kp4uSERikLQ2KXCggyLMRxy5yOH7JEQ48b8bLgqZ5IPri1KTpALq5s70RXk6ep6eKFwPQpOI+HAu7sbXU8kDqlJeOIQOBZ6/PjujfBTOZ+kY1gIYucVR/c5TfIx3M6PFXbnhwq588M7NyWemQslCXGerW2Ehy/XwldPXqhcDasSodTV9oJcM2ZrlSiycX8tXFmS8MTLPtT8z+Qc45BEL7S/hTebEqB0EaH0hueIQfdWFqJI8NHtlhQOZzoTFtkZpVCK6yw66bblviNXFOtPcpHt0efT6/PDahelvOosViQyqSrXouikPX0lC7tjAUq5ojBAym+JT7LdeYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABMaDAAKU8RhHejEsBPTQ30KSeQlJ7Czy13I/+ezWtejwsSHXkyev1sOv7j0Kv/z2Yfjtg6fRzWRDjiAdKQC834IEGDflevJnH74XGgpVE+6G6AbiUD4OxWPhyR+fLMd1y+ubIdi44ggFSk7KkuiqMjsVxSd/otA4/1btsrOKxSgO9VPQNi0LEHqagpPizGv/6xLLfHH7WviRBCgWtlTlqGJ3F4fR+eV3j8I/fHU//OHRs/BC7d7Wcgtq7HRiscmff3Q7hugpvHc93JZ4x04oZYlmLFb58tHzsL3bDNvmZMeNPaeOk7Zygrb3OFqA0pXPSbGkEDkKr6SybZGIXEpycj7JKSRPfnc7dFseCxugyCnlGLqWNylmDigWmNjlJIbekftJxwKUmQU5ocyrHQ7P08tv7swcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAwRgQQoIzRYNKVyyeQ10P/5OrxicLvONt1pC7BxddyALEQ4++/+j78/uGz8FRilPWdenB4Gj39j4IBiwCaEp5YELAl0UVbIWiuzs5EocZUpSTByIKcQe7EsDRfP10O7TdCp7zuvx1J8nIfmaqUw5WpWri9NB+FHnZlsTjks1tXVe+0wv7kY2ibXM5OGdr/xAKE7Jh51WORzOeq/7oENBaPWHxiwc2vv38S/vHr+9EB5enqhvq1G1rRaiUXVnRQ97ksd4ya+ufj2z1mplqOIYjeU9gi51WF4XHIokZL27dP2cjXeCZgKkpK1E+VFoDYCSWUNGd+mVAk19gNbTmgeOxyjXrIN3dlgaPYTnJEiSli7mPtKl2fQkXFsDtyPglyVOlUpzPhicP8KNyOQ/B05bjSLVW13m4r3i2+xGp5gQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAExpMAApTxHFd6dUkE7DbiMDoWY3x0fUmijyWFtsmFRyur4Q+Pn0fxyd/98fvw8MWrGFYmU330GishxrZcUpwdqud7bTMrMcZP7t6Sg0kxzNTKUUjy80/vhj8+fhHFI10JVN6KmqNn/W5HRQ4kdhixy8mP5Hry0w/eCz/79P3wocL51CrF2K5muxOc7b5yavWJ9rSDivtsgcu1uZnYthU5ljxW6B07vvyDBCgrm9thR8te91n9rau/FqQ4vI7qmVaYoE9uZqKdJQlnbiqMjwUoFrI8UggjtzXavuiVdBQBnwjaxrlbiBNdT0tgYtGIHVAcfkeKEp0LFqhk63JWIjm/ZYfi+iRhcRifYlkCk0roOFdno+jE4pNunFZZqSnsTjkKX1wtCQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQGH8CCFDGf4zp4QUSsJDjynQ1XJ2bDiW5gEQ3Ez20t6DEohGHk/F0Jz3kP6RtTbmirId6eL62Ge69WImuIItyLJmWo8kNiTLssmJhSxQX7KsjJ8eLGYlgHMrnpwrl8+P3b4XP5HrygYQnFodY7PF8dTPsNluhqWnX6fA+RTmmnDa5LQ7z49BDDr1jMcOaXEuerW3E/vpYbYtH3O/9SYu2dxsSmazF7T3dbmeymkqpEEME2cmlUJCri47zluBmf33M7yNg1YmSzxe5lwSLR+RQ0okhl/ISlGiZTyWJUXItuaAkBxTvE4erN2beXxt25WrSrchFxXVIyNKW44ldT6LziVxQLEyJIXnskEKCAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQmhgBPCCdmqOnoRRCwE8j8dC0sSYDi6bqEFxZNrG7thK8kQPmjwvBsv+ECcnCrLMBwfrEuAcrzV+GWRCcfd5bClEQeFos4TE1e9TvUzv7k5Rao3FHYnX/92d3w1198FD64uihhTC2KTl6pLY/lKGIhTFsiBItl5iQccYifA+Qh+6t/e15tcDuqapuPa+cVh9VZ296VoGQzbMjlZFdhhXysw5LD9Tg8j/u7rWmLZKx+KMv1JLXN4YLUNdJpCETtiARGGuBuUWFxLCCRUMliEp1IIdfWeeoQPI3tEDQdhUIaA4fsieoUvXajSkUVaf9OuRY6U3OhPTUfBShdTWcClGltruM4R1ed0zSWfSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgVEkgABlFEeNNg8tAUXEiSKPNYk8vn22EoUZdkX5SsKTl5tbcV10PzlmDyzaaFqMYkGG6ra4xM4qFrdY2HKQHsPHuyq3lPevLigsznyYVyibRqsdw9hkgpaV8Ovvn4S6hB43F2bVkuvh7tJCDPNzzGbt26wbBScNiUzsXtLUscpy1SjJUcVuKCW1RxKHA8UyqSL3xdsXtV/Wr6iYiEIUi3hcp7lZDkHqJ3BSIuIahSd663eInG5HhicKx1OTGKndVMUSndTLIa/wPKGleZcWk2hcLFbpOFtsYuFJFKDMRTeVbrkanVWCwvNoB/3Pxi+etP3NHYfpkyIfhz7Th9Ei4D8/EgQgAAEIvEmAz+83eTAHAQhAAAIQgAAEIAABCEAAAkcT4D7b0YzYAgIQgMABBBCgHACFRRA4LQE7f9QbrbCysR2+fvpC7h/1UNAD/AfLq+Hl+lZoSkzhbU6SHColiS/sNBLFJxKgeDo+599XWRYGqCbxyVwUotTK5bAlF5IXOv63z5fDbyQ++S9/+E51hvDnH92O29ihJB7jhG2Lh1Y9loY4zM6m3F0aKqd0zLKEMql0m951reb1dk6pWFxjwYOS62xJfLPTbEYHlY4afFJ2saKxffF59C6qh3TcfBUep9t79+90FdSoLaGJxCiuL29XlPqWhEA7cVlXYXscVqdTqqqsRuFJdD+pSXwyNRuXdeWIEp1VHOJnnNPJ/nTHmQR9G2YCp3xrGOYu0TYIQAACZyLA5/eZ8LEzBCAAAQhAAAIQgAAEIACBiSXAfbaJHXo6DgEInI0AApSz8WNvCLxBwIKJxytrwSFl7r1YUVgbuUlIJbKxsxuerm1EUcUbOxwyE8UlEpk4pM3NK7NyMalG4cmWHEbWFTpnS0IPu6JYRLI/WbhhNxJv9/3yq9iWhy9Xw/cvXsmV5WUsPe+QPA51c0AV+6s8ct7ikMxd5aXqrYY5tdf131YYoFuLc+Gawvx0JHDYcJv7hCQ59dGuJ0uzU+HTW1fD3WsLsc8W2TSa7Ri66PHKahT0WOBiMQ7pLAR6gpWeUKRb1LydZcS1LZ8au5wUHKLHIhUtzyscT3Q+ccie6kyWa7MSoUh4orJTlYOOts9C+Uh8MoiT6SzdY18IQCAjwN/iyc6EU2j5TnYAtobAgAnwNz5goFQHAQhAAAIQgAAEIAABCEAAAhA4hADfwQ8Bc8hi7rMdAobFEJgsAghQJmu86e05E+i0O2FZQhPns6S8HEFKpUIUntjJxAIUh9/ZkQDl+fqGnFV2M/HIAY4lFnjs7LbCy42t8M3T5WCxyR8ePQ9fP1mW+GQlvNrcjiKQshxHMgHK2a+g2j0BynfPX4Y7S1fCe4vzYaZaiWWatyjGoXQcDshCEh/V4pNpiXRuSGTz+XvXwwcSoMxIdONube3uqg/bEvSsh1db21FU476Rzkgg2uY4rI6uBHWeOVnWk5crSltOJ7JA0QK7orRCTiF4ovuJxScx5M586NRmQrcnRulWpjOxiuvsOdfECnmBAAQgMEoE/NHCl+NRGrHJbiuXQpM9/vQeAhCAAAQgAAEIQAACEIAABCAwzAS4zzbMo0PbIHBhBBCgXBhqDgSB4xOYrpXD9flZCTIWoyvIlZmpGHJnVa4m3z17LSI5KCRNWyKYZ2vrEpe0w3fPV+IztRWJTla3dhQiZ1duF7oCOEC4cvzWvb2l63y+uhG+lNDlzuIVOZ7MhHk5oMxJTPKTu7fi4Syiuaf22A3GIX+cLD65Nj8TfnTnZvj5p3fDpzevhZJEKS83t8Lztc3o2LIsIY0dX/qdU95uwQQuOcsDKD9o7Waika6EJ7liOYpQ7LzTlotPaDf1MDYXnU26XhfdTiRCsfjEbiilmgQs5UysEgUtrmsCx4AuQwAC40PgLO+p40OBnkAAAhCAAAQgAAEIQAACEIAABCAAAQhA4GwEuM92Nn7sDYExIIAAZQwGcdK6cFPuGpeRLJzY2qmf66Fj6B090F+cngqf3LgaPry+GG4tzIdZuYl0JBpZXt8KXz1+EcvoInLAB7lD83i7VxKcNBXGxvMHC0608wH7v9HBo9b3NnZbXuiYX8tx5f2rCwqpMx0+uXk1LCn0zme3rsVQROWiHF0kSlmRq4lDFFmv4HmH6bEA5c8+uhOdXtxeu578/uEzubZkfd3abcYQPm+0jZkzEOgJRjy+ckHpBofd8bIs9I4CJUlgotA65VoWgqcs0YmEJ6FSk/hELinFaug6VE8vlM8ZGsKuEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIDAmBBAgDImAzlJ3fhf/6f/8VK6+x//6bfhb/7u14eIOc7YpJ57RLFYjKFrLNr4b370cfjh7RuhVi6FplxN6nIvcYibf/rmgQQaazGMTRSWHOBm0pKLhUUhMWSN1x+wTSY+OURh0r/4oH33ddebb0ic8+hlCP/41f3oWGK3lT+R+4mdT9yfRbm4/OXH74d1bedwPAUJH6bKZYlQqnGdXVPs0vLts5fhV/ceh198cz98pbBBFtI0mnLk8EGO0ZZ9TWP2XQSie4lEJ1kkHolKPJELHQlLHF6nrRA8UaAit5MoOJEbSigUg11TUvied1XPOghAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAYHIIIECZnLEem57+z//h55fSlyev1sL/LgFKvzZjcA3JyXwiF8Ua78nh5Ufv3wj/+rO74aMbS8HOIQ6h83R1PXwjQcZvHzyNIWocfuegEDwWaXTb3aBAKmdLUexxzN5q20ajFV61t6OAxG4ttxZmw2315ersVLh5ZS7ckdNJW6F6tncboSVBjUPtlNS3cqkgyYNED9rnxfpmFNd8JecT9/OZwvpsK/xO91AXl7N1cWT3jmMzoNZH8ZOEJwVN5HXu2NWkJMFJZC4nFCe7pNgdZS/33FKytbxCAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQCAhQOAkgcOkEcqEoIcZUpRQ+Vdiav/rBh+HnEp98eH0pzNUqUaxx7/lK+MXX98PvHmbikx2FpInik2PqQy6iiwUJStyHRQlObszPxLA7DilkYUnTjixNl52w22yFdrcT+9XqOERQUfqGzALG21qUMlMthwU5plisUtf2zZaEERKvnJP65yLwnNMxBnQCGL+rsiNKDMnj0gviwqzt0S1Fy2Ppbb14QMfPjsArBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAwwgQQoIzw4E1q0+2McRnp+drmwA9r15O8HvjPT9XCTTmG/Fgha/76iw/DD+/cCNcl4mi02mFlazt8LUeQv/vjvfD102WFutntuVMMvDmnrjCnPsxNVYLD6HwiEc0Pbl+XCGU2VBU+yK4na9v14JA82xLO1BtNLevEftvdZapSjmGGHGooL3GDhSe3l67EcDzWODhcz8ZOCLvaTzIUNA97o9QnDtlbdoaJPWFJVJacoSJ2hQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEJpEAApRJHPUR7/P/8r/9n5fSgy8fPz845M1pW6MH/sViMbp9fHrravjZp3fDv/rk/fAn798KS3IRsRvIs7WN8K1EJ7+690j5cZx3aJQDQ++cth1n3M8impLC6Ny9tigBzc3w808/CD/54FZYlJDE4hK7mDx5tR7s4vJ4ZS0KahpyNSnKMWWuVo1CG4cd+kD7T2t7i2+uzk3LAWYx/KNcX9zXBy9Xw3Ox6MhBZZj6fkZ07A4BCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEBgbAggQBmboZycjvwff//rke+sHUOKxXwUmry/tBD+7KPb4a8//zD86M7N8N7iXHQNWdnMnE9+8fWD8Jv7T8K9FyvBwo1hC71jEY2FJA4f9K8kovnZp++Hz9+7HhoKu7O+VQ/3l1+FPz5+Eb589Dx8/+JVWNncimF4ShagTFXDjSuz4eMbS2Gr3pB7ylIUnsxr+U05qHQktnklDhbjbOzUw050T2mP/PjTAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAALjRgAByriNKP0ZegJ2DCmXigq7Uw0/kFDj3/3w4/DnEqDY+WRhpuYgM9Ht4xs5n/ztl/fCf/qXr8MDiTgciqajcDZxg2HppVxcZmuVKJpJ7ie3l+ZDQX1cXtmMwpP/9/ffhH/+7lF0b1nd3Am76ofD8jjcjkUo7ue3T1/GbPFKQeKcmwtz4YpYfHrrWtiSg0pLYpanq+tRiLKtsERDxWBYxoJ2nD8B/3GSIAABCEAAAhCAAAQgcB4EiIR5HlSpEwIQGHUCfA8f9RGk/RCAAARGmwDX6KM9frQeAhC4NAIIUC4NPQeeOAK6WLG4wuKTa/Mzcv24Gv5SIXfsfPKZhBZ2AmlIXPF8dTP84eGz8E/fPgy/+OZB+N2DpwpjsxvDzwyb8EIakhhq56PrS7E/DpszXSnFftj55JffPQz/9M3D8C9ycNms74ZWFI+8ffdgZWM7vNzYCoVCXmKW+VARo9naQri1IBeU7q3w6OVaDEG0s9sMO3JK6RrE29VM3ClFhy+QAOfbBcLmUBCAAAQgAAEIQGACCfh6kxvcEzjwdBkCEDiUAN/DD0XDCghAAAIQuCACXKNfEGgOAwEIjBsBBCjjNqL0ZzgJ6Eaiw+5UJM5YmpmOoXb+/U8+k/PJnRi6xqFo7G7yZGU9/O7h0/D3f7wX/vMfvg0Pl9ckPmlIfKIrnSH84p3THdJbciv50fs3o4CmXCzEZm5IbPJ7iWj+4ev74cHLV9HFpN3uqA8Hd6Ku0DpPXq1HN5Tf3n8qEUs5Cltq5XL48NpiuCNXlYWZqbC6tRND8mTVHFzXcJ4AQ9Yq0A3ZgNAcCEAAAhCAAAQgAAEIiADX6Sc/DRDtnJwZe1wOAf6+L4c7R4UABCAAAQiclQCf4ScnyDX6yZmxBwTGjAAClDEbULozhARkE2Jnj+lqOYo0vrh9Izqf/OvPPgif3Lwa5hTCZlsCjGerG+E33z8J/yjRxn/99oFcUJ5H4UbXwo0hTTn1bWG6Fu5evRKuqHQ/m3I5Wd+uh4cvV8O95ysSjOzI+aQl7cnhV2pthdjZUX4uBt8+Ww7vqz6H3pmuVmKIH4tPfJxnEvDkJeTpdtuHaVmGlNQ5NMs4uZA7B7BUCQEIQAACEIAABCAAAQhAAAIQGCCBw2+HDPAgVAUBCEAAAhCAAASGhADPLoZkIGgGBC6PAAKUy2PPkSeBgAQC+XwuTEk4cfPKXPjJB7fCf//Tz8OffXg73Lm6EJ0+mp1OFGv84usH0THkH776PrqBONxMV64o557OeAi7lFyZmgq1Ukl6iJwcW5rRpWRNIpQtOaFYkBLFJ8c4joU4dkJ5sbYZ7IrSEZu8RC61cknHqIljORQlcjGXtv5NfHqHqGfi2QAAAhCAAAQgAAEIQAACEBh/Asf4njn+EOghBCAAAQhAAAIQgAAEhowA1+lDNiA0BwIXSwABysXy5miTREDik0KhEB083lucj6KTn316N/zFx++HD68vBoerWd+phwfLq+FX9x6Hv/3yu+iA8u2zl6Feb7zTMWRoMKqPFoRUysVY2pCjaTcTiUcazVYUn7QlIjmulXRDTil2T9mMwpVO6ESBRU51F0JVIpSySgtScP7w1ZuziZMgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIXD4BBCiXPwa0YEwJODxNpVSMzid/+sF74X/4ix9G8cm1+Zm43A4f3z1bCf/P774J//TN/fBrhd95vrYRdrX8XeFqhg1X1INYE9LTQrjtHTmUnKYP3q8hxxSLWDrdjupwb7uxbjvJ5HL56LIybAxoDwQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIFJJ4AAZdLPAPp/LgRy+XwMu3NLzid/+cmd8G8+/0jhd94Ld5auSE7RDcvrW+Hrpy/Cf/3mYfi7L++FLx89C49frsawM9HY4lxadQ6VSiCyK6eTTTm2uHTfLLqZqVWiY0lJLi8FCUeOm+ym4nA7FYXzKYhhErW0Wp0Y2scOKW0JU0aK0XE7f47b5aKSR0IelXnxK8iVpthtq2xrXssENNtGQqJM9fO6NXH4cnvIOxqUjoRAbWWXLY1TO1cIHZVdzZMgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIHJJIAAZTLHnV6fM4GChBQLM1Phs1vXwn/3kx+Ev/7io2DnE2sxNiTW+Pbpcvi/fvn78IuvH4SvnrwIK5vbMWTN3lP+c27foKq34MTik+X1zbC1q7BBqtjik6tzM2FuqhqqEpIU84XMHmW/sOGARli8sjg7Fea1b7lYFC+JGlSpQ/q82tqOoXlabYfmkQiFdDSB5CAjXhaeFCU4KbebYaq5G2qthvJuKHdaUZAShSnmGvfpq3pPP5SJUBqFYshySWUp7BTLypVYtnTekyAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIDC+B/TdAh7eltMwE9m5QgwMCEIAABEaEAAKUERkomjk6BBx6Z7pSDl/cvhF+/tnd8MWdG+E9OaHY0WNlYyv8y/2n4R++/j788ttH4RsJUV4l8Ym6mDumW0gMbzMM18lqw8ZOPTxd3QjrO7vB4pCKhCOzEqG4zx9eX9Cydqg3m3FdV84bByX3Oy8+C9NT4eMbS+H20nyYrpbjptsStvgYa1s7YbvRUHgfh+YZhs4f1JNhW5Y5m9jppCShSaXVDDPNelisb4QF5Su7W2Fa815X0jgVVb7tgJJd4HftfKKL/e1SJWyVqmGrXAubKl9VZsJqdUZuKLnQkiCFBAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEBgOAlwX3k4x+VdrfKYIUJ5FyHWQQACEBg2AghQhm1EaM8xCAzxRaIewltMYfePv1Donf/2Tz4N719dCCW5RjT1gP/Jq/Xwn/7lq/BfvvwufPvsZXT1aEtMYfHFSZIdQLodcTiTEOM4HL3N4dvZAWVteyc8XlkL6yqbrXYUoDiMzofXF8OP3r8ZXUu8jYUkzVjdvvrELC9mlVIhXJdLzA8l2Pno+lKYq1VVe1f17oZViU/Wt+sxRJEFKGfr90lIj/a2vix3eB07n1h8YrHJld3N8N7my5hvbq1EEUpVbigVOaPYHcVOKG8m1aL/8lCJYXfWK9PhlQQnKzXl6myoTDcVeicX6nJC2XpzR+YgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBdxLYd6/0nduyEgKTSoC/k4sdeQQ/F8ubo0Fg/AggQBm/MaVHl0jAoXeuX5kNP3jvWvj89nUJKRajkKIt0YRDyCxvbMdwMqWCxRazMdTMaZq7LCcVu6l0JEI5zFXkNPW+3ueYF3QSwLxY3wpfK4zQ989fhafvrYebV+ZCrVIKn9y8GnabrShKkSwnPFpZjaGGLFJxu50sPCkVC+Hq7Ey4e20h/MXHd8TuuuqYDWUJUp5KsPPHxy8k1lmOIpR6o4X45PUgHTFlxnZA6USHE4fbmWnuhCv1zXB1ey1YfHJnYzm6oSQBikUoBwlQuhagKByS81pjOtYzJTFLTaF8WvminFBqUZRyRINYDQEIQAACEIAABCAAAQhAAAIQgAAEIAABCOwROOY92L3tmYAABCBwEQT83oQI5SJIcwwIjCsBBCjjOrL061IIWFjy4bXF8NMPb4dPJcC4ITFGUe4mm/Xd8GJtMwowphRaxmILh5lJQoyTNvb3j57FOhsSeCjqzTmlo78AORTOi7UNCU2a4aunL8Lnz6/LyaQYZqpXYv8XpmsxXI6FJgVl93dLTigNiVAsjigpXI9D7Xxy62r4d198JAHK+1G8szAzJdeYfHiyuh7+9st74XcPn0UBigUtpEQgE5ikuQNLu+tIgGJnEwtQZhvb0QFlsb4eru2shRvbr8LizkZ0P8kcUFqhsM8BJZ4FcjhxiB0LUCxWcX0pb5SnwovanEL4eGyOPmcObCcLIQABCEAAAhCAAAQgAAEIQAACEIBAPwFuMfTTYHqYCfCMdphHh7ZBAAKnJsAH8anRsSMEIBAQoHASQGCABCy++OzWtfCzT96PTiB29/B3EJcWVXxycykKLrYkSDlT9BxV+mD5VRR3tKOY46ydOP3FRFuhhSyw+VIikSg4kQjBIXjmFYboigQof6IwPFMViUxuXI0hiBxOZ6fRjALaqnjNT9WiIOcLOca8v7QQHWO26o1wXw4vv73/NPzL/cfh4fJq2G40go9FMoHjjVdO2+XlvmOxyLTcSuZ2JUCpb4V5lbPOjZ0YlqfcacUwPQ7Vkz/kxLQApSsBioUsnd3sm3VBdT+fvhLshlJSHSQIQAACEIAABCAAAQhAAAIQgAAEIHBmAse77XHmw1ABBAZCwOcrIpSBoKQSCEAAAhCAAATGgwAClPEYR3oxJAQsQPni9o3wrz69G67Ozex997DQwo4ntxZmw4/lAtI55CH/cbvx4OWr8P/94bvoJFLPScxx6voG8I1eVbQkgrEri4UlcxKeOAxRXoKFJYluPldIHYty7HqyIaHKczmmWGDisDx2g1nUNrO1ShStFOQW4/T41Vr41b1H4Z/vPZT7yVPtsxkaclnp9kL3HJfTZG/n8Dvd6GhSkTvJtEQic3JAmd/diqXFJ1MSpdTkaGKXlLzEKt7+sJSt60S3lJw2s1ClrHpdn+spSbxCggAEIAABCEAAAhCAAAQgAAEIQOAAAod/3T5gYxZBAAIjR4C/8ZMPGaKdkzNjDwhAAAIQgMCIEECAMiIDRTOHn0BBIWMsNLGYwiKMYiGn8Div4+P4mtoCC2125uTwNK+rOeU3HO1mvYHD6LQl7HC2MMZt9rKYjlm1N9/YqQcLY/7z774N69v18MM7NxSG51q4vTgfFmenQlWuKHaCKSs3mhIrCIin7Y7iVG+0ojjlezm7/F6ik998/zh8+eh5eCknFAtbEJ9ETK9fPDbv+qLWGzuLS+xO4hA7UxKbTLXqUXTieYfNKXbbUXjiqt5VXVyngbbrSTm0QqeVbV1tqR47p/Sd668byRQEIAABCEAAAhCAAAQgAAEIQGDCCRzz3sqEU6L7EIDApBE46t7mpPGgvxCAAAQgAIExIoAAZYwGk65cIgG5fRQKhSiyqFVK0c3Dj/Ob5xQyxmKRTCRylrsYWR0WnLTbndBStgCls1f3CXhqv93dZnguYcn//duvFTbnSfirH3wQfv7ZBwpHdDcKT2bkdlIuFhWWZ6pXcdZ2O6E4hM/K5nb47YOn2v8riU+ehD8+fh6FLI1m67Ug5gRNmohNjxx+uZrI2cQCEQtOqnIqmWo2QlVCFLuXeLkFJcdNlpwU7JbS1rkTd+rGeqMAxSqkI9tz3COxHQQgAIFJIsCb5ySNNn2FAAQgAAEIQOAyCbzrZxeX2S6ODQEIQGBCCfB1eEIHnm5DAAIQgMC4E0CAMu4jPI79G8oLUzmHSMBht47/+IvfhfsvXunBv25snNO9jb9V+J1XWzvRNWTvof8Juaxu1aPQY2NnV44jz8K0nEisIXAonWerG2E3Cj90Ap2g3q7EDLtyMrGY5F/uPw1rckL5g+q7eWUuOsNMVythqlyWO0w+tCVkcFieHQlX3Ia17Z3w8OVq+Obpcnj6ar0nPmln4pMTtGEcT/m3+nQcHt5G2aFz7E5SlAtKuZcLcj2xM4rFKSdOqs+ndRbeR3VH4UkmdDlxXewAAQhAYOIJnOJ9eOKZAQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAASGlQAClGEdGdo1WgT0/KgtMcXL1c3wN3/7q/A3f/fr822/Hvrvhck55ZHWJRL5tUQsv/nuUU8o01PLnKVucehK2LAjQcmXErX8UTmnWEEOvTM3VZP7SS0szU4rVFEpusM4bM/Lje0YvsdhduzCEkPtWNRAOoKAGb2LUyYKyYQibQlQ2jEUj8PxFCVIyWvf0+ijvI/9T1zvXt5rx7vac0R3LmT1aXp8IQ3jIBAYIgLD/nc8RKhoCgQgAAEIQAACEIDAiBHgWvfiB4zv4RfPnCNCAAIQgAAEIAABCEDgcgkgQLlc/hx9DN/9aFsAAEAASURBVAlEYcioCCgsNvEYvH4Z3Ij06pYeJTQlzrHYxOXmTiOU5IBit5RGqxW2JTypK3RPS+GKMnaDawI1ZQSS1MRl/+22/unJYOUec/NrMsaaXp6OwOS9K5yOE3tBAAIQgAAEIAABCEAAAscjwPfw43FiKwhAAAIQgAAEIAABCIwPAQQo4zOW9AQCw0lA9xo67W6otyU0qTfDatiOEoDkwCF9ShRFJJHEcHZi9Fv1mq9EKGfWYLiClEeNDQ/YR23EaC8EIAABCEAAAhCAAAQgAAEIjDIBvoeP8ujRdghAAAIQgAAEIAABCJyUAAKUkxJjewhA4EwELFuw+KQcS4lTVGa5G0vflkgZtwrBOEPKOOZCR3GQ2vlCaBeKoaMccgXVqthIp0hRyJK0JyrzuZzGMhf8YeLF3FY6BVR2gQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgMAYEECAMgaDSBcgMEoELD7xG48FKJZBWLBgAUp7X/Yyr33t3BEX8HICAjlJQnISiHTzoi4BSjcv8so5TeckSvG6Eyft4jHpal8LWyxAKSl7TC1p8bghQjkxVXaAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAwMgTQIAy8kNIByAwOgQsd3BO/hsunSxY8HTmhPJajJLNW4SSbZNKnFEE5IhkMUhNeV7ikKtyPLlRKIXrxUpYLFXCXLEcasVSyEdBish3e2Rj+a6KLTwphI4ELC3Vsau6uiqLhUKYkhhlTtU0NMANVdFSdq1jlcauQ2M1OnQmEfCbLAkCEIAABN4kwGf4mzyYG04CfIYP57jQKghAAAIQgAAEIAABCEAAAhCAAARORAAByolwsTEEIHBWAhaa+I3HpXP/fVY/G3C2G4oFDC4tQknuKEmg4q1wRhEYpcTPghNPJ652mFnQgutaeluCkfcK5XBDgpGlUlUClEqoSZBSULYrSq4rwl3RjQ9nDntCo8okZgl2UpF4pa26mqWapiuhpDqiAEXH3NHueW1W1/RYilDULxIEhpqA/4T1N0iCAAQgAIEegcMubQAEAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIDJwAApSBI6XC8yfAXeTzZzz4I/h5qEUSFki47BdM+I3IgglvY7FJUzm5aPSLT/qnLUHxmWBRyqSeEWZZUufnVM6LgsuU5zW9oHVLEo0sSWhi55P58lSYLdfDdLkWKsoFLcu1mzF3O6Kbk2TkIJgWnmh0HLInVyiGvIQnhcp0KFWnQ1VlTSKUKQlTprWzx9JtKmt7i1A8jh43jxMJAhC4IAIH/R1f0KFH9jCIdkZ26Cau4fx9T9yQ0+EJIsDf98kHm8/vkzNjDwhAAAIQgAAEIAABCEAAAhCAwDkTQIByzoCpHgIQeE3AopMoUFBpwUmpN19ROaXs9RYrWLSwq2whSnJCSeKT/nlPOycRyrjes033Vc3HSb4lkd+UOmxu1zV/PZaeDuGa8pKWLUgEMqvQOBWJRsp2KpHopCjBiHNeYpTgbOFJqxBFKKGtEDsHheFRA3Kqxw4oOYlP8q6jNhfK1dkwpel5uarMS4CyoONuK3tc09juaNpClCRCGdcxUhdJEIAABCAAAQhAAAIQgMBFEvCXi/Rl6SKPy7EgAAEIQAACEIAABCAAAQhAAAIQOJQAApRD0bACAhAYFAHfE7R4wqKEqvKssh06ppUtPnHud0CxWCGJT1wmR5RUWqCScr9Qxfcf+8Uooy52MDe7nJhNymb1vvIH6tx8Tq4nKue04awEJ3Y/mdX8jEpni1OqEo3kFSInXyyHfMfiEVGUeCTXakhsIlpyQelqOrQl5bEbyiEClHhnVyKUnAQnoToj95PZkFO+qro0ExoSuZj3Y+XnynnNJbGRx93j5DHzGHo7EgQgAIGhIsAb01ANB42BAAQgAAEIHJsAn+HHRsWGEIAABCAAAQhAAAIQgAAEIACBiyCAAOUiKHMMCEAgihEsPrEwwk4ZS8oWTNSULVCw0MLJ9w8tInG2u0m/6CSJGFw6J3eNtI2FK87JGcXTSZCiyaEUPqQf7LlM2WIdT5uLhSdmZDGJS+efCNJfqjcOsWMhT0VlWTvEUvPeL4k/5G0SugXR7bombSjHk05bAXskNOlaNLI703M/EbWO8kECFO1p95MoI6pMSYTiPBPD8CzW5kNVTipN1eXkcTR3u554fPrb4nknj5eTWkOCAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAATGhAAClDEZSLoBgWEmYEGFnTssPsnCw2TiE4sqLIvwG5HlDU4WJSRhQhKU9ItKkrjEpYUMSXySSrtsJIFKf+nlSYyS6teiS03us/tuBs7JDSY5wqT5tD5t86G2/YE6MaUKLEix6KOgeZdm7ezpnEPmeE7hcbIFZqtlMZRONXSnJF9p7YZuW2S6otxxuY9OGhjVF0PwyEklp3A+eeWu3FMcxqckQcrtfCmUta/H2OKihzrGU5WpTUlM4z5YnOLx8BimMdEkCQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQGGECCFBGePBoOgRGgYD1CxYf9DufLGr+IPHJ/v5YCuFskUISKqTpVFqc0i9EsejEAofkwNFfJtGD90n7p3rTsbRqoCnpNywK8XQSiCQuFpkkZ5P+MvGxYMNv1M4Wc7i8oXxbZEqq0fPpGJqM6Y356FxiAYqW5hVCR2KUnJ1P7GKikDtdOaLkOup9FJ6IhkH0pzcri/tb0OJ6pELRfwlPCqVwXXU6pJLzFeWq6vEhVzS9qpzGwe31+ZDca/qFQVpMggAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAERpSAnwWSIAABCJwLAWsXkvjkuqYtnDgo7M5hB0/ahyTaSNoIl/3ZghLnfneUfoeU5I7S74hy0LTFEOkYmjxzcvv9JpucS5KjiUuHI3LpdSknl5D+MjmI9AtYvL238brEKJVa9Fay40ncOqdalLsSjuQ6OrpEJzlLcWKn9fKuzu8dQBOuL9ZlN5WszqrK1J6sf91wVfV9r00f6OgvdCRX723MJHFJYiGPkcVAJAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAYDQJIEAZzXGj1RAYCQIWTdj5xI4nV3ulHTIsULAQweuPStY9OL8rWdhg8ULK++e93IKUJDpJoge7cPRnL/d2+x1SvH+qU5Nv6DRS+1y6P6lfadpCk+Rs0j9thxNzsJDEb8Rpe++fspc5p/6nsn+9Vu+t9/TBSXvGnV3KBcUbuZIBpv5+uF8e5wXlisCVdECLZtzPrV7p6bSPm+JxSAIgs3YmQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACo0MAAcrojBUthcBIEbBwoiYZgZ1PbikvSPaQRBcWHEQRhMpBJNeVhBquu1/AkKYtIrEQJDmjpDK5o6QwPkmk0l9aGOF5l84WqKTk42WOH69dTZK7iZf3u5tYcJHcS5Igw/untqfS/dmftWgv9a/bWzjAiYPEHz7mUcnbuI/uh/uVPmBmVOGVXDfMa9l95WXltI23T9kCoIMYa/GA0nF6MaBDUQ0EIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEJoxAej44Yd2muxCAwHkSsLhgWjIQO2DY+cR5VtnCDL/peP2gUxJlHFZvvxAlOaWkMoXwcWkBRL9DioUnnt9falFMyd0klf0uJxaguL+pzxZlJMFJKs0iySJSqUUx7Z9Py8+zPEh84uN5+XHa098v99viEruhVFVBTRW4vxbfrCvbDcVcEyNvaycU1+HlHo80bpokQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACQ0zAz/1IEIAABAZGwCIFCwyuSa5wS6XFJw7Dk8QnxxExaPOBp3TcJJBIQoskcEilnVGSO0oq7Y6Spi1Q8Xza3311Ti4e/dN+g03H02TP1aTbK3O98k1hR2qnt7+olPqSjrd/3svdLi8/Tvu8jfudSrPxfE0V+Fy4pnxfK5+qXFN2sjAlCVYsPrEQJTmipBBIWnTGdFDPzlglu0MAAhCAAAQgcHkE+Gi/PPYc+fIIHOeC/PJax5EhAAEIQAACEIAABCAAAQhAAAIQmHACCFAm/ASg+xAYJAHfC3WYHYdacegdCw08bXcQv9mch/OJqj12SvdqU7l/Rz/DsFgiOaO4tAtHf5kEKlocBRnuV+pbEpukMrmb7D9emk+l67qstP+5jefTMpf9bfT0/mWHtdvbmkPKnrc4x+eCRSgVVWRHFItQXinbDcXbJp5p2kKUFPZocEIUVUqCAAQgAAEIQGC0CaQLltHuBa2HwMkJHPeC/OQ1swcEIAABCEAAAhCAAAQgAAEIQAACEDgzAT/rI0FgxAhwt3lYB8yigSVlO5/YASWJTyzqsABh2FNqo/th8YjPNL9JpjPOZRKnaDIu7xeZpP1dvp7O9s78TrxX/5TnLy6lfvQfcf8yz6fs7Tyd+uJ5T/fv07/O6w9KZmThSRKVODSRw/IsqaJ5VfBA04+UzdbbejufM8lNJoVEshDFAiASBCAAAQhAYOwJ9H/Yjn1n6SAEIHBiArxHHI3sOF9Ujq6FLSAAAQhAAAIQgAAEIAABCEAAAhA4IQEEKCcExuYQgMDBBCwwmFO260m/84lFBBYVjEpK9ylT6Xbvv7/r+f5l3rZ/3vu8ThacZGv76+yffr3t+U3tb1+aT6WP7OmU0/xh7UzLvX2a9j5vpXwu6H/IxzIXCjoZKpqe1rJZl8qLWnYtlwsbKtsqHeKo0e2GuhQpOyq3dZBtl5p32dB8s9MNLZUtzbe03KUWhY5eVJAgAAEIQAACo0uAD7LRHTtaDgEIQAACEIAABCAAAQhAAAIQgAAEIACBCSeAAGXCTwC6D4FBELAAYUH5PWWLT64oOxTPqIlP1OQD00ECCy/z86GD1u2vJHmeHGfb/fueZX7/86uD5tMylyn7mGl5mnbb+7OXO3lZ/7Zv9FEzuYJ6X8wrS4hSyoeipqslCU9Uzilf1fJPtHxT07uabqm048m21CXb7Y7KTtjU9Fa7G9Y1vaFl65p33tS013m7HZfKu2pMR2IU/SdBAAIQgAAEIACBISDARckQDAJNmEQC/OlN4qgf0ec3vq0esS2rIQABCEAAAhCAAARGkwBfBEZz3Gj1uBFAgDJuI0p/IHDBBBxOZUY5OZ/sF5+M4y2eg/qUlvVf3qRlHpL+ac9fZOpvU5p22T/t9vQvS+3zsth2OZNEKxs5luScNRvL3rRtTnJyMMlphZdntieal6AkCVByEpqk6aDlHeVZiU7aKpu90tMOtbMjUUldgpJ6Epeo3NL8lsoNlc4WoFiYksQqFqHsaN7uKHsOKdEpJXNJafe5pSTXlIa29z5t26eQIAABCEAAAhCAwEAJcH0xUJxUBgEIQOBMBPa+3Z6pFnaGAAQgAAEIQAACEIAABCAAgXcTQIDybj6shQAE3kHAwgQ7n9xSvt6bnlZZkWRBWoQziS4Oul3v4w1TOqo9R60/j77s55bm+0tP98+7HWn+oDbFdQWN556AJC83E42xxCIxazoJTexyYreTNB/sgGJBSq+0SCWbzodub7qr9c6ZaEWCFG2SQuskMUl/2ZBYpKGwO7sqnT2/q/mmBCbNnqAkOqJIoGIHlShQSWVcZtGKlmvbV7vt8Hi7HXZUBwkCEIAABCAw/gT4vBv/MaaHEIAABCBwOAE+Bw9ncx5rLuOuyHn0gzohAAEIQAACpyXAtcdpybEfBCAw2gQQoIz2+NF6CFwagX7nE4tP7Hxi8UlZshNpFQaW0iWab1t4ethvX1xmOxOrd5WHrUsDFl1NegISi0tyPXFJFJZIXJKJTjKBSX5vuyQ4yUQpUXwiwYldTuyUEoUlKu2OEgcwTVt0ov9Zzqa9jdtoPYhD6aRSWpG++RDsZpIJVbJpmZ/Ebb28ro2dk4uKhSY7EpzY6WSv7AlRliVAubfRDI932uGlpjebndDSQVUNCQIQgAAEIDBmBPhwG7MBpTsQgAAEIACBISfgaw9/6SdBAAIQgAAEIAABCEAAApNEAAHKJI02fYXAAAnMq67kfLKo6X7nEx9mELcYfKsi3a7oL12/0yCOkdU02NeLbJe59Kc07zJlr0/TaX3/Pv3Tdi/J14qhOFUMBeXitMrpkhxPes4mydFE4pEYciev5RaS2CElLtN0X7k3SFr8FpeoTuk7em8DF9avqObY8G5vT8lCevPZPqlPnkuCES+zgMQOKnZJiaF4NC9dyV5onobWJUeV5Xo7fCMByu9WG+FXr+rh4VY3rDUkbkkVZofiFQIQgAAEIAABCEAAAhCAAAQgAIETEzjqLsSJK2QHCEAAAhCAAAQgAAEIQGDICSBAGfIBonkQGDYCdj6ZUrbryZvOJxYMHCAy0LKTpv23JzxvUcL+5f31ev2kJAsxzCLxOKg8bH1a3rX4IzqYSHAicUlBbiUFl5VCKEiAUqiptAjFpeaTq0nUjPjF/w09TmdilDhIe+u80uuz4jSvcVe9vK7ijZlDq+xIANMRHRme7HNQydxS7KoSHVRUXqt2wqz6Pad8pZyPYpTvN5vhmYQpDs/T9sYkCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEDgSAIIUI5ExAYQgEA/gVnNJOeTq5q2GKUmiYADp2T5tVygf7/jTqfH/alM++2fT8td+oj968/Wgv6ah2m6v4dZf9MSl/un++f390JmIKEttVBXgguLTPJyOSnK5aTqsirRiUQoea3LSZSRQu9ElxMrjJT2+MaJvbl9K7PZy3i1IYvPSLuoOHW72URiEpeZmP7Pq58z6uc1iWw+ni2Fr9Yb4Zcvd8NvVnfDtsL2bCNAiQx5gQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgMBRBBCgHEWI9RCAQCRg5xOH2UnOJwu9+VJ81J898LcAZRAp1ZLKw+r0eksL3rVdT4NwWBUjsvzNHnouZXfAgpKU25p2jiITlwKQsxKjkDmcWFASLC6x+ETuJhacFCW+KGm6VNW8xSdyQ4mOJ9o0C68jOUfP2URVjkTqH/fo1PJWqw0mhKrygliUpVqZVb8rYlVWWCELU5bE4uFWS24orbDZ7IbdtnxV3hyKt2plAQQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQmlQAClEkdefoNgRMSmNH2N5VvKF9TthjFzidvJvtODCYd7zl/FormsCO6Lf31HN22o7c47FiDX97f8te1p6UuU05ik6aWNZRdtlIp9YXFJHkJTMpyOCnJ6aQ8U5LgxG4nEp1YfCFRSkm5qO2KDssjMUYUnKiOmIYJS2rTgMqi+Eyrz5V8NwpQPL1QLoT3pgrhQ3H6zavd8F9f1sPD7VZotC2xSiMwoAYcu5rLOu6xG8iGbxAY4z+aN/rJDAQgAAEIHE2Az/CjGbEFBCAAgYsiwHX6RZHmOBCAAASGmwDX6MM9Pvtbx+f3fiLMQwACEBh2AghQhn2EaB8ELplAWcc/yPnEy9OlXyrP2tRBXfq7Hrepv76D5t9ub9rz7TUXuyRruV/7c3I52dDyFeU0n0QnuxKONOx2IlGJw+cUJKQoarpioYlyWaITT1clRqnI3aNc0noJLorar6D9Chae2PXkYMuQ0yHIuiLnEE2kzniiN7233LWnbTwdTyq9uHSh7CBP/p9F1JEYRNNOXuc2e/Y0Tfd+FqK477PmpumSWExJkDOtvChW32w0Y36y0wovlC/WCcWwSKNFwGPWO0FHq+G0FgIQgAAEBkqAz/CB4qQyCEAAAhCAAAQgAAEInJkA1+hnRnjhFXCf7cKRc0AIQAACZySAAOWMANn9EghwjXih0C0+Sc4n1/U81U4oU8rZo9XXg/H2o9a3lxzc8Nd1eP2bcwfvcZyl/fW4JUfNv66zf8u09Lh9SdufpDzoeFl7vSa5m6TS4XXWlZ8rJ5eTuqZ3lOsSkTQkOinPSGgi945ZZ7meFCQ8qUXBSS5UJaiYksiipm0dbsZiCw/mefUwOoaoI92OXqJixjNa6vkDl6sjTm6TRCCptNikq/mu2puVqsPTWp7X8nyumwlosr1P/GoM0uKoDvHRJ6OdUK5IvHNDIYo+nSuH36/uSoiyG/55pR5eKiRP+2IVKCfuDzsMAwGd4KQLJKA/YBIEIHAMArw3HQMSm0AAAhCAwNgS4HPw4oeW6/SLZ84RR48A702jN2a0+OIJ8Hdyscz5/L5Y3hwNAuNHAAHK+I0pPYLAQAi85Xyiaw6LUUrK/Zcfh02fpRGDvpzsr8/tfdd8and/v97c4+At0tKjyuzYWSAXT6dsbUb/tOeTwCSF1klOJxZgbDlcjkQlRYlJKhKdVCWWmNL8oh1OJJqoyeVkRtMxe722s9OJs909NCvRhkPtHNXiN9d31bDXriVqcWp0z70k02Vky+N27Uxs0m2p9HSrE0spOOJ0Vmr7tpbHbdxztUvimBgKSKVUMnG+pxAJHbW/o2UptzTtbCGK94v9ci3a1c4o6mpvOuuz+2+3l7S8v4cJR1nrkxtKzcoUpUohr/A8+XBTbB9ttcJjheVZb3bCjvpEggAELpuA34zSX/Blt4XjQ2BYCfjvhAQBCEAAAhCAAAQukgDX6RdJm2ONIgGu0Udx1GgzBMafAJ/f4z/G9BAC50sAAcr58qV2CIwsgZpafk35hrOe6b3pfDL4bvmSJuXB1/66xv6vdX5UuX8+benl736UefQWqa43y+5e6BzLFlK2s4mnXaa8q+m6DmN3k+hw4nnlVSknHpZyYU5WHXY4uSWnE+drmr8pt5MYOkbrHT5mSuKJqoQTFlScNUWNiV46Eo8kFxMZj6jhelHjM5cTCUu0TXI8iYITCUs6zXboSqzRaUhoorI/B8/3lnu9hSN5tTmnPuTUB4cTill9cdnWspg13dKybZXbXudtVVqIYmcXC1GkR8nme4KbkhbUtF1FzY4Cl0OgJLGONDxhTvWb5XXN3BHjH8yVwj+93A3/8EKjIhHKjtpPggAEhoGA35BIEIAABCAAAQhAAAIQgMBwEeA6fbjGg9ZAAAIQgAAEjkOAz+/jUGIbCEDgYAIIUA7mwtKhJsAH33kOT0myCzudJPHJgh7ge96OKJYwOO9PBy17U9qxf4/hmO8/k9yH/nm38Kj5tMX+7dK+Xp6yJQqetrjEzibR3UQLkruJSwtO7HKSyq4tOuzUIdFEQdniiarmP7sxFT7/cDbM1kphWqKIRTmfLKhcUnlFbicliSYylxPtE0UYB4+Qaj80STMiXUg3NCQ2iaWmYymxxa5EIgU5lhTk/FHW+pI2zqvMqcyWa2etD5qPrid2N7FoRXXEeQtWNG+RSs7Le+ti6Wm1udMWqZYdTSRIsXhGOad+uYwheFS2ncWkqbIhVq80varpbZUOR1SWiMXMysouS5qfdlid6VJYkItJFKJIWOL1+n9g8hBYjGIBioqY7YhivlfF++v1RvhqvRkebTfD0x2NqppPgsD/z96bNjWyrFuaAZpAYk6mzNzTmW7Vt/4H/f/Nus3ayu4tq7rDOXX2kJnMk5AQGvtZLjkZCAkESCDE8r09PSIU4eHxRHgAepet1wRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARM4D0SsADlPd51X7MJ3ENggQj6B2Qm2+wj55Nl2iJVgfghMXo+uf+zsMM9/yhm/5Jx+0HnGmVb/z5xXW1cjpcpoYlEJ+mqbVFwUucAuZmkq1xOqtQrQFfpMYsQQ2IHOXCsICwp0q4ioPhvO4vJ//2n5WQpR6odPpfjiZxOiggsFoYpKej3vnJr/KxIbFJBbHKJyKSiynIFQUm11kwqtVaSY71ALSJGKTYkQultYz3P+hyfqUZXlGHn1jMVny0tqyJNufOsaXt/EVsxVZVw55Cd/kndh9MJPAq0C7AJFTeVAsvrOMTUNtpJs51PVhCQLGOFMj+HuARug87BLUikewl8s9wD9lvjHmxx7N9W8sm/nmYRAF0n/88R54cLV8x/lFtAtcHFBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABGabgAUos31/fXUmMDIBvQzkdLJJGH6X9gOB97TzyaCOFLCPddDn07RNegC5jkTBgsQLaaFA1AuojVX7qKQ/G7Yej4mf6zzB5YRWopNuxVHkZvm7GKWDyiG6nCwjIllD5JClFhBRLLIu8YNaiU3UfiINzE+4eBQyGdw5vrudaPmxRYYjEptEl5M6y3I9OUdIcnTdSvZx9ThAdBLaq1ZSJZWOUs7I8STLvstc6CrtJnULYFts/0AtsK6ap/8cgwrmJUMGJ87xOYpteldtE1+16aI+VSSQ0rJEPWoXEcoscO4T2qP5VpLBrURVTib7+UZywjX9sVRPPq/mk11SF23CUwKfBfhqH+3bfy66DUXOJ103lK44iEsN6+sIUn5eyia/V+ibelZvIdrRU+BiAiZgAiZgAiZgAibwNggM+w3wbYzeozQBEzABEzABEzABEzABEzABExABRRNcTMAEXpOABSivSd/nNoEpIaCvWheoG4Tdo/PJCuuL1GHCgXF9PfsSvwroHBI5xDQ3SnGj5Q4fxPOrjVX7xhq39e/HLjdl0D5RdKJzdWtXfCIBCpllghAGj5CkxbLSwyzLrYO6Qv6cFRw2tF7qCU4kepAwIrTsv4OLx2dEE/Pzj1Oc3FxDb0GNhCdVHE7kdHKJc8kl4pJL3EwOEJv8UW0mv102kl8r9eRXtZfN5Ip0Ok2pLnplmWtYZ/lPjOtPaqk/sU3OOaqrLC/R8nFwOqG5Vb731OWv/fqr9tG22MYOdPWqekb1/Gq5xE55pQdC+1HmBpfZJiGQ7qeOF8ev5XryFQHPBSIRiWkaXE+z2ElWSWMkl5kwVvZT2190vCq7JqvsK0HQNisSBf3LSi75f49q3KdrWHWSGuMAL8+ZzuxiAiZgAiZgAiZgAiYw3QT0O9ug3wCne9QenQmYgAmYgAmYgAmYgAmYgAmYQCTg7+IjCbcm8JoELEB5Tfo+twlMAQEF7+V08oEq55NNvnOVYCBP1Wf3fQV732ccOnKJvxLEduQDR9hRfUbhSYXlCzac0FaQI8ifIgoTYqv905XVsK42XSR20PXHVstxXfupv7QDioQmcjrJYlOyKHcTaj603bQ5i9re53Siz/OIHWhIE4NLilr61fpjizQQDf4JTicILuR0ck2V4OQEp5MD0sfI5WQf4YlauZ8cU88RacgN5ULOJwgq+P9WuYKOeEmTckj7dyh8YMtHlj8z5r+yLEHKKuv3/cBRH7ostcNK/+cRg1pxkWBKbYuedC5xkpBqj+vWPZf4p83yNUKbI1xKWu2r5ASRzQHCmh9xQ/lxNZdsIO4pISyJqXvEfFDh0jhXN/0RGpRwf5QKSSIhCYT+4yKb/OeFhDtd9xidl/9dTMAETMAETMAETMAEppqAf2F7+dsz5Bfulx+Iz2gCJmACJmACJmACJmACEyDgvzEmANVdmoAJTDmB++KBUz50D88ETOC5BPRVn4L2crBIO58opYleDgrmP1Se83WhfvWKv37F9qHzPeZz9SkRSI0q8ckZG45pv3HWc1p9JhGK9ouVxQeLrlls1EqkE6u23XDjww57tNVS5yQ+QRFRxOFkCYeTFUQOcjlRKxcNCVK6Tif0oX0RMqBHweXkrhOHxCj3FV2LigQP4bpYIBsNAhLcThCclIPbSSspI8SQyGQPEcYf1QZuJzieVBqkkWkkp3IH4aCH3DvE8LJXv9BmOaOen5+59r9yXl3LCtsKrBfYrpEPG30cN7uEccd9Y6vP08fG9fi5XFB0Dt0PPdeqcmHRPdF9lhvKFQfVuf5r6qnSCyFEOUV0c8n1NhnvNYzWcTRZLeAwQ8c57k2YByynzx3OyT9BNMQZC7jRyBFlg3v7M2l9dhczyQZpeTJztdBnFeWOUhtZiMJNcDEBEzABEzABEzABEzABEzABEzABEzABEzABEzCBmSeQ/sZ75i/WF2gCJmACNwQsQLlB4QUTeF8EFKSXUODG+YTwuoL1CuLrs3SwndVbJQTf2XLfPrcOGLAyyV+91LeMOuR8ckW9oJ6w8UAt0gYJJuSGof3iOGLLpgeL9o1GINHpRCIF1TyCCzQIXQcNxAt5VCQSlwRHDdqCxCY9p5MF1uWGIqcTCTUyPbGJhA+hQvixjDW2Fs4maEuC4EEuJ3XED1XED6c9V5M9hBehVuV80gwilDMEGGWJU3pVQoyHxCec6k6R0KNK/QLZJqOXG4rS8GRos7R6vnJ3jrq9Qdeg61Ybizj3s4j79G+XCEVFAiA9y2IpJ5Tf2bJPW6FjpUXScRKjHJJeSGl4TmHxaVlOKHnaXLJDmp6lfIZ7hzhI96h3fzjsTkF7EpxTdA/lZqO+l9i4iQjlryv55O+4ofyG2OWQc0gE5GICJmACJmACJmACJmACJiAC6d/6TcQETMAETMAETMAETMAETMAETMAETOCtE7AA5a3fQY/fBJ5AQMFxCQHkfLJJ3SZcvkY7ivOJjp3WEr+6lAhCzhxyPZHrxTEfSHyyx5ebEp/E/Vh8crnpIwCZ67mc4LaBwETCkmVUKMtyO0GEIMeT5ZBiZz64mgR3E4QKOY7VMv9TnyY2uXE54aq0jN4kqSGmULqcckid03U8kcBEqXUkPPkdIYRcTn7H8USCiAsEERKtjKOoF7FXyhul59nl2VqnLdEqtZMEIfrB89Bz1D8areuYdI3bYsvH4XMJXHQOCYIkRtGzLgGK1rWvUgVJAqLnJAhPYFJGnHMAE6XmkRuKRCJyLNksZnFEySaL3EcaHE2694tDb5VwT9kS7j33WqIjOaB85PhflpvJBwlZMtfh/F/bjcBb98vFBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABGaFgAUos3InfR0mMCIBCQCUmmSD+pG6Sch+hah+TF3ykDCAQ0KQX+24yrji8FFUIHcTpVqRCEIpdyQ4OCX0LzeUcZ2LrkLJIzgp4ZBRQnSwRFVaHVU5m0TXE4kSFuSGkhabAFqCiCg8GYV775Q3jUQjSq1TDy4npI+hlXPJOQKKU8Qne6TV+Ya4QlXik8NaKzlBaHHJQZcILFQlVFFamEkUOdD8St8LPDHrXKDcdiQOUQ3OJLQPlVFGJnbp/SLLPNu7y4hGeieSCOZX9v5K2xXJdD8QA7mhHCFCUXtKWiI5o/y4lk9+Wi0kG4vZZLkwnxQlJOL+xnP0ur3VSFCk54HbHtxtdMwCGzdJ7VNCdSSHnG/0X4G/iwmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAnMCgELUGblTvo6TGAEAgqaS2gi55MtanQ+kSBFogAF6e8LrPPxWItEA2nhwFM7j/3IeUPik0s2KO2OXE8kPjnmLBKfPLdgftEVjNDKCUMCg1WcLVYRJKwhTojLcj5hE7WbWkfLSrEjYcKcOnlkCYz4J16nBCdyOakjmriSmATBREydIzcTCU0OEJx8QYDyB4KKPxA77FElSqmx70sVOYzsUecZ+c+0u9QCT5gcSVT1vI1SwvWndtS6KMYa1+MucV0/4KLQRc+3nv0SVedV1fGnVD0z4Eya/HPRaiUX8LtAqHMmsQ485YSyu5RLtoq5ZH0xE+5j17mm61rTf0u1LtFRIZMJTigSJq3wEOj5qMBffep+WYACeBcTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMIGZIWAByszcSl+ICdxPQAH3Qc4nEgLoRRAD8vf1ooD9c4vEAeMuIeUOHdfouEqV8OQI0YMcLs6pEhg8t2RQj0hQImcLOZ6E1DqICiQu0LbgjMH26HaB4cmNu4mEJ/LM6BcqjDqmDkITOZ3I8URCCbmYfEFYcoHiRql1DnqCkz3S6exfdVPtSISiNDISPKhW6UDClaBiGfXEz9yPsyXXVIk8/pMq8Ud2rhOewww8HvsDSP31F8lp+p9LrWvfuF3n0bLkIuEz/tFYlHZKApl9+EqwpLHqWVK5gp0cUK577Q8r+eTn9Xzymba+nE9K2JjoXucQmuSG3FidS643yruk+7a5gBAHIctXxED/KOMPM+iCwtkH/fOonQd14G0vSkB338UETMAETMAERMA/w/0cmIAJmMB0EPDv6NNxHzwKEzABEzABEzABEzABEzCBWSfw2PjfrPPw9ZnATBLQ1yxyf1DAfZO6RRheLigSpChNyWPEJ/Erm9hy+JPKOL6KVx8SINRZkPikTJXg5IAv+iVCuaQ+VXwiTYHS48jlRG4nixKXoCpZQXiwhpPFWq+N6XXkiPHd9QSxwxBRAkMaWnQ9aCF6YYrOzXID4YhcOCQgUZqdX8v1pHBSS04aneQIockebid7CE+UakdOJ9pWRpgyDUWjkLhDaW8kdlIannWePz2Poz577HpTxChdtK5nMV3jtthGFxQ951qWG4oEKErHo6px6HnRsyOnHKUOasC7gRtKBbHPIWKfMm212RX1KM3Rh2I2+UBaniI3XTU64nDoraLtmOMkHZ6fdZ6bz7io/FhqJms6hmdGqX90z11mjUB8+mbtunw9JmACJmACjyPgH/KP4+W9TcAETGCSBPw7+iTpum8TMAETMAETMAETMAETMAETiAQsQIkk3JrAjBJQYF5CE4lPPlIlPlmllRjgsWl31JdKbLtrT//3uV/JSygg8UmFVuKT6HwiIYHEJ0rJ85Qi7UgBsUlwOcHlYhmxQHQ8KaJIkfOF2kU5YAThSUyv83SnE7mcyCWjW+V4wjrqGq1fsVDtOZlUEJ3sHVwl/+Of5eSEi5cbyhU7XfF5bJWeZ7Llcf3rPnzrSMxDKhtaPX95lrM8SUWWn/KD6L4R6Pkc9LkEKF3RS9d9pStE6SQb3HA9O19gvk8rAZPcUFTajFFilCNEKDUEKKcIffZwRvlprZD8TF1HhLK2kElKPCNywtGz0z8/tC3P87KUm0u22PcT4pUdjlsvNJJz0iI1dKNdZpDAoKdwBi9zai6pf+ZNzcA8EBOYMgJ+N03ZDfFwTMAETMAEXpSAfw6+KO47fx2/7Nl9NhMwARMwARMwARMwARMwgdch8JS43+uM1Gc1ARN4NAGF46LzyRbLEp9s0EbnE7lBvEbITl/5POdrH4XrVa/oRCl3lOJF6XYkHDimlevJY/w/5HQyjzohS4uGIIhKlllYxbFited0EkUoQXDCfugN2Feiiq74hFOOVMJ1849avC+C+0W4HsQPcjqRu0aoPdcTOZ50xSedpEI6mEuEJo2z66R5UE0uUOBo28uWcAWPOqWOqHCt31j4Bw+cBCgrPHkltkmEImGInsPHPov9I9F67Ke/r7hdP/RUJT5RLXLEOuOQQEuiLM0XJeq5YJtEKA0JgWgvcZRRFe9TOczQqu4s55Jt0upsIyjpUJVyR88I/4excGho9WwtImqSe85OT4SyTat73XjMw6oOXUzABAYQiG+AAR95kwmYQI9A/09OgzEBEzABEzABEzCBSRLw7+iTpOu+TcAETMAETMAETMAETGBaCViAMq13xuMygWcSUMBdAXUF+3ep24TBV9kYnU8eIz5RX9NQYthEApNrVuR0ckbdo0p8ovQpEg3E/Vh8sCgNitLoyL1CIpNYtS6nE6XekXBggXaBNnADSFdggFThEXA0LqVcQVOCu4lcTuRw0m2brMvFRAKTS4QNl3yoVoKHGg4ZEqKwGJxR2gggOjifNHETedzVPohjojsoTdI/uOYCw95mWWIoCT6iKOQRKDnqexHXWLSsfmLVdi3H7XFfbdO5dT/z7BFaNmq+KE2Qnqk9dtbzJfFM1IhUuQnXbZxLUI38/bye/LBeSH7aKCR/Xsknf+b+rJFvR8IlzE6CQInDb4qeFT1r64VM8lMpl3yhHnMfyajkYgImMBYCcYaPpTN3YgImYAImYAImYAImYAIm8GwC/h392QjdgQmYgAmYgAmYgAmYgAm8MQIWoLyxG+bhmsAoBBRcV6oRuTpsUvudTzTxtc9jStw/to85Nu6rrx2e8tVDPEYiANUKG5RyR24nqhKfyAUl7sfiwKKxz6ECQEcSXCrkSiFhidxOJDyR20lwPWFZYhOlTZGbBR8HdxQtj1o0FrQljKnrcqJ1ZcZRah2ldOm6nCBm0DLiErVyOgmiE9oKAhSJTyosyxmF/7+XoERB7TAn75C3U5Qy6ZC6CIN/0ir1TQE+EoDoSp5zNWk8dDW0xDuoVqIT1SiAkTirRF2hLjOmRcamlDx6xpTmSQIa3btaq0XqHARAc83knPXDcL+4TwziFxxR5IIyx0PT/wNWj48ETesIVH7CNeWPai75j4t6EDHpWXExARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwgbdMoD8+9pavxWM3AROAgALrcnZQEF3OJztskRAlpt151KRXUDxG7G8vsva4ko6vp5dH6UX7K9GM3E3kfKJ0O0eIAw5CO7rridLsFBCVrKScTmJqnSKCE4kDJDxZ7AlPYnodOVcoLctjigQFXXcTHE5Qj6BR6KbYYbnGyo3TCaqFstblrIHTiVK+hP11PPuib0DIwj+3Sv/6rQ+ndkWjrnHfjmH5H7SLbFgEroQeEqE86tm85yojHbW6a7H2HxLvqIQvXSeW7hi0XGRMEsjs0X7BaeYb7Ve2RycU9S03m6+VRvJ7vZmUuXcXull0uoHDicRKcjtJl3k+1PMVHFAQoHxBgLKCGEUpoNr0f+c2pw/2sgmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAlMOYFxxfum/DI9PBN4HwQU7o7OJ0ojsknAW2lOovhEbg+3Q+JseKA8dv/7ulPQXnXUEoL87Nzs1Qs2XLAs8YmcNOR6ImeKewsXICGJxABLfU4nKzieaJtS7UiYIkcUFkMrUcAjDE+CQ4ncTuRUohqcTli4wsnkCnGC0uh0l7upduRsUpXLSWi7TicSnMx6kZDoAk7/5EmU8GSLdbmN6LmVEEQ/lMbxzPWT1Lr6Tdf0Np1b8yOOYYE9VxhfiVbj1LrGdsbyJa2qHE/kUnPOQjZXTxp0/rmYTf6FdDx6pmL/7BoKj1QQphQRQG0iUtldzCY7i5nkd5aDo4oELC4mYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAIm8EYJWIDyRm+ch20CgwgoiL9M3aHuEjBfpQ3iEwLfT5rsitZTek135QX/lVhBQf7gfMKyUqHIkUIOKBKfSJjykKRFQpLlHEKcEPDPhbaI04kcTyRKkfBEqXYkUpFAQAKE4HbyyIsObicISJQuRxlyrttdwcl5Q+lacMcgZUuZDyQ4qSE00P7SG6iV7kRuGu+l1LnQr1xvDtJy6ZHQYxHeekYl+HjSszoEnqiqDrqd2hY/i/R1/7tuKGpJwRTG1nUR0rz6Qv2Dse/RVulgngMlXDmptZLruXryf200gyilnu85mrBPPLdaiZp4HBGozCUfeCZ/LuWSvatmUudhKJPaZ3iJIxy+hz8xARMwARMwARMwARMwARMwARMYRiD+ZTbsc283ARMwARN4PwT8Pdv7ude+UhMwARMwgdcgMM4432uM3+c0AROAgL5GyVGVaic6n6yzXKRKlPIU5xMOu1We81WNfqV/zK/1Ep6oKt1OjbZMlfPJAb0o7Y7cJyRKua9XjTePC4UcTjYXMsn2gtwmssk6KU8kOlGKlOh2EsUnocsH/gnXItGIzs5KFI9cISBQap0qbZVWQhO5Y8T0Okqxo+3XfC7RyXsuunrd10Pu53/RygFlleViEHxEEdB34cY4WD1EPD7faiVCiU4oSpsTRChsU1orjVGiLtUsY+ZRSup0Hu75VZLsIyb5Ri3lMslaAZGNnrPYOcdoMcu2RR4+iaJ+Dql4Gsm3Kml8pMwZWB4a/cCDvNEETMAETMAETMAETMAETMAETOCGgP6uSv1xdrPdCyZgAiZgAu+LgL9ne1/321drAiZgAibwGgQsQHkN6j7n8wi88+D9IHg5rDtKfLBN/cgXKnI+CeITvlt5ziTXVzOxsvik8pRf6aP4ROl1JDZRuh05n5zTlnviDxbvLfME+SU22UF4slvMkPIkmyyTckepUSQKkHBATifh+vTPiEVOJV23E9xZGGgTBUqdWsbp5AKnEzmenNGe9RxP9Dmak0Tpdfifqwj/jHi2ad3tKXf17rXo3v4XXS3QfuZOhHRRc6SzYV3uKOMucdRqw31PtXFbPGc8uwRcWfaWwKsrPOkkG8y3DZ6DNbZLhCKBVJWbe9lsBfHJP1CSrPDsSfi0RLqdrB62VJG4ZZFtEqD8hADl90ou+bdTSariCFM7e9EETMAETMAETMAETMAETMAETGBMBPw315hAjtjN7b+FRzzIu5nAOyTgd9M7vOm+ZBMwARMwAROYaQLPiU3PNBhfnAm8BQL6U16TWIKTtPNJSLvT++yt/LmvP7UkPFG9YkXiE6XZOSEor9Q7qjWJP2iHlZBCh3/kLrFC4H+3iOsJAhQJAdZSziejOp5oTB0JXlgIY2NZKXaULiU6nVw1u44ncjhRip1LXE60rLbe4ih1Momifl/l5o7vghpcgu7rH0D6O+0SNR9EHV3XHjn3jLsMGv0wlMKrKsGI2iiMKTFeib4WeB66DilJ8g+Wf+N2V65ayd8RoHwq5oK7idx2JDZJF6WFKpACSs/oR1x5PvGcbiJGObiaD+mZ9My5mIAJmIAJmIAJmIAJmIAJmIAJmMDbJjDsr+23fVUevQmMl4C/AxovT/dmAiZgAiZgAiYwDQQsQJmGu+AxmMATCWgCy+lki/qJEHl0PikQ75Zjw3OKQua3w+bP6Y1j+Xsq/Ek1oNP4p1aT3ZR2R+l2zth7j/YbwfgqrcQKcT8WBxYF9hcI9u8S1P+ooD7Ckw2EJ3KhkCgF4xNq1/VkYAepjTqXhAByO5HTSRCeID6pISqR6EQOJ8Hp5LqF64m2tYN4QA4pQbBC++CAU+d7/KL6f4jI43t9ySM0+msgHfKk/S+W9dx209x0XVEmIUB56vVJhKI5pTm3yHjlfFLkWVrmIj7TrnEvlKqnVWsl/3VRT/5lpRDS8khk0l/0HOb5R8/lFs+oRCh6XvdI3XNIxUDHxQRMwARMwARMwARMwARMwARMwARmgMDb/t5iBm6AL8EETMAETMAETMAETMAEXpyABSgvjtwnNIHnE5CGQ2FtCU6UtmSTukZVGp4CNcPf98TEx1Ke0038mkFtXA4LvU61TbF2VYlPqmxQOpNjdjqiPSGor3W5ntwcz3J/yRDMzyM8Wc3hdFLA+YSA/hbOJ6uIT5YJ8suFIss55+6BEsbC+briEcbEssQnNbmdIC6pIjqp0KrK4STdVvhMqXbaOvglygud5qUupczd/ZWTLXFdO7SL3Kc825YRekj08ZxncNg1RISj9q394r4SxpRYyzDGHBtX6KxJK/eWY9QjV5Vm0kRIcoY4SQIUPYNy3ZHwJJbvIpRMeFZ/LOWSvWozpHGqt+7z+Yk9uDUBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB6SJgAcp03Q+PxgRGIiDxyQJVaXeC+wKt0pdIfHLjfBIj7Gx7bFGcPNRUwHzkPnrnjaeP7a3jU/so1F6n1qjn1COC+ge0+4g/rmlHCcXL9URik88E8SU+Wc2T3oT1ItuV6kS6k4cuRW4naEuCkERuJw3W1V4gNjlHSHCKsECCgvNGK4gEJE6R3oSGEfPfwAvlAlweJKB7/wcAF7hJuyxLiLLETZPLSCYIPR7s4sk76LapPvR89J9A80xj6zqhcHxnLszHX3le9lBSZRGgnFLXeRa76Z+67jvpfqJjzwbpd35ZyiVfq43k18tGEF2l9/OyCZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACbwFAhagvIW75DGaQI+AguTR+WSd5S2C9GrlxiDxiSb0YwPpHDLx0q/N0HoUnkhkcokEQOKTU+ox9RwxwhVt/3FsulXy2JoUEZgo1c4mjifbiE82CeYXSbezwGdKc5J2nUgfrL6DywmiE4lJ6qhJ5HaiVDpyN+m6nuB2grtJdDypIC6osk9dShWXsRHQvZADzhH34d9pSzzEG2xc4PnOs646Tel4GE6Yh5prcj2Z50ndYmWBMWepKzzcq6TiySMm6fA81hfbSW5eM/f27EQfFVJDSYDyMwKU3ys53FKukxMmBY/ZwxOAXVxMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMYFoIWIAyLXfC4zCBEQgohC3nBTmf/EBwXml3lKZE4hMF6W+Ht9nwhKI+xtHPfaeWfEOuJxKZVAneS3Syh/jghPaC2qAq/v5QUWoTpdr5XOw6nyyxLvGJ0vHkhilPep1yOhxOGEerfUt4co7TyWkdxxPcTs5oJUqROEX7S7AyyrgeGvfzP4+jiO3ze5yGHnTv/zeXpFRSP+v51vJcJ4g97so3xjnipz/xEsbM8d8yT8Yi3UiQ8oE6X2sn2XIzyZRaSQPBUhuhVL+KRml5FulAApSflvLJjwhWVnBM0bPb5rmblqdtnKTdlwmYgAnMBoGn/9yYjev3VZiACZiACXQJzNbfY76rJmACJmACJmACJmACJmACJmACJjAOAhagjIOi+zCBIQSeG55Q0F2TVOISiUxWCWxLdLJGx6u0E3U+ecbg49dwatPLcj1RVcqVCvWcT+V6coqwQ622PSQ+IWYfRCYSn+zgeLJNBF+uJ2vUAoF7iU8U2B82fKXNkePJNQF+uZ0oxY7EJkqtE51OqrieRBeUVk98wtCmrIjssKucsqGOOBzd+wueia+0/849ynN5BS5TqWokvBr31cZnU09pp9f7U86hY5SOR/0oFZZcUDo4oMyV60l+DUlKg/5z3ZRNen7jObSs4wo8sys8z3Ly+ZE0Uic8j3uk40H/5GICJmACJmACJmACJmACJjCVBL7/NTGVw/OgTMAETMAETMAETMAETMAETMAETOCVCFiA8krgfdrZJ6AgswQkzykSnSxQJTZZJVr9ifYHAtaKS8tFRMKUcTmf0NVNYPz7graOWHrfv8Wv4WKro7Ws8SrNisQnl9RTth7SfkNoUKbVZ9rnvhKC94BdR2zyQwnxCe4nCtqXsqTdIYCvlCYSK4j9sCKpgcQnSrFzQYT/AKHA75VGckzQv4wIRdl1OoxJpdcM68rbx0xA1OWMs8/C/8T5ROKTTe5nkRtRon3ufBo2XJ13Ljyl9z05w47uzptuH12hWI7xtnmuOnSXp83wUHV45uSgM8+Z9BzHIqMeOZ7IuUdppH5ZziWHtWYQodRbVqBETm5NwARMYLoI6K3v8jgCqR9+jzvQe5uACbwIAb/XXgSzT2ICJmACJmACJmACJmACJmACJmAC74CABSjv4Cb7El+egL5iV2oOVQXNhwXOtZ8+035yeNCE7Na50EYBSpEdi3ym1B7LtArSS7AR+2dxbCWGB2I7csc6oO97S60qhK6xyt1CKXfO2EluJ0q7c0ZAXmKUh1xP5gnQZ+lf6UlW85ngfCL3kzWWtS3P53I9UTB/0Lg5TQj+Y0RBSh0JT9ohwK9A/1Ev2H+JSKChtCd918DwXF6YQJln5FfOKeHVLjXHXdVcUGqecQqu6O6mxNtwGiEdAABAAElEQVQ+6Pm52WmEBR0f5jvPknI8NavN5OqymXQQmHQQSaGdCiKpdFchFQ8P+Ac+/IVUPF8QRP3nRT3MjfR+XjYBEzABEzCBt0tAP2mf+1P27V69R24CJmACJmACJmACJmACJmACJmACJmACJmAC74WABSjv5U77Ol+UgL5elzhEwXJNsmECFO2jzxVcLyKgWKT9Xkknw3pamKL0HgUJLVBJSLQxqfLk8IAOjJF8FqPryTXLcj65oO5TD9jpiP20bZQi8UmJAP4uopMfl3LJOsITiU8W2ab60HjletKE2RWpdZRy5xjRyberZvL7ZSM5wwWlObVpdkahM3v7SKj0hftV4sbucnf13Cv1lObLpFLxPPQMceoHi/qIj7/maIfnrYEA5ZpUPO0FBCi49WTn5oPjSbozOfcsZuaDAOVPOKD8n3IupJNK7+NlEzABEzABE3j7BOJPybd/Jb4CEzABEzABEzABEzABEzABEzABEzABEzABEzCBwQQsQBnMxVunmsA0f3ndTROiiaVAeVo8om2xxu1ydpDIJE8AWq2EKGG9t137K+guAUuo7IeXQkjhkQeD3EXGnaRDQfQnl96tkfBEAhk5tUhMcMmY5XpyyucnLF9QRxHQ5AjKS2AiZ4hNVQL4m4VssoSThFKWKHXJsPFqKEp5guFJUkdgopQ7J6TZObpuJgeIT45JjdJNuRNdT3qD5ziX1yegu3HCP/8TGVMR0cYWyznEV5ojmj+aF5Mo8SkY9lz1n1P7xWO+J+Pp7qVUTk2es0a5kcwhLFEqnhbPbX9R2ij0VOG51vP9sZhNPpdySYX9ywim2jy/LiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYw7QQU33YxARMYG4EOgfG5ECCP7iXRtWHxjsNJkixw3gL7R6GJ9o01LTpJD0/CjdA3/dUJfUvsMfYS492jRuE1gHhMb1HikypV6VROaL8RjD8K2xCF0I5SFrCG+FCYT34gIC/nkyg8KSA8ySNOeah0xSdtxCed4HSyh/Dka7WRfKNWCey7TDcBiZVqPFertH/heV/mGVqm1WOpeTLJosf5ocf/tvhkwGh4xJo8c/UyzypCFAlQBolJlDoqz3Ut5TLJh4V28hGnHz3zEkxVmw3meGpyDTiNN5mACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZjANBCwAGUa7oLHMBMEFBDPE7JWuhBVpdJZYD24mijAHD7vujd8X+6KVRSAlpxCAe3Yall1UJGAQ2llRhVyDOrj3m3DTnzPQZJzqEogo9Q6Z6oIBo4ZpwQol2H7aIKZBVwiVrGEkOPJ9kI2tCsE5xfIxSPxSUbAhhSF6pVSp0GtoUC5RGhyRPD/kLQ7h7SnOKBct2YgoD+KQmIIo7eyWc+TniWJl/6Vp2sOkcYi1/2BVnNo+FPw+Cvs4nw6VI0lHq22W5ilPH8tRChXpOJpX7WSIs9xrufeo9Q76aJ1Oft84Jn/ZTkfntc9xFKNiU309Nm9bAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYALPI2AByvP4+WgTCAQUR5b4pES7QbtOW1IwmbbIukQoaWeT9LK0FDr+MUXx6GmKSSvgHsUnSrlTph4jGjig3aMq5c73oDwb7iloC4LTidKQqO7gBrFEUF6peLJ8mL1HfKJuOW0Qn1z10pec4iLxe6WR7CEAOKu3krpsUd58EU2qLnaGi65OgiY9Q/9G1fz6GEQo351Q2PSsEgl+n4Nxi7r9vvX+k3SP0d7po8MtkgAF4VOd5091CVHVYn4+mSetUEYPe6pofREVioRXfyJlj57b/OlcUpnx+5xC4EUTMAETeCMEbr+/38igPUwTMAETMIGxE7j12//Ye3eHkyDgn+GToOo+TcAETODtEfDP8Ld3zzxiEzABEzCBt0TAApS3dLc81qkkIKeT5Z7oZJ0AstxPSj3RSXA/YT1H1dccUWwSlnvb3vrXH0EMw+/s11zPFRH3Y9oj1uV8IheUKu1Dv9IrDi9XEwlN1nA+2UJ0IuHJRiGTyPlEricSn8xrxyGlQ5C+jrak3m4nFyycIzY5wPVE7idKZVLGRqLpQP4QetO9WWmcfuMh2mSYuyzrOVhgfZHHQWmsXrvEp3LQcx7Sa+HGc40LSrNcT5YQVRVxOMnPs3efmEpZpYIDSiGb/FTKJZ+ZA2uIVS4bc0FU9eBEem0QPr8JmIAJvBsCg9747+bin3ih8aflEw/3YSZgAi9AwO+2F4DsU7w6AT/nj7sF/vn9OF7e2wRei4Dfba9F3uc1ARMwARMwARMYTMAClMFcvNUERiKgdDkSn2zT7hIU3+oJT5QeRJ+lnU7u0U6w59ss+vOmyT91WglNLmj3EXl8oz1jXelTHix8nyHxySLR900C8z8SeFe7jvikRModbVecXulXhpU25yTGf5NyR4ITpdz5/bIR2joftrSDy5skoOdoj+fpn7TbtEVu5QbPg54IibyGPxl8+IJF44hVT5uWwzugJ0CplhtJeRUXlGYuuPz0D00iqwwOKOuIsH5gHnxCrKJlPc8SVT0s5erv0esmYAImYAImYAImYAImMAoB/600CiXvYwLvj0D8y/b9Xbmv2ATeDgH/DH8798ojNQETMAETMIH3Q8AClPdzr32lYyYg54UlQsy7tBKfrLGsFCGaVOgmbgLREqIoED1LRUYicj5RepQqtUJo/IhWaXfkgHLOuj57qEh4soDAZA2xyRZpRyQ82ZTrCUF3uaHkCcbfJz6JwpN6C7ELqXWUbueY+g23CQlQyqQ/kfhE+7m8fQKH3MZ/5dlSeis5oUjcscDsCnPumZf3vCdEM3xwD1GA0uGZrOdIp3NVCG48cjaR20l4vtNjpyulmdJncgL680o+qZBOqtqsJ5j4uJiACZiACZjAGyUw+OfkG70YD9sETMAETMAE3hEB/wx/Rzfbl2oCJmACJmACJmACJmACYyFgAcpYMLqT90ZA4WaJT5QSZBvxyQ7LSsUjUcqdgDLbZqXoawdpOdTK9UTOFBesKdXONz7Yp5UTyijiEzmaFBCYSHyyS6BdKUe0XCLwvoCCpzDfDc7T5Z0Sv/5Ad0JqknZyiQ2LUuzsIzrZqzaTr9TT6+ad47zhbRM44dmqcs/lOPSXuQ5peOaSFSaj5t04fpjpudLcHmeRAC2rjkkF1eR5LyNEKSCS+kCaneVcJ8nxwmAq3BQt5jgoCFAQZP15OU8qqVbyW6WBAEUduZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZjAdBIYR8xuOq/MozKBCRHI0W+RMLWC4J+IHG/0xCfarmDzrJY2F6YsNjJhkLRD6XYkPjmmHrH9nPUrlkcxaZDziVxOPvTEJ3I+2ZD4hMi7RClygEgH5en6VmkhdmkqrQkB+SvcIQ4J0B/0XE+OWJZjhMvsEdBdrfGMfWHO/Q8poVBrrNKs8bBIhDKOQnehpDQhI3Qbj/q+azw+CFDYrPFleF6PEEdVSQ0lsdUyz7ue+Xzfw55hXQIUzYs/IUD5J/srPY+LCZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACUwzAQtQpvnueGxTR0Ah4BJR73XaLQLCcj4pslygKtA8CyHiu6H0ruOJzBckLpHrieoZQoAT2gO2H7F8zbKEKYOOZ3O3AEjBdQXdN0m58xHnk0/FXLKOGGWRgLtS7gTxSdy/r1Xf0h0o5c41KXeUYkf1W7URXE9OcJaoOE9JH7XZWdX91zO4x0Pwb7Rr1J95ngqsr/YEGs+Zg+r/Ocfr2FjVl0oUoBTYIAHKCQKUk3I9+QHHn+3FNimoOEK2SanCVEgWSU0lUdZPS3kcgq7DnKkirGpJBeZiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAlNIwAKUKbwpHtJ0EsgwrALh5S3azwS7P9Aq7U5wPiF+fDuEzAdvrCisLXFHaLXcV5VWR/WcT874UA4oWq7QShQgdwodc19RupENUo9sIT7ZQXwihwc5QQTxCZ9JnHIfR7me1KmXiEwkPNnH9UTOJxKenNVbwRHlvvP7s9kgoOdOgqhfeFoOWC7x3GxwafqBpnn62BKf27vPnj65u/Wx/Wt/jWuOQV8gQKmVG8n5WhP3nlzSyt0d8TznzGW4LoRaEqF8LGaTX5ZyOBB1ksOrFvM0jvgpI/ExJmAC00nA83o674tHZQImYAImYAImMDsExvO33ezw8JWYgAmYwHsm4L/B39bd98/wt3W/PFoTMAET6MbrzMEETOABAvoVR2l3VmjlfLLbW5fzicLHcjmY1pL+dTq9rPGm10OKHbapjYKS9HKd7XI5OeWgE468ZFn1muWHnE9AFpxNVgi2S3gi55Nt6mpwPiHYjvhkfoj4RGPsCmNIt4PrSQXhySmCE4lOvuJ88o2AvrY3pEhweRcE9BzquZP45IB5KfGJtqnclXN0t4/6r56i23/S3N0yal9xP/UXBCg8yNVaMzmvzCcnCKfO623cf9oh3Y7mSDxvmC+syQVFAq0dXIJ+IRXPBc/+Mc99SxPUxQRMYIYI+OfXDN1MX4oJmIAJmIAJmMDUEnj+33ZTe2kemAmYgAmYgAnMNAH/DJ/p2+uLMwETmEkCdkCZyds64xf1wnEaZcjQRJHjySciw5u0EqNIfKLtIWj8wmPitA8WDSnW6E4S19X2b1NMu9ETk0hQoirHk7DMAUq7oyD/FftUe8t4MYTPY1/hhHx2UxRUpy4QSN+S6ATHEwlQPhBUj+ITpdwZKj7hvG06VcodOZ+cSXiC04lEJ0q7IzFKNy0JZ9RFubwrAmVu+hdEHTtcdY2ZmA2T8fkI0o/SOLpUHxKgZDVReGavcTE55Bne4xleCyKsdlLgRSMHoHTBACUpkY9nG8egPyNA2eOYv1/UEYilR5g+wssmMA0E/HxOw13wGEzABEzABEzABEzABAYR8O+qg6jcv+3236n37+tPTcAEXoeA322vw91nfVkCfs4fz9s/wx/PzEeYgAmMi4AFKOMi6X5mkoB+RBf43WaZhU2qnE+WCHQv0GryvLbzSfwVQnHtGxEIy/p1TDU6maiNy9ovvd5d7gpJbolO2C+k3SHAr+1d14nvx0axSuxXLiXpolj6POKSBQLrCrJ/Io3I7mIupBRZIbK+QGBdgoG5vqC7+gjj55+Wzo3wpNJsJ2WEJ4e1VnKAg4QC8Xs4SMgapf+86THM7HIf65m9zgcurAyHb3Od5JQ5KYGU5uVzirDGORX7GbQtfqZW+8d91KrEbd217r9ZtmbZM4uYqqVnGfHJH5VGsou7yXqBuTCfQYCSPoJ3DPOnyCTZQrj1JwQo/0B8ovnE4e/zub+Nx2tTSSDOgqkcnAdlAiZgAiZgAiZgAiZgAiZgAiZgAjNGwH+Hz9gN9eWYgAmYgAmYwEwQsABlJm6jL2ISBBQLlsBkDYHEJ1a2CSBLfLLItnGIT8bx54FcFeSaUEWFccWy+lTtikw6XQEJ6002BjGJlqlxudt2BSZRSBKFLGq7y51ef3G9e44gXKHfuD+73xRpSrIEypcQmcjxROl2FERfx/lkiTQ8CqIr2D5IfKJO0JwE8ck1qXVqBOyPEJ0cIDhR3adWuaCOlCf8/25LuPb3DIAUUDxDX0FwighFzjyan69RdNZ4J+JybDUeLWuuyjVpiZrjmZYDSuGygbCkGebIYoYeEJykS5aJVGQOyTHox1Iu+YiIax0xlxyBrhBlWYWSpuVlEzABEzABEzABEzABEzABEzCB8ROIf+2Ov2f3aAJjJXD7K5Wxdu3OTMAETOBtEnjHP8Pf8aW/zWfVo55FAhagzOJd9TWNhUCeXkpUpdzZJYS8Si2ynKMqmPwaRT83o+Dje9tJLtl+QU27kjQJiXcdTL4LTtLik+/LXQFK7G/U6woikd540sfI9SRHXc3PB7eTzwTOJUJZRnhSwvlEqUYUWB9UwvUhLGnQ+TVB9jLpSi6we5DoRGl3jq+byRkuKC4iIFqDOb4XPhUQ7IPglLZCu8qz0+bZEpWXI6P7cLvo3P1bowBF75Qcz/c+DijNciY5XF8IqaTkCiS3pbQGRct5rkdzRwIuOQhJhCLxSY3af47bo/CaCZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACbwjAv7S/B3dbF/qNBOwAGWa747HNoTApH+CdAPYK4SwPxIA3qGN4hOJUsYZ2H7slUg0khaOBCEMnRyw/Yjge4W2Sq0TmtZ+EpVIKBLFJen2+3LX4YRdH1Xi2GOrg+VosojAZBWXho+lbBCeyPVklQD6Ik4O+eB8Mpxgm2sI7g6IT6oE2OV48pVA/TEOKMfXLUQpcdSPGuoM7pymPoOXN+IlyfVE7j5yQLng2Vnn+ZM8SfNi+FN2f+cie/fY0XjruEF7arvGlKdnubTkmZSHlWZynqsHcdV5o5WstzRHOnzKf30DYOokJf6Rk9BfSMVziTBLrkBMExcTMAETMAETMAETMAETMAETMAETMAETMAF/R/L4Z6Dv+6fHd+AjTMAEJk7A77aJI/YJTMAEJkPAApTJcHWvb5hAlhBykSDwB34Jl/OJgtpyLZD4JAg+xnBt+r0h1vu6i/uolfTiOtSe0ISAu7ZLaHJMPWFNjhASoMj95KV9QjLYNSxkSBey0HVr+FTMJVsEzBU4V8oduaIoXdCgoutocT1yPZG7wzmuJ6cITvZ6ApRyvZ1UCdK7mECagJ6IFs/6Oc/OMY/WBut1quaq0mdNU2EKJHkedKXgWUSAcoWY6jw4+zSC0OpDgbmCC8o8L5kM75100dzRZzuLmeQvK4UgyhoyldKHedkETMAETMAETMAETMAETMAETMAETMAETMAEBhPQF7K3v4IavJ+3moAJvA4BzVEXEzABE3ijBCxAeaM3zsOeHAE5FHwkuivnE4lPFDAet/hk1NEHYQY7K5WOXE3kcHJJsP2E9pT2irYWPrvtesKmFy0KhitNyAbiEwlPlHJnDReUJcQnIeUOAfT5eyLmLQLy19RLRCYx5c6XSiM5RYhyjvikyWcugwiYi6hcMDe+MR+2WNZ80LOmVFmvUfR3e7wrcVltcEBhocR7pdQhDRXbLhChfKnUk1/L3TmjtFU5FCgSq6RLVgKU7FzXAWUll/zv82wvVU88U3pvL5uACZiACZiACZiACZiACZiACZiACZiACZjACAT81dIIkLyLCZiACZiACZjAYwlYgPJYYt5/ZgkoQLxA3SD4u0MrB5RlWolPNFH6YsJseXyJv9Orjcv9vcTP5Hgi4YlqJYhP5PSQJOcsqz1je41lff6aJUe0vNhLDyLhyW4xm2wuZIPrSR5HlCxiAOLnA4tS7iiNSI1AfJm0IqfXzeTwqkVakkZITVLBDaXpPCMD2XWfoCFghxwxq5vLXNhX5sJPtDVmauEJF6p5pyKiWn4OWR0b+2ExFDmySBSzSC3xodxQGjzbXxFa/XpZT/66WmDudJIl5kT/2eUcJHchibok8Nplnm2S2krOR9fMERcTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETmAYCFqBMw13wGKaCgNLu7BAYVtqdTQK+y7QSpEiYomDyc0sMcKuNy/19xs+6wpNOcHOQy4nS65wQmD5lWc4n+lzpR1499AwYBcW3EZ18XMwFh4YV1pV2R64NCpzz/8DS4ToUO5f45ALxyXGtmexVG8kfBOTPWa/xoQQqLibwEIEy80MOKKc8bHJAUcqspxY9cUMe2Ud3me4nLUAp0pOEKG0JUKpNBCiN8Pwr/VSrozfO7SIB1xz/SOi1hvDkIyKUvyBYmbuoBweVoS+U2914zQRMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwAQmSsAClInidedvgYDCvXJMkOOJ0u586IlPFCDWZwocP7dEGUUUmPT3p+0Sk0hU0qReEVFWuh0F1i/4UK4ncjwpE2SXIOW1i0QlBRwZSrl5XBtyBMSzyRauJxuFbEi5k8cVRWlQ0gH4OGZpSlr809S1EHBXih2JT/avmskB9fi6ldQRpWg/FxMYhUCZZ+XbnARa3fnRpO3w9A16/kbpT/vo8XvO8f3nUV9RhCJhmwRvGVJLneP68w3h1Z6efebBOgKuPGITCbji+dV259xcskKqK823v67kQ7qqr7woPFX6aXvdBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzgNQhYgPIa1H3OqSKgYPA20V2JT7ZoV1mXQ4Emx7jFJ3Q5sEh8Ur+pBKVZluPJEaHlY6LLSrWjz1/d8YQxKBAuccnmAoHwEq4nCE8kPlkmMF7KdYUnD4lPGgTer5qIahCfHJBu5xvBd6UiKTdauKIgHnBEHdIuoxKQUEuZmk6pVwhR6szl+AhFEccofcVj1D7muP6+g2CEjbG/9OddwdtcSMOzwA5nuP0cITyR84/cUEL6KpxOinQiB6F0ySFKkehLqa7+ulJIfsM5RTIVyW1cTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETOC1CViA8tp3wOd/NQIxELxBjHebIK7S7nTFJ7gPMKpJiE9imFitanQ9uWa5ypbgeoL6QgKUM9bP2SkE11l/7RKFJ0sEwCU2+VTKJp9wP1EKHlU5omRhOdcXNNe4w/Xyj1xPGigFKjifnOJ0osD7HgKUo1oLJ5RW0kJ84mICjyUg5yDNHzkFHfGMrTKf6zyLObZrnj+16Gm8LQF5ak/d49SXxpOnLtFzifGe8RIoI0KRAOX3y3ry4xJzijQ7hUwGAUr3uPivXFGUhkcilZ+X8skuQpSl/HxSZT41pcBxMQETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMIFXJGAByivC96lfl4CCwDHtjhxQ1lgvERRW0Lov7vukgcZwcH+rzrRNqXYa1Dprl7TnBM5PaBVAv2RblWXtMw2uJwwjyRD8XiAivrOYS37A+WSDIPkGLiglAuKL1HmoDdCe6NDgaCLxSZ0guYLlp6Qd+VLpik8OcT+RIEVpeVxM4KkE9PRoDn1j7nygbrMuMdRzBChPHUs8Tu+R9FMdBShK+bVELVH1Q1hz4g/cTH4tNpL/jjBrd7EdRF58dKvIAUWuKB9IdfVDqU0qnlyyyfJRp5lctCTDcTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCB1yNgAcrrsfeZX4mAnE0UAF4nkCvnk+9pd8bnfBIvLQaf1apGx5MGa3I9qbBRYhM5nsi94YL1C9oa69MSTpbwRM4L67icrCM62S1mu84LPSeUGBRnyHdKuGZEAUq5U0N8ckmKnRMC7BKd7FFPcD4J4hM7n9xh9+AGwR2HUurBE72NHYTjgrrH/PkhzKG54DTy1NGn8aaXh/UXxSaxHbTfjQCFhSU6lQgly1gvmRtfq3UcULLMDVJRIfBay7eT3HyGdFffb3M4nn8WsRqS65AcUH5ezgdnoQschFxMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARM4DUJWIDymvR97lchIIcTiU92aHcI5q7TKh2GHFHGkXaHbm4VBa9VJT6Ro8l1CI5LfNJJTlmX44laCVDkiKL9tP+0FAlMVkjz8ZGUOz+W8iHwvYL4ZAHXE6XdAeXQwqWFlDu1Vju5xOXhmJQ7v+P0sI/45JSAea3ZwR1lmq526KVM2QdiRjW7W/dF6aq+MZfPeSYl8NJ8e24RaT3isb2vv7jfffvoh25wQGFniVC0Xm+2km+VdvLbQj3MjTNEWkqzU8h0EKHcdRbSthJzcAcByt9W8skZjkK/Sb3mYgImYAImMBoBvbAfVR59wKN6984mYAImYAKzQuCRv5M/cvdZoeTrMAETMAETMAETMAETMAETMAETmG0CFqDM9v311aUIKHSgwO8q4eQt2k2UE1ouUiVKkfhknOEFpf7Q90l1qoQlqjW2yKXhAuHAmZbZQUHzCtsUMJ+W758kKskjLlkk5Y5cTz4QDFewW0HxolLusF2uKPw/sOg6mriayPmk0mgnFzifHCE+kfOJxCdniE+uEaVYPzEQnzc+gYCeObkH7WluUWs8myGt030KqSHnUV96tGM7ZLdHb1afei9I7Cb3k64DCufhRBqrXEz+qDSSL9VGssV8686zu28mCVCWEKDskoLnr6uF5P+U60EIpn5cTMAETMAERiDw6Bf8ow8YYRDexQRMwARMYLYIPPKX8UfuPlusfDUmYAImYAImYAImYAImYAImYAKzTMAClFm+uzN7bU/7pkYP+zJh5U3aHdoPVK2P2/lEo1PIOEvgW8tXRIWvWJLApEw9ZP2QdTmfaLscT1SedlXdY8f57xzjnqcuIzRREHybKvHJCik/lgl65+fngysD6IYWBcLrpBWp4uxwVm8H8clvl/XkAPGJUu402xafDIXnD55MQIKub8ykM9oaD2HzCeKTeHLNx3se8bjb0DYeq1Z9qWhZApTggMJaiZr+Iay58Tvz5DdS8Py8lEtWmXNMvQS9162Sl/Irmwnz8q84oPx/C0rVM8e7RI5Ct3b1igmYgAmYwDACj35fPvqAYWd+n9v7fpaND8LEOh7fEN2TCYydwATeRxPocuyX7Q5NwARMwARMwARMwARMwARMwARMwATeBIF07OtNDNiDNIHHEtDX0jkCvau0OwRpt1leo43OJwoIa59xfH2t7+1UlfqjSSS4RSvnE4lPvrF+zKfnLMsBReITfT4tJYvjSZFIdymXSZYQn6zhfCL3k3WC4OuFLCl3EOuwj4Lhw+L6ba6LGHpyjcDkAuHJKalB5Hgi55NjlrviEwfJp+Wez9o4GsypSy5K7kKaayu9ea8fdJNIr/UUfhKmFXhJLDG+JeZSNvVlf5XJ8xspqn4oNZg7bRxO2km7ozfU7SKxCVmxgguKXIk+4oTy41I+OWGOXZC+x8UETMAETMAEpo6Aft6N45ftqbswD8gEXppA6pfHlz61z2cCJmACJmACJmACJmACJmACJmACJmACIxCwAGUESN7lbRNQ4FmpLjb41nuXqtQ7S7RyIdAE0Hfh4/g+PH4VqFYh4CoBZolPMvReo/3C+lcEGnVauZ7E/VmcgjKXLKAsUTB7ezEXnBWU4qObbmc+iE8UOJ/HeWEYqw7XRsadkFqnjPPJMYHw/Woz+RVHh8OrBilGuGb2cTGBSRHQvJOw65Qqp6FNWom/gqvPpE46oF/NkfSTHtfVBgcUFvQOWurIASV+yjuj2cEBpYEDSj05JR1PjXWJujrsx/S7KTJAUdX8lEvKZwQofyMVz3+ibrMA5QaTF0zABEzABKaNQPqH49jGNpFOxzY6d2QCJmACJmACJmACJmACJmACJmACJmACJmAC742ABSjv7Y6/o+tVvFYPuNLs9DufKO3OJJxPFACX6ERB8DNaOZ3UWD6nHrN8TRtT7vDxq5YMEewFHE1KBLFLiE0UyN7A6WQtOJ5kEJ3MJwX2yYYqB4nB4hMuKwTJ66hPrlGZyPVEbid7PeeTcwLpLT5zeOBVb/e7Obnm1zkP5d5cJ/nIU1fjuc2xTXWUEp/TlN5jlMNG2kd9ShAnUVqBsS2yrKp3kcbdYtyXjVZIWfUHwq2P5N/RvJwrsD/zMC1CYXdcUBCxMHd3SdnzLwhQjmvN5J/6wMUETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAEXoGABSivAN2nfBkCCvYuEuhdo8r5ZLvP+USB4HEEmWPAOgSQ6VOCkzLtEcHkfZYPFFSmjfvx0VSUHMFrpdfZIsi9g4OChCcSoyxS5YaizyVSeYhRSLvDNdZa7aRM2p0DguDfqo3kS0VpRJq4N0zF5XoQ74SAHjelufrGwp95eOWAIpHHY4v6UX3o+R/WbzxOrfqJRev6wVugZ72fNDa5McklqY1Qq0Y9rrVIxVNPPiMs+VjMMic1H0l/1TeaHPNUAhQJVf62mk/+/Uy9uJiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZjA6xCwAOV1uPusEyYgRwEFdyU62aZdo9W6XBD02TjFJwouy/lEgW45n5yw4Zj2MCx3wrZ0AJrdXqUoDckCgeyiXE96jicSoKz1XE+KbJMjioQn7EaKj/vFJ0qpI/HJNcKTGitHCE9U94PzSSOpNNsWn0z8Tk/DkzXxi3zUCTrM8wvm3h6eImekrrnmWZazyB37kBF7FWGJRp5b1Ee8W1rWewhjk6SkygdyTmLG8G8SXFAkQPkBAcpfVgrM0Q7iMD7QgamSY44qDc8GqbN+KOURq+TCcoUUWNfMPxcTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETeEkCFqC8JG2f60UIKEabJVJbot2i/UiQVml45DQgAco4xSd0F1JnNGmj84mEJ3sEvCVCqd6EnLXn6xa5mSzlMskmgpNdXBU2CplkBQGKAtgFnBTyOCwo3U5fjHvooCU+UdqdqyaOL6QNkfBEaUMOEaGUSbvjMkkCEiqojnq3JjmW6epbXkNyQNkDzzlpeGo8py3eAa9RdNZYu9KS7ii0TQIUpQJbYo8S4yt32kGEoj0kIPmVufTjUj45u24ltcV20ma+9peQHovjNZc/9dxSdnBD2btCGGYBSj8ur5uACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACUyYgAUoEwbs7idAIB3JHdA9Gopkg+07BHXXWC6yrEBvNBBQ8HccJabcic4nSrkj8YnaU8Z4/criE8XccziaKH2HhCcr1HUC1Uq1s0pV6g6l28kjPsmys7g9VDoK5nNtTQlPWLgiyC3ByUHP9eSY5ZoC3w/co4fO488fIGC+9wKS6OSc5/mU9gQRygoijWWOiO5H9x7Mh8Kr6dDfPnTcYz7X+2iBqnFJLCfRXJw4VURdeyGNVR0xSYMUWVlcUEjAw3wdJBLLM3mX+UwOKH8hFc91u52cMhddTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETOAlCViA8pK0fa4XIZAjaryOoGKHgO4aVc4nEqAo+DyCxmKkMSowLQGK0mYo7c4F7T7tNwW+qTXWX7NIfDJPULpEUFqik53FXLJJmg4FsZV+Z6HneKJ0O6MIT3QtEp/ouuV6UiNAfonriZxPvlYaye+VenKB68lVw2k/XvO++9xdApqXFzyvp8wDiVC2eHLrbCtIaDUipCg+GXH3R+2m95B++BaoS6xIgBL8TXRSSoO0VkdX7TC39hGinCzlmMNZXIq6YrH+F5m2S1D2EaHKX0nZ841jXEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzgpQlYgPLSxH2+iRFQUHeFALPcTzZptdxNuzM3VvGJksuoXlGrBLflehKdTxT0fs3QbxZhyQKuJwpGK72O3E4kOlnF/WQ5P0+6nUxItyMXBXZNQPRgaXFNcjxRbVDLiEzOEZuckBrk5LqZHNdaQXxSlzWKiwlMCQFJoc54dvdwQNlheZuqH3iP/aE3CSGKpp0EJwWUJErBo5oN8i42porm2j9JxbOLs8knquY207lffxJcjORy9JE0PH9bLST/66yWZJjgbeYrCFxMwATeAwHP9fdwl32NJmACJmACJmACJmACJmACJmACJmACJmACJmACJjD1BB4bi5v6C/IA3y8BPczr1I8SoRDhVWqLRUK1OdoRdBbs9XBRfEfiE6XdqRDZPafdo/1G8PiSVi4Lr1EkJJnnnyKOJ0q1s40TwhaOJxtEq5cRoRQIRhfmu+l2MiOoTmIcS8HrBsKSWqjtkHJHwhOl2jmgHpJ6p4ZbQ9Pik9e47T7nPQQ0T8+Zl3Il+gURSo23gFLevEbR+yfOKZ1f610BCg4oLHdT8OiT20UuQ/8s15MfEJb8t/oCYrIOzksdXFxuv9FyzO15rJ/kdFRdboe5X0SscsXenpu3mXrNBGaSQPoFM5MX6IsyARMwARMwARMwARMwARMwARMwARMwARMwARMwARN4KwQsQHkrd8rjHEpAoVgJTVZZ2EJc8YG6EoLN43c+aXKuKgHgCsEepdzZJ7h9SivxiT576aI0O0qjs4zjyWrP7USuJ3I/WUaIIieURUQpcjuR8KQ/cD1ovHI8acnxhGuU60k31U47OUV4cobjyXm964BSRXhyRW07684gjJPf9h4Djrd1F/cyFp4z6j5VabGuOVailOcU9fnQEPR53G/YLdI++uFbYGG5Q6oseg0peNiWLsEBBQHKL8v54DpUa7aZm5kEbckt9yJeARQcn/hAgrPPCFb+spJP/iA91hEiMRcTeFECwx78Fx2ET2YCJmACJmACJmACJmACJmACJmACJmACJmACJmACJmACJvAaBCxAeQ3qPudYCRCLTZYJwG4SgP1AXacqoJtne4jLPvNsMZam1DpyPimzQaITOZ98pdZYfukQr0xM5HiygLhErifbi9lkG8eTDwtKuZO9cTyR84nS7TxUwjXyj1qJTq5xNJG4RAHvM4QnEp8c9lxPKqQFuWa7iwm8OAE9oA8/zmFYekIlPNnHBeR8bj6psax52mHejNjFjZBEHcZTx1bbhhX1r/1U0svdLd1tNyl4GE8JEcqgH8ZV5tmXSj35ipDkhPl3ibNRo50NgrKsXgK9oiWJzDTf5YCkdD1/WSmEdFkWoERKbk3ABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABCZNYFDMa9LndP8mMDYCSq9TIhAr55NdQr1rtHJD0YP9PTz7vNPJNaFJOLlCe0lU+RsBbaX1OGf5iu2vIcUoEmSW48kHUuxsIDxZwelEridyPCnJ8QTRSXA8SQWph1FAb5LI9UTCE1U5m1wiMpHbSXA9qcv5pJUoGH6FMEX7uEwLgXd4L0a8ZO12yUvgiIXTTjspMxckTtN8lmhN9bWK3k0SkBSYd0rBs8SGjF4krKeL3IUkcFPKq3+Ur5nr3fk+NycXlLtCGglQ5IYkAcqfEaAofU9/n+n+vWwCJmACJmACJmACJmACJmACJmACJmACJmACJmACJmACJmACJmAC4yRgAco4abqvFyWgIG6RIO4arZxPJEKJzifjCC4rFKza4N8ardwUTmij84ncFF5afCLXk3kubh3hye5iLtnFEWGbVoHnAgFptUrJM8d+95UQ5uafDv/JzOSaSHeNnDtyPbmQ4ISqoPcRVesSpAQY93Xqz16YgO7i/ff5hQc0daerM2fPGdUZreqmnnfWcw/Mj/SFiPJTSevuxGPjcuxb76g8G/XOKrJTdGzS/rF0GHMLxcwJYjCJST4iLPlpKZ8skGpnEQuV/svI83JYQpWnd8Mv7Kd0XHoXaJ6HgcSO3ZqACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZiACZjABAhYgDIBqO5y0gQ6hGy7LifrnOozAVY5G8j5RI4oCuyOIywvpwSJTy5pLwgEf2VZKXfKVDmipAPF7DLh0r2i5fx8sonjyQ6B6B3S7ijALPcTpdlRRX8ykvgkOp40cDOp4WpSRWByjtBEge7gekJbQZlSQ5BS53O7KEz49rr7iRHQPD6l7jNjt2k/UPWOUAqclyiauf3vivh+0hj0zlqgFtmYZ0c8S+7sf1FvJ/+4uE5+RFSi5bW8pG93rwDzo2SRf1YRqG3xftig1TtD7kVNzWMXEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE5ggAQtQJgjXXU+OgIK2Sl0h55Nt6grB2wLreqAVXH5OUZhWtc6/VdpTBCdHtHI+Ue3+x4YXKnI5ULoNpezYQnzyAxYHWzgcSIiyiBPCAqoTOaNov2ElhJ75p83oFYfuCk/aQXhy2WgFl5MT0uzI8UQCFLmeyH3BZVoJ+N6MemckQDnjud/nef5pTm5GOAWNevCY9tPUjDXeOa3rXRUFKHJCWWQSNxmnxpwumqO/XdaTr5U687PJ3M+EtFlyN0lPe6XdmqNTpeHZKCBA4R2xTtvuNJNLWam4mIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAECViAMkG47npyBFaJuu4Sev1AwHWJKgeBcYlPlKJDzicXtErbscdydD6RgOMly3zP2eQDQWQ5GmwTUFbKnRWcT5bkfMK1S3xyKwrdN0CNuK2gNm4nyqRzjatJSLVDUPukptrE+URpdlrBDaVOOp6X9nfpG7JXTWBsBJBSBRGZ5rGcjOpMl1GkGHGmpwUe4xiU+vvet5ycOry/5pJltpeoEr31j08OJvtXzeRbtZnsXTXCu2CTebyIhEUpt/qLthVxQpFg7RNuSTWOv0RU5mICJmACJmACJmACJmACJmACJmACJmACJmACJmACJmACJmACJmACkyRgAcok6brviRAoEKzdoO4ivFgn9lrkLHnW7yakGP30CggHoQbtNUsKAp8QrD5kWc4Jh9SXFJ9IUyJhidJpSGjykSDy51ION4NMsprPJgtZRDe4n9xXGDKj7zqeNBGfSHhSaZJSCKFJmXqWcjyRq4IEKi4mMGsElKxGDihyLzqnrdFKitFhft2Vbty9+vhuGGXfu0ff3qI+0rNM61lGIUeWJVq5oJzc2qN7vOZmBQGJHIr2qo3wLrhq5oL4JNd3FXp3SIBS4r2xiWjtYzGLeKXR7cj/moAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAECViAMkG47noyBD4SYd2irlMVsJX45H4pxv3jiAFmOZ8o7Y6cTyQ+kWOCgtaX1Jd2BMnOzydFAshyPNlFfCIHlHXSbixlM2E7WXfuLQw5pOhQqp06OXdqiE8kPOmm2WklxwhOlGZHopRrPpdDiosJzCIBCVCURmuf9DtnPOZV5k6dbXrmQ+qqey5asyJOtfTyPYc86iP1LeHcAu+yZb3POEkmnFFnu1sqzOEvlUby01IrqSImW8zgnkIHcYzxiCBAiQ4oCNf+8/w6fuTWBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABCZGwAKUiaF1x5Mi8JFwqxxQlqlyQ1EAtz8AO+q5FeZVgFqOCFfITCq0xwpWsyzXEwlRlMLjpcocQegs7gWrpNjZILIs55NPxXyyjBillMskeZQn+QEpN+L4ZGIS0u0w7gbCkopSb5B3R+KTcwQnx7ieHIeUO80gPEnYz8UEZpmAnnAJTuSCckqVC8oG63p/5GgfenfoeNWH9mOXoUXHqvbPNm3TD+GuAwopeJj/mXvm5CXz+SsOKHJCqTKv9V4YVGIKns2QgiePixKyFk52T9eDuvE2EzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE3gUAQtQHoXLO08DgW0iqavUBUK6zxWfKCB843zCyhEh4oNOOwhQKqy/ZNodsVVqnTXcTnZC6gyl3MkGMYrS7SwgPpFjw7Cia2m028HxpE4rhwSJTY5rpO7A8eSceoUoRa4nckVxNHoYyTewXTdb9Y6k4Q2M/ZWGqHkenFBQYWzy7lhjKs3DcLCEIzXI1JQT8tRqaqcRF8M9+76v+tI7TEK67w4o7DREKaI0PN9wQDmqNRCXtZjvOvp2UZ/RAUUCFInYVhC0ZRCuKZVPRyo1FxMwARMwARMwAROYVQLP+mVtVqH4ukzABEzABF6cgP/0fnHkPqEJmMCUE/Dv6VN+gzw8EzABExgvAQtQxsvTvb0AgTVEGIsEbOVe8NSivwPlehKdT8oE8o9Y30d8ckTwVy4J+uyl/l5UcDiPyGSjkEl2CBjvLlKL2aREyp0CopQc1yxnlGGlxZibBJYruCIoMF2ut3uOJ10ByinOJ9oeUu281EUNG6y3j4mAbuTwZ2JMJ5mZbjSfTyUu68wlPzKfrmGXH+XqxoWZfnS30tNP6/ohvEBdohbZ466khA96pYoDyp4cUK6aSZm5HtNn9acSCu8TjpFDygeclPReWcUFpYwTUt0ClIjTrQmYgAmYgAmYwCwSGNfvbrPIxtdkAiZgAiZgAiZgAiZgAiZgAiZgAiZgAi9AwAKUF4DsU4yXQBSfPDX0ru8kFYyWI8I14eBzxBsHtAe0SrtTYfklxSeis5idT7YRncj5ZBcByhoBY7kW5OfnEZ7g0nCP84lEJXVcTa5wPDnF5eQEsYmC1Ie4nygFzxVV4hSLT0Ta5b0SYHokp3PdeX7BnLkGRGnUlwjHolu5JSAZ9dD7eKuPrgOKBChzSYn1+34oay7HuX1eJw1PM4sLShbHE/pJvSPUr6rSdZV4gWyFdF7ZpIWtU50+XEzABEzABEzABExgpgnoDz6XlyMwjl+MX260PpMJvE8Cfi++z/vuqzYBEzCBaSLgn0Uvfzf8e/rLM/cZTcAEbgjcF+u62ckLJjBNBOR88mDajCED1u85Epc0qFcITS6oSruzT0D6hConlJcSn8wRMFaqjAUCxEqV8bmUQ4SSxbFAzifzSQFHFAWVBxmf6DoYbhKdTy6C40kzOcAZQVXikzOEKA2EJx3t6GIC75xAk7l9ylTYp9U8l/hMc31kFxlNo9Qv7X2roaf0P9r11sy7s6HbnX4IF/gsOKAw3zO3ZC7pHpnvzGdVze1D5vnHYiu4oMxxTKbPOiW8X0jbVcL5ZKuXikdOSGe3u/SaCZiACZiACZiACZiACTyPwEO/GD+vdx9tAibwXAK3/jB9bmc+3gRMwARMwARMwARMwARMwAQeJmABysOMvMeUEeiLs448Ov3NrYDzjfMJ4eE9xBlyPTmmVnsB6Zf421zBYaXUWcXp5CPOJxKebNKu4XqynJfrSS8QnQp4py9UmhI5mtR6DidHCE4OrhrJl0oj2ScwXW+3CVRLpPISV5MemZdNYDoJaO5LZLaftJOLTiapM7ei2GzINHv2hcR+NQu1LBeVtCpFqxKcFGiXaeWAMsr77ZJUOprrn0t5XFDaSZb3SQGxSbpoTQ5KwQGFd8tHBG7/LNfTu3jZBEzABEzABEzABEzABMZDwH92joejezEBEzABEzABEzABEzCBcRHw7+jjIul+TMAEnkDAApQnQPMhr0vgdph1tLHoZ62CzXI+kdBEKTjkfCLxySn18oXEJ8SJk3nEJUXcTZRiR84nn4p5XE8yQYyyyHYFjQe5nuhKGSrh805wNqnLCaGOowFpd/aqXQGKhChVgtMuJmACtwnoHVCjnjN/Tqln1DVEH0W2SfRxn6uSjn3Ke4fD7hT1o/5UtKzz6gfxQhgLjkgsazz3zeLLRjv5WqknR7VCEKDovdFf1Lcclkrk59lC4PaR1F5F5fNyMQETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMIEJEbAAZUJg3e30EFCwV8Hc6Hyi9Bt71Oh8UmFZn8eg8CRHPo8CRY4ESrPzmYCwXE/WEaIskSZDwWE5nwwTn2hcIeUOKpSrJo4tOB/s43ryDScEuZ8ck16jiSjFxQRMYDABzfMrqhyPNP8/MOuXUWoUEH+8pDSjX4QiwYlSi0l8ssQ7YpHxVBkfJkYDixxQ/mDeB8EZ74GV3IB5z0nyUYDC+2bXApSBLL3RBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABExgfAQsQBkfS/c0hQSi+CQ6n5wT1E07n0h8ImHKgPDtWK9GKXfypMhYxo1A4pOtXkB4vZANwpMCDgb3iU+kK5H45Jq8OrUWDg64npwgONmrknKHekFAuk4g2sUETOB+AkpCc9xpJwfkw/nMvLxG7CHxx31F74dYJR55bImCk9j2H6/t+mFcYGGJVq4sEsoMK2UcUL4EB5QGYrR2cETS+NRPLFqWMcoCIhS5LX3gXbOB01KJZaXualmsFlG5NQETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETGBMBC1DGBNLdTB8BBWT7nU/2CSMfIOQ4ob6U+ERkFAheI/C7TSqMzyWcTxCgLON6sojricQnGQLh/D+0NBlvHfFJhcDzJcHjr7gf/EEA+gwRyjlpeNp87vKeCMT7Hdv3dO3Pu9YGyE7mOsk+c6aseUV37Xvmngjf8/HIg1Efw+6WPpMLihxQ5MhSZMczlltDjpADypcKYrorUm5FAUpvoOmxynEpx/tF7kprhUwQvm0hQjms8f6rW7AGYhcTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMIExErAAZYww3dX0EFBoVVXB5SuCuGcEmo9plXbjlFpl+SWcT5ROZxGhSRCfIDrZQYCytZBLVhGjFHBEyT8gPgkpd7gQBZkVdD7B+URpNw5wPVEr9wM7GUzPc/eyIxmXNOJlR/3aZ2sy9yVAO5hrJxck3rlmvSvFSEs3JjNKnUG1X4ii9D/BAYVPl6klhCMZxjisKNVWhffBKeIzpeHawN1kG2ckDJaCk1I8TudS3xK5SfC2TcovpeK5RMhWCfK8uKdbEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE3g+AQtQns/QPUwZAYVtFVBW2h0Fl8u00flE4pOu80nnThCY3cZesvPzySbOAx+LeQK/pMAgULxElHgBR4Juyh2cT+45K/qSIDI5rzeD24lcT36/rAdBisQnL3MV9wzQHz2dwHB9wdP79JEPEpDw7ISZIyckvRuCA8qDR41/h7QQRW+BDGPqOqDMBQcU9Gl3lSq9YXQYO3qT5BwHJKXikbDkhxZ+T3O8V/reKHJWUvovvXe2EMDtsK+OcTEBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBcROwAGXcRN3fqxKQ8ERV4VW5nETnkyMCtudUuaHIAWGSsf85Ir4Slyjgu47g5COOA9u4n3ygLuFCoGDwMPFJGBf/KOWOXA7KuBwoxc4BqTbkdHCM64nW5XqiILTLGyXgW/dqN07vh6reB6ThkSBN7RqiDYk/lAZnmCBMtyx924btx24Pln5tidazvDcKnEAOKEWqnEseKhe8H/64bCQ/LXXdkHKyXNJFpIrELfne+0gpwD4ihFNKHhcTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETGDcBC1DGTdT9vRoBBYcVXJbzSY1Q8SXtAa2cDhRovmS5RU0Hkdll7GWeQLICvJ9wPfmE+ETCkzVcUCRIUSoMBYTlSjCwMLg2Y61jbyCHkxMcDg4Rnsj15DeqhCf63KVHwCj8KDySgB4ZCdQuWDjpMMc6c8kWc3KJOdl1Irnbod4aYcqybyjD5u/dQ79vuedZVXf6YbzAi2GZ/Uos9+lIvveTWiojRtO74QiBmt4XiwOEJeq764CiFDzZkIJnkffQxF+EqXF60QRMwASmjsBT3uNTdxEekAmYgAmYgAmYgAmYwNQSuOc7gKkdswdmAiZgAiZgAiZgAiZgAmMiYAHKmEC6m9clcMv5RIIToqtKs5F2Ppm0+CSDy8ACgV25nkh0skOwd4t2JZ9JijifyJ1A4pRBRZoSJdRpIDCR+OSCwPLJdbPrfFJthOVGS1fpYgImMA4CdSbdMfWQ+qnngpIb2vFc0Gvo+6PBM3jogd8/0IF00Gu+b2dJ24IAhXaJteCAMsKXVXpPFQZy1wAAQABJREFUyAHlCGekKgKUFd4fdwqd53jvSJyyntc7KYcgLpssIIjTu6Y96Jg7nXiDCZiACcwYgWe90GeMhS/HBEzABEzABEzABExgvAQG/Gk+3hO4NxMwARMwARMwARMwAROYbgIWoEz3/fHoRiCgv+tunE8IJldYV1B5n2ivUvBUaJXSZpJ//0lXIneTVcQmPyx1nU+0vEyQV4HfXHA+GX4xEp8o5U6t2XU+UUD5a6WR7FXr1EbX9WSSFzB8aP7EBMZLYEqe4zpzVgIUOSRdUuWKsiglyANFwx9ht4G96D3Bqe4UJcSR40mBnpfYqdhbf+ilVW60kz8qdVJzNYIARQK2/qKxKuXXAqm/VhGebCKK28CRaQVR3FmnldQHHNPfh9dNwARMYCYJ3H1lzuRlTs1FPfWH59RcgAdiAiZgAiZgAm+YgH/vecM3z0M3ARMwARMwARMwARMwgbdHwAKUt3fPPOIUgeh8ck2k9oo/qIPzCRHeY9YvaJWKZ9LikzwCE6Xc2cLxZHsxF9p1Arwlti1Q5Ywy7Dt3xX5bCn7jblLDjeAM1xOJTw5IqXFA6p1zHA6Ucof/XUzgOwE9D6rDHqzve07X0hQ9xw0m1QnOJxKrlaGkd0jXY2h0qKPcAvX20GXLXyU6oCyzfwkRyig/nK95b1zUuQ6l6uK9EQQmvEd47SQZqV1SRe5LBUQoy/n5kIpH6XhqHF9vpnbyogmYgAmYgAlMisAoPzQndW73awImYAImYALvmcBDf5C+Zza+dhMwARMwARMwARMwARMwgYkQGCXGNZETu1MTGAcBBYwVP73mD2o5nRx22sH55Jyg8iXbmmyb5N/aivFKfKKUOz/hfPK5lCfdDoIUHE/yVKXdua9IXNIgYHxF+oxLqoQnv13WkyPaMyLDTo9xH733/JmeairPj8vTCMjx5Jj3xQGTuAxLrXcFKPcx7c1noWd/zf/QPjCE+Ba43fP3NX3+XYCSckAJvQ/vvMW7o9JKeum6Gsk276HrohIJIXyTpUqq6Bx53kdLOJ9IKLdTzAaR28UD50h14UUTMAETMAETeB6B7z/6ntePjzYBEzABEzABEzABEzABEzABEzABEzABEzABE5haAhagTO2t8cDuI9B1PungWpAkNb7MPiZ0rHQaqgqoyg2lRTvJ77kXEZosK5hLwHdHzicEfxXcVaoLiU/6HQjS1yPnk0a7jfCEAHKjFQLIh4hO5GIgB5RKs+t8kj7GyyZgAuMjoHdImXl4yjtDtYwbyjrblAZHKXGiaCR9Rr1PBm1P73Pvcu+FpD56i7d2l6AlCFFYUCqeQmcOYczD77ELnJL+uGwkn4r5IGaT65KuI12khcvzblrivSX3kx3eW/91rjeoiwmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmYgAmMh4AFKOPh6F5emECboGzX+QSnE859RAB5jyrnkwrrk3Y+UWxX4hMFcX/A+eQTrZxQFhGeZAny3ic+ESql3bnGveAS8ckpaXe+VRvJr+U6KXhabEc6Myg6rQNdTMAExkJAApQr3iMnTDYJULopu3AfYW7LQ+S2fGMMp3xAfKIz6Jy3nFDY0OC4h14H5SBAqSd/WSkEAYpSf/UXJQLLz3dFc3pvSTS3OGC//uO8bgImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAKjErAAZVRS3m9qCEhc0nU+wfGE5eh8UiaIXGOUk3Y+WcpnklXqbqkbxFX6nRJilAIWA1nq/JDQtUQlEp40sD+pNNohxY5S7ewhPjlGhCIXA7miaD8XEzCBlyHQTcXTSQ6YeDu4oCwxf4f/YNTkfKI0RYf15rYWU6s3FyrZSBSgrLBDEQcUpQfqpga62e3Owjnvjt9J3XWMe9JVq50sy2Kpr8hdpeuAkkk2eWdJgCLHJrmlKBWY3zt9wLxqAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAibwaALD42yP7soHmMDLEGhwmiuipXI6ic4nci+IzicPBWufPEoCuHIRWCtkkx9K+WS3mCX9Thbnk0xwPpknwqs0F4OKgrsK8qbFJ4dXjeRLpZH8hvNJtSnhyd2g8aC+vM0ETGB8BJTi5giJxyFz+7IzH1LeLDCXM0NPoXk6ZKIPPab7gUQgEqHEmd5bvTlK75cgQGHHZbaWqHe9TG52v1m4wEnp9woCFIRsV7xL9J7pLzpXjhdUiRQ8EqDo3bWSn08KuDbVEK34/dNPzOsmYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAImYAKPJWABymOJef9XJ1BBqDHI+WSSaXfmCAivFjLJBuKTXdJXqK6zLgeBHGktJD4JweU+OgoDS3jSIiAcU+4c4VJwKOcTBCgnLNeC68ndgHFfV141AROYAAE5oEjIdki9xAGljghkmIhNszTWp0lQ0hfQLz/pik0kfFmgLjOORV4q87igfJespI//vixHpYMOTkq8T85wQ1kvdEUoSgWWFsWpJ61LdBJSiOGCsr2YTfZ5F10NEK18P4OXTMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETMAETOBhAhagPMzIe0wZgUvGo7Q7e1Sl3dG6xCfDgsbPHb5SVKgq1c4vy3ncA3IsZ7rOJ9n7/QnkKpAWn0hw8o2UO6r71GvcClxMwARej0CdOXrM2+Ogl+5G6b0GzUoJTyTgGG+5LS7RWnBA4UzLiEeKnPT+N0x3NHXeI6p6v5xet5Ltha4AZY6DJY5LF7ms5HmfdQUoOKEgQpFo5QoRi4sJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJPIeABSjPoedjX4XA1047CFAkPrliBJNyPlHgNkugdh2xiVJW7OB6omDtSr4rPlE6i2FFwWoJT5QKQ+ktygR4D3AZ2Mf5RO0ZQeJBaTKG9eftJjCYgJ40l+cQaCDIOEXAJheUc2oVFxSl+SqwXTO8f5aLuGr/djaNXGK/ndDT98O0Pcs/BU4gB5QiNcN4yI/zfaehS3PJOe+Z3y/r4X31qZlL5km3k+0bqV5b+ZQDyg4OKL9dsnGkcww9+ex9oJvhYgImYAImYALTQGCUXwOmYZzTMgb/DJ+WO+FxmIAJmIAJmIAJmIAJmIAJmIAJmIAJvFMCFqC80xv/li/7u/NJB/HJYLeC516fTAPymbmkRAB3B9HJTzifrJN+Z420OwsEb1WHFX1HrLQ7dVLr1HAlKOMsoNQYXyqNZA/Xk9PrZtL4/9m77+dG0vXK8y+8o6li2a7qvl7SlTSaUczu7Or//2VjI3ZjJ7QzsxpJ13eXpSd8wuw5byJZIAiyaEAWzDe7s+DTfJJMApkHzzPkSPJVftx/UwH/DHGE/aZaVz1vpBBIS5RHCno4iNL07652AEO94Lo/kPfXH59vvWxv4K0ZK6Bo/rECiu7IZw9etQLn949VyWQQAyg/1/6qo+Cb92HBPX2mhmzftl3Wvi2G6oqhek2Ybuqlm3X1/ht4s7xYWwQQQACBhxG48fuAh5n9Sk6Vv+ErudlYaAQQQAABBBBAAAEEEEAAAQQQWB+B686vrc9asiZrJZBWPnH4ZLZ+wGJWs6BwSU1jVvXEl2674zCK73dVlKsGH+9MFDzpK2DSUvjkRJVO3GrHVU/2u0k4VYUCV0ZJayhcNRXuR2DNBZbwZEpPwZN9VVf6rL41L3W9pqSGsxvTv+2z5zP0tOBAx/lwi/Xyy2af7libK5ZU9UhWASUGUGafeD7DqSuaoPc3P6oCilvxdLT/aRRn0id6el7Tr2gf5hY8ruj0UiGUyldaiU3NZbOu3sR9s0Qedm2nf5cedk5MHQEE7iPAvvE+erz2sQT4OX0s6XQ+/A1/XG/mhgACCCCAAAIIIIAAAggggMCSCxBAWfINxOJdFmjp5KzDJ6PLD93rHp9Izumfhk7GPlGbndcNVT7ZKseWO1s6kVtR+CRWFLhiLj4ZPdQ/PYdPkmFss7OvE8E/tvoxgOL70vDJFRPgbgRuLLDCR9WXdNF7Wi634XEIpamYxq72MRXtD66udTTZWF4fH3RfwHp5MrECiia4rRs13b4cIdGd8wbNPwuguOKSAyjz2nx5P+f2Yd7POVz3QuG6LV0v6D5XbvJ+jAGBbyKQ/S59k5kzUwQQuJEAfyNuxMSTENg4Af6Gb9wmZ4URQAABBBBAAAEEEEAAAQQQuE6AAMp1Ojy2lAKJzvQ+xPHvYj6vqgD58EJVAb5rlOPJWQdRag6f+AStzw5fMXh5YssdhU9c5cRtdt4rePKxM4htMdo6GRwLn1zxeu5G4NYCD/FLcOuFWJ8X9LRX2Vf1IldAaaodT18hkHnEvs97oFxMnaTr79DGNbuHGyN5Gg6cVDQ2NMW6RldE8ZLMW5bZCZ9o3+PAmyugeJ/jakwOlThYly2fL/O6XdIOra79nduKuRXPM4VRjlRBJVHrHgYEvpnATX7Qv9nCMWMEEEAAAQQQuFKAv+FX0vAAAggggAACCCCAAAIIIIAAApsmQABl07b4Gqzvok+P+uSssiex0okrArxR+OStxp1y2nKnpMonrhhw1eATvMqdxBO+ZzoB7OoDnxQ8+amVtt1xFYIR6ZOr+LgfgaUQiBVQFPP4rAoorrLU11Jdt6/JQig+1u69Q3Z5n5XxdDyWNNZ0raYbVV13KGWg8WtDdzAM+51xOFQAztVQnldHcd9U0NJ5P5cN3p0VdbuuYN1upRheKXTn4J3bhqlQEwMCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACdxIggHInNl60TgIVVQJ4opOwL135ZFIJYFeVT6rFXCgrmXJV9sQnnMcKn7jlTkdVA44UPHHLnZ9c+aSdpCdzHT5xeQQGBBBYagFXQPmsJfys39emxr6qoAwVAllEsMQr7vjH9LSyGirzapv4uV9a8SiIMs6pLdC8Z3rKXwbvatwGzJVMXAnlqVvs1Ebal6l92Jf8SXyBq6CUtXPbURUUV0B5USuG9+2+wjcMCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCNxNgADK3dx41RoIuCKA21A4fPK6XtZYCq8VQtl25ROdsC3q5GxhqmpAtsoxTjI50TtQwKSpkgFuffGxk8TgyXtVPnELHodTGBBAYDUEXPjjzOENjccaHUJJFEIpKzriCiQz+Y07rVQWQvGLp6/PTkwFmVShJK1+sqNn1nW97X3O7BPn3HaxJe9/HED5fqscw3HelzlsMj34ZkXVnbYVtvO+zxVQfJsBAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgbsKEEC5qxyvW3kBVwV4qW/9u/3EKwVQ9hREceWTis78+oStKwTMGxwsccudnqqedNSy4nNsuZMEB08+KYTi+wifzJPjvsULEHJapKk1O6o08knjvsYXusOVQxzLmN4b+HnTt+++DK6DklZGmZ6Gdz1FzaSmK9sa3Y5HO5U5z5x+VXrdTztWAOWnZj8c7g5CV/uj+pxgiQMoZQXwdiYBFO8L05CK58OAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwO0FCKDc3oxXrLhAQWde/U3/Z2pP8UbBE7efeK4QypYCKQ6lFHXC1yeAZ4d4+lf/JCoxkCiBcuLKJzrR+6GtUcGTzxpPdZsBgccR8E/knB/Ux5n52s6lowTHp/Eo7KvtTSuXDw0xl+ftEO4t8CV84q3orZkNsQKKblQ1buvBmh70fTepgOIpuSKTK6C4EooDcYPy9NTTuWgvFwMn3u89177Q45ba8Xj/6LZhMe+SPpV/EUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEELiRAAGUGzHxpHURyOvk6lYpbTnhyicvNT6tFmIbiooec9WTq841+6SszuXGigJtXfnUThQ+Saue7KsKiiuiMCCAwGoLdBXg+BwDKPnYhuepdgiX4xtpYMT33yUCNBs4mRXz4/7jXNW8tzWHusabNsfxMsUKKAqgHCqA0tV+ya3CZgfv50ra57nd2JNKIQbyXAXK+0e3FRuSQJkl4zYCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMBXBAigfAWIh9dAQCdaCzrbWlLVk4ZOtrryydtGObbfeaITrr6vqlYUV7fcCUFNdUJfVU8cMjnuDeMJ3vcxgNKPt9s6YcuAAAKrL9DVKnxW+MIhlJZ/73X7cnzj/uvpCiSqMzJ3QmkFlNyXCijahykrcrMF0SRbCsjtqyKTAyjHqoayV1UIRetU0DwdPPHgi5xulPPaLyp08lT7whdqw+MwikMrwzmhlfhC/kEAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDgCgECKFfAcPf6CDhYkn7Lvxhc9cQnWR1C2S0XQr1YCGWFT3wi9qrBlQD6OhnrVhatwTA4ePJO1QUOdHLXLS7mVRe4alrcjwACyy3QdfhEkbP9cT60FOZIco6JfNk/ZJGRL/fcZ33mx1B8b0HzraoN0I6u1zTeZn6JAiTNJBcOVZnJlZqeK1zyrDKKrcfcYmx6cLClon3gjvaHr9WO7IX2kX5db/pJXEcAgeUWyHZMy72Uy7V0F3eFy7VsLA0CCCCAAAIIIIDA6gvwHn31tyFrgAACixXgc/hiPZkaAgggsOQCBFCWfAOxeHcXiN/u14nV9Nv9hfBcoRMHUJ7qclvf+K+pIorDJ1dVPnEBAIdPugqeOHzisIkrCqSVT5IYRunrfgYEEFgfgYFW5VTjsWInHpsOoCkM4uohhanVXMSxJH/umjedtAKKW/CEsK3ASF3Pu2kLHi+iFjmG5g67Csy1kvBGFZ+6quBUyI/V2ufipz3v/yqqgpIFULyf/L32jdr7eVIMCCCw7ALzdiLLvszLsHx2u7g7XIalYhkQQAABBBBAAAEEEEAAAQQQQAABBBBAAIGVFyCAsvKbcANX4IYnW3wOdU/f/H+p0MnLuisAKHgyqXriljtFffX/usonblnhljtNtdc5VRuLn1T15MdmP14/1X0jZ09uuCwbuJVY5YcU4OfuwXRNm+h3/0yj2/AcKaDxQvf5j6VjGVloJL10bZTFn8H0FEuariufbPtSy3CbAIpeHkZafofmvN/6Va8S2+pUvVOcTtHoeVkFlF2F8l7Xy7ECSjn2+/FUGBC4gwD7pzug8ZJvIsDP6uOyL/7P5eMuP3NDAAEEEEBglQV437PKW49lRwABBNZDgL9Fj78d+Rz++ObMEQEEzgUIoJxTcGUdBPI6cepgiaubOGzySi0lXqrlznOFUPwN/4oeK8Xn5OOJ13nr7BO3A70haitkcpaMwkE3CfudJHxsD8Jnt6ZQKGWoagIMCCCwngL+7W7HAMo4HOjS12t6w15WGGT2fXvaoGf23tu5ZK/O9iq+7ZxIReOWwicOoviPte/PnqOr1w5a5PMAylFvGCuguKLT7KDdYWzNE/eX2k++UAWUejEfw3njOc+ffT23EbggcPlH7MLD3EAAgQ0W8P4h+4O3wQysOgIIIIAAAo8uwHv0RydnhggggAACCCCAAAIIbLoAAZRN/wlYo/XXedrYUsftdV4rePJCJ1P3dDJ1V8GTLd1XLaqFRqwk4MonV6/4QL133HLnRFVPDhU4+TFWPumFlsIoXSdTbnwK+Op58AgC9xaIB5E4knRvxysm0FHbnU+qgLI/zoW26o/s6KzZVdp3C6GkU/OuaHa6WaUVB17cfsejwyi+f16IRHdfGtxCzMET779cCaUzGCpYN1P+RK+KLXhUEcoBFFeK8n6zUcorqKdKMOrCQwjlEi13IIAAAgjcVWD2D95dp8PrEEAAAQQQQAABBBBAAAEEEEDgegE+g1/vw6MIIPCgAgRQHpSXiT+KgM7gVlTxxN/af1IpxLY7Pon6TOGTLZ1Ubej+sh4v6Kv+PoE7b/AX/X1i16Nb7pzoxO0nVT350E5U9SQJx7o91BldCgLM0+O+xxfwu0eP1ySpHn+h1mqOHfF+VADlYJwPLV1PvHYL4J4XOJkH5+elVVDcgieEhmZe1jbv6n5v+a8O2lmd9QfhUzsfg3RuI7ZXUfWm8jiGTrJV8aUDea4O5aDeU+1DXQXlQ7kYDnuJqj19dU48AQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEoQACFH4QVFLh4+tVNMdxex6GTtPKJgic6kepAStXhE51YzekMa3bCdXaFHSpxBYMkVj5Jq544fPJTsx+rB3TdcsflBC7OdnYy3EYAgTUS6OoX/vNIFVByIwVQtH9QRZTx1F7Eu4Nsl5DtW3w7u/41Cj8ve/1Vz3Vgzn+kq5rqtvZhNVVj8XLdZPB+rR1biA1iGzFXQXmpfaTuUnWTcawGNT2dWAklr0ov2pd+Vy+H961ELcgGtBubRuI6AggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAtQIEUK7l4cFlFXCgxBVNXN3EVU58YtUBlOf65v6TSjGGTspqK1F01RN/vX/O4NO4I52ldcsdj2eqEHAUKwaklU/21X7HJ3BpQTEHj7sQWHOBvvYNJ9p1nOjyTKGPjtZ3oNGhkHmVlLw/mb+n0QMzw2z4ZPZ29vQYQHHwRFN2C6CaHjjWeLMIip6nZe8pQHeo8MlHVXN6rWDJC93O51QRamZhtatUJamcWpYVFUDRvrRWVAAvr8CLEisMCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCNxAgADKDZB4yvIJOFhSU/jkdaMcq548U+jkqca6Kp/4fp9cLejE7RXZk7hCWfjEJ2g7A7Xa0Elaf+v/fbsfW+/0dT/hk+Xb9iwRAo8h4M4zrnxyorjHmS47Ggfar/iPZhZAuU3oZN4yOwNyXZjE+6+inlDVlR2NNY0qxHKrwW3FjrrD8K7VDz/frgRXdHJVKKVQLkzH+8uK9p27roCi/erzakmVUi4+58ILuIEAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAjAABlBkQbi6/wM4kbPK0UtC39NOqJ9s6aeq2OyW1kNA51Fj15KpTp+6mM9BJWQdMHDw5deUThU/2O4Pg1ju+3tP9hE+W/2eBJUTgIQWc9ejqn2PtL1wFpafLkoIaBd1/ef/iZ1++9+rl83PTpj5+5bwhVkDRA1WN25MKKLeZg6fp/Z0roLxTuO64NwzdwViVo/zIxcFZE1dAcQsetzJzNSkCKBeNuIUAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHC9wJzTUNe/gEcR+NYCbrfzRt/Qf9MohUYpH+rFQqgqdVJW+ETnhr96CtiVTxwwaWl0253PCp38pOoAB2q5c6wTtW7HQ/jkW29l5o/Acgj0FBI5Vhua07Ha0aj8SC3mTK6Kgdw9hJJNcTqM4vv8R9qtd7a1c6tq7+b/rq+booenhqH2Z4fat3kf5/2bKz65Ksrs4FZlFe1DXQHFAZRnBFBmibiNAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCDwFQECKF8B4uHlE/iZ2kj42/luuVPWN/YrBVc9yc12lDhfcJ9qdaBkqCsOl7QVPDnpD9SWQlVPNPrkrKuetJKRHnflk/OXcgUBBDZcoK8AypF2Cqcae7IYaMx2EXHfcg+f3GRK2fRmJ6VIXQygOHiyozG24Dmf++yz59924M77t3fNftzXtZJhSIbFWBllOrDn6wXtR70/dUWpPe1jX9WK4USvbeo17Bfn+3IvAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAFwECKF8suLYiAr/YKauFRCHUVPWkoLOmPmmaVQ+Ytwo+caov/YeewiXdGD4ZxlY7H1QR4EeNZzq5qoeoejIPj/uWVCCLPlwVXVjSxV7BxXLbnaOxK6CkLXgGTmposHy235m+Hh+80T9f33ZuwVPS6OBJDKDouu/7EoGJN679x/u/k66qPGk/eeCgnfaBfe3wFLULhbHWYLISvlCeL4b6XFlqTy3OvquXw4Fak3m/mXgnuWnDxGbTVpv1RQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTuKkAA5a5yvO6bCeyUi6Gkk6lFnZR124irzhH6xOtA/yRKn3RV/sTf4j/UCVifUN3XCVlfd9WTUWy5881WhxkjgMASC7jqybH2I6cKbHR1ffiIy+p9m/dzVe3L3IKnpr3dVfu76xbL+0LvBw+133Pwzu11drUfVcYkTn/6tQ6huArKripMfac2Z+9axfBRbcq0+9y8QW53At88KdYYAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIgCBFD4QVg5ge2SzpreYPA3/Ps66drRt/f9rf8DVwFQG4qP7SRWAujrPgYEEHhkAZ/UX6Ghp/3IkcZTVUFxNZRBbqxbX2IgXp375hQ8NY+zNK524j/SVYVPYgBFT4pznn2invO1YaDXuN3YOwVQ3m6Vw8taSa3LCnH60691qK+qFMqu2vB8Vy/FVjwqNrW5wx2sNxdrAWsef8AXMB0mgQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAt9EgADKN2Fnpg8lMNIJYhU0UbsIVStQ+OS0PwzHrnqiE68OoBz1hrHlzsBPYkBgVQX84+tx1U7WruCvXU/LfKyGNWfatziMMpj6mZneBNn1NJ6ymA3jqThuV9ZY1+gKKFWNXS3HbeNz3ud5P+gAyrH2g94/uo3Z7A+RW5rFCigOoDTKsVqKq7AwIPAoAtkv0qPMjJkggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAogUIoCxalOl9MwGft0rDJ2nVkzP1jNjXCVdXPPlRlU/87f/BSHVR/EQGBNZBgJ/lB9+KA4U9TuR8qh1HV5euJDJWHsP0s7GML/d9uXafBfT0PZb1r8MnNV2v6o6irvdvuSMb6vlpACWJobyeVmRY9nJeHNyCp3regscBFFdK8VIwIPBIApd/LB9pxswGAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEE7itAAOW+grz+mwv4XNVQyRNXPXHLnXZstzNQ+CQJ+51BOFQFlDNVQvFzbnnO9puvGwuAAALfViA7F95R5OTIlVBCPrbiqagqSPYH1M9ZRETD08jmN73WrlNS0oM1t+LRnJp6VnLFc6dfN33d+z/vC10B5aQ/iBVQlMe7NOQ0fRdGqeufJ5VirIDiEEozGYXuYMg+9JIYdyCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCGQC2fmz7DaXCKyUgE/WOlTS18nVroInDp+cTE6yvteJVldAaasSCgMCCCBwVwHvZ7oaj7SzORuPQi+XD0Vdd2saP7bI8Mm8EIoDKP5j7SooO5rnkUqwnM2NquhJVwxuT3ak/eGHtlvwDEJHYZKB7ptdfhc7yWseMYCiNjzPqsXwvFZUeCUJPQX8xnoNAwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALzBAigzFPhvqUX8DlQnQqdVD3RSWFVODnVt/odOHGbCbfb8bf8fcKUAYH1FSAM8FjbtqedzrFGBz96GisKg5Q183nhk9lQx7xlnBc0mXefX+v7YwBFVxxAqZ0/8ebbf6zQSqKSJy0FTz6rMpRbk+0pXNIo5UNJqZOCpjs9OIRSVRWU3UohfNcoqZpUEgMs3u8yIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIDBPgADKPBXuW2oBn/4c6kSwx44qnjRV4cSBkwOdIH3XSsIntd5xNRS3nGBAYH0F/PN9MTSwvuv67dfMoZMjVT85G6sFj64PZ+zvsjWmt951e6vYgkcEVc3TAZRq3PJp9ZKby4yDW+601UrHQb2P2l++6ZfDXmUcCurvU5heGE20oFBKpZC24XlTL4cfq/1QOAuBglI3F+eZCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMCmCRBA2bQtvgbr21dVk/5QLXd06WonBwqcfNLJVH9Dv6WTqw6fuN2EmvOswdqyCgggsAwC3RhAcQseVUDRrmU4Fdjwnmbq5mRxb7f/8euveoXb4hQ1B1c+2dFlVSGUy/O7mVKiYJ7Dem5R9qudaug1RqGi6iilmSk6kFIr5sITVUB5s1UOz06Kl6qk3GyOPAsBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGBTBAigbMqWXqP1dNUTB01c+eRDux8+uOpJpx9OeoM1WktWBYHrBK6KKlz3Gh67j4BDJ8e5UThVAKUfK6B4G1yOgcy/9z5zDiGrgFLT/GILnjnzvekcBg6gKLjnAIrblDnItzUuXHq5W/LECijlYvhOFVDcrseteuKs+fG75MUdCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC/lI1AwIrJuCTp5/1DX6PhwqdHGt0KIVhQwU4Gb6hG/5xVzttwaMKKAqf9DTreXG3+4ZPLsdZ0nXMK/XhP9YxgKLraQseP/sWP/yTp7oCyr6qRr1TeM8BlJ7blcWKUem8sn8dQKmqBc9OuRBe1UvhmQIoW6VCDP4NVIHqNrPOprlSl1dtjJVaCRYWAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEHhcAQIoj+vN3BYg4G/uv9fJ049ttdwZDEOf8MkCVFd0Erc4/76ia8hiL4lArICi1IVb8HQ1DhRQ8I+fxywKctfMQva6bFpe5ekfbT8eAyi6klVAyV7j5351mJrYUAGUI4X4vP886g61Dx0FV0WZnren52IneYVQGgqd7FWKsQLKrsIoJ718aA6HF5bvq/NfxSfMgqziOrDMCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMAjCxBAeWRwZnd/gX856sTgiaue+GTq+p8Jvb8ZU0BgqQSmAhFLtVzXLMwgNw5NLbcDKC2NvRhCGYeS4ieLyipcFSpxC56iHqyOc2HbFVB0PT73Do5jLXdTLcwcQnE1qSNVkHpeKyloMtY8cjF4Ms0Q56tKKE8VQnnTKIezvkIrer2ns/bDBqziUm3Dq34BlmohWRgEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBC4TsDntRgQWCmB961eONWJ00QBlJEDKAwIILA6Aiv6K+tdTV+hC4dPHEJpK3biNjyLrgUy7xy87ytodPBkSyERt+Lx7XnP1d3XDs6NDIajcKogyYFa8Rx0BgqUqJKU7lOs5NJr3YqnVsyHJ2UHUCoxiOLqKAwILFzg8o/fwmfBBBFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQOBhBaiA8rC+TP0hBDhJ9RCqTHOVBPw7EH8P+GV47M3WFfzheKQQSj5WQXFAw39Is02yiGyGpzG9ZX27oLiJq604fJKOISS6f3DhmbrjhkOiRM1nhU/czuxnvUp4Xh0Hddi5lGopKG1SmVRAedsohT+dFidVUqaX8IYz5WkIfE2AH6uvCfE4AggggAACCCCAAAIIIIAAAggggAACCCCAAAJLLUAFlKXePCwcAgggcJUAZ2qvknnI+91650hjU2NfMxrObIbsZnZ522XJAizZpV/v6x4ddKlorCn00tBYnn6S7r/NkIxGYb+ThA+tJFZD6bkCisujzAxpBZRceKIWPG/VgudptRh8HwMCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACswIEUGZFuI0AAggggMAVAl8qoIxjBRS34cmGLL4xe5k9Pu/yNlEO/8Eu6gU1Xe4oklKNsZR5U/36fX0lZ/bVgscVUE76g9DT7XkdzdR9J1RdAaVaCG+2FEBREEU3GRBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBC4JMBppEsk3IEAAggggMB8ga7uPlLbmzONfY3DO7bAmZ66Qyg3CaLk9ayiRldA2dHoaih3HdyC50ABlA8tBVB6g9AZDMNA92XhmWy6ec2nVMiFrVIhPKuWwp6CKNu6XnIyhQEBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBKQHOIE1hcBUBBBBAAIHrBLqxBc8onGUteK578i0fy0Io2eXsy31/SWNVowMoVY1XPXf2tbO3h2rBc9gdhI9qw3OoAEozGYa+2vAMZ0Ionr5DKOW82v6U8jGE8v1WJTwpF4LuZkAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDgXIAAyjkFVxBAAAEEELhewC14jhQ+OQuj0IsVUNLnZ5VDZi+vn9rlR7NMhy+z69mz/Ad7ugKKgyh3HbQKoT8YhVOFTw46g3CkMEpbt2MVFD84NXg5igqg1FX1ZK9aDG8b5fBErXhyJFCmlLiKAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBAAIWfAQQQQAABBG4o0NPzHEBpauwrpzGcel0W28gupx661dXZ4En2YmVAQlFjTdGUHY2ugHLfoaeKJ59VBeV9Owmn/WHoqQqK7ro0OIBSVQDlqYInb7cmAZRLz+IOBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBTRYggLLJW591RwABBBC4lcBAwZOWqp84gOLRLXkcQhlNpjInu3Hj6TtOcl2kxH+w3YKnpuBJbMFz7bNvNlu33XEA5UO7rwDKQAGU8fwAiuZZK6gCSgygVGIQZQH5l5stJM9CAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBYCYHiSiwlC4kAAgggMEfgPnGHOZPjrq8KOGiSiL2l4MnJeBTa47wqoYxDSWkMB0SuC5B8deKTJ2RBlNmtm9fU/Uc7VkDJ5VUBxS+YfdZkIje8OA+gtJJwcl4BxdO8uCaFrAKKWvB8H1vwFCbPuN/8b7iYPA0BBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGAFBKiAsgIbiUVEAAEELgr4pD8n/i+aPN4ty3fkf6ixqbGv28Mrtsd9ttLFCEiIAZe0Ako4r4Ay+5zbKjiA8qnTn1RAcQue+RVQCgrYlFUBZbtUCC9qpbCnIMp2uRCKuo8BAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQtQAYWfgxUUuM8p3RVcXRYZAQSWTiAGUFQB5SwGUFQBRfVAvGfKxmyB7xsQyabjS0c9ippgbawWPJpfdfrBO17vj8bnLXjOYgueURiqoov+D9Mtdnzd61gv5cMTteF5Vi0piFKMzz1RiIUBAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAb66zM8AAggggAACtxToKqBxpJRGU2OsgOLkyQKHecEV31fQWNFYVyKk5qokGu/zh3ykAEp3MAonvUHY7yThSJdt3R7ofodQssHzdgilnM+HhkIoroDyXaMSdlQRhQEBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABC1ABhZ8DBBBAYBUFpsIBq7j4q77MXaUzDkej0MwrgKLrQ6czJoM3zZdbaVWU6dvZ86Yv/fjsJvV90/en08ipCoqqn+jJNVck0ej6I16Guw5DhU3aySh8bA80JuF1vRRDJnmFTQoX1kQBmLyCL2q7s6cqKN9vVWJo5cez3oWwyl2Xg9chgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgistsB9vji92mvO0iOAAAIIIHBHgbQFzzicKfgRK6BM4iN3j4GkYZMsdJKGTS4vnO93zZGygiGugLKj0RVR7jVooTtqo/Op01cApR/OkmHoDcdBuZRLg1sAVYtpBZTvG+XwpOwc61VLe+nl3IEAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIILDGAgRQ1njjsmoIIIAAAg8jECugjEdpAMUVUKZm49zGnOzG1DNudjWLdWSX2av8h9uxj5rGHYU/KlPVV7Ln3PaypwDKR7Xg+aAAyml/GPq6Pa+oStEVUBxAmVRA2dUlAwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIWIIDCzwECCCCAAAK3FOgqYnIUAyij4OuJ0hpuhTMbPJm9fdPZZKGT7HL6dXmFTkoKnbj9zkIqoGjivYEqoCh88kEteGIFFJU/UQRlerbxesEVV9SCx8GTV2rV87RSUEWUXMgrmMKAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCw2QJ8dXmztz9rjwACKy1wOSCw0quzQgvfF32igMaZQigdhU8S5S8c2MjpP2+VbLxLLMOv8et9mV3X1fPhvAKKwiCugFKd+6zzp9/oiiugfFL4xC14sgooc1vwKGhS0LhbLsQAyl61GBqlvNr1qG3PvBfcaO48CQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAYB0EqICyDluRdUAAgQ0TyOING7baS7a63godRUVcCaXlEIpuD2N0ZLELOhti8R/uku6MLXhckWT2CXeY/VDL30yG4ag7CAdqxXPcG4SuqqIMFCrxek4Pnl0pnw91teJ5qkoor+vlsKVACgMCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMBmCxBA2eztz9ojgAACCNxDwNVPDhVAaar+SV/Xh5pWFg+aDW7cYzYXXupuNy5fVlP4ZFdjWgHlwlNufWOkoElXARQHTz4rgHKoIEpbAZTEAZQ5K1LUQlQnAZS3W5WwU6ag2q3ReQECCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggsGYCBFDWbIOyOggggAACjyfQ0awOXD1EY1/XhzNhjexmdvm1JZstZjJ726/3H+6i2u44gLKTyy+kAkq2XF214nEA5XOnH876g9AfubHQ5aV3AKXmAIpa8LzZKiuAQgWUzJBLBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGBTBQigbOqWZ70RQAABBO4t4AooB6qAcuYAikZXQMmGLLYxe5k9ftPL2RCK/3CXNNYUQtlxCx5dLmpwAOVTu68xiS15+krUqAjKpUHZk1At5MOeWvC8bSiAUiKAcgmJOxBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBDROgZv6GbfC1WN05J0PXYr1YCQRuKsDvwE2lHvx5HVUHcQueli5dAcX1QoICIem/d5v9dJwk29S+L7vuqEdJwZP6pALKIlrwZEvaVdudT6qA4rGpljx9BVKUq7k0FDXvtAJKSQEUWvBcAuIOBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGADBaiAsoEbnVVGAAEEEFiMQFoBJW3BkygiklZASRMb/ndOduOOMx5PYi3jSQueSQUU3VtRGGRRQy9WQHELnkkAReVP5rXgKagFz3kFFFrwLIqf6SCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACKy1ABZSV3nwsPAIIbKxATDYsLt6wsY73XPFYAWU0acGjaQ1j5ORyIMRb6vK9X595VvkkF+MnX7a306P+A151JZTJZeIWQPPKlXx9NufPcAWUfYVPPqsFz2l/GHx7oBBKSTNU5uR8yHtt3IZHvXi21X5nr1oML+qlcKaqKV29jgEBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGDzBKiAsnnbnDVGAIG1EPgSRliL1VnRlXAFFLfgaeqy5wDInPW475b6kvtIr/lfjyX9U9VlTSGUhm9rvO8wVAWUk24SQygnvWFoK4CSKIDi1kLT6+GiKwX9UykogFJOAyiv6uWwVXSDIAYEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFNFKACyiZu9ZVf5+nToCu/MqwAAgissIArnnS0S2oqhHKqcW+cC4nCGUXdX7hTzZOLGA6aXLXHS6uguAJKLuzm8mGg+XevfPbF6X7tVkdBlI/tfmzF81rBEgdN8gXVYfECTQ0qgBKroOxVS+GtWvE0VQFlvz31BK4igAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAghsjAAVUDZmU7OiCCCwPgJXRRLWZw1XZU1GWtBEoY+WxlNVQHFFlMGkEoprhtxnS2VZj+xy1sRtcFz1pKbLHY2Vq544+8Ib3HbrnU9uxaPRoZL+cP7aFNWXp6YUylO14HnTqMR2PDeYPE9BAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBYQwECKGu4UVklBBBAAIHHFZhuxdPXrIcKocwb5t8775kX73O2ZDZfEiug6M6axh23w7n0jIvTuM2t7mAYPsUKKP3QUgAlGakJz5yFL2q+1YJa8FSKsQKK2/EwIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIbKYAAZTN3O6sNQIIIIDAAgXaqnVyqBY4TV32ldRwZRTnNWbHBc4y+A+4K6DUFQLZ1Vhe4MTdgicGUNqTCigOoMyZ/nkFFAdQGuWwU1LjodmkzJzXcRcCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMD6CRBAWb9tyhohgAACCDyyQFYBpaXwSayAcs385wU5Zp8+m+GYve3nxwooqnpS17iby4fqApMfbsHzUe139rtJrICStuCZXcoQHECpFvLhiQIor+rlsKvLsm7ndT8DAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAZgkQQNms7c3aIoAAAgg8gEBbwZNDja6AkmgcTs3jJoGTqadfeXU20uFmN66AUlMAZUfjIlvw9FQB5UDhk32FUE77w+BAynA0vlQFpeDKK4VccOudZ9VieKoAiq/7PgYEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHNEihu1uqytggggMA6CSwq2rBOJt9mXWILHrWpaaoNjyugpA1rcgpsjBUN8XD7QMbsK7y1fV+21WMLHgVAshY8lfiC7FHP8+6D8iehpeDJcW8Qgygn/UEMobjiicfZZfN9dbXfeVYrhjdqxfOu1Q/dZDqGc/dl4ZUIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAKrIUAFlNXYTiwlAggggMASC7gFz4HCJ0234NE4Hb1wJGQRsRCHPrLRFHmFT1wBpa47d3S94jsXNIy1DgOlUM4UQvmsKihH3UHoqArKQFVQ5q1MSQGUWjEf9qql8HarErYURmFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDYLAECKJu1vVlbBBBAAIEHEEhb8EwCKJr+wDmNOVmNuwZRZiuOeBX8B7yoSIpb8Ozm8qGiEMqih85gGD62+2FfAZSWrvfntOHxPF0BpVYoKICSVkAhgLLoLcH0EEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHlFyCAsvzbiCVEAAEEEFhygYHKgrj9jiugxCoouu0qKA6cTI93WY2rYiVpACXE4ElD4ZOqgii+76rn32XernrysZ2EfVVBaSWjkKgqitsKzQ5Fzd8VUJ6pAopb8GyVqYAya8RtBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGDdBYrrvoKsHwIIILB2AlmiYe1WbLVXaKzkhyuhHCmI8lw3+rlxKE9CIbNr5k1426CIn5+Lr0ojIPH1+qekibn6SU1jXWNXtwcuv7KAwQGUT66AogBKOxmGJGvBM7PwX1rwqAJK1oJnMYuwgLVgEggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAo8hQAWUx1BmHggggAACay/gzEdL1UEOFUBp6UaiNZ5XBeX+uYwv6Q9fKyh0UtFlXeGUbdVAKS9QOq2A4gBKPzSTQeirAspozvQLasFTLqgVULkYXtRKuiyEsiqi5HU/AwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwGYIUAFlM7bzeq3l/c/erpcHa4MAAksh4F1TW+GTw5Fa8eTHoa8QSgyDKCAyb/Dz5z/y5dl+fHqXN3vbz3Szm5Km5ADKTqyAkgvtC6/ys+42dAZDVUAJ4bMqoDRVAaXnAIqqoIw1n+nVyutGSZFWt+FxCMWteJ4piHLSG4R23zEcBgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgXUXoALKum9h1g8BBNZUYDqWsKaruIKrlbXgcQWUvpZ/ulrIQ20x/yEvaXT7nV2FUMpfS7XcwnU4HIdWfxCDJIfdQThTmKSngM3Q5V6mBs/SIZRqIR+2SoWwVy2GVwqg1BVIYUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEENgMASqgbMZ2Zi0RQGAtBS6GANZyFVdspRxASVvwjNSCZ6wWPGkaRDVDJtdunw6ZfoW3uG97zLZ+DKAo/FHXna6AUokPZI/eH9BZE1c/+dBWK55uEt4mlVDM54Pb7kwvm+dU1H11lUJxBZTvGpVwpAoo+zGKc//lYAoIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALLLcBXk5d7+7B0CCCAAAIrJODWN0dqw+MKKInG0XlMJF2J+8ZCpgMf2fWCYiBOk6YtePKhcikWcn/AtlrxfGgpgKJWPC1dT1QFZWbV4kxKCqC4DY/b77xplEPDfXkYEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEENkKAM0MbsZlZSQQQQACBhxZwuKSt8MmhwhlNhU+uasHj5y0yiBIroCh04hY8roBS1rjooZ2MYgWUA1VAaasaSqLWPPPWoVhwBZSCKqAUw+sYQCkselGYHgIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwJIKEEBZ0g3DYiGAAAIIrJ5AV6mMU4VQHEDpOISi26oVMjescde1m42XpAGUEGoKoezkXAFl8YMroHycVEBpD9ReaOT4yeUISkmteWrFQtiLLXjKYbtUDHm36pld6MUvIlNEAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBD4xgIEUL7xBmD2CCCAAALrI5AolHGmsanYSVOXPY1DBVGyqEZ2edc1npfjcI2RohIeD1oBRaGTD+1+OHALHldAUZWXeetS8nKoBc+eKqC8qpfDbqUQSqqKkiOBctdNzusQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgZURIICyMpuKBUUAAQQygXmn/rPHuPyWAt4yA40thU5OFNJo6zLRbXWsmQQ2voRRbruc0+GT6et5VT4paWJ1VT9xC56Kbi966CmActgdhMPeIJxodEuegaqgjLR+04NzJgX9U1UVlB2FT54qiLJXKYVKgbcb005cRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTWUaC4jivFOq27wMUTnuu+tqwfAgisloAzGQ6eHKkVTwyg6HrRmZCx/onZEIdQ4pW4Yl+u3Ww9/XzvBeOlrqQteFR5RPfsKoRSvu0EbzBbVzw5Uz+hI4dQNJ6pCkp/OAr5XEHj5QmUdGddIZTnasXzulEOfb2+o9cwIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIrK8AX0le323LmiGAwDoLzFSeWOdVXbV1c3MaV0BxAMWXfa1AFr14iPic8x9uw1PWWFX1EQdRyhoX+gdeCz5SxZOz/iB8VCueo24SOqqK4ioos4OXxwGURikfnimA8p1a8TQURmFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBYbwEqoKz39mXtEEBgHQWyc/6EUJZ06+ZCK6hlTQygjELi8IaW9LwAysxSe3TAgycAAEAASURBVHPOKSJy4Vl+PNvsfmD6dvbaLITiAMq2gihN/Xz0Fvwz0lYVk/etfjjoJLENT7U4CrXZqIsWqJxVQKmlFVB+f9LRCkyvwYXV4wYCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMAaCCz0C9Jr4MEqIIAAAisgwIn8Zd5IbrATW/CoOkhL1/saHUDJhvtsPYdN0jE3ucymqiooCp248kldlw6g+Pqih5YCKB8cQFEbnvZgGBKt47z1KcYASj5twaMKKPUSFVAWvS2YHgIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCwbAIEUJZti7A8CCCAAAIrLeBARtaCx1VIsgooXql5YY2bruzlOMnFe2IFFN3lAMqOAygXH77pbK59XkttdxxAOfxaC55CPoZOnk0qoDSKvN24FpYHEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIE1EOCM0BpsRFYBAQQQQGC5BFwBxS14fJnECiiT6IkufG1+3ZDbrYPzJdnoV/oPekn3NGIAJf8gFVDcgudDq5e24FEFlP5QazInVVPQgpUVQtlS5ZO9ajE8rRRDo1wIBVVGYUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEFhPAQIo67ldWSsEEEAAgW8k4DyGW+8cKYDSUvOdNIAytTCTwIZDKHOyG1NPnH91OnQynUBxBRQHUOoaH6oFjwMo79sKoLgCSqJ1m7TgmV2P2A5IYZMthU4cPtmrluJlRaEUBgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgfUU4EzQem5X1goBBBBA4BsKjFQWpKfRLXhOziuhhDDUMjmsMRvYuOuiTtcTySt4UtKE0hY8qoAy/eBdZzDzOq9XoqonJ71B+NDuh6PYimcYBgqizA4qxBLKCqE0SsXwXK14XjUqoVbibcesE7cRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgXUR4EzQumxJ1gMBBBBAYGkEHMfoK2ZypmDGkUIbbV2frYSSBVGyy9sufJYvyS7d9qak1IcDKNsKo5Q1LnrQqoSh1um0r0ooasVz1FMllEFaCWXevEqqeNJQG55ndQdQyqFWdJ0WBgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgXUUIICyjluVdUIAgQ0QcGyBYZkFvIXcgie24nHlEIVQRpPaJ3fderORkunb/oPuCiiNXD7saKxMP7hgqFYyUAClHw46AwVQXAFldGkOOVdkiRVQ8uGFK6DUy6Fe5G3HJSjuQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTWRKC4JuvBaiCAAAIbKHDXGMMGUn2DVXYko6XgydF4qMtC6I8dCrk6FeKtefWjX1+BgqueaAJ1Xe5oPmkFlIf5GWkmw/Cu2Q+HsQXPSFVOLs/H65K24CmE59VSeK0qKLUYQLn83K+vHc9AAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBYdgG+irzsW4jlQwABBBBYSQF1qlHwZBSOVR0kbcETVAElTGqgfLm8y8o53DE7urmNK6C4BU8MoPgJDzQ4gOIWPAeTAMrAKzs7aP5uwVNX253ntbICKOWwVS6EvKqi3CtpMzsfbiOAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCyFAAGUpdgMLAQCCCCAwLoJOJKRVkAZxctEd2Q5jTlxjRuv/lW5Ev9BLyrZUdO47RY8urzquTee2RVPbE0CKK6A0lYLniRbsanne95FhWHcdmevWgwvFUDZLhVCUQGU/DWVYKYmwVUEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEVEqAFzwptLBYVAQQQOBe4T4LhfCJceUiBcW4cWqp3cqQ2PA6iJLruCihx0PYbK6Ex1n+LiIk47OEfiRj60GWshKJbjZAPXT0y0PwXOXQGo3DQSWILnpPeILSraQiloAWYDpc4Z5LTP+V8Xm16CuGFKqG8UhBlX6/tDIeLXCSmhQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggg8I0FqIDyjTcAs0cAAQQQWE8BZz6yCiht3ejr9jDGRCbrO8mEOIRyn3iIQycesku34ik7fKLgx7ZGh1EWPQwUQDlT8OSoO4ghFLfkSYbjoP8vDe64U1IypVHKK4BSCq8UQqmpNQ8DAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAeglQAWW9tudmrM2Cv8m/GWis5VoJzDnJv1brtyYr483k4MnpeBSaGjsaEwVDXAXF8QsHRvycLDiiq7ceXD1lOr7iabkCSVmjAyg7GtsqtdK5V8Tl6sU66w/Du2YvvFZVk45a8eRyhVBy4mRmSAMoxfBcARS34nnf6usZycyzuIkAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIILDKAnwFeZW3HsuOAAIbKuDYAimUVdj4bn3THGlU+KStbdbXbVdBWcTWuxzzSEXSCihB7XdcASWvMMrDSbnyybtmX1VQBgqgjMJgdN5k6HymysBcaMHjAEqtyNuPcyCuIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAJrIkAFlDXZkKwGAghsosAiYgyb6Pa46+zAiVvxHMcQSj7W/XD8IquCki6Nt+VdkiLpz4Bfmf00OIBS0rTqCp+kLXimH03ntqh/m/1BrIBy2E1CdzgK9ZHnfnFwlRZXRdlSC57ndbXgUQClGgMo2RJffD63EEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEVlOAryCv5nZjqRFAAAEEVkTANUGaCqAcOYCiy2RSBSVbfMcw0vFulVFmYyv+w17SnXWVHnEApZzN6AEuzxRA+UkteBxAcQueqyqgOIBSLxbCs6pb8JRiGCXvVj2zC/8Ay8gkEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEHkeAAMrjODMXBBBAAIENFRgpXuIWPMdqTxMDKLqd1f5QFuXSMOeuS8/JchuuLuLBbW6y+wquOKLRLXh2Ygue7JFLk7n3HbEFTysLoLgFz+Wl99yLCptUVPVkp1wMTxVC8bhVKoRCnrch994ITAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQWBIBzvwsyYZgMRBAAAEE1lMgVkBR5MQVUNyKJ1FG40JO43Jm40YQWawkC6E4geL7CvqnrERKY1IBpXSjqd3tSe3BKOx3+uGoOwinqobiNjxDreNssCavZXEVlIba8DypFMOeAihPqsVQdhUUBgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgbUQIICyFpuRlUAAAQQQWFYBB1AcPDlvwaMwiu/LcifZ5X2W3zGOLMpR0HW33YkteEI+hlHuM+3rXjtSkqanEMpxbxA+tvrhWEGUrm4PZhMomoiDMuVCPlY+eVFzK55yqKoqCgMCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMB6CBTXYzVYCwQQQAABBJZTwNVOYgsehTLaip3ECig5x05yMYSSBUcWsfSeVmzBoytZBRSHUR5qGGudhlqVEwVQ3qsVz3eNSugogJJVPJmer4uduAqKW+84fOLxp2Zv+ilcRwABBBBAAAEEEEAAAQQQQAABBBBAAIEbCORUcdjH2/L6x+2vfdytpHbXZZVH9qVv+/6CnueKyT5ep//jl8Q8eV2d/OMrDAggsBABHSv3kX+P/tfnBkaTY+hD3XAL+2Q0Cn1fqpp4Em+n9/t5Pt6u/xkQWHkBAigrvwlZAQQQQACBZRYY6Y1mU+8aj/TGsq3LxG88pxY4e0MaP/RN3X+bq35tNrqmSKyAonu29amyMvlY+ZDvW8/Ufsdhkl/sJLECSkWVTmYHf8CNFVDKhRAroNRUAWXO82Zfx20EEEAAAQQQQAABBBBAAAEEEEAAAQQQ+CLg42xFpUpqqi7sL3vtlIvhqVpe76nl9Qsdc/PlE93e1nG4rWJBVYg95ieBFB1H1AQuH737Mn2uIYDA3QWUKdHxf31xUycBHDZxxfD2YBhayVBf5ByGo14SDjpJbG1/qIri/nKn29s3+8PQ0/OH/sYnAwIrLkAAZcU3IIuPAAKbKuA3IY4cMCy7gLdUR8GTs/FIrXhG8fpA9zmE4g962VbM3lZmt/XQnQZP01VQyvogWdNY1VjS7cFM8OVOE7/iRQ6gvFMAxW+eO8NhaIzcCOji4PUq61sXDX0ofjGpgFLTh18GBBBAAAEEEEAAAQQQQAABBBBAAAEEELheIB4zdHBEV1zZpK5jbA6YOHjyXKOrDX/XKIc3W5Xwul7R8TcHUkoxnOKQSq2k6iiqjFKIVVHSiijXz5FHEUDgtgI+xh8rnujg/1DnBHpKoTh44nDJiY6hO3jyqd2P1cR/ahbDR13/rNGVi/y73U5yoaMzB56GgyyuiMKAwCoKEEBZxa3GMiOAAAJRgDcfq/KDMNSC+o2jQygeHUjZViCkqA+N/vDo95Hph8j7rVGc1mQSjnY4hJK14jnTTPoP9Ib1VG+gXQHFie3uQCUD58zH36woqeLJVqyAUg6v9KHY39I4X+Y5r7mfBq9GAAEEEEAAAQQQQAABBBBAAAEEEEBgPQTyCo+46okrD/uY2nalGHZV+cTVTp7XSrHisAMnvi8GTvTFL1cjdiseh06+tOBZDw/WAoFlFtCh8JDTMX//3vkcgH8Ps99dHx/fHRRjZRQHTXx8PG2VlQtnBYVVFFhxm3uHV9y2Z+wkCgMCKyZAAGXFNhiLiwACCCCwegJ6mxjDHw6BnGh0AGWgd5bT9T+yt5FZIMOXNxmmn59Nw6+LVVD09jULoHTHudDXcjzE0EwGMbV91E2U6B6E/rAYE9rxjfZkhl5OfzvDb7R3Kv52hkqB6oNyXW+4u3pTTWXBh9gyTBMBBBBAAAEEEEAAAQQQQAABBBBAYOUFdGDN4ZO6gie7Op7m9joOm8TwiS6fKYDyrOrWO+l9Typp5ZOGQig+FhdDKDpQ5y+IpcfrbnrkceXlWAEEHlXAv1n+ymlOx+EdPikohVLS7251nI9teUbj9LS8Ayf+3cxaaO3o93qnU9QXPJNwpC95Hqstz7Gqjfd0TN+VzRkQWDUBAiirtsVYXgQQQOBbC/B+505bYKh3n01VPznS2NbbzUQNeEpxSn47mrXicVTFb1BVFeX8vvikuf9kz8seTN/gptOKFVD0QENT29Yb2hM92HqgbddWBZRECZJDlRB0Ox73tXSJQS+DP9hmg69lb6639W0MlwZ9oQ/IH5Xi7oxcJ4YBAQQQQAABBBBAAAEEEEAAAQQQQAABBKYFfLTQLTrccud1oxLb7Li68Cu13PGxtWcKnjh04uNtbn/tCikeY/hkEkDxF8P0/+TI4/TUuY4AAosU8DFwh09cAqUUj/Tn4+2sCop/R/3FzJf63T1pDGLgZF/Bk/1OP3xopWNJ1cb7qoAy0nHzAYfNF7l5mNYjCRBAeSRoZoMAAgishcADBRjWwuYrK+FKea6AcuwAii4TRUxG8Q3o7AtvEj2Zfc3l22kAxRVQVJJTY0lze6jBpQCH42FMZu8rhPKi5iooo1jm0x9spwffdr/Zbb3R9pvsF7VyfF1HVVAYEEAAAQQQQAABBBBAAAEEEEAAAQQQQMBf6pKC/vGxtJKOpe0oXOJKJ2+2KuEXO9V4+VohFLff8clsV1Ko6Mk+JpgPOs6ms9Y+3DbUMcie75sco5tczD0qub7u2Vqv7xqyZssjkJ5C8RdN0y+Z6lRAPA8wjl/YzIWafhwr5VzYKblSURpGiZWN9Dted+ss/b67NU87Jk++tLtPlmcVWRIEvipAAOWrRDwBAQQQWEKB9F3MEi4Yi3SVgD/suQLKyWgUW/D4DeN0JMSb9K4fhc5fpyvuLenbrjRS0ljXuBUDKOfPumoR73e/5nuq6ifvlM72NzFcBcVJbye7pwff529suNflC1dA0fjns+70U7iOAAIIIIAAAggggAAC1wqs6gfCi58Nrl1FHkQAAQQQQGAtBW7+N9xVhV21pKpKJj4p7aDJ63olfK8Ays+20wDKq3optrn2F710PlsHG1V1OUk0DhQ+Ucvr4UDjKIx1TNInvz1+Gaavf7l3/a7x/mP9tunqrFHa9koVUBQqKagaUbFQCMViMZRLCpsogOLfbYfHfOnKKP6d90+sv9zZUoIs/lpPflUPVme1WVIEAgEUfggQQACBlRPYlA8HK7dhrl1g1/f40oJHFVD8oU/3qY1jHBb5UcjTihVQ9EE1rYDiMEo6n4f81wGUn5r98KvdQegogOIyn7ODF6Os+2MFFAdQ9OF53vNmX8dtBBBAAAEEEEAAAQQQWHUBfwJ6hA8mq87E8iOAAAIIrKnA7Y7pFnXCul7Kx9Y6e2qx81bBk++3K+EHhU983a2tn1XVcsetdvSNtNFAbbF7vXDSbIfTVie0Op3Q0e1evx8SPTZQIGWsKsZpCOV2y7L6G4T3H6u/DVdsDfQj5/BJPl8IJYVOSgqbVMsKnFQrYateCzuNethtNEJR91X1uA6Yx/BJDIppVRP9riYKlMU2WgqlODtGAGXFfgY2fHEJoGz4D8Bqrv6mvTlaza3EUiOAwEWBoXZdTb1TTFvw6NsIeljfPdC/6QcgX7t4y6+/+4ejgl5b1tjQ6BY8vv7Qw2lvGCugHKlnpSugDMpeo4uDC6KkFVDU53JSAYUAykUjbiGAAAIIIIAAAo8vcPl92+MvA3PcDAF+1lZrOz/858jV8mBpEVg2Afapy7ZFFrk88fiZqiS4zY4DJw6e/KDWO1n1kycVVU5Q1YSCjigO1aqj1emGo9Oz8P7gKHw6OgkHx6fhtNkMzXYaROn3kzAc6StyPpPtMR6JXOQSMy0EEIjH8xU8iT20XMWoUAzVSlnBk6qCJ9XwZHs7PH+yE17tPdXv4zhsK4RSVSjFx8eLCquMxzqKr9f5N9QVzmv6HXdLHt/+7/AisEICBFBWaGOxqAgggMAXAb/l4EDQF4/lv+awyZnKXR6P9YFQH/L6GofahN6SHrKted8t6+l4VJcbhU6CKqA4gKIKKLr+0MOpPsi+a+rDbk8BFH2rYjC6/DbDb6Ddt9bf4Hiqb2m4fKh7XZb0JnugVHf8/PvQC8r0EUAAAQQQQAABBKYEsnekU3dxFQEEEIgC9/2ECiMCCCCAwG0F0qoJaqutE8+7OmbmL3BlwRNXQHml208rOqmtwsM5HWfs6Xhcp9sNhwqffDo8Cn/+tB/efz7Q9RMFUhRCabVCW+EUV0IZ6nidD76dV0HhbeBtNw/PR+B6gXhwXm109IVQh1CKxVKoVSZVT7bq4dnujn4n26GnNlk+Dv5M4bHdYV0hlUqskrLlMua5UhjpQdcW9+T8a8ox8+vZeXT5BC6fGVq+ZWSJEEAAAQTmCvAJYS7Lkt7preXgyZFCKC2NMYCit4/+L+3smL6RjG8q/T7zDuuRvSH1ZWzBo6nEAIou0xY8D/sz4xY871q9SQBlFIZz3hl72WL/WpUWfKIPyy4h6stGOR/O+grlqL8lAwIIIIAAAggggAACCCCAwLIIPOznyGVZS5YDAQQQWBaBvMoHuxpCo6QAio6ZvayXYuudtwqfvGlU4rG0bX2xK6dqJkmSqMJJO4ZPPh4eh3cKnvzpw8fwk0IoHw+Ow+HJqVryNBVA6ag9Tz+M3IYnHq/LQijLstYsBwLrI+AQmcMnDqEU1XqnFtvu1MOOAijHTQXC9Ls40DFw/yom+p10ZaKnW6P4pU234ykoeBbGpXgM3cfX3Y4njaGsjxFrsv4CBFDWfxuzhggggAACSyLgt4oOnrgVz6lCKN2xqn7o/airk/gxhzNuO/g12Wt9mQ36GBpDJ3W92d3Sm92KbmfPzZ6z6Eu33TlR9ZOj7iAcqg2PwyV+g+xqLHm/8Z4MvhZDKPomh6ufPNc3N/Yqpdi2x1/EYEAAAQQQQAABBBBAAAEEEEAAAQQQQGATBaoKn+woeOLKwU91bO15rayqJ5XwfPIlrpoOtOV1XLHT6ylc0grv9g/j+F6X6XgQPqsSisMnp3q8NQmfDBRWGan6cFpKQUcRffabAQEEFiygI9/xMLjqlyhMVhgMYuUhVx8aDPQ7qIonvt5XBZSWgignqoZy2t4Lb57txeWo1WqhVC4rgKaj+7liaCel0NFr+HVd8GZicg8uQADlwYmZAQIIIIAAAl8EBrrqVjwn/qCo6wN91osBDV33xz6PX6Ia2QfBL/fo4UuDH82e6Qd92xVQHGypqVifq6BUNDqU4lZA08/VUxY2OLndTIICKEnYbyfhZW0QerVRqBTzfr99YXAepaJWPNvlYnilD9JuxXOg13UTEigXoLiBAAIIIIAAAggggAACCCCAAAIIILAxAlUdR8vCJ890vMxf3HIIxV/08he5CjqyN9QJ6bN2J7jqye/efQy/f/chVj35dHAUTtSK50xVTxw86XR7OtGd6Plq9zEdPomaMwfrNkaYFUXgoQX8u6Uj8PrfoS9XKvKNkX4PBxq7apt11u6G/dNmONDv67FCKIl+pyvlUnim4+WlolpsKYhWKiiAoi98djQ+1PH8h5Zg+psrQABlc7c9a44AAqss4HccfEZYyS041LY7U2T5WAGUtsZE1UkcFJneoDHRPNm+t93Mk7e351Ms6g6HT+r6gXE1lLbmr8x0fPwh/hmp4slJbxDeqxXPm61K6CqU4monpZkEintYlpW82Z70svUH6T+cOJLDgAACCCCAAAIIIIAAAggggAACCCCAwGYKNFQx+IWOk3l8NgmeuH11XcGUoo7p+WR2q9ONbXc+qNLJXz5+Dn9UCOXd5/1wcHwSOgqmdHvd0HebD1dfUHsPH687r3xi1oc7NLiZG421RmBawAf3/e1LXyqA4vhIovMArn7iL3D29QVMt+E50e9qz5WJ9LyawidPGvVQcABFbXiqlUqoqn3PliqhOJDGr+w0MNdXQYAAyipsJZYRAQQQmBbI3m1kl9OPcX3pBQa5cayA4gBKR28uE719HM9LE3n7+n1qevGV9UpjJ+m/aZTF1z26EkpZ11wFZVuXnp9DMA81+H21Ayjvmr3w6yeqaKKSgv7mxuzgljxlJbm3S+pl23A50VK8HVd49sncRgCBBxJ4wJ3BAy0xk0UAgU0Q8DsYBgQQQOABBNi9PAAqk0QAAQRWUGDJPwrXS4VYLdgBFLfdcRueXQVQajrIV9DxxFa/H85UMeHg+DR8UMWTHz/thz9/+KT2Owex+skw6cdKCyP3udaBurEP1jEggMDjCkx+7/z7p1/bMM6N9KXQQaxI5PZZeVUoKpy1Yhglp2P227VqeL67HaoKotQrZX2ZU1XNVTm8oePqT9S6nt/ix918zO3+AgRQ7m/IFBBAAAEEELixQKyAouTzsca23oC6BY/eg6ZpEV34zeTdjov6VWmUJXtD6nsKmlpFVxqqtLKl0dVXug/4ltXvrbMKKMcKovRUInBYypZICzQZHAKvTFdAUTlRB1IYEEAAAQQQQGDTBe7+bmjT5Vh/BBBAAAEEEEAAga8IXD5E9ZUXPP7DbrPzVlWFn8XWO2q7o0BKWZWFR8NBaCtcsq/gybuDQwVPPod3Cp8cHJ2EZrMVuqqKkujxsaosuN1ODJ74QB0DAgh8c4EsCJaLFVHScwCuTNTutMPJ2Vn4HKsZNWIFFH9x08+v6IubuZAPNYVQ+E3+5puQBbilAAGUW4Lx9CUQYE+7BBuBRUAAgbsKuP1NU28gT/QG80sFlItT827O4ZG7Dn5t+vqcSnOmFVC29MbVAZSS0tYP/Y71VMGTD6qActJVT0sHUOZ82I0VUJTk3laS++XkA7U/TDOsugB/pFd9C7L8CCCAwHII8PdkObbDTZeC93A3leJ531iAXcvjbwB2D49vzhxXT4B90+ptswdeYh8re7tdDU/UduOpKp+4fbWPmSV9BVDUsuPz0XH4UW133HrnJ7XdOTo50f1tPd5T+GQQwyeufBLHB15WJo8AArcT8C4/p9/PsSsUaeirXVaz1Yy/1/VqJQZQYhueYjHsNmohV6qESrEUn8s/CKySAAGUVdpaLCsCCCAQBfw2Jb5VwWMFBfQxMG3Bo6J7HdXfixVQdFDOW9TDIo/PeVpZC566puwQykP/4Xc6+0QfiN2C57CbhLYCKH2VfXGrWVc9ydbPlw6hFPUBuq7etu5l6yDKh1Y/NPX6oV/AsGICbLMV22AsLgIIIIAAAgsS8HuA7F3egibJZBBAYD0E+IiwHtuRtUAAgUcV2FLFk9eNcgyeOIziljw+ftYbDUNbrTsOT89i6x233/l8eBxOm83Q1UnsQaKjjkN/8cztvtkBP+pGY2YI3FQg/n6mn54cQkn6On6udjzH+r2ulEqTFjyVsLe9Fbp6rKrwSYWq4TfV5XlLJPDQ56GWaFVZFAQQQGDdBPggsYpbdDTOhTM13TlW+KSjD4NJ/Ej45aD9l2v3XzufBigo5FHWFbfg2db1NC/9sD87zV4S3unN9JEDKMkw9F1aULfzOjHhEEo2+Lo/QLuM4K4+UL9uVMJPCq509eZ7qNcwIIAAAggggAACCKyKwMO+v1wVBZYTAQQQQAABBBC4r8CWKp44gFLTF7Z8zKwxCaAMdbysraBJFkD56ACK2u+cuv1OtxeGAx1lVEiFAQEEllzAIRSNHpIkCR21zzounOlWLlQr5bBVq4Xvnj8NPT1W1fMIoEQq/lkxAQIoK7bBWFwLcGCLnwMEEFhdAX8DoavFb+nN45lCKC2N/XE+DHMOaLhiSZrQ8J7uS1bj4q35a3953+jXuwJKSUmPtAWPAijTCZD5E1rIvQ6cHCuI8r7VC3vVUhz9ZtlVT6aH2IpH9/sbHa/04fp5rRQ+t3uhN/0kriOAAAIIIIAAAggggAACCCCAAAIIILABAlUdJ9utuOpBTq038vHks66GkaoF91XlpKWT1aetVgyeNFttVT/ph4HCKdkJ7Q0gYhURWBuBsb6Emah1VkfVjfKT3+szXXYUKhsMFCjTMXZ/gZMBgVUTIICyaluM5UUAAQQQWGkBx0QGeuPo4MlZvBwrbDEOQ13PKZyRFslUpZBLa3k5YHLpKZM7/Nrs9VkLnobeqG7n85MKKFe9cnH3u4POcW8Q3je74e1WJfQGlVDU+pVm3jD7ZtkBFLXgeaUWPM8UQCnpNgMCCCCAAAIIIIAAAggggAACCCCAAAKbJuAvcD3RF7WKSp34OJpvF3zE0F9iUwCl3VUApdmOIZSzdjv0+/3g6igEUDbtJ4X1XQcB/14PJgEUnx9wuOys1VGwzAGUAQGUddjIG7oOBFA2dMOz2ggggAAC31ZgoICGK6DEVjx6c5koiOGwyPTgyEkWJJm+/6bX/VpXVKlobKi+ypYuH7cCigIorX4MoritTlXf2pgdXAHFH6R3VF40q4BSngmpzL6G2wggsEiBm4fbFjnX+03rPnvG+82ZVyOAAAIIIIAAAggggAACCCDwkAL+opbb7hR0fMxjSUGUnL7pNdY4VEWEXj9Ry51urJDQU/jEJ6ldRcGVEhgQQGC1BBwcGw0dLktilSNXPumo1ZZvxxb1eryg4+ccCVut7crShkAAhZ8CBBBAAAEEvoGAPhqGU304PFEIpaM3kr6tGij3XxJPYvJ501fPK6DojepW7vEqoPgz78mkBY9b8XQHozAsX/4g7KxJWR+k3YLnpSugqF2PP2gzIIDAYwhc/p18jLnefx5e7gXsL++/IEwBAQQQQAABBBBAAAEEEEAAgYUKuOpJXQEUf2nLx80cQnGra6VMYqudvgMoarvj0dVPYvBEj6/qJ/yF4jExBFZMwL/aIwfIEgXM9AVOVz7p6vfa1Y58v+ulu6o4AwKrJkAAZdW2GMuLAAIIxI8Tm/iRYr3eaMUAiiugjIahU1AFFP1kj+K2TdfTW9jXsi39tbXPnhsvsxt6vT+olnRZ0xvVhgIoFV06lKK3tefT1tWFD/7Ym7bg6SmIMlALHgVQ3JdnZshrLctqDeRvduypv+2eWvDsKIxSVrWUZKip+F04wwoJsL1WaGOt+KLys7ZaG9B/mBgQQAABBBBAAAEEEEAAAQS+JuDgSVEH9HzO2XUP/Gnqyycqfxb28TJXPJlUPYnhFH+tTY99eeLXZsPjCCCwFAL6vc0OccVfb9+OV86XLv5ae4fAgMAKCfAV4xXaWCwqAgggsNkC2Tux9VDIWvC4Akpb40BvLLM1zC6n13TefdOP+/rs21Df9h/6oq5U9Whdb1RrunQbntnn+vWLHBwccfDkY1steLrqT6sASuJyoTMz8Xtnf6iuKXCyWymGPVVAeaJLB1IcnmFAAAEEEEAAAQQQQAABBBBAAAEEEEBgUwR8rCy239EVFQ2OlVAuHPWbBE7iUbaZE9WbYsR6IrB+AjpqHn+3p4JlOpIeD48/wrH89fNkjb61ABVQvvUWYP4IIIDAbQV8Bn/2LP5tp7Gyz1+fFXcFlDOHNDS6BY8roPg95nQyxLf9ofMug182rVXQhCu6r6EJbmn0fGP5zrtM/Aav8dvjbjJU+CQJhxqPND5TdZNdVTVR1iT2rpyejCuhVNR6Z6dUDK8a5fC+VQotvX6oHpgMCCCAAAKrLjD9F2nV14XlX2uBO77vWmsTVg4BBBDYVAHevmzqlme9EfjmAv4yWWFyQDB7e+qb8bqO5/lLX7FisA8c+ujf+f4qe/Y3XwUWAAEEbisQf4/9u60Xzvxu+zd7sku47VR5PgLfTIAAyjejZ8YIIIAAApsskLXgOVEvRwdQXAFlpHeTfo/pN5XZ5Zcrt9eKb04n0/M3Jsqa8pba8DRUF6WtCSdx4ref7o1e4XVS2KTZH8TwyX6nH143KqGvQEley+DlmR5c7SQGUFT95FW9okoo3fCh2QvqZMuAAAIIIIAAAggggAACCCCAwOMJxJNAjzc75oQAAghMC/hE8/VVgeMZ6vQk9SburwSU05gXUl5tvQsa3bYop0sPDueMdLx1pErMw3ippuexXdG08j2ua14FfYmukFf1Zs9by+HlcWhgoOOeQ7VbH+kyfvFP99108DRy3vC+jP/d9JVff162FFl46UuA6euvvfMz4qqkPufbSV5eNx/5tk+6je7mdeflWuYXxg3lfzRmG83LazIGBFZMgADKim0wFhcBBBBAYD0ElM0IZ/oQdJxPAygOg2S1PlxCM30zPllXv+G8zRvN6Teok5cWdFnWB5isAspR+l5/MoOHu/B6HvWS8KHVDz/sDEJPH8BK+jDlcXrwNztiAKVcVFClHJ6pFY9b8zAggAACCCCAAAKPJjDzHurR5rvJM+Lt3iZvfdb9NgLsn26jxXMRQACBtRbw26dsXOsVnbdyWvFioRDKqqC8Va+F7UY9bOuyUauFarkcwyDdXj+0e73QbHfCaasdTpqt4PscSkkrS8yb8M3uc0CkWCyGpzvb4en2VtjR/OvVqu4rqIrzMBydNsPR2Vk4PmuGdqcX74thj69NXsdFy+VSqFUqcd1Kmscihyx40h8MQ7ffD/1+EgYDfT3yFgGZ2y5PXgGdWqWsbVMNu1uNuK22tJ1KsnL4xNuk2enE7XMst46Wa5A87DLddh2+xfP5ePQt1JnnQwgsdi/2EEvINBFAAAEEEFhDAWXvVfkkDaG0lMLv6o23q6KM9BHSYZE05jz1ltMHHKduxqfM+0fPm36arzvM4hY8aQAlH6ugFC88a96EFnPfUOt13B2ED+1eOFEQpTcYhbp78MwM/pJCWWVRdsoFVUAphz216ynNlkmZeQ03EUAAAQQQQAABBFZc4KbvcVd8NVl8BO4l4N8TBgQQQAABBKJAeqQvPaw3fQRwvXlcHcTBj4qCJzsKMzxR+OP5kx2Nu2Fvd1sBh60YdHAllFa3F84UPDlSCGT/+CR8PDgKh6dn8T6HHu4SvCgoNOFQiMMUnv/3L5+HNy+eh2dx3o342EABlA8Hh3F+2Twdgml3uqGj+TqgMm/IKp84TPN672mcvkM1i9y6Dny4OosDOZ+PjxWQaYWmrl+1TPOW8yb3eV3yqg5TKZWCwybPtI1ePN3V+ETXd2Nox+EhVz5pyeVYYZ3PRydyOwoHJ6cK8JzFYEo/0Vc1tcwMCCCwugIEUFZ327HkCCCAAAIrLuAQSk/jsQIoHp/rjXUtl1Y/uRzRuN/KOstR0SQa+vjiKig3fwNwvzf7/oBz7Aooaqdz2ksroDiUMjv4A2JFwZRtt+BRq5698wool587+9r5txf5MW3+HLgXAQQQQAABBBBAYAECd327t4BZMwkEEEAAAQQQQGA1BXTcy4e+dDxt3QcfMyyo6snLvSfhu+d74be/+Fn4q5+9Da8U1nDAwVVDqqoe4oCIAxCJKnv0VUnDlT5c/eSzQii/+8u78M//9vvwp/cfY+DBAYebDhZ2wMVBir/95c80/x/C969ehO+e7cXqJ1VV+XCLGVdYaamix5krr2i+DlX8u+b7b3/+MfzPP/0Yq6LMC1W4dZBb+vzs9cvwv/39b8MvvnsVr7u1z6KGZFL55I/vPob/+q//rmX6KfTk4xZFixrSkFAh7NTr4Qety6/efhetfpDV3u6OKqCkVWrcMskOfW2nniqxpFVqmtHo/9U2+oOW8c8fPqmN0VBHzTdxiL/Ym7jirPOaCdz8/NOarTirgwACCCCAwDIIOIBy4gCK3vB38uOQ6J11Se8z/Qbb4yI+anga/oPvCihbk7G0kClrol8Z/OHruOsWPK6A4gDKMAzHl99+uANoSR9AGqVCeKbqJw6g+Lo/gMUPQ7f+xLEova+sIA8jgAACCCCAAAIIIIAAAggggAACCCCAwMIFHGqoVisx1PDr79/EAMh//u1vwn/49S9j+MTVSNKUgqpK+wtv+j9W4VB4w6EQhyzcDudfFIioKKTiNj0O7RydqNKGHottea5ZarfWKRdL4e3LZwq9fB/+6T/8Nvznv/2r8Frhk2cKVWSDK3p4cGgkhisUcHEA5c3LP8aqKW1VQPH9TVX9GLr1TfZCXXp5Hcp4oQohDrj8w29+GS9936IGB3JcceTpzh9UDeY0hnB++nywqMnHdXAAyK123rx4Fv7jX/0q/CeN//BXvww/vHoZDWLrHTn5v7idZOV1dDiml/RjRZktVZipKlDkgJCrtLQV6Jm2WtgCr8SEFnFWYCVWlIVcU4HLZ4DWdEVZLQQQQACBZRHY3LeN87ZAog8fx+NhONTYVgOeQVAKfCocYq37vt30692Cp6KxkVOVEY3FONGH3xb+/HU0CaC4EkpXLXgGutMfCv0BK1s3XU3bBClw4uDJ06oqoagVj8MrHudVTZnnefG+h1+/i/Pj1v0Esp+G+02FVyOAAAIIIIAAAggggAACCCCAAALrLOAjKNm4tuvp44YaXz97Gn6pahr/u8Mfv/2rWB3E1UfKCpTEljsKVjhc0en14vHGmiqSNNT+ZVctbSqNhoInZQUdCvG+13t7qsRRV7WNv4Q/vvsQegqGXDdsq5qHq6z841//Js7/t7/8ITgIU69WFUwpxGonnndXlTy8PdwOyPN2VRRXbXEIpjypzOJwxb/88S8xEKPky/ls43bUevr5Dsm4ootb/SwygFIsKvSiY7EO4BQLRbn5q4D3P+bslYiBHx3P3apXw6++/y78g8JB//QPfxv+7lc/D6+07dyKx8eB3f7otNWKlU88b6+jK8t4e9UVMnL4xgEWV0vZUgui//67P4b/7/d/Ulhls47vLmq7eNswIPAtBQigfEt95o0AAgjcWcBvvPx2ZNWGzXrDeJOto46WsfrJkaqgtPWG2hVQRmrD4+2bbeXs8ibTm35O+obVIY+xwh2zFVCmn/lw1/3hpp0MYwjluDuIVVCeK4TiQImXyR9SssFXS0q/1/QBbje24imHj219OOkPVAXFCgwIIIAAAggggAACCCCAAAIIIIAAAgggsO4CrqjhIIdbuPxHVdL4x7/5TQyCOLDgyiSxdYuqZOwfH4ej07O0uoiCHQ42PN3eSlv0KMzgKimv1bpnZ0uBlFIpJKrOPNB4cHwahkMdo3Srl5mQQwxVTKqS/OZnb2Ilj/9FlU9equ2PQxNnrXb4eNAMHw+Pw8HJaWh3ezEM48DFy6dPYnWUmkIV3798EcMebgvkebolkC/dqmekeZ8Pmr+rtfjxg5OTWD2loJDIbYecjqsWHXpRkMWhjrLW1yGdgebl0ZVFPB8vz+w633Ze2fNtVVdo5rkquPy1qsT849/8OlZA+fl3L33gN3Rksy/rfbVC+iQvV57xMWCHTdxW6YW8XP3Fr9/b2Y7L62l6Of+iVjx+fqIKLgwIILBaAgRQVmt7sbQIIIDAlAAn5KcwVvZqWgFlFI70AamtkEWiNjyjsSIjeiP+JZpxv9VzBMV/8FVkUhVQ0iooRb/Tf6TBH2h6+pBz0O2HD+1eeKHKJq5wUvU3AWYWwx+KKkrN71ZK4XWjEn4864V3zW64eWfWR1opZvMAAuzTHgCVSSKAAAIIIIAAAggggAACCCCAwDoJZMfSfJldX6f1m6zLdqOWhhp+/n34T3/96/CL716FJ9sNBU064cPhYfhv//7HWMnknVrJONzgNjNuqZO1gnn78nn421/8LPyXv//r8N3zZ6rEUY1hFrfwabbb4c8KNyTDQQyTjGe++BZb7yi88fM3r8L/+nd/E6fzvYIwrh7SbHfC//0v/xb++d9+p4DE5/Dp6DgGJHyo1WEXB2b+i17z1z//IVZvccjCy9FRBZBjBWVG+hLin959DJ1RL67pSF8cHGi5HWb553/9fThUe6Df/eV9cJjktkNJx1pdteWF5vlrVSNxuMNVVRzm+HR4FH78tB/e7x+G42YzbXl++1lcWqRCMa/WPtvh59o+f6+qJ3//q1/EYIlDJB81z9//9F5Wf4gVZ2zlSigetlXlxNVOHC76p3/4u+CqNk8UHPpB7ZL82s/y+Nc//Rh9DxXy2Zhhsk388xSH7HJjAFjRdREggLIuW5L1QAABBBBYSQFXQHH45NABFAU1+hodPrnz4NfOnMf3Xf7MUtan0rrS8w6h+Pqcp955tl97YaIPcodqpfOx1Qs/26mqFU9Z1U7UCmjmk3JBy1bRB5edcjG8rlcUVCmpXZCXlAEBBBBAAAEEEEAAAQQQQAABBBBAAIF1F5g5sDdvddf4UFlcNR0LdJDizYtn4Zdvvgt/oxDKi6e7ammTi9U03ELn//of/zP813/9XQw5HJ+mgQp/Cc5fbnMbHFcjOT47UxWVUhT84dXL2CLnl8PX4afP+wpMvFTlkm5oq4WOgyvTg9vg7Crs8jOFIRwecajElU9cweMvHz+F/0cBlP/jn/+HpnMQK5b49T7S6soj3yv4Eiur6D6333HIwgGY36hqyns9/1DL9EEhEFf2iFVItMx+vSupeL0c2vh3BVkcwrjp4Hm73Y9DNm9fPVeT93G0c7WVUS+d9h/efQh/+OmDqqscxuoxw5l1vum8pp/nZXTgxwGUty+eq1XSawVIXgRXf2nK9U/vPyp88vvwf/63fwm///F9ODprKgyTfs3QlWwcMnILo0qpHMYKGTmA4iooDtL8/+y953cjS5btd0h4Q9B7lr22b0/3TL95kpY+6X/X0tOSNOtNT/u+riyL3sF7UHufRNJXEfQwO+7NykQiMzLiFwkwIrBzH+bF0EsUCY2UAIWAw6YP12eha1sEBoSABCgD0lAqpgiIgAiIwHASYMidIwwLDo/bEKDADhEDhDaqGg41uWZfM3zdU7/z7AldbDRtpNgjiYFBGgvXFHa0KHjpHvOQqxYEKIcQoGxBgJKvt+GIcmxpXPtiolAmERnrhuBJ2AwGibSOVBIBERABERABERABERABERABERABERABERABERhyApivpIiEIXNWINyg+IPikXE8VJcvVeznD+v2H3/70f7yy1s4hWxYGSISOnx0OM/IqUacW8XrSr3uLh/HmA+twx2FApLpXNaFJRRLfAeHkiOEvNnc2/eQNGepTuDavC5dT+ikwnAxzPzNpw37f/7yD/vjj7/Yzx8/uZCDIhYKSSgCiVTHPbROBHOZdGShkOV7CFgmkR+dUF7CUeUDBCzJxAc/FyeehMJh+B2GA9qCAIWhgm6SKD5JxeMeImhmKgdRSATOJ5gJxjzrEUQf7+H28tc3gWPM1v6hu7i0O5yBvn3i9DOvyzA/dKZZmA3C6Uxk0i4yoTPN3968d/cTttMmhC9sp1D4Um3U3c0mFn3r/JnX67UVMItbGkIaina+f/nMDuAaw/OVREAEBouABCiD1V4qrQiIgAiAwOUf7YVlcAlQkV5DkxYhPilgKWHgQVeUNgYtlF2wM382+Tjq7I4L2zz+4h3CfT4owJpheFIYfVCEksLeMl4j0in+fdjEwQUdULbKDSvUEW+01YG6//I1I1CgMATPRDxiCwjVM5OKIVTPuKv+/amAy6dojwiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIwBAQoHiDAoochAwLcDGZhaCCApBDuJzsIoTLOzh5/ASnkI/bu7aXz7vbyDEmGc/ObrZaLYhOmi7AoJhldnLC/vDd1y5qocBhBq/p1PHr+obxemcTXT0mcW2KXujAsjgz7S4fDL1DR4+//voOZdi2vcO8X4OikTBx/tWFMHAaScQTLmDJZTJeF7p7LM3NuDMLt4sIA1SpIQwPy475YDqiNFFuurywzJdnhcOrnF/zUIpAZuG0wnOnkTe3Y9GY5/9pZ99++fDJfnz30d5tbkHEAxcSsEFBz2d001e4MNklcW22z2wu53zp+sIwQnRyeb+5A/HLtu0iRFIRDjCsZzi/22rhAUW4oXza2XOxzrfP1/yYeCyC+tA5Jgjr84+3729aMh0vAiLQBwQkQOmDRlARREAE7kLgjh2lu1xa54rAPREIRChwCIELCpeF4wjEIce3Dj3DIQoTPx3cDj8l3I5gTwJLFgtD8dTR8YcZyRfSF9/8wnnn33IHlGrogIJBYLuD617OmwOsuAtQojZPAQpC8GQgRonVxjAIOx2knM9dr0RABEaLQPgtd8ta3/H0W15Vp4mACIiACIiACIiACIhAjwQuj5V7PFGHiYAIDDMBjmVHYDwbhfgkyRA4EDXMTU4irEzKhQ4UMKxDdLK+vWd01yjgNUUMnPm8+K1JkUMHc48UjaxD4PABDiA7EK8sTE8hPE8S4X1SNjc16cIQOm+EieITF6Dg2nQ/WYL4hEIIuqwcHpVcLPEReR0ijA5FHBdD97AcLYSMKUBcQmeVf7z9gOvk3PmEbigUhlDQsgRhTaFcdgFGK3xCD2vOlbY79FLpMeFAF4HA/YSha14gZBDDFTFsEYUgDOtD95C/oxwUoTD0T7XeALLLzHq84rnDKBRKeiidtItPkgilQwEOxTUU6FAwxPBIdD45Kz5hJnzNejIET7t94IKVg0LB0gjfw9A8bKOluWnLYq0kAiIweAROv1kHr+wqsQiIwMgTuNi1HHkgAjDABCgEOYADyiEGG1WsGQ3zvHb/9pVjZz5cotiI41UWtpUZLJEvZnt/nzEOPgqNlu1VGnYEB5QybCgbGAhy/9mrsJwRDPbogpKF8GQ6CSEKXFByXdvILxZXb4qACIwIgbPfGreo8h1Pv8UVdYoIiIAIiIAIiIAIiIAI9EhAndUeQekwERhJAuH83jBX3sO6QDwRh4MHnTDoqkyRAkOxbCN8zB7cNBhWho4hgajhahp8j2FwKPSge0oe51QRlgfTjpaEYGMSziTpZNIFHBSdMEUwH5mIxyCAyNj89CRCy2Q9jE4Noo0thJDZhaiC5ajCucTFJ7jGxdSBs0gDzh50Glnf2bVPEMvQ6YR585rzU1PuhEKnkij2hYk5eX1QX+bdy8LLR8YjEGukITpZsh9ev4Czy4ILayg0oQjmxw8fIT5Zd4EHBTl0bOF17pyAbIxzy6hDLIKHB9FmbLuQO1lzqTWDsDtXXZP76PrC9vUFnPiaM9nMj+3DtZIIiMDgEdAnd/DaTCU+91OlcIiACDw6gTv1T+908qNX9TEviCETxCdwQMFSYecby3F38HNSjhvi49Dp7CnMLnIMcQc26H5CFxREA8VRV8TCObno/WwcY/BVhgCFYXgO4YSSr7esiqcUWp2oRTHWCgd64dUYioehd6YSMVvJJm0f5xzh3PsS5YTX0VoERGBQCZz9drtFHe54+i2uOOKn8G/NHdIdT7/DlXWqCIiACIiACAwBAXV8hqARVQUREAERuESAw6RhHCqNu6ghgjnNQJxQhGiCwg+6aTCUyxGEHRUIG9qYV7yu/hQ4tPEAHEO9lCByqEK0QmoUttBpIwmxSRiCh3nFItifCBxSXHyCY6IQV1AcsQXxC51PKCZp0nkFeTNdKgOvCQEJRSsUy3ApV6s4fNIydF6ZztnK3Ky7uTDvS+d7rr39QydpOpAwTNFvv35pf/j+G3dXYaaHEMq8Q8igfyL0zluELaKDTIvhglC+u1wzLFmQR8DAHzB0HsFrcj/Z57vo6vKZq+J9yG28bAydRHZjaHt3o+FZqONnzw0LM0TroLafYTVE9VRVhp+ABCjD38aqoQiIwFASYM/tCToiQR9yKIk+daUa6JjT/YQuKBV3QOEwi/9RRHI/3WzeMRzWnHVAoSOKX+QRAPAJAIpOKELZqzZsOZtwF5TxsQhim54vAF1QkrBxnEYInlUct1Gs2XscxPGdkgiIgAiIwKARuGO/5Y6nDxotlVcEREAEREAE7o+ABvH3x1I5iYAIiMAjEej5q/vCZNojFe+hL0MBAsPbUHTy88dPvv3Jw+hs2/uNbXdBobijhYf4ekkUQ2Ca0Z06QrEJ5yjdYQTvncUdgzAlk4YAJZP2hU4pPJeik30ISYrlqoeTafdwbYo9KgjdQ+EHRTR09qDghS4oDOvDEDNnw//0Updzx8BtJB6LIaTPlL1eXbav1lZsbWHO9/GaH7d37M36JsIG7XooHjINRTPn8rnlC6BzsQjzJR+KdBruXmLuIkP3khQEPCzj+MWJ3zPXHHcHlSicZuJ+PMP6oHncPcWdbtDWSiIgAoNHQAKUwWszlVgEREAEuoKBs91jQRl0Ai5A8RA8ZxxQ2MR3HEvy9PBOoYwlMnbsDigMwZNF5z/avuMFbgi+2UaoIQhQtsp1e5FLWS3dwdMF410nltPMAgHKuIfgWZ1I2q9HFYtixFc/PURbIiACIiACA0Ug/Gt0y0Lf8fRbXlWniYAIiIAIiIAIiIAIiIAIiECfEQg8ErxQVEcMWfKQLLVje/tp0108/v7mnbuVUMRRgLDiMF/08Dt0NnF1yJfqDzx00KCoIZtKeTgdHk4HkwqEDXRG8VA63InjKJZgOBuKQ7jQKYVDUQpJGHqnBCcTiiwoYLnu2m0oNHgsw9AwDBBFM1MTE5ZJJU/C/7gA5ZZtyLlTijaeLy166J3nCL1D15Y6XF7oFPPr+ob9AgHPzsGRlVF+CnuuKzMx3CSRY7XWCMIcMSwS6sjq0F1maiLj9WR9GSboc3PcDLFD0U8um7Vp8EkmEhCgdLytGb6Ibf65c29S1oE5dvg+0gODXgW9XwISoNwvT+UmAiIgAiIgArcicBKCxx1QYDGJXKjj5yCHy136njw3XPiHPwzBk4EIxR1QsO+xUgsDNLqfbJbqdlRvWr3VsUyMNTyfghA8EZtyB5SkzaXjFodQpYJRDJ9cUBIBERABERABERABERABERABERABERABERCBkSMQThKG6yEDQEFIs2WWL5Uh3mAYmwjC4Iy7aISCjgYcNyg+6WV+MB6F40g2Y7OTkxA3ZF2wwWnFaqPu+dO5g6FiwkRKkB9+AABAAElEQVShCsUTdO/gQnEEJ2ZrEKrQ/cSdV+Bscvac8NxLa+Tr4X9QXrqDUOzCkDkJiFzSEGWkILRg/hShnIhgLmVy9Q6KahJwZ6Hg5OtnK/YvX720+ekpiD/GUK+Kfdreg/hkw94jBA8FHC0IRXrhdfXVPr+XQhEKhsiGIX+OioHQJo26Lc5M24uVJXey8fA/OI5uKWFdWW/yXp6bsddry/Y1lolMykMekdthoeTlpwuKkgiIwOARkABl8NpMJT7tD4iFCIwmAX0GhrLdWxiUHKLTfoBBVhlxLylICQUo91VhjksZgieBxR1Q7LLzyH1d63P5NFG/vUrTNiBAyddbVsOAAqYol5Kr+KNwQEkgBA8cUOZTcYTkGXfLxvZVJ1zKQTtEQAREQAREQAREQAREQAREQAREQAREQAREYDgJDKn+xIUSxxB51DGHSLEJRRX4H/u5IHQOll7FFHQIWZqdtpX5WZvJ5Vz0QQFEFcITCiboaHKM12GKRSJ+jIeDwblRCCSoQGE5yjiWAopexS8sL51Smk2G4qlbrYlQMqgHw/ykIB5JIn86rEQgrmF9eq0Ty0ohC8s4N5mz7188s9999cpmIEahQGcP7icftrbdAeXj1o5VIH65Sd4hi17Wx6gfxS3kSIeYg3zBSpWa5RDCaBXMv3+xZkUIYvaxnwzapRJYekO6+IQiH4YP+j/+279CRPPKXWrY3gxfdACnmzdwwWG+o5T8c81/fGOUaq66DhsBCVCGrUVVHxEQAREQgYEkQA0GtOhWgQjlCAOfPJa5bric8XuqEfut/MMfR0c+iyXDEDz3lHev2TS7DiifSrCurCJGKAZhTYhQOhCX+ICymxGKh3BBEMtg/0Q8YjMpxDTNJKwGx5QjhPB5qIFTr/XQcSIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiLwJAT8x+nh/oXaXUao4rhF4hwjRRp0Pfnh9Qv7/uUzm0RIGO6niISihg8QZ1Cs0TojQKErB0UhXOhOEsFrlsBDzcCNpQFrFgpYepuXpKik42IKup/wXJ7HPJl3vLtEEZ6m5Y8h9l5RCmOWIfD4DvV6htA7MxCijGGet9Ct168QbuwcHLowhGKOh0wM7ZOH88nGzr799GHdxSd0NKHDy7PFBWcXiYxhe96FKHSRoaiHLjBTCLvzm9fP7Q/ffe0iIZZze//A2+bH9x9tfXsX7ioIwTNiabg/2SPWmCNc3cf+3WmEUavqIiACIiACInA9gToGIgedth0dI4bmMWwfjxGnFIMjDnbu2vnk+dTtJ7C4A4qH4LlrrsjsBolPCewjBM9GEQIUCEnKEKA0ui4o3inpFicsVQyDp1TXCWUtm7QCXFMKCN0jE5QbQNehIiACIiACIiACIiACQ0bgdj/GPD2EsJf/9CVRCURABERABERgKAhgzlDpMgEKTaIQeMxNTbq44bcIUUNXDgpCqvW67R3m3V1j++DIKKBwixVkMw43Eoo7KBBheBiKWJgo4qCIpNWGVCQUoFzD/hgzuRSctHkuRC8MVcMeHPPkNfw6cFyhAwrLe5PeHev2HMKT333z2lYX5iDmSMB5JAiD83Zj035F+B2KbOpd0UtYP6/MPf9DAc8hwuRQ0PPXX99BvBOzFMIY0dlkdWHWpnNZiEtmICw5hCgmj3BGdS/BBNpjbmrK31uDOIWuMG3Mib9HPv/3n/5mf/nlrW3u7lsF7fWQ5b9nHHfP7pr76u4XUA4i8DgEJEB5HM66igiIgAiIgAj0RKCO4cZBNxRPdRw2hhh9QIPiiQOR2wwreQ7MKjnsCQY52EqiM5vCmuF4GJYH2v0bDXSCEt3uX9pPVuBksltp2Ha5brMIr5ONd3yQR9eTsymK10kMyuiAsoZQPFs4/kOBx9xkWHY2R22LgAiIgAiIgAiIgAiIwCATGOR+8G1HNIPcXiq7CIiACIiACNwvgXCe735zHY7cnA3mEiezGXu1smT//ptv3f1kaXYGQo+IHUEo8fbTlotPPu3swbmj5I4mYe3H+bBeVxQShVMJHVE4BUnXE4pQ2pjT7M39hHOxPBbndkUofCiPOyg2ifA6cD5hmXhNHNzTVCcPY/kycA95ifr98OqFu5/wGhSgbO8f2YfNHVvf2UXIIMwyswAPnHgNhijKl8r2bnPbQwNNZtMurFmZm/OwOnRCmc5NwLWlgpBETS9RCuF3JiFCyeFYilEYcufT7p7914+/2H/+82cPI0Sx0EM7uDwwHmUvAiNLQAKUkW16VVwEREAERKAfCdQxLtiH2vsQIpQKBioINuP/3U56crGGsJ9EblGMaig8SWHAwyWG0UsD1334Iclpeeh6slup20apbqsQlswkY0a3E4phzqaIO6BEbBrvr+US9iYf89A8rbMHaVsEREAEREAEREAEROAOBB6zF3iHYurUISGg+22wGvL8+Gywyq7SioAIiMBwE+A3tL6lz7cxxR10GJmB2IHik//99z/YN8/XbBYhapjoCvIjwsT8/PGTbe7tWwHhXfigXMiR5zJETigOCZxJjv0Ydz7BsWEKzwlfX7Xm0R3M8VJ8Eobu8TJivpPiFhegYDt8cPCqPM7u47kxhAeaSKfs5TIFKM8h4MhYq9WGAKRi2wdB+JoNOIdQvBGmXsoaHnvjNQQoTYhzitWqh8zh+RmUj04o6WTKJiAwmUtP2vz0pDuykAMThTQJHBM6wOznC/Y///Gz/cfff7L/+ulXFws16BqD/B+0/F6afvsnvCf6rVwqjwj0TkAClN5Z6UgREAER6BMC7LpyGb2uV580wIMWowEvkkNaF0KEUsUAJRCgnL9kL63PuyM8jmums/uieEEXlCyWDJT2iGDqivzgyIf/t4k67jIUT6lm+XrG6hiIZRBy6GIKHFDGXaBCB5RZOKHAmVJJBERABERABERABERABERABETgwQmEo8oHv5AuIAIiIAIicFMCmho+R4zijCycQVYX5u13X7+0P3z/NcQnqzY1kfWwOQU6dGxs2V9+fmtv1jfhGFLz8DhnXUKYBwURDMVDgYjPpXZdT3gc/7tpwmk+50qXkjCNuQCFIhQIDXDNXhOPX5qZtu+eP0PomlkXn3BfEUKaj9s79ivqtQchR7Xe8Dr3mu9djqNoJx6PeYij50uL9s2zVft6bcVDA+UyKRcEMXwRwxDRpYWOJqxzEiF3KKRJJuKWwPkT6bSHFTosFj1MD8MIsZ0C55lAtHKXcg7KuefvhkCIMihlVzlF4CwBCVDO0tC2CIiACAwUgdNO60AVW4X9IoE6BiMHx207gkCjgu3QAYWtzS5nsD4Vl3wpMx8kXXEA94cuKFmITzLo9JeQcRCJ9IoTHmAXHVB2EIJnEyF18nUMQjD46Bxf7pa4Awp8W+iQspZN+TrqgzMwODNwe4AiKksREAEREAEREAEREAEREAEREIFb/NgmaCIgAiIwtAQeZTr2motwYu/8r9RDi7vXihEHhRAM5fLD6xf2v/3Lb+wP331tr1eX4cKRtGKlYrtHeQ+98+ef3/i6UoMApevGEV6HebgzCd1JsBA0hSNcbiM+8T+haE4/3/NAjrgGFwpHeC0XoYQFuGbNMi1DePIb1JEClHQyAbFGA/Wr2vutHftlfcNdXugcwnA/j5EopklBREKXme9erNm/ffuV/cvXr+DQsohQSFlvF5bvEOGO9vN5oxiF9c6hrVrtnE1Z1uLRKEIJZT1cUhTin2wq5cVfR5ikDuzCL7bTY9TrKa+B20NJBAaewOVfega+SqrA8BN4nD+cw89RNRQBEehHAg0MDtwBBSKUMhxQKEhp4WuPYXL47Xcf/U/mEcE/CfRmAweUMQhSzE6NGR+eTBCCJ3BAOaq1rNpELFV/ooADsdPrU3RDx5M4Bx/xiM2l4hCiJO2T0TkFMUP1J+EUlrZEQAREQAREQAREQAREQAREQAREQAQGi4DmNQarvZ60tOGE2cX1kxbqSS8eCDnwcB1EJmuLcxBAPLP/9bff2W+/emkL01MudCiUy/YWzif/8bcf7Y8//mJb+wdWqdVdFHJl4fGZpHYjePAN4V8wUcm5ypD6ledcuTM4jyf6+d0JT5ey4ALuqAIBDK91XeZeBhwWg1DjBVxG/u3b1zY/Nel50O2EoYU+QIDybnPLXUa8OLyeZ35l4e68k2WKIYxOGq4zLNO3EJ9Q9EP2S7Mznj9dWSj8Wd/es53DoyCsDpxQKPShMCiH8Dyr83PufEIBy+RExl6tLLk7Sh3CmiaENO6E8mnT89PDiHduNmUgAo9GQAKUR0OtC4mACIiACIjA9QTaUFQUIT45hPikhEECBShtnEajQerub5s4SArnNLjtDijYcAEKcr4c/Oa2V+rtvBYGWHuVOkLwxO0IQpJaKxCgYNiF0lB2EiSOlfgqAQFKJhZBCJ64PUMongpimxbq9GwJa9XbdXWUCIiACIiACIiACIiACIiACIiACIiACIiACAwmgXDGLCg9RQCjnFj/KEQQk9mM/fb1Sxef/PcfvrWvVlc8PA0FDEfFsv2CcC7/409/M7qfUAhRhbiB4owr+XXFJ6HYwecm8Q+PDZdemPO8YFYTTic811/hH8//NCxPcJ0gb57xuTQG15B4LGYvVhbsX+EyMjc96SKaKsQ0+3kKULbt/ea2Var1k3lVV758LsM77medYrGoO5m8hGjk99+8Rtijb+zb52vuHsNQOu9Qnr/++s7+9uadbezsuziGbUKOFNMw/A5D9vwrBDX/DeeuLc57WJ55iIc450unlBbmgCkgGpV05T05KpVXPYeKgAQoQ9WcqowIiMBoEOj2Uk+7kqNR7RGrZR0ClINOIERZxIAojvaO3nFMGQ50OACK4DZKQOrhIXhglRilygX7HjPRfrLabNs2wvBslms2ncLAIzpuCSwRFvJM8lA80UgQiieX8vA9H6z6kEL+M1fXpgiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAg8LYFwtoxyhnD7aUv0NFfnj/QUnmTovoFQLxQ9UHjC0C9Lc7MujGDYnU8QPfzxp1/sP//xs71BeJpDOIVQ0PC5CUWKQRjupYOlTadmVI/XcgEJwpjfVBzA6U2G2GHoHIopKAjhNTx/hCdvY+H86HWTsrzuRDoFZ5FpozhjOjdhCYhRGs2WC2rWt3e9bjW4obQxn/wYiaF3yJ/leb227A4oCxDFkNXO4aGHOfqvH3918cl7iGMOIJJh+B3y5b1LJlHM9fJ1tRH4cmdRx8WZKYhaMu6i8t3LZy5iWX7/0Qrlyqm7y2NUUNcQARG4EwEJUO6ETyeLgAiIwFMSeGS1wFNWdQSvTeeTfQwYjtgJH+9YhgOUWw4uwwFpeMfQSYUCjyAED5xFsB3xrn94xCMAx6V4tVCAslGq2xqcTaYSMdg3UoByvgxRDGqSsXGbScX8uDdHFY7ZkB6xzOeLpFciIAJPSuDCl8STlkUXFwEREAEREAEREAEREIH7IjDIY1z10e/rLlA+IvAlAieftJONLx09nO9R5EABBoUYv3n13P6XH75DWJqvXAgxkUm7sGPvqGA/f1y3/+uPf7U//fSrfYRIo1ytuvjjc1QoBgnEJ4EIhdOOFH+4CAVzk+F26I7yuXyC/TweAhT8Q/EJhShsMn7Lh9egQzS3e5nedFEGxDUMLTQ9kXUNDUU2u3B0Yaibw0LJBR69le3LJe/l3XEIcjLJlDuxvFpdtm8gAprthgXaOTiyH9+t259+/tX+8fYDHFoKCHtUQ12D0ENh/uRJYcnOwSEeSIzZwsy0h/WhqGURYhuKVH56v27LqDfbplSphqcO+Zp3ygh/wIe8dUelehKgjEpLq54iIAIiIAIDRaCGTjUdUI6wVLHdxHJ8T/1ODneiGNkksHYHFDih3NVd5bZw61D671QatgUHlHw9Y3ydRl0vdrKjGJCk8GTDTDLmIXimkwwipCQCIjC6BAZ5Yn4UW03f2KPY6qqzCIiACIhAPxFQ36mfWmN4y6L7bLDaVn30wWqvizNlLH0giBi0ety1vHGEfcmmUvYKYV++fbFm//4bOJ989dJW5mctDhFDvliyjd0DFz/QgeNHuGfsHuXhFtJ09xGqQj5391O80Wq3T5YOHKqZ6LZCwUsUD81RUMJvu+u+8XAYLoWH7HAOy8yQMxRc8Bp0/aD7SRvXoijjS2Xi9XnNuakcQgstQ3wy4YIWnk9HkU3U9d3GthW74gxe46ETrxA60LA8c5M5m8pCFIO6HIH/+s6e0fVke//Q8qVyl31Qqovlo4sLRSgMs/P//fUfaNukff181QUpdESh4IYuN+VqzfN76Lr1S/4P34r9UlOVY1gJSIAyrC2reomACIiACAw0AXdAOWYIHghQrGNNiESuG9jcpMKUbyTQk81iUHLqgHKTHO7n2DoGWjsVhOCBA0qh3rJ6i9aTl/NmCB6G55mGQ8pKNuFClBj2tTvBwO3yGdojAiIgAiIgAiIgAiIgAiIgAiJw/U9kYiQCIjCaBDj5op84B63tT1rsZGPQanD78lK4QEeMTBJhX+C08ZtXL+zfEXbn99+8stcQZmSSCWsgvM7uYd7+8e69/Y//+pv9+Zc3CMOz5+IMCj+umHI8VyC6bDTbLWu2uLRdKMIDTkQkkaiLP+hacp3TCMvr4XcgXolDvHJRgBIIXcIQPOeKcekFHVTmEN6GoW6mc1kXpDQhjqk1Gra5f2AfNrcf1R2E5TkRoKA8MxCg5LJpF4kcugBo3xgWiG1RhLiEXD/HK2Ddsg9bO2ifY/tqbcXFOeRFoRHb+vnSAkQtu5e4DOMOyqNG8OM9jE058nWSAGXkbwEBEAEREAER6EcCNXS4GYLnEAMaOqC0UMhgmHT7LijP5OIheLA+cUChGh+vnyI12seBAMUdUJpWo/ofA6hjlPJsTfkK+hMXoeQgQplLxW0VIXvonlKoNZ+i6LqmCIiACIhAzwSum+brOSMdKAIiIAIiIAIiIAIiIAIicG8E1E+/N5SPlVF3siyc43usyz71dSjmSMZjlk2n3QWEzif/7ftv7Ld0PkF4ljjECvv5on3a3bM///QG7idv7McPHxHa5chFGi4+wfzqdYmikBpcRYKl7k4olAMw/xQELnQyoRjF52gxp/mlxPMo1KCQIpXguTE/nIIL5k9Hlha2gxA8n88rFLJQiEFxxiSdRlCXWr0Bt5ey13Eb9azW618qzr2+R2FNNBpxJhSJ0B2GLi0N1Ithcgrlsot+Gq3mF8UnZwtVqdXhcHJkBwglxLqQWQTinTQcUWYQaimViJ89fHi3wwnxcD28NVXNhpyABChD3sCqngiIgAiIwGASoAPKAcQnR3BAKUOQ0cBrmj5yOHLX/ifPp+AkjoGBh+CBACWG7adITQhO9qpN2y437LDetEqTNpeoaxQSFJQpLBWLF8GrJAY3E/GozaUpQEl5yB4JUJ6i5XRNERABERABERABERABERABERABERABERCBxyZwMoUXTpo9dgEe+Xqh8wnFJ4sz0/b9q+f2713xCR1BkvG41SHm2Nw7sL+/eW//79/+aX/99Z07nzC0S6/iE1bLBSgQdtQggKhi3YILClMMAos0nFcSEMHQ+YOikeAdf/vqf9A+FGqEAhSKNFgWF6Agf4bP4fXcTeXqHHwv50djcF6ZgwCFoWjoNEJHkXKtBrFGwfYQXmg/X3BByxeyube3eP8xtJCHJQKPVDLuwhy2E11jKCQpVWq+Jj/WuZdUa9RRj44VELKHbBJoVzreUIgyiTonYiMiQCGsEfls93Jf6JjBJSAByuC2nUouAiIgAiIwxASa6JznITk5woCmhO0qpCd0QeEfbvZBb9sPDc/l4IVheChCSWFJY+E2r9vbsOB+4PNqLYhQSo2Wi1C2y3WbTcUQ53PcEniigIOXsymKgVsK781icPMMDij71YZ9HKvKVfosJG2LgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAgMPYEL02ZDWV8KN9JwH3m9umTfvXhmf/ju68D5ZH7WhRl0OWF4lj/99Kv95Ze39tP79XPOJ5w07JUTBRMUUHCpYnEBCqYm6b4xlc14OSgooXBkbOzLEpRxF2lELYlzc5mUr9uY52XeRbiEVCBCCcQnXy4fz5/EtacmsihD1pLgwfMO4RRC0Q0FG013Gun0XM/7uFFCYc8xYqmHGhNyHsPcLedznTlfn5/a/eylmV8HbuAdd8Y+Pzt9Nv/PZqA3REAE+ooAXfiVREAEREAEREAE+owAg9DU0OEuYMlzcIKF4hDoxvHf7dLZ/j63GdYmjiWJkUAar5IYGJ0PfHO769zoLFSmg4FKqdG2LYhPuBTrLau3GAP1ck4nAhSIVJ7lUjaFcDynPimXj9ceERABERABERABERABERABERABERABERABERgeAmdn+IanVhdrQhEDQ9hkUgmbm0b4mWer9m8Qn/zw+oWHosll0nA+wYNp27v2l5/f2v/8588eeuf91g7EGcWuI8gVk4sXL3TmdbPdgkCkZuVqsDQQIoeJApRpCEAyCDfjYXhQri+nMQ/VE4pnsigrQwiFAhc6szDMDAUp1yVemyFoKEKZQD4M5cPzjoqBAKVYqbggplenkeuud/37vP8C0UkbDxVSjHOM+WvOz7K9olzgEhMZj7i79fX5dY+gUgWLi1eQF1MgSuE1OE98PatuTsOzGo2P+vC0l2pyjoAcUM7h0AsREAEREAER6C8CDMWzjzA8eXSya9hOoAMe63Y+OYS6Sz+UQ6UoMkgilwmIT9JYV/H6mhCmDwKohoEE3U8oQCnADWUOr9Mubz9fw0CAErGZVNye55I2nVRX5kEaRJmKQE8EbjaRcz7L85/t8+/plQiIgAiIgAiMAIG7/BkdATxXVlHdhyuxaKcIXCagL5jLTLRHBIaNAP8ohsuw1S2oD8OvROE2sjQ364KT3331yn739StbofMJQnTvHB7ZR4hN/vOfv7jzyS/rn9z5hM4lDFHj04o3nDltIjQ4xScUiBzBWYQiEbqNZCE8WZydtslMxkP+MDzP52ZlvVVQdgpF6JpC4QrPpyijhLzpfkLxCK/Dcn4un7BVs+mULcxMufgkhjwY1qeJB/fyKN/u0ZGHCroujzCv+1qz3K1Oy2qNBkIB1SH2afkDk6xzJpW0bDrpbjERlLfXssXR1jyXbjfMh+7dFNqwDQrlcldQNCqdwVGp533dkcqnHwlcJ9PrxzKrTCIgAiIgArf2wBC6QSNQQ1sfwH7wyAUoUHx32z6cTgrXN6lX2IXlmmF4EujQZ7FkIEKJ3HBgdpPrfunYOiwuKUDZLGOQBwFKAwKUq+oWRTmTGGRSeLKcpQAlZnGE5OHgS0kEREAEREAEREAEREAEBoLAVR3dgSi4CikCItD/BPQF0/9tpBKKwHUEevgcYxoMU2RDnRjqJgtBwur8nP3w6oV9//IZwvAsI5wNnU+agfMJQu78+ec39rc37/z1UankQoXbuoHQzYOhcegqclgoQDBShdij7aKIxZlpm5mcgLgiZXQ2OQkzc6EVuD+KsOIUUszDuWVhesrrwf01CFcoHDmAQwuFKBS3XJfouuICFFw30g1XTjeQIkQye0cFF4Fcl8d9v0++dD9hfSikqUKIQnbeZignwwXRsSUZj7vwhnW/LqWTSRf5TE1MuACF57SRZxmONIfFYldoc10ug/8+6309rcGvp2ow/AT02PDwt7FqKAIiMLQEehiMDFXdR7PrRdeTPQpQsHC7hWY/BopeafA43inh+uwtwX0R/OMCFCjz0+jgUpf+FMkdUCpwQClB1V5vWh2DmOApgPOlofo9hkKmKUJB+J25dMIWMwk7qDathPOUnprAqH0vPTXvQb6+7pVBbr2bl51/cZREQAQelIC+Vh8UrzLvEwK6z2/ZEE8ETn/+b9leOk0EREAEricQfsVimmxokzt/QLzx1dqy/farF7a2MOcOGQf5gm3s7SPszhv744+/2K/rG7Z7mDd3PoGgg8HLb8uFwg5G3SmWq3BYyUOEQqeSqiUgpFiam3H3lRU4stABhS4pbczXBjOvp80wDpEIj2fYHIYNerm85GIUClnycPLYR/m39w8hRCm5w8d1ZaWbyML0tNedD+BRoODhzFEuhhqiGOe6PE5Ldz9bYWgcOqCUIKQplCpWxjqOMEM5uMQsg9Uq2ovhkeheQpeUVjec0edKsDAzaX/49mvwWsTDhhGfFyYz5r0FXhS6PHY9P1fWR9k/xJ/tR+Gnizw5AQlQnrwJVAAREAEREIHeCHDSbPR6XjUMfPZDBxQMoEIHlN6YBUeRWjjleHE7dEBhCJ4MevFPJUBpQnBCEclupWGHNYhJGm1rIhZQInJ8Ll4oBxp0aaELSi4RtTmE4lmBE0oLx0qAcpO74iGODe+yh8hbeYqACAw2gdH8Gz7YbabSi4AIiIAIiMAdCejP/x0B6nQREIGRJTDi0yt8+GwMD8oxfM3awry9Wlmyr9dWbG5qEsKEqIex2dw7sE+7+4EwAeIGijJScBxJJuI93TYUcARik7Y1IIw4xmv/D+zbdBeBAwqvsXeUR7icMsLfpGw2l7O1xXmISlZOXFIoeqlDhIFnBn3aepwP+CUSNgfnkxfLC/YNBCg8Jx6NuZPHPhxLdg4Oke9Rzw4oDN8zDyEOnVDGMX9Lfww+tEfhhwtQGvf3QB750YmEnBnmKJyLpxMMhTh0PWFYHCaWgUIcOrqwPnv5vNElhoKZZYh0XqLdNtBG5VrVBUI8v4XzQ9ZsMwpq6CaTAjMe/6/ffmXPwItOL9VKrZt3wduC4YtGJo3eTyAj07SjVFEJUEaptVVXERCB4SEwsgOR0as4XU9cgBI6oPhw6O63MvuxLuYA0gQGLgzBk/YQPHjDR013v8ZNcsDYzhiGJw8Xk+1yw/aqDVtIxy2OAUccNi0XI+xEsSOFgdBsKmbPcynLQ7SyURi9++MmjHWsCIiACDwtAX1HPy1/XV0EREAEREAEnoCA/vw/AXRdUgREYHQI+Oze0FU3CvEDRQkLszMu9ni2tODCBoojmhCLUPBRh+iC4V3mIUqheIFOHEHYnd7+8NBZg3kwFM7u4VFXhHKKMg/XjY9bO/ZpZ8+2Dw4gxpi3iem0hwDieRSwNJstd2KhownDz1BQQfHJAkQYdGz5w3df27cv1jwMD31ZKBZZ39l1UQZFLQxfg2yQvqw2oCCE4huG9HFxDg4/hgiEgozDYsnrcV0epzX78tbizIx9+3zVrzczmTt5KPAvCHX097fvXfRSgeiGiQwqKANFOu82tl10wrZgWemAwvpRJEORyS8fN9z1hcKeBrgx9FA0EoFTTMzPo8jov//mO/v9t6/daYZYjlC395vbtg4XFYqB6LByX/Vk+ZVEQAQeloAEKA/LV7mLgAiIwP0T6K0fff/XVY5PQqAOZcZhZ8zy6JiXsd2AOISDFrqA3DTxDN4+4Xoc21EMjpIQnmSf2AEliB0K9T6cT7bLddtBOJ5nEynLxDsWo/qEapkzKYYnClKxcXdAeZ5L2od85cy72hQBERABERABERABERABERABERABERABERCBYSVAH4zhTHGITybSaVuGAIXOJwx5MzmR9cpSgBIZj7johG4bFDecdeXolUi1XvcwO283tjzEC/M4trbPmzIPhnvZhlMJxQ8UV1AEQkEGnUgoNKnUah5+ZyKTts39A4gqEAYH/+WyaXfwoPjkd1+/smdwcKEog0IMiijeftpyAQrFIy2IYALRzJdLzfMZzofrMdSXziNNCF5YRgplyOS+0izq+MPrFx42iE4kdHRhomiELCi6CQUoLDsdUA7yRXsPsQ7ZUHzCtsuBy3M4wJBzBHlQLERHGwp+eA5dVOKxqGXA9dXqkv329Uv7/Tev7fXKMuoZ93BKDLP0z3cf7APyZtglCn9GKQ3r53uU2nDU6yoByqjfAYNY/yd4Mn8QManMw0xACpRhbt2LdWuiuQsYAOVp/3jctqpFEYaHYWiC5eLxN3nNgVEUQys6oAQheMZvJWy5yTWvO7aKwdcmBChbpboVpls2045ZJxbx+p49lw4o6dABBUKVSYTjURIBERABERABERABERABERABERABERABERCBoSZw5iGtYfyROgWxwnQua6sLs+6AMjuV85AwDJlzfByBEGTCm5diCQpBKIS46Wx5oYywMYcFiDk67rJBBxXYcthY97cnuqzki8d4b8f+/PMbD+8z3RWBUBDz+69fQ2ySgVtIEKaHogqmKQhllman7etnqyj/nAsxqo06wgXt2c8fP9lPH9bdVSUI23OMGdnrUxIuIRS6cM25XApOeD3WvYqFQpZe8rn+SgbxSMrDHn0DFxSKf1yAgszpgJJMxi1aPn0kkswZvqgAVxO6xWRToVNLEi4wUy6aIQcKUlbmZxB66AgClFLg/ALWdD/J4Bxyerm85O09CaasF4/7+cMn+4+//2TvNrdcyELHlfuqZy8snuqYs3U8u/1U5dF1ReC2BPRrzW3J6TwREAEReFIC7OKpC/KkTfBIF+cQqoXmLkF8cojOeQlLc/wYziUUoNz8HuAZ4aCM28wjiQ06oKQxgEW0mydNNQyatko124IIpQhle72d6D4NcL5gFKAko4gHm4RVYzZh01gnIFRhLNF24F/5pPXQxUVABERABERABERABERABERABERABERABETgIQi4BuX8VNlDXOZJ8qQwgeIOOmqswUGEooQIQnSPIXw3nqTz13RJmYMwhfOAt0mHxSKEEfv2YXvHnTjopEKc4ZwpQ+owTAzdTRLvYn7NTCrl7iaLEFcsIcRMFqIQuoQUy1UXVXAOl84fFKFQHEPXjwocQDZ29+2n9+v24/uPLnbxkD2Y/+wl0W2FdaW4g2umOtxW6KhCJ5J6N5xNL3n1cgzZkzfLz3pGECaHTOjsEkNoJLqZnCSIddrgRJcTusVQIONiITibtBBKfmEabigunIkjvwlj+J1CuQInk5bP9dIBhWGFQl4MycNjyOv91raH/KEDCoUrFNmMTEKbD+lHe2SaUBUNCEiAojtBBERABAaWQNglHtgKqOA3IFBFp34PnfcjCFHq2I6jK3qM3uhtOqQ8J1zYEaADShYDrQwFKF6mp7u36IBC8YkLUOota7gF5mVQEXbGMficwGBlLoWYr+k41jE7wjnl+mhZMl6moz0iIAIiIAIi8JQEbtM7ecry6toiIAIiIAIiMEwEnm48P0wUVRcR6GcC53rb5170c6l7Kxt/eqcwgYILChMoMkkj9AzTGMQPnA9kOByKOwJHlN7yvXgUBS01uIgwBAxFFhR6nJ1kpZiEz7cxZAyvE4e4ogbhB8PqtDvPUbaMO53Md0UwdCXhOSxXNMLZ1mOE9im7g8o/ITz5E1xUfnz3EUKNIxeltJHn2etdLB9fkwXLReFHEmFpKNDgORSeHKJcLL8zwLWuy+uq/G+67+RWO9lgLQMRCh1l1nf2XCTD8uXx+is4qKzOzyL0ThZClJQtHc94GB2G3+F5UYRSYlvTZYV13Tk8so87u/YzxDpkRvEJwxZR4HIxNPtNyz54xxPyGdCDVwGVWASoF1QSAREQAREQARHodwJVDEx2KUBBJ70GAUpqjJNKt+mI8pxgQopb1K3HMJhJYSsFF5QEttnt51DgKRIFJ4e1hu1V6nZQa8IFpQUXlA4GJXRnOa0vN+nekoILSg7hdyhCWc4m4RZTlQDlKRpO1xQBERABERCBEwK37aOcZKANERABERABERABERABERhZAhQ+dDD3FyYXR5zM0wVzY9wX7A/nyk6PD88bvHVQFwoUGnD2oMji4/auCzCiEIzcZzpEiJctuJvkIRKh2wnD+FxMFEkwHAzff7O+AfFEA44fQdlW4IBChxYKKELBCc8vt2sIkdO2MhxKtvYPPeQOnU/+CfHJJwg06FzC98O52YvXPPcaONjGFHd83Nr1c3cOU7aNfN9ubNkBXFyuKve5PG74olytQfSx7wIgnuoheLDmNWt44O8qxxneq3zv0Ir2dnPMhTp1uFoXSxXnuzw746F9KOLx+xb5kXbzuOVinAaOZUghup78hLA7vyBUEcPv8Jp0RBkpp2tOeHcXrk7m/sH4ONjBnUoiMBAEJEAZiGZSIUVABERABEadAB1QdjstOKBAgAJ5SNulI7elwh5sMLBix59Cjjh2pbCdgQgliXUVb3Og9diJ8TzLjbaLT7YpQqk2bDGdsDjU8OOID3Sxr80BaDoacQHK81zKChjwbD92oXU9ERABERABERCBCwQevw9xoQB6eSMCPrt5ozN0sAiIwCgR0Hf6KLW26ioCIvD0BPiDfgvzY+Hvz5Re+DcxdvgP+AyDgvk7TpLxdZhw2uAnVIcOGnTD+DNcQyjWGL9Qz/uoJIUlFJ/8/GHdqrieixxCyGcuQMFF57jhziXlahDyZufw0OanpmwOYWoYhifj4XHg5IFy1iCmqEDEcVQsI3TMIUQVO/Zpd8/FLgzV02y3urmfttuZy13a5Nzsu81t+z//+Gd3fmGInKNiyfPegjvIiUDh0pm320Hu//XTry6eoWjG7y8U9a+/vHVeFJZcvCbvuxZEQ1XMye4d5t2ZhQxcKLO55UKdyUzGsumkpeBmQ8cZ3tEUGdHdhO1NYQ6FLx8gtKHryTbEQVUKfvA5uG+Rze3IPOxZJ59jv9fxaKh/vvkZDz77fmsOxQf8YTkq9/4iIAFKf7WHSiMCIiACIiACVxIIBCh0QAlC8LTY6extrHJlftwZns6BLDTolsSSRQeXTih1hPp5iuiaHFS0sdD5ZBuheHYqDXuWa1k6BltGClBOSh1UKwZnlBTem0UInmcQoHwoVIM39K8IiIAIiIAIiIAIiECPBDilGfYMezxFh4mACIwIAf/JY0TqqmqKgAiIQH8QOBGgoHvmBsiYuOM0oEtSKDjhj9SYD2NIGi7+Az2nCXEwjxvUxKoxUZTA0Dc/QRxCscVD9FMZMqcGgcPeUSCY6EBA4d3hC/x8nrKNh+UgWGkgBA8bhI4kuXTachCfTGCdTac89A7bhGKWUrWK8DsVL/tevgDhRskFFg1cM1ASeTV7/mdjd9/+c+xnd4Jh6CBeowjBxj4Y3Xc6BG+6j1AEwvBEbBMiYRlYL3K7KjknzFlXGx2IUdruGlMoV2z36AicKD5JwVUl5WKdKB4kZKb1ZsPouFJGfSgIOoIrzX6hAL4VK0Gsc9YF6KprDsu+U/EJP8/BZxtqJn6gUcXgQ+Gf62BzWKqteowAAQlQRqCRVUUREAEREIHBJ8AQPHvowOepKEevs4meOgcAt+178rxwTMXtKDq1SQhPJrCksV3AToyvnixV8YTDZqlmOxChlCBGmUrEMIgOYp2eLRRD86Rj4+6A8mwiabm4ujZn+WhbBERABERABERABHoj8IQdv94KqKNEQAREQAREQAREYCQIQAphTTg/8Dfocf4gjW7a2Z4af7CmQwLFJzjAxiie4DwhDvLfrAecEl026HxCUQLD1jxEoriBSxMuHBSGHGPelelz/I7RHgwZs58vukAiBhePWCxmaTh60NUjjvnI0AGlhnAyFNFQ4EKXD4o2GFYouMDN5nIp7KDjCt1aAicYzNciryBMUfOz5Q0udvN/ixDX1FF+Cl0ivL+6qQ7xTR3zsx1w+hwjHsryttB2FJHQ2eQAgpJYNGYJsEom4mAVR8iiiB9H7gy9w/amuIecuNBNhbPeX7pOWK5hWbsIhZ91fq5PFr4Oauif/7NfAsNScdVjqAnoV5qhbl5VTgREQAREYFgINNCBz1OAAmeSMjr7dbxGhFIIUPjf9YnHfK6fyhwYhieBXm0WC8Pw8DVFLk+VKs1AgLIFAQrdUBq0vERhaNJ4NlGAksTAZToZs+Vs0qZTHNREoLQHn3Bwd/YEbYuACIiACIiACIiACIiACIiACIiACIiACIhAnxJoYg6sjLmwCOa8onADTkAIAJ8T/BiN13CPSMTxQ36SwgeGNKlaCyKHdrttHcwbUgAw6CkUWFCMUO6TylAQQbQUSnBhW4xj/rQUq7ozCUUV2OXCmUBIAWdpbw9W4G5tQoFGEPrm4WFQ+MPlLsnFPbgfW1hqDXKqu6AlFo1aHAtFVWRJPg3M//K4+2J1l3I/1bnkMT4esQjYRLH4ZzsZt3iMrCDWwY3lIbl6+QHgqSqh64rAFQQkQLkCinaJgAiIgAiIQL8RgBbfSuicFyE+KUCEUoUbSAuvObhh/7OXPmh4zMVhD/dH8U8SmU1gUEsHlFON+9OQoAPKRqlu2xUKUDAgofrdB9FhLYJyRVHeCB4FmUxEbSETdycUuqUUMFCn7aOSCIiACIiACIiACIiACIiACIiACIiACIiACAwKgVqrY0f1piXgQhHHgrjZFseP1HQ84Y/SaYhPGP6FC8OxVMdr7lrBebPQyWNQ6jqo5eQUJR+VC9w7Wi5IYV28DbpiFZ/G9Aqen8sc1DrfttwUpBxDVNXuwO2E4p3uLHZwv1LaQ25h7qPHio4nFJ7QISaJsEe5LMM6pd1ZJ8ZwRS5AwRz36KEJbwqtB5SABCgD2nAqtgiIgAiIwOgRYJec7icHUIgXxzuwfjwOHEHQEWU//ab9UB4fnscOQQI5ZNHpTbsDytPyrWOwfVBr2l6lYQfVhhXrcEFJdfzpjwjqGyZu8amDJDrkDL8zl4rDCSVhneIxBChXxyUNz9VaBERABERABERABERABERABERABERABERABPqJQA2OEHnMgyWj45bCfBedUCKYq6PjRhzhTNL4kXoik8FStlK16mFR2nAL6bTH3D24n+oyzGWhaMLlE6fqiWGu7p3qFohNmMWJ0uRO+Q3TyXRAodAkiVBOExCVTaTx2U6n/HUEzjqc8WdIrjPT4cNUfdVliAlIgDLEjauqiYAIDCkB9tPUVxvSxr2+WlV0OPfgBlLA0ogc4yGIUzHG9WcHR4TCk/B49HMtcgwRB3qyExSgIE+G4HnK+6wFZXwBApR9iE92sfDJjypEKTHajsKu5WKtY6hEBk+BzKfj9mwiZQUM1HfhoKIkAiLwkATu8sfo4qf4IcupvEVABERABERABM4TuMvf8PM56ZUIiIAIiIAIiMD9EuBDWXnMgzU7EYhLji0BIUoC815j/KGaDigpClDwQzWWYqViTYaFqcMpeQxOHPdbFOU2yATCm0Hdvr5uRYrLGJ4oRQEKnE/4uc5iScERhaGdmFoMMx+2Z1/XRoUTgVMCEqCcstCWCIiACAwQAfYc1esYoAa7t6JWMfDcbbcsH4lZHdtJhJ+5zb3AuyccfzCLKO6nRChA4VMV91biW2aEMlEdX4SLyWapZruVFIQlwdMfsePxS6pvClPSsYg7oDzLpexDoXrLC+s0ERCB3giE3yC9HX35KJ6vv2OXuWiPCIiACIiACDw0gbv+DX/o8il/ERABERABERhtApwL28BcGJ1+JxFmOoEfoVMIxROJRC0L8cnC1KSVFqp2zB+l4ZQ8hnW7SQeUtnWwTVcOTKn5+mTyb7SRqvYi0D8EMP/O2TA6enP+PRmPWQ6OJ/NTOVtZmLdni/O2OjdrM7kJS8XjEJ5FrI4HNZVEYNAISIAyaC2m8oqACIjAychhECcO9WPjXW/gCgaWuwjBk8eAsoF7oX2LDMNW8M4ubiN2dtkhSKL76w4oeKLCHVBukfd9n1Jptm2jWLftcsNK2J5AhzsT470f1iK4Yiwy5gKU+XTCKEDhIF1p0AgM4nfaoDHut/KqzfutRb5cnvPfu18+Vu+KgAiMFgF9n49We6u2IiACIiACIiACD0mgAPeT9ULNZlIxD72RdSFK1KII08HQHEuz0y4uYWgezum1G02r12rWajasjYfW2nBPphAFK4PhsdJAE7iHBryHLAYaYZ8Vns0xTvEJHqbkZ5hOJ1PZtC3jc/16ZcGeLy7a2uIcBCmTHm6riQdFa3BF0oirzxpSxbmWgH6duRaRDhABERABEbg/Auwqqdd7F57VUIBy3LYaHmdo8ZGGuyDFuWMYjSKqjYfgydJJhA4od8nzLhW8cG6ZAhQ89bFTrlkJT4A023F/iuNinaModwq9mulkzJYzCV8n4IjShGClwxG3Up8TUBv1eQOpeCIAAvobrttABETgKgL6G34VFe0TAREQAREQAREQgdsSKGD+a71YtQbmtDjtN5uKQ4iCB7IQpiODuS46J9A1IYo1Jr2sVCxavlCwSrVqtQbCUWPu8BjvcWqP7sJKg0qgTyZnBxVfn5bbnU8w8R7lAnejtAtQMrY8M2Wvl5fs+dKCLc/P2iTC8GSSccs3O1artyVA6dP2VLE+T0AClM+z0TsiIAIiIAIPQkADn7tgDRxQEIIHA8y6wWLzHoLlcLwaQbOEIXgy2BFEmHz6tqp4CJ6qbVfqLkDxwfcVAGPotDNm5gwEKEsQoPApkSwG5SV0z+tgpSQCIiACInAfBJ7+78J91EJ5iIAIiIAIiIAIiIAIiIAIiEC/EijUW/YRApQ2xCN0SFjhA1l4uCqKcDw5zHtlUyk4JmSMc2HtVst29vZsay9lh0WIUvCDNqfBxig8wf+SMPRrK6tco0qAn0k6oETwMGUsFKBAbBI4oCzaMwhQFuGGEoPgjMcV2nWrthvBM0GjCk31HkgCEqAMZLOp0CIgAiIgAqNKgGF3ChhJFuCAwvX0GFxQsG8cQ8pANNI7mXAQyjWfi2DYHUSW9FA8FKHEsNBh5Sl/bqwhfu1epWG7WPZrDWMcXIpQaDLKQfjZRAV5HDFxaU3KUDwrE0n7VKxZHS4qSiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiLQ7wSqrbYdVBsWxw/UXLbLdX/QKjQz4dzX2DicEyBEmZuetBdwTWg0W3idtJ3DI8uXq1aq1qxab1gDApWWuwPTIZiOKhSmdOf6wgz7HYjKJwKDRgBz1D5rzTUemOQcdgRikwg+u8lYDKF1EjaBzytdTlbmZ/AZXrTVhTmbymUtAUeUNs7mfDbnwPn53yzB2UhJBAaMgAQoA9ZgKi4JPOVPoWoBERABEXhaAi18BZbgfEIHlDxEKJVjhJnBgDGGXi0FJDdNPIPfqlzzfIpOUlgYiifVGbcSbTuf8Hu3iRiXhy0KUOq2X20abUhrGIiz407RzcUax9CRpx3pPOxJ17JJyyNu7kHlplR0vAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAg8PoEa5sIOak04nMAhAfNfmwhNnYvjsTP/WeTYJuGEksL8VyIet9nJnL1cWbIo3BImJ7K2uX9oWwdHtpcv2FGxDCFKHT9kNyFQaVoTYhTaoxxjoUOKfmV5/LbVFUeDgM9XQ3gyhs/wOIQndDOJ44HJJD6zE+mUzUxkbGFq0pYQdocClJX5OVtbnLdJOBtFojGrt4+tBAFKHt8DDE3/CY5I+ryOxr0zTLWUAGWYWlN1EQEREAERGHoCwfBwDMKTju132rY43rEmas0QOpfUGD3SCEUcXLNjkEQHeQJLGkKUMnf2QQ+3jE433UzW4GrChU97cDmbWNRYZMwyGJTPZyBAySXtAzroSiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIwCASqmAM7REGjmJeLYJnCD9B82CoI24EHsrCP4XhCAQrD7uTww/UMxChTk/uWTG5bNAaP43HM8o2XzOCGQi9h/KYNZwWIUJggQqETipIIiMADEMBndAziMQpQIhCfxCA8ScH1JJtO2mxuAuF24HqyOGevVhZtZW7GFuBkNI39OTiitMciEKB07Ajik+1yrStAqfXD9PwDgFKWw0xAApRhbl3VTQREQAREYCgJUIRSwSBxDwKUIgaMDXdACWUkN6vyWX0Jtzm4TWCZgB9KCh4j4xia9kMAmxKcTzYgJtkpp4xilAxU45krRDe0Jk3HghA8axMphOMp3gyIjhYBEbgBAU1W3QCWDhUBERABERABERABERCBPidwu3mFPq+UiicCA0egAeffJkJS4/drJLgU0zkhGrEo5rwSWKexcF+aP2pnUv7D9eLsNMLxTNtENmvHeKiMDsqNzrG7JreOGWLbrEX3E/wH6YmH4mEoa6UeCYy4Y0xwq+h+6fFuQdidQHwyjs9qBPPUcYTVScH5ZAJCsdnpKVuF28lXz1ftNy+f2Qo+u9NwL4rjOJ5XrMP9G+KTQ4Si30T4HTqgrOsBy17R67g+IiABSh81hooiAiIgAr0R4A9+XNTp643XcB5VwXCRApQCnFAauB+SPoS8HJLmJrWnnwjD8LgDCka5dEBhmJt+sEBxBxR0uHcqDSs12jadDAbNF2schuCZQwieFYTgmcYTIbEoZDQYdHewKImACNwXAX2e7ouk8hEBERABERABERABERCB/iCguab+aAeVQgSCmbgGLEsqzRZCUjcsARdguqEwHUMM0cZSScZtMhn192B1AkeUmP+QvTo/6zPHWfzgvYwft0twQKnWEYqn3rB2u+UheBiGx11QBPscgWCmAzIdbHAesYW51zbcKIqVipUqVSvX6jCUqfssLNvBQZ/LYbBf0F1nnPcanTvGI5ZJJX1h2Bhu8xa8OBc72DV+gNKTkYffwSw73IkYHisJAUo6mbQsGM5O0gFl2hYhRMmBK99v4laqY76bzif8vDMU/ftC1d7lK/YRazqh8HZTEoFBIiAByiC1lsoqAiIgAucIDGKvIxgonauGXtyKQBXCk71Oy4pYN9EDbd8DWg4g2DHAcKIbgocOKP2RyhhwU/G9gw44txvokF/1CWBs3HHYks5CgLKcTUCoEvMnQypwTbn6jP6on0pBAle1qMiIgAiIgAiIgAiIgAiIgAiIgAg8HgGNyx6P9X1c6R4mg+6jGMrj/gngo9jE3Bfnsw7wgzTnTPjppPAkbHXOjbWOEzaFh6+SCEnNkDxTExlbbc1YEmKUOfzQ7eKTRsMajaa1Wi3rcD4Nc4mBeII56jN/tvGCH/kxz+rikw5EAS0scKLYO7Ct/QPbOcwbHWo6dJMhRxznLM9mMsDbFJ/QiSMWjVkcwoiFmSlbnJm2pTkIJrBNhw6KVJS+RAB8wCgQoUDIAxFKLIaQWVhS+KxSzEPHkzmEzOJ2FKwpQOF8d77OsDt0PaH4pGpvjyq2BfHJdikQPX3pqnpPBPqNgAQo/dYiKo8IiIAI9EJgYMcGA1vwXlrlUY+pYKCzCzvOApT4DMHDAejJCPQLJeEQIWiFy1vc4wIUdJInoNROcVDBvILRF7eeLFWgAt+GAGUXnXBaEJabCR+IQ45/8gRIWDjWI4aBdwYDpoVM3FYnki5eOar0QzChsJRai4AIiIAIiIAIiIAIiIAIiIAIiIAIiMBdCGie7S70+v1chsypNDktd2w1huWB2IGiEya2fAuvORlIQUCETij4gXsKIT5iEA5M57JWo/AEP2pTyNLBHGIgmugKJrpzfbqDSPNMApcOlhaYMQwSHU/ofJL5+AmhjcasCiFPvlyhvsANZDoQofRnul3L0vmE4pNkIgGxRMIWZ2fsq7UV++bZin21umTjeJ+L0ucJcF7aJ+lxk/A+GXM3ma4QxQU+EKJALJZOJiwDV5Q2DqrgfgvFJ+twPPnQdT+hAGWvWrd9OIIricCgEZAAZdBaTOUVAREQAREQARCoYDAUhuChBrqNJRxaBB3dz2M6fZ9bp+dx+IBok5bAMoHOcRCC5/P5POY7TQy0D7HQgvCg2kQYHrigYKAdGcfC3vyFFEf5M/GIzacTtgIBSh7xM48QrEhJBERABERABERABERABERABERABERABERABPqdQBsheNp88AzzYUXMg7kApRXMg3EOj7NhUTgBMzxPEuGn44mopWNJS+FH7cCVg2KT01qOhTOH3X2XZ9NOjx3VLcpJyK4BtxhyL0BsQsEJH/yjm8xRqWz7haI18X6rdK5vqAAAQABJREFUCVcZsGxDqNJ/KZjz7aVcfh9051YpXqL4hOGbsuk0nE9m7fXqsv32q5f2L69f4H5jaB4JUK7jevKx637IQt+igDU/u9gCc74uweWI7id0OtrEw5cfi1WE36nY+274naNa0wpwRlESgUEjIAHKoLWYyhvIe8VBBERABEacQAsDnwpU9kU8DZHHYJSOJdwH4w9DhMke6Zx0h/14jjUoQElig/mlsUR6zOmxDivBCYVK8CWE16GzSWQsZrEL4x5232MYfGfpgAIBymo2ZR9hW6gkAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAoNBAPN2/B/zdTQ7qUMQUYIDxx4ezmIIas7q0RGFYXqO4BY8hTDUE/GoxTEnxve5UKDCJcIF831cxrHNmUPOAwZbg0HjMUpJ8Yk/qkdOmBdtQ8xDRxSGn3m5vOghjOg0c1QsWr5YcoFKBcIUPw/HscEC8c9jlPbu16CbCQUlDBPD9QzCNs1NTdn89JSH36H4ZHV+1p11GJInPP7uVx7eHPwOwq1AMRPvHYZzooCJjkXcppCsifn8JgRmDc7r46HJ/a74ZL1YcxfvzSIdwJv+2fYw9Ly1/BM/vNxUs+EjIAHK8LWpaiQCIjDsBLzDMeyVVP2uI9BCp7OKzmsJIpT8cdtmjiPWxD4OHHsTjZy/kThspY4jCMEz7g4oJyF4rivMI77PJz7WoQR/UU57JzwVRW1jF2qMAXQcg2k6oCykgxA8WQzAlURABERABERABERABERABERABERABERABERgoAhgCo8/atchNilDbLKHH6v5g3adIWIwT8a5MroFz6YQggciFM6BZbhgziwFZxR3R8F2HE+tMVzPGIQVNLG4ylF4oLg8UGEpIBkDJwoyyJ1CncWZaWvCpSIGoUYaopRPu7u2ge0W2qCOUEdBeCOG5Tk/3/pARby3bHk/0PUkhof44hDWzORytrowZy+WFuwFBDfLczO2hDA8QWgnPPIIJjxH6fMEeAdQaEL7Ia74wGgDYhN+fmutQDBWwb1E5xM6fDPU/B5C7GxDWEYHlF1s8zUFKFUcwxBazEtJBAaNgH6NGbQWU3lFQAREQAREAARCFTVdUPbhgDI/DuU0OqN0P4ndcBzAwwPpyrFFMYhIYkfogDKO/ILUHx1ddswpQGEoHg6yc7AXZcnCUrKs3KYDSgaDp/lM4JTC4yLYF8a75XFKIiACg0bg7Cd90Mqu8oqACIiACIjAQxHoj376Q9VO+YqACPQ7AfXR+72FVL4hIYA/9y38iF22lotPqvwB23+8btoBfqjeSdVtDg9hzaaCZRpClNARJYsHtNI433/DxtzYWASzgLBVobOKPsGX7w+KT+j0AUhGtxM6xizCEYRCDYalmcpNQKyBBwHRBsVK1V1QyLFNocCAJdYzyrA78YQlkwmbmcrZ2uK8fftizb5/+cwmMxmbyKQtm0oGTAasfk9S3O5nzd1OXHTStiqEJwyzQ2dvhtM5wkLRGJ1PfIHgZLdad/FJHu8V4YrCc2oQOFFspiQCg0hAApRBbDWVWQREQAREQATQ+WxjdFOGAGUPApQSLPsaGEDGL8kxPo8qHGSG3ViKTeiEksBAK+MheMYsjoN4XHjM53N7nHdKiK/6CXaEOxCgUCke2hBeFN9TgJJCkWbw9McSRCgcePOpjyqCszKGrpIIiMAgEuBnN/zmGsTyq8wiIAIiIAIicN8E1K+9b6LKTwRE4KYE1Ee/KTEdLwK3JcAftBnSo8EfsyGK4LxYASKUAn6spovCYS1uhwhFzX2lRtx/8HYRSpOuKG1/UCsJJ5Qk5sxicENhWB7+p3RKIKRB/UngFoMQRtGYTU5kLJGIuxAjB0FGrV63YrmCUDwlK1Uq1kBopAbmLBtNhlkJHCv6tZdGgY3XE2s6n9DRhSITLnQ7eQYHlFcrS/bts1WveyDGGYMYouMiJt6DrBt1Ef1ax9MWffwtOugw3A7nrOlSRBcTflbpVBR+VvchPuHDlZzf3of4hCIUCslOwu4g3JabqJCwID9+I+qK90JAApR7wahMREAEREAE7oeAelS9cqRjSRs9UBegtKG4j8CSDx1cilJumngKBRwcODBxGBLFkoIIhU4oh3izhjf7oXWoFP8EB5Sdch0DalgRthJQgvMJg8BG1CvQ/QfjaEtgUE3r0QUMwFcmUrZVwpMJA/hEwtl6aVsERptAP3wTjXYLXF37W/zxuToj7RUBEehbAvr+7dumUcFEQARE4MkJ6G/EkzfBlQVQH/1KLAO9E3Nz/LihaflsFX/g5o/bDKXDeT3qHup4o4J9R/gxO1eGYwdD8cCtI4WFoXg4TxaHuoLik0CAMtBA7r3wFJ2QJ8N6h2GM0uA2RvCYI03E4zaZhVADIXlKyxV3Wk4nEnZQKEKMUrR8qWTVWh3tFLSVr++9lLfPkG4uEYQOimJhiKGpiazNz0zZwvS0LWD9amXRQ/BMYz9D8jRQ7RrmYiutlod/qrsrB4QVEEj4Q4G3L8rQnslZaorFWnxY1EUo/JwGn1W6oISiMX5GKTih4wkXOhqRK8+T+GRob4+RqpgEKCPV3KqsCIjA8BDojjaGp0KqyQ0JUA7SwYiTzid0QClChNHwfbw3bpk4N4HTIfJHKB5DKJ4xy2Ewku6MW90FKHfI+5ZFunhaEx3xIyyMd0u1+GKmhc48nF88ju3p0awKB40cVHOwvchQPFk8BYIOfQGdeyUREAEREIH7JKB+yX3SVF4i0H8Enr4P2H9MVCIREAEREAER6HcC6qP3ewvdunxoWs4L0mWhhjkyJobpoDiAP3Dzx+xMBWF36HaCJQEBRZzCEyxRCBAYfpviE/yP5P9wQwkEyCeGheGMFjCXOIeQRlzoqpzEHGMcAhSyW5qdhsNy28PyZFIpW9/e8f1NuqDggTkKT9gm/swc1v2SxiGiYSghikvicD+ZRjihlflZe7G0aC+XF215bsZdUChMieHeKcNdh+FiduHSsYcQMXTwCJw8mi5IYdX6p3b9Qdnn7Nn+LkI5tibWza4QhZ/RKj6zZYjE+Fktu7gHAh+85v46juN5vH+URGDQCUiAMugtqPKLgAiMMAF1REa48b1zT8tDOqDsdtD5x9odUHhb3HHs6AIUZEIBysQYnpIYw2CDefbRLcfBzsdCFc4mcVuDswmKigFi5NwtwSJzcJ3FUx4UoKxMJO0DzlESAREQARF4CAJ99EfiIaqnPEVABERABERABERABERg4Aiojz5wTdZrgY/H3H2jyTXmB+m0UBmH+ATzYBRQMDQ113S54ENmgeAkcA/Gbsz6Ba4pnDtTOiVAbnSJeTGZspdTGXuRY4Bvs+lEzCIJCFC6bjKLcAuhgINhayjWiOIcCk8KcEApVaoQEcC3mpF4xvrrM0gHlGgk6k4uqWTcZiZztrYwb988X7XfvHxuM7kswgylLJNKGkPvVCGYYHiYdbhRf8hXAiEKwsbwwUAKUzwcT39V8bQxn2iLOCggoRMKdSQUInUgKuGaojEuTTxQ2sQDleGarictvH8qPhHUJ2o+XfYeCUiAco8wlZUIiIAIiIAIPCYBdkWrGM3ksdAJpYquLTT23sHlAPKmg0gezzy5dgcUbDEED0Px3DQvZPGgKRSgPMdAsALFOB1QMII6d00Opl2AwhA8FKBkMYCKFc4doxciIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMFgE6JKA8Nz8cRsLHRZqmBobwxNanMPzf/ma274OXvB1mM5uh/tGfc15xATmF+kswzBHVBBQvENhANexSMySDM+TyVg0GrNUMmnJRNzK1aoVS2UrlEvWgAtKDWKUetcNpQUxCidcmd1TJL8neF9gScRjlk0nLZfNWA51oOPJ2sIcHFAWPPxOCuGExiA8Yeh3unQwRMw2wqDzIcBfD8u+zdc7EKEc4L1AgPJUNXsKmr1d8ywR3EJI9EXx2+nMmp9h7usezW3Pvvvat/WPCAwuAQlQBrftRrjk+gIe4cZX1Z2APgO6EU4JtLBZQ0e1BBHKEUQoubHACcWfbvBh5umxvWxx8Em5SRRLEsKTCQw6Uhig0BWln1IRKvuPBSrvMz4gyuCpg0sJlTkRoKQDBxQexwHXSef+0knaIQIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAL9TqD7c3V3qpiigbHwx+zuT9msAabBrkyf2X3lsaOyky4UdKig60carh90i+FrhkhhKBVuHx/HQBq0I3CNhmBjGg4oFHJUajXsPbY0HEQO8wU7LBTtqFiyWh0iIeTjrhiPPK3P8OQRiGqiKGsEyySEJwsz07aIEEJcU3hCB5RZhOJJQUjTwVxwtYkHHbshYt4dVew9nE84B/upVLMDcDmoNTwMTxXHuKzi5J4blbvk+np+rpmvQqU56ut56ojBJHDFrzWDWRGVWgREQARGiwC7MRomjFabX11bPunQwBIIUNo2hzA0dEGhiOS8H8jF83n/nHaHz77idiBAGYOgZdzSfShAKSAEzzrU94xBGgwCO16bs58KrwdGiozTOpWMefzWaaxTsMus80kGDBqVREAEREAEREAEREAEREAEREAEREAEREAERGDgCWB+8KqZrqt+9B74uj5QBTp4wK8zfuzOH3Q8cfFJA+ITOMwQLucauT8FUUcSSzwet0m8sTw74yGR4jE6jKRsfWvHH+ar1+vWghMK3VTgg+LClcdsjzGUNRpFyB08kBdD2RguiGKZlytL9nJ5EduzxnBC0xCgJODoUkTInTzmXHe6Licf8lV75wKUqm1AkENH6mK95XOxDBsDVc0DtYSyFQERGHQCEqAMeguq/CIgAqNJwPt26uCNZuOfrzUV9BShVNDpP4SlYxkDpSZeU0ASO6vGOH+aD5j4ZMRZEUp4iA+m8CIJ4UnggNINwdNHgwp3QIGAZBeWjyUMfuoYCNL2kSU9+2QH3U4Y75YilMlE1JayDMWTtC2o9ktwUVESAREQAREQAREQAREQAREQAREQARF4agJfmMB46qLp+iIgAiNDgBIeak0KmDOk6KSMOUe6fvCxt3GKORACPIE5Rj7gFotELQlxB+cc6SiSoBgFAo9JhLahk3QNjihH+bxVq/h+o3MK9vnU6iN+3dEBJYaQQixbKpmwKQhNVhBy5+u1Ffvh1XObm8pZBmGE0niPTik1iEtY33WITd4dVbGu+AOAH/F6E3OpnH+tQ6RyTnwydD9RDF2FRubzq4r2FwEJUPqrPVQaERABERABEbgRAdr0tTFwofDEBSgQojQjx5bwYc2XRzThuxe71RwkRTFASWK4NAEHlBREHf0WgqdJRX4bto9wQNmr1m02FbcGBkExiE1Y9jBxK4LXjN+aQ5zTxUzCliFCyWMgKQFKSElrERABERABERABERABERABERABEXhKApyZOB3LP2VJdG0REIERJoCvIkpFKLJowraEc410Xs7Go5aGo3ICIo1Y1xmF31hRzENS4JFOpW2cghSEsYlgLrVULlupFCykWWk0rcaFbiiYuw2f8bs4J3tX8iwTH8YLlySEJxOZtOUQemcym7VViE/W5rFwjSWL9/gkXwffvwU4vexjnnWrXHPRybujsm1imw/x7WE/51LpJt3pimm8rPddgbsCuPP5Q1ehOxNRBiJwWwISoNyWnM4TAREQAREQgT4gwG6xO6CEAhSsGZKHzig3TTyF+bk6HhspDEBcgIKBU9cD5aZZPtjxFN6wrEf1htEOcjYZt5UJKPZjHPydDz7EesUxQJzAYHExk4QAJennPFjhlLEIiIAIiIAIiIAIiIAIiIAIiIAIiMANCXCUr/R4BG4xcfR4hdOVRODpCOCriLOOdFquI24OPyl0BdkoRHx+lGF5qs3ABYRCkg7cUPjg3jjcUNKplM1MTtjy/CzcROo+d0mRx36+aAeFoh0WS1aHCIXfdsz/vr/1KDyJRiJwM4n4OptO28L0tDu0LCFM0NrinD3D4s4nqaSNYQ61BIFNudlyh+kPCHf+HvOsH7GmC8o+6n1YawYhdyDI8flYVlpJBERABK4hIAHKNYD0tgiIgAiIgAj0MwEfEGG4UoZ6fh8heEoMwYPX7RsMYcIph3D4wNfsIHgIHohP0hi89JsDircJCpyvtewjYpE+y6UwGGrB/hJxWO2CAAUV4hMKfFohcEBJWgpPLSiJgAiIgAiIgAiIgAiIgAiIgAiIgAiIwGgS4CxQOCM0mgRUaxH4LAF8PPgJoeNHHf4gFGHwgb0m5l/piMLwPEzcB0MUS8MFJYm5R4a6mYLTCAUoTHxNB5IPm9t4BeEKwvK0Wy2ft2Vo9LF7FKHw0+yhyCE+ScAFOh6LISRQxpbmZuzVyqK9XF6yVZRrfnrKZhCKJ4H3q6hGEWGGdhDifLtc9wf23mOe9UOhYhsQoBTwXgnOKLVW2wUzJ9YtrJySCIiACHyBgAQoX4Cjt0RABERABESg3wlwuEMHFIbgORGg4LWr6Md8KNNzFXyggqMpNuGAJYElyxA8WKIcFGE/B1/9lDgQojr/G1hBVjEATMcud21Y8jgsMc86oHBgqCQCIiACIiACIiACIiACIiACIiACIiACo0ug32Z5RrclVPP+JECzD0TjwQNwTQ/LQ7EGxSh8IDAC5UkcD8LxobfjpOGhuJgLUeKZlC0fz1oqkbApCD0oQKFzCMUn+4dHcEYZcx3HsYey4Wzr/SV3QIETSzwWt1QyAQEKxDAQoHy1umI/vHphizNTlsb+FEIFRTE32qg2vT6fijV7e1SB80nFw++sY651o1RHndvWQDlbFNwQhpIIiIAI9Ejg8q80PZ6ow0RABERABERABJ6eAPv+DLdTxwZFKCUo8emCMgEZCVwiAwvIGxYzHPpQdJLsClDSWBewNJF3P6UC4o9SgLIHpX4Fg6JJxlFFAcM6eFnxIopBYRIDqynYYs6lEzaTilkGjihU8PNpBiUREAEREAEREAEREAEREAEREAEREAEREAEREAEROCGA+VbOGtbbcD3BnKMvEGPkMKfIh9soPqELSgP7eBxFKSk6kCSTNoWH4SgE6eC9QqlspXLFSpWqxeA8UmkgrA2WKpY28vV0S4EHrz+Ga3HtrifZjE12l9WFOVtbmLcVOJ9QiDIFQUoHxzVZp3rgfLJZqnnInXf5sm1CiEInFIbe4ZwrH3rsaN40aB/9KwIicCMCEqDcCJcOFgEREAEREIH+I8BwOy0sDRehHNsRBi6T49iH11GIL8bPyzF6rgDPi2JQksIyAfFJHq9bOLuf5BocDNHthQMjWmA2uvFIYeFyUmuKUca7TyVkEHpnGiKUpWzSFjIJH1RV8PSCkgiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAicI4B5R/wfPACIB9kwxejzkCkIUCj6aEKgUYfIhPOTnI2cSkQRHHzMIhCaZPH+7FTOViAEqTcaPqeahThkL1+0/UIJ7iIl6yAkDy/g86280A1SGHInCtELHU0yqZTNTU/a0uwM3E6mIT6Zs+eL8wi7M2kT6aRF4I7CedASwpjTzWUdghOG3AmdT/bgMH1Qa1gZc6wtPuSH4tC9RUkEREAEbkpAApSbEtPxIiACItAXBNjx48/qSqNOgMOTNu6FFm4JCk7KGBwcddo234lYE7F0GE7nuhTeSReHEzyXHYUkBks5KOlTx2NWgq3KxeOuy/8h3+cTBnmIUChA2YFCfzIRs/k0bCRRXrqehIlbHBTSBSWHY5YgPuHCczG2UhIBERABERABERABERABERABERABERABERABERCBKwlQiIHn3jwszSFEGpxrpPCkDDEHxRpMEcxHMqWjmEeFO0oCoW7oOkIHEh6fRPibbDZrsa0duEyPWb5ax7mY3cVcLt+/qdiD50RwHTqfJOIxy0HcsjQzY6+WF+3lypKtLsza/NSUzU7m8H7cHywsorx0OdlGiJ2PcJWmAOUDlo1iFfOkEKdAmELHaJZF2hMAVhIBEbgVAQlQboVNJ4mACIjAUxIIf/4P109ZFl37qQlQW88BQWeMQhTzMDwUoFQQKqeJ/TEOXzga6SHxMC7hnQW9xokDigtQEOsnyCo8oodMH/gQ2kAeY8B2AAEKB00zqbgtTyQx0GPYnci5q7sVJQZlE7DJXMwkbREuKAzfc1rjc4frhQiIgAiIgAiIgAiIgAiIgAiIgAiIwKMQCGYbHuVSuogIiIAI3JIA52Cb0Joc1hA+p8WH4lr+cBuzi8I9miF5YnwgDu7L8QgWOI7EIArhnGQ6lbSZqUlLpTNwsTYXn2wcFWwsdEC5RdhzOqDQ/SQO8UkK+TP0zhJC7bxeXbYfXj+3VQhfkhCeJCGEYVnofnKEsm/A+eTNUdnnUtcxN/oJ4pMNhOKpurt0x8OVj674pH/mvW95m+o0EegLAhKg9EUzqBAiIAIiIAIicDsCdEDpQBZC8QlD8ZQxWDk8bvu66e+x03yDiRwcCi2Li1BOHVAg2sAgKonlnELldkW+97M4+MvXKUCp2Fou5YOlePeJg7MXo6CGA0HGaV3MwgEFApRkLHgy4exx2hYBERABERABERABERABERABERABEXhMAjecu3jMoulaIiACIhAS8DlTiFDgfNLGQ3FcmCYTdcvEIDaJBA8K1ttJdw+JQIySxBxlLJ6wiSzEItGYleHGzBA8B8WyHZQqlsd59VrdGo261euc6eVFgnzDy4ZrD7mD/CIMudN1PqHrCYUnk3BWWZydtmeLc7Y8N2sL01M2CfeVNh7cQ7ZWgWvLDmygP0F8wof4PuQpOqliX93D7tD5hE7TfNhvdNMo1310W101fxgCEqA8DFfl+qAE9EfgQfEqcxEQgYEjEIhQaAPZFaCccUChM8qNHT6oV8Fp41Cb0EElBeHJBNxEUlBw3EDK8qgc+cQB3Uy+xUCKav00Bm8XE0sfpwMKYrFSfLIMEQrjtSqJgAiIgAiIgAiIgAiIgAiIgAiIgAg8NQHN+T5+C/TrLM/jk9AVRaBnAviq6mAOFroOuKC0jc/A7SKUTgJhdzhH20Q4niZFHPifAhQ+CBfB3GocTiR0a2Y4HApFjipViFEatov9+WLRCsUxayI8TofhfJA3H7i7mChAiTHcDhxN6GySgevJPIQm83BWmZ+etKXZGXu+uGALM5OWy2QsFo1btdG0AuZNixCYbMLl5AMe4ONDfOvFioczp5tLCe834OgSCGouX/diOfRaBERABK4jcPnXmevO0PsiIAIiIAIiIAJ9R4BjkjbEJu6AAgFKGTvogEJnFA4bep1SoEgjHODwnCgGNkksOQyUUi5J6buqe4HyGCwxXukeBnwVCFAmu7FXz5YW1cBAD/WB6GQqEbPZVAJL3LLYpmilfcU5Z8/XtgiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAhw/pRTiTUINw4RGpzPANYgSAnmGAMRBwUoFKtkMReZxENxifi4TWbS7k5SgRMK3UZSEJRswjml3W5ZuVrBPC7+w+mclw3naEmb4hMuCYTbyaZTNgGByXRuwtbm5zzUDsPtLEPYMjeVs7lJhPqBSIVu2cVG27bLddsq14zhdt5DfMI51E/YpvikjDlRCmlYzmAWmVdTEgEREIG7EZAA5W78dLYIiIAIPD4B9QUfn/kAXLGDUUkL90YZI59DDC+4bmDgQFcUKvKZuqvgxef+5f0VDHEgN4FgA0sKr12AgkHOODPzAQmP65/E+KUcJO3BAaWCQZM/aXCheKw/BSgMwzOBpw8oPllIJ2wmGbeddh0DPYwalURABERABERABERABERABERABERABERgJAj4JNBI1FSVFIGHIMBPUNMFKE0XnnB+sgg3kXAOMglXlBjmIqMpzEdGoxaPRSAcSbkAhYKPGPZFYaHShPikBEeUcTik8AE5nk/xCddh4vY4BSgQrGTTaZuByGSRjifLi/Z6ZQnLIgQoU+6MwmPicIcuNTsIW960TYhP3hz+/+y955IjW5altyEcGqFVanFVia6qZveQPdY9v/gONOMvPgbfgI/AF+GM8R+NNjQabVR1ie7prq6puvfmzcybMjS0uwNc6zhOQIQCQgIR69zr4QKuzueembE31lm77sruvDlswv2k6Urx1OG4EkEEE8fIH9/r0juesuYiIAJXRUAClKsiqfOIgAiIgAiIwC0ScKp7RCIUnND5hE4oB3BCqcK5JMJ6FiHLcNDib5XbRtIN/Q2cIT5yxxVwjkSAwqI8s9lYo5R2ktsYcUBV/yJcTSgsYZDH0QbDzdVfxciDBezDUjyb5TyODc1pWIZ31LIIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAInEQAeVgnQkFekoISlrDh4DfmJssY/FbIZDCYD0P9MDE3m4fYJAORSaVQsJVq1Y3x64Qda7Xb1ul0rBOG1mi2rN1pYwqtgxI9WeQwszhPAEFJHmV31leWbQNOJxsQnzxYXbVHG6u2tbIE15Oqc0XhAMUmxtgdNkPbQZ70LQUncDt5vU/RSdOV3aFQpgHxSRviGeaU8b+aCIiACFwpAQlQrhSnTnYjBPSP4Y1g1kVEQATmiwD/aqT4hE4otFdsQICyBwHKMoKaqJd2YpJJ5SMQ07vAg5IV54CCDVWch04oo1KO2WFE95IG+s/A6h2CqfVSzraigqUwsiAzdtfsQw4uKAv5rD0oF2wL02sEYmoiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMDEB5mMx9eAazTkHuX1qtFECHO4nyKlmcKI8S5tDfFLKQUjCZQhJllBCJ4v8ZBhBCAKhSQQXlC7yubv7h7Z3WLfDet1CiERy2JfldErFgnM+2UKpnYdrmFB658E6RCgQpLDszkKl7AQqbVx/H+IVDtR7DyEMy+1weo3SO1zfbXXg0oKBeBCfyA164qesHUVABKYkIAHKlMC0uwiIgAjMBgHKDWZVCjAbhO7bXUCvbkcTXg+W4NnrxU6IQkcUquxPa8OfDGv8WIInQ2tHBEaVfqCUxTpV+8P7nXbeG9+OIG8PQRTFJI8Xiq5+aQ41VFlyZ7g5u0oEgYsYieAcUCp52GCO7jO8v5ZFQAREQAREQAREQAREQAREQAREQAREQAREQARE4DQCzp0aziPtOLY9DJCj+CSN9QBJ1AU4mCxgkBwHw5UxT6P0DirxQDCStS4GEBomilFyKJ3zrriN5W2IQ2JXliefz9tCtWxLcExZhsvJk411e7KJaQMClLUVW6qUbAFiFpbdoQPLQSdyDizvai1XZudVX4Dy9rDlnKPpfNIMY1xXpchPe5baLgIicHkCEqBcnqHOIAIiIAI3TMB/9e/nN3x5XW4mCbAqKJ1PvAiFDij7CCQ4D/Gq5HnXw0qTU3rBXfybRUkG1/MImCpQ6RcxD7gNGxlUzVrjHdFCkor+r5sVF0wxqBtvrMhTcA4ogT1wJXgKblTCoOfjR2hdBERABERABERABERABERABERABERABERABERABE4nwNwky4TvIj/ZhRikG3Ytj40bucBWUQp8uYhy4chJFlBWpwDxSYDkK8uH5+E8XaDTSbGIkjtZlOKJnPgkhXxsgQKUSsXW4HSyibI7T7c27DmnB+sowbNsAfbPYWKZniZcTZzzSa1t3+7V7dVew4lQWHqHE51PIuR0Y+SMZzG3ezpZfSICIjBvBCRAmbcnpvsVAREQAREQgRMIsOJoF3IRxDYukKj3S/CwLA0Diy5tSyZRoPTPPS5E4S8MBbigLCAgasUo8QO5y8w1dHEPgRQdULYx0qAZxRYRyFhLQUGTpaAG4pSlQmBrKNezhgDwLQJBjgJggKgmAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAhMTQA4W/yMfiQGByEt20rE1UQpnt9GxT3AgKUF4EkGgsoB8ZAUClFQepcMhHmF5nZW4ikF/yMiiJE+Ak5TgaFLG9tXFBVtdWnTT2vKiE52swgmlWirBMSVnbVzrEIKXdtxxedHvITz5Dq4ndD6h6ITlgOgYzZxnpy884T2qiYAIiMB1EpAA5Trp6twiIAIiIAIicEMEqJmgA0oMoQmlIRSg7MK+scGAB+vTmCoOi094+3RCYekdOqAsQIRygHkT15vFWGWfDigIsLYR2DURWIUI6sYb+5fF6AKONliE6ITik7VS3i1zlEKH1pdqIiACIiACIiACIiACIiACIiACIiACIiACIiACIjAFATqL0GEkjFMWotRNsxXZXr1tn+hUggFxzhkF6UqKTXIsx5PJWqEAAQrWS3BKcU7U2LcK8UlSeqeCMjsowbNQRRkeOKEsQZACUUqlVLQAIpUDCEy2m6EbjPeh3rIfMDDvB5bdgUP0B5Th4WC9fUwcqBefkCedomvaVQREQAQmJiABysSotKMIiIAIiIAIzDYBSi04RZCG1BHo7KdiJ0RpQ4wS99LWo/ICrT9LVoZ++u3jwhIKUAIcVYQUhQ4oxS6U+0PHzdJiC8HUPmqdbjfbrt7pAgQmSwXYW0JwkmHtnaGWwSpFKHRBebJQtB9pRYljOziHmgiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAhMR4AlzCEuwZTlgEHkGQ8hEPmUbiJx23UOKDFEKsxLVpCXzGOhlIXwhG7NeZboyViFzicrS/bs4aYVC3lsx8Q5hCp0RSljzpI77Th2wpPv+44nbyg6gdiFQhTOd/sO0U0IYVRyZ7qnqL1FQAQuR0AClMvx09EiIAIiIAIiMBMEULnTOZ84FxQEMQ1IUfbpgALxSRvrIT6nOIVikvMaZRqcvBAlDQU+HVBKEHAswgGliGl0j/POeHOf08byAKr+zwiwGGxtlAtGUUoKIwoyrleDe2G/Ctm0E6g8WSi50j20pzwY7KIlERABERABERABERABERABERABERABERABERABEZiIgHOSRg4ywEjAjBOgdK0GAUoa9tV0RKEDCp2Zq3A5iTBorpiHAwqWYYdiSF468QldTkKU4gkhMMlAmJKG2CSZYxmDA1PYlkJ+thl2kQNto9xO3f7p06F9h/I7u8iLsuTOHq7JsjuuNDuu2UV+WE0EREAEboqABCg3RVrXEQEREAEREIFrJkCBSczABuoR74ZCAcpBL7YFOKBUID+hAh+xzFSNgRNV+wupjG3CFvLHLoImbJtZnxAwoML/NSwnH1WLsJgsWi6DOx7reCJAydhy3wHlYbXgHFGmgqOdRUAEREAEREAEREAEREAEREAEREAEREAEREAE7j0BDuhj+jGHQW85LlPzgSQtB8y1ID7h4LhWEFmqgSmH4YIBCqdHGOYHEUo6h9wlB/1BYGIBBgOivE6pP+DQlV7HudqcOjGcT0Jr4Zz77cj+vFtHyZ2m/Vhr2keU46nB3ZkOzw0MyOsgUez+431wUhMBERCBGyIgAcoNgdZlREAEREAEROA6CTCGoJI9TtEJJQkuKBBpYNsB7B2b6Z5TvNPecdwJ5Lz74v4MnBagrqcAZSFGIDRskXLeCW74c/Z+txXaa7iZfLVSwWiA2MpwQBlXoLAiTx4OKIsQoFCo8rACC8scRxGkrMfITk0EREAEREAEREAEREAEREAEREAEREAEREAEREAEJiDgXaTzzKViogCFpW+iqAt3aohPenAkaUWWacaWzSFzm4EApYsEJdxSUsi9prNM3KatC8eTADnLAMttCEno7tzBOZpwRKHohA4nzH1+bnTsW7ie/IDSOz/WWvYJAhTu28K+PI5uK2oiIAIicBsEJEC5Deq6pgiIgAhcloAs8y5L8E4e30Og4p1PknnP6hCf7KEUTxNOKCHeGzqg8P9JGndjmELRSgEHLUKBv0UBCtT40LkwgprkNDe+D29rGwHXdxCgfEK90wYEKOEJARcDO8RyzvVkASMN1st5e4pSPLSo/IzjQwRqaiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiJwFgGXZ8QOFJ/kkXPkYD7mVJlDpQglh2Ttehfu0nHaVtsotVOPUaYHshRYWSN9m+RacUwI95M2vrnFoivV04HTSR25zUMIT/ZRXuc9hCbvMLk5yo9/qLVdGfJtiFHqcD4J4XoS4oS85qzmbs/iqM9EQATuBgEJUO7Gc1QvREAE7hOB2fzO/z49gdntKwILBhcxpm7fCaUO4ck+BCgNBB4RXFAgqJ+60QElj+OqEJ6sp7O2iFI8Oayz3M8svo5ksIdRAG+g/qfy/wDB2Uox5xxiGAx6BJxnsJ7HaIJqDgKUEgQoiyX7iOCNx0iAMvWrogNEQAREQAREQAREQAREQAREQAREQAREQARE4N4RYJ6RA/+c+ATzpAx6Ugo9iwRqGUnZDfhSb0GAstKBACUFFxSU0mGyliYodGTmSLkQ603sn8Y6XVDoZsKyOnQ82W62XcnxVxh092q/bm8PkxzmAcQpzGU2w8hpTuiS7QQo9+4pqMMiIAKzQkAClFl5ErqPKQjM4tedU9y+dhUBERCBayTgnU8YZDDYqPfiIwcUlBSFQwr/DmVINNq4ZfRv19Et8Dxxyv0yRCjLKMWzlQnsE4qUHkLcMnMNHaHdJEUoHA3wGkKUKhxO6HKSz8LCkgHdUKMIpYDty4UcHFCK9vagYK/2GlYf2keLIiACIiACIiACIiACIiACIiACIiACIiACIiACIjBOgJlGFv+m6wkdUPjFK0yX3TbmUjmg7xlyqS8xPUplbQmKkzwStfSy7mUj6wbIvGJOy5QWHFH2o6SUOvO4LLfDUjt0a/4Ip2fmOj/Umm6Zzs9N5EApPGmjPE/cd4AezfHiRtREQARE4IYJSIByw8B1OREQARG4PAH9Cnl5hnf3DNC39x1QEocSOp/sQ1HfgBNKh6KUCbueyE8GP3kYlftFBFLLLMWDwKmFc86kAAX3GtOeEqMDPiAQe33QtM1KwTbLBZRRxegB3P9wg57GihCgrBQCe4ISPN9X6lYM4PuCvmq0wDApLYuACIiACIiACIiACIiACIiACIiACIiACIiACAwTSCOHmO2LT+iAwuUAUwHikyU4ST9GSfNnWQx8gwBlHesVCFByEJkYBvb1spChBJGlWK8HUxNj/XZRryfJ4/Zsp5mITz7Asfl9v9wOhSgUpOzisw5yvyHyoJEvuzN8Y1oWAREQgVsiIAHKLYHXZUVABERABETgOghQ6E7bRmhNXBmeJkQiB3BBoQCljSnqpRNbR1yc8pJpGoOnAqYlCDgeIGDaQZD0zsIx55Rpzni9+1L1z2Dsu726PV8qWQP1UiksGW90QOH2JZTpeVQt2MNq0ZYgRmHt1DZGEUiEMk5M6yIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAsyvZpFlLcDzhOKTPEQnXC9i/gDCE4pOvgzyEKEEtooBfSVsz7BGen+UYC/EcMJ2bF0KUDBwrhZ27WMntgpEJW0keDm47h1cT+h8woniE5bjOcTAO7qfuFLsyIEyF6wmAiIgArNCQAKUWXkSug8REAEREAERuAICjDVc4JFK3E7akIc0EIHUIT6hGIXqeX5O0cVJApThbVzm5OMXSjcYRFG5zwDqdUQzydltLEH0qS9A+Xl9weqwo1yIs64/w/3kKIUAQV41l7V1uKRswS1lvZR3AV2I0QNx7AnMbl91ZyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAjdLgBlWukZ78QlL8JRgt7yCAXwUnbyA8wnL76wjl1pFXjWHz11eEnlLg9tJL+pat4MtaQyCw63Xgtg+ZiKrIydJ92nnfEL3E0zvMH1utm2/HVoDAhQ6nzD/yaYBdA6DfoiACMwIAQlQZuRB6DZEQAREQARE4CoIsARPF2EMRfR0Q2EIQsGJK8WDwGUp3bMqtp0kHRkWm7hIKIlfjm4LRWmcA8oiS/AgcKqOlbI52nFGFhh/sRZqLpN2wRqDMzqbVMGBAhwKT3zjEreVWIoHTijPFkvOAaXG0QQI5tREQAREQAREQAREQAREQAREQAREQAREQAREQAREwBNgPpE51hxyiq70DpbpfMLS5Sy58yXL7mCi80kZA/roLs1jUk40gtLfGEDoErhOhIIP0Gphx96nO1aG83QTOUyW3fnonE8gPsFAu324n7DseLsvPmEu2CWAk8P1UwREQARmgsBJ3z/NxI3pJkRABERABM4iMKYMOGtXfXavCFAqQb08BPSJCMWtm3NAYSkeuqCECHK8Ov4sONRnuKCovxOdIHMIqxag4l9H4EQhSg5BFfeZxUblP0cD0KqSE8UotKfsuADt+B1nYXPJUjyrEKA8hQBlq5K3ANvUREAEREAEREAEREAEREAEREAEREAEREAEREAERGCYALOiQV98QuFJpe988gQD9172xSebyKEuIIdawL50lz7KNFKEwv9ZPscJUOBmglI8h40QTidN+5GOJxCe0AHF5zW3KUCh+wlK79C12bme6GuC4UeiZREQgRkhIAeUGXkQug0REAERmJ6AfrucntndP4JvhXNAocgEKnquU5DCEjz7VM5jHmGd+0zbkqAqUfIvIaBadlMG5zWcl5KX2WwxArKPCNa+36/bWgmjDiAwySAopOBkuNEBpTDkgPLdXt25p2gYwTAlLYuACIiACIiACIiACIiACIiACIiACIiACIjA/SZAL5MsUouFvgCF4pMHEJ48h/Dkq2zezTmAj9tZoscP9Bum5gQkHE0YUYgCQQnKgB/0Ova227ISRCb1KHLlxT/VOyi907GdVseV3elgv5jW1y7zO3xGLYuACIjAbBCQAGU2noPuQgREQAREQASuhADF884BBeITzpNyPH0BinNA6VmEnXqj2otj1+bHDGOGG7dxoqUkg6clqPfXMxnESF2UqRnec7aWIydAadv3EJQ8Xyzbk4XYldoZL0SUhiClkE3bYj6wB9UiHFAKtoCSPXvtjkUswzMOZLa6qbsRAREQAREQAREQAREQAREQAREQAREQAREQARG4AQLMkdL9hM4ndImm2OQpBChfDDmfVJE/zSObyjFw3N81Jm+RZHTiEyYbISaB9MTlajmUMOzWrBUfWrqTsWY7sA6EJzGmHsQnaZTfyeCQAGdg9R4cigGILOWDCVcY5HuPrpZcUz9FQARE4IYJSIByw8B1OREQAREQARG4TgKIO1zw4UrwYIWBS4zApg4Rxj4mV4IH+zCwGQp9Rm6JIQo/Pa2xXmkBwdUygqsHmazVcN7PlOrPaIswIsA5oOw17PNG25oYQUARznhLo1+5DOwyc1lbg0vKVrlgDyFCOYS15U4DwR7cY9REQAREQAREQAREQAREQAREQAREQAREQAREQATuLwHmTtOYchB9lKEu2UR+lCV3vg7ymOeNZXc4eI+fM994JAdhPhL5xR5cqg1Tr4t8asx56LZ1sZ6LarYUH7gy4VWUCu+2I0shNxmgrHiRpcVTGQuRl+XUwTXcOnK0HUwx1n32kqIUNREQARG4LQISoNwWeV1XBERABERABK6FACUniGEQ0LAET1KOhyVyunaIwKaBeRtT3EsfqeJPC0e4ndO4VCOLraxbSgcUWku+j2dXfELEXQhQdjBS4O1hE0KUtu1ixABdTipBNgkC+wA482V4+Pl6OW+PF4q2jWP3McKAJihqIiACIiACIiACIiACIiACIiACIiACIiACIiAC95cAy5TnIQBxudF0YC8yOed88gzzLYhP6HzC3OmI+MTjwkA+iyE4ieBqErWtF3JquXk3alklrNuj6NDyGThQY6pGXVsKWY4ntlrUsxbELk1ck/MG8rL1bIB5zs1bhq98ITzp+oSuRCieuuYiIAI3TEAClBsGrsuJgAiIwJUQGFcEXMlJdZK7QMCJT9ARaiVow0jrRZbiadEFBcITOqFQjIIQxzmjUHBxXvMxi98vgwU6oCxBcf8AQdV/w/IxlYrfeQbmlOQcYrTAx1rL3h+2MG/bSiFn1XwWwVwG9VpHGZBJESMMVuGC8gwle3jMD3BP6aCEkZoIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMD9JZCF60kZIpOHEIF8FeTsp3A++QrOJxtYp/jkmPPJEKoe8otOeNJpWq/dwFSzbquGeR1ldmq2HDXsK4hQ8shnFjG4sI2BdS03cYCh2SGuc4DpENc9yBZsJ1ew3aDrSvFEzNFC+EJ/FleaR98hDJHXogiIwE0SkADlJmnrWiIgAiIgAiJwIwTgfOIdUDCn5SJLzrT7IhSWzGmnu8aghCEJBSWntXHxCfdzDij4gPVNN6C0X4AQhaINXnMm4xrcVAz7kkPYVL6vt+wNnFA2UVpntZS3LIJC9me4MYgsZr0ApWTf79VdaZ46hSroo5oIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMD9I8Bs6iJyoQ+RE2W5nW8gAnlO5xOsV5FrzeNz5klHs43gxJwiJ5TcMbqeUHTSOrBu89B6zQNMmGO9AjeUR1HTchhAmMcU4lAYn2AwYcramPaDAqa87UcUnoSWxT49bGcJnqQsD8vxIE/LLC1zmWoiIAIicAsEJEC5Bei65CUJ4N9NNREQAREQgbMJDDuguPgG8Qb9O+iCcoBSPM1e1iIEIskvAtMFIz6IoqJ/HQ4otJssIKBp4/wUusxqCyG8oQvKKwhKni+W7FG16IQm4wqcDAUocEBZK+bdfn+EWIWClH1gwoADNREQAREQAREQAREQAREQAREQAREQAREQAREQgXtGgBnUADnQTTidfA3xyc8gBvkJps1+2Z1TxSd9Thy61+siI0v3kxYEJ7XdRHwC4QnXDaKUIsryrGLKIo+Zg1tKDHGJm3DdEMsllEIvo4QPpyKWmarsIEfbhACmjRwtTFNcSfY4k3a54Hv2iNRdERCBGSEgAcqMPAjdhgiIgAhMTMB9Ac4f04kGJj6/drwTBPiGUOlOIYp7ZTCPIQ6h+8k+RCgsw0OxCBXyp71K/g3jnJM/D5cRzrgyPBShUICyhkBrB8KWwxkuUxOhJtEHOKC82m/YdrNjDdRPXciTEnszaBzJkEO/yrmsc0nZKBVso5K3ehjZQQs1WmdYZDPohZZEQAREQAREQAREQAREQAREQAREQAREQAREQASuikClnwNluZ2fw4XkZTZnD1h2B44o54lP3D0wpwjhiBOgwPWkW99JBCgow2Mox2OdugVRaBWIVDLI4dLdhLldltPpIl8ZY55BJjOHHGwB4pM83FTofNLEPdTgwtJEfpajDSPsRzHKSMLzqiDoPCIgAiIwAQEJUCaApF1EQAREYLYIeBmAn8/W3elubp8A34ykBA+dHSEygfSdQhMKTmoQiOw7BxQIULCVQcxw80ITPx9EKsffN5auKcJachkBDYOtDs5/iLPOaovQ70SAUrftRseaEJRE3VwiKEFg5kUoWLQ0fuQwUqACEcp6OW8vlspWRwmfeic0ClnUREAEREAEREAEREAEREAEREAEREAEREAEREAE7gcBDlhbRw70awhPfpEr2K9yRed8whLlOXyWHcotnkyE+UTkaOla0mkkwpPaduKEgrI75qY2hCcQlyB/SyeTDHKtXeQpMXO53R5zlki9Btin2A0tD6FKIj4J7ACimAZcUChWoSglDfFKbOmTb0VbRUAEROCaCehvn2sGrNOLgAiIgAiIwG0QoK8HHU9YdofhDdcpOKlDPc8SPC18Frrg5fjdeSEGP+Hy8DS8N1WsLL2TCFBQ5xSuIbPcWD6n3omd+OR9venEKAft0DoxRhMwkhtq7HOQga0lS/GUcq4Uz0YpbyzPoyYCIiACIiACIiACIiACIiACIiACIiACIiACInA/CHAA3gbL7kB88iuU3KEDygOIPegKTeeT88UnfU4uSRtbL+okIhSW4aH7CUryWIji5nBHSUNUwvI7dD9JI6ObwZzLnAJsp+iE5XeqYccWIVpZwHELKNlTxVSJO3BGCd1+aZcRvh/PR70UARGYPQJyQJm9Z6I7OpfA6JeE5+6uHURABETgHhKgswkFJwhp3ATTRbfuHFCgom8iYKEjCoUpA5eTUVCUWlBZzzlV92zDfwMzuCogFPIClFcInma6ob90QanBxeTHw6YrxbMKUclCPrAK+pKB4GS4sX+lLAUoeXsOB5Tv9+qWhcim7WQ9w3tqWQREQAREQAREQAREQAREQAREQAREQAREQARE4C4SWIH45BnK7fwiKNq/ypdsC+ITOp8UphCfMKdKj+oey5dDKOIcT+CEYh24n8DNxFBOxyAuSWPHVD8D63KzR0CTrGwKI+yyKQhS+lldik4qyMlyKmGq496yyH+mxwbbHZ1GCyIgAiJwAwRme6jyDQDQJURABERABETgLhKg8AQVRZMJ8QmrxtARpY2pAcV8HVMTU4h17puEMKeTGJVmJPuxBA8dUKj2Zwmeyow7oLi7RkdbUdfe1Vr2w37ddpooxRPFjs147zPoTxEOKCuFnD2uwlazUnBilQCiFDUREAEREAEREAEREAEREAEREAEREAEREAEREIG7S6AA55N1CDq+huPJX0N88g0cUB5inYPxKD7JIC96Us70dCJITCIX24NAxJXiiSg86YtPkKd1tXaQpeU5/Xn9sp9TWMKJjig5TjhXAWV9SjgPpzzWA2z3x59+L/pEBERABK6PgAQo18dWZxYBERABERCBWyPAcjMdBCOcKEShyIRuJ1xuwf2kDrV9DcEIBSkUp+D/kTZJkJLFTgzEGHQx+KqmMghuJjly5FI3vsKSO+8hQHm133AClFYIAQqBjTWW2ylAbLJUCOwBBChb5YKtFnOuLE8KAaaaCIiACIiACIiACIiACIiACIiACIiACIiACIjA3SRAl5Nn2cB+CfHJ3+bL9iWEKCvprJWQD6Vz8qRfsI5mHZmIhdgEQhE6nriJ65wmbE6Egmwuy/MkZXliK+JcJQhRWKKH4pQUcr5qIiACInBbBCb9+/G27k/XFQEREAEREAERuAABepp0EWiwzE4HQQdFJgxj6IKCKqNWgwjlEIFOC5+xVM9pHiiUWSRTIi0Zll1wC71AKEKpwi2EQpRVTHmsz3IL0fdP9ba9OWjax3rL9tohXFFilOcBhaHYjH1NI5jMZ9NwPsnaBgQoTxdLEKHk3fZZ7qPuTQREQAREQAREQAREQAREQAREQAREQAREQAREYHoCzHWuQmjyNRxP/lWuNOp8glwhxSc+Zzrx2X3SEfMel5GTNeQovevJpOfxuVmWS+cyRSgUnFCIksOAwyzmaaz7Mj6Tnlf7iYAIiMBVEpjtb4iusqc6lwiIgAiIgAjcMwLe8YRldigyockHRSgR5ocIRA4oQMH2RIByHI4PaPwnDK2Ggysup7ElQNBF5f8KxCesgVqZcQFKDAeU7QYEKIdN+wAhym6rYw24oEQI0E4S4mQhrikFWVsr5e3FctnWy3mb8S76R6a5CIiACIiACIiACIiACIiACIiACIiACIiACIjAFAQ40O4xcpy/gPPJ3+UrToiyivLjZWyfxvlk+JJIxzqtics9UoSC/5wIBTnakRFxwwedsuzzs3Q5SeM8WWR8WXaH4pMM1rltPK97yqm0WQREQASuhYAEKNeCVScVAREQgesmwF9Z1UTgfAJ0PGHZHTqhwNTROaFQkEIHlAMEJk3M+dkJFWhGTu6DFj8f/jBASMORAbSgfNAPxoY/n8VljjRodCJ7V2s6JxSKUOiCQl7jLYtSPCWU4lkv5ezFYtnWUIaHxYbUREAEREAEREAEREAEREAEREAEREAEREAEREAE7gYBujrT+eSbbMH+NUru/AQOKMx10vW5iAF4zIEyIzhNVvB4phF6kyNcg6WjTVMuuHtxp0lEJxSlTHN/U15Ou4uACIjARASyE+2lnURABERABGaIAH6j7P9SOUM3pVuZQQJ8Tehu0k0/dpYAAEAASURBVEHgEcKXkeKKLiIQClJq3gEFczqi9M6ITPgRzzU+913O4gMKUJYziQPKmzjEAe4l9bvM5LwNwck7uKD8sF+3ZyitswFnkwKEJsGYPDdxQMkkDihLZftHOKFAkzIXfZxJ8LopERABERABERABERABERABERABERABERABEZgxAhUk/B5CcPIzCE/+DgKULSyvQ5BC5+ccfaCRD2RKkNMkzWdHOR+eJjn20vswNzsH+dlL91MnEAERmEkCY1+xzOQ96qZEQAREQAREQAQuSCB2ApQuRCjJxHU6ntRQfmcfUxPLrjyPC4OOX+QooOov+HU/5xFZhF0cBcDRAAzMZr0Ej+9lG6V4EgFKw5XhaUKQ0j0hMKPYJMikrZLL2grcT7YqBXu8ULJqIZg84vQX1VwEREAEREAEREAEREAEREAEREAEREAEREAERGBmCND5ZAU5zW+CxPnkp5izzPgSxCdFfMayO158ctmbdv4kPBllLMilujrfbn3yMx+JWXBc7Ka0RbjPEBPnMc4tH5TJeWpPERCBqycgB5SrZ6ozioAIiIAIiMDMEKCgAn4kiQsKQg9fkucQ4pMDJ0DpGkvy+MBlWFhyrBP8EDv2Z0dzBmEFjAKgAOUBgrMyAp15aN4B5fVe3XabKMETsgTP8TtPo3/pTMrKQwIUOqa0o67V2pTvnHDQ8dNoiwiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIwIwRoMMJB9VRePJ3+YrLb65hvcScJ6YUpku1fupwJIPI/KmfMHAwaSN7nHhJvwfdrHkUxSYRRs+FqYyFaQpQUm67S9yeeAZtFAEREIHrJzAf3xBdPwddQQREQAREQATuLAGaetD1hKV3WG6nyzmmFrbRCaXWi90yxSk+iBmHwTArmZKAK/mZ7AUDSlcDlcHaIkQoLMXDeXDZ4Gz8Jq54vdtF/zuxfYb45EeU4nlfa9l+O3TCkpOcULII5ihCWUepnhfLFZTkybnRD1d8WzqdCIiACIiACIiACIiACIiACIiACIiACIiACIjANRPIIZeZOJ/k7W8hPPk5BCibEJ4sQshBt+cAn0N+0s+JJjcznBM96/Z8jpXz0QlngFjEuZ/AYWV6FxS4m+De6HDSxf1FyMG2Ullr4L7rGBjYxjlDbOu6uz7rDvWZCIiACFwfAQlQro+tziwCIiACIiACM0GAspIId9KBwIQleJwLCpZbUNcfcup2rY2J+/jgaPjGxwOrJOwa7MFfJuiC4gQoCKBWEOgweCsgCJrl1iODMLKdvgDlHQUordBaMUvxHL9zluEpBRlbL0GAslSGACV/+REQxy+jLSIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAtdMgLnMDeQwWXrnb/Nl54CyjvUFCDhYeie4MvGJd59GwpED9iBwccITXMu8CGVE5nJ6xxPnE4pPUH4Hx3SQi6XopJEO3NTGvbMMj/dUOf1M+kQEREAEro+ASvBcH1udWQREQAREQARmhoAvvcNyO2Gqh4I5sGbE8lEpnkzPqlgPnNpkXHIy6AZjJOzmQqJxjUYWW4sIoFiKh7aVTYhaDhEKzXprRTEcUFr2er9hzxchLCnmrJjFSATXy8HdDzugPF8u2+bnvJUhSKljlzhWWDcgpSUREAEREAEREAEREAEREAEREAEREAEREAERmE0CdDapYPoyyNtfBEX7WS7vnE+WvPAECVBmR89Jk07WuX4CNZnhjLiGZXNmuaKl4LritkcdXAxTHGJQXBcT/U14fe9WzaVk4GDkyuxkIDxJWx3nOexPNczr2cBayMmG+IwuKWoiIAIicFsEJEC5LfK6rgiIgAiIgAjcEAEGKCy50+lPLMcTYJkleWoQiRxgohsK9+lCRp85JT7hZp7rNBEKXVBoT0kHlE2o7j+k4aky+/oTSwQoTSdA2W11rAlBygItUKhBGWpZBHgZ9G+1mLeni7FtlgtWzQUWYt+mBChDpLQoAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgArNHgPnNMvJ7LLXzTTZvf5Mv2ROIN+iEQkcUOjofDUs7JUc6ca+YSEXjzE08H91PcL1UrmS9QiURmVCUgnti66JceoSJkhOMF3RCEg57oySFUwv70uWkjfs9wP0fQETjRSgswdNCXjbENeiQoiYCIiACt0VAApTbIq/rioAIiMClCPR/e73UOXTw/SEAW0aITqChh+sJnE8QgDgBCrYd9GLbx+QEKFinjeNJjZv51p0256cBzssgbQVB0BYCnj9F7f5RJ51xdrZRgPL2sGE/HBTsc6Nt9U5knULXctm0pdEnj8TNsZ5DKZ5ykLUNCFBewgnF9sze4piE0Oz0S3ciAiIgAiIgAiIgAiIgAiIgAiIgAiIgAveDAAZU9TM4XeSovG/E/ei7ejkpgSzylnQ++QKijV/A+eSnKL3zEDlMOp+UmPPDxILizAEyI5jMk7P7/OCk13KCE+w8+jbiLBi0ZxCfWHHBLGxhABwK/bRriTMKrhjDBaWFKYPBglm6oWAb3UwoSYlx73Q5qWdyVsN8D/f/CefahpvKPvpEF5QmHVDQn8SrWd8hTPq8tJ8IiMDVEpAA5Wp56mwiIAIiIAIiMIMEkrCbZiR0PWHpnRhleOiI4kvwtLCNDihnhSUMtM4SofCXCtZHZQkejhpgQOePmUEoR7cUQoDyqdaytwcN+wQByn47tHU4mhThbJJOowfsRL9xMegLUNbLeQhQKm7/twcoxHMWPH8CzUVABERABERABERABERABERABERABERABK6UAPM13tGXprZqIjBOgO9IGblKOp98BeeQv4bzyfO+8wm3c1DduPjEn2MoNeg3nTvna3hMfAIhieH6ToBSWsQO2AvCEWsVMMeE+2qETfscti0DF5SgL0Chm0mMKcI90vHEOZ9g310c8w4uKp/yZduFCOUQnzWRl2V5HpXgOfcRaQcREIFrJCAByjXC1amvi4B+g7wusjqvCIjA3SbAmIbldyhCibEcIojZ76ZsDwFNA2V4OvgsdqHRwPXjNCLJHkk9Uv+3MsvTIGSyBQQ6a5mMLcLusYDJnZcXn+HGu6uHkROhvIEQZbWUtwIcUDIBSxKNhpkBRCmlIONK8Lxcqdgrik/UREAEREAEREAEREAEREAEREAEREAEREAEboUAMzfM33Aeu/zWrdyGLjqjBFg2nCKTF0HOOZ/8DMKNx3AeoYszt9P5xLejpaMF/8lkc+YYXRa0nwr164nrNCQuEIqkcL0eRCOp6hqStR1MIV7cZP775r79n409uFl3LY13OTmeLigoz4M3vEOBSX9iuZ06RDQsvUNnFK5TpEKxSpK1neyetZcIiIAIXDUBCVCumqjOJwIiIALXTqD/2+u1X0cXuGsE+OY4AQrcTyg0oTAE0Y1zQWkgqGkzQMdEq9Lh0jPjHHz8NSo/QaCPHRlAVSA6oQvKIqZqKuPK/PB6M93Q70YY25uDppueLZVtuZCzYhb1VoctUNCJLPpXhgBlHSKVF9jvHzDnthhDbHqO6Uz3VDcnAiIgAiIgAiIgAiIgAiIgAiIgAiIgAneKAPUD/LKLDhYRVuiCcrbP753qvjpzBgHKkigyYblwOp/8FQQgLzHfwHoV273zCU/BfZn35PvE5nOgydr5P4+yn/0FzpKpv8G9qDm8rDlLFU8+358OP9v/cfDB5XBP3kNbRUAERGD2CUiAMvvPSHcoAiIgAscJ9H9nPf6BtojAGQQgPInw7nTodkJ1P0IgiisoRGEpHk6seZrHfj7gOuNs7iMGYuOvIyqXWglnXoXqfhMTS/60cM2p2rQR3lQnP3nnZt8B5fV+w/aaqLdaiZGwQF3WsZZlWZ4sBDaFwDYrBdsqF9x8rxVaHeV71ERABERABETgThAY/wf+TnRKnRABEbg0gVv4Pf3S96wTiIAIiIAI3AsCWeSj6HTRxX9sIX6fvXMilIv+jn5P//2mKw7FJ08hOPkVhCc/hfPJU4g/VpCvZOlwOp94ND4XynU/8T3yn3N5ksZHlEx37u2bpPvaRwREQAQcAQpC1URABERABOaJwEUDjXnqo+71WgjQnIMhOEvwUHRCNxQ6nlAg4gQozgWlaxH2mSRE8gGYn/OmucyAv4ggjsHcJkYTlLA8dbuF97wZde3dYcveHjZsp9mGI0pkEYQzwDPS6A6Ty6StkgtsDe4nWxChPKwWrZqTrncElFZEQAREQATml8DYv33z2xHduQiIgAiIgAiIgAiIwH0gkEYuivko+EpYAT4oeeRuLpCNmm1Ul/kd/TLHzjaVU++OghLvfPIlBCi/DBIBygPkKjkArwg3YwqWmMscn0496YQfMK96D5FPSEe7iYAI3AcC+qbkPjzlu9ZH/ct9156o+iMCInCDBLoUnOB6IcQmIcKrHNxOOlg+gNDiAA4oLXxOYcpw7dPh22NAxr+GOWcbrLO2aPIXdIDgzQtQNjJZexVdMOS/4b/vwyi2bQhP3tda9r7esu1G21aKOZidgBMCU3RrpAXYXg6ytgEHlC+WK1bvRPYeJXzUTiEwxu+UvbRZBERgXgnc8N/Z84pJ9y0CIiACc09Af9/P/SMc6YB+Rx/BoRURuHME7snf2RwoRDde5qM4Z/6m20tZGwvMg+F/NRK4RxzofMIBcY8zOed88jM4nzyH88macz6h+3MiPBl+MQb/JA6Whj8/b5l43dTnfLR+EfD+4LMuerHbPOuM+kwEREAErozABb8RurLr60QiIAIiIAIXItD/TfZCx+qg+0yAb45zQUH0TSeUGFMH034vtn0nQKEDytnB+XB8w2W/7kM3jh4ookzNCkQbF3ZAuYWH1EWB4CZEJBSevDts2kfMa1jvxDRvPf5nLsBICQpQNiFA+XKlYssF1HBVO53AcYSn76tPREAE5ouA/nzP1/PS3YqACIiACIiAJ6B/wz0JzUVABOaUAHNS/JKLI60pPuGAKueAgq1cpzOK2v0iwPwkxSdbcDqh88kvWHonB/fiI+eTpFTT8JvBY7jut43PzyN49M9pf4GzZDr65LxTHH2+jHzqVxDMLEEsc2ab/tRnnk4fioAIiMBVEjjnb7CrvJTOJQIiIAIicLUE9Fvm1fK8P2fjyI/IOZ+wBI9ZGxvofpI4oHTdtqOI6zQsjMRwrA/O+qtunQE+A72VDAQoXdRUhVADehQ34sS7pJx22lnYztI7r/cb9mShYc8Wy7aQD6zI35jYyaEWoAxPOZexDZTgeblctd+/33OjbJKRNfrzOYRqsCgsAxZaEgEREAEREAEREAEREIFZIKDf0WfhKegeREAELkygX3oHwhM6oFCAwr/Wupi3uykMvOq7oJwwsOjCl9SBM0uAbjhFTBSb/ArCk59jegnnk/V0YFUIOwr4bFiUlKT6BuITrmMX18bSgOf2mflAvnvMfSb/tCY/zz1wbIf/Pl92JYL+bWPf/l1jb+zTsdWLXWLsJFoVAREQgasnIAHK1TPVGUVABERABERgpgkwNmGZnRAiFLqgtF0JnsQBpcntmOj40UOQflawxYCMwdV4Q2UaV3OXgR1dUBYxUZDSxFkpeJn1Vg9je3PQwNS0/VbHWuW8s2wdV6BkoapJZdFHlOl5vFC0NTihVCBWaaGUD8v5qImACIiACIiACIiACIiACIiACIiACIiACFwfAeatsviRRQaLX3Zxbsh3sQQPxQYh5iE2zUM+6voo3Y8zU1hy5HwS5O0vID75CZxE6ISyhNwk3ZpRYPsYDG7x03ju79jOp23o5zsvKz7h6VkqiNPHOLJ/Cpu2HTNnG512ZW0XAREQgZkkoBI8M/lYdFMiIAIiIAIicH0EGAyxzE4HwhNOLUyHcEDhVPdleBA4MXY6TS8yCNdGRwn4u+YvGBx1UoL7ySqCvI1MFiMQ5uPXDueAAgHK28OG7bVCCEpQggdKm3EWHFVBEUoRIhS6pDysFuwLlOJZKgQeg+YiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIALXRICDoygqoPtJBhMdeF2+Bsv5/kRRyiCPdU03otPeKgE+YQqOWAr8L3Mlo4vIlxChbCIfyYFx484nwzc7eDcGS8Ofn7fs86c+czhYP+/Ikz93x+MHSwf9L+VV+yXmaiIgAiIwbwTm45ugeaOq+xUBERABERCBGSdAhxO6nyQOKD1rQoRSx1TD1MDUwWfxSfYmJ/ZrNJBnuMZgn6V4KDpZQbC3AavLeRGgdCA42W607X2tZR/rLYhQ4IICR5O4S2qD5vtZ6AtQtiqw9VymACU32ElLIiACIiACIiACIiACIiACIiACIiACIiAC10KAuZksclB0QeGXXZwybpsdCVA4QIriFO6rdvcIOOcTDIB7ANeQr7J5lN0pOOeTh5kcnE8wIA6qJL4jJz1/buV2/9n4/DxagzxhssSffjrv2NM+p2s187Rl5FSfoz90b1ETAREQgXkjIAHKvD0x3a8IiIAIiIAIXAEBaksoMGG5HU4xwqMOSuQcwAHloBe7sjx0SUnCp9MviPjtKFBLAjYfqpkbfULry4EDyuCz0894+590EeS1ITjZbXbsNZxQ3h2iFE87cULpEdxYC1BzqBxkbKsCBxQIUJZRkkdNBERABERABERABERABERABERABERABK6LwHxkWK6r98l5mZOiu0mAOQdB8Wt6J0DBB9yew1oBeSlOOUwDmcH13pfOfnME+OeATjdrEJr8Mija/wDnE4pQtjAYbgmilCI+O73szkCUwvNwYvPzZO38n0wVMlvop9P9pCc4F3ah+GQb5Xe+i9r2DyjB8wHLaiIgAiIwbwQkQJm3J6b7FQEREAEREIErIsDAyAlQECLFWG4jYtqnAAVOHy2KUvoB1GmXOwrIjhaSPbnKiaMLEgEKHFBggTkvDiiMGLvdnh20IUDZr9uPFKCgFE8bNVdP0J9YDgFtJYc+lgv2fKlsq8W8ZbMYf0HfVzUREAEREAEREAEREAEREAEREAEREAERuEICPu9y37MOdL5g7oniE87pxstt/NKLAhRuy2HuBCjcft+BXeE7OAunonyEz/YhnE++CQr2MzqfYHqEdbqGMCfJd+C0xz7656i/12k7n9ZhJlfROEsW+xvc1ul+MEdL8cknCE6+jzr2h7Blv+00IEAJpzuR9hYBERCBGSAgAcoMPATdggiIgAiIgAjcBgGKKehy4l1QKDpJBCixtSBC4Wc+fDrv/kaDtmRvJgBKCPhYgmcdE4PCeWr1TmQ/7Dfs7WHDiVHaKM1zkidMkElbCQKUtVLeniyWIETJ20I+sBy2q4mACIiACIiACIiACIiACIiACIiACIjAVRKg0IIlZe5zY+8TlxM6oCSOJ84BBR/Q8YJik6QUT+qoFA/zVBSoqM0/AT5FllZagfPJzyE++Zt8yYlQHmAA3DLFJxgsdt6fEf8mHElU/IYJ8fisqc8VDtYnPMHQbjzWO5+8gviEzie/6zTtNxCgvJcAZYiUFkVABOaFgL4ZmZcnpfsUAREQgREC/LVUTQQuR4ABEuuKdjBRhELRyZ5zQGEJHjqgYI8JXjUfn3E+vMxRBgVMCxShYFrElIcIZV6C/XoY2VuU4OG0g3I8FKSEcEbpjkFh4ifou6BQhLKJUjwPq0UrQ5SiJgIiIAIiIAIiIAIiIAIiIAIiIAIiIAJXQYA5F4orKLzg3OdgruLc83gOLzBxbifoAL/s8rmpxAklYUWhAvNRLNWSxQ73nds8Puvhe+azXIbw5Jl3PkHpHTqgPMom4hM6MPOdOOs581P/rvDceDVcO+uYZI/k5yBdmizxp5+G95tkmTnZBp1PuknZnX+G+ITOJ38O27YDN5Q2PlMTAREQgXkjoG9G5u2J6X5FQARE4IjA4Ffdo01aEIEpCPANYpmd0LoQoKQQ7MROgEIXlBaK8kQI1857yxiYJfskS/zptzHwdy4oCPwoQllFcEghyi7PPwfBU5MCFJTfeXvQtM/1jh0uoAxPFFsWw2hSiEzZz+FGx5NKLrAHlaK9WKpYA4KVnXpreBcti8BsETjvD/hs3a3uRgREQAREQAREQAREQAREQATuMQGKJ1BSBhPFFfRodXmJsUEy9wUQ8zLkwbyTcz5Bx5mH8iIUcuAyBSc55LwoPuEgqQjLITNZ95QbuVyojSfBLnSSyx/Ed5+5RYpNvsgW7Msgb19hflR2h84nyZ+MUy/mxSfcgd3Ca+HatF3kK8S0SjLx58Uac6TMlb4KWXbHO5/UrYaBgj7rerEz6ygREAERuD0CEqDcHntdWQREQAQuSODiv9Be8II67A4TYMLCleHBnCV4DiFCOUTQU0eQQ4V9jO3njRoY4GGolryfPmhjsM/kSAUilJVMxtZQioeWkq05eI27cDtpY/QB3U9YhufhQtG5m7DkThb9GY9nEwFK1rbggPJyuWJv4JyiJgIiIAIiIAIiIAIiIAIiIAIiIAIiIAKXJeDzK3R/YOOAIp97uey55/F49p1fbgVYoOAgAJdFiA/Kzn035fgcML+FHFQPE4UqZNdJIdcDdjGOnYPU1IUfDfk4B2IsJEIJXyjmgqckLJ70FhpLepcxVfBs6a78OJOzJ3A/eZ5FKWzMt5BrXML2EvZhDvOsxk+Hp7P2PfOz/svD2UXfI7pSt3E0nU9eo+wOnU9+127an6OWcz656HnPvG99KAIiIAI3REAClBsCrctcJQH903uVNHUuERABEaAIxZXgQUBO4UkNIpQalikU4fYsgvPzrF3daIH+X8/DoR63M8gvIwlAB5R1TJ9S4VxBP+yE9mq/bo8gQHm2WLJSNmvFLEcaDfcUQhvngEIBCh1Qyva798Fc9fNKblb/RF8JRp1EBERABERABERABERABERABERABDwB/4V5DnkIuniwZDLbaFbC73335+w381RJ6Z3EEYZc1jMBxAiBEyNwkBW/1P8YhxYjr9UBsgKOCTG13UQRyt1NYjBnRcENWUXof4S5f28u/IbcEq5lCEwoOnke5FzZnQdY3sQ2luGhIKVK8QncipPent87/+fGz91rcLRy/vH845egGPzkUrJ2/vF+jxaO2EWJnR/wnv6h07Lfd5r2G5Te4cDA/h9xv+vF5lP06WIX0FEiIAIicDoBCVBOZ6NPREAEREAEROBeEGBQw2C0gwW6njQgQuEoEVo9dtJdZ1WacQqTc3AwsMG5GOT6cRVcpgMKRyGs9h1QClEyWuecs83MxzWU0nm1V4f4pGwH7dCWizkEghCXjAVyWYhsCvjNip8/qBZtA04oi1huhLGFKN1z59u0kfadB6IOioAIiIAIiIAIiIAIiIAIiIAIiMDlCaSRV8nj63UKCgqYh6kuSvAgLYFyMtN/7X35+7ntM5CHK79DLmDCQU8UIzzpO2MsQ5DQQWaKrhkUKLyHCOUTpm182d9G/iuPKQbBSwsybhvEGdcnI+bjAkxd5Pvofkz3FzrnJIVdetjOE/gM3hknu+GP6HhSwTOlsGQhlbGncDmh0wmnx5hW8KzpeML9WFqJ/Tyv7A67wD8tzFMm86RTydqxFF/y4Qk/mUNN0l8JNy4n6yfsfMomOp9QIEVx1JsYzicQn/wOwpM/hy2U4onc8zrl0Ok288bGcpfTnUB7i4AIiMDFCUiAcnF2OlIEREAEbo/AtL/Z3t6d6spzQKCLYIROJyFC0KiXds4ne3FsB5kYgpSeFfG+MacxSczCfZL4ZiBCYbDrBCgIEOmAwgBx6ujsFjkeQnRCB5QfD5tOgNKO6BlzvGUw2oKJj4V8YOulvD2AE8qjasne4bhdiFDUREAEREAEREAEREAEREAEREAEREAERGBaAsyr0OGjiLwDXTxSyN3ga2p86X7/GvNOruQOOJALBQhViBXW4YjxHOKEF0HelYFm3oY5qM04a99jIBRFCvzSn26/ZEknFLqinJTfmXeqFFXwiz+yYZ4qA2jMSjHvF6LDLgfIPGBfkDJrEhSKSyg2eYESO3yeD+Bqs4lpGQPbKChijpG5RQ5vS6GPk+Qrk2c62JfH+DWcYso2LD5J3qBp3iPmWik0ScruJOKTX7cbbjAgxUJX2q74dFd6bzqZCIjAnSYgAcqdfrzqnAiIwJ0koF8c7+RjvdVOIbihFSdHh3T6pXf2EAjRBYXBeWJJyhfv5IiMW/2n43N+RkvUIpIBSwj8V5EQqCJIZG1eKv5nLcjF7R5rLQhOthtt+1Br2XtM6+WCrUBgUsxmLIvkj29c4giTArYvFnL2EC4oz1CKhw4quzheTQREQAREQAREQAREQAREQAREQAREQAQmJeDzDDl81c4v3Dmn8wfFBMy10K02jRFDJw+TmfQq87cfBRUUlLDkM8UIDyFOeAbBghMpIPdE5xOmsPhZDlMiVElbEctvo8QR5QPcJ+gETDHGPOSmJn1KfGf4XrDfnNjnLDYyXxfhXaHoJMIK+808YIg8IN1RRp1RbpYI323ndgJxCQUmLLeTOJ4Eo44nyC1SPMQ/A3z/p2nce3g6Ona60+AwkkzaYMlvOXs+7HxC8ckPIL9dMFtcKNu/zlfsWwx+++PnA4vhSK0mAiIgAvNOQAKUeX+Cun8REAEREAERuCQBBky0HU0CT4wGQaCzB/HJAeYsycNA9LygivEa9xmfczQCA8MikiQMImmTyTmTATWkTBj0znqL6AbT6tqnest+PGjaFpxNtlBehwF9Bn0Zj1XzGQTO+SzK8BTsOQQob/Ybs95F3Z8IiIAIiIAIiIAIiIAIiIAIiIAIiMCMEaBDA7MOdLLgl/QUUjAXwS91shAT8Et4jotBSufcvM2Mde0St5MwofiE+SaKTChWeAm3jDUMeqpgvQChAt1hisjPUITBci4s0bMFocqfsc+/oOQJv+I/QM6ri9wXhQF3pfGdIZvknUnmfG+Yu4rxgw4bAydkDkRDSSe8PUeuKGDS6e93U1QWkFt7huf3Em4nX2DawjPaTAe2hPnA8QR9QD+YZ7xoIwM2Px8sJNvP+ulYDP0582w498tnHc/PKHjigL+3EJ/8AeV2PufNatWMfbG5aH/5cNn+r28/2Hd7yJZ2JEA5j6U+FwERmH0CEqDM/jPSHYqACIjACQT4q+3Rr8snfK5NIjA9AY6YYdBZR7C5CwHKvnNASQJxF4tP+Mr53RjeUrrC4DCNZQa/FQSVdEFZgW1mJ56TIB9/3HoAsN/uuFI8DxaKTlhCpxO6oAz/UWTfc1kIUHKBK8HzYqli//XjvmUwPKeL4rqO4/SPRkeIgAiIgAiIgAiIgAiIgAiIgAiIgAjcMwIUWFB4wok5lQBJB36h4xxQuIxtFKIwnzPpl+DzjtANdEIihk67LM3CEi2P4JixjmW6aOSxnVyYn+FUohilL9bxIh6KVih6oDCFThQUBCQuvfNOB31Gp+kOw/fFvR+cg0TCzSxAn+mKQlEKP6fwpIU8YDIlg9IavcQRmeWKnDAFbxclEcyNXcV7xrJAFJZwYrmdRxAQUUT0mBOe4zLyhkupjBMSufce9897vWhL3oXBO8HzJGsjKb2zT8/cYH8Pzv109kHJp4nzCQa2xZH9gHftTSqy/VLaSkt5e7xetq82Fuwn64vYGe91kLH/+Oaz/ae329ZDHlFNBERABOaVgAQo8/rkdN8iIAL3mID/5dPP7zEKdf1KCTCYZGDZoAAFQdEBVPkMQKcbCcKwroeQKQnivAiF6wxu6XyyilEnHJVCl5WGS5vgwzloB+3Qvt+ru7I6h53QFgoBesq+sneDlsMImwocUOiU8nypY6vFnHEbyxvFmNREQAREQAREQAREQAREQAREQAREQARE4DwCLJ1SRC6FX8InAhQKCSgo8A4oLLfS/xL9Hox4Yf6FGRj2n/kliha+DgpOuMDBThSUUHzhszSce6EFt1OMUsVEJ5R15KY4OIpuIbvIf9WdE8q852zoDkMByqBEER10KN6gAIWZZApvNsGKjjCL6L/LA6LvHIxWd27IdETGoDSIUDiv4bMaPuN+Ec5LB5XLylD4DFgyiW4nX+L5UUi0gYliFIpSKJApwNrHP2/c9iXb6Dvh1/x7MvnJk56To6cwSXaeg/2YA32Lsk//AueT7ULKOgsYuLZZsb9+tOryjHRafrJQsv/x5ab97//xX+zX73YsAns1ERABEZhXAhKgzOuT032LgAiIgAiIwBUTYNDEoKjF4DKVBJosw8MRD7SJTPcD1otclkFdDqFjGUEmxSdrsNJ8nepc5FS3dkwiQKnZV4cV22+FEJbErnSRC4iHolaXDEI/Sxi1sATxyVa1aI8QRH6stVDKZ776fGuwdWEREAEREAEREAEREAEREAEREAERuKcEmGdgqR3vfkLxhHexYPrBOc1igQIVunvclwYMToizjrzSUwgYnmOiCIXiEwpSyGicBtc5kVUB5JCuAddkL4pTKECh6IEuKD9CIMASKTWIBeatsUcsx5S4n8AxB/2iOIl9peCD7jAUn6xBeLIBXouYL2B7hONYfrsFtw0OQuOgNDchHzi8zNzgsFMKB1m1kStswxuFc+YNKVLhduYWE6FKQpFlkJZxbYpe6G5CwYl3PHmEZW5b7Due8H75HI8XvL7YEyGX4ekiZ0lEJgOpiV/y89POyQF95PYZ79QPIZx20rHVUXKnCueT9fWqfYHpGUp3r5XyLoeYxfPI4CEWAxJQEwEREIH5JiABynw/P929CIiACIiACFwZAcRFiQAFwSOD7QOOduhhFEgvcEFkgB1Yb3WaIIj7MiBjEOwdUBjsMlnA0Tvz1GrtyF5FdXt70HQClGYIAQoC9HSmNxIYs1scccISPQv5wB5CgPIcASX3lwBlnp647lUEREAEREAEREAEREAEREAEREAEbp4AxSfMmfDLeDqgUCThRCf9jAyzKX6d+Yf5yq5cnCdFCXTH2MwG9hLuGS+yKGGC5RWIG1iS5ywOPDYRaKSt3KNTSlKGh/mpL3Gu33ea9ttOw74NbS4FKHwLOPCL7wwnL1rKo9MUeFDoQdHOJuYcGFah4AMMmLOL8JNiiaP50XIiTqFAhS4oh8gVHmJOZxQ/sXw3J36WuKVAZIF9KFbxTikUBz3FsyLnr+B48hAlkzayFMEgb4b74LPj++6f4FnP8SJvjz+fn09zDicyAQ83x4Hj87PORSEO2fwYhfZHOJ/sFFEuazFvW3A++cuHKy5XSOeTAgawZcEICNREQARE4M4QkADlzjxKdUQEREAEREAELkeA4RTLi4apZORCA6MddmMElZnY2pmuC2TP0uAzTuLAGxzuAjIfN3FO2UqAYMqV4EGgSxFKGUEmg0uGpO6Ay93+tR/N2qshRDm7zQ5K8dTgboKgvZy3ci5rRYhNhhv7m8tihElfgMIRDW8OGnPRz+F+aFkEREAEREAEbpSA/+XhRi+qi4mACIiACIjAjBHw33DO2G3pdm6AQP93oQCXojggj6yJc+nAdopSKDph427Mp7C0CrennAtK/8W5o+8PB0Qxp8RSLS8hZmDpHZbSqSK3REaejQN0yo8EL37ifzqEUADBbWTNYiclzHnO78LAPsAN5RPKU1N8EUOAMLMt6ZTrPzmwD3QTce7D6AvdTrYg0tmAEzGXlzBR9EGBCvdnz5iXYz5weJk82G8vSmlhmaISOnrQGYXzJvKGrnRPf9lt859hTlcUClvImY4njzA9xD2t8B4oGsK9uvvAU+D73O/KlaHm+YYnnthfA12fuPmnz3ky+S0nn4LMyGYbziev4HzyDs4nrcXAFuF8srVZtRdrVXu6WLKVYt7yyCe6P8ND9/M3j1ftf/03P7N///0H+3+//3jyRbRVBERABGacgAQoM/6AdHsiIAIiIAIicJMEGHTSMpMqfQaUrFHKMjy00ywhvnICkzNuiPESw7ChuOko2OOInRICzNW+AwoTBwyyKOw4O3Q744I3+FEPDPA/BCht+w4ClE2MUqCzSZBJHxOgsNN51NJdgDjFOaAsVuz3ub0bvFtdSgREQAREQATmkMD4LxFz2AXdsgiIgAiIgAhcisA8BMeX6qAOPpMAnj+/GKewpIjEAl0h6GqRlCRJRCd8RSi2oHSA8gnn7OFPeoffH/aZrh2byCl9kS3YNxCgJIObINIBh2kbB0kFYJiDQ0gVyxRusDTMI4hPHsOh43dwQ2n34IALJUYTg5FmtvGZo/t8b8iBog4KPugy8kUu75xHKKpZwjb2sQC3EQpujgl2xhAy/8XmxCmYU4xCChSUxOCWOKZgEBuFJv11l0/E58whUoxCwQoFPLwmBTG8BwqGuJ4/6R54wStuvlucHy37hSmuRRzJlOQw+3hOPAPZ0CHmPZxP/gTnk204n2SXivZgq2K/eLBsL5YrtlGG8wkGrrHc+Xj7N8827O+ertv/9v+kJUAZh6N1ERCBuSEgAcrcPCrdqAiIgAjcEQJn/YZ+R7o4793gKAe6oCQOKBGCpsgFjQygXLR1PDY6t8s8hMEtfUI4uqGCQJM1eilG2UGZH9aInZe23wrtu526PYOo5BBlecoBxiblR++e/Q1QbLcEAcoqRjQ8QBmeTQSXC8WcNcLIomh++jvaM62JgAiIgAiIwDUT0O+K1wz4ik9/gd8Lr/gOdDoREIFJCOjv1kkoaR8RuHUCHKSTiE8SQQQFFnSL4B9hfu3NL/Y5DedYKDqgQCXE5Bxmb70X13MD7CNLyPwiV4KTRnDkoEFe03pnuF9f+n8vInUDkQ9FG0npaN59EUIJDpp6BBHHD1EbU8e5oTA/NmuNfWeZJr4nz+EM8wyMWO6GTiN0PlmF88ky+sMyN/5doXMxDjuz8WPu5p1JcAlDBWq8nxSl4F3DSeiaEuMDZrgoSnHrmEfYHmIrBSl0QeEzquD6FL54QdUk93DmDZ7zIe8/mcbfDmxlx/jhOY27uZFo/f3cOjf118dnZMBc6s6Q80m4nLO15YI9gPPJczifPIHzyVIhZwGET+N35s8XxhD1YPpmtWr/8y+f2+/e79k/f5hyUNsE/fPX01wEREAEroOABCjXQVXnFAEREAEROJnAab+hn7y3tt4SASY1KDZxQRNL8GBqIYCK0/wED9FZu052c0mwN4jrODKHdXbLCH6ZSFnFvIZRAZ05ejcO2qErwfPucMG4vAxRCW9/PLYLEFyXoU1ZKUGAUinaBhxTVko5i2vgKwHKZC+Q9hIBERABERABEZhtAif9EjTbd6y7E4H7R2COYq3793DUYxEYJcCcSRFf+dPFoginiFU6cmCiwwTdJPbwxTa/0Gf+gcIA7k9hBieu97M2oye9A2vsLwczUYDyF7miK+VCNxS6aLDvrk35dx2P4iHOQQYrAc5XBkWKJJaRr6Ibyjfg/Q+dppXaDcgpWnaI9Skvk9zbNf6kuIPlbCg4+WlQtJ/mCvYCApR1CFJY+rqE3BTfpyNO/l4m6EifrCPM94v/J28fT4ITuHV/wmTO0yZT4phCEQrPkwiF8NnwdYeXR09zJWss28Rrc0raYOm8B5ncmsuCukP9rfq5P6Ofc/uR8wnKN/0ZwqWdAsRMy2Vb26raT7eW4KJM55M8nE9Gy3j7c/g5xSeHyDe+XK7a//TzZxbGvekFKLyhoe76c2suAiIgAjdFQAKUmyKt64iACIjAVRIY+W39Kk+sc4lAEgyyBE8NFqOfuqHtQiBCy0wGUqcFWqPcfITj904CPh7NTzjigiNJaL9JF5T3CMxqE5559Dq3s1aHg8n7WtNNH+stN3JhtRRj9AICeoxgGG7seR4lehYKSBrBBeXZYtmandjq7c7wbloWAREQAREQAREQgfkl4H/lm98e6M5FQAREQARE4JYJIHuAL8spsqBTBSc6RlBU8DVKzdDZpIWczCt8qf0j5CiHGCREKUQW/wbTkYJf7tOdIikUc7f+YWZe5TGEJy/BgSwewNWDpVzo+sG+X67xBEmuitRcDgfnreL8FGzwGlHQczmsdTwLuou8Qw7rI/NYyJWx/MzNN94lBTlp20BO7SHZQHDyPEjcT7i+AQEN+8D3KYCoxolHruhGB8gpeBrVOPi83zBVvtdsvuRPN/nQHes+uIYfvAQvm1w5uYBf9vNJLuv/JHGeTP0t/oP+SZzzCd6FXQiUvg879j4dW3clZ+twPnm0uWDP1ir2eIHOJwHyhp7E8Tug8KQVxfa53jbmG3/3ftd+i+nPO4f9Ozh+zJlbxu7zzH31oQiIgAhcMQEJUK4YqE4nAiIgAiIgAvNOgPEJExl1BE+f48gFUE2kO7iNn3GaJmAb3pcBoCvBg4BrHQExXVBY03ieWgcClB1MH/oilHWU1mGAmMJvVVkE+CMNXctjZMNCPrCH1ZI9hQDlzUHDPjB2VBMBERABERABERABERABERABERABEbj3BJgW8SWLC1jhoJ0FClAgtvgSwoI0ttEBhXmZBuZhL8RAIRyD7Rm41PJLHpaSYVkT5mzuSmO2iDkkCj/+Kl9yLLYgBFlE7oW5pESKcbne8hxeOMEzUdjBokdFAK32EveQDVyTjihPoxwcURpOTPEB++6h5kxv4sFal7tPHk0eHPdEcQwZvMS78XM4wrAsEUUodEKh8ITvD7ldBZ+z7pr341uSK+SWwRtIdxmfJeNWTmn89CIUf+yVz3Eb/t44H16e9lr+vvmOuGX+GGpc5YC9fQiS3iOH+qrbsZ2cWXWlZJtbC/bNxqI9XYILCtyRT3M+cafED+YW91ode4d846vdmv39ux37v797b9uN9tAVtSgCIiAC80FAApT5eE66y2EC+AddTQREQARE4PoIMKRi3dYOkhpMcHBUxx7K8BxCwc8AN+WCcR++Hb8PfsK/qf3c74HY11DFB7amTKagBE/fAYVB8Ty2fQSF3yIg3IAA5RmCSSZ+xoNJ9ixHB5Q87FsXiq7Wa+WDfv2ax+etexYBERABERABERABERABERABERCB6yDAL+pZ+iUpvZN2Lh9fQFBAAcoicif8Ej/Czy+CrhMfMI/Sizp2gHxNC4kHik/ogOLSK0zI3JG2iEFLFH98hbIy3zj3k5xVkU+is+5VNJ7F56/8+biNHNMQ9gSYV5AHcw4z2M5yNmUnDMrB6aLtHGnexh3kzCgNut5GMQnL6pAHXU7ojvMU78gTLHPiZ3yHWJaI+amB7OJ678ufnVdM2rAzSkJllDHLRQ1EKFfNzff8MvKbRGri+8N3pN+PsZulMxEH7+3hz+Er/Hmk80lvJW8bcD55jLI7T9eq9hDOJ4uF3NnOJyjT3Ywi+1hrOfHJb9/t2q9/3LE/bh/YZ4hPmmHibTS4Iy2JgAiIwOwT0Dcgs/+MdIciIAIiMEpAIqxRHlq7FgIMrlintYlAitautJGkEIW1hgN8xmB2EFwevwV+NhpgJqEvR+0E+IxB+0pfgMIEC8/mA7rjZ5vNLXut0L7bqdlzuJrU25GVTqjhSqtRluCpwAFlC0IVWm7SDSWNISv8o8yRMmoiIAIiIAIiIAIiIAIiIAIiIAIiIAL3lwAH6rDcSwn5EV965ysKLiAy4EAgCiCYPWDxDgoMOnCpZb6GeZt6KnaiFIpY7lJjpohlm7+Ay8eX2YKbs+QMBSBX2dPx/BXXOdFpJAURSsk9m0TYsdjLOqHH077go9rJWA8Vlvkc2phYiqV7hXke5sp4H16g9ASCE5Yh+gaCHAqUVvF+LOP94DvCd4e5Or4jZ2fsrv8tIb+kJbk+ro/mCEdFKH7vq5qz/7zm4D4mP7PP0h2b+w39U7H4Ep87nU8+oHz5GwvhfJKypdWibT2o2pdrC24Q2krxbOcT5gUpPtlpdpxj8p+2D5345N+/+mB72FZvh5PfvPYUAREQgRkiIAHKDD0M3YoIiIAIiIAIzBIBKvldMqMX2w4cUPYzMQLqrhtRcbH7ZAAI8Qp+5jDREpRBMp1QljIZN3InvsJA/WL3OPlR3gHlp+uLVutEGNFAac1oY7CbQbaAIpQqhCersNxkKZ4HmLabbWvhODUREAEREAEREAEREAEREAEREAEREIH7R4A5Aw7UySNHwsE5K8iNPMzk7DEEDpxW4ADC3AklF8zRsMQK5xSnsAwL8yth1LMWbGzrqa4TTCRf9c83yyz6zH6zxMx/ly/bc8yXwIIOH2yJuOAi8oLzuQzOnSgOvO6ArjN8EoErJZ08kwW4sdB55FXUttdwwHgXQ4QANxQ6Cl9FY86MIhwKkeh64t1OHuAdoRMKxUp0GGY5Ir5H0xLhQLDpj5quZ0kmkNc5W4TiOU939tG93bPDj2EOyfJ0vfT3wrmb/Ib+5fh068iVUnzyA0rufEhjy1LeNlcw8GxzwR6vlpH3K9pi/jznk9jqcDd5j5I7b/Yb9huU3PnPb7ftTzuHTnzCkjxqIiACIjCvBCRAmdcnp/sWAREQAREQgWsmwPgqRNBMO8kdOKDQ2pUjOljbdCSaO/U+GOYlURqXOCXjVOCigsCYyZVFluJJc8RG6EbvzJMA5QDikRgB4gdYZO61O7aCWsAc6cKwFt07as71BQKUci5rHPnwCKV4HmJqIpCUAOUIkxZEQAREQAREQAREQAREQAREQARE4F4RYL6AA3QKLkeSQn4ki7IqOXuEaQvld5ZSWZc7IRTIS/Af8irYB/+7vApdUJizacC59hBfiCeleuYfIcUnFHa8hPPJz3NFewTBBUvvkFWSbhlKulxDd/01vFMv11n2h7ksPqsyslteMPQAz+kJ8kH/2GlYPkzujyIUFuVhjmhMu3Dm3fI6fCcoLuK1KDp5DqcTOp58hfk6RCccxMWyQGVMFC5xPx7npzMvcMKHsyRCOeH2ptoEFI4DDxrmweVpG59bMiXP0D9HP1jPOZ/0Ild2Z7eQsuU1OJ+g7M6LlSryfiVbKuaseIJTMu+DaVXmPyk++dxo2au9uv3zp304n2zb//f6k3HAW1tld6Z9ZNpfBERgxghIgDJjD0S3IwIiIAIiIAKzQgADaCxM9VzpnY8YxcGapi0kNmgpysDrvACOnydyjNH9GRA6FxQkFBg0M6nAUT2fEaC3kFKZlxbBFaaOgPETgsXXCBYXIDBZg8NJAQFmDoKT4cZ0QB4jmVh+5yFGQbAUz/vDpu0M76RlERABERABERABERABERABERABERCBe0OAQoMiXCxKfUHBAwgOWGKFjhcUYVBc4BuXWIqnCPFDFzkUeiNQmMCyKyzjwXwNhSgsnZxkYfyR8zenAOeXEJ6w/A5FOVUwogPJeeWgL9pT5mzIbEA7ER84/EiAMQfmG/el0IfPJ4MBVTk8DzqzsATOFp7bt3BCoSPKD5h2kTfiwK7h4/15TpoX8R7Q9YQuOA8hbKEYiWV3eN5NTHTAqeA6ZEFBTAY3zHv2E8+ZyFFOOvvwttE3ZHQt2W+y8wyf8+zlYcajOcXRcjyTshq/mn92vI5fHt/nvPVxDn7d3xPnFHxxgN6bXmgf4RRtywXnfPJoHcKTlbJt0fkEDskB3tnTWhvvBZ2U3yEv+P1ezf7+xx37D68/23dYPkC57zCen9zoaX3UdhEQARGQAEXvgAiIgAiIgAiIwIkEGGjFqHdbQwLjE8Qhu3BBYUKDozj6ofiJxw1vZNDHvYeDPy4zDKNFKAUoawiiaSmai4b3wg4z3rpQ6HQQdG432m60wnq5YE+WIjdaZVyAwpq9+SwcXxCEsgQPBSh/+HSQgPGR7Iz3V7cnAiIgAiIgAiIgAiIgAiIgAiIgAiJwNQSYAUkcNdJOWEBni4fIj7DcDPMkJTh+HBOgILtChww2OqHAIAX5FeZt8IU2HFAO+wOHOsgz+C/P3c5z8oMCkzwEFhRe/CJXcu4fK+BCtw/v9MGuXEf2aFgg4a/h0jW82FjehszphJLDZ8xtlSE2WMI9sizOWqYNl1/cL/Z5bR2UaYmsgVwaHS/GTuP6weuybxSVUGTC8jpf0fEE7wGFKHRYqeBd8KV2uB/+d8cmLsO826RNK73w93MST97ttOfz93HanOdLzjueK+x/cgLr08510naehac4qT8n7T+8zbM4bc7BeHSE3sefs0/IjH4OenZQSNsqnE82Nqv2dKkMt+MSyu4EbmDa8Ln9Mh1x+B5QfEI35T+j1M4/fti3/wIByn+G+8khxCcxcrBqIiACInAXCEiAcheeovogAiJwDwn4X4fvYdfV5RslwDetgeCKDigsw0MBSohgieHQRYM6hoMUZDBoZr1a74DC9WNR/Y329mIX22217dvdQwSbJasjiKQDynhjn4cdUJ4ulp0YJYv+M7jkaCU1EbgVAvP46l0km3QrcHVRERABERABERABERABEbgAgXn8HZ3d1O/pEz9sV6q375zBUi6bEFl8A+eTxxBeLENY4t1PxgUGHnOSP8EgFwgd6JbCMjXE30JuIcQX5Z+Rw2HuZt7aBgQXz1hyBiwoxNkAF+d+gt5d5PVKJB+TH8s9vUyE10uOBEesnIST+/BZwAvFckh0UTxDQQqfC11L6ITy57Btb+CK8i7uwJ1mVFyQxf4UllBk8hh9f4o+U3xDIQonClmW8D5QoEK3HAp02Py9JfPp/+iNvxnj6/4anoW7aP/H5DSHjxose8a8d1436RHn/S392Un3NDjL6BIPIRrOfUuWJ73b5Gr+mpz7iefjMstd0fnkXQrikSye40reNldRHmqtYg+Wy7aBQWl0PT7L+aQDZ5PDdmhvDhoQn9SSkjs/fHKD2uqdECWb+H74u+CV1URABERgfglIgDK/z053LgIiIAIiIAI3QCCxcaX7yR4tIiGW8C4oDOZYSmfSNrwnJRo5F2inXfmdFZSn4egRH4hOes5Z2G+v2YEApWY/WV90oxiquWAkiOY9MhAOUJanHKBMD4JSWnKuFvNWzWcRfKI2MNiqicCNE5jXvAbve/gvlBsHpwuKgAiIgAiIgAiIgAiIwDURmNff0a8Jx109LXMpzIGwnIovufIlRBcPIT5gmRWKUig4OKlxK4/Pu4+xBItZaBScQGKPA4fwJTmFDntwbaXbwjw0CnLY30cQXfwCYhqy4PIyBCgsb+OFOCcTOa+HFw8g/fX8GcZp+mfBUjh5CEnyPZbjoQAl64RBFJFU+Twx+CgVGkryRNbGs0m5/qJ6C/Zbxz4vITz5Cn1+CvENBSh0C6YIie8B+3+8TSqsOH6k3+L7wrnvn//Mz33//Trnp+07vM95yz73x/P7+0iulWyBGfPgg/NOxs+xf3L8YN7fPMnRI/t4HhTfcJmuJ9755HMqtt0cBuqV4Oa8VoLzScUeYYDZg0rBKuc4n0T488jyOu8OG/bftg/sd+/3IEDZsd++37V6uzNyD1oRAREQgbtAQAKUu/AU1QcREIH7R8D/dn6feu4jifvU5xnpK20mmbygnes2khlr3aytYj2NIPi418fxm/aPzr+2XGfyIMBCiTalEJ+sIOimXSnXOaqAtpTz0vZaHYthm/mh1oSYpIPyrzm4mvScy4u3xmVfkF9AfWAkmVCKZwmleB4tYKQE7Dlf7dXt8K4IUObnsc3L66X7PI2A3rXTyMzmdv8PwWzene5KBERABERABO42Af3edLef7yz1Tu/a+U8Dvxfzy3eWZ6FbxjLyIRRa0PmE4oM15EYoPMgygXD01fzJp+UePq/ShXzjSZYDiMpOyMHSyd0QX3gjj3OqCGWGfkenEIeldig8oQDlWZBDrigRn5DX8Vud7mWjlOD4OU7myq3j+3J9kivSoaSETFkGipQilulcwjwXRSZ0OHkNR5Q3cELh82cejM+dji9bcEChWIVlmFbTgXv+Aa7pHU94T77x1eD9DE/8jOuT3aXb8Whv9gu+vP3jeZ7kTIO9RpcGHjHJ9rP3Hj12eI3H8drHj+9/gtmkqcHkHIM7H5xzkqd2nJp3fuH1maNkaav3abhDw/kkA9eTLZTdebhSti2U3Vkt5Z345CznkzacT/aRO3yz37D8rvdYAABAAElEQVQ/Qnzya5Tb+Q+vP9v3yAe2omgYi5ZFQARE4M4QkADlzjxKdUQEREAE7jiBk6OSO97p2egeA64OwkLWFP6E0RpbGY6m6VkO23qIfAeB3fn3y339o+QvIRzJwVq2ToSCQLsaZ6wTs8QP95qP1gpja4dd+1hv2ac6av0W8uhDF44ng9rM7An7zuQBS/Qs5nNOfPKoWnLHHCIQnfs2P49s7lGrAyIwdwT8X/xzd+O6YREQAREQARGYcwL6HX3OH6Bu/64RYAaFfhYs01JCPoSCE5aaoRBhEyKERbpoUGEwQXM5BpwvKW9MEQElC2YcRLSP/A1SK/YDBA/88vxEEcqM/I5OJk58ki3YF2BBN5BViDEoxGEOZTIax4Gxe/6vQJ5j0u6O70tphhNd+A+OX+poC58tn0cWIpQ8hCd0/qWbCcUmLMnzKMq5sjwUoKwiB+YFKHS9oQiHYhWW5Dmt8dXgbXAabuPrw5+NL3sm3O4Z+TnPk4gvEu7j10o+H73+pFzH74PrJ50v2a//CWbniVC4J8+UzJOjL/LTc/Fzup6wjNUB/mR9hvjkoJCyThkiIYhPNjar9gDOxptwOC7lIJQ6oRQ3z8PBdSHygxy49hZld/7wed9++27XfoPpv37csxrK8aiJgAiIwF0lIAHKXX2y6pcIiIAI3EUCPgq4i32b4T5RDMKQiLVOP2CkxpNu4MrwnGwDenpH+uHjUFDIxEtiO1tFgL2OUR4r6dAO4AaCgTpz0xic83Z3Gm2U4jmEuwkSRwhEK0g5BGNOqbRZzWOE0yIdUCA+oQPKHz8fJFH/3PRYNyoCIiACFyAwR3+vX6B3OkQEREAEREAEREAEREAEziXAFAFzKRSfVCE22IIrxteu3EzOqthG8cI0jXtTrkCnjQrORyeUF728hfmeKwXDbMWbqOPyOaeKUKa54BXvS4FJgH4/zuTtr/Jl+wIilCWINciHjrLkxT76iZefhNBlQw9ew58juV4iQuHFzxNE+Huki00JPeAzpZiGLih0eGnAUYMn4ecssUOBCvfJ4eQnOZ7wfMPN959zvzz8+VnLvk+cJ8tJPosr/rPkeGzHyYevManEY9p74v689vHj+p9gdhpzYDu6R+7tJ/aBy5M0Xtv33S9z7p1P6HryAe5C+VWU014v2RacTzYXS879mGV36HQ83tx58KMdJeKT1/t1+6eP+/b377btP73ZhhNyzZoYzHZ04fETaF0EREAE7gABCVDuwENUF0RABERABETgugn0EO1x1MyHKLSdLGvWJjVQXV1WXPx4uHXyHXE/BmJsXGaihLazrIm7gWCco0Lewm9lrprrUM92mh37bqdmjxfK1uhEEJqgXq/r4aA3jEvzGBmxgCB1CyKVh5i4nMG+XZTtIWc1ERABERABERABERABERABERABERCBu0WAOZAsMiEFfGu+iBwIHTGOSu/ADYNiBApJpm3+vDyOg3tYyoXbmF1odFE+GWuvznJC4YG31MrgsI6+v0AZmq8D5EjgAsP8EPNEifhklMfo2s3etGfq52ddnftwooiGT8O7ufBZMC9EZww6bECC4ByAKe7g/uc1f95J9j3vXPyc7wjTUD4T5efuWK7gQv0Z5okXDK/tt7n9hn6c9dnQbscWTz/OfzK4x/GDuYef/Gdcn7axT5xivHgxHI3beAcbWA8L2AD3k+p62dY3K871ZI3OJ8jt5ZDLG2/kGUNkRPHJLvKEFJ/Q+eTXP+7Y797vukFod8IFebzjWhcBERCBMQISoIwB0aoIiIAIiIAIiMDJBJi4eEcBCsrwNFFHOBoTV5x81MlbfQiZQZhIe1najTLpQAHKRRIuJ1/lZrcysPx2t2bfrC9aI4ysAhvO8ZY4oEBwA9HJBgJWWna6erHYtwbRSkyPXDUREAEREAEREAEREAEREAEREAEREIE7Q4A5EIoRWJKFDigcgEPBxVOU3mEexLtgUKBw0cbz53Ew8yvw2LCXTjBgVnTOKIkTCkvzUPwwK20Dff9Vrmzf5OAuASZ0P6EQh7kikvDTRe53uJdc5rn8tkkpj+83fI5p7oluJxTbUIDkzoEfdBtuQajAXJu/r7POyeOSacCG+3PbNI3XOprOubB/Vbgbr5OIUJKroUuueelM8rnfb/r7Gj4+ObP/6T8ZPL/BJ8lNJD+nv+Z499m/CFbGTYhOOoWs9YppWyhnrYxpbaFgq8jh0dG4EqDI0inOJxSfsFT3Lsru/LBXt3/4sGe/eb9j/+XttltnvlBNBERABO4DgePfjNyHXquPIiACIjD3BPyv/nPfEXVgjgjQJpQleLa7kdURILfTXZfUSEalTN8RBojOEQTjWjjChaN01iBC4WigQXg5/Xlv6wjWdH2F4PJDrenqu1JkQotbx6cfmbNfDFLpgsKglaMmtioFWyvlrYO6sE1MaiIgAiIgAiIgAiIgAiIgAiIgAiIgAneHAAej0AmDZXJWkPd4BOHJF0HezZewXsTnFF1cpjkvBpwnjyzEAlZ6KOpCwQPzEi3kcHj+7+GEUoMIhe4bt9koxCmDxVMw+FmuaM/ggLIKDkcijTEUY6sT37rvJY+fNpN6/BjmqihRuFgjcubAKEah5CSCpXDy33FhxfgVeC/JxJ+DNro22H7S0vh9c91PJ+0/vs0fzzmvy/6gK+4cXPcTj3Of9+dcn7Sdepy7UHIH/j64L5ufJ2tT/MSBKT4QuJiksniycD3Bw7EURCfpItxNSvBsxhSUA8uVcy6HV8XgsQLEJ8EJzifO1QbOxq0odiW6X9H55BOdT7adCOVbOCbL+WSK56NdRUAE5p6ABChz/wjVAREQgftLwP/KfX8JqOc3S6CJJEUIEco2HFAOsNxCYBWnYcGJQJBv46RBn9+Px3B0Tw4baBPLEUB0QWESgnVvmSS5eGh/s2x4tcN2xyIISD7UWva50Xb1YDulnAXoDxMMw40xbgEilCWIUB6hduyDg5IbHdHshMO7aVkEREAEREAEREAEREAEREAEREAERGDOCTD3wbIyyxh88ziTg/NJ3p5jYh6kgu3jOYPLdJf5lAKyLT2nSDGLcj3nNEsnlBB5lv+fvfPgbhzJsnSQBEArmz6zMstX2+k5e/b//4Hd2dnZMz3TpkxWpc9Uyove7b0RCBKkSBGkKImULrpBuEAg4gOVpXi6cd87pD0+QlznJuMt2+DwFcQnvwsLVojzFIIcpiVKOuIyijIaSVmcyjwxq+RT+Hx/r9s6EQrL8DjtQsFPFQl3mBCJ75vvgRO72qgl7TQkH1ZahItvK7duvdzbH9SHHS/KYZzLLW4nyc5fSbOdeh8BgJtdsMty4yuv8VyqhQ2G20m2hLTYpcD04HLSw7YA95NcIWdKEX6GsBYRtyvBDcXG9nAPnYbGFzar68Un9aah+OQ/3h+a//t+H+uBcz6B6/F835rxp+hYBERABNaLgAQo6/W+1FoREAERAAH/a75giMD1EuAMjRZGVRSfUITyINu1x2xFhAEYv5nnh2EXt5HlOQuHrid0QdmB3SrtZz9l2/Y565SRpgvxSbXXNnvVhnl7XDP3innzCO4mmTBjgjjw42nY4JMVoETmi82SeQobz18OTv1lbUVABERABERABERABERABERABERABG4BAUoWmHq4hJWur19DeMHUOw8gPmG6HMZT5o2lTMPCerjyjz6MsxjU34P3Cp1QKHqoQ/QQtTPmJSI4Z9jvYJLRdS4Ux9D95GkQWueT7yFAeQpBDgUpFOh4Dn67SNuSUdPkvq9r0br9fcRKwQGPJ9Xvn5PckjIdMrJ4G7leBimt+6aJ43TJd/Cs+OG+Dcm6F9lnu9mHtO2/6Bm+Dr9NlvWM5m331Pv8BTyEu371z+Tx1AXikQyCcxmITuh4kokQjYTQJAuHE679WIQSQHSSx5qJnVE4eYzrtMU5nyAe2ILzCcQnL5Ga+2+x88l/fTqy4hM5n0yjp/MiIAK3mYAEKLf57d7avk36debWdlYdEwEREIGVI1CFAOVDp21T5jBfbRZBAlrJ+nHghQO+sd74snaGDkbUnPHyGMGHPQhcmAe3u5Th8NhDr/jQDzifQFTyYrsUW3OODlY5Y8I5oETmWSxAKV4woL3iJqt6ERABERABERABERABERABERABERCBJRNgpISuHgXETej2SscTii6+gABlM0fRhY+KLO/BNjaDjxxSvBSw3cIkH0o7unBCofijgHYwlvPBOqGklUAsp33kcA/t+RruL3+JSuYbiHGYeqeE857EcOv2hsez2+D/asCt23dOHy5iNbzfl/N1D6/M3uM9fG0UcMy7UAR0Zp1Q2L50Ffg2sg/22fFD/fm0beDTBmu6R6et2pYb8Mj4yl0L+ckz87Z36n22Ilebr9NvL2owxSe5ihOb5OB24oUnmXzOOp0YCFJMHo4oKJel+ISVYp3keOKfwz53ELust5345BXScv/7uwPz73A++c+PR+Y1nFAauKZFBERABO4iAQlQ7uJbV59FQAREQARE4BIEqghUfOy2zWGvY4MWEYIaHJQtMqBkMzimozyDgQgKUJgL+UO3ZdemH7ey4BosbO4B0u+8PDw139/bMDXMgCiH5ztBp88IA9oK8sc+KBfMY4hVdkt58+40ME3ki+3BulOLCIiACIiACIiACIiACIiACIiACIjA+hLg2J/OHnT4+AKiC6beYczDiy6YeocxkWUvrJN/QKcIJc8DPJ9OKHSgbSKmQwFKsZU1P5uGnfzDdMtXvbCndL2lAOe7qGCeg8N9CHIoPvEpiDyLy4otfF98ZMVv/Xn/HH980ZZlef/wHrZuWONw76Ja3DXvhDK7pCvBZ7p19HsybMvsmsbbR+ELz42fn13TxSXG6/Nt5Hnu++3FtYxePX+fYz/+rJG7cFOGP3h0Oxk4nkBUUgxMjm4nlXgLxxOeY7l+DuWx0vUki3u5zlqYcqcN8UkVqXU4Ee2n/VPz33tHVnzyX5+OzbuTmqk1lWZ7FkddFwERuL0EJEC5ve9WPRMBERABERCBKyFQQ2DiEwQoR3BCqWO/xNzCeNLs4dloc3x53ssgCGf+7GDmC2cCvemE5u92usHoPSt/hOkP+7Hl5iek4qm1O3Y2xHi7M+hbiAFtKQzMTjEyDylCqRTtAHWv1jAtsNUiAiIgAiIgApcicGFk9lI162YREAERWIyAHwAsdrfuEgEREIG1I+BjHUy383sIL+j4wX2mIGYMhNeXsbCW0V/9nGCBUgM+o8j4CsQf3KcTShGijwJiObU+HG4N4jtIKXyVC1vDv/E/RMznL/mS+SEsWvFJJZOzDjGuta4FbCr7w/XSC6A4Lu6TsZhFFt7FGvzdQ7runKt9kZpn33MZHr5d3Lo1re/K7HZNKmGfFz+0HzuhkBVPjTOcdP+kc+fv82/B1cmj4Rke4IkhUusUsVYi63pihScQnNiUO3A8YfqdLNPsoBwsToYV8N6Ryia1CCzRIYpP6oj5UXzyCk4n/+fdvvk3rH+D+OQNxCftruJ6k+nprAiIwF0hIAHKXXnT6qcIiIAIiIAILIlADeIIK0BBmhwKUGghGo8vFxpQcmzH8V4ewQ/mP36CXMCPIEKhTazPSezrX1IXrrSaM8x++AjxyR5XiEk286HZKkSYVIFZFImRLHcDzK4oQ4SyW8ybL5CK591pzZxghkRLFp1X+o5UuQiIgAjcegLr9B/OW/8y1EEREIEBAf7blOIPO4Py2hEBERCBNSXg4hwZU0GMg4ITun18AwEK3U/ohkIBCMUgy/wnMVlX8ldBnudq0/3g2Q/hhII/xdt4ThO+KP9sNcxP/UYc37kaIQrTDz0Gh+/A4GusT7DP+A/dYUhh0PbBjnvxY4dzfRvIwK/+xnEu/vy8W7bLmgGjwmSd89Yzq7wPIXkOfjvrvmnXbVuvuM2eB419GevjYnmNbe2FlB+D+7HT5/eFJ/CBrxU2OMaDMgHWEN8nikvgbDJwPGG6nRKcTwr4ieN1uqJ4xxNbQbpG9BD75Nqm8wkEW5xwdlRvmX98PrHOJ//3/YH5+96x+XhWN01c0yICIiACd52ABCh3/Rug/ouACIiACIjAnAQoOtmLU/DQDaWF4R//h6EePkcHlmmrZuCFwRAGIB7nIhuM2IUA5TDTMadW4OKHsGlrvLlyTYhHDk3TilDen9bNPYhL7sPhpBDkkHaHo+ThkkOfeZ4uKM+3Sub1SdEwZ+zpsIj2REAERGA1CKzPP8OrwUutEAEREAERmExA/z2ZzGVVz44OX1a1lWqXCKwcAcoqOMmGYpNnEFt8idQ7X8H95AniHUw9HFnhxexm+38y5/1RZPnkvdxn3MU5oeQgQDFwQikYCkMitPMMTihuotHVCFAY3/lzVDJ/xEoxzj0wofvJpBRE8/Z1nCL76ld/zbPw2yQfllnkmbaO8Yr8A5ew9W1irC25jB4lr0ze9yxs3/HhGUwuvZyz/hlLF6FQbILVpsuh6AQxtiwFJXAzocAkB8eTbAWppphqpwCZVexyYt1OIFAxmATG2x1S7HA/5dJFbLJlhSddm3bntInU4Yj50fnkf735bH7cP8GksrrpXLGbUMrmqpgIiIAI3DgBCVBu/BWoASIgAiKwCAH+Kj/Hb8mLPEL3iMAUAswVfNTrmBM4oZxhbcB2spOFrSu+kgxocOHnPN9SlsfEBRuEqSAAwnzITMVzgufQEpaD1nVZ+vGg9DMcUCgmYWqdp5sd64ASYbCbXDgbxApQ4JDyxVbZPDk6s8fJMtoXAREQgRsnsEb/Bt84KzVABERABERABG4TgXkGdbep3+qLCFyCAOMbdrIJYxsQXtDx40uIT+4jzsF4R4i/gI9GBi7xsBm3+tgMi3GfK11H2IAH2KdQ5izqYmJRz/wIJ5QfrRNK1zrd4vKlFwptONGI4pvfRUXzFYQ497MQn4ADGbE9ycUf+23y2qz95JDF7Tu33vHzrHuRf9rO38f2D2sf7s1q6ezrfJZbHSPuz7uMt8dNHZu3lkuUtx3AB4OFFItw5Tu3K/rHgFhcBqdsGR5bgQlP8IeEW3vOX+d5rKjT1sc6uR87n+SSbidwQrHXEs8fWLKk6FYndjrpIOZJx5MqXE3oeEy3Y6bc/nTWMG+Qeuc/Phxa8cnnatO0O0q7kwKtioiACNwRAhKg3JEXrW6KgAjcMgJ2FDE+lLhlfVR3VpZABwKLMwyyj2MRCl1QmIaHo0KOA/2S2PWnZm75iwmtaBmkYWBiH04r7zot1H81s3BmNmjBAn0MVPdrTfPy8Mx8vbNhahiklpBqZ3xhSh4KULYpQEEKnicQqxQwcLaLZTp+h45FQAREQAREQAREQAREQARE4BoJKPRwjbD1qPUnwD+wGyS5wVgfO5xcw7QzLxDf2MF+wTqfpIuWXPZHj0+ZVIdzQsnZP+znsOmFRbMBkQjbzMlGn7su3rOMd0GHFbq//AAG31sOdD8J7OSjOPJx7jEgOHJu9Gjk0uDA95Nbt+/EJ4MCfgdxFl63Igd/bo6tZ+rb5Noa14l6fDvmqHJq0Vh7MaDBZ/rnTr0pvuDbwa1bXRv98az7l3Yd3y9DFxLEvbJMkYNJWVkKRuhE4rexiMSKSuJzft9vbXkGHP1KOPgCWTELv0g8j3uzIb7dFKNwxbEDhi2XeOMOZn/S7aSKWB5T7VRbbXOAdDv79ab55eDUrYj3/YZJZHsQohw1IOHizDnF8WaDVQkREIE7Q+D8X0LuTNfVUREQARFYUwL6ZXZNX9ztajaHrlXMAmAqHuYzbuJ7yZkfk+xT0/acY0EGQjgbZxsBCTqgvO2Epoxj5iXuLnUon7ZVi5WjCwodUChA4baGtDycMcHBfnLMy8FygIBMEYPkrUJoHiBVz9ONktnHzIljDGC7su5c7AXoLhEQAREQAREQAREQAREQAREQARG4ZgIc71PIsUPXj6BgvoXo4qlNOROYEmIbdD9JxgSmNY+xg0WXZP1+P1kfz3GlO0kF2/sQCfBv9SdwKOGEo3+267ETCicbLTYZiJNtGNt5injRH1Ev3U+YfmgTsZ5pDjCuXfy8/GL7m+w0qkweJvf5RB4v8mR7Dz4yqCBZ52V7QH0FF98mv3Vn5/+0bVtyGye1gqKPbB5iE6w5pMBhWpwsnEiyEIRkKTRB/MsKT7jPL128tW4o9vrwnBWf4Jwtk7hmoSQA2V1+4P82xU5c5wDepIYmzvXwnad2hDG7dux2wi0nldHV5FO1bj5CZPLhrG6YZpsOKH6lIKWOeJ9idwmg2hUBERCBmIAEKPoqrB+BZf42t369V4tFQAREYGUI1JB+Z6/TNse5jmkEPSs+ofCij4Efx31c+E+237cnZnxwbJnHHcyTTAHKrwhWcCbOKZ7FQeG6/CfAClAwWM1lT81ejQKUjmlhAMvznA7lmXCbQ6cjTDuqRKG5X8qbF1slO4OijnvqEqDM+MbosgiIgAiIgAiIgAiIgAiIgAiIgAisBgEb04Dw4j5iGb+D+OQHuIs8CUKzhbgG3U8CRAN8POCmW8wJREGGFhUQzaBRfwiNbSf7cNSFEwrcUI4XjElQhGPjOmFk/iUPAQo4PAQHTjCCBOFc13nGn/X7/vhc4TQnEHph/Gg8huSPfXSJb4Pn+Cy/TVO9L+PbSP0Dwz3LWAZ1Doi4Wv35tM9gc/zKnSU178LH06kkKIcm3M6bcLdgggq+CT4VDr9YjIfZDT7oXMIDnOfGXeCGBfD/uLzFwGNfhi3g/mAZORi7Nig0dYfiE7qdeKcTup5wfY30Oq+Oa+an/RPzM1xPfoXbCc8xNtnFTTb+Sa7LevFTW6gLIiACIrCeBCRAWc/3plaLgAiIgAiIwI0TYOqdT3BAOYY4pIn9Qj8L8QkHtfyfGwDyk4PcseHg1LYzEMHAB2cGccbQQwRtOEumjvrpttLFwO46Bs1TGzjHBc6eOG12MFOibgeplSgwm/nQ5Dkgx6yP5EIRShGWpDvFvHm+VTZvT+rm3WnN1DHo1SICIiACIiACIiACIiACIiACIiACIrDaBBjPYCyDcYznmFDzDQQo3O4gxTBTDdPxNW1sZLyn88RVkvfyj/bT/j7u20InFC73c32byeRPUcne8w84ofxkMKGGrhBzOqFwIhFT7vwewpOniOlQjEIGFL1ctIxfHT++6N7ktVlxI399Ea5sk7/P1eNkLL6tvu5ke9Lu+zpYI/f9cdr7We7885cXR6OvbwPfhRa+VGxbFrGtfD6wa1gMrPgk2IhMsIl1I7QuKDYdjheT4B4nJPE73PL/9mPYYf89iQH4Q3cz7rnE0oF4xDudtLpdiE265gwpduhqQqcTxvA+Yf0Qu57QBYUTyw4wyayhGN0lyOtWERCBu0ZAApS79sbVXxEQAREQARFYEgGm4KEA5QSzYihA6WAgyoGuW/npRor8HB5d/HA7AQL3MTCxBWvWB5gh8wwBG4pcuNaRimdq9OTiqq/9ag986p0OBq4N5IWt2vQ6D8pFk8sz7c5oc2hPW0Aant1iZJ5vls2vlSpcUcYKjd6iIxEQAREQAREQAREQAREQAREQAREQgRUgwLgHM4pU4CjyGAKUL8O8+RrrU8Q0KL5gOpo0I3zGTrj4rTvy0RV/NOfWB2Wm3MaUOEMnFEwsioxtM2+jE8pevzO3AGUTff4DhCxcH0GAQkFKhOdQhDNt8SKD6SWm3Tl6fpzd6NWYLQrZ5yz4MN7G5/jbKcegl8qsZ4+3ZdIx6/Qrr/tnTCo7fs4/f7hNxunGS893zDq5VhGbO8HKOFaI97pdiEx+OzLRbtEUtgsmV0LqHYhRmIYng+CXTbnjX65/5Dyd8vcsYcv2dxCrq1mXk7Y5w6SxA6TR+QxxCR1OfoLTyc/7WA9OzGG9ZU6abet4wo4v5+0uoROqQgREQATWhIAEKGvyotRMERABERABEVg1ArV+1wpQjjDwbGD2A3MF24UDs3gwyQ3PzjO2ZNkcBqe0p+VMIabi2YfI5WO3ZZ/RsjXaJ638B205OVPiNwxkv96pIDdsxxQhNBlf2N9iEJidQt48gwPKk40i3FIiDIRbNpesLD3HielYBERABERABERABERABERABERABFaDANOG0ElkFxNpvo0K5tugAEeRwJTxB/q0zidxRGUQ8Zg3lkIS4zEY51PhP6ez4n1sP7f3ssjFg78a/SlfshX+vQUnlHY6J5Qi+vsEAhze+w0EOI8T6Ydc7ZPbwOdyGd+6s+k+ycutQ9HFtDuTZf1T+exFmPMZtt34yLACLPHGHczxyXpsCpr4Hlsvz81Rhy/q2+BDdf78vFtMA7MiDDoTVxkHzPXMcd6YjRJSS1WwgzTS4VYRjid5k0P6nRyEJ9k47Y5Lr0Mw8z718uXZb8bSuhCcMMVOEyu3hxCcfITbyYdTupzUzXts38OBeA9OJ/u4RqeTfbqddLo2Hnf5lqgGERABEbibBCRAuZvvXb0WAREQAREQgUsTsA4o8D2hMwktOLvxENsOcvHBCQ7cX2ScybzInCFEAQotaz/AaaWCQAbT/rQ5iLx066+nAuaGpV3nr4dn5vOjhhWgdHoI5owtTMFTwEypbTigPNssmadYtwouXQ/tbtemw2P90qEIiIAIiIAIiIAIiIAIiIAIiIAI3HYCjHvkEQShAOU7pJ6h+GIXQg6begfnZ8VFfIwjufX7/l4e+/2LeLJM8l7vzZE8P+l+OqGEiEtwoVtJJnZCwbwacwgnlF4KJ5QKUrL8Piqav8D55GtweAQxyibiOqxv1jJeYvx41v3uuu/57NIs6Up7/xLHl+fmfbYvz24uKvgY1DH2fH9+do+GJXzfrAgDp10/h9fn2WPanTZWup7s4zvwLuqb42LWPLkfmfL9sslAgBJU4HyCVDw5pJ7O0fWEKXdufOmbHr68rTbSYyPFDtPsME32W4hNfjo8NT/B6YTrS+xz0lgH4hQtIiACIiACyyMgAcryWKomERABEbhGApcZOlxjM/WoW02AgpMaBqBMwXOEdbuXM23kDGa4gjN83JyTYaBlnkE8x6p51LGZy5lHEKA86DQRtMiZMzyvnXHpfijuWPWFaXj24YDy6jhnc8keNVpmE/akFQzY6XqSjMFwP0DHiwFT8eTNCzih0PLzzUnVtMBXiwiIgAiIgAjMRWD1/zN5vjurEKs+3yqdEQEREAEREAEREIGJBBjxYCqSXYgsvoHgguILphGmEKUMMUbI6xPvnH6Sv8L5dVm/GrGetL8ahpgMBO8TK6DpI8DzZ7iZMEbzNzih/AInFKZgaWNyUHIJ4glE38H55XdgQBYPIT7hRCKmJkq3pC44Up1nNdim7ShqsWElPJa3zPt0lvf3uUfy2+DcZtjAOZoxeDbr9CvrmGfxz/NbtmC4P09NrixjfnQ6buIviA18D+r50PQQz7pfCbCG5v5mEWvB7JTypoTzIdJIZ/my2YGrXHynfEwwPqbbCU9xSzFJvY1U3ojB0c3kI5xO3kB48vqkZt6e1cw7HDPtDt1OGKeje/F8b+wqO6i6RUAEROB2EJAA5Xa8R/VCBERABERABK6dQNe6nhhziuDDAWbD3EdwoYVztG1lgMWNATngdaNPfvJcmrEoBSx5FKTo5BFS0zyAbSv3jxHAafSRkxjP4SyMVV848D2Ghedr9OUTBrgc2D5AGh7mnM2gLxShJBc6oTBFzy6cUJ5vl60d6EcMjlvJQtoXAREQAREQgdtKIO0vCre1/+qXCIiACIiACIjAWhHgiN47n/wA0cUfQghQcpHZhiClhNgIXUUWWewf03FjH/cvVsPwqbx/nugJ2xzACYX3cZ9dYDyGYgROQOJkoHEBSgGFniJuQ/cXcvgaDjAPECOiA8yshc8ZX2fd46+P9wtNs30dP+/LJ7eDMryHDcASb9xBik+WZz3D+5wIhbcO6udBioV1+JXFh3XOvtk/a7h14hMe+3OzaxktwWlQLTSihr8gVgsZ09yGm+82BChIt7O1UbCuvZtw7i2HgcljItWVLJMaj3P8+XAv2h7Y/T5EJPxudjoQn7QwUQ7xt7eIw706qppfDk7N3/ePzV+x8twJ3FCYmkeLCIiACIjA1RGQAOXq2KpmERABERABEbgTBDj75RNS5DxGapkmBns5jAIZpOB4kCNmN+x1Q2d+xqdnsuGwnbOFmJrGp+JpQnhi0/1gYNmJx5szK1qBAh209xNyzP6GgS/dTXawZqKMdYpJNo+ClAIEN7xOBxQOlCPMIqkmC2lfBERABG6KAP8B1yICV01A37OrJrzc+t2veMutU7WJgAiIgAiIwJoQYGoZTsZ5EeTNtxBevGDqHbifFDHhhK4haRb/qw+3bvVnhnfzTMrqBjf58v7e87UOip7b4b10Qiljy1RCXegL/gInFMZ6/qtVi51QkIoZgR+mT34I0c0fkHbnTyjzFA4wG3Q+SdFiPsev5xqxwIl5+sjqh2wun4bHNxeIbDyM/ZqnPbxvGYt/po3JLVBhFy4mHbzvbjEw/WLOhOWcqZQDswHnk1wZk8PgeLKBSVN5pNqh8CTAd33WQmEIXUYoErELNra7douPkWOUcKccSN6AY7e6C7aeuL4+3E5Yd5uuJ52uOWy2zG9wOnl9WrWOJ+8hOPlQb5j3cCf+iLXWcSIqVqtFBERABETg6ghIgHJ1bFWzCIiACIiACNwJAlWIQihAYT5YCkQ4+8cvHPC6mSQcLbrz/Bwe+ZKjW5bhGqAuzpihAIU2tsd4xme4rdThf1IfvWWljzizYs8KUM7Mc+THfbpZsoN1A3FJcslh4O5S8MABBQKUR8ija2eSeGjJwtoXAREQgeskwH+4tYiACIjAOIFZv9SNl9exCIiACIiACNwSApw0U0C84hEEKF+GkXX9+AJClG0IUHiew/i0i/9Vm9tJ6zx1jT9z0XCCd0JhfQEqyWZKpoIJQnS+ZXrkj6Zt6oh10B3lCeI1TD/E9RHEKGWU4z1pFlsMH8niyf00dbCMZ5i2vC/H+/g859/LJDr+eLRNvvxFW99uGxaLG5SmXbzPra6GQT0XPeyCazYWh+tpnj2oho3G/7thxrQjxKrgdpLZgdBkMzLFDbjZ5CGswlqJQlOC68mshc/2Tj5MidNASpwutmxUBg3M2C338d2K97nlahsed4JlB8e8nSIW1NPvwvEEW9bZhOsJhSVHcD55Xaub/9g/Mv84PDGvj2tmr9G0zj10b67i+7oObsqz2Oq6CIiACKwDgdn/pViHXqiNIiACInDXCPCXcS0isCIErANKBwKULgUozpmEg1Z+TTlo5liRO9zn4s+7o4s/XSqejNlCQOMxghgfs21rY1tFMKeJgAZtXznjZtWXDgbGn87ggHJ4Zv7wYAu5aDtmA/lzxxfOkIowi4TXHpQLEKAU7fas2TZVDKQHs0XGb9SxCIiACIiACIiACNwUgdX/VeymyOi5IiACIiACt5QA/1ZPgQZT7dD55HdIvcOUM0y7EyD6wfiHj4GkReD/c+r/3u7uG42gjB6lrdk1hn/o98+Y406bZrmCG9pQBnSDvvnXqGwiJF6mE8ohJgh9hf5TePIFRCjbiN1wEhHZOAopngRQntWi3Fy/hmlnUjx1pIiPW42LUEYKTTlgm/17ce1gz11bptwycnrYZ0/BXR49Grll5MC/U27dmv7ZrCiDQFQGrif9AvyMS4EJ6HRSQbwK+wbOJwW4nuRLoQkwgYorXXpnLYzTtSEKaSBOWIfwhOlwmJa62uxYp5I+hCBZiElCrBFmrRWwFkGNW64BztsVHcphn2WzFJ7YFU9H/T3sN1FPHc/g9/BTu2VetprmVbNh3tbr5hPSYVchSqFgirHKNlbycR+zeqDrIiACIiAClyUgAcplCep+ERABERABEbjjBDiDgA4odCfh4K/LqEa8DPawgzGkXdIOolmYWWTzCGw4AUpo3iCgU0ZAg7NtGhnOXMishQCFdqCfYfX56rhqPlcxCIaYhPagGP/afMoWDD6yCNJEGPhXosDch63pI4pQykWzj3s4aO9qpOxRaSsCIiACIiACIiACIiACIiACIiACN0KA/iYlTIph+h0KUL6FAIX7TL1D54+0cY9BzCTuBR0j/MI9t/LT1Zi2Xl+H3/I+G5MZVu8vXbjlfRST5NBX3kqXWtd3TArCH/Y/YZLQnyA++R3Wp5g0tAlBDt1f0qTf4YNZv+uT++S5xZb5RBfJZwyQYGeRuBXrYutZz7AXToTCa4P6eTC2sLy9Bx9+3x6PlZt26Osebh0HHvtz0+5ljii8TpMJkS4Kjic9OJ304XoSbudNgNXgvMH5CiZIlRGjmrXYZ1LkgZ0WRCFniHsdQ3hyACHIW6TEeXlwZveZJofOJVlM1Cr0IDzpYxIWwG9yi28XtyUcF+01CFKwpVCFgpSMF6CgMRS5nPUhboH45G2nZX7tNM1fW3Xzut20qbvr+H5ypfiE31UKUNwMuVk90XUREAEREIFlEJj9X45lPEV1iIAIiIAIiIAI3FoCNYhB9hIpeMZFEn7Q64bBHIS7xZ/3x5MAWUEGLlB0sotgzg6sbDmj5pQrnjt73sWkWq//HINIJ422dUH5iFkfTMezVYAtLQbxIWaP5DjqTyw2FQ8sTe9BhPJiu2zFK/u1prMrTZTTrgiIgAiIgAiIgAisBgH/m91qtEatEAER8ARGxxn+rLYiIAKLE2BUgylmvg3z5k/5knmOtDv3EKuoIE6BpCVWoJGmdv9fTm7tirjBYN9X4AslfpR5KnHoS45seT1ZzlczUmiOA9aXh7CESycHJxRMFfofaO9xr2OdT57C/YTxGrqfYE5NqmVYzMWJhsepbh9hZft3iU76W6lRIFzflvgwVYN4j6+HNzDMw/rGz49XZkUg4ycXOPbPtn246H40KIOHZos5k4O7SRZuJ1z7cDuhA0qIc2EJ32S8SK6MWc1aenhoG4KSZux4ckLHE8S93mAS1i+Hp1Z88vLozApSOEGLMTLMKbOTzgKITSI8gD87WzjDmN+jbGjXhxA0PcB+Gd+rMn6yQpSBCY9d4BFs9iE+eQ/xyY/thnmJ9QCxSQpNOlgpUHHuJz1s4ZiC8p7RrP7ougiIgAiIwOUJSIByeYaqQQREQAREQATuNAHOKOhh0HeCwEMdsw84wMM40g6yOdDmwkGeG+hxwOfO+mu2wJQPDnMpQqGN7VYOIhQMPrkeZjrmgANmPz1lyv2rcpqD6ybS7nDmx0ek4vmA9SHS6+xAYELxSW4sQsNzxQD9LebNl9sVDNpr5qfcCepYlR6pHSIgAiIgAiIgAiLgCSic70loKwKrR4A/n2lGXqvXcrVIBFaRAH+abOodiC3ofPLHOPXMDuIUPvXMPO32/wVlpIT7fk3WsehPMdvq6+e+X/255DNm7ft+5xCbgQTAOqHQDaUOF1w61m6BB91PvEhlVn3+um+TP067PdcHnDh3Lm1liXKsg+lzhp+uXrYzzTJeDogGDZvUPt9/SnD8Pp8zXk+aZ7MMQk8Tv0P2flTq0u3gHYZ4ixtwO9ktmCzcTrJwPjF5eBDD9SSMIKTCZCnG4mz7pzyc/WGsi6YkHXwP6PR7gqAVJ09x4tVvEJz8vH9q/rZ3ZH45ODVv4ILSQJmLFk4+Y1qr52FkXkDYxZX7uxChUOBEIQpdhsiHIpMPEJ+8gvPJLxCfcNtEY3yqbgpR6NJM9xOKUfB/LSIgAiIgAtdIQAKUa4StRy2LgH5bWBZJ1SMCIiACyyDAmQ5NSE5O4EjyGUIUDhYpQmEwYuQXDYpF8H/+K87Bot+maQMFGQxk2FQ8mFmz32ubdx3OLFqvhWl3PlXr5hUG4l9slsyjSgFjfM7iGF0CWKEWw9zAAeXH/YIJMMjWIgIiIAIiIAJ3g4DGfHfjPauXIiAC10NA/6ZeD+dlPYWjZS2rSoB/lKfbyXPEJShA+QYuKPdxXIpT76RtN38q/U9mUnzi7vdXWMYJE9LWO72cj8L4EsNn+DNptqwlAoMKnCp6WThMIAUzRQPsPzQNWNLVu6xe+TaPPnX0yJeZvXXSE97Nd8I2ct+Ts92bXcmgBO93NbhTrlW+bY6Aq3O05tGjQXVTd1x7XZtHnzF6SxYxplwpNLkNOJxAfOKdT7JwPMnB+SQTQNiB+FQWE6T4PbcdH61icMTndBDfamGtY7LVKYQlFJ68P8XkKYhOfjk4MT9DdPLutG4OMRGLjsCtDqeqXbw0EEs8xOS2dhuxs07b/JJrmN1WYJ4gvdMT/Mw9wM8a3ZEpROHyz9j5hE4o1vUEb6yL8y1snfsJBSlOJGNv0IcIiIAIiMC1ERj5u9C1PVUPEgEREAERuAQBP1i5RBW6VQSWSIDfSM4mYEqcz7C7fIjBIGcYUB5CEYpf7DcXHzzF/eEVX2L6lkPLPG6kC8rjIER+V9iCooJ1k2S0MfvCzwT53f0tDNS7phJZMiOdz0KAkocDCtP0PN0omoflgk3Xc4rZJF0M8LWIgAiIgAiIwO0lcP6/i7e3r+qZCIiACIiACIjAOhGI8Idvxjy+gfjka4hPnuGP4pyEw3iF82WYrzf8rceu+HD7/Bxd3Pn5YiijNbijpCDi/FMm3XH+HOM4dIDhJCFOOWIK5gKY8Nx8ixN48LZ57xx/ju+L4+SPxkvNPh6ITlCFN9tdtG28jy1xMhPWzH23ZUu4b6/F/Wf5RZ/F+liz67n75Dm78D0hvpQJ8M4gPgnhdkLXE+t8AtEJXU+ycD3JwvWEcSgrPPH3jm1tzYj9IdOO6SK2xXjWWauNlNFNpJuuW4eTl4dn5u9wPKEI5VfsnyIVzzwLY4s1OCsz1fcn0zavO3Q8yZgvcu5njSIUxgTptgPJjHU+eQ3nk4H4xLbPiU6aIMLYJAUo7m3M0xKVFQEREAERuCwBCVAuS1D3i4AIiMCNEBgbUNxIG/RQEUgSyJgzDhAhQHmGLWctuADEcAg9GHLbwR8G13GAwn+bhyWT9br9HAaWdEDhIPMxgj1bHGzimEEPjEVjm1Ff0/n7V+WMdUDBwPzVURXpeBp2pgitSscXBq5CzCAqwfZ0G2l4HsIp5flWGTNGunZWSW/CPeN16FgEREAEREAEREAEREAEREAERGDdCKz+uHbdiC6nvRRdGFPBOJ3iE6beeYw/hpczSFfCuATG8BfFNJJtSL5h7schkoGEIFl2uO8FBumf4+/17Uo+119bdMs6KbqhjIJxGS7+OfYgzcfcN4xWatnZU57N5Xs4jFuhYrRvkSbynpGWxPX0rapleIXYFqnfU/D99zXye+TPsYwTniBuVkT8bCtvgs0I2wgOKFjhepKF+MS5nuD7y8DajNbQ/ZjxqxrcTs6wHkFcsof00j/un0BwcmL+ifX1cdUc1VtIxdMyNTijjJFgs+ZaOogt1noZswcxCsVOpxCnfOq2kKY7Zye8MQ5JgQmFK7zew9rB6txPnPiE7fbfkLkersIiIAIiIAKXIiAByqXw6WYREAEREAEREAFHwDmgvIdF5tdhxwpQin34k4yNpt2wz530g+SxIhOBMqAR4oYKrF3vQYDC3K8bGHCeZbrmFHd0WYmvcGINq3GSwpEDDMY/nNXMXrVhjjEov9fJ28Gyza8bN5OBCPa5ABeUzXxoHVCeb5UwkG+aQwzypT9ZjfepVoiACIiACIiACIiACIiACIiACNx+Agw5MB7BCTF0Pvk2KiD1Thin3kkvCvFhC79lIIP70/5A7s67RC5pYicXvQnez3X47ItKX3yN9SQdby8uPemqY+b7NL6ddMfkc0N+y+iXewbrZPtYo/903Hw7J7dleHa8nKuJ11lf7P5ijyZzGNY0eW+8r9BY2Nba84glZZhGB64mVnwC4Ul0rzgQn2QLEJ7Q8SROtzP5Ce4s6+v2nMCDE6LqWBnLouPJO6TbeY3JVf/4DPEJVopQ9pFyepkLWdHd5BhpeRAJM1UIUA4xGY0T1OhGFIKnnZTGdlKEgpWiFTqfcO1YSco4rWW2UHWJgAiIgAhMIyAByjQyOi8CIiACIiACIjAXgSMMCH9D/tUfMBOoBoXEBvIBX7Tw6vigfFp5lmNwo4A7GPS5DweUp5htVOfgs5fFjKGezfM67f5VOd/HYJiDds4U+YAB+9uTmtmBw0kpCq3YJLCzToatpQilGATmXilvvtqumA/In0tLU84j0SICIiACIiACIiACIiACIiACIiACInD1BOjw+iLIm3+JyhCgFGwank3EJvhH8LSpd3yEZLhNK544Hz05fyY9A8ZXfBvS37W8kpRcsA0+HjS+nfUktt233279wawbU1531TmZiBeL8Jzn5tubsjrbW3ePb6jr/5CAq2neelmbW933yLcny3Q7Fed2Em4XTEDHk0qIFDyByRWQuAYpd+iOMngB/saxLeNX0J5YJ5MqHE+YEpqxrH9+PrauJ//YO0Z86tQcYpLVMc6f4PpVLXQ56SPOaBnho4/2IxJoU3zn4CxDAl08vI1ti3E3xAiZAhu7WkRABERABG6IgAQoNwRejxUBERABERCB20bgFNaXHzDc20canmPsb/ZypgsRyrgVrR//ceCY3L+IB8typbVtCQGeXTigMNfyfq9tAuZ7tVd9bRfVdPPXmCuXg/f3EJO8gQDl2WbZCkxCzD5hDtvkQkFKKYTgplQwX0KA8gsG9xHKNTsop5F0EpX2RUAEREAEREAEREAEREAEREAERGDpBDgZZgtiEwpP/pgvmecQouxgUgxjExzDj47i0z2e0Qu74mNWJGNQNlH1Is/k7bxv1vMSj7myXbbDrfP1JNl2u4+P5LllNZh1MuRis+bEbeW5+Vo75D3pPtf/+esc7WMsPkHsyLqeUHxSCk24k8daMOFuwaXbiRCZo+tJEItPRisZOfKOJ0wh3e4i5Q0dT7B+RLqd94hh/QMCFK5MvfMOKXcoUqFY5SoX9pIilDozWNNsGY/DBmfhloyfQy50P2GZJlxP6H5CMUpMx17XhwiIgAiIwPUSkADlennraSIgAiIgAiJwawlwgEdbzD0IUD4gJ+smciNv9zEjCMNCzhYaXzgQdGfPXxsv649tWhoMLrchQKEDyiuITxgMyl7xYNc/f1nbFgbyH+GA8gp2pd/f2zT1dsmUQ4ykIS5JLgEYliLngPLlTsU8+lQ0eaTloYCFeWy1iIAIiIAIiIAIiIAIiIAIiIAIiIAIXA0Byku2ITZ5jrQ730OA8gNS7zwKQlOGIIWxiPTRDNc+juIHK3ZSj+p9wcQDeSpxOBEAr/tbbYFzJybedmUn+fhhm4d7iz5wpG+LVjLlPtZtwy5xM+dtLcuPvCNfAU763SmPvvC0bVdcgvu0AcnC1SQLh5Ngi84nEJ9gta4n5dBk80i5g1gTBSqZCbG58Yc1ITqpttrmrAnXE2x/2j+1YhM6n/x0cGo+Q4xygPTQdES5DvFJsn10N2Fqa8uPH/g5pP8Jd7vY0vmEsUlbDmUtn2QF2hcBERABEbg2AhKgXBtqPUgEREAElkRAvz0vCaSqWTYBCiIaGOgddDvmXbtlHiBI8zAHq0+4oDAvq1/8V3h4xl+ZveXQMo+ZHdsYZD5B0GcnlzMFCFKanP7gK55dzY2XaGFAz3Q6r4/OzH6taS1N273IFNCHZDwgi77S0ncjH5oH5YJ5UEGeaaTjaSCNTxWD/aueZXLjoNQAERABERABERABERABERABERABEbghAvibvRWcfAfxyVdYORFmC7GOPP/on4hzzGreeLiCY3l3bvzK9JpYcpE4iq+R99o6sHPTIRS25TJ9YZ88OW79Ps8vb/HTpihwGLbWMkz5EN7l2zasASdxwGN/zm9nVevrYjm6s2QwQSkLd5MshCa5jdBEcDyhACXH4yL8eeh8QvEJA01THkLnEOt6AmFHB4qSz7WG2YPbCSdNMXU0nU5+/HwK8cmJ+Q0xrCbiUV1MqrqJhW+ELie1hBMK20EnIgpQmrjGtYP9JKubaKueKQIiIAJ3nYAEKHf9G6D+i4AIrCcB/Ra9nu/tDrSaA+BDOKC8hjPJFwjM1CFIKdhRcbLz/gvMeQpTx8DJGwb7nGFEo81NBHweof7dLGceZWHD2cOzBsVWfqfdgQMKBCivilWzj9kjdDShvSlFPFn00ccF7BbHTM9TDoNBKp5Gu2tqVoCy8l1VA0VABERABERABERABERABERABERg7Qgw/JBH/OEFUu78S75s0wBXMnB5tWN2P2qf3S0fquDWrhj3u/30fyRn+fRPHG2Tv8/Xwa2rze2Nll6PI9dyz+9q+uGfwQiNe5IjyU9e81zTEHP3xPdT/ZNY5qnH32ZrgDrKupzA9YTpduh+wvQ7FJ5kC5i+hXQ7CDBdKD5hfYxF1RCTOsNabXfMr0j9/AucTphmh64nH09dCp4zuKEwFtW3tie+JTezbeENeCcUhhzzmLhFJtb9BPFB/IgNlT8300Q9VQREQATuPAEJUO78V0AAREAEREAERGCJBDDKO4QDyut2w/wQFjEroWsq8UCQT5k0sE4OvSddT7aO1+mmUoLoZAvpfe4hFc9DiFDqWaT/6SZLrvY+B+w1DN73MbPkE2aU0ML0HpxNShCZ0PGEqYb8YvvMVDy4RheUr5CKh64pr5FrVyNqT0lbERABERABERABERABERABERABEVgegQ1MfHmcC83XcD75FusD7DMWwRTDHKcPR+3pn0khg//beDIWMrsG3ueEEMMpK7PvmlRi2HYvrJhU6urOWW4xPM/Qb9M81XFzHK86JmLfFT5ciIZH80+kSvaJ/XS1LPYWmUYHASOTQ8qdDIQmwU4ea8GE23A92UACbJ7nCvFJBuKTSYvrE1xCEJei+OSo0bKxKbr0vjutWfHJz0i780ssRGE6nkZrtQJudBCiy0mdTijoZg/OyyRKAQodUuQWPOnN65wIiIAIXC8BCVCul7eetgwC/C1JiwjceQL6QbjzX4EVBcBv5mGvY7IdY/bhhEIBSgtBG+/skWw2ZyTY4XBiTMz7E4fJ4nbfX6O9JlPv7KLuF8jFfITnvDPNc+VX+QT7z9kjHOBTTPIQ6XU2kWongKAmx6BCYgkQ5CpaB5S8FaD8dnjGmIO1GE0U064IiIAIiIAIiIAIiIAIiIAIiIAIiMAlCdCZ9BlcV/8clcx3mFzzBOmFtxF/YBwCf9q/MG4x6dGMdVxeMuEiJq6e+dvgogxOQHHVwo1JDPh82wZ8DPb9uUk3jJ1j7/1i9/HBbfK8v77MrX0GP2zjR9PxpHkOb/O3u62tKM2tI2WsuTDEJVkIT3IUnjDVziZcTyp0PoldT+h4QuFJYlLTSCU4YHyuA5cQOvGeNNrm3UnVvEJM6r8/HZn//HBo3uL43UnNuqHU4YjC9DxXT3m8lbOPGVNrGuckzNKcyNXCSfbP/6zNrkUlREAEREAEroqABChXRVb1ioAIiMCVEeAv/lpEYHUJNDCQPYY04jMEKHtYN7I5pMzJwbkEeVnjQbAbdA8H4fP2hvUw8HMPM5Ceww73VbuJWMDNzN6Zt+3J8g3kzn2PWSavj8/MN7sb5lGla4UmZJVcAgQQSiEcX+CS8nyrbB5ArFKKgkGe3mRZ7YuACIiACIiACIiACIiACIiACIiACCxGIECsoYJJIF9hssufkHqHKXh24L5axDkkNnE6hJRVj0fw+Edznpv3D+S+Hm4Xky8MG8z7ufo6h1euY8/xm4/isK2DNmNnsH/lzebbctST7Pn85PFFzfC8k1uWT31/lDPZPNYNTFjCGmwXTC5OuUNBinU9wSylDGNuUyrt4svXgeMJ41BcP8KNl5Ohfto/QaqdE7v9ESl3DustcwpXlHVYKDZpo6ENOJ9kodDpYDvvz9Y69FNtFAEREIF1JCAByjq+NbVZBERABERABFaYAAd7LQz6KEB53WmZbQRqdvshUs9mDZ1LlrHkUAkFKDuYgfQFgkGcicQZm9XjUQAAQABJREFUSi4V7fWFIS7bl2a3a2hz+uqohkF+09ThiLJVON9+OqBkw4zZKebNs80ShCpFs12ITIu5epv0HNUiAiIgAiIgAiIgAiIgAiIgAiIgAiJwWQIUnzyG+wnT7vwxKpqn2K9kciZCPGOeiIYf2XNrV3y4fX4uvozfPU+bkk/lfeN1Ja8vc5/PIj2/XWbdV12XY8RP7x7jnuj5cTvP4sv77cx7EevKVSA8QZodptzhlqITu0KYYsUnWdRC8ckFC8UnZ9b1pGXT7lB08v/e75u/fjzEemSOmy1Tx3Wm5lmnhZKTJibCsf9r1vR1wqy2ioAIiMDcBCRAmRuZbhABERABERABEZhFgLlY95GK53WnaW1r60HP5DEbIZ8YD7vh+6yaJl/nrKMIdW3mcuZhL7ROKNtwWan2MZNjjUacFJB8qjZsGp69atOcNNsQmUQmj35laZ0ad59xBNqJMg3PdiFvHpYL5ulm2TRxPwMEym87+XuisyIgAiIgAiIgAiIgAiIgAiIgAiIwD4GHSLfzewhPvoIAhUIUOrpGGI9z0kvaxf8Jf7h1vgyXcWdgXXRQmaMZU5vLnvi2TS10BRf43PQUJzfAcsCl62w/n5XBB9Pg8MmM1thzPLyCJZODoiTAd46uJ4UcUu4UnPiEaXfggJKBQ24mQDIolLEpdya0ge3rIT7GdDuMPR3B1WQPridvkF7n1VEVrifH5m9Iu/Py8NS8hRNKlyKONV26fCd8P/atrGkn1GwREAERuGUEJEC5ZS9U3REBERABERCBVSDAge5BFwIUpMb5AfmSmZani6DN+MJyHCC6AET6MATFGPxfBXUyDc/DIDSPsH7swHoTOWDXZekiCHBQa5j3CAB8qtbNEVxQHpTzVmgSweHF2qcmOuNT8dyHAOXrnQoEKy04qNQIUYsIiIAIiIAIiIAIiIAIiIAIiIAIiMAlCDDO8Ayik/+Rr5gv4bZK8QndVyk+SRux8MPz4fby4pORLrHiRGPGDkeK+gMW9+2x5/z9Iyd96dXdsrmk6Zrtt9fTXvtMfFAAxCen/0a49s2DPBMhHgSXk2A3dj2pRHBBiUy2BF9hiFIoOsHX0jVmSvdtehrE4mrtjjmG+OQd4k6/HJxax5P/eH8AEcqZ+XTWsNe7cDFe9+V6vw3rTkvtFwEREIGrJyABytUz1hNEQAREQARE4M4R4KycYzigvO+2bCoe7ld6OVPCCNmJR9yA3UdNXPDAH83GxYE7x9p5jPwpQrkPEcpzBIdqGFzvI/XPuix0Lul2++YUzifvISThyvQ6lQg5fZl2x0co4g7xXCkKIFIpmK92Nszrkyo4ZAxne2gRAREQAREQAREQAREQAREQAREQARFYjMAm0wcjve83UcF8A/eTB5jkUkbqnTAWn4wNz1M9hH8U52idMRK7TXXXxYVYzyJtYa3J+7jPlfVdx2KfHTcg3oy0Z1YbXDu9zMBvZ921zOuO/LgLzVzvAx23whUEtOyEIysksScR5KKoBPu5OOXOJkQncDwJtiE8KSDlDlam26EzyvhkpWQvKTyh40kDKZ6rEJ98guvJbxCb/LR/Yv4B15Of9k8hRDlBGmiXckeOukl62hcBERABEVgWAQlQlkVS9Vwjgev6tfgau6RHiYAIiMAtI8BQwGm3az6attmDIOQQApSdfmA2DWZq4J9xilDcwpJ2+L0QAQy/TQGijPsIFH2JANGHzvqIT5IdbnQg1sFslNewPf0SwpJ7pQJcUM6HMULYsJbC0ApQvt6tmP/+VBiNICUr1b4IiIAIiIAIiIAIiIAIiIAIiIAIiEAqAo8wseVP+ZJ1cf0CE1x2s6GNN1ijiVQ1DAtxNM9oh93iwx0Pry+6x3p8NGXeOngf77+xBQ1Itj25P61N4+31x3477b6rOO+eyU+k33Eb+xjPNU1/eK8XmVBM4tLocIvzXHkuykF0glQ72wWTLSIFD5xQeD6LlDvWfmXGgzpIu1NtteGw2zIHWH+G2OTf3342//nxEDGkI7jwtiBQ6dr0PBKfXMU3RXWKgAiIgAiQgAQo+h6IgAiIwFoSSIx01rL9avRdIMBQS6PftY4k7zstO5NoB7OJcnAsGU/Gs+g3OoCQpYgBPB1QXiBA9I9czQY0WN86LY1O19qhvoEAhWl4KEjp9cNzXaBwJ4+gw1YhMo/hlPKwUoBYJW/tVJuY3aJFBERABERABERABERABERABERABEQgPQHGFfJwa/0yzJu/RGW73cEklyJdSVHNjL/3jzxoPBbhnU+WJ/1wk3jc5zwtG2mm7RPv9jWMt3u09OWO3HMWn3jEpyfbl9y/XMvmv5vP5nyqfuxW4lLhOFGJ3edF72RCvQgdTbji/EB4AoeTDFYEx5zohFuegwAFVrjYwjl4I7QpdwYiFZZnPRMWtqkL0UkHjsBNxJaYbufDad1OcHp5eDpwPvEpd9ooo0UEREAEREAErpqABChXTVj1i4AIiMCVEbjJIdeVdUoV3zICXURb9rsd8xoClKfIo/wYeWXz/XjWRtxXO4DHvt/OgwB+KjYf8z0Eh56HkdmCuIXjfVbm5hrNU9vNlW3AFpX5eJ0ApQUBipuNMt6iHAIOWVgAb+SdC8ojCFAebxQNOTdRhxYREAEREAEREAEREAEREAEREAEREIH0BAoYY3OyzFdBwfwlXzZPELvYQGyBjqvzLD5Kx61dbVzCxSb8tXnqm16WtcGFwz4FwoXpBSdeiUMm8TV/93Jb6B/sah+2kcf+ib7MXNuraeZcTbACEysYcWKRbAiXktihxDmaUEyCa7HDiReVuGNciwUnTt2E4zHRCuvPwgUlm/eOJyB2ATS6mLQhPqkhJsQJTe8hPvkJqXb+CseT//Nu3/wKEcpBjROdulao4r6d83VZpUVABERABERgXgISoMxLTOVFQARE4KYJcPqEFhFYEwJdfF33kYLnTbtpvkeKnAYEKB0bJEl0gF/peDDtv90XjK0TN3ICCEripiJmK20jYPQgF9lg0RFEL9Xe+szqoEXqCWap7FUbmKlSM5+x3S7mDVPuBJh1ZUU1cc+5n8f5CkQoD+GC8tVOxdQRaNhHXl8tIiACIiACIiACIiACIiACIiACIiAC6Qk8hKPqH6KS+QYxC7qrUnwSIkhh4w3pqxkr6afE+O3Y5QUPfcyEocFknGD+6hh1YULkq5cj8Blc3NYfuXPzfLLvfp3nvkuVRXOzeTj55iEIKQTYx5biE8RkskyZY7eI2eCcTZETX7NuJrjmnE3iLY6Rj9qeszD4Avl/iyTe4T53UY5ClIteco8TkTo9U4eD7mkT6a8RR/KOJ//cO7bOJ78dnVnxCZ1RlG7nUt8E3SwCIiACIjAnAQlQ5gSm4iIgAiKwEgT8iHMlGqNGiMB0Aj2EB6wApdM0hxCF1CFAoVvHuYWnONCOl7FDf3pky+IYvmM87lxQKggSPQpcKh4KX6rIabsuS6/bg2AGrDArhbNVPiFw8GijZEohAhwIOtDpJblQlFLGtYflgvl6Z8Paq9pITLKQ9kVABERABERABERABERABERABERABC4k8BgTWf5noWK+hgBli6l3MMGF6W+5jI7EL6zGXmQsg5ITbt2e3bmSDxtaSTQwsZvqeZBC2JbyPtfeVLctVMi1bd4WJh/lW+jJJq9d5T7iMcXAhNuYILRbMOFW3olKKCShQASrTb0Tb61ghMYl/hq/R/Ya2sgtj4mB62AZOXBnJ5waFI93EEIy1dj1hOKTXyE2+bc3n83/e79v/gEByt5ZA/E3ROX4RfH4xivRsQiIgAiIgAhcEQEJUK4IrKoVAREQAREQARFw4ZYarEDpSLIHJ5S9TttUYG9b5IwiDLxzMSSOhRn6GBuFp0YYIkBURr2cufQlbHMP8LwPqe9ekYIICtRaLhXP2+OqebFVMVuFyOSZ/zcOfvmW0hmlFDkByje7G4azW2wAQ0EFj0hbERABERABERABERABERABERABEZhKYBNik3uIIXwXYWIHxCcPMaGljNgC4wtcUmgABnWPD8Wv8m/+fNbi0ZNBk+0O+zje9tESlz/yHP2WNSb3Zz3B9ze5nXXPZa4zfQ7dTLIlOJ9QfALRScB1IzJBBd44sTtJUkwy3EfP3P+xjXewtSEd22l/cbEWdhBfa0N50mh3revJ25OqeQXhyU/7J3b9+eDUvD6qmkOk4ums0aSsxWjoLhEQAREQgVUmIAHKKr8dtU0EREAEREAEbgGBNmZcHPcgQIH45CPWXQR4tnAOw3lMALEj8ETwYb4wirvbWDFLCaKWh5i59FWYN7+01zMdDVPpvEUKnjcnNXPUaJpH7YLpI9XO+EIHFLqjPEAKnm/ggLJbyqMIaVx16Gi8JToWAREQAREQAREQAREQAREQAREQgfUjcA9pfP8YFc33WF8EeZt+h5NlrNPqHN3xo/CBQAI7g/056rlsUT7Tx0im1XVTUQPfLm79/rQ2TjzPzl3TQvFJrhSa8H7BRPeKVnQSVCKXfgcpeLzrybnmLNSxc7VMPUFRUxt2vzXEjSgw+XjaMH//fGT++vHQ/O83e3Zi0hkmNbWVbmcqQ10QAREQARG4PgISoFwfaz1JBERABERABO4sgQ5Gyp/hgPIWqXieYFYRnUrymDXCvMoMzbjMw4vjCVBPEWKWXcxgehJEdhYTBSnNaSl/Fn/Uld5ZR6DgHdxP6IBy1GiZBo67mOHSh+Ak1urY59PN1YtQ6JLyCEKUFzsVc4gUPqe4T4sIiIAIiIAIiIAIiIAIiIAIiIAIiMB5AnQYzcPl5DlcT/41XzHfYLsTp95ZVEMwFJy49DvDNDznn7+sM2kEJ9OeNegndjKoiMesb9kL67XPsh/z1Z5sD/f9Ol8tKUrbRrpUO3Q8CTbhdLIBxxO7jeCCkjO5AqJOEKZY9xMGZxboT4qWTCzCftPxhMKTY8R7Ptca5uf9U/PT52PzD6x0PXmDGNJZqw2BSpxyZ2JNOikCIiACIiAC10dAApTrY60niYAIiIAIiMCdJeAFKG8gQPm2VzANCEMqfSbG9UicCGVw6E+n3AYIAOQQQGLQyAlQArMBAQq0G8h5201Zy80Xsw4osFB9g5WBBQpSOrBXHadD5xiKUIpBzqbpebwBJ5TdivkZQh8JUG7+PaoFIiACIiACIiACIiACIiACIiACq0kgQuxgK5czL+Ce+q+FsnkO95MtxBIYV2BMYtG4hBedcHvVC5+waDt530gLz51YTusH7cMO9wfHKar37fNb3pLcT1FF+iJ87wiw5MqYKHW/aMLdgl2zEdxw7ArhCcQnN7ag4xSfHGDC0cezGlLuVM3/er1n/v3dZ5t259PpejoA3xhPPVgEREAEROBaCEiAci2Y9RAREAERWDYBDrvmGbot+/mqTwTmI9BBqOBztwUHlJzZ73ZMtdc1mxCIFFHNYBiPr3U//lov+u2OEDiooF6m4mEQqddpmAaetTYLBCTM6XsC8clrzGB5tlk223A4CRAMyUNs4lMW+f6EuawpR4F1QPlmdxMBCdx3eOYvaysCIiACIiACIiACIiACIiACIiACIpAgQEfWP+ZL5ruoYF1U6Z5KV9XcAnE2Rufcyk/sM64Rn7MnruzDTVMZn6wy7+MYe/Er73W9mLeW8+V9nZT0LBrf8bVelbDHiksKcDdBup1cBSl3Nr3rSWgCiFHodpJBzMXO/vGNWdY2Bt2PvzB+28UxV6aybmMyEuNDTUxM+u3ozK5/3zs2P8L1hMdvkbr5tNleVotUjwiIgAiIgAgslYAEKEvFqcpEQARE4DoJLGtYeJ1t1rPuKoEeBtAHGDwX4IBygFQ8ZxCFNOOBNXPLIIuuDXTQ+nWR6AQDGryVKX3KGQhQkObnOWYzHfTaZs+sT0oaIDFd5PSlAOUNZrW826qaL7ZKVmQSYYbWOBsnQEFKo3LRfLuzYX7ZP4lJYKNFBERABERABERABERABERABERABERgQIByCApQ/jVfNt+FReuiWkLKW7qfcJlHLDGMyrk9jue5Nzxvq7zCDz4pg+e57TxtZ6N8HOXqGnh58cmQpqO6FLbsON53Np+zopPwXsFEcD6xQhSk4OH5bETH3nmJTiE5odFWcALHXm77iJX1IDRh3KyFFDotxIRq3a6p9zpwPuna1Dr//enI/PXjofm3N3t2S1FKF2W1iIAIiIAIiMCqEpAAZVXfjNolAiIgAiIgAreMAAfWFJ18ggDlXadlNmFxW0agpwgPFOZg5jI+Lk8z3GcZ3sfQRggr3bJ1QIEABQ4ov7TX04q0CntVpuHhjJbjRtvsFhGMyPfPzcgKwa8UBuZBuWC+3KmY+9jmccxZMgpG8BulRQREQAREQAREQAREQAREQAREQAQM0vQGdrLK91HRfB0WzCMIUSqZABNZBr6sqTH52MXAnQMn3Dl/JXVVCxX0T+E2Tdxk1kMYT3FCllkl01/37XLb5Ge6Otg3u+LD76e7c3Ip72iSg8iEjifBBtxmt7Byi9Wn3MkEaGsa8QnbhRjXoJFsr21o4pw9ZntA1+9jx4pOOnA4gdCk0+mZU8SATtptc9hqm4NWyxxje4zjE2yPmi3z88GpeYn1/WkNjiiID0G0okUEREAEREAEVpmABCir/HbUNhEQAREQARG4ZQSasBHdg/jkLZxQHsOl5B5EKEybQ+cSDp99gMJ3e9I5f23SlgKUUrZv7iOQ9CyMzGaTJrrLD6RMevYyz3GWyxuk4HkLEcpRvWUaG10XYBiLi9EBJYAI5R6EJ8/bFStE2cgHmCHTkQBlmS9EdYmACIiACIiACIiACIiACIiACKw1gR3EHyg++Q7rV3BMfRBEiB8gBUvcq/F4xLTO+j/9j4tP/PG0+1b1PPvtYi/Lj504ps4JJS3fEU4e9sjJOQ/w4AziTpkwa7KFwATbeRPdK5pwy6XcsY4ncD1huh2KVGYubJMVkXCDA4hBKCixW17z+9za6+4cy9gV57oQkbTbPdOA8KSO+M2nZtN8aDTNu3rdvGs0zB6OP8MZ9whilENsOTnp89l6TrCayVMFREAEREAEbiUBCVBu5WtVp0RABERABERgNQm0MdDegwMKBSjf9gqmAUFKeRDu8UEPjthTDPondJGxAs5e2kAQ6V42xIymyDxCUOkI1qUNpP1Zl6WOIARntrw9RpCh1kBe35bZLSE4ArFJNuuCN74vnJgTIVBShvPJowpmcu1umlfIB9xAEEOLCIiACIiACIiACIiACIiACIiACNxlAnRczWOyyhdwSf3XfMWKUHYxaaWIc36Ox2IRiCFVik9uYqG+oY/G+yk9aaMp7K9rsdsbHi+nF6yP6yKhnSFJt8fP4TlWOt9CZ5OgDMeTTTidcKXjSQWOJyU4oRQxHQqOJ1Z84r8MU6p3IhO0Balv+hCP9LD2MXmox2O4mRhukT7HYJ9lDPb7EJpw26XbCdLmtOK1iu1Zp2P22i3zodU0HyE0+dhumn24nhx0sOL8IfYbqKcBl5SzZhutugyFKZ3S6RUnYH+KVryNap4IiIAITCYgAcpkLjorAiIgAiIgAiJwBQQoQPkcp+A57GKmB1LFdOBYwoAJl+HQigPr4ZG9OOODpTFfBWl4jE3Dw9lNFJ88xmpnlpj1EaAwMHGI9cNZzexhlssRZrw8QnAiD6FJlMH8rDE0dEKpRBDcVErmm51Nc4K0PR8xQ0aLCIiACIiACIiACIiACIiACIiACNxlAhSf7CI+8ByuJ3+MStb9ZAvHPD82tJ4LE6MWbnXyk+uWBwyiJthxMZU++uOlKPN0hRSW1/oBU+xwf3Ccokm+FePbFLcOi9iHggRdTyAqyZVCE+4W4HpSwLYI0Ulg6HpiHVHC8/GVYUXxHhuDWBbFJRSU9BoQnTTgOlvvmF4TK4UoOO9X03bl3DH2cb0FoQrdTqqYKHSGtDqHEJnsY30F0cmvSB39EXEyugWfYuLUGSZqnSBedoqJVFruOgF++eb5CbrrvNR/ERCBVSIgAcoqvQ21JSUB/ytoyuIqJgK3kYB+DG7jW70TfcKQ3Bxj9gYH1nRCOcS6CbcSzjyicOSyAysbZ0AtEeqjCwpzOn8BAQqfw8H9ui1VBDNeIxXPs62yebJRMgUEySg2YVApuUS5nClDgPJkA3bC9zfMb0eny4wfJR+lfREQAREQAREQAREQAREQAREQARGYQmD1AlY72cD8OSqbH5B6h+l6y5jUQefUReQnvneQFdj+WweSKSSu5zRbMh4hSP/kZGTBx1N8H9PXcr6kr+v8lfRnfDs867R30s2EAhMKT4KKdz6Bo+wG9suRyUS4HkCZAnfZsdDKxEdY0QmFJy0KT7qmc9w07ZOW6Zy2TK/Wdul30Fifhsen5Okg5U4bDiZtTLyqYYLRCSYV7TMWBneTPcSnuDJWdQihCYUnlJtw0laTE7Vu/os1kYVO3gQB/5NwE8/WM+cnkPxXdf67dYcI3CYCEqDcprepvoiACNwRAvrF84686FvZTebHbfS75gCzOT5jsL2Pwfb9IDQbfeZdzhqm0LlM8ITQ+Kt+hJkuFQhQHkJ8Qpvdl63GWvKsYmbM66OqebFdM9/fa5utQmTKffz6NjaeCZGapxwF5iFT8OxsmHtI15ND0KXHHMMMXGgRAREQAREQAREQAREQAREQAREQgSslsFpjT8oymH7nIUQnf4DzyTdhwdzDfgmxggDnfcaVseH1VEK+dxREcN9rBOz+1Luu9gKfvYjnCVvFfvs+8dgv087767O2aXleXI9rWWrxCR5KxxMGlXJ5pNaB2CTcysP1pGhT7uSQbidbwArxCYUnGYpPLlrweBtLwbbX7JouHU9qWKtt0zpomPZhw3ROmvacrwbJdrAwBoMsPNg2EI+pI/5Vw8qJWBSb0OnkQzwhi+7ADYpNULYF1xOKT1pYm9i3AhRfsbYiIAIiIAIisIYEJEBZw5d255vsfv+88xgE4A4TsD8D+kG4w9+AW9F1Dq4/dVvmLQbeTJOzjRlJdC3hLyYZfL1dDuPFusowAgUoZQpQEFx6xvrhEBLiHAfxqQMYiz1+qXfRnvX18Zl5d1JBWp2WaXYKcftHgyUBAyiwjt0pIuUQnFKeYqUbymG9ZarN1lLbpMpEQAREQAREQAREQAREQAREQAREYNUJMCbwGBNevoPzybdRwTxFbGATsYE8YgN+RO23afsyiCcwboGbViXCwLbM25eRPvNmVBJvRi7Nc+DaMOQ7z72+rGdKIYdj7Lb++rkt3yeFJwVMbNqITIg12KTjSWRycEDJUXjClDsBWsfYCcpftNhUO3AusSl0kD6HTicdOJ60j5zzSReuJzYNT8tJTlgX3X69eISikhrWE7iaHPbadgLWAcQmnIh1hnM1rPVYZML7eugoxSe8r4Hz3HZtzy9qpa6JgAisJgH+q6VFBESABCRA0fdABERABERABETg2glYAQrEJ+86TfNtt2AaQc+U7QA7nrvDQANiAheHBSY3m/cgvIC0PsbsIGUNBS7M90xHFA72ObBfl6XWbkN8UjXvT2rmoN60+YI7yDuchUonmwia5BBEQTjFbOQj86BcME82S+YLpO3pIHAhAcq6vG21UwREQAREQAREQAREQAREQAREYBkEKIHYgtjkW4hPvsf6Au4nD3KRKdn0v4tEGtgqF0sYCiNWI7bAVrBHvjWL9o4hhlUMl/h+8Q2MLGgv0+1kkE4nx5Q7EJtEuwUT7hQgQIH4pIhES3A84XWuFwaY+BB03r7bNlLtQFzSrXdMD2v7CI4nFJ8cUoDSNAYxGabbofyE4hHeyhgX0+icIJ3OEYQmh1gpOKHr7358jtc4KcqnfnLiE1SHGmzqHdTRQr3rNnFq5J3oQAREQAREQARiAhKg6KsgAiIgAiIgAiJw7QQ4M+QTUvC8Q+7bo3wXOW4xeM9i4M4AwqA1HMYPjwanU+zQSpcCjTyCSxsQnjxCoOlpGJm3fB5msqzL0kKe4UMITz6e1a0Q5RFcTZheZyODwEpAycnoEiGospEPzVMIUL69t2mO4JryAeIVLSIgAiIgAiIgAiIgAiIgAiIgAiJwFwgw7Q5jAU+QjvfP+bL5HQQoD2zqHab9daPo8bH0LC5WnxAXcvtOeMD9VVgonIi7tlBzyIN9oXDH9WyhamyMgnUlV9aUhvc4Sx6Pn2NdfqH4JIDohE4nAdLtBJvYL0N4gnQ7uVJoXWKZagdfhYsbQBEJHtSH2wldTyg8Ybqd9jHS7EB40jltm85Zy6biseITFGZUialyuNKxhOKTPUyyeo/1NSZacUvxCR1NBoIT3OcnEpFxF8cUn0DPMhCgwFvlUvw9G21FQAREQARE4KYJSIBy029AzxcBERABERCBO0iAMzqOMPuDaXgOIEQ5DTtmpx+YAlgMAx8Ew3DD7FBF8h4foMjhTgad6HxCF5RnCD5xFspRl/Wux9KjBStm3nyuNZCKp2qewtXkGcQleYhPIgRbxiNMeZxLClBeHpza3MbADZSezHr0Xa0UAREQAREQAREQAREQAREQAREQgXkJML3vfQhOniMGQPeT53A/2ULa3wLOu+jC7BhD8pnJkbTbv4xEI1nzcvbZJhsTwc4iIpTxeMqiIhRPlVu/sof+PPdnLZ61304sD1FJFpNvskitE27D8YSuJ7su5U42yjnXE6QopvjkwgUP6TNOQkcTrN0GHU8gNqHgBGl3vPOJdUJpwBUF8SnMnbKiEca0mGKHriaMM+1BbPK23TSvsb7qNMwHCFAY82ILtrKhdd4pZLMmxP1slnVPwTWKUDqolw4qTe6zPVpEQAREQARE4BYQkADlFrxEdUEEREAEREAE1o0AwzWcKXLc7ZqPEKF8xGB9G2lyOCDPIijkw0J+6D0jbGC7zzLJ8gyaRIi+WAcUCFCeIvj0stVYN1S2vafNtvn18NSm1fl2d8NUotCUo+BcICeCxTAm/5gnGyXzDcrdRzqefBCYdqdrAxtr2Xk1WgREQAREQAREQAREQAREQAREQARSEtjEJJTf5Uvm91jphsrjPP7qT/cT/m+exccYGMPgPvUBdsv9eSq6orJsg4+FuJ75M+ke6O/1pceP/fm0W94/FMG4FqW915fzXB1xfzbeokqKT8Kd/FB8sgXXkzLS7UCQkgnwhhFXygwbMVbB8NCm0aHrCVLu0P2kfYwUO0y1w5Q7SLfTb7lUPH246LJNdPKlo0kdE4WY3pkTqig0eUXRSbth3sL5ZA8TrKpxmTa2jEnlMz0TYBvgfjqg0JDFC1AoPmmiPu+mQkcULSIgAiIgAiJwGwhIgHIb3qL6IAIiIAIiIAJrSIAzPap9CFAwQOeg/TFEIpsYeEcIDHFwngybJPfTdpWhDs58KmdydvbTE9YPgQaDTpy1MjGYkbbyay5HAQrdTL7crpijesvsFvOm24uQ73g0fBYw0BJmzA6uP90sm0cVl7KHaXxqzfVJPXTNePU4ERABERABERABERABERABERCBNSfg0/DSAfWHCJMywqK5H2DyBgQoQWKiS9pueimAjx0kxSdp67jucq7NLoKymPxj8RYv53lxDzz8uDnWzQSxomweMR2k2InuFe0aQHwSVBAbiRALgTDFCk8uagheInQhVknUa2KiDp1NbMqdthOfHEJ8AiFK5wQpdxA1YnocbulMcgzRyTFcTQ4wgeoz4lhvEcd6EzueePFJDWVGlyxS9HRNiDgUxSg51EUBCr9Lvl6KT+iA0sFqHVlGK9CRCIiACIiACKwlAQlQ1vK1qdEiIAIiIAIicDsIcKBNB5R3GLR/DVvch7DJ7dkh+Xw2rUkaTpLRt7OAOMgvQZSxC3cV1k0b3i3sn8J5pc0R/5osJ42WdUB5fbxprJikXTQdiHUYYMvRvzVecGiDGQWk6NnMh+bZlnNC+Wm/DwFK2xfTVgREQAREQAREQAREQAREQAREQARuFQGm2HkG8cl3EJ58h/jC8zAy23HqHabo5TIcPbvjtJ8+ekAxCvf9cdr7b6Ic25i2v4yjeKEN28r75umje07ap/EJkxb3RB+qGTwf1WbCrMkx5Q5S7YQ7SLmzhZQ7m3krRqEohXltZopPMBOJrid0O+l1eqZ75tLt0PGkA+eTTq1tujWk4YEjChfreIK4Sx1xqyqEJ5w89R7xq9/grMs0O2/bLbigtA1FJyzD+Nb4QkcT1kOXk4IVoFCE4hxQOCmLcSnex62bKDVeg45FQAREQAREYD0JSICynu9NrRYBERABERCBW0GAg/CPmDXyLtc0R8ibW8fAvYPZSX0qKVKHSiagYIAC0QoO7OmCUkGduxCfeBEKB/dt2Kiuy9KGYOawBovXs5p5d1ozD+Fs8qBcjAUoPpTmesOgS54ClALSDsEFhal49qoN8/64ui7dVTtFQAREQAREQAREQAREQAREQARWjEBSXjAQB6xIGzk5YwtiE7qe/BAVzQsIUO4j/U4JsQBOTHETVRZrLPvq1tUWn7CNyXeUtre8x93rRCjD4/lEKHzeIs/nfXw+l/EtXU2yFJ9UQhMg33B0H84nuwUIT5BypxiYbJSzzrDu7imfiP9QG9KH6ITik27seEKXE+t2chxvWx3T4XW0guIQxqjoeLJPxxOsFJzQ6eS1TbfTsueq5xxPRtvQQz30UmmiY80+xSdcs7afkLpY5xMvQHHfrtH7dSQCIiACIiAC60pAApR1fXNqtwiIwB0n4IdkdxyDur/2BGgzyry5bzuBtTFlrlzODilgOA7z1IWDFxZMHDXhJkJtGwg80Yr3KdZjBBJOB6GNNcCIH3n+1B/BCeXlwYl5WC5AXFIyTLkTIa2Q1evE3bD9xbkNOqCgzDe7m+bve0e4qn831uBNq4kiIAIiIAIiIAIiIAIiIAIisJIE7Bgdg0+OLPnHcgzd7famG8t25THx5AEmnfw+X7Irx/5ljJcX/eOHHz17UYDr62qOqtlW91bYvsvFURhbYF/jcMpcr5b3cOHWr/bEjI8ha1dwcIxKcgWkT4qFJ+FuEel2QpMrQ3xC4QmEKTY1zwX125Q2yKPTa8H1pAnJB8QnbQpPbKqdlku104LkBK4nLUxS4qQoupnQ1YSpot9DcPIrBCe/xaITTqDi9YaNXdlcPhc83X1fGPfKoVN5bAOQoSCK6XcoPOHKupAICPX4nl9YpS6KgAiIgAiIwFoQWPR3sLXonBopAiIgAiIgAiKw2gQYzGE+XM4s2cOMEs4sYbqcYh8zXHCNs5guu7CKPD4oQHmMGVBPsf6aaVy22hu5/7jeMr/sn5ov4Gzyw/1tU45Cs2FDaqOcolzWlMPAuqQ83ypjWzBlCFIaHeQ4XiPnlxuBrIeKgAiIgAiIgAiIgAiIgAiIgAiMEOCIk+Nz/vGcgg/+qbyNP5p3uQ/FAo+9WGPkxms4oOvpY4hPvoLrCVP7PgvycEPJIeUJ3DPQXi/JGB01T2+YlwGwP7Zf+HD9m37PTV/xbWYfk/uLtAvIrAgl7b18pmfrt2nvHS83aHsE8RBS64TbTLmTN9G9ok29Y4UnFJ8EeKuJdMQj9aASKzxhuh2KT5qIgzC9jk25A/HJCdLtwPWkVW2bFs53ECOh6wknKh3B8eQzUu1YxxOIT+h48gYpo99hu4/rZ7g+78JvEV14G3AADtHmPJxQWAsdgZ37CcQxVP1oEQEREAEREIFbREAClFv0MtUVERCBO0RA45I79LLvRlc544MzSd7D0vRRENqUOQwi8avuQluLhTFcICQzSMPDWVBPEIwqoe5BVGaNEJ/AAeUXOKB8e2/DcH+3lI8ZjXYih6BGAQKU7WJkHm0UbSqeJ3BD+XhaN6fgrEUEREAEREAEREAEREAEREAEREAEUhOAKoHuDRR1RLEIpYWJI3R3aGFU2sEf0LuozP7hP3WlyylYhgPod0i78we4n9DxlKl42M5gAfHJsEVx4A0btxcfDwus5B51DDZ6wpzEdpkvlsLSvNNvXR3pPilcWcZCwQadTsKdggnvYcU2gOtJroRvICbbmBzEJxc8zAqi4nQ7PaTU6ZzB6eSwaV1PWvt102vAbwTnm5igU0e6Y7qdDB1P4DrbrpuXrYYVndAFhfEqnyYn/jLM3U06ntifFYhP+HPDnxfWS2EKdDJzCX7mfrhuEAEREAEREIEbICAByg1A1yNFQAREQAREQARGCXAmiLc3/bpbMPeymAFiAyaQnyCIsYgIxQVMONcJwQsEJ4qZnNmGu8oDCFx2MTuqjBlR1uqUEZo1WartjvlwWjPvT+rmU7VuBSj3SgWk4YFjTGL2D2d5IVWyKUGEslvM21Q8L7YrpoacxqdwUdEiAiIgAiIgAiIgAiIgAiIgAiIgAvMQ4LiaE0VKNrVNxv7xvGX/oO7/uA4hCsbf/GM7R9n8w7qXb8zznLRlOe4tYZz/BKKT78Ki+RbuJw+xX8FYn04tjAn4NW2dyXIMFbhogeuP20+WWJ193zb2d9HFxVDmvzvJeLg/Z0tYHN+rLJxPcnQ+ofCEridwQAm28iYb+pQ7KId3O3Hh+4KbCcUlTLfTrWGFy0mHKXeOmqZ13DSNk4ZpI91OB2VPEo4ne0wNjQlRdDzx6yGun2JdxsIEO0w33cAPBacR8eekif02RCg3IdpaRp9UhwiIgAiIgAhcREAClIvo6JoIiIAIiIAIiMC1EKAQxAlQWtb2tBHEs6fw9CmhhdTtYtgJE2RMBIEGA1E7mA3FANU7rHxmrc95WuuxtBAoOUBA5eNZzbw5rhqKTx5WiuhcaIro2/iSD3JmsxCZZ0jD8/XOhnl3XDPvTHW82Ioc+5DZijRHzRABERgjcNl/jceq06EIiIAIiIAIiIAIiMDaEOBvgpAAmAgr5ABWiJLHpJGudUGBAAWyE+fwQDGKSznCP6737Ij+asZ6FMNwbP8txSdwQHkOAcpulmNjiBhiAcq8gH1Lh9vVF5/M28dJ5fl+fZ/d9fNnJt2XPDccLQz3kten7+PJmFSTwSyaHN1O7iPtzha2EJ7Q9YQrRSfW9WRa1aiiD0FHr4V0OnUIT+B6YkUnB3UrQKEYpQlRCiflVK3jiXPhfYeY0MtW3fwC1xPuv8dKtxOmx6FIZFkLRSZ0PWkiLsX4l92322U9QfWIgAiIgAiIwGoRkABltd6HWiMCIiACKQgsbwCU4mEqIgLXQoABqv1u23xCrt0DbE+RV3enH1hrXwpIfOhjWqzBNzJZzv+k8BxXBsuKCFDtwAXleZg3n/Cck9hq1d+/6lsGLbrIYbxfa5qXh6fmEcQnX8LZJESwpogZQcmFwRkrQMlHNgXPVxCg/O3TkcmhbA+BGc2ySdLSvgiIgAiIgAiIgAiIgAiIgAiIwCQCdlIHxtN0FaHog1uuHGlTnhFAiBLRCQXXKDrh+J5ilCau2xQjKENXlB7O+3H6pOfMc47uJ5uYhPF1VDC/Q+qdLzDGvwenU4pPXOod1uZiCWnr9W1jK7k/3KatYTXK+X741vBNzbOwPOvw24vu9XX77UVlJ17DbCHrbgKRSRZpdgI4n9iVKXfKEa5BmIIYxtQFDaXwpI84Sb8FZ5MzOJ6cMt1O0zSPGqYB15NWvW1aEJ6cwFH2sNc2nxF3YuzpnXU7ca4n79pNcwS3kxPEoq5qIVP+PFDg0sXWpd8Zf1tX9XTVKwIiIAIiIALXS0AClOvlracthYB+MVsKRlUiAiIgAitEoIsB+AmCBp9he7oHYQitTh/kujZvM2cu8V9+H/yYFdjw5di95D5DFnkExLYxI+pLzIzaxzN+wyyXz7Z2ll6f5bjRND/vH5sXcDY5abZMOTr/Kx37nkcu7C04oDzdKJl9CFDomFJCWc766cJJRYsIiIAIpCeg38HTs1qFkrP+a7kKbVQbREAEREAEREAE1oEAxR4UnkTYhvgVg5M7OP2BY+w+zvG4a0UocHnAMd0dWnRGyUCEEv+h3bqjQIaCYb8Vo1ym35SVsC2cXPJ9VDJ/xPokyJsNjH+HqXcW+11oIDpBO/nb77r9Bsz2u54P+88+DI8uJs9yvnxye9Fdk2Q+aZ7H+rNRzmQhPqHoJHxQMrkKhCdYM0jDk8VqXU+mPRwVWPFJB98riE+YbofCk9Z+3TQ/1UwDLig1iE6qHazdLkQnTmzyst0wP8P15C1EJx8Qf6pjYhLFIN1reNt8P16AQhEK/6dFBERABERABG4jgfN/rbiNvVSfREAERODWEfDDwFvXMXXoDhPgbKgzDPyZFoeBgaew0i1jRlMeM6mm5vhNwYuBD64MmlGAwqDUYwSnvgzb5kVQsM88hhiFM7XWZTmqt8wv+yfmh/tb5qjRsiKTDixi2UeufsnB3pXuKBv50NwvF+CEUrLr+5OaOamvT+oh3x9tRUAEREAE0hLQ74ppSamcCIiACIiACIjAdAIcXQb4cOKTjHUXYYpbjju9Byd/6+A+0+0E+IM6xSghxvd0Rclj6xxRMvjDu3NEYWoT/vGdI3A6cyZ/a/GCAz+qpbiB+3bFB7cFjOsfwO3kO6Te+RLOJ48RO9hi7ADn2S6W4eK37ijNJ1viFu75I7/111Z9y/am6jtjByxoOzvspT81vr2o3yybXC8qy2sZOJtQYJLbjExuO2+CHbdmi3BCofAEX7oM4hnTloHrCcUnjY5Ns9OC20kNKXfqhw1TP2mYU8RN6LDLSU4fEWNiep03cD15z7XdghtKx5wiFjTs+bSnLe88415MV8VF4pPlcVVNIiACIiACq0dAApTVeydqkQiIgAikJHCdQ6SUTVIxEbgkgXq/a4MBHzp5mx5nB6KQHkJZLrDF7/z0AMT4o31J/5PC4zzseDcREnuY65lTuKD8gJlSNTzzx37dHK+RIwgdUKqttnlzVDWHSMdzH84mHbQ/gNgkKUAhEx4XAjihIBXP862KYSqe0ybSD9Wb48h0LAIiIAIicKsI+P8C3qpOqTMiIAIiIAIiIALXSsA5nNj0OxiPw5sC43NMfEAbkmIP/tbBP6tz7N7FdQpR6JZCoQmdJdpwRKHzg03Nwz/C2304pvA+7FuhCcaurJcuqL5++yx/jGtIyGLFJhzL/zFftql36IRiU+/E7UIx7M23JMUA7AuP3Xa+em6yNNt7vt88y+X8FULOQE3E9DV4SSMLS/v6fA0jBXDAMn4dvzbrOFsITA6ikzBOucP0O9kSvl0BYhr84kxqr68UDep38H7aiBc1IT5B2p3WXs3U4HxyfFAzp9WmOYPzCVPtvIHbCR1PfmrVzGs4nlCIUsP3zae/Sb53X/1VbsmSPxNaREAEREAEROC2E5AA5ba/YfVPBERABERABNaIQB0uHpyVwpW5d5v9CEEsDs4ZgOCS3HdnLvzEbZh8NRIUYeDMuqD0IvN9vmgFKEz5U4P7Cq2CrzsAcWH7p1zkbJ822vu51jC/Hp6arWJkHlWKNr1OAJFNckF3TZ4CFJR5hpQ9FKDwHi0iIAIiIAIiIAIiIAIiIAIiIAIicBEBjsQDDCrpgGKFIdjSmIKjTl7jyoXCEJbhpI+N2I2E4hEuHMVThMI/vHv3E469/T6vWQEKyrk6cYQdK0LBGQpd3POc60oJz2DKnReYVPIoF5kKnscUQWyXeyKfmn5h+7hwa1d8+H17YY0+2O5pDCjuoPNIJqLIA28H6W+Y6oZ5kfqY0EIhynCL94X4TC8+17NlUDu3FFDg/3yOfxbfl9+fiMtexHvE85hyx7qe7ML1BO4nua28TcXDdrmXOL0m20bvelLtmAacTupHDVOF88nRUc3sndbNJ0zYobMunU7eWseTlj0+hBPKKeIodCHRIgIiIAIiIAIicLUEJEC5Wr6qXQREQAREQAREYA4CdcxE+YAAAdcT5OhtIODByTgMDzCgsdDC++LgCO9n8KqcyZkHsOn9HvIW5vt92a6bzwhGnEH0wuety3IIF5OfkIrnAcQnFJbQAaUYjraegTwrQClE5otYgLIRjRUavUVHIiACIiACIiACIiACIiACIiACd5yAdyWhAIUTOShA4fCaYhOfKscj4jWXGicyX0YFswtXkhLG3QHLohAux3tOqJCc+MEhOFdOPom1DfYe1u3a4MQodh/n6LISML0uhCf3YwEKx/mLLH7479vgn+/PL1LnTd9j+4IPS8RjIX+IT3IboclV4DZSRuobu0VsIBaX9FqQAmH12y72uy2IULht4nwb1+E6QrcUK0KJO5oOPd4eFEJ0OgkfFk0A8QlFKDm6niDtDp1Y7HfKt3cSRPTJup4w5U61bZoQnpx8PDNHn6vm6Kxp9uoN87oFx5NW3fwIx5NXseMJUz3zu4Vu8hs2qWadEwEREAEREAERWDIBCVCWDFTViYAIiIAIiIAILE6AM1FqEJ0wFy9FKMzlvI3AVQ7BiAjhE856SrcwauECC9wbHrl9BtBo0cu6OXOKuaOrCEr80uqbsz5NgNdjOUJO45/2j6345P+z9x5ucWTZtueG9A6PEPJSGZXt7nvfm5lv5s388zPfc9993fd2d1mp5A0In95nzlon8kCQZCaJESSwTlUQPuLELxLE2ay9dglldTKDhCV4+JgTpkRtIY362Lm0rc5kbBGilUKtYc1Wn9fu1Xh09VIEREAEREAEREAEREAEREAEROAzEuA4miV3OBaPQfDhy+H4Mbbbj7F1bjpq85gWozFbwRie4/hZrKdxDsfeHIV7BxMvVuDWcKMwgCP4QQIQf2xwJRyEBYpR6LhCNxRfCujgOL8UvsPwZS9KOLj31RUpsOcUekzB4WQaghPnOMJlup5A6BGB+8g0slboQsIyONzmxCQUocBZhAIPJ/KA2CTCEjd0G+Gc27mf65hgH+uEK1PM4OFEdUdoTicVt84XjniOK7kD8Ykru7OQtMgM+pDFJwv9Gik+wWXZPzqfsA/NUsNqRZTY2a7YHsrtbOyWba1Qto8Qn3yoY+o5nmzAAWUHTrdBkhEuoiYCIiACIiACInChBCRAuVDcupkIiIAIiIAIiMAoAgz8sBbvHgIFHxAwWG037DZK5VAsEkP21Mkag04HgQa/xjmzsxhEy05F7RaCY18n0s6KdR01ghmguCrNOaBsFez7lYqVGk2bh2tMf+PzsixPCkGnObigrGSTdh9OKHdm0taC2CcvAUo/Mq2LgAiIgAiIgAiIgAiIgAiIwI0nwHEzhSduwviZYhInJMEgk+NMtgT234rE7CHK4TyKp9xyDokeKWynI0pYHOLP4XnUJfQ3jt4pAmFzy73x/MGoPtjHrzydTizelcVfjsKUk7Xg6gf3HXS3k13x0o9GAsp0KmIRuJxEc5jgdBKB2GM6ybI7oMYyPD2BCpfdExNAT0ASlN3BOkUpnFiexy3jySgEQQyhC2cUuqUcmlOkAqeUYHuwjy+aZX6i8wk4n6RRbqfnvALhC8UxPWuc4ch6/erguu1qy5XbKW5V7NNa3ta2ivamVrVX9ao9q1fsNZxtPyGmU0RMB/IX92G6Bm9zOBvtEQEREAEREIEJJiABygS/HHVNBERABERABG4qgQrcSFiv91MrYcVY22a6EUt1EepC8IIBhONCStzvjwsCDn7LAVFmbzFbitbA96NJ24lT9FJHIg9EGa4Uz+SHKqrNlu1UarZerNj7fNnSMWSepRDYoWAHQadwY+Avif1z2M9SPA9mc7Zdrlve6uHDtCwCIiACIiACIiACIiACIiACIiACzvGELiMxDKe9+IQldVjSluVvZjGWXoL45A5cRel6QvcTbqPwJI7JOab0OO6P4XsL++vYHx55d7kDG/w2zsPLvcu5mAAFKOHrHB8p8GcHcybAsFHjENwn2OLvFxw1wV8p7qC7CAUlcbqcBE4nETibRHtuJxG6nXAZkxOeREEMsQK6pEAd5CYydAIcXI8LeLWYeShg4uBgTlUHVuhGsu+W4txQAmeUbhMH0iXFu6Vgzhc0RUEMRDBRlNxhCR4nhEGfR4pPeuKXNq7RbrSsnK9bcbdqHyE6+bAJ4cle0d4WSvYBZXbWmg2j48kuEpmKXQhVXIcn+L2payIgAiIgAiJwAwhIgHIDXrIeUQREQAREQAQuhcAZojYsw/MRgYT1GKxVIQZpdGO9gFAQUuKlGSQZ1VwQpXdAsBzeErigsCY1r9WMda2A+7xH1hbrA1eRzVNF4GLSWxO2uHlMnyBAebNbdOKTVTibsBRPvwCFoblkFEFCuKDcm83ag/myPd/aQwBp0p9S/RMBERABERABERABERABERABEbhIAhw9M6chBlECRSf0I6WghOtZKBQoNnmMUrb3YgknQpmH8CSD7XRECcQqvMLx7fDYvjc4xalTbjFIQOEiJA8uBhAsMx7Qf/3+9dH35vXYvFaB6/7ao8+cnL3Ui7gyOyinE4PDiXM7geNJJAPBSQJvDYKUwO0EApAoXibEKlM8aQCqg+3YSWOSYY8JSHRDcUIUzilG4bw3BcvY3XNT8YDpuDIFBxaWAmKfnPhk2D2w3TmuQMzSrresXmlafqtsn9YL9sv6jv2ylbff62V70ag64UnBOcH6NzriotolAiIgAiIgAiJwYQQkQLkw1LqRCIiACJwXAQzs3LB46HDwvG70ea7D7quJwDEEKP5YRwYLJ2axrEAU0kQNaWY4RVwk6nSff57V/xFkcIwBNGZsPY2nrYx7bcG2tYZ5/7HHdPvSdu9U6vbHdt5u59L2xULO4hFEjGKHu8PkpkRPgMLyOw/ggrKYTloyHrUGLHQ7DBipiYAIiIAIiIAIiIAIiIAIiIAI3HgC1CnEMP6mAwqnNIQlLF/LiWNn73iyCAeUGYzV0xhT87igJM744/XDY3TKSnrjUuzgkr+S23Owy23nPj/xhfljuTyqeamCHwFz7qdR513mPudYQrcTupygdA2nCOdwO6G7iXc5ofuJ20+hBxVEFJ14pxO+1HEhDXtYXgLXo3DHiVamIQzCsndMmeIODxPLTuCDL1NwaZ2ilQ77NKITzl0FJX+aNQhPqk1b3y7ZGqY/NvfsxWbeXsL15G25Ylvtpu1gYvzGv89hXdZ2ERABERABERCBiycgAcrFM9cdRUAEROCcCHBEd8XaFezyFSN8bbrbQBBhE9M6rFR3e0GFJvxemW1FEcp4hXgCHIyv8KPXP/ewmM3lMrgicfsaApQ9CF5+QzbNDk7oMGDiD5zg+U61BjeTgn25MGuletM5oPR3l8EhOqDMJRNGAcr9uawtZRI4NmptOM50MKmJgAiIgAiIgAiIgAiIgAiIgAjcbAIcO3LczWSNOOacKDC5i1I7XyaQzADXEwpRsnAUTWE7S+7w2NO2w2cGI3c/huc1gy0UPFDoENzFn9M/P74PwQX8OJ/z8HT8+ZdwBB8Soo9puIh4l5NoDiVt4HoSgfsJRSh0FaHLyRQniDxYmseB+xzd5aX333fwBoKvA24GuE6cgl1OCDPgkPCmLsQnnXrbauWGlYp1e/1xz/75fsv+bXvH/r67Z5/aDSsgZqMmAiIgAiIgAiIw2QQkQJns96PeiYAIiMBRAuFR8tG92iIC14pABU4oH1t1u92K2zIEIrEzBrYGwWHgBFWILQPXkMVOzFkIf5fIIFYzZe+aNZT/mXxhxh4cUF5Y3j4UFmynWrdsIm5zCNxEGKTaDwwFT8/VZDTqyvU8mMvZ+3zZXu4ULA8XFDUREAEREAEREAEREAEREAEREIGbTYAeFUk4VtyKxux+NOnGyBSfsNzOKuZL2E7XkzjG5xyj9485z06Po/FAGBJc66D8Tnh460UPwdEnvyvFLIH4xAfaxr8GowSMFbR6SSssUcTyQ3SAOY8WuJywlE7P8YTla+B0QrcT53Li5tjmyuygvA0FJxj/U+ThunA+3Tj7o6Afx74fvgeU2+lgakB40ig17c1G3l7D8eS/b2zbv21u21q1aptITqoqcebs70RXEAEREAEREIELICABygVA1i1EQARE4KEuDDkAAEAASURBVNwJcGw8KYPJc384XVAEDgjQTvUjXFDuRpv2KNZGTelpS7pcrINjxlnit8uwkBKDawyYMaNrHsKMe52EfRvPuMAGbV0bEHJMeivWGsbpYwFWtBCjzKO0DvsdB6tpBqJCjc+aRObUfCrhXFDu57O2XqxCvlIPHaVFERABERABERABERABERABERCBm0aAYgEKSzIYH9+G2OQrOJ6wVO3jWNLmIlGbwcR9FFvw2MOjzfOldXBteqAGIpT+O5y0B4wLuNhAL0DgPU+HxQv678d1HtuG8KSKeEWNbqJYd26tGHsHVHjUKRoe2DmLYE6hyRG3kwzq7MLhZBpuJ/tOJ1EQgOjk1G3Qg5/hcgP7MeJ6vnRPp4mywLW21Qt1K+/W7M2HXfvb2037/wrb9j+KuwMvq40iIAIiIAIiIAKTS0AClMl9N+rZMAKDfjEedqy2i4AIiIAIXGkCFKC8a9XsfithJSzPdaMu8HQaBRZjHpyG/TPiS/HcgtPKk3jK9jotuK80XBke3tsHpiYZ6HalZn9s5W0mEbOVbMqm4jGLuRrLB712AhSW4oEA5QHK8LyHAOWXTwroHBDSkgiIgAiIgAiIgAiIgAiIgAjcPAJ0M2FixmOMh59AcPI1xCdfYJmuJ8uRmBOepJAUQgfRzy0+6acfFpoEY/phI/v+M4P1/nO4Hp4Gn3V4K2MCdDyhC0cRMYLNXjkYClBSYHc7Frf56RjKEgXOMIfPHr3mHU/CpXUoQmF5nelUJHA9gdsJLFYClxOKTpBcclAKZ/T1D+3t4EnamDCHkgYgsIyZuxYzdFzwhNfGsrtPbx83cNt5NN4T4JzzCcQnrUIDU912N0u2gekZ4hp/Lxdso6lEmfPArWuIgAiIgAiIwEUTkADloonrfiIgAiIgAiIgAmMToADlA0rwsM5vEYKQejcW1Hw+Q9DDn8pgU7jRKjdtEdgJx43FaHZRV/h1tGbsQ7VnrRs+fhKXKUB5jkDNnZmMPVloWgJlhfob40cJOL3MpeJ2bzZj92ezloNghVlTPvuo/xyti4AIiIAIiIAIiIAIiIAIiIAIXE8CFHdwnDgLd5NFCE1YkvZfklm4kAbld7Iot5OeijiXj6hTJYzmAGmBO4DX/RyNV+0fzx9/n+AMfh00jTo/OL7rXE/qiA3swSn1U6tpb1Gyl66pHVyRJYmYtmL4a4uT6AAokz+OJcBjcBDL6kRn4pa4lbY4JudywvI6cDzhNM053U2PveCAJ+EDsFFlwhlK3XQbQcmbbhMqEApSMDknFfR7v5wP7xdad+IXdna/D/sL7rruy4BNBzt7S+gG79dtdeF60rJ2tWUNuJ7Ut6q2/alo79bz9ryct58rJcf3yPnaIAIiIAIiIAIiMPEEJECZ+FekDh4l4H9rPrpHW0RABERABK4XAQZ3dlst20Rwh9lFi52Yc0FhGZ6YC2yME90Ak95hUwx0DEEUXI52w1OWQ9bXKrKXvkHGV7XbRtAD2TjDThxyvcvYvF2mAGXPni7PWrnRtFwSFr39Dc+H2BVEKBGbScbtFpxS6ISyUaraFs6vN1v9Z2hdBERABERABERABERABERABETgmhJYisbgchJ3ziePYyk3fwjxyTK2z0GQwjEyUhacoOI4BF58wuPCy2NIMY679KH9p7meH9JTh8HlcP8OXTy0wuMaiEs04HpSRmxgD4kqrxpVe4HpWaNi63BN5TEL4LTdzlgh3rJHcI1ZwjrdZFjOiMkuwyIXEbibRDNxi80nLLaQhAglYdEsaPeEJ04AgvE7LrEf1wh1b/Qin3Pf6QSik57jCUUfHYg+OpVgThEKRSm8p6G8jxO7YM7AwRTL/fip16egL3gmLuAw1znXR6y7fnIftlPV1NcC4Qnuh3t26m1r5uvW3KlZabdqhZ0KHFrL9ge4vuuJe1jmSE0EREAEREAERODqEZAA5eq9M/VYBERABERABG4MAdZVLndbCOQ0bQMilNvRlq1EO8asK5bMORrO6EfDIxgOCuIgXDrY4jYf+sJ9rN3MmtYrCMDRcpj3fobgEsUw7M8kt90q7Gl3u7ZeqthevWFzKF3UQZ8ZGPKsOI8gEOQFKMvZpBOgfCxUrATRigQok/yG1TcREAEREAEREAEREAEREAEROBsBjgk5RuSYmmPr+7GEfQvXk+8x0f1kHuKJObihZOB6wnIyB6PJ0ff1gg4/avZjUJ7FfeNeZ/RdTr7X98f1o7fC/nAxvK//ypBJuAo1LLlTgPCEsYGPcGj9uV6yX+pl+61eQZyi4U4jMwpVmphYkqcV69otxBSyEGbEodLoF6F4t5FoNm7xxSSmlMUwTScjbppCKV13TH+nRq37h0EMwC1CfNKhuMRN8GfpLXcqTWuX4NyCifNuA/vgiEKhCWxUD9xXKDyJ+wluLDFOEKj0ygAhsBCUA6JTCrcNcEyhEuXQ54DuKxCe0PWkXW5aA64n9Y2KFfMV285X7X217IQ9dMItgLeaCIiACIiACIjA1SQgAcrVfG/qtQiIwI0mcNwQ+UbD0cNfUwJllN9hAGK1FUdwLGkJZBElEMUIBzIGPTr3B2GuXgBm/wwfmTl6FgNDDLIx4MYssEfxpH3TStlLxJXWEFxqI6A0qa3ealu+2rD1QtXe7hYtG0PgEC4nLLkTR3Ao3PicSbigzKcgQJnP2YdC2d7li5YfGYILX0HLIiACIiACIiACIiACIiACIiACV41ACuViWG7nbjRh9yA+oeuJL7dzG9vSGA/7kjunfjYMud2ouzdoD8bmB+Pwg7H8wdKp7zXixOCOB2ITLnFEz+0HvTl6ASZyVDD2Z0neTcQBPmF6DmcOunO8gTvHx2bDCohT+KvwODqi0LEjj+27EE88hZiHiS10WE1CzBMHV5qCUPwTgctJbBauJ3A+iS+kLJKLWyQDSRBdRijsOAkWPIhzN+mV0nGuJ20IPVhmx7udhBxPuK1bpzAlEKVQZcPzpyAOMYpR2ElOPUHJ/nJPZDKNOIIrEdRzRnHLg9xSuB/PvO+Sgofq1iE8gfNKc69mDTifNOCAUi82rFxtOpHP+57Ah8w926NvR1tEQAREQAREQAQmnYAEKJP+htQ/ERABERABERABF/T50KzbA4hPKgjoZBHA8QGj4+Iy3O8DS+HlYVgRIumV4YnCcrhrtB7eimesjqynHQSRql0ETfavOOwql7O93W6DVcc+wQHl9U7RljMpW51JI240fUSAwnrUqVjU5tMJu48SPO/2MpaNw+oXgSYXvLqcR9BdRUAEREAEREAEREAEREAEREAEPgMBNy7EOPAWSuvcjSLRAo6fdD1ZhejkNoQSMxClzGCsHcP40TmOHjfYHtZHCiL8Pi6EruMXDzYfLPlTzne+3xN3Wb/m5+F7cRvH+nQ+bWGiiIRCiLeIRbyGK+pPcD6hCIVOKIxLhFsD5XnWIOgowSmF+xg/YGyBjii3InGbw19hOAaP98QbFJ8kVtIWm0PJnVkUGabzCdxHXFkbDyl8g/Byr/Nd9NE1Ck8gHunQXYSiE5a3gZCkU8MEt5MOnEbcRMeTMkQzFJpAdNLf+rf4uAdvw30Ihbj+UXAyHUd/4Y7CuXNF6c3pmDJNp5Teuivj0xOz0CGF4pcWBCfO+WQT7icQntQaLctD0LMJru8h7mF5I4p/1ERABERABERABK4uAQlQru67U89FQARuKgE36rupD6/nvqkESgjgMBCxAScSBnMYxHGxluMCMwOA8RRO+8GV/YXDB7PGNTOV7iAYV010rIgsJmbjtLsoU4Pg0sEFDp83CWtbZQRttgsorZOz8mLLCU36+8UYEB1Q6JCymkvb3ZmsE6x8KiLYg1I8bWRMqYmACIiACIiACIiACIiACIiACFxtAs5xA+NbikyY1EHHkyfxlHNAuQMHlLmeIwqdRlmS5xTD7H1A+2IFbAmG2nDWwMLQAjzuZgeD8rPce78TfQvu6q4PwY5g/eCe/nD4gqCMDpxPEHMoQkjyCjGIl82q/VIrO+cTJqTQ3YTikmHxgAr2vYdghQIWOqSst9KurNH9SMqM4+/ZmKXheJKYS1p0HlMmZpE05D50FwH7Y+HjukwYCVxO8AxY3hecsKwNy+vAYYTzThUCFDiOuPI6EKVQeNJt4U3gnKEP4GH0zQ9eE87lddx9kbwCQQmTWNqYXMkgPgeDDXA+cfM+Z5R2T4DSYj+xTBdXxlroeEvOZEc3GVf++Ogr6uuVVkVABERABERABCaVgAQok/pm1C8REAEREAEREIF9Aqy5zNrKW5gY8FnoxKw1zRAWXWFdKGT/2GEL/igfw+A6g2PDGgNv8A6xJQTpmNu0jnvfjlasgb5s0c52WMRp2AUvaDsfadsJUPL27cq8FeoNyyViiEuBVyiYyOUYgkMZuJ4sZ5J2G04pK9m0vU+VrYEgkAQoF/TCdBsREAEREAEREAEREAEREAER+AwEKCXhcDmNxIoZiEy+gPDk+2TWvoqn7QsIUGaxLYuJJWiTEJ9QN8BxMp07TtV642vOOHHUzMarBT6i7FGfxgKHsI++8YzQqt985nnQk8GyC/aThiAVJJpQ/LDRarqSO781yvZ7vWy/1Cv2Fq4c4zSW7N1DvKDKOWIXNVBIwBEkDheU2QzK0Syg5M7tjMVzCVeGxzmJwPlkaHMdR/SBc4pPWC4Hk3M4gdsJy+h06hi/e/EJ3E7azukEAhQ6oEAsQsEJ3ymL8pI1L3VqxjiZ93fAYKbCaw1vuAsFKSzF03NEacOZpVVGaWMw4mWqEPrkMTHh6Fc4zKxBiNKkwEdNBERABERABETgShOQAOVKvz51XgREQAREQARuBgFmD7kADgITa7BmZaBsDvbAU6ijDHPXE0PgGaMDJQzITCH7Cy4hCMTRhvguMsN+SGSZYIRSPMgoOvYKJ+7W+ZwAVjuVuqOyVqjYDsQoswkEu+B0EkVgMcKoYqhRwJNEKZ7FVMIezmdtvVi2fA11mJusZ60mAiIgAiIgAiIgAiIgAiIgAiJwFQkwqSKDsewjiE2+heiEriePMdEJZQVTAuPpOI7hmBD/uzEkx8EcMXKdLZiNHj2H9wbLvXQNtxIsd3kPjKG5yV3fXb13h9AFeN/Qau/++wePveCvQeEGl3lnN6eIo+8qdDQpQzBCh5MtiE9+R5mdZxCevIYo4h0cOfaw/aSNrq17jF9Yy17GWrY8N21P72YttpixaZTdmU7FUHIHMQ0GHUY053ZCxxEnPKHgBOV1IDhxDiIsrUO3E5SxoesJt7syPDiGJXncOQhg+HfolvDw/t2OuO3AXYd6emhl4OHYiJvRLIb9Yf/rWOUc2yg+aWChCMHPFvi+AeufwZzvIHhjw66p7SJwkwiM9Y12k4DoWUVABK4QAQlQrtDLUldFQAREQARE4KYSQLjCBSeYQfQRGTHLqFm92k1YrDuNoNnJqPBwBpz8aVwe1LifIbJAgBJFXey4PUXQjnWg38CGtwBblBYjJxPYaiihs4nA2joEKGvFii2kk7YIlxPEuCDYOZxdNQ1BSgoZWQtpClBy9iFftpc7BStM4HOpSyIgAiIgAiIgAiIgAiIgAiIgAqMJcBwbg8pgIRKz27G4fZ/I2L8mc3Yf5XduYyw9g2QOOp/QEcONev3g2I2A3abeHjcb+4sfWx/M/RIuQSVISPnAPcGYm4KQQPTibnT4sENj97E70jswdHd3Ha6HJ5Z5YWLJLuIMFJ686wlOfoUQgu4ndGGlO8dpGsvPRDHOZokdCk4iiylL3kpbfBZld9Jxm8a+aZSncRAG3YBCGYQbAqcTCEvoZoKSNftuJ3Q64eRL7mAfRSeDmntmsKcAyN2wNxt0bHgb3w8P7W+h19i/6+g6n8OJZ4KPgOsLruqSjCD8YXIPy+7QAeUDpkmNsRx9MG0RgYsgMOY360V0RfcQAREQgRMSkADlhMB0uAiIgAiIgAiIwCUQcIEhczWUPyA4QTeSKjJl0nAnCcxkz9KnQSGVg+v5rLFlWObW4x1nxfs+hgAJzHQ3EaRiuGwSG4Npm+Wqvdgu2BLEJyu5lHNAgfPtocZstxQcUChSeQQHlDe7GUtF9SviIUhaEQEREAEREAEREAEREAEREIErQiAJ58sliE++RALFjyi5w3I7D+NISsC2OQhP4hhH72tO3Hg2EIAEgpCzPeSo0XEXY9Rw41pQJjYYVQd9wtfDhwWn9Drcm4Uvc2Q5fDqXwxMP5liZI/kKYgolTG8hfGCSyS+1CsrtlF3SyW6naTVXCiZ8tSO3GrqBDqRfLs3a9ysL9i93luyb5TlbmIUIJR2zKAblTAQJvYQj1+m2UGYH5XV8aZ3WLkrT5FG6huVrUG6HYhPndoLjuiwRTKvWYxqPID9/5Dgs/TH+nGNucexudx18CdxPkGAE9r/Wyii909gv2XTsRXSACNwoAuf13XejoF3iw/qfmpfYBd1aBCaEgP66MCEvQt0QAREQAREQAREYTiAYbnWtSAvbVg2ZSElnZ8ta1dkugjcQUQTZW8OvMXjP8QM56jUo0piNRBCkitsDBO6+aqdcwGQbbii0jp3ExgDURokClLw9XshZpdGyTAwWKH2Nca8Enm0GAbLbubTdmUk7N5RPpajVW8gHGyOQ1XdJrYqACIiACIiACIiACIiACIiACFwwAY5bExCXsMQOy+18B+eTv0CAcgcJHHRDSaMcT+qQ+GRwB0/z5zMOi/3QOLw86A7+OLePohT0m43b6dJBOcygPnBbcAyPHt143MEUCFyc4wnuV+22IT7p2Ga7YesQPvyBkjvP6xX7HdMzLHdwTHDG6Hv076WYJhbF2DoRsyeLs0548ieIT368vYBxdsZmUPY2AeeTSAQCoEEPyD5z/I2pXUdpHZTVaRUb1spDfLIDd5C9Okrv0AXl5K4sg7gN2tb/TG7dgx+4c/RG3sM3LpMt5DNWhvCH5XbofvIMbjObeA/9AiV/nuYiIAIiIAIiIAJXj4AEKFfvnanHIiACIgAC4SGcgIjAzSDAuBSDFMyMWUOQ4hPmFKDkkMGFCsqudvW4JE4TP4khUDeDe92LJqySyDor3heNKnxQINJg5yasdeHXu9VzQPnTatXKKMszh4AXuxoOdjFIhviXJRkogwjlVjYNwcqM5WsNlOMpWR12xGoiIAIiIAIiIAIiIAIiIAIiIAKTTSCN8ep9iE2+jmec88kTJE/cjyaRTBG1DMQnLMszqHGrn/z+wUf6vX3z0HDYLYbW+448shocf3BCF30MRChBn/a/4pCDo3CZvg761f1jegv7UhIMhOm6QdcTlvbdRXILRScst/MS7ievMLYvYPtZxCd0NVmG++ifViE6WV2wH24v2hOMre/PZd1YO4ExdxTHDHkNLq7gnE0aHQhPmtYq1K2xWbXGdtU6cD1h+R26nZylEYtndZLr9Pd5nGv4d8EYRLAciE/oZkv+HxHXofPMS7DnO/HHn6RfOlYEREAEJouAfpJN1vtQby6TgAQol0lf9xYBERABERABETgRgToCRgUEKjaQqcT6zAyi0UYYOhQIUPpqy4SuzOCIHwL4ZT8PHTZyMYYwTRo3WkY2WQMRlHexmq2injZrRReQuTNpjYE2ikjWCmX7VKzYVqVms8mEC3wx6EXXGN+4HIMKJROP2XIWpXjgmLJRqrgSPvWmBCiek+YiIAIiIAIiIAIiIAIiIAIiMGkEIkiWyGFsfC+WtG/gekLnE050QpnFeDmJ/XGM+Q5GgEefYNS+o0cfbOE4Ozxxj18/OGr0kh+ru6NCGRPcTjFK4IlyVDgR7nP4Gn4ZhWmYLmItXLOJaQ+xhC2M3Sl8+ABn1WcQoPwGAcpaq+4cOEb3cvBel9CBsXQWY+lFlLX9annW/rf7tyA+WXAleG5lU24cnohOHxqD+6sxmcWZnsCRpQN71XYFLqtluJ/sItWFZXfgfNKE84mNWWbHX7d/TiYBz/49J18Pcz/J2bx/EzEdJhbRfeYVYjofwJ7Osi1sVxMBERABERABEbg+BCRAuT7v8gY9iR9G3KBH1qOKwCEC+h44hEMrN4oAP/0MIDFbhlky8wim3UOGF2tYp7HvuEAI95/2O8jZGcNphYG9pWjMHsVS9mMiZ79aaSIFKHzQeqvlRCgfIUB5s1uE+CRhs3BBSaPmNMvuhFsE4pp0LOqCZo/mc/Z+r2S/be5ZMXyQlkVABERABERABERABERABERABCaKAMeoTyE4ofjke0yPIERh2R06eLIkD8eyw8bKFFBwH7+6+bADBzzx0bG1L1xzdM+A04duoiiDV2BXvCOKX9/vXnd/yV0Hj+EaTg3muAIFKIHrSceV8/0IF9W3ED3Q9eTnegmlfRuuDEwN4o/TNrqezMJJ9MF8FiV3lu37lQV7ujyH9Zyt5FJOmBJ1JXcO99ffj2WBWhCXNOBu0kRpneYeBCcQnkxv12xqp2GdRs/1xD+YP/EEc8/uBKd8tkMpBCpBgEIRkBf/8D2piYAIiIAIiIAIXC8CEqBcr/eppxEBERABERCBa03A1QtGwKIIAQqzlNYxbbWSzkqY9az5iw2Da4Mat7oYFWIbDK25kBaPHTOQw/MjOC+F+8xjmdllRQROirCK/YDgSQ0ZO+0Jy9ph/egaHEzogPJqp2irqDt9ZyZtcQTAEof1J45bEgKUeQhU7s2iTjiOZSBtr1q3NrOtxuQ0iL22iYAIiIAIiIAIiIAIiIAIiIAInB8BjmnjSCKYg8jkAUrt/JjM2rcovfNlImW3InHLIeGA4pNpN/odfN+DkXNv6fBs8Ekjtp63jMBdj+PQ0Bif29jNsDNKf5eYtEKhQ63bDtw24FrK+MGrRs3+aFQwVd2c5XhO67wxBeFJKkbXk4RzEP321rz9691l+xriE46l6YaSTcSc02h//7hO4Ukb4/UqxusVlMvdzFdtI18224HbCQQoM8WOZcsd51wTxXsMnnnQlcbfRnaOKea9Vz3+yWc8ku+EYiCWOWI55fd4H69Rfmcb70ahhjPC1ekiIAIiIAIiMIEEJECZwJeiLomACIjA8QT8kPH4IyfriIse4k7W06s3ZyfATz4DF2UEknYgQvGBC9oJ5xB4SyEAR5HIyMbduFCQ4cUFhK5OEPHgvZhJxowy9uUTAyexIHCSP2M95pH9PuXOFoJan4qoq7xdcBbAlUbLZWH1X45leJKoST2bikOokrY7sxmU40nZTqVuhRpFKFf1507/k2pdBERABERABERABERABERABK4uAQ5pOX5biESd8OS7RNa+jqftAZIkWHYni6QJJmaMEp/4p0c123MTN/hrnvfI0Y/Xed3ecB7D+P20kiACEHJEYckdikvyEDvsorzLCwhOfoHrCUvuvIAAZQ/bq9jP0jenbTEIfDhupuDkf0fJHTqf3J/LOteTOTiPppDcwdK3wxpdTyg+2UXCxy7G3H9f27K/vd+yVKFlmWLbHk8l7OE0HEzxLrO4ThSX4hOftpEhmQUSFMZAXCjktJcb7zzcg4g5eecTus5QePIW72St2YAghVEVHqEmAiJw/gT0vXX+THVFERCBcQlIgDIuKR0nAiIgAiIgAiJw6QQYmGCmEDNnGDDaQt3g1whc0HL4VifugmxxF5gJAlODOuxDNqcdhlHgwjgSA0FNBPeYbfZVK40ATsXyCG5NWqNrzFa56krw0AmFjiY5ZGJl4lHHKwhCBcEnBimT0ajNQYTCWtX3IELZKdesjIwsuqCoiYAIiIAIiIAIiIAIiIAIiIAIXA4BjmUjcMPIYCy6jLKwj1EW9k8oC/s0kbb7EJ8s0fkE+2JOaDB+H/0Y2c/HP/NAYMAljrFPO84e957718c4NyjP0+sD1lnKheITumxsIlawBqfSd5goQHkG4cl7lN+hiypjCqdt00h6YVnb1Vzavl2Ztx9uL6D0zpI9WZx1bqIca9NZdJj4pIVyP02MrfO1hhOfsFTuKySL/AcEKP/+AQKUWtfSmPYgKKqgnNK9aALJL2ZJvHdfTomiodM0ilB8SSMXMSGGMV46DzkpsfDxXGYMp9RuuyQiutDQAYVuspPmInsarjpHBERABERABETgKAEJUI4y0RYREAEREIHPRiA8BP1sN9GFz5XAGNGIc73f6IvxE8SAkrOrRXhpB4KPV82K3WLwDUKQRHcaWUywGXbZUKOvxSc7TSDFn8fgD51QmGVWTiK7Co4srxBImbTWRYCLLiaxSNHWCmXbrlRtHjbBLK9jyNpiJlW4MVDGbK2lTNIeL+Rss1S1jzgPGhQ1ERABERABERABERABERABERCBSyLA5IEMBBB3kAjxl2TOvoXzCcfBdyBSWMCYODMVOJ+M2z0/tnXH98aFfcPD0ZfaD/H0xCcUOIw+49z2uvv07sdlik9YFreMRBU6pTJR5Te4nvxUL0F4UrdtjNfpinIW8Qk7H4dr6JPFGfuRwhOU3GHpHSZucPzMcXQcY+zpEc4njRbK0NQbto7kkI8oufPXD5v2P99+cgkjb/dKNgXn0ShyPwroL2MMVZRWiuK9zyL2MAPHmyR8bRjvOEsjL17Bv6txrjbOMb5P/rrBewnKDdURl6DghKWQ+F4+4p3Q+0TtqhHQO7tqb0z9FQEREIHLIiABymWR131FQAREQAREQAROTIAZOx1EPihC8ba6FKFsIsDE7CYGRVxm0AmCMj6QctJhdBwClCxSj1hfuxbr2JtYDaV4Ei5QxMDWJLU2Mo2K9aYLcr1DUIv1qBcgQmFgDD4oh7oawbY0BSg45vH8jPH4BIJspUNHaUUEREAEREAEREAEREAEREAEROAiCLhxLpxNKEJ4iASIL+Ip+wHChC/gknELYpR5CBPSEJ9QqDBuc0ee4Pj+63L8HJ7691/EOj06GRdoQnhC8QnL7VDg8LpRc+V2XiJZ5RWW97C9jv0nHfP7Z6Dwh8ITikzuzmbtL3eX7E+ri/YdxCcP5nMuuYNj6FhksDgEXbQmBBj1Vtu24U66BvHJ8809+21jz376tGO/ftpF0gicR+GK4hsFNDyHgpka5nRevdtNOBEKSyzR5ebY8sP+YqE5GfR/SgZtC51ypkXXf5RQ3u00nRDoHVxo1hC/oUuNL610phvo5AskcNrvoAvsom4lAiIgAiIwMQQkQJmYV6GOiIAIiIAIiMAkEpisASZ7w5IyLeQ3IVzhbFwrsK/dREDpNQIZsZ4rCZLCsHxYWDGILgMvp31CF/DB/RYjMZe5wyAgbX5pJ1tptAbd7lK3tZgJhkDXS9j7Mmi2OpOxJAKVffoTZ+mcisVsMZOCA8qM/bGdR1kehLYA69gA0WlhXioZ3VwEREAEREAEROBMBPr/knWmi+lkERCBcyeg39HPHelFX3Aa484FjN0eouTOf6LzCcQnd5D8sIyxKF05mYRxElcM/timqMLN8dXN+TkZ8+f5oI/UoG2fmxNjAzWIG0oY69IthCV2foa7xq+1sv3eKNtWKxCeUHpy7Fh2WGfBKQphyQwcRH+4vQjXkyX7fmXBvlqew5g6bQsox8P9LGc76B1QfEJfmFqzZTsoh/tmr2h/bOXt395t2H97ve4cR1kmt9XhgQcUtyDSKOKZ6BrCskH/2pkx6E9spRfBoAiF95z0xrgN3w9daZ7jnbxpVuFk24Cohv4nB8876c+h/onApRHQt8mlodeNRUAEzkZAApSz8dPZIiACIiACIiACF0yAYy/GZphJ48rxTKHEDAJLr6eqLvjGIBwzv+K9Ujzh+sgMz/SP3QZtG+eReB4zjtII/CxYzB4iI6mE4BDdTzaaDZeFdfocq3F6cLJjWhDqUIDyaqdg3yBTiyKZXCLoYThsxaAZM7cy8ShcUpJ2G7Wt78JSuNJsWr7asA6yrwa2frADD9JGERABERABERCBa0eAvwOEf5m4dg+oBxKBK0xAv6Nf4ZfHH61TloPwZAlj3C8TafsajicUnzyGC8octmVR7oWlYU/jhEEw5/Wj23/M/PxzQudolMKTRq/czjaSUShuoLPGa4gb/qhX7S2Wua2OsflpGwU6c3AN5Zh4JZtySRzfo+zOtxCfsFTtXSR05BJx5xbqxTzhe1HwwpgFS+5UWxCRFCquzM4vGzv2z7UduJ/sGkvuVFHrto2xen9r4/kqmNaR28Jn5btivOGLdtoeIfmFTqxz+Gzw/TP+Me675Dvy07jn9PdtnHU8ukvUodAkj36z5M4zJOuwHBIdXSQ+GYeijrnxBC7ih+qNhywAIiACn4uABCifi6yuKwIiIAIiIAIicDYCIwZazgUFEQ2XJIS70M610eg4++H7yARLdiKwIEbtZOzrz0IKB1lG3GLsvjPgE1ghpxD0mXKWvy/qFWQq2ZkCXmN3YMwDKUBZL1YtkyjYFmx/KShpUUzCyBACVr5xkZlUdD2ZScbsFoJtT+CEUkSd6nK9ZY0BwTF/ruYiIAIiIAIiIAI3lMB5/FJ1Q9Fd+GMf/Np3ulvrXZ+Om84SgVMQ4Fj2NkrsfJ3I2F/gfPINRCgrWF+IxiwFx8849o8vPTjcAf+jwM/HVjDwMqGfA1z00+E7nP8a78NYAMvpsITLFsQn7xt150L6j3oRpXeqzvWEjhs87iyN5WrpHPrdyrxzPHkKx5MVJGfcyqZtKZt0ZXf4fvrjDf6evH8TY2eOo3cq6COcRf/+ccv++n7T/hfcT+h60kBJnuOEGCWU061i3M7nfdtiOaEWkl2QjBPHWH4KQiQ44ER67q/779J3om9OIgiTBM0f7Db2HXjWVVyTEhP2kwk6LIH0AaKg3+BMQwEKE4nCn6Gz3u5Gne/f22kf2r//056v80RABERABERgTAISoIwJSoeJgAiIgAiIgAhcIIFjBsXczWwiH65hYKOKEMc2nFA+IKDBUjwZOJOkmA00IpLGsXtwq4Olkz5lFKci7AT3lYgLBtIW+at43V4h+2r9DBlXJ+3HccczxlNBdtVOuW5ryL76kC+7jC3Wqo4jcy6CAJtvXKKNcBqleJZZimdxxj6VkLG1U7KDqtT+aM1FQAREQAREQAREQASuDAH+8nvwa9/Juh384nyyc3S0CIjAiQlQVLIIkQnFJt8mshCeZCBCSds9OJ/kMO5MQ3BA14vpU34z+x8B+/Pegl8fp8P8cRD8SAh/HefMkx/DO1C0QCeQKsUnvXI7byBqYAncVxCe0AGFgpTqGcQnOZTTmUvFbQljYE5fL8/aV0tz9gXGww/mchg/w3UGrid0C42y7u+A5oUnVZTcKWH8/R4uJyy58/OnHfvH2ra9wPJWuQbXk/HcWShQ4bMX2sH8pym4pkCQsocknCKe9T4+E8twQ0miPzF8HphMctx79O9u/zhu2F8Z8FCn2MR4Dd8F38lLvB++q128tzpKJp26HNIp+nHtTjnLu+K5aiIgAiIgAiJwQQQkQLkg0LqNCIiACJwrAQ0azhWnLnb1CDCow4AG5/jfBb6YYbOL4AZrCrMe8iIsiWMIvowTSAliLVO4wsm/uRj0421YimcOnXkEAUo+yVrNbVuHGGZiGvrGDKxCrWEfCmVn90txyRyCbMzaiqD/4RaFICWNwBoDb4/hgPJ6u+hK84SP0bIIiIAIiIAIiIAI+D9BisQVInDyX3mv0MOpq0cJnPNflo/eQFvOmQDHZxSb/Anldr7HxNI7yxCjsORKDLKTk5Rc6e+a/zT4ud/fv+63j54HI+jPLSjgXeh6whI0eQg31lt1+wluGr/US25aw7ibySmBQ+rpf8AtZZIQncw5x5Nv4XxyB2V2WJKWZXhmIUxJIHGD5WpHSTxa6ATFJ3Q42YbzyTMITv7b6zWU3dm23zf2nCPKoJI7ozkHCTh0Q/kVz83nzUOAQncRxkSm4mbz+GQwDsL3OKokE1n6d01So57luD6N2k/RDEsIsRTSb3CIpQCl3OvvqPO0bwwCp/+Ij3FxHXK9COjDcr3ep55GBK4WAQlQrtb7Um9FQAREQPFdfQZEAARYIZkBDeeCgnkHPrKsiuxrCzMDiAE6Zv/QlnhQdhiDLgy9UHaCL73vrWDhpEM0npWE20oXAcFVlABiYGUNQbENBFtolcu6xxPRwKqOoNUaBCivdgr2cD5nq42MpeCC0t8ieB6W4ZmHQIWBt9UZWA0jIFeHTXAdAbXPHWTs74/WRUAEREAEREAEJpHASX9rmsRnUJ9EQARE4PIJcEzJMRhL7tzBmPIHCE++g/PJo3jKbmM940ruTDvXEx57mubPm8IYmcunER/wp37/dJq+HHcO70FxBYUndD2h2ynFDG8hZGDSyQu4arxtwPUE2+mMcpqWgqPJbNI7niThdDLr3E6YgPEIE91Q5pIo8YvxcjIG11BwG1Zypw3hSQ1jZZbcYcnbt7tFe7aZt1/gfPLP9W17BycU7juN+MQ/G8UjjIOwDA9dRbgcuKG07AkSYW5HE06E4txQ2Ff3lv3ZB3P//vgZ4HJ4fnDU6ZYoAmriqmX3zpD8grjIC7jUfIRohu9STQRE4KII8LtbTQREQAQuj8DRvzZcXl90ZxEYj4D+7RyPk44SAREQgWtMgIEXZjhBBuHmzg0Fy8VePeTbCEytIBBFUQgDdVNw8whVmNknEwTgeuGWYAVXwQICOSdtcdyLjiurCBh2EFj50EzZRrxhbxAUmxgBCh6qAReUdZTgeb1dsK2VBatATDILC9/+xpI8SdSTZqbXKrK+KEBZyaWCgBprVZ+CUf89tC4CIiACIiACRwmc/N/go9fQFhEQAREQgQMC+rl6wGJyl6aZAIDpS5Ta+dfUDMq6pu0JxCd09pxFosNo343xn6tffNIbBo91gf4h4Of8ZHGESiFDCckcO3A6fQ8BA8vc/r1WtN/rZdvEeL+IZI+zjEspPnm0kLMfVhbtx9VFuzeXtXuzGSRhJJ1TaAqikwSSMijUwVB/ZGthTF2CwGQDpWvfQmzyj49b9l9fr0OEsufG37VzTOJoId5AIc42uNAFdg+TpSlgmkJ8JIZ+Rp3D6aAYSPgh+P74WP3z8DEnWebng3GaJvpHt5pN995QJgkOKHSHZRxH7aoT0Du86m9Q/RcBERCBiyIgAcpFkdZ9REAERODcCPCXfU7HjH7P7X66kAhMHgF+B3gHFM5jcEDhNgap2gh2MEDFGtAp1EFmsC7anQrK8fQehcEjBkcOvosYUgquwet0cYAPZHF9nBZcawr3jNgCgoT340lX7zgPUcwGsn4mpbHW9FalZu/zJVsrVmALXLMZBN5SUQapDmd08ZliYJhBZtitLErxzM+4Ej47sBIeoFmZlEdUP0RABERABERABERABERABETgShCIUXiCMdd9lNx5ABeL7+B88i2cT+7AzYLiE5Z6PS/xyfkCCUbKHDePO2Ye5/7BmB4OGhCe0E2U4/rXcPv4Ay4adP34iLH1JhJOuN+P2ce5Lo+JQ1CSS8RtEc6eHN/SEfRJz+2EY11u55TE2JiOJxwLD3M84fUYU6DwhEkduxhXv8MY+w+U3GG5nd82dt0y3VDqrbMJZXiv/sZnr4IBnVfJn3ERcvkSwqW7cMxZgitsDp+dBJ5hUEkennMQD+m/+unXmRxEV5atdsM5n7zBO2OpoPP9lJy+fzrzLATO8zv9LP3QuSIgAiIgAleBgAQoV+EtqY8iIAIiMJCAfvEfiEUbbwQBBnraiJZ4BxRa83ZDIhQKUKIIdDBgRxvaFPb1t0EilINjcHxPhMKgzNGzD44ML/FYZq3NUYCCACIzsmg3O/4Vwlf7PMsdeOLuIQj2HgG1dZTiYUBsOZOyGQTiEnCL6c+SiqLGdRqWw8sUoCzOONEKg2pkryYCIiACIiACIiACIiACIiACInB6AhSfzGP8+H0ia/85PevGkXcxhp1DIkUWjpTnLRI4cr0jG8Z5ll7yBgfm59ycgwbGmhSffIK44je4nfwDric/1UpOiHIWIQPHtbfh6vkdnED/BMeTJyi5w1I7Cyg7O4cpHYfgJx78uWQcLOwLHUb3qnUkeJTtd4hO/vp+0/7flx/tDUrwNOAc2vmMmRsUe2xDdFLoJb1QnFPD/bzcY2oq7pJx6IxyUa0DJpVu2znUPMe7ewvXmhrWJykmclEsdB8REAEREAERuMkEJEC5yW//yj77+Q9uriwKdVwEREAEbigBBnpYW5gBF+eEgngK/3XwEzNsdqaatoGsmyUEYSLYH0XQJY4pHHxhHIbnMBzD2BnnbhlfeQ/nhIJtruEAHntcY4iQQUQGDG8h64g1vJcwFdGnOqZJaXUEwz5CgPJmp4jsrzRshhMWhfokiiypcOO2DIJwFKl8AQHKK5TuScKGuH6OFsLh+2lZBERABERABERABERABERABCaBgCu9go7wj+rn3RIYd7Fc7FcoufPUTRl7DAeUpWhQcieBxAaOTc+z+esNm4+6lyfAuZ94vN8+6txx9tH5hIklLLlD8QnFC8+RzPELhCe/Y85yM+ONyA/uFolELAXRCV1NbqOs7H2U2HkE15NHcDt5iNI73MaxMI/hGDeG5AvP5uAqh5fYR46lOVWbbeco+nI77xxP/o6yO7+j5M5GqWpNik8YZLiAxpgI4w10iyGjTcRBvoOLzhO4odxDYgxjEyl8nhgTCT+hf4/HPfM4j8D314AbbR6Oqyy38xYJQXSu+QSBTOOCOIzTTx0jAiIgAiIgAiJwMQQkQLkYzrqLCIiACIiACIjAORNgYMULUJwDCkMtKLXDwEcFOT/tdteVvmE2GW2LmT3Gutr99rMMtjDwQjGKW8AsaIc3UIziVCp+95B5ENRB6R/c7xaEJ3Rg4dRGMKiOfk1KayAwtFYs2+vdAjK/ZuzOTGY/2yvcxyjENMwEowMK7YlXZ9LOjrhYnwbjyXmecJ+1LAIiIAIiIAIiIAIiIAIiIAJnJUB3SFesFQPGk4ofjrs3xSccL9L55P/OzLnlZSQwZDB25fj1vBtHt2zD5sHewV+9jMILFsLzwWecfCtFPpSY0EWUzie/1yv212reiVA+YCx94obxewKikoV0wr5amrU/31myp8vzbnkJyRWzKZSoQanZbDwexALGvAFjDyy5U4DryW614Urb/vuHLfvbhw37X+827BOSPC668bNZgwBljRNYfYAAhOsUpvB9dy1p0xChIB3HPav/DBzqJ1/qwB2Hjhq64oQ5FKDg/a1RgIJ+cKJDi5oIiIAIiIAIiMDNIyABys1753piERCBK0+gN9THH9pvVLthj3uj3u0ZHtbXh3YWs/jW8GV4GCRkAItZUswCYsbPAoQoMQShYvgs8eMU/khxmd9ZbiMWDva5cKPb577zcP54Na7ptjJtOdx3FfWXH8aTLotrF/2ZlFZvdexjvmKvM0WXtVVtNK2VjFsn2j1U53oKz8zwZwLZY1mU6VlBhtgXsCommXUIWLq0olETAREQAREQARG42gT0z/nVfn/qvQiIwLkS4BiIY0KO6ZjAUMXosn1O4x46n2QxfQOHiu+TWTdnwsIsxo4Un8Rwz/NufnzLp+Jy8PWEd+n/d6J//YSX84c75xOMuEtIbqD4hM4nFJ/8E2V3XsBBYw/lZYLBuj9j+HwKiqE4RCcsp7OKBAs6njyE44mb5nJ2ZzbjtmeQYEHHk3gUrD2cIZeleQeTN+h4UsNUrDeck+j7PSRz7BTsFaaXcAl9u1e0Qg1ii3PiMqQ7Y23Og9nPtbJVUY6H/L5KNJ0bCksU8zNGd50YrkR3WIpXTvV5CPWE75BiF95vB4KTl3hvbxs1q7D80ATwCHVViyIgAiIgAiIgAhdEQAKUCwKt24iACIjAuRLgAG7qKo7ijhnZj4LknnnUAdp3EwlQZNLCxGwbLvNjwvAJRSL05qDgg8GUOwjo3Ym2XWmcRBdBxF5AMcxs/9OJBQaZ9tfdUuj7jUEaHjCi8VwGdXII7qzi3g9gpfwaAZhJarQEXi9WbB61qbfLNStBgMLAWqfLzCj81wPAGQOwzB7LIlB3CzWzKUBh4G2jRK+Z0SzGf+bzus74d9SRIiACJyFw8FPxJGfpWBEQgStAQP8EX4GXpC6KgAhcJAH+1hNBsZIEphhEDU24a56H9yOvS/HJKpxPvoUA5f9Mz7mSrctYT2E7y6R8rubGeLg45yduff9OHDMcPtHlOZan8wnL7mxAvPDMO5/Uq/a+WR3vWhzf47ES0ahzNXkAscmPq4v2/e0F+25l3iVRzCYTNoOEC04RWtsc09wjo290Xa3S8QTikl24nmyWq/Z8K2+/b+zaP9e27QWWtzCermE8PSmtDNHJH5gYDyHXGpxJOMrvxBAzQYkn2KEgJoJPOB6SY/19EQof+ng0hx6TpzA+0sQ9Kt2WbeGeryhAQSJQFS4saiIgApdJwP0ku8wO6N4iIAI3mIAEKDf45evRRUAERODiCZzxF98znn7xz3vV73jCyEP/457x9P7LDVoPHFCQjYbAYCA6YU1jfFAYgMIJdWTclCBRoYXvfBMleLAtHp2CEAXBFkaohjTu4seNRyCWgnlwPW6j0IXnehEKtw1qzJZj2R/aKt+FCGXZZRtFEfxBeSAEZy67sd9NCE7y9bq9Q7bWWwhRcnA4YdAuhZhUtC/4GUU97Awsilkn++vlOVe+59dPu+coQLlsIrq/CIjAaALDftqNPkt7L4vA8H/jLqRH+rhcCGbdRAREQARE4PMQ4OgvhsFjAuVImVjQRAJQBxOTH/w48KR3pvMJExSeQnjy477zSRxunUHJWAoEPms7p8sHaR8cL/ul0/WaI2KKT0oQKQTOJxWIT8r2Dzif/EHnk84Ygg48EwUUdOq8C3eTwPFkxh7MZ40ilHtwQLk3m7UZjnNjcP5AUsUY2hOMkzsuOaPWbFsZwpJPSNxYw0S3E7qevN4putI7m6WqE6VwXD2JjWyZCEMRTRGClK8TGMvj87eCGAVLFdMNJQUhCh1P+aub+4jsL4z3RHyHFLjQaYWlf97i3a0h/pKHEIWuKGrXjYDe6XV7o3oeERABEfhcBCRA+VxkdV0REAEREAERuPIEThh5uITnZfCvhUAgAyoM+TB3Zz9ognWGxMoIumwgAMLgCrPNWBYnCheUKAJVo2Jw3OcI+IXe803jLIpQKHLh/ft2u6O4jeV+Mgjl0Ob2DsrwMKuNpYB2kD1XnQABCpU1bQTKisjkerdXsjcQoNCmmHbFCVoR97Uogq/pOAQ1KMHzJWpoP9vccwG8Fq5x2iBs3y20KgIiIAIicG4EJv/f8HN7VF1IBERABERABM6ZAEUKFIRQfJLE1MBYyDlvIsHhNA6QHHlSfHIX40I6n/wf6VlXqnUpEjif8B6fu3GMeqQN3HjkqP0NXnRyNulJcLnA+aQDhw4IPOB8wtI7f63mnfjkHUQMxzWW2+EYlcISJknQ7eTH1SX7EXMKT7zjySwcT2JIphiVgMJ7YXjs4gec0/GEwpOdSs25m7yB6OQFyuz8vL5tv2Ec/LFQtkKlflwXL31/HbGQdQp8IA7ZAmMKffhZbOIhWVEK5qeu5BNFPBShnKZRSFTD98UeBCfvIXZ5g3fH+EsB92ScRu06EdD7vE5vU88iAiIgAp+bgAQon5uwri8CIiACIiACV5rAGQaYZzh1XGQUgjQQ7GAhGNbm9hlqHQRQGDDktgbkIputJgQnNedCQkEI3UliXbil4LhRob79eBwWGDvx6xShuOAbzt9/TBywv9x7AB4flOKJ9krxJK0B8UkVwZhJaaxj/TFPAUrBOZuwLna7AwuUvggUbYqTcEeZTcVtBQE+ZpV9BSEKxStbyPxygCblodQPERABERABEOj/V0lQREAEREAEREAEjicQ/DGeCQUwz3SJBRSItJn4gKmGf16Df2HH+3eWziczcMak88mfkjl7msyg7E7C5qYvyPkED8xxqZ/4/FzmFzfn8ojmNQR8Wv/E4eURpw7cxXM5jmeiCMvD0O3k93rJ/omJ5XcC5xN/p4GXsCicTJYzKePY9dHCjD3G9ATTw/kZJz5ZSCcsGYu6hAmKVCiwGNVaiCm0mCjSajnxyRbK7HCM+xKikxc7eXuFORM2WLp2p4rSMg2O50f3cdT9LnofXVi3kLHzG0Q+RXB/2kzbd3DhedBNunfBzycTdhjnYBtNK+i9e4/4cDC+UcE1t3uld96gbJITn4BPECG5OpyCJ9NXERABERABERCB8yAgAcp5UNQ1REAEREAEREAELoVAB8GOJsIj1Q5DJC38F7EuChl3XCEeV4wH2ztwHWm4/m0g42ylnXD1tRlEjHPrMcEod2LvsLAIJQjLHARTuryOj871TuImil1m4HxCF5T7raStw5Z20190AuZ12Ap/LFRQggdCEgTUSvWmzaE+djIKd5cQmwiWIxFk7sG++FY25SyNv16aM56/jeDcAYkJeCh1QQREQAREQAREQAREQAREQARORaDrEhnomMmkBs6ZVNDGOJN/bG9inc4Ox41/OELleGoWf9y/F0vaNxCg/Of0DFxQkraEpIgU/uB/Uc4ndL1w/enNiYXrxzU/vA0/a3j5uPP79/NcsmuCI4Um63DlYNmdv1UL9ke9au8hXhjWyHKaridwM6G7yZPFGft2ZcH+5e4SEiPmnFPnQjppOTiepCBQYQJFeDzbf132hU6eroQMxrR0PaHjyTam90iyYJnanz/tGMvOUnyyAdeTq9pYAriIskIUiqwhHkGBCB19+B74GacTCuMWFFwxiYcfbuAe2ciPJXbofsLrMennXRPscH2W/iHXqyTSGfmw2ikCIiACIiACInBiAhKgnBiZThABERABERABEZgUAgxpUPRRh8ikBQ9ZBkBaKK+TRB3jJAKEDBSySE4XghQGWz41G8g0qzmnFAb7IhHWOz4mshJ6WAZhGEc5OIOBvIO8HopQGMRy/cJ53JtA4GumG7E7yHLbQrDxWaTsMot4lD8udIsLX2whEMVAG22EP8AJ5cF8zmacTTFrZB+1Ko4j4EcRCmtsfwd7401kh/22seue+8I7rxuKgAiIgAiIgAiIgAiIgAiIwDkS4FgPQzgnPHEifKzHOc7DKK4J0QgFFFWMP48rLxLHsbNIRPg6nra/pGacA8oqxoQUpFB8EguNKs+x+4cu5cat+0qCg1HsoYPGXumNXjkgPkXjWRQllOHGwZIwL+F88hudT2olOKDA+QQOGsMahSSpeMzmUS720ULOHkN8QtHJk8VZN369jTKxHMOyZGwcY3wKVUYpKNiPNuIHFJ1w2qvW3cQyOy+2UQZoaw/uJ3mIUeq2i7FyEUka16HxuRk7eQehD11RyJxONF9BHMVPB0sWpzFRdHVcnIRxjzoELHm8y/etmrsmXVCquB7jMpMR7bgOb03PIAIiIAIiIAJXk4AEKFfzvanXIiACIiACIiACPQIMZDGjB4651qEtMkIdbURPaOuLKjtwRGGGmrkyPZ9Qi5gBlXlknDHwx5I9MUZa0HqzYGXEV8bvEE8JHc8z2YugHSwFxzCTKIt7LUfjcEFJunsz4MiAz3FBS3/NzznvIGOpXGvYRqli7yFA+ZgvOzvjDAJ8MXDqr5XN+tlZ7GOdbQb9nqEGdgqBvhoCd22IWdREQAREQAREQAREQAREQARE4OoSwB/fMeijMwTLtXI8hAKlXLIUxpstjCGbEC/g/9Ao0B3gvnB0yHPmID65j/Hftyh18i8QoNyDI+ZiBCIJjAWZKDHu+PPgyqdb4n38dLor8KxATkDRwWkaz6IowTmfQKRAV9DncD75D+98AjHKsBaDmwnFJytw4bw3l7U/31my75EI8WRh1pXgmYXwhGPXBI5juZ1RjQIMTg2MWxsoRUtxCV1A14plW4Mr6K89x5PnEKC83SmMutSV3Me3yBjENpxnOFFAwhE8JyborCBmwc9ugikz+NAwoWbQ59S9T1yriljCLt7n+0bN3mKioKXG2MzA74wriUydFgEREAEREAEROCVGoy46AABAAElEQVQBCVBOCU6niYAIiMDlEjjdoP9y+zxo2Hq5PdLdrx8BBjoYBGFt7iacUJpwQUkhdyfJ4AmiKp8QZGEwkWIQBgQpQGF2D+t7Dw6tDGbEYAziNi4Yw+/G4Nzg+9J/0v13KUOLvEcgfIk6y+V7sbp9hBimiADNpLQy6liztvVKLuPcTeZRNzuNutkwQTnUGNRLIgI7l0ranZkM6mzn7MulWbinlG2rWDl07MlXPLWTn6kzREAEPicB/5Ptc95D1xYBEbjaBPRv+NV+f+q9CIgACXBc59xPMOcYkWNH/hbEP8oziE53yxadUPiHe2wb5PRA55M5CPnDzid0w5ybjrkxIZ1PLvI3q/C9/LKf85mPa/zp7iceG14+7lx/PEUfVSRgsFTLa4hNfoX45KdaEQ4oZSdgCK5z9N+RaYw96dDJcjtfL8/bl3A8uT+Xc+PVW0iImIMjCh06mSTBdzWsuT6jDzWITiqNpis7S1eT1xCZ0O2ESRWctitV53pSgCNK8KTDrjgp24c/8zg93EJ85B94D14c9NQ7oSBWkkUcJQZRCr8Pwo0seTxL7+Q7KL2DcsdvUXqH5XcKWGdpn6vBLvxUWhYBERABERABEThvAhKgnDdRXU8EREAERGAIAQ5CDw9chxyozSJwagLMyKIIpQ7rk5ZzQwlqTLcRBKQ7ShO5PfwUrkXryD6LWQbbmekzjTkDjSdpjMPgdqFPdVCMh5fhp903rjN7LoXg2SzueReZb2vIhMuj5nWx7Y+6/HkFAhTWtr4F++Kny3MQoqRdqR0G8xhw9Y3LtDXOJWK2jCy0BwgAfo3j6wjmnU2AEqbm76a5CIjAZBDQv+GT8R7UCxGYVAL6N3xS34z6JQIicDICTnyC8Q4TCDg5B5TeJVgGBv4QQbIDxnYcd9JN0rtaBuKVKed4+bDnfPLnZM4eYHkBCRBpnHORzifsNkdxfuo9RjB+PRje+c3HzvmT/qQ/7Xk83UobGDjTHeNjz/nkH3A+ed6AAydEC/2uKhEnKME4PRaxGZR+ZdnXP6/S9WQRDpyzNptMWA6uJxyP0vVkVPOOJ65cL94VS+1slapw/wym55u7cD3Ztd8w/x1lZfk++/sz6vqXv4+ET/Eyex0vQRDEEjwBxeDt8jO63I1bB5/ZDL4B+F3AGIDPS+FRTbxPljjewTulm80akmsoROG1KE6RL+rlfzLUAxEQAREQARG4bAISoFz2G9D9RUAEROBGEQgGtDfqkS/9YU8fjLj0rp+hA678Dj5uDIo0YX3CAAmtkpMImySmWvYBNYpzTQS0kNmTQ3kclsnpz+wZ5/aIwzgRij+WtPkp99T9J57HMZDDGuB3kf32CSKUV026hfgj/BUub15vtexjoWSvdpL2fq9oqzNpBPfiFkMUNo7AXliEwl5yGwN/d2GD/P3Kgm0UUcPbdrBncp7p8mjqziJwHQnoe/vi36r/1+Ti73y176jP6tV+f+q9CIiACFweAYpIvOsDBSjOAQVz/ouMfAY3ZmxzXNmNIOEBThDY2EHyA0ubxLB9AeO9L+Np+08ouUM3ibsQn9ANhW6Yl+l8cojomL9eYAi93/wi5355f+eQBR4XOJ/AKcM7n9TgfFIv2i/1khMvDBJ7zKeTKLeTti8gNnkCx5MvMD1emIHrSdYlSSQxDh2n3A671YKghE6fZbiecHq/V7IXW3ljiR1O6yi7w1K0e9VGT3wy5GEmevO4b+ToQ7j3iS97eD8soRPBJ52Osl8kwB8fAJYunsdnOtkTT/EKfGcs3UO3k48h5xO6AnFqYQqCJKfv19GeTtqWMb+JJq3b6o8IiIAIiIAIXCABCVAuELZuJQIiIAIiIAIicHEEfH1j1uam+0mH2WoIqTCo8gGBkhQEISsQgzCowoBKDIFDiixOHErgCb3YCheZGdcfSONVKXLJIfB4C/e8g0DkPIQvDG4Osm2+OEoHd2q321astl39azqh3EGAbzmTshTL8PS5oPAsWh1nUWv7NpxSvlyas9+QMZZBFhptjXktNREQAREQAREQAREQAREQARG4SgQoOKF7JceMnFhONXBBwUgP/3cxZuS4ro1SrxzHNbCMyq+uLWBc+Siesu+SWfvROZ+k4HwC8QmO4TneQeIieXAc6saovfm49/biEw5zvYzAz8e5Bo+lEKGBiS4ZFCo8Q7kdlnt53ihjPF53zii8FsfP00h6SMXgUBqP2uOe6OTH1UX7FokOHG/SeZNuKBmMPyM4tj85wveJ/aboha4rbQQCCrWGbaGszmbP8eTldt6ebaDcTq/sTqnesEaz5U+/ofPAzYQOJpHmlBOXuIQe0GDpqHYX5aMgQpmCTQo/TXT8KUN8sov3uob3yHdbwrpL+sG+4NyTfFpuKHY9tgiIgAiIgAhccwISoFzzF6zHEwERuIYEOI67iWM5Rk3UTkHgJn5YDmMiAZbe6SAAxXrEDJhwGzPQVhFQmXVleAKL5QTCgr7O9+GrjLvGD2r3iAiFW+mwkkLUhhlEt2Bne5uleGBVu43ATR1OLZPSyqiFzcAcS/DchwiFdbXTCAT2tyhEO6kYLKbTENTMZlxt7seozc0ssi1kkamJgAhcMwL65+QSXqigXwJ03fI0BPR7+mmo6RwREIEJJEDBiXc+CYtP+GMOwzknSonin2e6W1KE0oQTCsUlLK/zMJayf4XzyTeJrN1jwgHGfZfhfEKsQX/9D2c/Py3wYPwcuFocfw3+9kIRSA0iEDqfvG1U7ZdaCc4nJfsZ03YLbiPY71sMjiZpJD18gaQGltj5CuVdmeBAx5M7GJPOYDzKcjsxlIGl+ISClWGNwpNas20ViEooLlkvVuz1TsH+gOsJRSd0+lwrlG0XpXiKtaZzSBl2rZu0naIRCqqqiEsU8M5eojwSSyZ9Gc9YPdGBKAUleVCAijGNNl6dK72D9+hL75SQgOLcT3Cd/mSc68nx4PN7PZ9PTzVRBPRxm6jXoc6IgAiMT+DoXxPGP1dHioAIiIAIiMDFEeAv3MPjDBfXD93pShJgEITiE8SjXM1uBleY2fYKwTCW4eHE4CADWsx0Q2Lb2B83fiz9x3PQ3ANjAJPBySycTxaRHXcnmrS1aN2VCUL+lz/s0ue0Jn69W7BbCPY9XZ63JWSb5ZBtRsFJONOMy9ORKbfvFo55MJ+zrxEsbLQ7EqBc+ltUB0RABERABERABERABERABE5KgC4lTFQI3E84JgwcRPw4iPujGAAi5cBSGD/6MR4TDL5C2ZIf4HxCIUrgfBKIUy7D+YTPzXGqn7jOxvWTtQPxyTh/A+UxYecTOo/+Xq/A+aTknE/oluFKtOC4OEQnTHSg6ybHnj+sLNr3txdRdmfGldzhGDQL4QlL7rD867BGMQunFhJOqii3s1er21a56oQmXnzyhyu5k3fbKUzp0iZVbZ8AwiTuvbC0TrXbts1W14oQovDzTVLczhhKDnETfp43IT7hu6SYiIIVio0YbwkLi/YvrgUREIHTE9CPqtOz05kiIAKXTkAClEt/BerAiQngF141EXAETj5yvibgbvD3wA1+9Cv54Z3A71EGRBBuci4om9B80P43BWEFA4ZBKR7W5u7aNOt4o//jPgKTsPjPkz+ec35c/dy/P64ncD/WAb8HB5RPraStwwWF2UWT0qrIFnuH2tjL2YK9z5ec5fFckgIUCGgQ+PPBV9/fBDLRcthPt5QfEDDcgL3xs09+r+YiMIKAfqaPgKNdIiACInCFCOjn+RV6Weiq/4X1avVavRWBCyHgSvBgcEcBCv/jH+ADCUrwrcN1tg7maRxHoUkgPsnYY5Tfue+cT1h2B+NK7J+Ubzf246R94Y92/+M9vMznH9R4DMfbFCvs9ZxPfg45n2xBrEA3Ut+WIDz5AmKTb1Bm5ztMzvFkJmO3siy5k3QJEEyCYJLIsMZEE5baYRlYCku2yzVXUvYFHE9+/rRjLyA8eYvysttwPHHldnCcxCdHafK9gYx7P3Q4oSMK1z8hVsH3yZI75XjLfb4zEF6x9M67Rs2KcEyhloeiIgpUDt7u0Xtoy4QQ0EuakBehboiACIjA9ScgAcr1f8d6QhG4vgT4S/Pwcej1fW49mQhcFQIT+D3KkAhjXpwzo+c9giYMoDxAlhoFKLRSjmAex88WilBO+zOGP5o49Y/tGTtL4h50XFmFAOVuK4Fa2FH7hG0dBG36j7+MV92Gg0kZ9Z8/wZr4DeyKV5GNxprbKWSo0fa4n0ksMm25OEoK5TLOKvm3jV0nSKkiuNfCpCYCAwlMwod9YMe0UQREQAREQASuOQH+G8xfVNVEQAQOEaBchMKToAQPxoPY68d1U73vG67TSTOGMSTHkSso6UrRydeJjCvvynEey67GMfDzYpVDN7mglf1+n8P9+OjH/erO/RQhUKzAErMcZ9P55Kee88k63DLaAJqE40kWziYsqUP3zO9vU3yyaN9hPpdM2AwSG+h6konHRvbcOZxC+dBA6ReKT/YgMPmYLzuxycudvD3f3LNnmN4jsYJuKC0cpzacQPD+gjI8LGPUxmeYxEoQmDQYQEFjiR0KVWYQL/kIAcoGBEVl7KfzSRPbuf9mlN9xOK7ml+O+ka/mU6nXIiACIiACE0pAApQJfTHqlgiIwJgEbuwvzzf2wcf8YOiwiSEwoR9VdguVp20LQotUY9qeRUuwk404NxSWyYkgmEinj16sxQUeT8LUx/T93GNgUJMilxmU4WGw8g4mluNZQ4CnhJsx2DMprYgMMloVs7zO/fmsCwamEQhkUDbcKEBhVtpiJmn3mjlXiuchyvGsod72NiY1ERABERABERABERCBCSPgfzmdsG6pO5+DwOHf3T/HHa7DNTn2o/sJXUtiHA9izINFN/LZJ4jvGy7zGApNbmMs9yWEJw8gQFmGo+YstnGsRwEL/7usxjuPvPsx3//h3eHlYc/DY8LOJ3TG+KlWdOITClBYroUChWws7hIbvlyas29uzbtSO08WZ+0OXE9uY2LCA8vt0PXkuEYnFZaOLdabVkDJHTp3/ry2Yz+vb7vpI5IpStjHpAgmWByroDnuhtd8PxN0WnhGupi4csWY8z9+kjjfhaio3mF5no4rXfyuWbU8tlUhQGliOyeWQHKfl3E+NNecpx5PBCaHgL4hJ+ddqCcicPMISIBy8965nlgEREAEREAERAAEmJ3TQH1jWgH/0ai4esZLEIPkIA6JI2jIIGRguXxSXAz3oSo4zu/PAOIeBjZZhocByiUEKm/DCYVleBrNIKBz0rt9ruMZsHsFB5TbM2n7prhgi+mUczZxwdmQDbLjhGdiptoyRCgP5nLIZpu3OoJ9EqB8rrej64qACIiACIiACIiACIjAOASCPyKPc+RNPobjNDqbUDzCOcdszgElpOTgehzjOCYT3IHohMKTJyi7QyFKFskMFJ/48eNl/cmP3XVdRv+D5ZNJYXy/OQ8vY3Vg4zFh5xOKT36rl5345AXG2NudpkXiEbuTSrkSO4/mUXIH4hM6ntydpfAkDTcUuJ7AUTOKxAaWfR3WWGqn3RM7lBst20CywzqmDxCf0PXk1/Vde44EilfbeSvVGsMuo+0DCCA0Yh3Y/NDNhBMFRTSEpaSE5aYoPmlimWV5mLBDQUoN2xoQpATuJzwOR/NCaiIgAiIgAiIgAiIAAhKg6GMgAiIgAiIgAiJwownQNpbBsRSCiQ8RQKQoJA0HlGh3GtltDOAND4INB8ezBotQeA6Dlwm4nsxB8HIPgcsNCFAYxKlOjgGKlSFAebNbsBWU4GFQj/P5dFCLexp9R0zzUEtEo3BJSTgBCgOKa8g6e267h47RigiIgAiIgAiIgAiIgAiIwEUT0B+FjyNO4YhzP8GcIhQnPtkfBwb8IvjD+yzEJ6sYvz2F88lDzDl2pBsKExgoWgkcI4Jkh+Pu+dn2ox/BUK1vwHbiGwaOFsNEBaRCoQJFCHu98rZh55PdbtOmIlNOaPItxocUnjxFosK9uSzKt6ZtLpWwWYwfvaOm7/WgbrrkEZTRqTZbVoBT51apZi8hNPkd5V9/Wtu2F1jeKMGVA6V4eIzayQjwTbfxQikmoqCkDTFK8F/ggMLPNQUmjJ2UIUOh+ITrdEth6R0vWjnZXXX0zSOgf4tu3jvXE4uACNxkAhKg3OS3r2cXAREQAREQARFAoAWWsq2mq2P8ulF1JXEyzgWF1sssxTMeJB7G4bSf8ywuh9e5jY0BziQCmF6A8gkClFe4N+UakzIk7yCoVK13EMirIIusgFI8aTicpCyOzDRO/QFCbmMtbwpVvoCV8q+zOzYLwUoF2WnNloKA7sXriwiIgAiIgAiIgAiIgAiIwMQRoHiEwhPOI+idH+1wLOeSB5CgQOeT+xCdPEDSAucrcLLMYDvHdTyPx/p8gkFjwIt6aN67vw3a1n/M4fXD4pP+MSrXKVaoYdpBIsVbjGV/7zmfvER5ltJ0G8kJSbsPsclXEJ18v7pgX6H0zpOFGZtLwzEG48YkEhiSKLszrG+8BwUuTQhP6s225eFqslOpuXI7b3aL9nwTjiebeXsB1xM6oVB44srtHH4QrZ2AQCAqobhk2n2WvQiFMhRGNig2YfyEwhN+1p1gBfv4ntREQAREQAREQAREIExAApQwDS2LgAiIgAiIgAjcOAIMqjDbhw4kfyBoxqy2xQhsgBlMhKiCgRYfThkWHPPQuD8IzQRbwuf5Ze5h2ZokHFfmkC1HBxSW4OH9uJ0BnUlqBQT6/kBQ7xaEJQ/nc4FFcqLr+hruZ5C5Nu3qepcbOXuAYxlwZP3tnZIEKGFWWhYBERABERABERABERABEZgcAhScRCkkwRxDMpeEwEQEju84RgucTxL2JZxPHidSLmkhh/Eby+7QGeVgHBiM5bjOdpEjO97T35f39uvhbdx+XGOfw/0OL/NcrgfOJ13Lw/nkQ7NmP9dKKLtTdKV3ClNtSyfj9hSOJ//l8aqbc1zIRIXlTNoSMbiNAi65juob79Fqd6xYa9oenE0oMnm3V7R/rG3ZL+s7zgGFrps1CE+aOC4QQfT3lj1WG5cAqhw5cQljEnSdYfkdvvEuvyk4x34KTyhU8UIUilC4fvhTg1U1ERABERABERCBG01AApQb/fr18CIgAiIgAiIgAiRAEUoJmVV0QKErCUvxUBzCsjwMPEIaMjI4NowiwzRBqOZgzmO5jRl2KQQteZ9lCF5WUDt8q9Vw9sUM4kxKK0KAQkvj1ZmMfYsg4jyskmeSMZuKIjswZA/DACJXM8hmW8qm7OHcDLLc5pGJ1oYApTopj6N+iIAIiIAIiIAIiIAIiIAIiMAhAhzH0IuD8yAFgfMpV5rVOZ/E4XwSg/MJ5hy70fkkgYmCFR7PP79zjOdHfVP8gz3/Wo8WfHWLF/KF/Qj6cvrbeTnBoL5z7Eznk912w7l40vnkZ4hP6HxSjXRsLpO0r+F68pc7y/aXu8suiYHjw5kEuMVjh8aQg3pIMQmnGlw0y42mKwf7dreEMeke3E7yTnjyFkIUltypYKyqdn4EnAMK3i/FJYxI8F1ThBLBnJ+qYN2LT/CesDeIXQz6pJxfv3QlERABERABERCBq0dAApSr987UYxEQAREQAREQgc9AoIp6xm8gQMnBAYU1vW+hnvcsxCExZLRNowby6PyswR3ywT/OwyEZrjOgCRmHC2ouQPRCG+cdlAKqdisu02vwFS9+a7HedEG+OxCgMMPsVg4ZfwgqRijOQdC1P7iZjEZQyzvuHFC+W1lwAcMXF99t3VEEREAEREAEREAEREAEREAEjiXA8QxHNa4ED+b+P5bV4XhwNZoMnE+QpLCIcVsO2+I83h056PK8AkZ/OJ8uEv1jwUFnnNe2/rHZSa57MF4Nltj3QY3ihEqnZZ+QPPFbvWT/US06B5T8VMtySFb4EqV2/p8nd+zH1SV7jJI7LOM6g/FhLIK0jlACw6Brc1u91bZiveFK7mxXqvbz2rb9E9O/f9i0Zyi7w/2c2igZq3a+BJzrDMvs4PNLMQrFJxSd+GhIsAxnGuxhOZ4mPgtNd9z59kNXEwEREAEREAERuPoEJEC5+u9QTyACIiACIiACInAOBBhMYQBl22VyVVxwcR4BxiREFk6EMuY9fIDRzxl4nMJ1+8N33M+gZmoqYvPRQICygSDex1bNymPe6yIO6yKw18C0iQwzOqFQfELr5CjKE7HsjsvuC3UkjsBiDtltt2fS9nhxxu7OZmwe55QhZGkgUKgmAiIgAiIgAiIgAiIgAiIgApNAgGMyOjlSfBLD5B1NWB6VY0G6ntAdk2VTl3rOJ/HecTy3v/Vvw6HeCKX/0HNd533dvXFDv+zWx7yLH6ty7qYB41dupyihDuEBS++sN+v2HO4nr+B8Uo90MU5M29MVOp8s2fe3F+1RT3ySxdgwjiQFch7UKGihmKQB1xOOFzdKFfuEcjtvd4v2BhNFJywJ+3qnYDtlOGv6zg66mLadiYBzQMH7aPUmOp908N6mwbyLpBxKfnzpHQpPKEJxpY9wvJoIiIAIiIAIiIAIhAlIgBKmoWUREAEREIHPS+DYMemxB3ze/unqIgACJQTT/qhXjK4kD1wpnpilfRRvTEI83H+a3fKQyCMFKBS4MLh5D8HNjwjiJeG4ciFRyjGfxR/GutsM/t2CfTKDiVmU2skl/N6DeRyilMh0DMelrTTftPtzOaN7ysd82Rqozz20DY5HDj1cO0RABCaNgL6JJ+2NqD8iMDYB/0vL2CfoQBEQgetFYMQPgWv+z7sXn1CA4hxQ8Lze+eRuDG4eibQ9iafdeG2G7pjwsRzkfOIxkaRf5mfELePLhfx9Hs8Qvvd5fEbDnwwuU5hA59DddtPWkDjBcfOHds2V3fliadb+y6M79mcIUB4ecj6ho+jwnlF8QkeTPMrp5DHmpNDkJRIf6Hjy0/qWE6NsQXjSbEH+cCEgz4Pc1bwG33EbohKW1eFEURadcLr8DOPTxbQaX6YncECBWwqOUxMBERABERABERCBfgISoPQT0boIiIAIXAkC/WGNK9DpcORiYHePPWDgWdooAudNoIKA2odmDVPCZXbVsN5BRldgnnw4oDj63gyyBZ9rLvmQW/iTzhAhM+iYYbcEF5SVWNyWUfonj4Ae++GyiUbf5ML25mvIcNvcc2KS724voMxOwlkp0/EkErJSpiMKMwfTqO+9mEbG4ELOvlqes0qjZbvMWBvWCMZDGnaMtouACIiACIiACIiACIiACJwjgfDoZMBlr/nv6ByPUVDC0qj8YztFJnQ6eYREBApP7sL5hGV30ijTSldMjnNGDVm4L0AWLAVHX0wZHt8vzn0v/bYBb3bIpsC5c9Cngns4Nt5DwsZ7jJfft+rWjk05d0w6nvzJOZ8suFKsS3DAZMICHTMHiU+oI2m0g1I6LLfDiW4nbyE+eQ63EzqecP39XtFKcNKsj0pkGPIk2nxyAnwvbTideAcUup0E4hNqfyA+wX5Ofr+kJydnrDNEQAREQARE4KYQkADlprxpPacIiMD1IcARIf73f9i+Pg+mJxGBySBQR1BtHQG19WbSigiu0WLYBV7wjUdxBb/9xg3k+YAjnyx8jvsWxjZ4nbhAJgOaCxSgRBN2B5l2zChrwA2l0Z2ckjVFZKOVERi8P5e19ULFBRqXUM+bAcUIBDSHGh42CZvluXTCHs7P2MatqrNQfnXooAErHsyAXdo0gQTCH+oJ7J66dNEE9A180cTHu98lfaPq4zDe69FRInCjCOgHw5V93df41QUOKHA1wZiGIpTABTPpnE++iqOUKMQnM5i47zjxiX+//Jc3QMbRIJf83G/3R57PnPfz/9oH8/DX4+/hXy8FJn6ZZ4WXuU7hQRVj4x2UrH3dqECAUrNYImpfLGbt/3q0an+5u+zcL5fhmOnK7iBRAViPNBfSwpcqRCV02aS7Ccu9/sfHTfv395v7JXdacEahOwqPV7sYAvwEtMG7hTkdUDqIWHBbIDTpOaDghbTxYXD79XIu5sXoLiIgAiIgAiJwBQlIgHIFX5q6LAIiIAIiIAIi8PkIML5FwQkdSBhcY33r5QjsZyNBUHJADG2szvC8QbEzbmfAMz0FEQqy7e6jFM9Wq2k7mBo2OQIUZjy1EY3aLtfghLJrc6mEMbhI9xPW9A5z4XIC22aQ9baK8juPYcF8dzZrr7IFl8HWVAbbWJ+ZiT+IH+jwi5/4DquDInATCVzCN+qgf+xuIno9swiIQIiAfjCEYGhxggi4hAD8QjvnSqImnevJV4kMyqMmXYIAx2h0RpnGMaf5tZfnuH+JqcTo/bH+c303+P75+Ukw+z5x7id/Ptc5PvaldzaRLLGL8fEUxnrfLuXsC7hjfruyYPdQenURzid0wqTzSb/4JHDQoPCkbeVG0z7kSy5JgeV2Xmzl7fVuwZXf2ShVrIb9apdHgE6sFKHwvVN8AlMUtGCd7idB+R1IU9z2y+un7iwCIiACIiACIjC5BCRAmdx3o56JgAiIgAiIgAhcIoEaMn62IQKhG0kVTiSpLjPjTvf3dgYBR8VmKN9ITk+7jDsKUNbhfvJiqnKJTz/81ruVmv2+sWu3smkIS2YtHYtaDsHH/ggjRSkUp6zk0rBUnnFWzLe30vaxU7a8BCjDAV+1PaM+2FftWdRfEbi2BPSNem1frR5MBERABETgTAQoLGEyAJ1PHqLkztcQn3yTzNjcNJxPMHEfS/Scpvkx4P7ZuBZFGH77aa457Bxe00/Djhl3O/sYblyj4KCCMTGTJDY6DStEOxafSdifH6zYv9xbtrtwyVyEO2YW4pP+5AR/LTqoNPGF5XboePIMSQ3//Lhlf4Pryd/eb1il2bQaxClO1XC4C/4Sml8QAabBUGjSRhSDYhRW3IXkqFd6p+M+D9zP/0YGOi6ov7qNCIiACIiACIjA5BGQAGXy3ol6JAIiIAIiIAIiMAEEarD73Ww1XJCNbig5lMmJu+gKQ3vHNx7FuFlguIwlBBynXJDm6LkM6KSmULImGrVVlODhNI/648VOC0E62A5PUFRnFzbJv0GAcnc2Z9+vViyXRHA2FbcYyvBQcOIbl2hpTYHKQjrpSvF8vTxnlUbL8hCxqImACIiACIiACIiACIiACIjAZRHgeIVlUB8hAeBpImvfYboP55N5uFKmMTbzzien6R+v7ceC4b/Q++2nueagc3g9Tv3JAIOOHWcb+8wp3DgWZXJGAWPTnem21dMR+3J+0eaWMvZ0Zd7uwOlyPgXnE4z7onQ+CZ+MZeekiXEwx4EUn7yC4wkTGv65tmV/hwDl3V7RCrWGseROF5Pa5RPw74ziE34eKB5iAR46ojR7E0vwYFFNBERABERABERABAYSkABlIBZtnGwC+u12st+PeicCIiAC14MAg2ybKMGzDQcUClCY9dXtRnoRvvGe8SDA2JOhQJAxKEpDBxSKN2ZRXdwLUBgM3cb9C7gv6zBPSqN4pFCt2ZPFGdsoVm0JmW71VtumYA8TgQgl3Pj8SQQi51Guh2V4NmGn/HqnaG/CB2lZBERABERABERABERABERABC6QAMcpUxibLUXj9jUcT76F88l3SQgp4IQyi8SDCPYdLjJ68s7xHhzGBcV7ggEdt7Gd6/AOffXXDa5+uq/hPh1axgrL7xS6EKBE29bIROyHe0v25d0FV251MZ2yTALJGpHDY0HfC4oXWvjCsjtbcD55vrln/+PNuv3Hh037B0Qo7TZdT/zRmk8CAabAUGDiSvBAZcIwBj9jLMvTwHbGRrhPTQREQAREQAREQASGEZAAZRgZbRcBERCBiSXAQd5NHOidR0hlYl+qOjaBBOrIvmIJnh2IQFiCp/n/s/eez40kWbbnJYCAFtSpdcnuru55/eyt2f7la/Y+rD2b3XmzMz3d1d3VomRWVmYyk1pCC3LP8YCTARAkAVCB5PGqYAhEeHj8AkCGXxw/F5+7cPwPx/6MpEM5vDq+i/07edCnmPbOWYg4ZjHq7ilG4u122hC/MLhDE9zJKYw1bVTqcELZtDzS71CEMpWZshTS7vQURKq4rZiGq0sxZ8+Rsucx7Jk5yo2j31pKxdODSysiIAIiIAIiIAIiIAIiIAKXT2AmkbL7cJ38CqKT36WLSL+TceKTDF0d0Yc57uMxXpvY9/N9RzfnL/n8Qb9b3aA+4ahnYl3Ricf7+k+ry5+bc9/TpfNFdDtFCDVMlQSEB0Hc7pdK9nA2Zc8XSi7V6jQGGmQw4CA+FTt2KrpncKLzyS76fq/hfPLtyqZ9jXQ7f/mwZks7Zdt34hN/xmNVaMM1EeB9a09hwruBExadCIVpdzhRoHI345LXdEN0WhEQAREQARG4gQQkQLmBN01NFgEREIG7SYAd3GHCKHeTjq764gk0IPqgA8lW1AEFp2FILvQzGf4dGX3nRpf7Q20MdmYQvKP7yVMEQZkCaKnVsAayL09a2YATyj8RQFzMZ+CGUnJOJ8W+RvJaKUBhKp77EKDswFr5MVL3LOZ3nMWyBCh9wLQqAiIgAiIgAiIgAiIgAiJw6QQW0N/6NZxPvkoX7KtMAQMA4HyCFKgX4XzS33j2iXqiGegbnZSatf/Y09ZZr5+i+3HbaCUUnUTFJ/74JgUk6IuWA6ReycftwcOSzd0vQHySc2lWs8mTnU9YX6uzb2WIT1b3qnA+2YLzyUf7C5xP/r68YW24aKpMJgG+X73YhCKkGGIUMWzkcgvyk0lyaJ1MgmqVCIiACIiACIiABCh6D4iACIiACNwgAv0/19+gpt+5po4e9hqM6PruOa1ltyE+oQBlD04ktB1mECYMSg5u7TBbQ/HK4OuizXPaOaCEApQPrbpl6jErY3s3LDjMKa5kHzqgUIDydKZgv6nUYLuMoG06aYlYzKUTijaCAhSOjJvNpu0FUvd83J2GBTPSC0HEoiICIiACIiACIiACIiACIiACV0FgGil37mH6baZov8f0MpV14hO6ULKfx/8up7De0PmEPUGm/6ETyuBe4egtYO1hy8O/o9cQimSixx2gqk5yyvaTgRVmMpaF88nMXM6m81nX72Oq1Tj6fv2F7hkdpNypwu1yt9awnzd3IDiB88nSqv31w7p92Kng9f3+w7Q+QQScAwra40UoMbxT6XXq10MHlAlqsJoiAiIgAiIgAiIwcQQkQJm4W6IGiYAIiIAIiMBtIODCaue8kIsKx43XjA6thjFiaxtpeHb3KUDZd/azGPyFEUA+wDda3QwHhmS8oKT3eCfUQGiHucefBGl7gymHYOgmApQcbTRJZbdWt716wz5fnLHVctVmYL/cZCoePF3G0eZoYXw1KkDh/q8RiHyPFzgyTkUEREAEREAEREAEREAEREAELosA+2EUfSwg1emv4HryW0y/gwBlEal4ptH3oviEaXe432UVPxDBn+OAnaRz9oXcdR022Nd8uOHMhRN7Yt2K99Po1+VjVryXs9QixCe5lBWZducU5xOKF5pIrbMH98sVOJ98v7Zt//F2GeKTNZeCp6k0rGfel+vegdIoJ0JBDIKiEwpQ+F5pYZ3TcbnSdbdY5xcBERABERABEZg0AhKgTNodUXtEQARE4K4TODECctfB3MTrvx03sw7nE6bC2UQ6nvv7KQugPmGO6zCAeLYQhbE7kjicY+GkOCP3obglhfopPJlHMJT5yBsI8qwgFQ9FMZNSXAgKF7YGMck/YKGcxQi4BaTjKaVTlkTanWghK6biKWWS9rCYtxezRaTiydtHjH7bRWCy1W5Hd9eyCIjATSRwO77ybyJ5tVkEREAEREAExifADsgdKCW4njyE2ITiEwpPPoHzyTzW2efiIABiuEwUrDvsE/ol9Pu63Ll91Mco317npNKth7PRriE8qz9/tA2dIGaddMySc0mLw/kkOZO2NMQneTheOucT9Ff7y5HzSct2nPPJrn3zcd3+jJQ730B88mGnbG0M8FC5GQT4fqDTSShA2cfyFMQnSKuECQY3KiIgAiIgAiIgAiJwKgEJUE7FoxdFQAREQASulIA6sVeKWycbjgCdT9ZaEKAELeeCkkXy4yQOpQDjPCKUqe77Pfq2DwOJUxZ4AQoCpRSg7CAN0AZEMBOVaxkNJ4P1cg0ClE27ByvmT+anndAkD0LR4CcH91GAMjWVtPvFrD2tQoAyXbA3m7tudJwEKMO9F7WXCIiACIiACIiACIiACFwoAXZGog/uF1r59VfG/hoFJovoV3nnk68gQrkfpFzqnQCvUUoRSlCGb6/vw42CjvuGuP3SEXpf3/AtwLHsZHULl47W/NaT59HzcflwnZVgRMRBJmb7hYQl5zOWWMhaKhtYGoMJMkHckvHewQY8C49n2p1Gu4O0O02kXIXzyeqW/QHOJ98g7c53cEFpNFvcVeUGEeigrW1KTw5izgWF7icUGrnBKDfoOtRUERABERABERCBqycgAcrVM9cZRUAEROBiCBxGCC6mOtUiAiIwmEDjoGMbcD/ZhgikBjeU1gEDbmGYcvARJ20NQ4JMvsPCtZM+xgkEEzNTcZuDRTQFKMtwP/lhqmINd+Rk/VmvUICyYS/mirZRrTs75hIsl+kSE6edS6QwsMtUPHPZtL2EC8rybuiAsledxCuLNPw2L/beoptxpSd9cG5G69VKERABERABERABEZgsArf42aqUCOxxMm2/SuWd88nLZNbuwfmkEEsg8Sl7J6NKT3r7cEQ3yuN0fx+QIhKmJO3fPuwbhMeNcn7W6283527C+f32WCpu8TTYzKUshSk2nbJEDq4nqYQbUBCPDXY+aWPQRq3Ztm3vfALHkz9j+ubjhi055xNKGVRuGoEwDQ/fn/Q/mTLeRYlPbtpdVHtFQAREQARE4HoISIByPdx1VhEQARE4HwHGB0aNMpzvjDpaBO4sgTpG+dB95EiAgpDLBX0G/cc4DPkdIWYwNAM76Fmk4HkSZOxNouoEKZWpjgtQHu15/Uu0V96rt+zt1p4tI8d3IZW0+VwHAUpDULd3dBxHH2YSEKDk0vZ8ruRygr/e2LFlBCUZ3DqMhl7/Zd2dFlzQe/nKgPV/WK7sxDqRCIiACIiACIiACIjATSFAYQdF/fchNvl1Om9fpYuYF5z4ZA6iFDpOxvG6748Ne13+UdT/CM8axn2c9uceVYTC4/w0bLv79zu6ju4rZAFtSTwTWLyUtBhcT2ILGaxDjJKOo2+XsCB+XHzCLpx3PtmuN2xptxw6n7xbcc4nP65vQ5gi55N+/jdl3QtQ2F6+012f/aY0Xu0UAREQAREQARG4VgISoFwrfp1cBERABMYl4MMF4x6v40RABIYlUIfrCR1QtuCAUnUOKMyE7AuXfOjQbxtuzqN66zk6jsYhAerNwd54FgHSe7CIfhSkMeJo37WDo+QmpbAp+3CJWYH45O/I8Z1Gqp2FXMaKsGjut2fmddEBZTqTRgqevK1ChPKomDt0Qmm325NyWXerHZPzdrpb3HW1IiACIiACIiACIiACl0KgBCH/syBrX0J88juIT16mus4nce98Ep52vJ5c9OGZy6PXEgpXQucTHk1px75rUrRut6HvT3gu/o1OfTudsRqew5+JczqfTMH5JDGfRsqdjMVKcD9B2p1EMm4J9O/6nS15AidOgPNJ1Tmf1F161T8vrdlfMDHtzvudPWsiJU84euOMJunliSSwj7zBbQzICZMPQ2zEd+kExSImEpoaJQIiIAIiIAIi4AhIgKI3ggiIgAiIgAiIgAicQqCBgMtmu+WEH5X9tjWZ9xghGB+EOeXQE19isJCBvnDuQ39Hu3O7S8MDi+NpBE8XMXLvcTJlZZx/p9NG4Of4MUdHX/ESAlBszcpexf4Gi+XFfNZeQViSQqAyn8QLuBheDwtH9yWxvZAO7H4hZ09mChCiFOzddhicLEuAEoLSXxEQAREQAREQAREQAREQgZEJ0HExCSuPB13nk99kCk6Ech+C/hn0qwK8HkPvhP0T30cZ7SRhPyzaGxvVA4Xn5fFREQrb4Ldz+eQS9kLHa/uAWlHRFJxNYlmITyA6ScxnIECB+wlcT2IUpOA1Tv2FAyLofFJrdVzanffbZft2dcv+2HU+octltdHsP0zrN4wA73Mb71bv+DNJA2FuGEo1VwREQAREQATuHAEJUO7cLb8FFyyl9S24ibqEcxHQZ+Bc+HSwCIxKgCN+9pzwo2U7mFfggtLE5zCGMAwFFT5QeFYQMLqfCzjiWIYepw7CkGUYhuxtXQK1ZyFCmYcLynPkK9+AEOZdq2adaMSz95BrW1sr1+zvy+v2yXzJtpCWJ5cMrJRJudFy5BQtMQSF6YQyD6eUV9h/tVx1gcsybJtVREAEREAEREAEREAEREAERGAcAkWITF6g3/QrOJ/8tut8QvFJAelNmebU90r8PDxH79pZ5x3UFRt1eALPGIpQumdjvxJ9TN+7HHQO7nnU0qOlcHvverfWYzPWG52m4HxCoUkA4UlyMWvxItLvMO0OnE9iFKbQwrKv0PmkBeeTGpxPtqp1+2Vr175+v2p0P/kGjpgUozQ0sKCP2s1chcYIhQNw8M7EWyF06bmZ16JWi4AIiIAIiIAIXC0BCVCulrfOJgIiIAIiIAIicMMIMMDWRIqZPTiPbCEVD+dNBNyC+JQLYjoRCQIyjM0cD8/1Xixfj+7HEGN4fLi9d++uC8pU3ObiSXuSzDjxSboes+YUPFjQrkkquxCdVJHfmwHHjzsVuJ8ENptLOyeU/lQ8zLeeTVKAkrYXcEth+p6fkB98DUKUfUS5Ju3aJomz2iICIiACIiACIiACIiACItBLgP2LNPpNTFv6m3TBfo3pi3QOqUzTzvmE7pK+rxad+61+W2+tp69Fe2Nhr84LSE4/zr8aHnPUh3SDG9DH831Ev1//nMdFp6Ma+vc8eX2KwhJMcaTZiU0nLZiDAAUiFKbhYToeJz5Bf7e/+LQ7XnxCJ8tvVzZD5xOIT95s7lqlLueTfm43dZ3vxlCE0n1vT1gM4qZyVbtFQAREQARE4C4QkADlLtxlXaMIiIAIiIAIiMC5CdThhLLebtp2p2U1CFJSBzHYO/tqo7ISv+2kuT8oDC1yLRq8jB7FQGqGaXjggPKwk7b7CQRQsdxqHVj1oB3d9dqXKRppdfbt427ZOaE4gUk+Y6V0yvoFKIx30gFlNpu2p0jDQwHKg1LOOaHsImDZZq5wFREQAREQAREQAREQAREQAREYgkAhFtgnqVzofJIp2ku4oNyH+KQQg5vHCeITX63vnfn1k+bRPptb9mKRbgXRft2wdVIAwx/5WXgMUwhR5ME1v52vsfB17u9EM5ETRBbdfif9ibZ/ig4ncDqh80mwmIHzSQrrEKMEcD1JIOXOgEp9f6/WattmtWZvt/ac8OTr96HzyTsMRKjjNZXbRcC/bzRI5HbdV12NCIiACIiACFw2geNJHC/7jKpfBERABERABERABG4ggRpS7xwKUOCA0nIBx4u5kDCYeLwu5icPkK4mD8vo+UTSFjHdRz7zQhzJeRCcnKTCgNQBuCxDTPKP5Q04oezZLlLq0H7ZvRZpLNtOUUo+hWvKZ+3xdMGeTBdtsZB1jimRXbUoAiIgAiIgAiIgAiIgAiIgAgMJUFxSQNqdx8k0XE/y9hXEJ59BiML1aWxPQ8zfG/x28g0ILEbrSx3+CI9WuOVuX5DL1Iu4+cAWDrMxbIvvE/qW+flRDb7tR1tGXsJIgCmITOK5wBKzaTifpC0J95MEU+/A+YSv0R2lv6/p0+7Q8XKTaXfgdPJ39Pn+hNQ7f1laxTr6ftjewYAEFREQAREQAREQAREQARGQA4reAyIgAiIgAiIgAiIwBIE6xBVegFKHGKUFRxQXfBzi2NN28YHF0+pKQISS7YpQnmM0X7krhulcSAtOa93or61CgPJ3HPbZ4oztIC0PRSZFsIsj+NsfyOQIvwxS9czn0/bJfMml4Nmo1GXbPDp2HSECIiACIiACIiACIiACd45AHg4nn0N48iuk3PktppcpOp+Egn2KU6KlK99w4hO+0vtqdM+Tlo96bEeCEy4d1ozlcP2kGk7azrb4I33buB4tvr3+9ehZo/udvHxgMTqf5CE+gfAksZgNhSdZpN0JID5hyp0+ZqyLAhs6XYbOJw17t71rf3i3Yl9DfPL3jxh4sFPGa62TT6tXREAEREAEREAEREAE7hwBCVDu3C3XBYuACIiACIiACIxDgGl3KEDZaresCgFIm6PeOCFIFwYDfchwuNp9AJF7h8FFbukPM4Z1MWd5FgKOBTigPE9lbLndMG7rDN49POia/tL1pA0+dEBZQjAyC4HJNNLwpAI7loonjtF1WaTimc9l7OXctEvF89P6tm1ChLIP0Ypsfq/pJuq0IiACIiACIiACIiACIjDBBCguofjkGcT5v4bw5DeYPknnnFtkCW6RdJEcVNjjivbDBu0zeNvJHS+mygmTq4ZHMnnOKGfxvcDDOfuXVH2gpayZxbfZz93GUf5AXMLUOrECxCczEJ/A9SSAAwrT8MSScNfE63Q+6S90PmlDfFKB88lWrW5v4Hzyz5UNJz7564c19PcqVsagAxUREAEREAEREAEREAERiBKQACVKQ8siIAIicGMInBz8uDGXoIaKwA0jQNeTDQhQtjstoxgl6oDiQ4xh6PF44C56qf7Vw08xA4zYoT/IGD0GIUEIUCDUQPqd58mc/dyoWRLHtXBgmCM8uvf1LlM4wtFxFJ8wFU+ODicQmMRiqeMCFFwDBSrz2Yw9my0gfU/R7iENz1q5ivQ9TVk4X++t1NlFQAREQATuEoHDB5O7dNG6VhEQgTMJ+M7LmTte7Q459I2+hPMJhSe/zhTsFfpIPlVpfID4xPW3LrCJ/MoMvzb5F0IRJxjBEvo3LKFwxA9UcJtO/cM9ozIWOkWynxfWEJ4prLr3hvSunXwK53xSSIbOJwthyp14NghT7lB80m13tAaeNXQ+gfgE6XXeYYDBf71bxrRi/+ymXK2j3+dJRI/VsgiIgAiIgAiIgAiIwN0mIAHK3b7/unoREAEREAEREIEhCTSQcmdnv+2mcqdtFKR0sI1ZxTkCLww9DllZdzcfMAxDiicfy/q5bwGj+RbhgkInlHlMB+0DY1smqTD4ytzfH3crGB23aQ9LeXsxV7I0nE4ymBjc9NfN5SQCnqFIJWuPSgV7OlN0ApR6u2O1TmeSLk1tEQEREAEREIHbSeCsB5HbedW6KhEQgWEIjNPJGabeMfahsCQNV8gixCePgoz9FsITpt55lcrZPQj1i+grJQeIT6KnYj/E90Wi24ddJo7oV2aI50g6En1t1B4ie0lHNYViFj9IwbfPt3/Ya3DOJkivEy8mLc60O3Q+gQNKjGl3Uki7Q9eTAc4nHfbpMLCg3MAADDicvN7Ydn07pt3524d1+7hXUdpUf1M0FwEREAEREAEREAEROEZAApRjSLRBBERABERABERABI4T4Ai0KgQoexB8bGMqQ4DSxLbYFCYEC4cNAh6vOQyCRo+PBi65P1/jKLgUpnws7gKsL2E3zTZVINIIR9gNqvl6trE9yxCgUDjzxb1Z2601rZBKWgdTHG7Y/SPs4tiYg/XzQj5jn85P20alBhFKzWoIeKqIgAiIgAjcQAL9/5DdwEtQk0VABERABLoEJuA7nX2hAoQn94OUfQHnk89SeWN/6EkyDYF+ygn1maJ0tDLq/ke1E4nvg4V4+DcUkHDua/bo/PpRDYOXvAiFr/IY9psO3VUOaw2PHabOKYhM4qWUcz4J4HwShwtKLAfxCUQpFKeEZwnri/6l8wndTbYgPqGz5R/frdof3i7bt6ub9h7rzfZkDYKItl3LIiACIiACIiACIiAC109AApTrvwdqgQiIgAiIgAiIwA0gwAAj9B5WgQhls9O03a4LCgOdCcTufAAwDD0Oc0E8wockw+OP1o4fz72Zy5x203RAeYGA6xbSAb1r1iK1HD/uWrbgQvaQQufjVMXeb5WdXXMGAhOKUOiEEnPBzqOWUajiUvHksvYSApRljKj7YW3LdhDw5Mg7H3Q9OkJLIiACIiACE0vgtH/MJrbRapgIiIAIiMAkEqAgIxuP23Q8sMfJjOsDMfXOS6TcuRckbTaetDxeP8v5hNfm+2vR5ei2s67f//PmhSfR/cPX+Irv44U1j1J/tD6/3H98/7rfr38+lcAQiSScOiE+CebhfDKbtvg0nE8ycWM6Hud8MkCw09nvdT75cX3bvoOr5Z+X4Hzycd1WkSpVgwT6aWtdBERABERABERABESgn4AEKP1EtC4CIiACN4GAj3zchLaqjSJwywjU4Hyy1mrYTtCyOlLwpDAhlNcNNvYGNk+7dAYPjwKU4Z7htpOPotglC9tpL0D5BeITN76OypgJK0zDU25AILO96+ya86nAZrMgBYvngDYokRLHNqbhoQPK87mifdgt22I+65xQKGRhIFRFBERABERABERABERABETgbhGgUP1BkLZPIDj5NVLufMJ0O3BBYTpSpuLJwB2S+wxbontGl0863gtL/OtHwvjB/RPfLTtqEvcb5kz+DOG8/4hoLf2v9R7ZPR4ik8Rs1/lkHs4nxZRzPnHCFA4GOGpgz+F0PqnR+aTaQErVsv0Jzif/8csH+351y5a24XzCFKmDL72nHq2IgAiIgAiIgAiIgAjcbQISoNzt+6+rFwEREAEREAERGJFADY4c623kwob7CMUoOQQ9owHBMCI3TFiwLxSJIGAY0OSxg6N6CQQvU1NxK2EE4H0EYhcReJ1JBM6NpYm2TFLhtbQRoKRl8z+XN+xRKW/PZouWgQMKJ9pJe0q01KYFdBYuKfPZjD0qhvtuVuuwfu4YxSwqIiACIiACIiACIiACIiACt58A+wkBpmm4m1B4/znS7Xzm0u7k7ClcUPLxhOuDpeAOOWzaHfY8XN8D9Y5Wwn4Z//oemp/31xPdHl1mYp6+nl//oT3rbKn3UnEvsM1e2dKz5/EVCkxi6W7aHQhPnPMJXFBiGfS/mHYHwv/DTljkcLpOtiH630MK1G24UNKN0juf/GN509bhfFJvtiJHaFEEREAEREAEREAEREAETiYgAcrJbPSKCIiACIiACIiACBwj4BxQugKUOgN1DAb2xRTDgOGowU0OREO40QUXw6Bj/8kp1Eii2gJspuchPGEO9EcQokxZ3dYmTIDCtu8jiLm8U7EAri2/fjDnHFFKmY7t4xrpgcLr9YVLCexHJ5TFQtY+XZiBA0rdVpCOR8FOT0lzERABERABERABERABEbjdBCg+KUJk8gVEJ0y3Q9eT50g/SvE9U/Ek0Weg8ARJZoYC0ZWesPPhjhjuqMFVR4Ulg/YI0/P4gQVH/R2/fdhzR0UorqvZ0/bDKzrWhKkUnE/mkHJnDuITzOOFpMVzgVGYYieIT1hJE4L/arPtHCjZ//r6/Yr9+88fjCl4lrb3MLBAAwKOwdYGERABERABERABERCBEwlIgHIiGr0gAiIgAiIgAiIgAscJUICy3gkdUOoHHSdAYVDQa1D8/PiRJ2+JBiL9MuvpL3yN4Ua6oBQQlF1MpBCMzTgnFqYFmrRCFxSOolvdq9q7rT37ZXPX0hh5R5FJOpGwGO2fI8UJUJCqh+l3Pl2YtjWMtHuzueNcUBqwgj6yvI4cpEUREAEREAEREAEREAEREIFjBJzYG8/jg/oVx3aegA1pOEvmkVbHieyTafsyVbBP0zknuL+Hfk8Or6UhPmHKnd5exNmND/tRZ+83zB7keTrTcDgC64ruN6oTCnt+rKH/WvvXeR7nfAKXk/g00u7Q+WQG4hOm3XHOJ13xCXfsK20MqGDaHbqebMF98rvVTTf9CQKUf65s2ka1Zk30w1REQAREQAREQAREQAREYBQCEqCMQkv7ioAIiMBEEDg73DERzVQjROCWEqhBdLLebtgOUvDUD+CAYvuH4ScpnwAAQABJREFUgUV+OgcFBEdBEYYZfbhx8JEc8cfUPxSgvMRowBUnPomGNwcfdx1bmYZnp9GwX7Z27VsENIvppM0izU4cltlBnD4oRyWBUXl5ClDggPJJCwIUCFdo/Vx2Ihal4jkipSUREAEREAEREAEREAEROJkAxScJdCz20TvpoM9yE8oM3E0ew93xq2zRfpUu2AMs34PjI7dTmELtOqUno/S3uO8o+5/FaZgeV3Qfv8w2+GWeY/g2HR152jHO+WQ+bQHEJ3G4n8QLgcUzdD7BUXQ+OaE02x2rNFpO+P9xt2J/fLdi//Z6yd6i78ZUqh04Wva2/ISKtFkEREAEREAEREAEREAEIgQkQInA0KIIiIAIiIAIiIAInEWgjQBuBTHcvf22E6FU9pPWckFdBnmPBBXhuLeTg33+PAyhjjoukbbUGQRh52BD/RQClNfNKmyqA+eEErbF1379c7qWMLBJ6+ZvISZ5Ol2wZ7NFywQYwXiAPOSREYxc5ojGbBLXlsvYk5mCfXFv1irIN76DUXlViFlUREAEREAEREAEREAEREAETibA/kUCUwp9kxZ6GtQQRMUPJx95Pa9Mo08zj+lVMmevUnBCTOUxz1kJjonFWIB+D4Tr6COcp/DocWvwEgzP0M9Pa4/fx8+576jn5/483s9ZR0/BC875JBtYAs4nFJ8kZtMWg/gklsY74BTxCV1PWuhbbcD1ZL1cg9vJhv1jecO+Xlp1aXfY92qjD6ciAiIgAiIgAiIgAiIgAuMQkABlHGo65poJRLtv19wUnV4EREAERODOEdinoAIuKHudtm22m7YHF5IG0vJMwZEkzhBhNzgaBhh9yPAsTL1hRb/m5/1HU+gSnzpwApQGbJMfYnQg3VDW0Z5tpAeatNJBGz/sVCyV2LSvHszbXr1ppXTKBcOjzNhuXnMQR4ohOKU8KhXsq4fztonA6A9rW1advCxDk4Za7REBERABERABERABEbjDBCg+oeFFgP4C03bSA6WJaZIlKOzL/BaOJ19g+iydd2KU2XjSCU9SEJ+M5nlySTcffUCW4QcOdPcPZ050H7Zs2P5huLfvD3LeU7gB/U46nwQLGTfFZ1IWzyfDtDsJDIw4dtBRDU2IT3bRJ1vppkr9r7cr9q8/vbNluKAwDeq+cz452l9LIiACIiACIiACIiACIjAKAQlQRqGlfUVABERABERABESgS6AK0QkFHz4VT+KAQd7x8PQcRgELApwMtJ4U4OT+fD2NwHIpnrAHibQbJdjBEZMoQKFBDNPoMJj5y+au/byxAzFK3NJwQaETSkA/7UhhKp5cMrD5fMaez5bs/XzZXsyVnLZnGyqUfQhaVERABERABERABERABERABPoI4LHapbpEPyEN8Qa1Jw0s08XxpL5FXw2XvkoxfQbifbqeLEBE/yVEJ5yewdnxSTLjXstCPMO0o5SfnLe4GrrV+NqGEbV0tSPu9FyOrg/Tpuj+Ifvw7GEvb5gWhGeJ9gvdUegrTQUYkJBHmh04nySYdgdzrsfScJgMcxUNbGLbOZ/sO9eT5b2K/e3juv31w5p982EdaXf2nPNkB/uoiIAIiIAIiIAIiIAIiMB5CEiAch56OlYEREAERGA0AtEIzGhHam8RmDgCFKCsOQFKGw4o+xCDRMOKYXP5lvdBzpEuoCtCCY8++YOTRFA5TwEKRg1+BqvqDbTn54PKSKe6mp2ZhqdtW3Ay+WVzx75fzdt0JmXT2bRRbBLEj1IXsT0JXFc8mLLZXNoa7YK9mp+2LxZnXSqfMnKUNyVAuZrbprOIgAiIgAiIgAiIgAjcKAIUbDD9DvsJzgEFj9n1/ZgTn7S7Lh7XfUFZiE+YSvSrTNF+lynZkwCpN5Npt20aaUXp4EKhxVj9qEEX5+o7emGYmr1Y5+Se2FF9py0d1nPAq8EgA/Tzwj4iXxmmJWHth3vyWgCIKXbofJLgVEpZjM4ncENhSp7TwDH1TpnOJ3A6+Wlj2/7wdtn+1w/vbL1Ssx301c57vaex0GsiIAIiIAIiIAIiIAJ3h4AEKHfnXutKRUAEROB6CSiScb38dfYLJ1CjAKXVOHRAySFcx7d5GFA8mo9y4miQ1S+f9tFhLvQ8ArgLQdKedzL2ppmCI0pgVaQIak2aSAMXUkce8TdwQGF6nfvFnN3DlEK6HabciTOQSuFNtzA4S5cUClWeTBfsN0jdswsXlfc7ZWuhnoMJCaD79mouAiIgAiIgAiIgAiIgApNAgM4hAVQIScwP4CFCJxSmxGyf1rG4gobn0U+ZxUSnk+dwOnmVztknENHPI90O3VAyFKGjzUc9gvM3irWF9Z2/1vPg88dyzpaEc782xHXiIApPppLoNxWTofPJXFd8koNoJwnp0SnOJ3Q1abf3nSPl0vae/QWuJ398v2J/X9lwaXhqrZb6V0PcBu0iAiIgAiIgAiIgAiIwHAEJUIbjpL1EQAREYHIIMEbBSUUEROBaCfQ4oMDSmiMK/cdzhFDiua4hCftquocsIGDbTu3bw0baBW9daiCX6/1c1V/4wW0nQNkBpwP7bHHGXs6XrJBKWjaZgPgEOeoRcI6WAOIailUeT+fhhLJgy8hR/vX7VdvDqL0O8pbruzBK6xqWe2/XNTRApxQBERABERABERABEYgSoK8gfDCMQvUAfQX2S5i2s4kJiSzdc3h0/6tcnoH45HMITuh88ltM8xDRz0F8koMYPRcLQ9QX+XjppSeUfLDe89R9nhBMeGz3b7ci74TipShntw17JCDYz0C8j5Q7iUWk3SnC+SQL8UkK4hM6n5xSKECpw0lyFWL+f65u2v/3y0f7v79/a1u1utVbbYlPTmGnl0RABERABERABERABEYnIAHK6Mx0hAiIgAhMAIHzhD8moPlqggjcAgKhACV0QGnADYV51V2hM0dESDGsuTLDouG+YTUuKIm6GIw87RPP19MQbxRjgT1EKp5PMZKwUz+AM0szrGiC/hJNEyKU7WrDflzbtnuFnCURcM4EEKBgRF8cox6jha4odEGhCGWxkLEXs0U4ocxZgO3vkKPciVCiB2j5agmc9sa82pbobCIgAiIgAiIgAiJwxwmEEgY6ClJ8QhcUPllznmI6ngMIULBMFxTKUKA4uHReMYhemG6TDif30E95lcq5tKEv4YDyGA4oBYhOsugL0KklbP3FN4n1nrduT4p9Nb88akv9cX7O44dqF3aawoCDKYhM4ki1k5jBNIc0poWkTWXQh6LzCRifVPY7B9ZB/2tzr2Yf4HxC15N/fbMEEcqGE58wTapzlryC98NJbdR2ERABERABERABERCB20dAApTbd091RSIgAreeQDRkcesvVhcoAhNLoL7ftjWITnY6LavTAcUFJEMJiQviIZDKEv7l5/bkwKDb0e0RilC4zr1ZBWOBXD7tk88c74V4IhSgYFThaqtpb6zCaiasIAAK55LdesN+Wt+2EtLrLOazEJdknQsKEtb3FAbQKVChS8p8LmPP50r2u4eLVmu27SNG79EERUUEREAEREAEREAEREAERIDC9SPRCV1QnAAF8xSEIHRBaWDC07jt75/Ws7g4kswIk4NQnil3fp8tuXQ7L1JZ59hINxQ6tFAgcxmFtV5kzRdFzNczfNtwV4OYczoJFjIWLGYtnk9iPYF0PEy70yvg72e5D+eTVqNtG7tV+3F1y/4Tzif/87ufbafWxPugO4Ci/yCti4AIiIAIiIAIiIAIiMA5CfSF+c9Zmw4Xgasg4HtrV3EunUMEREAEREAETiDAuG0b4wfLEKJstBs2DQFIA6lwYILsRh0OH1Q84QRuczga8Kyxdhw1mMf5F4OUPe9k7XWyYtPNpFXgzNLCNGmlgVF47zACj6l3ns0UbSGfgdAEo/ogpKHghM4n0RJgWzGdskelvP3q/pytV6r2ZmPH1jCnGOUqRnBG26NlERABERABERABERABEZgkAk58gj6Bcz+B9MI5oGCdT9UB/jJ1J51Q2ujEtC4pVScdHHneDEQn7Js8gOvJMzidvIDzyatkzonl7yVSlkWaTYpPKDa/7MIzjHsWhh/d1HUHOW84Mjyef/2gg7Bl3gezp51YYVqdWBp9oxk4nnCaTYfiE2yjKIW8TyoHcD7ZR59rb69hG9sV+zOcT/7n67f215V1q6D/tC/Hk5PQabsIiIAIiIAIiIAIiMAFEJAA5QIgqgoREAEREAEREIG7R4CiEMT1rNxp2zocRxYQTG1gFBlTyWA8mgtW+pBgGGYcnRGPDwOVR0uDamEAN8AuCxDANFP79rCRtjks70MYM4kCFLqgLEOAQuHIJ/Mz9ng679xQcnA6ofgEYdaey6Q4JYE0PI+wH7l/2NmzvxXXrQ7L6DoCqCGjnkO0IgIiIAIiIAIiIAIiIAJ3hwD6AnQcoQCEIhTvgEIAlKFQsM60nQ2IT07vWYyGjHV5iUcCfRKKS2bhbsKUO1+m83A+mXbCE6bhKSYSzrUR0onRTjLm3uOdpa9ncSg+6ds+ZpvCWtCjOQjvgku76giylxMKhlzVuF9TqbjF4HbinU9iWQx1QNodJz7hzT6l0PmkXWvbHpxPllZ37Ou3y/Z/ff/GNqu1U47SSyIgAiIgAiIgAiIgAiJwMQQkQLkYjqpFBERABERABETgjhKgy8hqu2mPIERpYJkBX9pch9KRXiHKsIh8OJEByjA0OdyRSQSVi8il/ijI2KcYadhGwHS33Rru4GvYq9Zqu1Q8TK8zm83YdCZtaQSmk736E0AIg7EpvFaCE8pTuKb8y+NFCIAObKNSd2l9rqH5OqUIiIAIiIAIiIAIiIAITASBMN0ORelMaxOmtnEOI90OBbenYwfWOIAIhelDMY3jgsGn8jiezZn+M49+B51OOC9AeFKA8KSE9WJ3TgeUp3BAYbod7kcBTERicancfH+qdz7c2aNSEy5H18dptD/epWlFBRSd+F4it0VFKOz9OeEJXE7oeJKYC91PnPiEzicJvO4vakBjDiA8OWjhPlcaVt6u2Q9LG/a/3izZnz+uGfteKiIgAiIgAiIgAiIgAiJwFQQkQLkKyjqHCIiACIiACIjArSVQdQKUhu10Wi6Ym0YQMfzPhxXHv/RRxCc8C221Gfh9iGDvp6m8rbQa9hbbfdBz/JZczpEMgv6MVDoFOJ+8nJ92KXYoMEkHCK52RSc8MzlwPZWAwCaTsicQoPz24YKtlav2j2U4ocB5xgd0L6elqlUEREAEREAEREAEREAEJplAKAyhAwonikSc0wgepKfQGaBIHl6NEIHErAEhCH0w9g9OT9Xp5Bo8HvtymXOKW3IQmzD15z04Li5gvggnSE7zWJ+F0wlfT2GiG0oeqTRTOB/7KTz+Koo/z0nz09rg+01+ftq+w77GviHTt6LH4kQ/JEG3E2Yd3Ucl0AU5UQkJA1OYdqfYdT65lw1dT1JwPkFKnqmTnE9cg3Gm9r514HxS26nb5tqefb+0bv/683v7bnfHGnCPVBEBERABERABERABERCBqyAgAcpVUNY5REAEREAEREAEbi0BL0DZdQ4oCPgxgsjCmY96ulWGGccrPK5b66kV0Fq7gCDvPQSCdztZ+ymo2BsEgiv7bWtCpDFppY0RerSBfru1a9+vbtpMNm1JiEyYxiibTFiCEdhICZCKJ58MbDGftRdzJXuF9D2fLmzb0k7ZNiBGGQpSpD4tioAIiIAIiIAIiIAIiMBtIMD+ghef0PmE6346wDq9R5gmNInn6/RBzPgcfpJPIo9Lw9WEQhI6nbiJLid0N4kFcDiBKyGXIXznspt3X6cbCs/B81H0EjqysMarLY6AO2303MP0qI63c7yjjuppQX3CPmMZfTJOZENBTgKCIDIK0ybFLJkJLIUUO5n5FJxPIDyZSdsUtk0lITyh+KS3a3R0AjQwdD7BPS03rb5dt48r2/aPpTX7x8qGfazVbA99VYyTUBEBERABERABERABERCBKyEgAcqVYNZJREAEREAEREAEbiuBKoKIa3Aa8Q4oCO05HQTje86VA0FFlmjo020Y8g+PGzZW6C23OfqwluzYAwhRuLwPG+amG1835EmvaLd9iGL2ag0nIPl+bcvmkIpnPpe2QjqJNDwIXCMwG+VGQUoCAdi5fMbaOPYVXFM+X5y1FoUs5VqX/BU1XqcRAREQAREQAREQAREQgQkhQNHJoQAFbaK7BicKMdgnoSOKE6BgTheUJl6sH4RP2tyHS6yDGge6nMxCXDKLfsRigKnrcLKA+QK2TeO1NF1OsB+FFKHDCcQtWKf4pPcJ/moB8TrCqwqv3S+P24ph+2En1c/jm0h3tAe3zOV2wz606k6AkvbcwCwLAX6Ooh4I8GMlpCpC2p34fQhQ0gEmOp/g/vBmDiiuv4lxBvstDISowpETzid7a2X7+HHbvnm/Zt9tbdlqo+5SxQ44XJtEQAREQAREQAREQARE4FIISIByKVhVqQiIgAhcNoHzhkEuu32qXwTuDgG6i6zBzXgXQcU6RrYxnzoDgWE8tzdQyE9u75bjnPh6dL9xPu0MBnM04qMgY5+kcgg47kMg0zx+sgnZUm027UcIUIoQnjydKdgCHE4yCMDGIUJhIJ3pd6IlBZeXElLxPJst2r88XrTtWt2+X9u0Tge0NLQvikrLIiACIiACIiACIiACt5pAKB6J4xopMKG7BgUg/j8KSpwDCh6T9/FMTcF6Go6N+27vKctASJJxfYdeN5MSRCahywmdT/AanE3Yv+AyU+t4sQvPR3GLm7pnvX7cvX2HcdsTDitg38wvjVYTU+500DepoY+4vd+yb+t79h+VLQh/mAzJHPs00hO9nC7aq3zRXszGbfp+Ds4nKZuC8CRG5xOk3OnvC/lWHMBZ5QD9n06zEzqfbMHpZL1im6t79nZj176r7Nq7Zg0CGKZaGqdX6c+kuQiIgAiIgAiIgAiIgAiMRkAClNF4aW8REAEREAEREAER6CHQREBxC0HEHQQVK1im2IPJbphrnSKUccKfPMaHCLnsJ7+tpwEDVjgS0QlQkmnb6OTcSLv3LeR9n1BxRr3VRhqeHSukAvv1/Tl7WMo7FxQKTWIBhCh91xjAgpouKY+n89ZELvPXG9tuvdJoWQt1qYiACIiACIiACIiACIjAXSDAfoJ3P3HpXNBzoLjBT74fARWDe4WOghSQFNEvaKEP41LoIK0OnU0W4Z5It5N5THnswxQ8dDRJQiQROp3Q7SRMGxPWd5sJh6KT8aQnIRfoQ8D4wPbcgIWm/dCoOAEKnTMpTsknIPKBw0w7DleZYskezgYWX8xYPJsMnU8gxqcApb+wS8cBDx24QLYbbatVmlaF+KS8UrbttT1bXy+7FKc/Vcu2DMcVDpBQEQEREAEREAEREAEREIGrJCABylXS1rkuiMCwP79d0OlUjQiIgAiIgAicQsD9q4QAYLnTgRNKw2YQSKQIhUFajgjk68fDhqdUeOwlHj38v33cm/bXzM9+H0HknU7GfsT8bTNAznGMjsM0aYUB1HqrY+uVmn27suncTbLJwJKwo04wFQ+EKNHCwPkUnmJL6ZTdK+Tsk/kZ+/3je85F5e3GTnRXLYuACIiACIiACIiACIjA7SWAh3+6j/hUnFymIKW//0HhCMUkTK0zD8FDEuISCla4nel0ChGHEy6zL8M+RdTdhFoI9m9ugvik//pHeQOw5xX28cKjhu+J9Z6FAp9yp20fIQL5trZn7+FGUocbCcUn7P9MI/Xoy9mSffpozj5/tmAP5kqWx7YUnCATENzj9hwrOMw66Gu22h2r1lu2s1uzj6s7tra6axsQn+wiBU+t3rSfIXbZaDed+wrPpSICIiACIiACIiACIiACV0lAApSrpK1ziYAIiMCFEFDw4EIwqhIRuEAC/FSWuyPb7iPI2ECwMQ77k4Dx2Qs4D+vw9QzzDcAAdBwR4jmMXnwUdOxhkMaoxpR1EPxs2WQKUDoQ8GxU6vYdBChMxfOgmLdppNnJBoFRcMJAui8uPz1EKXRBWdjP2qv5aVsvL0LE0ral7T3bpx21Aq0el+YiIAIiIAIiIAIiIAK3lACfkJl6x6fE4ZzuJ1EJCveh68ksXE6eJTP2MplDKp0EXE6Q5gUvQurgxClOpIJ+BOdeyHITsfleg5+PdQ3odLHfNUzfq7/+8LgD1yek28mHJvo4jbItoS/GgQox9G3SQdweIvXol4/m7XNMLx/O2VwuY7lMEgJ83EPemL7ixSdNiE8qtaZt7Fbtw/qu/fh+3d6tbNvq5p6VIT5h2h+KXbZxbrmf9EHUqgiIgAiIgAiIgAiIwJUQkADlSjDrJCIgAiJwgQTGjYJcYBNUlQiIwHECFQgoVhFU3EFQtwGXEQZuXXFCCDihIIZ4PIx4vJ7oFrc//hzwYFdGC4GyDczd/jjI2KtUzo2A2223oqeYqOVKo2k/rW9bHql4Xs5N2yxGANIJJY4AbApuKFERChueSiRsGi4oT2eKVoP4ZHmvat9DwFJutqyOdDwqIiACIiACIiACIiACInCbCVBowmdlJ0LBMsUknFzvAV0HPj9TTDIP8cmnqbw9QV+F4vQc+ggZiFK8wsILUdz+ADYVEX/fFH68Zt9ris798lnXEe1pRZfPOq7/daY9pfvJHgYmrMKF5C3EID/Uy7YCIQpfe1jI26uFaftvcHD870/u2UuI6enqmKXzCdwfB2hP0B80ayPlTgPpR8u1hq3tVO3HDxv248dNe728aR+3kX6n3rA99IMqGBhB4UsN/VN/f/vbqHUREAEREAEREAEREAERuEwCEqBcJl3VLQIiIAIiIAIicGcIMNC3ihQ8uwj20QGlHZorI+Z3/jQ8jP9OIejIuoaNIjLsTOvsImy2HyHQTAvmJQQ/P0CUwsDnefKZX9ZNbWM03/pexd5sppwQZaGQtdlsGiMEExa4YGxv+NhtSyXtfjHnrunH1S17AjEKXVAkQLmsu6R6RUAEREAEREAEREAEJoUAn45DB5TQMdAJSdh36DaQaXRyEJrcTyDdSyqLFJ1pJ0ZJYRvF6vvYL+wbsJdxHtnFpBA5unbPYJiW+Sv382GOOWmfDjjW4XSy1e1/0Y1kCeKTRuwATo8pJzj5H0/v2+8eLbqJzicz6PM415kB6hPenw4cHun2SPHJ6k7F3q5t27dL6/bDxw17v7Vna9WaS/ezS/EJBhzI+eSku6PtIiACIiACIiACIiACV0FAApSroKxziIAIiIAIiIAI3HoCdEBZazUhQAlT8ND6+KhwOQyBHi0dvTrsEmuI1nracdw3PRWHA4rZAwScd5It+zGoODvmPTi0tDBNatnF6L1vVzcQiE1BXJJFqp2U5eGE4vzEI40OR3yaZSBQYdD2xXzJfo+RhMyLvrpbieypRREQAREQAREQAREQARG4fQQoVPfpd+i/6N1P2BfgNA2nk+cQnnBiSk6K0+l8QrEDi9/PreDPsH0Nv/+kzZ33i7u08PrGaZ9nMK4gp41+INOzLrca9h2cT963as4R5T6cT371YM7+BcKT38P55AUcHx+UchDbh46PXd+aniazS9lqw/kE4pO9rvPJd0tr9gPcT35G2p1lOJ9Um22XdoeuKxSejNvunhNrRQREQAREQAREQAREQATOQUAClHPA06EiIAIiIAIiIAIi4AkcOaBQgNKBA0oY+mMA0wcxue+4oVAeF62HdZ1VGIxmgHk2EdgDjHak3fZikLI2RuC1bHIFKBWkz/l5fcfmMRqQltQz2YwV4HTCXOhxuLp4hs4ZBmsUoJQyYSqe3YcNpOKp2I8YFdiAo0qH1tMqIiACIiACIiACIiACInDLCPCZOI5nYSdAwZzL3Ma/AdxN0pgoOnmRzNkj9ANmkYaHbih8Ldq38M/Wo/Y1JglneN1hi3j9/prGbeM4LHgM3UqqEPpvdpr2AcKTnxpl20W/a66Qsc/uzdj/8eyB/ebBPIQo87aQy9p0Ju3SHQ1q7z5cT9oQ1leRVmev2rAViE3eo4/0wxJT72xAcF+1HYhSmhCdcPBDCxPFL+O0fVxOOk4EREAEREAEREAEREAEBhGQAGUQFW0TAREQgYknoJDCxN8iNfDOEahilNtB+8Dl264iUNhEwJAByHBwYW9IkZ/g3i3HcfH1i/iks540As3TGO34JMjYajLr8pHvIig6qaUB2+jlvbK93ti2H9a2nLjECVAAMwcnFOa5j5ZkIm5FCFMelvJOdPJ6Y8d+xrHLcEHZLFeju2pZBERABERABERABERABG48AUosYng2DjAl4HtCEQrXvfiiEEvYg2TaOZ8wHec8hCh5bOP+/knaz9lhOWC/xb1ykwUMR9d2nhtMFiz8O0p/jCKQOsQnYeqdur1F6p13mDKltP320TymBbif3LPnc0V7UMw7Ef1U5H64k3b/sAkU09cgPtmu1J345Lv36/YjnE8+bOzaBsQnTMlDvxOKTuh+0sIgCM7D9o/S8uiZtSwCIiACIiACIiACIiAC5ycgAcr5GaoGERABERABERABEcCos32rQHSy22m5qRZPumAgw6DUSxwGeMdgxWMZQuTcLw9bDWKabvRjCS4ojxF83ug07B1G4620Ym6k3CSGmDsdjPSDQOYj8pt/t7Lp0uvQsjoLe+oUxCYxjtrkhXVLAuKTBDzHmYanBceTV0jF8357Fsv7EqB4SJqLgAiIgAiIgAiIgAjcHgJ4FGYaHQpPKCqh+wlT8HA5C/H5HNxOnkF4/gTP/4sQn5SQiieFZ2bu44vvX3Cdz9ZeeOFfv2nzo97B+C33DMbpI1EI4t1P2N/ajrUtW0zZ83vT9j+e3bdf3Z+3Txdn4PKYtWIa7o5gPqjQ9YT9mF24m2xBfLK0uWvv4O747dK6vVnZcm4oNThGUmzSoQAFMhS6oDRx/jANrMQng7hqmwiIgAiIgAiIgAiIwNURkADl6ljrTCIgAiIgAiIgAredAGJ9TMWzhnzf8wj6Ng5SLpibGFN+4kOSPjg8TiiRApgUHVDAnml4tjs5+z5RsaV43fbQ1hZG6U1qoaX0P5c3bBbCkk8XZm02l7Z8OnRAYcDd8/HtTycSNgMb65fzM7Zbb9rqXtV+WNnwL2suAiIgAiIgAiIgAiIgAreCAJ+D+TzMdDouBQ+WmViH6TeZdofC8+eprEvBSSE60/H0Pztz3fcvuBx93W+/ibCi1xK9prOuxV8z53466xj/Oh1L2m5AAvqCENL/3IYLYy6w//PerH32YM6+erhoT2eKdq+QO3Q+8cdG5zxvvdWxPfRlVuDm+GFr1/7xdtU5n6zvIOVOuW77EKfQ+WQf+/rUOxSgUJBCB07WoSICIiACIiACIiACIiAC10lAApTrpK9zi4AIiIAIiIAI3DoCZQg61toNe9TJQICyb8FBzA4Q+WQo8LhkYrTLjwZThw0s8hgGpdMY8TiD4PO9IGUPYce91EpZu4lAJcbNTWqptlq2tLNnP2+GKXU4UtCl4OH1BKCJebTQHcWwD1PxVGBX/S3cU74rbroAbh3rKiIgAiIgAiIgAiIgAiJwGwiwX0GRO5/zvRMK027OwIWRridPMd2HEIXrGYhPBom3+zmET9ZwQnH9liNxSv9+k7we7R1El4dt87B9rGh9FH3Q/aSCFDib+y0rJw4sgPPJ7FzOfvN00T5ZnLUXcyUnpvdpRaPH+2W6ntDNcbNSc0L671c37XuI8X9C2p33qzvWanZsv73v7juP4XnpgBKm3wnbIPmJp6m5CIiACIiACIiACIjAdRKQAOU66evcIiACIiACIiACt45ApYNRb+2m7WHehH1yZ4pj02h2HQZzOR8nGAq1BepASHScqKhrAUUoYVD6Key46dKy000XhJcnsnB0X6XRtA/bZfvbhzWk4IHDSTZlyXgMqXjwGNsHMoHtsVjgHFMeTRfsc4w4XMbIQQZv30HEoiICIiACIiACIiACIiACt4VAKDzB8y/6CUyvwzQ7dDz8JJV3ApQZODLy+Z+v9z029yA4fI39DYgauPdNEjKw/X7qubAhV/q7V/3rZ1VDEUgFgxAoPvl40LROLmGfzy/Y/YWSfYr+yMPpvC3ksxDQQzLk+nSDa6y32rZTb9h7CPBfr2/bv79esj+9W7FapWHNWstS6FNy2sfF8nqdCwruFwUodF9REQEREAEREAEREAEREIFJISAByqTcCbVDBERABERABETgxhNgoLbMFDxwQNmFuKOBUXAdZGRnEBOxwVBDcs6rHDcgzCAlrben44E9DjK2kWrY22bN1qYabsTeJAaZmYO90zmwtXLV/vZxHbnSU/YE1tXZILBsMoAIJW5xBNt9YXCdUwEuKIudrH2yMGPb1YaVIWJZ3i0b86kf7I8aUva1ay4CIiACIiACIiACIiACk0Eghod7up8EmJJ4xi/EEvao63xCt8M5iE9y2MbX2Q84qfA1Ph37ffqXTzpuUrdT4OGvZZg2+p6Bnw9zTHQfikDamOqxfWsmcO580qanUzb/oGQP5wv2eLroBPTsu8R50wYUOp804Xyyij4P+yx/+7Bu30B8/+elVfthbdNiMKxMQl+SRz+OXR9eIf/z6XdCAQp7c+NexYBGaZMIiIAIiIAIiIAIiIAInIOABCjngKdDRUAEREAEREAERKCfQIUCFLiL0AGlQQcUKk984eLguKPfY+D86BBviY15tN6BR/VuZJCSIyCnkaXmEUZGbkGgsZgo28d4DWKZthOh9B4xOWtbtbr9c3ndOZvQ1WQ6k7ISJic4QRT2iE/YZo4unM2m7dX8NGys9+3t1g6Ct1tOiNLE/VERAREQAREQAREQAREQgZtKgCKLOJ6AE3DDSGKiyJyCk1eprD3HNIu0O1k891N8MmzqHd9j8c/VvtvitvsXJxUYGu0kGb7xY7aT/avwUrsXfMZ182UKUFqYGoiwx3KBzc/nLDuXtQezBZsvZm0um7FUABeaE8QnbGoNaUe3axgcsLVrP6LP8m+v39t/vPlom9Wa7UFIH+DqOrjPAe4zl2Po/7A6Ck+anNDnpAPKiN3DMSnpMBEQAREQAREQAREQARE4m4AEKGcz0h4iIAIiIAIiIAIiMDSBCkavbUw1nQNKDVbMLUQCaboxNcWAJkOj11N4XgaqQ3vuwO4l0vYYoyNX2mm0EcFNCDUmtXTaHdvDtLS9Z9+vbFoJDicUmAQIvibhgtJvZR0g4I6hoDaXy8IxpY2c69P2cm7HftnchThIApRJvc9qlwiIgAiIgAiIgAiIwOkE+ExP/z/vfpKLx13anSdwP3mMaTGRsgK28Zl/GPHJsbNBtBJNw4MuTFeUcWzPidhAHpzCcrTkt4w+76pOurPTjj/A6dpQgnSSEJgg7U5uOmmF+bQVZ7K2UMhaEYJ5CuNPcj5pon/TwPQRKUM/oJ/z9ftV+/P7Fed+QgF9B8KSfefeiBPhptfRt0QSH9zXsF9HAYp3P+GgBy+fOa3Nek0EREAEREAEREAEREAEroKABChXQVnnEAEREIELJcAI0BDRkAs9pyoTAREYlkANDhub7QPbQQoe5gJvYGJe8BgjlPg/+unF6pUX+oVkINCYSQT2LJm19XYT7W1C4NG88raMesLNSg2peNZsOpuyp0jFk0shyIu0PJGos6uSIww5QjAPq+s5CFWYimcdltZMxbMGW2sVERABERABERABERABEbiRBLruJ0jG4kQoRaRleZnK2SepvBOYl+IJ96zPZ+FR+xqH+/eJUCaf08WI/H0/jeEWv3zate9DFNJMQYBSSFh6EeL4mbRlS2kr5CBCQR+F6UJPcz6pQhi/hf7Nm/Ud+3Zlw/7fn94595NKs2VtCFNcG9AYLkFrYnUsUYDinFBwbg50aEGkQhHKPndQEQEREAEREAEREAEREIEJISAByoTcCDVDBERABERABETgdhCgdTNT7+xBiLIFUcc87LAZGKRVMh1IzltYwzAB0ZPOQ7tmpuKZQbCaoyTX2w1706jYRqxpbbRzkkfO7dQb9tPatt0v5pBeZ8aNKMxDhJLByMIgzrGgYSEjpufJJJmKJ2PPZ4u2gzQ+dFD5CAFKtdGyFoK6KiIgAiIgAiJwbQTcL5z8lZMTfjjsX2fDuO2wRJcPN2pBBETgQghEntEpvuAzO+d8cOYcYg4399uxCRsu5MzjVEJnkxye5x8greZzCMopKn+IZQrMKTSnO8qoreP+/Jbxx/llaujP1fkY5wJHPMa3OXrYoG3R1/uX/Tdsz9du/05+He+LgwQYp5HmqASHEzifxObSliqlLA+hfCYVOPHJIOcT1t+EY2Yd4hP2TX7Z3IHryap9/W7Zvl3esI29qj9Lz9z1MfFvRYwuKOhXdqB+4UAHik96Ur72HKUVERABERABERABERABEbgeAhKgXA93nfU8BIbqDZ7nBDpWBCacgI+MTHgz1TwRuMsE+DEtd9pO3HG/k7LGAQKFiN52TVAO0XC/s4KjPubr9zvvVwDD0RkELWeQG54CFLqfLMCqe6XVsN0DjLab4H9nK3AweYtg7f21nP0wt2UFiE9mcxlcUdoSuB7PiIC5TGEKA79P4JZSw3E/rW/bewR6l3b2bEcCFGJSEQEREAERuA4C/LeWohMIPw0/RBp+RHSTW0aqOKbF4zb3b7L/l5/HXEdjdU4RuO0Euk+QFJqw4DnZCU6QxsY4QdBhcBVxc77GiU+a3d0jC+7wy/7D09IFo4A2vUxl7fN0HgIUpN4JkHonlnCpd0b3Pglbzbr914y/PDfHnwnuIhwiZ1t9uw83nrLgrzU657JfP/FQvgUycDeB4CRzL2Ox2ZTFcxCdpAPLQnwyKEUo63Jf/fhTgRh+o1qzH9e2nLvjv79esv/985Lrr5x0Tg4S4KAGXmAA8ck+ciM1sU4ByhAtPqlabRcBERABERABERABERCBSyEgAcqlYFWlIiACIiACIiACd51AGQ4oa3AXoRNKE4HB9NmhzBORMZDqA6E+sBrdduKBA14Ij5+yJILnDFIvIFj9FEHrDQhR2M4yf/Sa0HKAHOht/CC3slexv3dT8TyeKbgRhlm4ndD1ZMr/eIBr4HqAHw5ogX2/mLdPkYpnFcdWYWu9U6lP6FWqWSIgAiIgAreaQPgL5JH4hCnw2i3kUujOucwJQlYnTnFPAHgKcA8C/mngVhPSxYnAFRPoPl27GQUmXeFJkITSI8CEedCdJxBGdfthH34cuXzFhelX+Pz+HOKTV0i7QwcUrvO5PonXxhWfHLsMPlPj+4ridYofeKkT+Q3UvQfRWxFdPnZdfRv8NQ3lAglheywJ4UkW74MZiN9nIDyZTVu8kLIgBUdGvMa+B/sg0eK+9kGv3upAZNKyd1u79npj2zmf/PHtsv2wumm71bP7Jmwj0/HQ+YQCFIpPOHhgcntvUQpaFgEREAEREAEREAERuEsEJEC5S3db1yoCIiACIiACInAlBBgc3MMPRxSg7GLegHCiE2N404c4e4OSYzXKV+GrHLESN3APAfZZOIc8QwB7o9N07S138KPXhJf1ctX++mHN7iEVz68fzFsRTijtDFxQEBSOey7da+B1UpwyD6eUTyBA2ak17JeNXXtj2xN+lWqeCIiACIjArSPgxSeccyQ7RKpOeNLED4+cGo1w3sScwhSKUPwxfIbgsooIiMDFEnBiATxAck53E7qdUHiSTBssLcL5PuYs3Mel48Fnkc+c/faGbqfL/cNUmo+QbudTiE9epXL2BM/xcxDJMPXORYlPeGmu8HrxveNFKH7zpMzd7UBjDtt7zoadJUKZYl8jl7DETNpii3Q+wRxilEQa4h84L7IvEhXD++aw3jb6g3RzXK/UIDjZsq/fL9sfflm2//zlo0vH4/c9a76P+9HoCk8oRnHpd/RPw1nY9LoIiIAIiIAIiIAIiMAVE5AA5YqB63QiIAIiIAIiIAK3nwBjgEzBs4bRzBSiNJGCB0l4nPyEvx0xWDpuYVBzygWCwxrGjTdyZB4D1bMIsD/FyMl1/ND1c6Nq2xCgcDQd84xPaqkinQ6dTJgznbnSGezNQYSSh+V1NokfDKIF15nCaNViJmkP4ILycn7aXtEJBSKWDQSAawgEq4iACIiACIjA5RHo/nuKHx9d2h2m2aGwxDmd4N+gBsUntV7xCdLiHbqg8N9j92/y5P67fHnsVLMIXAUBPJjz2ZwP6BSXUIDSpvgLIjFOTizGNFlY5ufXO6P49DwUrfBYV/y8u3qBMz675+By8jjIIO1OwU0PIEQpxpDyBe2OX5AMg1fAb5volbhl/Jng7kF4+87B233VnnQ8hScpCHyQZieYy1iCridwP4nlkxaH60k8AP8B4hOKRTjV0XcpI+3O281dpN3ZtD8vrdqf3i3b6/Udq6IvMkq/y7mgoE6KT3in3D8tbvmkxmu7CIiACIiACIiACIiACFw9AQlQrp65zigCIiACIiACInDbCSAoyBQ86y4FT8uNUnOj07rX7YKMCCJHA7vDIOH+7uenw4Vhjhq8D0dIUoAygxGTj5GChwKUeSyvtOpwbfFBzcHHXvfWFn4U2Gl3nADlrx9WXa71e4W8E6L0C1CIKszDnrTFQtYqzZJ9cX/WNpF3/e8f1yVAue6bqfOLgAiIwK0m0BWN4LnAIEZ1P14z1Y6b6HbiHU8oQsGy336YhgfH8F9+Hq8iAiJweQS8gIRzpDdxExObePEJRWNOPMb0WCmIUDAlmaIHEx824T0SilD4WXUbLrytCYhMFiB+eQHHky8hQPksnbfFRBqilLglfPsv6Ky8guiVHK5jYdK+jti2815+VAAy6NvWOZ9AbBJAeJJYzIYCFDifUJQST6BXBRES29FfWG8L6U336HxSrtn3EJ/855sPcD9Zcel3GhCmRM/df/xJ6x0Ko1REQAREQAREQAREQAREYIIJSIAywTdHTRMBERCBkwlEw0En76VXREAErocAP6FVCFDoJsIUPBUse6vkBKKTFzFC8bxW2C5Yi1BpgIB5HqMpKT55BicUtrnZqFgFwdKJLQDM0X8rcEH5y/tVm0N6nZdzJQhNYnBCCSBE4ShE/BDQLbzWOIL2ebikUITy2eKsS8XDVD4blaq1ca0HHD6oIgIiIAIiIAIXRqD774oTn2DZuSfgR2ym2qlX4XgC1xMu0+3ECU/wwzaFJ/6Hbu7vfullPZi61V1Y81SRCIjAYAIUmvjPm//ctvDZdJ9TCE/aTM2DzzJ3ovKBE9wvXHFKCB7cXQ+3nusva6L4ZDYeQHRSsK+yJZd2ZxppNDN85sU5R5e1j9Ak1o/vovAcIRiPZ4RaLmXXkLJn7efDnar/GvrXXS2oMhZAZJJJWADHk+RCxuKlFNLwoAcF15NYHMITx7/3nHQ96eC9U222nfjEuTaubLh+C51P3m7twhWlpf5HLzatiYAIiIAIiIAIiIAI3CICEqDcopupSxEBEbgrBHxoxM/vynXrOkXgZhFoYvTkdqcJAUoLaXg6Vsd6G8FIjo/zMWp/RaOFSxnSnkLI+2LysTNoncXISQpQXiCP/Aba/LFVgwBl8r9j1veQMqhat8fTBfvtw0UnMJnNpi2NHOxRAQo507ac7ijz+VCAUmu27DsEgn/e2LbKQcsFif390FwEREAEREAELoQABSR+oqsCxSUUndTKmCqhEIXbosITvz/n7lfwyf/3+EJYqRIRuFYC/Jzhidx97iD+4nMwXYu8G1GcbkVI89iC4wm3UZjCFDxM1wMhN5QIYet5PJ45w8/uBV0Q6ktDaMJndTqf/DZTskdMvYMUk6kpiCPw+rB9Cf9tMuz+h1fAc+Da2Pu40Gs7PMHoC+E1+Gsf+YrcCcnDT9zgbr97JfxDcUkMLieJQtKSSL2TnM+6NDzcFmPKnf5OXffYfQjbG+3Q+WQN/ZXvVzftf79eMjo3/hMOjOM6n0SapkUREAEREAEREAEREAERmGgCEqBM9O1R40RABERABERABG4yAZpq7OGHpQ2k4llE0LiZ6LggcWLoMPHR1feHe/vXj/YcbYluLEzFM4v2PUUqnlW09XW9YmW0uwl753FsoUdrwfh7c3RhC6l4PuyW7S9LKxZgFCLdUKZxTSkE5XsKgCUQJM5AnDKdSdmDUt4+v4dUPJWa/bi+bVtwQ1ERAREQAREQgQsjwF8yOTnhCX7IpnvCYcod/pjddT6hAIUTf9Dmvvw1NPxz/NfQC2ucKhIBEegh4D93EByEKgR+drtP23yNKU+cWx5W4EbixCcNuKFQgAIRiCsUoXgHPtZzQSWF872ESPw3EJ5wvoD0P3m4oSSx/QT9w4WcuXv1Pb0Wd1X40y/UuJATXlAl45B3t7/v/FNxiE/gfhJM0/kEaXeKSYulITyB46ITnwy4x65vAmfFCoTuu7WGE7r/Y3kd/ZRV+wbik6XtPWui7zLJ/as+DFoVAREQAREQAREQAREQgbEI9EXmx6pDB4mACIiACIiACIiACAwgAPkGBCgtW4e9/h7EHRR0pBCxPUBkNBocZdAzuj6gqkvbxFGTGQTOKUB5ghQ8FKBwhOU65m20HSHSSzv3uSsmS1SyvFO2r9+t2GwWqXjmp50DSsnwo0CkkC9dUVJ4+i2mU3avkLPPF+dsq9qwNeRklwAlAkuLIiACIiAC5yfgxCd0Uui6KDgBCtxPvAjFpfOAKIWiEzdh30n+Vff8RFSDCEw+gehn0C9zfgDRSQyfUT55OgEKHigDfJ4peKbwhGIERlg5HyBMOM+Fp1H/q1Te/lt22p7jWX0eqXfy2BagHZfdf2D9fNb25zlcx4LHc55rO++xvl2sh8vR9dPq5jX1l55tqIjuJrEkOM+kLbUI5xO4oMTQkaAA5STnkw5ESvVW23brDVuFuJ3OJ//PT+/t7x/W7Kf1LWviNRUREAEREAEREAEREAERuAsE2D1SEQEREAERuIkEeiIkF3sBDKgk4CQQwFY4iYmuAlwPcxnDcQCB9BZG9jQxb2MEjysjtsefI84AHgI8rLuNOg8QtHE/KY9Y30ACDBwhAMgRSjH88MwUHBxtREtc5mQ+HHl0Eeca2IAJ3xjhwx/mseoCjAyc7YvPhdw8vq/pgLLeboaOIuDaiXXfcJwR+oglegiX/X0bsZqe3WlejXBqNxVPyqXiYbuZNqjKEdkTXjaRhueHtS17NluyVxCg+HQ7qUT4HRZtvn9tAal4KFbZwrHMy75dq1u53jz6TosepGUREAEREAERGJUAf52la0IbPzh68UmjK0BpIYWHT7vDfbivigiIwIQS6H6W+UjsHIvw+fWORocOKHgid+IT9m0xXUBh/+xxkLFP0nn7IlOAUDzjBON0LmQf2vcJ/PysU0a/Zbg87HGH9eL6mIYnTHoT1hat83C/q1roXgBnI19LpI2MCfRfDWMIiWLKgrm0JeCAEssGLhXPVAJnGnB72X9mbKTcaLq+xc9wV/wGopO/wvnkWzigrOxVXKyje6LI2bUoAiIgAiIgAiIgAiIgAreTgAQot/O+6qpEQARuO4GxIkZnQEEsJQwmYTAXRCdppKnIpQLLJ5OWSQZuvY2gCgMrtWbbagic7+HH2jJEIwyk0NFhlOA5fwTOJGAdjB+IuUxRS+WgZW0E4SlCuahC4QkFNGmMTqOIpoN83ryGOn4M6Li2X9y5LqrNV1UP7zfZu/sNPhTqMADXRL5q8tmnIEg/iJzrdhBfKECBAwoC1k1s6Dim3fddvxXKGWdzH7Mz9hn3ZTqhZBHQpvvJC9h7b0A0875Zs6pN/ki9PYhIOP0EAcpPCzP47kraPAQmU2nka8f3WbQ4AQq+32JI1fMc+/N77LuVDfsIFxWm8zkU1UUP0rIIiIAIiIAIjEqA/95TxMkfrOl60mDaHS9AgfMJt7uUO/6ZoDsf9TzaXwRE4PIJuOd3fJ4pQqGoLN5NqUUBCp6f0ZEK0/FwOc7PMp/az1d86p3fw/nk83TBHncFKHxep0CCZdiz+G8XP/d9imGPP7wSnJciFMpQXBDg8IWrXeDlswUjt7+/mR5IVBnCSjkgp5S01L2cBaWUxbPoO8ANZQrxhEGFg1tqSLtDYTv7FP9E3+Jff3xn/4T45D3S7rTkfDIIm7aJgAiIgAiIgAiIgAjcYgISoNzim6tLEwEREIFhCaSSCStl0jadSdl0Ng3RSWCZABO2ZzFPIfdxCgKFNgIrdD5pIIDSQOBtG3mNOe24CT8A44fcKkb9DFP4A/Hni7O2UMg6AQSDNa8xUmizWrM6gjd0KTlviWFkGFNtzOGH5gelnOVxzioDQ5W6CwTR8cCZO7iA4nnPNlnHxxEcS9DBBgIfCgtquGf8cZ2OHF4oRHFOMZMM+RTzTmREIdAG+Czt7OF+IgULxCgSoYx/bxmepfBkjSl4kM6medBxKW347uZ07qAp62AlvK2YnacgpOoEKHMQoDxjKp5W3X7Ecm0fn3d8UPzYwPOc47KP/bhbtj+9W7YChCePZ4pOfJbF9xmD9FHWXOeoUorsFvEd9MU9puIJv8Mq+B5TEQEREAEREIELIUB3E/z779wS8CxgdECBwFPikwuhq0pE4GoIRPuK7KNSOEYRCj/TFDo70QnCq0ESaXiCcz/k8zl1MZF2jidfZor2KRxQHgRpK8YxeOOC3FVGAdftavQ+S7OCC+qDjNKWQfvyKT/6nD9on0Hb2Hdi/8bNfUcKFSXySbifJC2Yzbh5HO4nU4iHUJTSX9i3ZnyEzidre1X7EY6M7Iv89cMqljfRr66Fg176D9S6CIiACIiACIiACIiACNxyAhKg3PIbrMsTAREQgdMIMLhF1wv+WPtoOm9P8YPtk5kSxCgpuJNAdAKXAAoYgq6LCMxDXAClhR+j2wi8bVUboZgDYoWl7V37gNE+DSdyONvFhGKQTyFAeQW3ggzO825r1wlY6KzSpPuGE0qc1vqzX2Oan2L32r68N2/z+KF5G0Ggt2jrLkahcgpT/pxd143ZA3Ex3lc62PCH9xwmilEoutlFwPQA983HUOkIU4BA52GpYF/en3NiHQpV3iIdCYNoFBoxLZKLyt0YAJPVULLe22+5FDx7XSEHHVB8jDNcGi9oyitlGNTVdbgw/vVTqJSeitsM8so/Tu7bx2bGFiBA2e40rQV3otC5Zfz6r+JI2lv/+f2KPYWzya/u1/AZSDhhnUsxheuLFn738fNBAcpn+C7axGeEQeMViFic6MrfpOhBWhYBERABERCBYQnwIYBKZzqd8Idq534CAQrT7+CZwL3mH8qGrVP7iYAIXB8B93nFZ9p/rikma9LxBBMGbbjPOkVnh0/6ozeVT6sBRCaPkmn7NcQnX8D55GU6B0FKCgKUxJhSi0g7/HdO33NxZI+Bi76r4Z+m/ZydEV/lwAMvcSPbcNiOizgPKnNpggtwUFzAIJlZpN/BciwN95NgsPMJYxYcmMMBORTCf7uybv/2+r39A84nFKTIWfEibozqEAEREAEREAEREAERuIkEJEC5iXdNbRYBERCBcwS1CM+N/kegjOKMe4UcnAIK9mxu2h5PF+wBnDBSEJ2w0EqW+Yz5w3MDQgSGXeL40TaDtDzcZzabsXqp7X7AfVjK2y8QLrzd3HU/4G7ByYQuJie5Z/B4/vD7bLbofgTmOQrpwDkWHP0cf75fgNFUJ26ZhrsL2/cAUxbCjCoC/0zJw8zZHUatritqRsgXWiAgwA/qBYh7HuFe8t4ytuhEQbgXFPccIOULfFDcWR0fcKDzDfnMwP2mAoeYarMJbnBOwQ4Ozznfbxd6iTesMr6DGxD9lCFC2cUIaE4z+0mXamoKwWW6joxbeG/51g3v0bi19B7HO55AxbT2XghSLuBdwY9kZfx4dhMEKJUG3+MV+3l9y/7+cRXv/wPn6ETHJQrdooWpeNL4scB9P+Dz8mK+5ERx/AysQsjSwFxFBERABERABMYmwH+k+WO0d0pgGh6KUNoUoMBBwf1QPXbtOuyrRE0AAEAASURBVFAEROC6CDhnI3yGWxCg0JHECVBSHKkRilNc32mcfiwGT8BB5R7cT77MFOyrLAaHIO3OdMT5hM/97ANwPmqJtojLvg8xcl1oQDQNj69n1PacZ/+wzfyLKVwZurp+DlznFKfQJId4BIQnyTm4n8AJJZaC6GdA2h3uz1hHo9VxjrAcwPFfbz/aH98uu5jIDpwVGUsJa8ZMRQREQAREQAREQAREQATuGIHeSPwdu3hdrgiIgAjcVQJMvcKR/xQofAHni1fzMxCglGwxn3U/xjLZRq3ZhhihCSeMltXhhFFD8JxOKEkE2OiuwePplBJH0M2nuClB0MLtUzwex/C4DgNxA0oSgZxZpMah8CGP43bhuEHHDp6DQbWLKKwmwHnoglDKhql46NxC9xVuv6jzXERbL6QOXHAO17qQz9gncJZ5AVFRHfdtGwEwCoLWyzFrTh3dD/4AH/IJf4SnoIj3N4+0JAHmfF3lvARCAVcFAg6KT3YwMaVNCyKUWOzApUca5wy8Mwx88hZdtAglgc80BSjzFKCkcraJ0Z3vmjUnpDnybhmn1Zd/TJMOSph+3tixhQ9rztXnPr7n6IBC0Vn0Lc33N4VwTNPFfZ7jO/CzxRn3WXEOQBKgXP4N0xlEQARE4FYTwL/U/EfaOaBE0vDwR0lOfE1FBETgZhHgxxbCA3ywISbD3AlQEFp1wjI4G1GcMuZnm26EC3A6oePJ53A+ofsJBeHFWOAE4q5nds7umf/WOexL4Eq4beRq0daoCAVVXFkJ2xoOlBi94WEzec2ehduCgRexLNxfZ1JOgBLMpC2O9VgSA3MGwOEgG6YnpnB9vVxF32Pbvn63Yn9dWoUz7J7VhkxLfGXQdCIREAEREAEREAEREAERuGICEqBcMXCd7iII9HQTL6JC1SECd4sAAigUfHwKgQJT4Hy+OOecQeh+QQtZpsLZrNVtA4EUik+qCKpQxEAXjQR+xKVggT/Y0j2FwhOKSJjCh+4i/JGXTgPcLwEBw3vUxXpOckG5bPC8nsOg0Pq2VRAI2oQY4yNSBXG7S/PTG3q67CZdav2MjeXgTrOIH9OfIJ3SC/ygvgnhCdPoUFjCH9yj8TOOyqLIaA336Cc4RjB4RuHQ0nbZpeDhcZMuOLhUoBdYORIfQYDStjWIOR5AlNVM7FsAD56xAr6H7eLd9DVc3L+NdGXJxhI2j/Q7z5I5W0HagO8TZatDvMXpJrwnPiIt2NfvY+576dXCtEsnRoEbv5vo7BMtXM9BdOUEeUjVtYXvCH4PMl3XdX13RdunZREQAREQgZtKAP8284doTnQ8OZwiP1D3/pN0Uy9U7RaBO0Sg+8zthCa47MPPNT7j/Ky7Z/PRcaQg/i7C6eSzdN5+n8VAAojAp/EsnsEzuevDoR93pIQIvziG/frottg1iss8js+4dEUdpbjjusf741wN3Rei5/GvX/acp3ZtiMxPO2dvG9mrAQc4fyaQYicJ0Unqft6CUsql3XHOJ77yvkrZj96tN5zY5JulNfQ7VuyH1U04wVaQTvhowEffYVoVAREQAREQAREQAREQgTtDQAKUO3OrdaEiIAK3h0Bv2GSU6wpT78SQaiXlxCdfPVxE2olpl7KFYgymnXiN0Tv88ZU5jOkCUIetbBM/mLcQSKFzCn/A5Y+1dMmgyOEpplcQs1D0QNeMIlxRGNBifXRAYT5kjg46wHTVhe1gSo5VCCsyEKBs4AdlXhOv0wlQOHptfJxXfTlnnw8BMv7ITlHQvWLW/fjOoNpWteHuTRhjPIqitXH95EAedLXJIh1JEyIJz6fFe3ab+JxN8NL24FuNDigb7YbtwQGliaB1Gu9PRkyjiI/uzrBN4RGswc+HPe7k/Tj6Mo3RnNNxpHJK7tujZsblnd9D+9num5CKh6Iqiqm+hMPTBwjOMvhc8LspAxeUOAL80cLvNX5uFpASjM5Ba+WK/QWjF/k54PffdXx3RdunZREQAREQgRtKwP8D736o5jMVJvdshRf4DNDzBHBDr1HNFoG7SoCfYfd55uea4hN+xvnZHg8IxSePkG7nU7iefJWFMymdT7AthWdyisOZOjYsfj7aecJvnLBx/BvWcrQ0bG2+x+Fb4ees0H2tDVvROffjeQ/P3bc8UtWoJJYC4xwcUiFAYeqdeIbOJyDeJ1pnvSTG1DvsI2yUay7dzjcfVp3zyRuk4dnB4A8VERABERABERABERABERABMwlQ9C4QAREQgTtEIA73krlcFqKREgQoM0g5UTSmzaFIgwETWse+hlBjGSN3NipVl9OY4hGKSfijMwNfFDFQaEInFKZ2Wd+ruvzGzhkllUIKnxTqnXZUd+Ckso2JIpTrsKFluyk4Wdk1NxIpA5EFnVy4rVJvuuu6CW4Oo7xFEwiUMb0RhUJhCp1oaK63pn3cW7LgHhypFSAdCUdzcdse+LQhPLptfHoJXN0aSe5B3LMOB5Qy5hRy0F8mLKMFf3m//BHR+UVeDb1yEviwMxUPrb8/wWjMKoLrTCHU8c2+yBNecF18H9eQiucXfK/9BSMS+Z01nUnDWhufD7zPoyWGFW6jexBdnfj9+JsH8+4z8RrOQPyuUBEBERABERCB8Qh0/9HkL7OYmLLiqJz8jHa0j5ZEQAQmmcChW170oz1ig/lN8CSZtf+em7ZXcD6ZhfNJAWl3nPgkHEHgauR+0WmY0xw1yy+F8/Ava8P3Ev7jOtdGKmibO/KAf1lP2EcZqY5xdh65oQNOwu9i9JspMkkUUpa8l7XEdNf5BI4oTnwSYe9rCPvPLecg+iP6CRSf/GWJ7idbrg/t99NcBERABERABERABERABO46AQlQ7vo7QNcvAiJwdwggUEOXi/ulHFKzTNuz2RJG/OcwWAsOGRCJfLuyYd9hcil4KnWXroYBlhMLAjIUrjBdRSaZcD/evpgvIR1PAe4bOZfmgvmPVyFQaSGVSx1OG4cBuhMrxQtoJ4UTTOfDmA+XOTEo5p1VGC/axw/4bPtphfs1kD7ooHbgfkymKKOD4yi2YFohN0zrtCq656ZzDCcOgvJt4XkpcHFtQjs4H+r6TmiwP4c7D4Nh2I/LLP663fm653IvRP4wSMYf2VNweOB9DroCFLpZMMUIBUL8kT1JUclBzI3cYr0U5BwcNNyc+5EZHW/Ijedj8W3iDWGLXHvYDr7Y3YeLpxbHjveULHEYdub9Y12cBhbs587tjgnfB54J93ft6B7v70XYqIG1Ddzory16HneN3frZMl/3YVtPaO7AE3Q3sg46iGwgnU2ZTiL4bLl60eAuVewZvs95/rOKb6Ofn7X/OK8nMOIyF084AcpLBMPp3vKuic8zxTMn3bNxTnQJx/C91cTIxPdbe87NZCGftcfTBUvjM0C3E4pO/HuJcye2wfcYU5E9ninYrx4swFY7TE/FNGRnfddcwiWoShEQAREQgVtDwD31dP+Vx0VN+L+hV44d/w7z+do9IPLBBv+Gu+eMi+TUfZZk9e48bo4/7pnOP49yfYyHPNZ1Uuk/b8+DG88bPs9e+HlPas95tkfvE+tB4y/8Pp2nfddyLJ/jfV/G3cyRWxHH83Ya/bancD/5KlPCPGszcCGkCDzAa3zL+Gnkygcc0PMOxwo/etzGc4xTfD+Gc5AYp4qRjmF7z8vDt3IqgVankH6nlLTkPJxPIESJYZ3bXce/r2V8v7PvzAE2jHN8u7xuTL/z3QpS7yD9p4oIiIAIiIAIiIAIiIAIiMARAQlQjlhoSQREQARuLwFEaiguKKWRemd+1j6/N2ez2YwTITDNxE9rWy6A8mYDtrF0K6Fo46wALF6vNJvOMYMjfny8iWlc0pjoNkCRCwUqzI+8hfQ3LthzRr0UnqQw6iiLH4OzcCSgmII/GjPg44QsaBstbytw6ajxh2HW6qNIfXeQwSnWR+EFf3SmMwjrYICMIgv8f2pJYP8MroUCG7qnpCjggMiDp+vwB24EoDjRMaQMFhTs0JJ3pMIgGu4PxSO8Vp4nbGvoMsPr5rmqcHMoQ/BDV4cGUou4+8NT8Xj8l0slrQT3mZlc2oq4zxSi8J6Hzg6B276IFCNpbGd7+aM6U+xQqMLryoEPr5ftj7WmwInClKn/n7037W4jydI0jRsAkiBIcKdI7VJsiozIzKrJqjo95/SH+dnzaeb0qa6p7solMkMRCu0SSXFfwX2b97kOAx0QAIIUJVHS9QiXAw53W143EOZmj79XLh0ClzoVcinXZWUkzZ39Q6svYZkoWyP90zoQ5iSvMqJnZwegC+40BxamyfKq0c2AECs/eiS6oE+nBmM5n3wPdS0Js4ImbNGF8p/ZdssFA9pJNO8yzXlNG4mQEe4/lI32RlsDWuJ6nyePqAHtdMMcUASgWAgeaReFK1/HeOx5t7TzuJ6z9TXNquKAoqcwbwlAWRSA8nJv25xbcEJpVeemmbzHD9F8TqHE+A7dGhwwZybaP98vvh9dakfphb8VtNHxQj58o7+Rq7LQxgFlU3+/aPNNgbx0Qv7aFXAFXAFXwBWICpR/mO0Xh9f6TfKlWoEu+l/0D/XbTB9sT33qPfW7+N195zB4Si/pUyrEhvranazq95IP+3FMO1J/8uDwIBwCX9PxvaRr1KZ+Rbv6lZan8rX81Y+lf2L9e/UxD9WvxHHwmJV8LynvaoXf/R11ofxZ3ZtRH+pwRB9Z9xRsr2q5373mZ6Rg3+mkH3566c73HcdpcErwye1sPkxoO9iZDb3tuudR+6ws5ZdsUnsrH5/1wopJ8yofGLe8pdzprM5Ki88pA2nEbdwX0znVgk/e33JRPSgR5e/o1d8dhdzpGhR8ks+Ejlyn4BNBP5DqNQvfT8ILr2msZHatJMeTlfC/X74Jf5XTIq6wvrgCroAr4Aq4Aq6AK+AKuAKuQLUCDqBU6+HvXAFXwBX4LBVgcIYJV6CQW0P9mozFqSRjEAJP7xB2h1AVhN45shjWrcnAoGlJ6/TqhsEARUEtOA1M9OcFLGTCtYG8gJZdS5/J3ROl3WhAioFgXDrymhzGtQPoYEBuBH2aEAaOADjY0wAnriuEh1nW5PCKoBYGggAhGAi1kaR00VVxgBEmlYcVWoOJZ0AFgBgcPoAJbGEEKi46h7IyuFpQHagTW/SiHAAUNmisEeptpQWYsKxyrOAaowHzbSaqW3BnYcQugieUqzfbFQoqZ5/gEUASQBTgEfQCggAMWtHgVhLSaNegCOqdpBMs9NGkHB7G5WoDXESaOL6QDkAK+wE01rK7VtaF0raBG6f69Fh+QBcbygtA5/j4wDTlWozqfMrIBD5Q0UJpK5R0Hcwdop72UU9tAT2AXAhvwkq9qNO83HGY5MeVhhBPdv2kS7tG/TgG8Iey0w64BlxH9lNmQCKuH3DApga/GfhjQJD2wLVFuEZtDd0JR4VGhIzie9Hfky0DMoA7aqs6mfR3tQLsoAnthnVHQMq+8jAAI912UnWufcmxWwJPVgVuEIpnR98FcxJBH1bS4cU7LiTRYpHOzMnizeta9Cv+/LWunD2ReTPbE3ZPpLvqUAFozkzpIx0gITZ13XhS8YXCiz3X3zm+x0Ba7WqT/L1JL/zdoc0Nqr0Bz80LzrteLFh7f3O05QBKWix/7Qq4Aq6AK9C6Apf1w9x6jp/Gkfrd5fc439MTBvr6Qo9+f7vUz1xaWQur6xtyT0xA9wtVhrTp7yk9wJYcULtChXarH9CtLX094OgD9ef2gLy3t8PWzk44UD+S9cLwSzlfgI2s+pmWp/JjC7zBvgQ+OU5Am729sE3fcm/X8jUIhg5so07shcR4t5OoC9elR/3lYn9/6FHfHBh7a1f3FKtrKv9u0ke6QmV+txpf7OyK/8c5vu88RDAq4OTbXCHQxx7R64LcB7PSvLKoc2/3CpUdF39B0eJKKpTZUufaqe2W3/HRmUu852DLkj6X1+9zeVc92gShtwGHyfGkayQJvdPR0xXaMrr7qQHUqQffWR58YBxiWffQhC1++GYpPJQDyku9dkj9fV5tT9sVcAVcAVfAFXAFXAFX4FNVwAGUT/XKebldAVfgy1bgnAN8PH0HyDGS77bwOIOCAIATgBp4eic+5X8c4ZNzps+kvJ5RNIiFPJjYL2hif0gDypMDBQtrAQixfaDBG/KwIarU0JRe4sQBbABEwbFAGIAUgCwJgCLgoDzwg9vIm/VSmNU6x7pZsqcXAT/SCyBDn5w7JhR26M5w0SaWqfMbuSLgmoGryPER6EpSFntC0s5Bq14771p/XwWEoV6ULQFQTiwNgJZFgRSLGowC5iHtLUEpewJREigmVc9U4Shbt9Ib1GT4pPIgvwFBEGgAhEI+QBvkBWyBxkAWQELkweQ47jXxUuHa8L3ChjBhTqgR9MNVhQl30uA/0l6inLIIPuA6bAdBF10Gl9yVPgAmTNajKy44DLTtnRzaNbgxWAijgouAQfg8s9QR5lWOxEmGkCzV2seqoimONpwH/HSz2G/vAVc0dm0AD3ny9CntokNPhgIBAKpQJ8AXoCbqYwCK6gQ4gHsLAA7wCYAIuuB2gSZcjyTNMmAUC2NbgQd6sm1YaY4pba7viJxhihpUp60B2ODyEnUHZsGpBf1JmzwWSzs2+Ng4j6oM7Q2t4EDgxpbADdxD1rQOCcIptMuRR22BSZKLLnEQliSS9lC/zV0kfdLOqHwMhk+WrcGBZ6b3AYcuLx8r2yUnF+vL082EFvvbzILBJxNqV1zn0BWPSLb2/ddLvnd8bzjugb5TtC++ewdqs764Aq6AK+AKuAKtK1DzwxZ/sFtP4LM+EgAE95PJsdFw98ZUGB0aMjjkp0e/hd+evwwnm5thW32l5L7hPFIAGqu/qN/6fK/6kH35UCz0ae0PA9qyZvQZTijbAuVLAk8WlpbD4spqWC+VwoYga6CKff3+x3uEVnKnH8GaEWgC5FLsL4Th4kCSZ18hFNT37OvpNdh/X/cP5LOhe5jl9bWwvCYXSr3e2NpSCMGDcKQ+7vnr3Uopz3+M3UfqPmVsaDB8dfum1WlffaK5pZXw8OipATx0QLkX/KIXvt9xoY98Rj+Z0DuEuxwX5P1ddyFMdnWHPvW36Xenrz2QykWX9BWJr61olqBat9pr0saVhz6g/XLcRXJMzknS4/V5vjvnqd+76sFDAe1yOunoz8r9RNDbgIC03oyF3tEN2VtFQa/ouknY4mnd7+N68l+v39g9p8FqnMWBvrgCroAr4Aq4Aq6AK+AKuAKuQEUBB1AqUvgLV8AVcAU+EQUuMLYBbMKE6pAGPosCAQANGEgBxni1smHghDlZMHBygfR5UnBdk7xMzr/SRO+UIAiGzsgTIKVo7hJd5nqBb8LpcpoZE8KABgAROFIAG+C8gXMLYVE4kqftjvJaVU5cClizwAganN7gCUKBAunBHwbRgEaGNfiM6wtAAwAGC64tTPqnsQlcMfIaNGbi+fbwgMEcADEAMMAc6AgowwBrAqHkbAssMbGTN10JYzMvGGLxaNtsvc0lw3I8/SeGfhmWNgAjX40OGQwRHUZw+QCyID8W6o6Dy17/kYEZuHagCY4m5uSia4luQBVcX3RnEt1C8KjclJ/9lIW0AGSSECQH9hlpow8uIDi4cNzM2oZBF0FmIqSF1lOCiSbkaoMLDO0H3XFD2dPxuvx1F64B+ZMHrhL3RopWL9xcgALQi6E+W1Vfrhft4HqxT9egaLpQdsLjcA1wqbDrpjxpB0AcuLYAkLDSjrg2tO3Sruqr1/EaUBaucZ8mBYB0bg0l15j2AfCD7mhmA5sqEOnQ5qgnsAl1IIxVtnM9aXPKY0d5x/TrCpDaSXq4hwCgrMrqfbtLT9kK3MFimwjyLMm/qZPOeMnxp98iEtC7qh1nJNDCx5QPK/AxPZW5m8uH+cPd8Hh3MyypbezK1eWqLwwM87eJOO23gaDUDrnetDWudxr+4XWX2gHA3kShV+HKBu1vxouldQFngrLUDlq93lddFy+fK+AKuAKuwHtW4JJ/j99zaT9Y8vTHWHLqrxZ68+GO4JM/PvjWQJRcJiswoxTeLC6Zw0bQhO95FgBvHDt6BbH35xXSZGQ4TI2PhrHhoTA6OFiGQfrMFYU+KO4j2wJQ5peXBVQsW77kPb+4bFAIoXkiJN2sHPQdY4iaQbmEjArWAKy5PjFmwEaxUDAYpk9wPiF3cF7Z3NoOm4JO5ldWwrzyfj03H2bmF8PaxqY+E2Su/ksjwLtZWS7vMxxqBMyr3wx8cu/mjfCHb78J4yNDoaSy9758HaZVZuCZJAzP5eX8SaVU6bxXXrRU/G5B9wPmMqh7pExPGO4SuKR98uF46/y397x1SMMd/BmKMAjb5M9S+V/uk8rfR/LQW4xQ7Jjz5hmP57sQc2lYqAt+cJrHxRLgHlyN2sLtGHxSzMkFRfBJOfRObaqoZPdvugfAhZTxg9/08A7OJzzEs66/H35fUKuav3cFXAFXwBVwBVwBV8AVcAUSBRxA8Zbw6SmQ3Ct/euX2El++AnEE4vJT/uxSZJIVBwmbyNfkKgMluwx8atBkSQOIDKgAFJRHpC5Uf9LEJQB3DBwD+KoCUTDJC1BC3kAuu1rrfY0BKG4LCGCyH/gEZw1C7Wzs7BtgAIwBIEA6AApMEI/riUb2MVD2EpBmf0ODRAyeJTmAb0Q3A84BQGGCGWgiqyfMKuhD+fhewSc4fdwfHdTEs6AQTUBTduADgIb1A8EWCr9CfgyeU05WygGowmtcRn5+s2jOHtR3PylQRVMGvjLKm3rgOkI+rJxHyBecWXDb4HrAdGQFXeAIYg42curgOuLYwaA5E+JLCv+zqhWXFPTa6pbG2g/0gQ7AGTF00YY+LzHQrnJxPF8hwtkArAwrTUAart2K2oQBLFRUV8tADEmKkwmwxglQhspK+5nVU2A4TFSDRZXqWvgdNMTlBejjmsIz7UpD8rEBSqWF/AbllCEk9AdUuauVeuhTqxPhnNAIbZIwSQoPI90oU4+u3aiuF6BKpzQGhKItcfzRYdIeyKOgQXRCRN0fGbTrPKp6A+NQHtJHO8AW2gltq0ewDWUYUh7UA8iH/WgInAIEJBMdGt1ppZu8IpTUhiYzlg8FyBz1CN45Doo4XmvG0SSFxh8lV6vx5xf9BOgnpwHx/s6uMH6Ssxj133fvht92S+HFXsnax0XT/hDn8T0AeGpvWw9PFlcrLks9+pvDd562nl74W8N3eUQOOTgnAZQxyMzfTNx1bJIlfYK/dgVcAVfAFXAFWlaAX+sve6EPDSQCqAGk8buv7oV//fF35oCCOj8/fqowL3ImUH+ZY1vsYln/vEO/6VlBLOMCTm5PXgsP7t8NP3zzlYEow8WiuaLQh6ZvkHTfkn7orkB2gJDHL1+GR3Jf+esvj2yLI8qOABXK0KgcKqKVkzIPDvSH+wI1vledvpZbCNBGX6/6p+pXGPDKweWEKAN9ydWNjbCoUDZ/U54/PXocnr6eDq/fKAyk+qbHui/4WItBueoH9ys80v1bN8M/CRL644Nvwoh0XBA0g0sMoA9wdwIVfalt+2L1HurMhPu5vnBdDoNFgSi9ZfjE2kn5onOvlKSebE/fnd0qKncmlYYb98RtkoZ9TLOMSeoFzbSVhcM4z76nnKDE2BfPr2TNZ5eynCpg37uKOmcnTjnbuwSfKNROZ1EPcwzrfrq/MXxCivFeekPfRdxXf5Kb4n++mFVYz9XEHVH3pL64Aq6AK+AKuAKugCvgCrgCrkB9BRxAqa+L73UFXIFPQQEb7fgUCvrxy8hkPROqwAsABwAFO5pAj+FLmEQHKninRaeT3pImaHHYIA/yZbIewAFQYLFT7iNxpKomMxwJxgUQcG6EKQhpA4xBWYEEgFkO5YwBEMBK+Jp9hTRhcAgwhLxrw6IwmcwEc6/qX1A5tlRGIAXKFsfWGDTDXhqXDyacASDYUiYADuATygKgAHTB8aQLlICLCWDLoF7jZsI5wAxrW7sWlieCJHGwmXwJR4ObSAQtCDPDQj6E8mGSm/BAh7omPUqvH4BD8EaEiIBViEHN8QzsbWgLfEJonYzCy3AO0AohfgAqYvgY6rAsWIU8DKDQye2CMtAWPWkjDCMmEEeiD+kDcVBvtkBFwDPoQn7Ul4n5Rgs6AW4AfYzKvpuy7x7I2lzlwr2FUDpcP9xNSJd63hd4ggMNIXLIZ7WsJeXm+u2qHDjAUE5C6DCRQF1xholgDemiyeaJ2g+Dg6oHVteUBQjmhlwwyIs00GhFuixId2As0uA6oQmac31pw4RIQiPSBbzhGqzZNThqGcKQf0bYkAPK8qFgILmH7AtA4btyEhtjWciat43kreyPXyuGZZMplcpH7/yClqBmYi4oQ50n9pTmuqzCd6XxoqCsbYXkOWoQgumdM7+MBGjD+huyrLReKE47YBlhyICJujTYT1tKJk6SzCJ8RBgx/ibdlGsK31X+vtE+HEC5jIviabgCroAr8OUocN7f9M9VGX5rmTS2EDXqD16fGA8P7t0J3929E74S4ADosKcwm33qL3YJfMB9gyX2cZrpYmmrs5KXw8jwoADv27fCD1/fN7jld9oSdofP9tQfADbZVz6EusmqHFnBqBnlx5KE65GTo/JmffZ6JszJEcXC4ghsrre0Aw6oPzkkMOP+zevhRwEv//z9d+bscn18zNLB9WRXfWmgjXb1ea2f2a2wpYJWxoeHw43dHfXh5fyoshA6CNeVhWU5LGxuWF+fvvKHWrhGhIdEE4Cam9cmwrd3b5uW925cF1AjGF3/FeQwk1G9cZ2p3FR9qEJetXwQrcWFtkrfelShd77pFqAv95OCIO9cW+L0GJOhT5+kerrls9Zziikl23ot6HQfV5R82HO+HDg6fdbp68u9J3knPaQ5DyK0A58MCm6T80kH8IneA6XYH6ZquaxO3PsSihX45MnCavjH7GL4hx40mVsnVFbj+9+apPytK+AKuAKugCvgCrgCroAr8EUq4ADKF3nZvdKuwGekwOmoyWdUqcuvCg4GhHfBRaNTg544VgAgsB5i33AJOjJsBSiyroFVc5EQPNHZnjhJMJHPBL5N9Kp69bIj7AWACKDDMz1VxETxyxXFQ9cEP2FhgEgAUHBswckDdwxcMgj3A0CxVNqx42WxoglxgINyLmzqZZiS2cKyKG8gCdxI7gwVBZfkzCnlucrxYnlD67qedNox+ABog4FjHEMAUL4dH664vRDWBVeS9W25mKgcABPAPbE4lBUnEPKJoXdwE1kQXIGlL2FpFuS4YNdG5wOSAEGs7wzacCCT50ycA16gC7ALdsCEFgJa4doCfQDc9GlQnUlzgBYGzZ4srhiMgl0wGgKTAD9ULVGvuNWH1AF4xfLUIBzXAjhkUE89kg/QUDJYqZNSyTHQR1mY7CesEfVgkBo3ijdKj2sL/EQZejXITfp3BJ7clTsJ+gPvzG9uhadyrSD/NwqjQn2BjQCbgEfmBras7nfUFjgXYKBbn21qcoE2wTWgPVIsQJUhXa9JwT+UH5gEqAjXnl/mZH2+ui4QRS4rmiTANQh3DKAWYCTGlaMjTuLC02v1yG4K6FIe+r+lBXeVDUFTS+aAIgBFJx51lEWL10KZsees4d844Bu1T4aNUxegpRK1fhAx6Qt6QpMY9Yfdx2FNTi6v9hVu6kAAFJDPFV9oTzjj8Hfkhv5uEIqHv018x/BASUMoVIVwW7QR2uWDiZHk78HSmiauPt7TyFdcYi+eK+AKuAKuQD0F6ESw6pfdNvWO+QL20S+k/0xonKHiQPjd/Xvh3/7wo9w1bggQUX9ev8kAKJUF2fQGSJdts4W+OeDGiOCT7wS1/PP3D8K//Pi9OawMKy+cRtbVp1xdV19PK24npe1tQRSCo7UOyY0FAIbQOTiWmJuJ9nV2/JeiAO3q3JLA2/oACvkWdM4tOa786+9/CL//9iuDakiHkhNSZ2V9I6ysrVm4mk4dzznkRVigGC4IyKMoUAa3FML5/PToN5Vxy/r26iw3q/6lfhbhE3S5c31S4EkC8twTXINrDRcjwkGWcfn6fMlt+zxXp0v96R5BS9fkfPJ1rhAmtaV/nWkgYKXtV15c/HLXK+cpepIgKMnNXGv3IvVKkhQzgU/ex73JhWToUEkyAnwKArzG5HwykA0dMewOutdJFOgL+IR70Ufzy+HPr+fCwzdLCl+ssJy6B/fFFXAFXAFXwBVwBVwBV8AVcAWaK+AASnN9/FNXwBVwBT4LBRiUZdKVyVSgA8KARAAFYIGBp3delAQhT4ARGJTZl7sFoVBwE8hpkJX8gRHqjvBoL2Vi4h94g3AXzzTRy9NGJQ1EAxxQbsAH0qXsTBoziWwhNIqdBo8AZpAOYWwSA+BUrd6q4ukOoJARDbLiSoKLCYAB47wADL/Nrxh8Mi0AAjiGujFOxQA68ALgB+XKq364dgBbAJjgSrIqYIXwHQAWOF8wwU25+fyujgV4Acp5vbIlK9811XtZMIkGqaUBriLUhbSBhxjAA7rgauE6QhkAdtCWdAEzcDoZVv5rgjASCEjhd6Qdjh2Lpa1KeCQDVTQZ3672EJmHlFLVL6UDdV7Q4Bt1BV4hnFHixqKwTnIUKSn99fZdgzAqbamsERP8OMtwbQBGoqMJg3mUi/e0EeAonEnQHziE+s0JOAFCeixwBscRHFCsbamd0B54UtScfFQm0p4APtG2V/qOr+K4sln5HPiAfChPUU4mCRDVIZ2ODDohr5m1koUzImSRtVultaTjuX6kT/vEHcWgovJ3huNqwYVqAavfAaCs13NAsRarSl944dzTNn3hZJqcaKF49MzmgJ7SPAyKV5/tCXf28/ZdKeFE9J7zb1K0lj4CFKINv1C7eS6gDACF62qr9nVqcDq9GMglCGlUbRfgDQgKNxzawLa+bx/yaeR0ufy1K+AKuAKuwCeqQPXPzCdaifMXm3A79Je65fbRo34joMadqSk5lHxloWoIl9MtaJpj4sLL03dxb+Mtbh0AH4T0wVEFCAVXFUAS+ie4iUzPzYeZhcUwu7BgAMqWABRcUQAtcGO5oXVKjiVDhNERFEM4n2VBIxvqQz+bnlafWnCM+nHp33/655R9fGQ43LsxFb6/f9dC8IwNDZnbyazyezk7a04qS6urBqB04Jiifse10WGto4I8pkyTAQEwlAc4Zlv3EUsKy7O4shq2FAIIx5b3uSR9WYHjqrM5nwg0mVD5gE/+8N3Xqtv1MKbr1CvXFkIDUW9fygqcU4q8QktNCOYG6L6WUZha9auzglLS7T9qe86k42lvbblDsLuEBrcKdj+ozNIfkzfvz1uGeDxtJLk3iCm9Vaxz7zhN+xyn6qR2wSftgk8ATww+yeveOqswvrqfrFdB+vo4dXL//EL36D/L+eSv0/MC2ddDSd9NX1wBV8AVcAVcAVfAFXAFXAFX4GwFHEA5WyM/whVwBVyBT14Bc0DRwGxeIAMuEEyC78gVgsn7ywydYRCJ3Dx2BYCQPsAEA0W4mwBKAG3wPg4epYUFGgE4AcTgKaNZhXchxAngAAO9gDLY4E6fJM4ZQBA4UwA3ENaF9wAMwCmAH285e6Qzq3qtMDdlKOS6wvuQHgOAy2VHFcpCuQi1gn02T1BSAQamWIEoAEG6VT8cR0Y1QU1ZCCODiwsACeFgKD8gEAAEoV8ALYAugEZeCLJ4NL9kA1wAOMAj5MN/5ImWXR3rphsaUz5cUzgOgAN9kvIcGXDCZxxHUbm+h3pik7A1aMw5fM5AYzKAztAia+OFsEarci0BjEFb6kv4I+oLWAKIs1hqF5SgeuKoo8UG5FXXBFTpti2uIgBKpIG+WxpMp5y0E0LjoAtOKQA35GXwSRlG4j3X1nSx9iBgiXrqGuCkguZoCtQzoLJRLmAByg1IdKxwN0xmGLiip0qBC3iPfgwwogvbfWmF5iy0Pb4jtFtWyjCbL1l9AXIAUQzgQswWFwAiC8Ej1xCgjQNC8Jyh/1lJU4+YBC9PB3zPOvN8n5M2ouWkBU9qXheA8sNRvxyHDsNLOaHEMpwv1Q93NO2dNsRgMm5AI309BsbxPezoabe/jenS0F4BxoqCuib13bkzMiC3oyH7TvF36lDtzxdXwBVwBVwBV6C5Amf3s5qf/2l/CtiA+yLABWDHqMCMP3z3TfinB9+Gb+7cFvQxZmAKfdsI9Fp/I1Y71ceJu2q3nAfcMjo8aCDHN3dJd9yAFBxVVuU+8vdHj8P/99M/BIJMh+czs5UQPDiNEPbmm9s3Ba3cDf/tjz+GHxRChzBAd6Ym5WbytQEXm4JVSMf6iOV+H/0t+kWEorkrQIOwP8A15hKiQs4tLYe/PPzV1j8//CWsyUUFmITzKDNuLcA3//1P/2zgx8TISBjoE4ytkDccB7gyu7gQjhZ1D/SeARTqARgDsEMYons3btj1+T9+951BQhMCbIBjOEaBDWsvgb8/hwJDHWpvOd0Llp1PcoJPuFevXeIuPolr7TFnva/663PG7QrN+qIhQSulV6HJpk2JWZnLH5S/MmcVt+nnaT04sJJns7PsIELvyHVoVM4nQ7rP79bDGwJSgE/i35x0EpSf+79V3d/idvJwbsngk59m5suun+mj/bUr4Aq4Aq6AK+AKuAKugCvgCjRSwAGURsr4flfAFXAFPiMFGFzBaQMYggEuJt1xKwGMSCCES6qsRpeYkCdd0jdYQ0kzqAx8kQwcMazDWr3gbIHDwOu1DXO6AMwALqgcSto6pbR7YrAAziJzAkMAW3AdAXQAOJjTfhtMaqvNI/0+vk62OCAQumVM5+OMAXABVLEmeIEJa/RK3FwYdK1dkknt5TIgAdkBEHNcOLHwLaSNm8kh10D640IDbFEgHE0ZyMB9gzAwBlkIaoi6kRPOKejAZ+jIpDhLAp3IvUMwB/AJkAnaA5wAGCVQQ/KUJjAO7g98bsAKZIqlcSqv7aiInbyL/x4DsOyfCMLZNRtiQu+MFYIBTQAfy3pSk7ZlTi9xTl7FZGIf9wgcR7oFQEWQBSiE6wv0wTBljzTi+pEu2hH6hPYD9IPrDGAIS0aTBCcxXE0snLZ8DthiDjAKsYNGBiUJMJhZyyQQkNJDs9j20YKhSxxTyBtgBUAHQIW2SP4cC4SyIet1BiApd5/aJ/UgxM+awixZO1e6rS6UYUd6bh6rvHJC2RSEsqt88gpXxffDJjNaTcxqUL6GNAsrRvKi8vYcabVyKOliHZ5v7wxjndmwm9V37mA3vNjbCmuqz7bqc5WXY11PoDEclgCocNsZ1Ur75W9k1QSYLkinVtybhnp7zDHlwcSwhbXib09JaV3q38+rLJyXzRVwBVwBV8AVOIcC9MXbAU+0AjQU5ahBOJd7N2/I+YSQLvcVfqZojhpAIBddcFcBEu7T7/S10ZFwUwDI7cnJQNgdftNxMHn0/GX466+Pwn/942GYnp8X1LGkvrX6hdYX1H2Kfv931a8rCfognXwPjihjSZkFoawJin/y6nWY03mbW1unMIj6m51ys8B5hbyvjY1YvgA366VSeCHQ5W/K92+PfgsPnz43R5RD9X3jQiigeUEq6FNQvkA6w8X+UJQTCs4ouLmMC9jZELiysbkZT7vULdcJDbuzObsWuLLgAvPg/l1zkvlKYA51y6uPTr3KN3OXWoYvJTHuwelDj3Xlwv1c3kLv9Kv95AT10L+utzTaX+/YuvvK9yjcIiRr/XsWHnrgHoSt3Y1wnsp7kYWzklRI6XSpn/Pp5628SqfX0vGd6tsLOOnol/NJUWF38pnQXg69Q0iw2iXe+wGf4L5JiNY/v35j4YHXdC/uiyvgCrgCroAr4Aq4Aq6AK+AKtK6AAyita+VHugKugCtwhRQ43xAOwyvE6jYHkvJYC+NKJwIRyuNSOuJ8aTYTg0lZYITTFHl1+q7euQAEhJ9hYpenjgzCOC1c5ZRjARYHh8f2VBLACk4cx8d5AzuYSMY9A7CjzFiU803nnX6dJMvkMwDCkEAWwvFQlk2BIIAdTD7j0nGQiWRFpSiVF4AlQBAGdyh5oJN+QRfAJgAOW/sAFadhkHBV4FoALwBYAK/gCgKoksAnb5cRTRYE16BtSa/ZAkcQlmbvUE425UH0SqGavojpxy0Hp1+nT6aNcC01cS9NGIwDKpk6KBhUMiXXGNxqAIHMhUU+KCztGmAdkAbmSCLghsl96rkg2IZBPdxP0IvJAa5Zv2CAvOAfrgUlOZTm1IlrCcjC+XWag+XF+GiXjtvToL65ouhcdOd6kmZGg48dB7SJE3PVwTFlW8cO6DzgJWAdoB3go2XCDOlz3E3QmS31WpBrBs4ZlJf2EGEe4KBEuUb6WRGr/qENbwtCIRTP6tF+GD3Ohv0TPY0XZA9d/n5WnXDON+jRSKtzJlX3cKAMnoAdEoByqIzuCkKZ794NT/YUMkl1uuoL37uXcidC63sKhXVrqN/aYE6QVJa2goCpBSgJWAWHnu8nR8O82sg/ZhcMTkscf1q/9qlk/aUr4Aq4Aq7AZ69A+veB1+n3n2/lDWrQb2lWv6s9CtlyfXw83L05JTeRxPkEp4/xkSHrC9OfMlil5re3VXXol3Upn35BG+RzU+4hgBu4dewJLH41Oxf+429/D3/55VH47eWrQNidozLYHPPgfgi4BAgFmKRLIVFy6nt+fVthIQWA3Jq6Zo4q03Nzugc5qAAo3FtldZ8AtALwgvMJIWoIF0ronccvXoaf5LzycvZN2BHMnOR72ga2tQ9HlYdPnpkGo0ODCht0w9IcEBSPOwphcIBm3s/CAwK403SEYqHPQuwAB7F+e/eOXF2mzBGFEENAKlwr7l98aaZA/J7H7emxWWk9IPcTwu7cEYAyoS2OgtwBNF6qP6t+1/gsy1199NNSnL5qdFZydMRQtOVmQt8vzmw139q0SY2/e6TxPpazygVs0jUseIq1Tw9/9Cj0TkbOJw1uuLiPNLfETYXs1MMHf5nW34/nM/YgyJfy9/t9XCdP0xVwBVwBV8AVcAVcAVfgy1TAAZQv87p7rV0BV+CTVuD8QzgM+5gzhgYObSxJg0FMqvJUIgO3l7mQHGF+YtpM7DOBv6817exRO4jDYC1OGriOMEHccAa9PJi2LYCB4xkkon5AHwMKnwN4QJ2SWp2tFeNPlJUJZoARyo7TBukMy03j4GjAnDosVFGD5Mi7RxBFhF8I75IlDQ1KA7B07RLy5cjC7wA5ALlQvr2DI4NdqANuIIANtbrEa4ODCaGNlgw4OTR5KBNuHQa+cG5S6XhKa9vGWVafL91Lco4gHNHUQMHKDXgzLuiHsEW9si/HGcSMxVUONCgKPAFAwWEEkARXmTeCaNZ1jakv5UYL3FHQDoiFdkkbynUJChIcQlsATgG2abaQD2lQJq4/1wStuY6xLZLWuoCfeYXPmRcIw7Uh/BKgCi2GeuByQhvETQUQhbVkMMq+aU25ac9MGBiYwxfqnAvtFZegdcEnK4cCXeQast95bE9FJobVF7uUFIMmcP4Sna8CukKWUa/a+HDIhpsKxbNx3B/2BNXM7+v7ay48za/X+XK83KN54plriovSM4EoU4sF+24SHqujXU9H1sytdAimoh3h0EPbvz2op7iHBuw7uKi2VP137XLL6qm5Aq6AK+AKuAKfmgI4mmTUtxsfHhYUMiaY4XZ48NVdwRU3w305oGT0e0sfalP9+Ah9mMOG+oHnXQAocuqDFhQyB4CDMD95ASEAwosrKwZ/AIJMz82HdbmIED6PvNML7ynH8tpxePLytdxIegWf3JRby/XQrb7scLFoLiDUZ3lt3RxJOB8YA1ClV8cAofRo26n+AuF6FpZXwhu5myysrJprSuw3pvM9Vl9yV/33RR0DpLK0uiZQZc9glBgKZ6CvIC0z6dMu5TXQD505dAfe+ebOLQsh9L2uE6GRrinkzoCglC0B8lurO1bPXDZrQEr9nibp+dJMAWCTW1m562R6wqggbt7jiFJPueTqJKmlXzdLv9lnrd7u0bk9sfto7laUs97TVji/Xjmb5RmPT87lHWlebOHs2rVZSm0CygmzY84ng4JPBnQv2qsxAkLvAFHFwpUT4W8ADypwT84DE0+XVsNfX8+HJwurclctnXkf2qws/pkr4Aq4Aq6AK+AKuAKugCvwpSpw/jv8L1Upr/cVUuCit61XqApeFFfgAyug8RRzhgAQAHIABmDSP2cTrjUjMO9QNgaomKw1qEBpA3NgNc3TRBE44Btc71sMoLIhwIGJYdwvKHOzBXgDOIB0ORTgow8AQdukRvXqVZ0o5WUFemCCGWih0yabuywsB+ACzijAD7WD1emyoSeD0BxLnQkBw5NVABW9ZfeOPX0OIEFoGFw+WHA8wdkEfRo5n8R8yJ/VYBWe3CxXxZxmNOHPe+pSWfg8vVY+aPVFPPn0eFxLCBWE6wrOIAAeeQEoRQ1e53NdcgzZtzLY06jSriigg7BIfRqwBvDA+eSN3FK4blw/njjFbSInPWiP5lQinWhDnHNLk/w4lHCNz5rkx3GG0EYGESkN015tkLZI+CSk4clNQhlNr25Y2Thmqliw10Ay14/61P6SUD5JCCbC7AhIMRBl18IdLW/tqvwCVLQCojRrF6fKvf2KVosDysqh3FaO9R1R2boJG2WXEO1ZUtcz2dH0X47mzLhtevAlfJjVderX4PkNASgsSwd74eluSfU6DNu0ySu8AKHgdPRMA8wASMBmbPk7EL+fsfh8v5kg4PsLFHVTjik/TI4ZREQILOAwX1wBV8AVcAVcgbMV4Bf6fL/tZ6d59Y7AQQQHktsKX/OnHx6EH7/5ylYgERxRgBqWBVusrG+EDYWqIdwM/eie7kbaNNovCET9zZz61qQ92F+wLf33la2N8OrNnIEdM/MLYQ34pNJvq58e0Mqsju0W0PLmj0sGg1Cugvr3FmJHoWievZ6pXEPc4HIZhZlU/7Nb/VagG/rAwCxLCv2ztrFprw/l3GgdtJprz70OU/s7On5dxxK2pyR4BZAlqzLgptKrPjaheS693aic5lZYKIQb18bDv/z4ffg///j7MClgaEzOKyi0p37Sm8XFsKqyFXUc+qJH0vdN+qrVSla/u3ot8+OWqCj3k69yfeGGAJQB9Z/pRzde0JK7JzaJrq2qG+8iYtrnxT7snrOcp6Whhlp1jxkTrrOtlFHn2z0J5+q/EwuNq09p9BdaSLmcevWmbmptXe0GnXQO5kIHa18MvaOTy+enT2R8hL8PPGyxKPeTn2cXw78/e20hWOtBa+lz/bUr4Aq4Aq6AK+AKuAKugCvgCtRXwAGU+rr4XlfAFXAFPisFmHgHXNjUoAouEL0aAMOxIw8kooFExmEuOhyUFopBYMLLABQAhAAXMIi1I4CAAR3ytkFLBp9qMgQwAMRgBUx464B0RnpNnTgWWIW0gD6ATxgYrTOuVHP26VsGxSwmt8CRLs5VOjEt3DFIq5n7SUyJgTnqsCZAgfOBfXAsSRYGeWVFrgFkc+RQPiwMdO1rUJrzbDyuRpPk3Op/mTjXafWXKFsL6dRPoPleoBGADCbdWc11RnG1+wWiMHkPvMHnTOD3d2cMTAFCQY8daYG7yHJJT1ICGakStAXJYg4lQECAJ8kA54lBIziUcHEBRazdNCke2rLgCLMaEgcTAIME7lEq0gSdAZwW5FrxbGnN2s2e2uQEkIzqgHsKsEpBr8mzqIH/3f5DAxVov7jP4J5CmKhZPQ23UXZHAUA4q3y1Rcf9ZV027ssHZQcUARtcVi7dedpvbbof8j1tOqPS8gTnuOLZ3xKIwsD6s70t+3vzIctykbwI2TS9shEKmjS6KVeTUU1ecd2ZuAIko34s/Eu75DNAJVxQHlwbtu/Ai+X1sHYiGAkozBdXwBVwBVwBV6BWgVSf7FP5fa+twnnfZwRzAoQQPua+XE8IizOkEDVM5K4KRH4xM6N1NmwD8+q3uLNDLmOCG4Au6i3olpKx6hD6/Vk5hOAYQp7d2hIaxyAQQS6ALgAUOItYZ7Dq7Oo39OW2ddyqYBXO2djaCv35vEEzwwMD5oQCaGJ9Veu4Uy6VjP9tTfrzSZ+T/n3sHzYqfZI/x9EvBICx0I6pw99XmwE+IfTOQF/eQhbdmpwMdxRyB+iF+iyurloYoZ+fPDPXl/sKDRTClDm9dKo/BFaQLGVIovzuy9wkGlQuW+VFooY93CBYib7ybTmgsO1Tm8+2xYcmqlUjNdSNa/WnF3xXU6ZGqXAY+Vrz1gte2xI/iO9b2Fo6Oo5tJR29brEolRzq65FOsXIoMWAD8ElHXq6mAk86i7oPzSvsjkLxtHXonHLfPnWGveRhB+71nssZ8eGbpfDr3FJ4rntFnDPPe49Xm7a/dwVcAVfAFXAFXAFXwBVwBb5UBRxA+VKvvNfbFXAFPl0FGLU558gNT/UAn+A8gWtDhwZgcIpgNccQDcbYQJP9c0FplAbgQV6Dx4AJAAVM4DLpD3BASJMDDTw3WhjcscFXgzFUwTPqqMPseHMAUaIMBjPgrE3LCw9jUUbAB0AcBrFBQxhMTpxFlK4GstqP37bqrc2EbDdVR0AfXu+qrjhnYLmNBpQPrQElyIeF6wJIk9TBhrDPrLed2OifZnVHz/Ram0b8rHY/7/lMCxMHJZUXyGZJT4cRYgfdCF80JicUABMgjrwADpxLgE9wMuH0TbUBPmfd1iDfscK1sJ9BRdKw9sKgofZxbYExeG3XR/uPT5pVLoGEdvZPDPwBggE+WdPExpagGNoV7QuwaVfvl7Qljy19J2iXi/3b5oCBgwouF4AveW2zcsXgmnGdAFmWZBUPfAK8Qnln20u2X9nqmMZtW9V4ayE0lQEoCsGzJccQwtaolDqOyYtEBxPgrTOvzg5QL75v3RpA50nOm5neUOoVsCMtXgtCueoL7XlmbdO+j/dGBsNkf585FFnorDY9xcxAdWoBTOnTxNakABTa1OxayZ6QpG1saPUB6pRY/tIVcAVcAVeg0n+yn/fyj3r1L8vnKRJOIIXefBgdHAw3JsYtlAs3GoTAmVtaCf/r7z+H//zpZzmGyClQwMPIUDHcvT5lfeKoyKlOvDrFHeLncQvknFU63eqLkhYhcei7496B68n6ZkmOK9thX++bpRPTAwYBitkUfIKDCU4upF0UIEN4nyzpq/NjPTb13ehLHAiyPhBUzGv6AjinZeQCg3OJgfF0lrSc1inmluykrwsQwtbSVhrcH3APYWmqH1r33FQy531JuSgf4XcmRkbCmMIXDfYrnKJ0Wl1fD78pbBHwyf/6+0M51axbvYoKyYM7Sl7nVRYrWNIfvOwyVvL4BF7QHljQwF4nXXrb1yPYZKxLTotyPrlJ+B0BKHnt4/6zleUiusbsY1ls20pmOiYe26Z2mITjSU7UW+v3t5JMRYfywcmdTflet5UEmhyTpFX/AELvtHcrpGa/AJQhwSdFhd7pEYAiKKVR4fnOct+4oAcNgE/+x9PX4Ze5ZXNC4e9BRZD6WfpeV8AVcAVcAVfAFXAFXAFXwBVooEDqzrHBEb7bFXAFXAFX4JNXALcJ4hnj/IATRXub4pRrcJin+Qd7BQkIGOCpn6OjOOR0/ioztgpwQEgTwswwgGrOKxrEBXwBBsAVhAHoegM5nG8DsBq05fVZC8ea44kdnNjm7smFwJ4c5GSq0rQ6ySAYg04AIHFlLy4a83K4INQM4ERVmmcVrPz5vgaNX63IHUEwBKF2GMBKYJP4NGTi2mLQi+qQ/Hd24h0CH4A80JeFaxvdRM4+myNSoqRetnIuWik7exqMifshWZJPqZ69AjauDfSZO0i3BqUHZReOqwjtASgJyGN+QwP5gCHSM3HCKeeoMhxrAB/Ig2uARqzrOva1QuVwDg46QDytLlxD2hqDiTiWEOYIjViow76uB+mSD9eG60xZWfsFofSr/Rb03eB70VsGqtB8QPtw9kkmCBjHbDNHFeDcmPEfAABAAElEQVSuHelwnuVQ5SAEz7JC8JQUgmdPZQFCOToRDKV0Y21b+CpYthzHOadb0oipnKdk5zuW/LKaxJBnjT3RuSv4ZGZ/x9b1o/2wLbjmqi60BSZ2aAuE4hnt6wlF/T3k2tNugYzSC9edfX2afBpR278h15RvxocFowjw09840vPFFXAFXAFXwBWoKNDqj3jlhM/jBf0jIAz6d3sKzzi3uKxQLkvmevL01Ux4+PRp+OXpcwNUCG0DHEIfsKqPqncV+WLnpo48wOc4cuCegvsJ8Av5H6p/t70r6HlP9x9K/6jFfhqloH9IWBzOp//e1ZnALX29PaFXeWTV793X/ZQdp2M2Bbisl7bC1s6OOaJRhqFivwEr+d5ehRlSX1R9YeDrdNfMIHc5Y/QKcgFu6ZcbCeF36E9sKy0AmNWNDYWt3K9T83fbJYlMp3g/UZKz4dzScpiemw+vZufCr8+fh0fPX4anr6atngA5PEhQ3depXKF3K8xnfnZBsMmdbN4AlCGBKAl8ou9Ik3q/s7KpPmnSOz1vH5W7CO5Oky0NN3mX+l42KX/8yNpXqiykQVrnLQ1nNdWE8QPBJx29cnfF+WSo28LudMips61Tn+nzegnQpvd1nzmr+9pf55fDz28WbZ0XuNbq34xYV9+6Aq6AK+AKuAKugCvgCrgCrkC1Ag6gVOvh71wBV8AV+CwVYMKf8CFzgiq2BVcwGJTrIkxKVpOuveGNXB0IrwJocdGFyVkmZW8NaQBVg6csQBgAB9H5AiggNQZVlRVlYnKXECg2QMQoU5PRqU65E2RVB0JlcCjOLoAGbJM8OJlPmi1ADwnwwHkMJHMuMM5LwSOE11jUoDHlPg8AQY4AFYAXuKIA/XQKXOA64JZASB9KRsifjMpvQEOzYqY+y/C0oq4bT3zyH44ricuHtK0SrFa82vepRN962eRYCUSdpgWHTAo6AQ7BMQLwCL14PawBelwiADq4pujAwN6qnFM4/jAFOjHhgPZog2YHugbAIkAhv2kgcFZtk1A3OE6cZ+F40gJkAUSJAAppmBOK9hGCxUIJrXaaGxDgAa4ulHsgrtpHeKER2brz+Xh/r9WJtoddM44oXFMV8VwL9QbQMABFkAbgBuU9aj8JHbqOXFsWrsRZrZjP43HJ9sPAJ5SPpQsHIX0fRzSoTv53BaAsHuyFp3v6e3OFARQrvP7Bkefp4qpd35v6+3VNTih8x2oXJmsI18W1B7K7MVgIP06NGWD3dHFFfyNqz/D3roAr4Aq4Al+8AvxIa2VjS+VF3PH5bYEUDM4QfL6yth6m9+bD4spq+Pnx0/D3356EJQuLs2EOHDhq0Hc4FSjqURYu/Ta+Tm3t/iECKDg7yg2FM3EPIQwP8EmERey0ZvrbZwkQDRQDNEI96MPngJIFWPeqf4jLyqH6bUCshBHCZQXXECAN8soJhhkfHg6jchUhxA2fbZRKuucgA6utFQV4BheSAXMhGTYIBciF9Dblure0tibd1lQPASjNym2pne8fSsF6SB9UOi0sL4fHLzLhzw9/DX/79bfwbHo6zMwtSIPdMCg4pmmowVi2uD1fUT6Po5vUfUChb+8rROVNharEMTCrfnPs59erPP1NliZJJgc0+lffv7gk94an7+P+VracW+29cz4IhfKT8ymEolpjP6qaVYNMzUsT9Wh2lMFcCrPT0Z8NXSPdBqEAo7Spz56E3ql/NvDJxvZeeCl3y7+8ngv/mF2w+0/uSX1xBVwBV8AVcAVcAVfAFXAFXIF3U8ABlHfTz892BVwBV+CTUIDBUybicUABROFpfcKMAIrcHS4aIADIwAT4sQZsU+NWLdWPwV7cIq4LQrg/OmgT+AwsrQg4wCljVU/V7Qp8oRyNFnMWUBo9Cn0SXUcaHcv+bj1dSJgX6sHAFu4nxGnG0YK8Wxk2op6sBxpEBl4BFCEEC6FQ2M97QIhthW2h7I3SJIQMa68GpClPslgqBk4whsX5wBfAEAAXlBnLcI4HBjKQptkIm0bxOAfHmttDA+bQwDmEAZle2xCIAsiBC0e6lHrNeRTI/kl/lpQyOT69P/06HlO9BXgBZqItlaQ5dQc+4nrgEjIiJ4nxQq9BHZxJKCKOX9cgNtfpRABOXACA0MXanwbyuXbANWzRirazVNoxyKPZVaU99GQI/ZQ4VxwdKw0Jj/akhbS4xwDIECIK9xzSw+0G3TY1+E7bAa6hXlwX2gLuLuNycwGwucEq1wvOH9OEAmAKx6ztNHuGMda0ekveuKBsaOD/9f52GN/ThIaegs1IS+oPlHSRhbPOvoIXSbnxOeTJQHpPu9xvOk/C7VzewvAA1QCiWHgh1fWqLkyqLAg0e6G474Aow2rLOU0IcQ2SkFnV14K2A4BCu7inv3fAWI8X+sxlqnReEumqiuLlcgVcAVfAFbgkBU5//6p/TS4p+SuYDK4nOHc8UhgX+r9bgCiCMGbnF8KMVoAHwtY0vC+IQsWtdWJPdaytssHk6lsDnUSYnt/wDv1em9Og+lb0oQlxeFYvif4M53apr4fTCX1czu1QHw1YJCO4pEt9zg71Fw9PEqgcpxSgmoXlFcEmGxZyaGhgwMIK/fjN13YuZQNWAVCxRUUhvE9/Ph++v383/OmH78Pk2Kh9RHrLAncWFK5oYWXF9EpOurx/6Rvj8LAkMIhwO1yffzx+Ep5Pz4aXs28s/w0BNcfSNYYhqVwOFSP9OinV23sur7RXPKUGVc+ozRQEnExmusP1bLdC7yTuJ/T1z1qaASrNzk1/S3idXpudV/sZ51Et677rxWkV4ye1Z7T2nnpxD2Rpt3aKHVXJX99Fwum0A5awzej7yeusHCrldtLRlzEIxcLuZMrwSar0MUseLKFtL23uyLF0Lfxd4Ml/vpixB1AAy3xxBVwBV8AVcAVcAVfAFXAFXIF3V8ABlHfX0FNwBVwBV+AjKMDgT+sLA7y4UCxsbltIkhXBKIQUIdTIV2ODoaSBYlxQAD92dKxm7ltPXEcyWQ90gHuAASgCWxgMxj0EJxEcUAAPbACzMj2eHhI7MVcJJnUJb7HcLgtrpdsMOAA2wJUCQICBYeABQv1YPuTR0oS3ctBxACFb0gAIAucMBse6ZOOLSwWwDmCLOWg0SNNiz6s8/XoqkhAe5E2a6MqYFzUlLWAHHGFwzGDp1uA2AIMBEcSsZnTNRuTevr6UiQFxJse/GRsOecE6OV3DzvYFARA7Vm4Gt5Ol5vzKqF3546prEPc12pJWdXpoNb95YhPuuJMMqkwDuuaD5foTymS8Py8AJYF5gJ/mFIKHNogrTrodGJgj3YFN+AyJCX/ChIFdF8EuQCgJuKIPq4tSKfSQnHyAoAwcUZvgWkqu0MkWoEP6kSYAz5CeYEU/8iJED+lbGB0du7GdJJlMNrSrLO3miIFTCtcQaKtPkM1wvttAK64f36WGBauU8O0X5F9SGJ7ne1thoFNAVVfGBqpzbZrkeOuavX1+oz2cmqzJIG+j4y57f076trd1hdt6whOnkLmDnfBkt5SEGDq5uqF4mIBZFXT0St/HJwsrBlPhhNOt7zQTT0w6pZcuvneCmQBQ+HvxemUg3BkesPYBkGUNK32Cv3YFXAFXwBX4QhWo7bTEX+jPWw4cOwAySnLxePzyddgTcAKEwu8ta6IKPdv0xHaNJnyohb4c/aVGRyYghVzvdB+A2wl9YQ5vF3ySUd8KkKRTv9u4jST9z3LCJFmzUCLyo7/YrfuR3m45KQg6YSGkEEBLF2lqJb24UN+F5VULYUO983IxAUC5d+uGwvgQeufYgBygHML0JGC0nOMGi+HayEj444Nvw3//0z+FkWJR+gjABr6W+8mcXEmAWggH1Kj+sQzn3TIBj2ZvFHZnVaF+uOdi357qAkBEnzfRi5Tra8be9NrouPOW7dM8PioRS38SetVepgSf4Hwy2dUdhgjlpD5lhzmgxONa29a/AtXnxr82bJPX6X+rj23lXUyvjS8gX4zKwifp95UP3nrBUTGd+GG9ffGzs7aSLrQLNsHdpKM3E9rz2mpt75HzkYCTdqCTCKXoHk5i100S+GR/TwC6HpD4ZWE5/GV6LvzH85kyFFdb4rpJ+E5XwBVwBVwBV8AVcAVcAVfAFThDAQdQzhDIP3YFXAFX4OopcIFBkfIgIu4Oz/SEPy4VhH4hzMiIJu5x1JgXIIDzAi4pTMYTnoTBx7qTqRqEYhwKN4m8ngTEFeKWJmCvK945EAnnrWzJzlbwybOlVYEhiqGufc1KDjgwpZAuuE+sbAmo0ADy27HGFe5DA8k9evJwTOWeHAByyNhgEfAJLhtANAyYNs/t9KpSJuoKnEPeuHgQYmNCk8vzhS1NLiv2uoCRLYVLMSwHTdKLhABKmBBw8dXYkGkJrAJ8wuQ0dec9r7f11CPlBMQgfAvwAtAEYZAAS9iH5a89EVqTT076cCxhb+6MDBhogWsM7icMggNMsFA609qKCXTRZpPowCscUz7Mjr3oPzxdCuCxJrAEgAOABjcQoAwm4q+pjISxoQrrsjUGQEIH6ld7bY50EEALmpguGgynXQEiocuyJi/QzMLz6DMG7dOLTQZIB64X8NOQygAMQ3umPaA90A/4A2DLhMKr3FUZSZvluSyXaac49RjIc6i2U86DsuKkAoBE+KBYvp5judxoUNn0bHEA1jKr88+OXEJeCkDplXvIZEYuMh3Z0K3B6U7C2uh4rtu7LJxdrdi7pNb8XKATDQWHPj3tOdJ5JBClN8z1FMIzQSizgq+u8sI15+/jY4XSASLje0Zboi0mT0/ru1OuAFuuPe0e6Oqm/v79bnLUvhPTaksfSu+rrKeXzRVwBVwBV6COAvGHpM5Hn9Mu+rE4fdCXB57AUWD/UGh56gcy9lsb1dt+a+OHvEmdG3ezpc97oP4lrirAHQAUOODhzljoFZzc0xt6ct2BkDoGv9T0I9Np8UNPuJ2s+qB9OpfwORndc9ADaFe/LHFBAUJJ+oDxXPJ99eZN6FffcqDQp77jkaWDw8m3d2+bk8q10RG5iqwZ7GEwi/p6hB8a1/rt3TthuDgg8PpQDjHzFqbov37+JbycmQ0bWyVzi4l5XdaWfo9kMjjoUP1r+rxoSR+f1+nFmq39k94bX5c/aPh5PO5z3pb7iNIg3UwL7V3hrlwBb6o/PNQpSF7X3O7HmkhBSkhZWd9BVytLukBN8m38EXfUEWhPKsitCcmep2j2fU999+L7hsVT4u0CSHA36RRU0lGGSwBMOgSbtHcLOlHIHVxP2rv1fRSU0sbxuifkwQMDT9jWLPxtYN3e0b1naTf8Nrcc/sfT1+Gpxiv4HvjiCrgCroAr4Aq4Aq6AK+AKuAKXp4ADKJenpafkCrgCrsCVVoCBRibin2iCtSfbaSFSBnqyBg7cVhgeJvltvMZghlJY0eDjiQaM6w0MMfDEpCwT/YAgXwu8+HZi2EKU4EhCWksCB14uryukxYq9NxohNfBUK1avQJbrmshdEnzyenXdHDGIr25mLKlCEGplSLDGmICDqYGCTRADGawJcHizvmkhYQwgSJ1Tm1fte9xT5gUrLGz2GUSDMwkT0AApzzQJjTsHYWJOKk9tllOQEAygAV/cGy2G30+NhQcTowItDswdZFFwxitNSANeHBzigCKHDQAUrQAcACV95VAeABNADtuaqE8gjdNSkgeADloT5ghgiMlvRv4KgoniYCZVpu62cuXK14mwNFwvrttlLDZIrfZhmks36k/SQ3ri897IoDmG0DYANlZ1Pdf0JOdGGUBh0C+9MElBSB/aDCtaATJQr0lBPZxPCB4cUOJTrdaWyokA4QAhocsPU6OWN1AVThYAJ6SJEw+aEE7lmtL8bmIk3JKGwDk9ancIw3djWyAMT55a+1H6bHnPtacu0b2G9nbS2TrklK5v7et9tfHpvW0DTu5rkPqanpDEDQUIhSckkxHeFi9c+QLzpCJnsFarXZv75b5XC7O2yAB7UfHuAVBKx9JOLi+zCjN01Re+508E6OGO80BtBLCuoHZMO2o/0bWo+QKxv1/tlOO29L19rVA8fFdj+7nq9fXyuQKugCvgCnxABeJPedx+wKw/dFa4IB4L6GWp6ouk687ruNqRjf4pp5A+N3UofVLgFkAXnEN2zb3j2MCRgpwSWfNyMtkWJJI4iaROrnnJbziOJzn1KwsKjdNfKCjkThJak7427mddHXJUKUPIVn6lsbW9HV7M7Fk3AWCFUD04oEyMDodvbt8Kt6euhX/98XdJmB6FvOF8AJnRoaEwOjhoISJJi/BEL2Znw19++TX8z7/+ZFDLpu6nrF/RoP41VWj5LVgBffJ96aeZ9+rzavOqfZ8+ms9i/6jZcelzPrfXpsHbleoXkH0vKwAl0xuKAlAItVlGVd4+WHtiMpVjynpeWFbdBLzrfQDn01aSMvFOpdGGS15+V7cu6Z2U3461k5KzQFpIpFmf2eCTHn2fCpnQmVdoHVY5n+CAwqonLBLoRKF42uR0YuAJ5SPDBgv58bcJAGVR996/vFkK/++TV/bwS4NTfLcr4Aq4Aq6AK+AKuAKugCvgClxQAQdQLiicn+YKuAKuwKeowJ4AChxOcH3AMYLBVMJIMJGKewQhJ5hwndZEKu4RQBKEQQESwKkCMIBJ+4wGVjnnhib9mXwFiGBLKBLcS3CUAHQBvsD9AsCj2QATWub0hNOIwJIbgwUBB0MKT9Nl7he7B0fmHkK+XYIoJgWdkBeuA4AHTBovbO6FWTlYUOZS+clHBstaXajntM7H8QAXFsLH4OQypfp9Oz5ssAdgDU4dhM9hgBrtqC86fD0+ZBPWuKDgnrKqQW4AnA05yVB33DuoP+cCMjBRDUTDscAhU8U+QQ6E/zkyVxSOMchBFQCwAJwAiAGaALTAlYF64g6yKEgmXidlYddqXwNrXDPG39ARNxKuMzAHbh443FAXBtI1rX7hJdaFtIE0uB5cG0I7oQuOEuhKG+BzylS7MPgNXIKbCrrgzkM6tLVJ1XVXmh1Il4KggGWVPwFRjs0KnfAoONYMC3y5O1I0jfqyWcuCdkHYnAiNHKjtE+IHrQBe0LdHsdi5ZkAv+yoDUM9aGYLhKVCbiFC7I9QT7TIJK5Sx9ojuAEM43ZDuuyy0VULxPNsrhUENUA9owBqL7i6Fs0GHCy3xtNa/BhfKpt5JWYUQKqiHOSHb8W1duzf7O2H5UDDSoSAfPd17VRcmsWgv8+tb4df5ZXM2MnhL1wBYrLPmWvD94ftFG+Tvxl3BV99eGwlzCme2rL+zvrgCroAr4Aq4Al+6Ao26IbGbUk+f5DP9W/7dZfK7Ub+e325C7wCfrG+WDAbBxaNP7iM3JyfC67m5MDU+ZuFmcCrBBYU+XnohfSavs/pN59jv7t01eIQQPAAnh+q7WDhH9TsJ5wNAgiNKeqGfDyzycvZNGJKbyejQoPUjswqvyDmE5aFf2Z3LJX1YpcG+rNwQCYWzrX7wi+mZ8NdfHoWnr6aT0DvqR+sGwvrz1SVO5/xhXte9XlU7q958mEJd0Vx6dG2LgrBvaaUvPFgGy7tq+pFvF1/tsCzjqZqnr94+vs6ectumvSRt5nJajiWrolRKw45Y2DrFqN3FeZTkdJt8py09czrRPWnK5cTC7JQdTjrldtKB0wnvcToBONE5+hIm0IltSbxSutrsk8xV5qMDAWu7B+GlxkL+8+VseDi/ZA9U4HbqiyvgCrgCroAr4Aq4Aq6AK+AKXK4CDqBcrp6emivgCrgCV1qBIw2uLGviHHhisIdB1QSAACC4JwBlpK9HsEIyof9yZa3iSMEEO+4T9sSeBlGBMXDkAFq5r0lXwpkwCbuqwV9CsgCf/H1mIbwSUIADxVnwCaIBWRCG5uaB3AQECAAD9KwloAUQQrY82Us5gUJuDvUbrAEI8FqgCyFU5vQk076AlVbyS1+oHbkXAN3gZnBXbjCEJkIfHFYYkKJsgCBAEiWVDSiAyWdACSamKQ+OCXmBFziNAIcwCR3DzhhMwqCXNATaQJck/FGPARDkwzUB9iEvwBLypR5McJMHLjU4zQBMoM0bpf90cc1CzSQAigbOdDx5cS6D7yy4uQxqEP6aQs8wuU4dADkWNssDgc0G69Ii1XltAIpCFAEgUQYgkbwGW9EAmIbPZxQiCBAkAXHqACiUWeXFTYXrCIBCe8LhBugGrdEBp5LuzKblQ/2AkQB4JlUv9LsnAIU6AvvwOfALYZU29UQs7ykPkAkhmtZ3Eyiq2N5trjJoDxyDrrjWbJYBFSzSc7oeaH5bYXsoD9eCNEib68S1Bix612VLTiGEquFpSay6RwTHEJbndKT3/DnEQd7zn/luZ2R1bQjFM96Vs7BVswc7YVEAChDbVQZQDIZSOwbS44lIQCr+JtKu+XvHWHd6AYDqVJx5/lbw3aUN/qBQPLRXB1DSSvlrV8AVcAVcASAHftSTrevRtIOjfhndU1NM/+hntaFu9PtwPSnJhWRtU06I6nNyz5JXCJ2bk9fCtFxFrl8bs8/mlpftN/oEILpmXh6ghNA7N66Nh+/v3wvXRkZCr6B8FtJrK4fg6RSQ0qEVmOT0WlLSYHm/mp2z8D0jglBwXhkpFkOf7m8yAlG6+rtCQWF9knM1f65+BCsACuV/+nom/PnnX8Oz6WkL13MgOJ1jk/pbFh/pH7sS1XknVU6ukT5JjijvrD7ys39X1ZQkQV59+VtyPbmdE4CivjDuJ93q09eCzLXC0OZZooqn7SvZf+a/aiiUJSnP6aszz2vhAEtT/5zEwukcHBfVQFs4OzmEI0mndtsuoISQOp19grX6tMXpRK/b5dhqbifR6cS2UkX3Z+fJN8k9eRjkSOME+zsH4bkcD/+fJy/DLwvLYUsPZpx37CBJ0/91BVwBV8AVcAVcAVfAFXAFXIFmCjiA0kwd/8wVcAVcgc9RAQ0WMWn+WJDIkSyycZQA5gBC6ZTrAhAGYMnkQN4m+wkJwzFAKBkBKwANOU3GsgXAwI3DXCU0cUvoHMLu/DK3ZC4rFfiEAaozFtKYVQgd4BMm/EkboID9uGd0CzZgH2FoKCuDV9Orm+GxBo4earIYIAOXC2y/TxfyjXnHLZ+m9xM//tgAiUVBBTgf8ClQQVZ1HNUENPAJYWYS95A9AyzYh1b9GpwGmABIATih/L8pjV/mlwxSIJ10mdCRcD9PpRsQCsAI6eC48o0AE9IC5AGaoJyEJsLBhGOBgxggI9TQM8Wq/lU6U++9lLsIegF8rKosQBg95oCSFbwyaOkAegDrAAjxGmeZ+ktar/pHAO7g9ILrDWALjjB9Gqs/1MA+7QbnEybzATaSa9M4TVxI0CWvJ0GZ8Kf+OOIAheBuMtibk/uLIBrVj2MBQ3rk2DOop0eHdW2Af9gPkEQ4o+fSh/RwoTHnFWUNJLCgz55p0LFPbYmFLdALcM9oQdqrLkBG+3raFcAgOsjgWEN+fHcS/ddMR8IpXQaAsifNFg7kjqNwPK/2thTCpitkNdnBxANbvap/Ecp7+RR1a7dNT3rPHxJGaFD1uCP78S3pybosF5RDfd+u8kCv/X3U3xXaIX8bi/qO83eurU2TR2oTXJP0AjRGyCkcimgPOOM8VRtjwiqCYOnj/bUr4Aq4Aq6AK/DFK6Cf0pYn2GPnpo5oxwKMdwUbr6xvKGTNXLg+MR7uLq+EkcFi6JHbyO2pyfBvv/+h7GQiEH91LaxubCjcZTIhTccJcHp8eEjwyUT4lx9+F/70uwdhWAAJv+N8lixM7if/WY+LMpXr0KM+QFHhegi18+3dO1pv23ptdMRC7WwoFOTmFqvAaG0B+gnTM1DoC/19feaQ0qf+7B++/Trk1de/+2QqPHz6LDx+8SpMzy0YoALEfqUX9PhCF6puffBye7DQOwqriQMKzob0h2MrOkuiWhlr3591fvyc8sQ17nu3LW0/upacliree7SUtsLktOtesU1OJ0EAtwYWQltW9zg4m5TdTjoqW33Gsbid6F7VoBO2lvVp/i3lq4MIu3O0z/e/JChtLTyaXQqPl1fDou6ZqYMvroAr4Aq4Aq6AK+AKuAKugCtw+Qo4gHL5mnqKroAr4ApceQV29KTgcwEoJQEKgAHbesJuT08E4ToRw7UAmDCxzmdM7AM5mCuJJmKZcAXOwFGDyVpAA9wgfp1bDr9p4pYQP4ARNsncAD6xQTH9gw02K+kQggU3CkLfAJkcKH/gE1YcCAA1KBf5AzbMbKwL9lgJ/5hdUNiebZvsrT+x3WxoSQNqGoQ+kAPFogaIHwkeieFXCDEEDAN8gssGIAVQB4PRwBZMTAOGxPAuQBg4qQCgkM76tlwfBD2ky4TbBy4xLIVuPeGlwbTb7QPKA/eZXLih43HoONBAGUN9fQIryJ9BesAOHDreCKwAQHkkyAXt0cnykHbb0goAZUWT4ABAXLOi0ujNFK0OQCdMlgNn7Oraoreqb+cn1yJ5nTTiZroFOx+gBkcV8sQd5Pik22AlC4GjMizoupQEgUQXmCTdt//FnQRd0IPJfnLu1OthAUA38sl1AO6J7TECUDij9ApaIaQQ+QDXWBtcljuMrNgBYbBnZ+Fa0G6oM7oSJujm4IA57xB+iadoAVa2lRbQFUAWABDhobjetFFgG8I94fIzqzZOOKPLAFCAwVbkEvJ6X/btAlBG5YBi8eI1SdF5AvSQwCVWkQb/MBx7esVoMR/Ptp2y5BSKZ0AD7wzA07ZeqW7PVbdtXY6Dk6s7kbKj6/x8cd/+5nwnZyNAuKK+g7SXDg2Ea/y8aqFt8LfpZrHfNKdtAFKV5JzvAEqVVP7GFXAFXIEvWwF+P2p+Q75sQVqBUBBMvZsGugEZH6nftiao5PWbea1zYX5pWSCHHMyG5YIiqCSnvtyx+oAbgj9eTM/qtzlxxuM3Gre7LvWVbwlU+fHrr8I/Cz75w3ffGGy6r35yRiC35U8HS30Z7hmSfn0SqpE+JdDI5NhI+L0Akv/r3/4Uvrp1M4yPDNul3QOOWVs3OGZO5VqQCwtp5hQycmp81EL+ALsM9feHB/fvhns3roepsTFzTuGeAbDGQgcJtLmSS7pNN7hGV7Lc76FQJoXaw4BC7twpAyjWl9f9RC28fNnZW/NUosmWfy93IUXuK5J/ky05UOfTd+yps1i70H0JTicAJnmF1JHLCVtbDUABONH9jtb26Hii76Zu2uokeI5d+s5SQACUgx2B8Cul8NvrxfBID3E8kdsr93u+uAKugCvgCrgCroAr4Aq4Aq7A+1HAAZT3o6un6gq4Aq7Ae1aAoZ53WOSfC9xAiJQnelKfiXXcPyY00TouFwhCSuDIkcAJCSCCi8e+BmoBC5KlzZw6mJDHcWJOk/1M/uMOgROIRmiTESkblnq7rAAtQBAvBKsAlwCs/PX1nA0Ecz6QROI6oKelNJgH5MH+lS0NIKkcLxSuBZcLHFcAR3D+sAFhk6ZVfeJxyXZHA82Un3R2lB6wxy05IAA54HjCJDoLn/NUJDAH+aIjrwkh80ouMC9UJpwQGNRKBqntrORc/cvAN3UBUuF8wBVAFxxOcJmJ+QAd8DnwBhAQ8Mu0Qtq8VD4vBViQJxBJJQ+VC3hiabMtPNdTXd1y7MBNhdBGwBQcR3qkQ9kifLS2sxNmcJ/RZwAewDzUH+BFJ1FjK3vtP3wE3AF8hOMD6aEhwBDwy6wGzWNeVkZLpnFaaLoiLQB4KCdpoAtOKEzyG1KhTBmKpA3QblmDwgnhxEK5gZ+eSxtAE9JIAIAkzxO1ScpHeYEEkja1F8aVB+2dPNAeECVZD0371W1db9WT9Akp9Er60/5wugCc4SnaRhrVanbWe0LxAGkMCUAhbnz/sSYpBHJ04IZiNT8rhfTncdC2vubpI+Pr5Izq81o/O6aSbAmfpL8ioSCr+mHV556cUFblgPJUoYYWVc+6y0Uzq5vYu+3kO8x3lPBi9veoDL/REtNL4iIkWEnQCcfeUbisP0yNy51pRTHmV9OH+mtXwBVwBVyBL0mBOt2D6l+QL0mM6rq2pEP5oFaO3VHfdm5JDozTM+HR8xcWTicJfdNpbih/fPBtGBwYCG8WF23l+F31IXsVJicvCPyGnFOmxsfC6NCgoI/1sCSnFELg3Lk+ZWFzuA+iL3ggNzf6q/RrMwLiOffm5ET4p++/MwDl1uRk6BX8sqX+N44sv8jJ5Onr6fBc4XU2SgKX1Qft0D0FoXxwQBnsL4QH9+6Gb+7etjKMDA5aOcgDYIZ8qM/M/KK9vqz+ZvXVaP6uuf7Jp/zb/LjmeXzKn8aua4/C7AxlesJ1rSOd2dCHm6EeWqjtN9ara9SPvn58Xe+4hvtiIcoHqNlc+mJ/zvhHBaxcazLihrXeov1tuJ4AmPQCnpRD63TLEUb72rLlLS4nZacTgJOK40mjdOvlFfcBiHFfVt6eHCXvd0WFb67vhGdzK+F/CkJ7qu/36X1uPNm3roAr4Aq4Aq6AK+AKuAKugCtwmQo4gHKZanparoAr4Ap8Mgrw9F4IPOk/rXVZE+tAJBP9JXPJIOwME6m4ZwBEMMHKyqT8oVYm3XG+WBC0sqjzgCIInwMwgCuKJX6GFgAVOEmQPvngfvLTzLzBJqQBDDOS77VJXcKt7PLkkqADYI8NgRc4n+AAYo4VOt4Ah9o8U+NhqZcNx24PVKZlreRvrh6CawAoCL/SL0DB9DAQIsmI8hxoMBpQZUEQDPADcAKuGLuCH+qWScIDOeA+80zHAIiQx/KWXD7k+kJIH8AbgBegg9IJAMqROZ0AQLwQXIH7CVqX9FRlbR57SpMnJjmOMULgFsL6APmQJm4duJUAiXANgTSoK+Veze5I58Shhf3mWtIAPjEFVA/yB0IC6ACGYdKec7lOAEnUjXx0YO3VqX6vz9FlU9cWbQB0qCN1vqZwUAAAuJEAiRAaR4iIjgcoObT8aH+0J2uL2hLC50hreqGsXOM1XTOemKVslJP6A+kQciWrp1JxXmHMM2nriUa0CeoDMAXcAvCCPtFdJZ3Pu7wmTA0OKMNyDvk6p++ABrB7iRsvaIynJ6vacYOM0sfwmvUM9S2l5Njqs3WFWz6/tjgAKG1qw3kNwI90HYe7ehq0JPBkTRDK0uHuW223pULWZvIe39M2gKH4W3hrsN+2OOfQ/tJj4gBy7Rpg71U4p+JRd7itUDy/F4CCY9Kr8vfwzPb/HuvhSbsCroAr4Ap8PAXSv6ofrxSfbs783p7VhaR2hOFZUOgdHE4eDj1TaJt8uCYXksEBhdIT5AHsQXicFbknLsuRZFP9diARAJCi3Ef4nJA983IoebOwGJ6+mg5AKnxWyOetj2rOKepb0s+mT4mTCaF3bk1eM9eUH76+rxBAY/b54spq+Pnx0/B///t/hF+fPg/PBKHsqZ+cDqUTnVD+2x9/H0qCwQnLM6ZQQKyE9dmWI+K++tSrAroXllbUL1Xfl8n1D700aMRxd2u90w9d6A+XX1L/tgCAMiX45EamV/1eABS5dqofTH/4IkurZ9V+P+L799FSLE39o9uSytJGhuk68pneA5+0yUWyoy8TOodzoaOYC539WQvB09apz6LTCdaCuve60JKupMphwAkuoges+r7o9bFeb23IrXN5MzwVgPK/Z+fCi63Spd/DXaj8fpIr4Aq4Aq6AK+AKuAKugCvwGSvgAMpnfHE/36ql7zI/31p6zVyBD6lAhBJsq4l1C2siYIHQI4S7AVzo1Hqop4hwjbCQPIJQCIlS0sAoIAROFEz6tzRKrMoxufv3mQVz82DCH2gDFxbGr0gHICWvCV3AiW4N8DLoSpggHCwAHAg9syZAAbihFsJIa2djYEyhlwfGONaOb/KnJHHG2A0vdeyaBn970UJ2yjiKUBbSZGIevShrdOLAkQQgphISJ12QmteUAYCCsDE4muD88WwxcYPpUT5dhF7RRDdPZ+1K6220lsZAGeRjlsHUoU49ADkANyjfnMCMJIyMIAalF51DcHphgtxcT6TnuvIH7iA/8gFS4XwldeYCgAKcBMSECwRgBroA15D+ecKQxGtJ2YBJqOsrWSQD5fRIe8rIE6doR55AL0AotB/aVGyHWK3X04bKMHhP2z052ba2/GatFHpzSfpARrR1rrFprzaH1tGBBv0rcA6TAC3oc6aAqQMOVK/1o4Mwd7AbXghESZ6e1BOCar/dDOZayVIn1HuZNNDUJ5xFi3174VAQFbblr0j5Hfs5Jzkife5pm0j2pj/jrPRCyt1y3yl2ZDQo3x0AbOb2d8KG6rgiEGVX76/qwnUmpNZTOZk8HSkqZFZWf4/0xLJCZfF3kWuSXvh7yWfXBavYuWq/uDTRNoH9fHEFXAFXwBX4MhWIvxbJNr77MrU4rXVZBzYpSU5fpj843Xt6fvUr+nYH6q8R5uYvD3+1vj4A9/2bN8LtqcnQLbgEwCPfnbgCFvv6AiF2chk54KmPCRjCuf/+57+Gv//2WPsyYVRuJADL1h9S+kDHpMmx9IW61S+YEORyY2LCwuYAo9A3IJ3/+vmX8OeHv4THL16FBcEolC2BR07rQv94T86Fz+TagisKAAyhg8bkwsLrMeV/QyGEro2OyrVlKaxvbgpKUXy/j7GkL0fd/M88oO5Zn8NOuoNAJjj+XVdfl/4uoXd61P+t7SvWq2+iXLkvXu+AlvY16423lECLByX3BsldRVJmTiR36sFiYXR6CLOjVfBJR6HsfNKrkDta27jPateBAP+AJzX9aUvkrH+U4QnfzbLDiW4ME/hkX8DJrr5rCrdztHMQ9rd1n7i9H2bluvpM4Bl9+vk93Z/qPiTec56VlX/uCrgCroAr4Aq4Aq6AK+AKuAIXU8ABlIvp5me5Aq6AK/ARFbj8ASYGUrd2WPfC/DrjQHqiXwNCTPRHF5QuPaV0qKeIAAsIn8OkPKDDRQdvmJB9urBcV8c1AQ1JGdotfyCUCL6wbRVoYCCsnSfPcCwgJ0lHmY/K5W6kJOnvHCWTxvMCNaIeOQEQlIW0OBcddgUoHAmOSQaoyaT1BYtgnFJYFxSCiAE44Adgl4y2DEYn4Xc0gKYyAVUkZW5U8iRvrsmGgBJWJWqDe+aoUgZaGABnED1eu00dNy93j4suWxoMZ72shXLh5MK6VE4ULTI8SQiAIkiEOhiUpPYIKJOuj53SRCJ0P5ATx7qu33psa6SvNg5YkDhctNkkA44wVek3Sfcy6k/b3NSg6LwAlOe7W2FA4MaQBrFzGsTOqC236oKSLktsr+l9vGY/Q8e25Z/y+2Sb/Burmww0lweYdayKaUezn1PjcexNL3xmT3/KBWW8qzvsq93N7G+H5UPBY3p9lQEU3HIWDxQmTC4mOPzgksNKG8G5ie9reqF9EurqmkI60YZ/09+3a/N9YWZ10wGUtFD+2hVwBVyBL1GB6p+ML1GBt+vcQBN2x/Xtk+rvoX9/rD4boXM2FboGGJzf8R2B5J363R6SkwkheTr1+92L22A2azAzbiY4O67ipLewEP79L38L//nTP8KD+3fDkNxT+D2nj2P3D+q3AKCwsnRnc2FcbiWE7gFEiU4p8wJQ/vrLI4EsT8LLmVlzN8GVr7avxL3DsSbMp+fm5MaybcAL0AvwCa4tw8UBgS2jAlCGw8vZAQsZ9HEAlAYXylTwf7jLJNROQfdv1wSfEEJzgPA7CqGZ9LJb1SjR+fxqJ22U9pVeW831PMclbTjp/Sdwu0rL/xRa/wCUtHerP9wv15Ohbq05g07as+WQOxmRJzX955byt4z1T1IAC7NjLicVt5Oy48mu7sm39PDD1n44KumhlU05asr9ZEbOR7+UVsOzzbWwrAdn9nTv7osr4Aq4Aq6AK+AKuAKugCvgCrxfBRxAeb/6euqugCvgCrw/BcoDMO8jA4aVNCaqJwMTsGKnbB8cB19xngAAsOGu91QOkgUqwHmCAdokTw3UMvPdYp48XAXIYa4WGhikvAAdDEoz0W/pkNYZ6UU9rCw6n4E2To9lMpDjjDRau06CY5T+rsLu7B9qAE8DdFFzthfSu01nqcjChZS2XpfTubwyt1azdz2K9rZ/clh2hElcb9DEYBpVkOtx1nVsVAZ0pa3tH9A+TpKnFXWNLW3tN+3J4FKucaNSJPu5Lrpc5hDyfK+kJyi7wqQGsvOy9c4xkK2BXQtt0yyZVDkZD45veZ0sp9AJ+9KD46fHxCPLp9DotcTPE+ttlEv2xDw4xq4FLyo5J87aPZr0GZIl+T2FFtrS5M36IS4ohJHiyHQKdvKV+QenpV/nlsJgj55qLRYCYXgIt/PWQ5uSgkkI3HpwQrk9PBB+nBrT3xuF6dKTl764Aq6AK+AKuAIXmXv9HFVDh9j/iH2Lqnqys/zBeTRL+nMHYWZ+wRxOcB958nLaAJGx4UELzVPozVvIHkLcECqH1ULvLC6H53IjKQkGAXzGjaRL4DNdFHPeU9/lQK4p3JcAt3erP1BQqJ9+hegBauGYVUGnb5aWwpwcS9Y2Nq0MlIm61K2nqsl9SUmugS9n34R/PH4ioGU03JycMNeWfoUGGhKIAgyzuLp6obn7Kl0v8CZeinrlj/vsesY3F8jjUz4lo7YwIFh8SGEzcS4EGu/UvbP1E1us2Ftt/K0drSV02ps+fdXamec8SsnHMDzcmxBqx8ATHE9YBaDYNq/+clb3L126K9d36iINmLA6uikzhxN9ySphdnA5eWvF/WRP94n7SfidPbkQ4o65sA/YXwoLAvzfRsHOWXc/3BVwBVwBV8AVcAVcAVfAFXAFWlLAAZSWZPKDXAFXwBW4YgowpvQ+B/kYVNKssDANQQsfqe7Kn4lpcxfRwGyriz15VR4FxamAieK8JoQJ3cJCyB5cXAA9DMJoZeI76oHTif57b0s5H5w9Lm1RmoycHzN49wkvuJYwYMh1O7jsesTrW07/spM/b3pcqZLa6YxC1Yx05cwNBSvvvAa1O9W2OwSiNFr4sxCvtL3WP2KQbGHDZA/77StSfm8flv/hs1aW5DiefUyWCJBYHvqQ7y65xf0GZmhAnnrcyvaGHbXx5woxNKuB4G2F4TEgrJzWVdtsyt3n6eJqGO3rDd+MDxuI0q+Jpg6DgahZsthW/xCKp1+2/DeHBiwsFA4ouKEAv5ld+FWroJfHFXAFXAFX4MMoEH8wPkxun0QuEUKpFLZGI5zfkv565YimL4BAjgE/BZXghkLomievXofJ0ZEwKTeR4WLRnEWATDZLW+HVm7nwWivQCMcDluA+0ilXs7zAU7YGg+veAUeVPQEoh3JM6RBUm5OLSl9vr9Yee00fdXVjIywsC2oRLLKh9HFuPKv8uLDsyJVhdmExPFVZVwWusGQVBqig9AntMyAQJSMnxiu1lDs+XKMvdaHmWfq3ciwcVB+3oL46oSfpr5/2EJurE+WrqBh3ND+twaf0vGPvvMEhl7Db+vvcU3RozQg+Ucidzv5s6JLjCdt2QSjtOYWrxPFE4An355UOc7P8rej6J/kf8iucRJcTuQWd6OEYnE+ATI4VXufY3E7KW94DnxzqHN2IAPTvKNznhsJcLeieitCmiwd7uufgE19cAVfAFXAFXAFXwBVwBVwBV+B9K+AAyvtW2NO/fAXspvTyk/UUXQFX4DNQQAN2ACeshJwZ0CTx5EBfGCv0WugcJsV3FNaFJ6GSAWHV2f+mfAYX/vOqAoOmDI7ua13TwOlLDZjyRCVrlyZGMicayG0yOG2fKY1K07Yx3zJ4IqlqJ3tqB7wr78uykk7VPr5IWqr3J0dUjtMLSnDqkHIS9CyknFyCuaBMHfWEb7r7wrZCIT3TE4k4oVzVBWv+pdJOeLWyER7JCaU32xXyuYyKK2ca/a2pvRaE4ink2sJEIR+29Lfm7kgxvFpdD/MbWxby6arW08vlCrgCroAr8D4V4Bcyru8zn08l7UqPoYUCn+fY0+ToT23v7IaFpRWFuFEYDrmiAI0QfudAv+37AkpK21vmPsJxCSgi0FcAQY/uIYBLCNlzKFAWQARoZXtnx87LCm4HEMllNOkuMKRd/TOO45itnW2FkdzXewHl1mU6q/yJEx+hJ7dUDsIG8ZquXkb54LRCPpSrpkd2WtmP8ipdL16n33+UAn3QTNWlNdCkR9cFBxQg6+iA0ip8Egtcq1zt+3hc7TbpkSd7eR3fx23t8Zf13u4yFLq0o6D2r7VzQGtBPf28vgvdWgWfmOsJ7igtwic8bKAboMThBNcgey3YRGF1TnA72cbxRA5EbOV0cgJsIhglHYqHc1ABsP1A91GENcX1ZFYOKIQAXVOI3fJtzGVJ4em4Aq6AK+AKuAKugCvgCrgCrkADBRxAaSCM73YFXAFX4Moq8L5HlK5sxc8uGAO1RT2teE3QSXdXZxjs7Q43BvvDsGK+Z+WAsq8nDDdkxbuuwV1cUHii0RdX4CoqoOHUcKiB0w0NnE5rwJRB7fFMLhDGxp6sVKFbGdwGNjnFQJgaqMZPKgPcZaCl8j4lSnqffWM4Vt+d9P7U4ZWXSd7JW86z8WcG6fWU6ETmOHzVXQhbckJZVx1ZLdRRZei8ksxHf8ETzdtHejJ5bSP8IgCF8DoT/cnfGP7OtGnSKQ2hAL+xDumJaP7mAKDM6Fygt/XtXdPuo1fKC+AKuAKugCvwARSo7mee9bv5AQr0WWdB98T6OXQ4rJeiSWgDTQ7C2mbiKtJMAH7LCX+ZkYNi4jzSFzp1/4DzCWDJxta24JA9A01ybRn7jM9xTSFHCxcphxTAFuCTVl3PuB1h8h1nlT2Bq/u4rAhmYelUf4I8WNutXrb7w/5Tt+HW3flhy/WRc6Ot4H7SK/C4XyEzcT8BRsmUw++0XryLaRn/urBNXsc9red8riNVTINJ1A7b1C4t5M5gTq4ncgoqyvkE+ERuKIAnbYJTrOPfLANr+Kfd4oq7ScXpRPfqvMbZBOjE3E4AUfQeAAXYBGgltfCOZPXtC3vl+6g5AShzBzthSe4nO+XvVeoUf+kKuAKugCvgCrgCroAr4Aq4Au9JAQdQ3pOwnqwr4Aq4Au9XgerBlveb16eSOk8stodbQ/3hjzcmbJJ4UDDKUL5bbgRZm9xe1eTv3EbJnAi2Nbh7ooEpe4LrCk56fyqqeznfjwJ8w3FBKQnMmNNTe0OdO2FSW+CTboXg6W7vDBkGgJtkHz9Lgyrsi/t5tLbyukk66Y8qx+vcuFDW03d6w8gvG61xPznxvlM7egXRDMsP5Y6F4jnUk4k79oTiqtxe9uSIclUX/n48fLMgsKQ73B8dCv36u2IOKKpUpyzIaxfglGJvTgDKYFjb2Su7qKwTxr7lSanaNP29K+AKuAKuwKemgH799BMRfyVSP5+fWkUutbzoYFpEYdKps8/W5EVbjCWYPuat1wk8AqhBqJoIhgKgAJAQmidxOHnrxMoOysP53XI/GRseCtcUsicrpzPcUQBY1hReZ/+Q+4dggAnAyIHuJ46ATfQfLiiJK4oc6wBGNElv155qnLXoGNOEeXulY44q6hMdqdNAiB4DWpSxaXZWWpf8edPilz+0sjc98JILdQWS6xRokhd8gusJ/fMEPDlf3xrJkjU579wSlvvcyBFf0t9+H4sBWnI26SDcjjmfCMLC/UThdjp6cT0RfAKMRZ+4WUO1AuobQ6gcHEwEegOSHAkqOZbTiTmcAJngeqL1ZF9OQgal6FjC8bACn8QKlyubrjcOKNuC3JfksPh8ryQAZdccUZK7k/ehjqfpCrgCroAr4Aq4Aq6AK+AKuAK1CjiAUquIv3cFXAFXwBX4NBXQWBdPBjLhe7PsekIIHvYdaVCLyePp1Q25GGyGxZKeYNzXgBYDVzWDV59m5b3Un5sCtE2mM3ZPjsKq7KKxj8Y6moFunrBk0FvTK/Zfs7rXDmTH93Fiptm5rX4W0+R4G/xl0FnlT+/nM96zNyuApiAX+YlMtw0Oz+RkiW3wydGVBlC2ZL//cuUoTC2vKhzPukJ8ZUO/Vp6Ataefayqc7eoI/SfZcL1YCNuy0n+2uKLz18Ka/hbt6AlnX1wBV8AVcAW+IAX4jaj5nfiCan/OqqYm45POQ8Pzo2sJoXXyPT1hoNAXBvsLBp7v6nd7dWMzLK+th32FxAFGabYAfZDG8MBAGBkshqGBfoNXCImzsr4RltdJBwBFbiWCTvYEnxBqByjlWKAIbiW9ObnVac12aXJewG2zefhYFqpIX6JTzivAM13a0q/YVz64oZAnW/L4OEtsvKcNuGrP6e6PU7wPnGtSdznl6BrhfpJXvzwnAIUwmVzHVpdGRzba/1a6ah+1y9t7ao8453sVhu8YjibtWTnx9Ak46VfYHZxPtAVGATxpV58Xyrzp/QWFU5nt/lsACaF1ImByLMjEwBNC7OB0guOJIBRC71hYHQutc3bZAcHIhvA7W3I7WZTryQuFMuU+SimenYAf4Qq4Aq6AK+AKuAKugCvgCrgCl6aAAyiXJqUn5Aq4Aq6AK3AVFCDkxaYmd23gVoPDh3qqaksDt8Anz5dWyxPAit+uQWgbALsKhfYyuAJ1FGCs9VADtTzFRyieV/tb9pTlaFfWXFAY7Gac+6yB6srnDCDXyecyd1XSrzMAz4Cwfa76KHCNwTTjXbnwbXe/QtwcaXBYE0V6UvGqLljr7+kp6jfrpfD32fnQk5HDiVyWOnUdcoTiqVGX/d2ZIBemnnBD5/0wNWYgyk8z8+HF/8/ee3A3liRZmg4tqUNHpKrMqkpRVa1nds/Z/el7zszuzPRsz1Znl0qdGVpQSxAa3O+a4xEgAyRBBoMESfOIx6dd3PcAN7hdv7bsBJRJfc5eL0fAEXAEHIFJQCBaFPor++GoJHtfpI2HqJV88ekn4cvPfhW++uxTQubUw7PXb8Lffvwp/Md3P4R1yCOdGtRebJCjkvKS8slnH31g5BMRSERiqdUJ3wGBVIsIJ1JTkfKJzu1CTmkoLA+/PyrlvBFgRIIpQ4IXkeSwbTCqbKlGiHxSKZW4f9oILCq7S54K+bNT37U6iPQyiWnf9pvEyr2HOolkUYAIrnA7FRQJK7IDWUQOR8DmVEnvh/B7Vwz1Vsc3++j3+1QV61+sdzOd5/0U6URqJ7MsrKV4killY8idfridY8knyg87WmonpnrShnCy1QqdzVbobvOZ2mHdhJDCIoWTHksknvTCWAJI/frq460QpnXUTzYg8Cv0zhMUUBYhoOj3lCdHwBFwBBwBR8ARcAQcAUfAEbg4BJyAcnFYe0mOgCPgCDgC7xkBDSqv7tRRGlgPlUIuFBjMbUI02W60wsuNqH6ySAieOoSUng9Cveen4dm/CwKav6eB0mSpIcOuUDy3CMWz2i73w/Ag920D3m8PW2sQeNjJcuKg8LtU9pT3qi7MlbSB+/lsPnxSqBrB5hcGiDch2myzKPzQpCXh2YUVtLy9G/72atnIJx/Mz0IyyYVqMR9yzHwenvmaQX0pncqilFJk1vJe+PzebQgs3bDZD8dTx3kl55InR8ARcAQcgZuBwNu99c1o99GtTOgZ74IMfS1O8gqEUIXM+erXn4X/8x//HtJGPfz07LmpnrxYXDKyiEgpw7bRcL0yED6kXPLRg3tGYllABUW1a0Bq30BF5c3KSlhcXbN9swdQI2nye2Jnd9eWOmSUCuopU5UK5JXZcHdhgXtWw8r6himXKJTOUUlkk2I+b6orKn9mqmptElm+Rp23dmphu7Z7pILLAD1tRQWIo8o66/FBGYdz0JlkOXzueu5D/4ZwAvEE9ZMyi6mfQD7R8bNRSY5G9yQERamItIrB1kn3HHc+5sI7pDA6EEuyFnInH/ILpZBH9SQhn6QgpaQJM2XhdrB3j0yWIfmxViidveYgzE53A+IWixFQREJJiCdkptv20RxBah9ZHoXo973UT7ZRP5HqiX47ieC+y28LT46AI+AIOAKOgCPgCDgCjoAjcLEIOAHlYvH20hwBHXjLpgAAQABJREFUR8AROB8ENCpzFdMx41Pv3BwGnDQz8CfCXCxt18wZrJmMGvBtM9tKITDk8G1YHHiNgl1VEN8ZKc/gCiCg15N5gPsKKA3e4c3QtkHUF4TiUZz5MoPfVYZn5TQZ9dGaJNKJIE/qqE+expIR7TYVlFvI1H9cqIQ/lGeNcPNtfStsMFg8qWkdZ9B3r1fCnalK+O2dhTBdyFsongpElAJKKMNJ7ZRSSipVCp8sIOUP4UTfT1vMaH66uhnW2PbkCDgCjoAjcE0RMFMz6f3UxkTv4Jq29xTNOg6JAWLaSkgqozOXGomIILV6I2xu70DY2LXfA6ViIdy7dYtlISzMzKCAshVWUhsjc5O9VCKEz/zsdPjtrz4O//jVF+HW3KwRPpSniCTPXy+G10tLpkhiNeLZdvhNsUVYT4X50XXT1Wqwcm8vmBrL1s5OWIK0otA5IrIcRX6RgstUtWLKK//w5RfhzsJ8/55m2KrtWPgfkWBalDcKDdka6f4ZhTo8b6WHwfMY/Qx09OQndejecTI9dMuk7GYAvILtPdUPvSPlE7O5adNpmmWYHb5HD/PUKZKO9HVjXzmnvn9wgwgcXSRHOoV02KvyO2O+HPKz5ZCbgmhdzUfVkwK2LlIvsc3H1JfK7EHADiKWtFkIr9MjvI5IJ531Bqoncd8UUaR4wrXKTW04JtdBZUdsKXxpnc/bGoqKCr3zGgUUEVI8OQKOwAkIvOuXxwnZ+2lHwBFwBBwBR8ARuJkIHBwlv5kYeKsdAUfAEXAELgqBdxlRGqOOGuRa10AwS0zJMNYYN/sljsAEIaChZBuzZdBUMctbrBvISa93WuF5c9ckv+ezyGBDsirsReWNsw7WXkaz5UDR5MpCKhNmMvnwIF+yUDxNBo2lgNJhvYvqyyQqFbVanbDK8nxtM/y4tBamS4VwizA7UjzJazboIedBDidFGueECCsiwy1t3w47OKIUzmdbsv2SI6e9nhwBR8ARcAQcgZuHwNHWy/4ZbRzhHIvqZApV00CpZMvIIFu1moXCWZidCY/u3QmfffiBhcoRCUUhbVoQ0pXUXechwYo08sG9u0YAUfieXz16GIoQUhRe59XScnj8/KUpoIhkIkWzJCkcz8raOteshNfLK6ZcIhWV23Nz4ctPf2WqJWvUSeSVZa5r0ve3h0KA5iCtFij/IXX8+OF9lFc+Db/5+KNQrZSDFFVWNzYs7+W1NVNhUdifw0l1XyBszzQElioKLFnsELnxVdcl7lP4oOPIL4fzG7kv/PcfxsgrTj4/fNtJeQ1fO0HbqrbIJ1I8iaF3skYI1zGF3jlLs4bvOWw/Htd0vYXDy3HXjnOuRwP2qEwX1ZNeDvLJTI4lH9Ion+QgoeQgnWRQQ0lzLoXi37GJihnZqsOvGWzcXh17frdjSifdLezeTVRPIKFYuB1UUZLP9uCTFXMfxubY8jiZYBHD72CnQ0B53NgJr1uE3XUb+yT4/PxNR+Dwh++m4+HtdwQcAUfAEXAEHIFzQ8AJKOcGpWfkCDgCjoAjMBYCF/oD90ILG6v5V+6i04z+TVrjrvjjh5awH4JHaih7DG+LnPGsVQsz2ZyRNooMApchoTAkbLHnJ+0RjKpP8krp8Ui1u8RA/i3INJ8Vqxa3fUcy2Zx8zMzF2gRLZq9AdPvLy8UwUy6ER3PTpn4yhSNIKWmj7fBH7ayglHJ3uhK+enDbBualpLJaq4eN3Qazt52AkmDla0fAEXAErhcCcVb/fr+wv3G9Wnnq1giH4eVQBgYTf0QSMdFCO3Doov6uSLsig6xBMJHiiBRLCoS0kfLJJw8fht0/NEwRcWN7286vEZZTKU3nPD8zHe6hWPJ//NM/hP/97/8QfvPJR6ZG0oEossn1Pz55Gv76409hbWPTSLGmNdGvyy4kEYX3mSOPDwmdM03onNmpaSOifPHZr2TKhBRl/O2Hn8M3P/0SViCUiCQjDosc9CKMLMzNhH/5w1fhP//h9+H3v/kMxZZ5wv31TLHlycvX4YfHT8OrxWWUVnZMAeWwgSGSzb/87stgxJkPH5kKi0L6/PmHH8P/9a//Fn55/gJyzCpk1461+Z3+HH4G7Ov57B/e33inUib2ZoVZNPIJYXcUfqcIzlIkFAElojA+AMN3JNtq+Dg56L2KlAvbsM14rL9/hlU3E0IrC5FmFtIJxJPcNGtUTwpTEFAqKJ/kIFPzm0Pv80lJE0L2CDm5h22rsDtGOllrxHA7kE96Dc6hiGLqKIcrruyHj51cXL86EPe5UWonIrAvo6T4CwSUV6hGtiHwH8jzpAZMyvmx2z4pFR6qx/AzHDrsm46AI+AIOAKOgCPgCDgCNwsBJ6DcrOftrXUEHAFHwBFwBG4GAtdk4EsKIJrNJzl1URQSFZRl4povshQgn1QgcJQYEGbc+IolBrqpc57h9ioD+XdzxSAFFBFQ1N7GXpeBY0lpM1DN/qSldYgjPy6tQiqpho/mZ02NplLIhWKWGbHMQD6QcE4UODbDzOiHs1OhSSieZyiorEFA+WFx1cIHHLjedxwBR8ARcASuAQIH+64r101f0BMQLu+KjamRrG8YIUSkCymRzE1PhYXZ2fD5rz4x5RERTt5AxpAySAbbSWoht+fnwv3bt8L/9ne/D//w5eemJKK6LEJk+f6XJ+Hbnx+Hn5+9gABSe8sWkSKJSCovIaH88PiJEU9EelHYHxFbPoUQIs/3TKUK0WQ2LJOnSCiJTSPyiMr/5999Rdm/DXfm502RZWlrNTx79cbILz9AgFlZXw8NCDbceOCJqJ5q56O7dyzkz+9/+xsrJ4cdIvvxL9//RHtXjGhDXMf3l9714b2/mp1rzgpzVOa9mcJmFXnayCfY4VL1O416yQCuwdbpKnrwPTi4N35Oum8vRx2keFKCYFLOhMwc6opaKoWQJ+ROkfCS2Tzn1M7jyCcinShD1j1IJ6Z6Qridrpa+4kl3uxW6hN0xBtaIagoNZZGsbWPEdaMOidQl8kmNcLwin+g30hLLVif+phh1z8QfS8CY+Ip6BR0BR8ARcAQcAUfAEXAEHIHRCDgBZTQuftQRcAQcgQlHQCMSnhyBC0DAX7ULAPnoIjSbT2QMI6D0121IGgrF87S5YwSUGWLQK/58MRwiPRyd7ZFnEqfIyAsgUZx1qHxUfjGvOMwsBZdqOhvu54u0eFZD+RBPOuakeYF8dnPvHGbujqrEOxzbQcb/GTOkv19cCbenYgieGcLxzJVLbxFQ1EqFSwq5EKZxFt2DtPK7h3dCHefV6k49rGztvENN/FZHwBFwBByBq4LAefajV6XNo+opHJLl7fOcMVWJeGYczBr0yQpV8+TFS0LgzJq6yF2IIJVSKXxw/26YqlTC5598EsP0QBop5HKmklKhz5YSyS3uEWElRV+9s7sb/vbjz+Ffv/6TqZ+8XFqy0D2H6yGbqYUdIFLJNxBVSqUihJeZkEEp4kHujm0rlM+HD+6H//x3v7OwOJsomRhhAWf+NHVSveZnpyl72u6rNxtGovn251+owy+QUJ6FDcLpJOST4TqI9CBVDime5CBFiHiSp10K7aPtLPUQ6Ub3DN/3Nt7HH0nuT9ajrj7u3Kjrr+IxKZ2UsVWnsLulhJLjXbFgNAm4yXqMxtk7wHXx6Yxxw/AlQ7/NhjaNvDF82XHbuk/vb5ewOj3C7WRmCyHHkinzm4KlVFJoqpwRTxRicvjz+Fa+5LPXZekQbgflk26NcDuE2umuE24H5ZMeJJS9JmRyzifv8Vt59A8ID3Laf1/HwcfaQR1EYt/oxlClUj6p7YfyHEbpqJIn9PgVrvqEIurVcgQcAUfAEXAEHAFHwBG4QAScgHKBYHtRjoAj4AicDwI+EnE+OHoujsDkI6BPe0cDxDYcG+WlFY5nC5WQFwyuTmfy4XaOmYoioDAYnmHIVs6Is6QTv1k0wNzP+2wlHFEr8hR1Jk/9Z8TQyAcbRFa4Iam+NJnRuMKEySaKKMcSZI7I/n0d7jLLss7ybG0j/PEps2Fx+NyqlG1svci2HD9GOulXQI6iDM6KMiopC9Vy+OTWXKg1W6aEstVomBpKs0VDPTkCjoAj4AhcTwTOtfO8DhCdBEj/vGwPbJDjUof+eLfesPA7Ui0R8aPUJ39I4SRRG2kQNkfX5emn86g7GFEDsobUTHYIjbe8th6evX4T/tdf/xa+/u57I4Po+B7O7cNJNomOi7AiFRSpkRTzhbBTw/nNPVI3UVgeEU1Sd1NBZdfp7404gj2gMEEF6qCQOyKyvFlaDq8Jt/MXwucohM4vL16E1c3NoHBAh5PlwUGRItLYgCKaSKVisGBz2Dlc+KyF5PEIHi5haF/4azkynXT+yBuvxAnhlwNBqZ+UIfqIhCKbVfju/0vg0TrZfs+ti89TdI3xn62I7VLH6WXToYfySQrySbhVDLm5UijOQmVH7UThdmTH6jNyZKLQ+P5TPsQShdqR6klHiidSOpHqySbrrZadS0FQsYqeApv41h5ZgwMn1KZEJVKhSl9BXjcFxbO/9Qfy9x1HwBFwBBwBR8ARcAQcAUfAETg9Asf8ojh9Zn6HI3AxCMSf2hdTlpfiCDgCjoAj4AhcHgI2qw8ahg0WJ4O9DHjXugzyMtg6n62He+0iMuAZC2OjdeFYJ8HBthwmdJzYw1Kmxo5HXTco9hSjy+RlV3OzjNICA/pTrB/mS5QxZ/4OEVFEwFlqNWzN6YlKrzd3wla9ibJJgfA608xCToepYj5UCnlky21u7H59RQ5SiJ5UKYQHM9XQwOH1D9v3Qxvn0388fxPeOAFlHyvfcAQcAUfgeiHQ7xsHneX1at5pWzMGDrpEzn+zVU64XnaJbKW1jc3wLYSNFv3rdq0W/v7z31ponTsL82GOsDg5wu5UUCoxogZ5SvFE5Bbd9/LNUvjjN9+Gr7/9Lnz/+Gl4+vJVqNUj+cTsniPq0KLvXoMo8j1heFZRQ3nxZpEwP+vhq89+FT7/9JMwU63i0IcsjH1QwlaQ5aOsZBOofbX6DmF2ILP+7Zvw9Tffhe8I/aMwQpson3Roh9plNxzCWPfHJdpS/TfMrpLzXucInsI/A/LQ3WffPVCOsk6yorzrmIRfCeKJlE8qkE9kq+Yg/QhbNVnPUCjYtm2djMK7IhXt8Eg+GW2Vj66DFBVbhLbsYp/2ZiCZzBdC4Tbkk6liqFQhoPCOiiwtQtNxSZ/JHrZrr82CuklvF1sdsklrtR7JJ5BQAsf5sRJSVDb+3tBb+X6Sfic0IIOtmUKkCCi71s73U5rn6gg4Ao6AI+AIOAKOgCPgCDgC4yDgBJRxUPJrJgqB+anKRNXHK+MIXDQClYXZUHlwW6NdF120l+cIOAIXjICUTQosFQa9FWqnwKBwjs9+xga+U5AcyqGHTPYes2iZysuAMTMXWU76dogD1zRmf2N4MxnQHjT2YH6DvcFW/9qhA0Obg4yO2ZJ/JUOFMmyku8Se7xKOp5EPvdl8uNvYCc+btbCrQXPOv13DYzK+oFN5nFo7KJrs4ohqdrqhkI3EIQ23D39dS8q8wLUK1fPBXC/8/aO2KaVotunT1Q1mQauNb8+0vqBmeDGOgCPgCDgC54TAXquJc7YROnTR3XSHUBRaJx1vf53snlOZVyUb9YsZlM12d7bD06fPwh/pAyuEwpHax+s3rwOSJDj900Gh7SyNiZOIJXvtVthYXw9Pnj6FoIt902kHEVAWZmf3VU+UnZziKk9klcXl1fCKUDvf/PSL1WeL+zkZSvTXxXTxeFgpQ319j3K3IKC8fPkSsmk6tBr1sAUxZXZqiraVCI0TFVdEeBGpRKorTZaNrW0jrqjsnx8/DsvLy6G5W0N1Yw9Ca7/9h2og0kNWC9esra6Gn395HDqtVpiuViARZMKP5LVLqCECrIQZ8iihamFElkP5jLNb5DmsE97oh59+Dg1IPSLRLK2uhRe0s0uZlTwhf1IFU3IZJ79Jviax10Q6MXIPlZUtLuJJtU9CKbI2AgrH9RwytF9ha7IViMfTEI1QEslB6Mhl+eCPSHpXRE9WWWYjDl2TlD906MCmfQz4Y+9v3xpOnqudO3D1YCcqn7Cfwr6EEZKZpq7Y16X5cijNQECBOJ2nHQmpaXDnYEv59yB59HooM7LuQj7pNvleQ/lkj7A7e3XIUpBSaFRIo6TCDxLDh10dsnRS+3QRH439dNL1ulbkkwAxf4/6ZFEgmspUwv3KXqh2K6Ht9vQ+lr7hCDgCjoAj4Ag4AtcDge+uRzO8FTcEASeg3JAHfZ2a+QnOd0+OwE1G4MGje+HRbz5hxl4ylHOT0fC2OwLXGwENgGsmYpFBbkl/51krrEsSakeD4WURU1AMyebKqG9wDdeNlRivHRrj5Za4d/DY6Jzit8/b30EnDRSPzm2/aNuQq6XIiHIZx1S5M43Cy7yFG3oCAWULJ5IktjWQPmlpriLVFgblqbuWjgbnGaRn/N0cDMP1lYOsymC/ZkMXUES5PVUOj1BPebG+GTZQU5EyiidHwBFwBByBq41Am3Arrfpu2F7Kh63CXqhvZkIjFxU9jEgp7+kNTln6843VlfD1nxrhp59/MuLEHv2m1EB6zXqYwoldmq6eCiGzTDBGcr1O2IZE8gMkoMVXr8IUJJBplEiqEDSqhMuTI12hb2qEz9mBVLEJWWMLxRGpprQ4VsaUylXVr4+fzHlP/96GPPIc8sva8lL4FkUVlVchDM+UFsqXk14hg7Z2KI9FKiu7hOzZomyF78mDywI2hTzxR5Uv4oIIKAUc7C+fPQ9bkFD+hoJKFsKM6A1qh0g4yusONoYRBqwpR+V4dDulGvPqxfOws7EevibMkOzSJmSbnRpqF7zf85CEeoQXPH3OR5d5WWcS4omwFclEpO+41nYaGzuuE6KGCCg5Qj3lp1EjJIxN4XY5FG9VQgGVu0LuaAKK3lNu1V/+DaUDO0PHhzcBWm+G4T28PXzNoe0271KLd4WfDBCheHemVGeISZDYyyyJ8slxxRthi8+NiNJtLSicdCCd7EFASbFk+OzmS5BYCgwzsy3lEzUuaaHlfVwBSZ2tYf2dE643ZRXaloaAkmlnwnQzhN80UmGhPWtKkUd/gpLCfO0IOAKOgCPgCDgCjsDVQsAJKFfred302joB5aa/AVew/WXiJHtyBG4yAtMM8i1Uyzaj6Cbj4G13BG4CAhqc1sCtlE+KhNfRwLdmYsq9oNjzGhjvst9iMLmR34OcghAKpAZRUDQ4flRKxnbtChu81pXJ0aPuGhxPBpP3j/SLOlzi4f3960/YwD0X0nuoufSQOu9BsGkzS7OVDyvtpslraxA9mfF5QlYXdloOmma7GzbrjbC8XbOZ1XkRgjiuZTgJFxGJSsz4nq8QCoADel4ipbza2LY8RF6JkuXDd/q2I+AIOAKOwFVBoJVJhSaKJ2nUL/YU9qVZDCkUUUR+2NMiAsoNnqGfou3NBv16uxM2t7YweOgMgUSqJD0IGiIBZA71nyc/+2h5pMC2DflkC8f0LoSSdZRIipAnSixlnkWi4lCHJKSlwdJsNiNRA4KIFCoO993jlt2l/rWdWqhDLNnIbIYCIfmKhVhuuVTaJ7/sQt4Q+UQhfKTCImJKF8KIiCey5UanaIHJZjCqCdeqfS3qv2H3xPaLcNKmHujBoMYi9ZM0ShHKep+6MDr7EUf1WHYhxuhZiUCLCcprKxUMFNsgIsie4YRyH3H3pB5KcKTqNMgIJVTVFAZpMMESbTuqDkabOyF/27XY3mktYJ6DfBMXiBxsZyBgZIoQMbDxRiU9IZVuT4o/th514RHHhLKFtQHvBPHDeei4zspWtrA7XNBQmRBEsmVs6wrkExRbCtQxhzqO7j+ch4rX+8Kjts9Fm89kjXe1htqfQk/uNlqh0+Ada/ZQG0GVEbu9DDG+wI+RDL9Zkvysrf2d5JjyPo+ktun7FPM77NLe9h6hLkM+zIjodx4FeB6OgCPgCDgCjoAj4Ag4Ao6AI3BmBEb/Ijpzdn6jI+AIOAKOgCPgCDgCjsB5IcC4qo0yawC5x2izBoEZW91PHY5LD6TGTN+tbtsG0fMM+orRoAH14XRgILa/Mxi6HrgNDlw3nEF/W7kO32eHuSke17pfLivl1d/r3z3eSnXXrFIaQcqGbnZQqzoODzmONJtzcHS8fN/nVZrNrNnUazt1nDEaeE+FsoVFSjEUfpCAktRDTgwpoIhYGAfR98I2A/p1k+WP4YaSa33tCDgCjoAjcMUQ4DtefVkK53wax2wmmwtpFgsXQQ9mfXrvLL3kEThMUqd4RBWHD6svTxESpIUDOdXRmYiFkSTMABocG75vnG3l0e1iJ1CG+mcRPHYgaig8jdQeZECoCCNRqP+mDhY+hMx1b0xnezZGMFIe2CsigUgtpIbCycbWcNmxXl3KFg5GSBqjbNXI3ilbx7qK8NLTewaGsj2UDEPbkEk4aEckodglY/9RU4ShFrPN7E7qzPEBVjo4KGfszC/pQtVUuCRKJyJ3i2yitY5FUorM0IScos9yrKwwFg4i4+QUjofPtJYs9pyFwTQyzuiGKYtkGX3FGEeT1/PYS+P3i0LQNHi3RYSrY0sXChBFKjmUSnKhyMQuKfENvx+Hs9Tvjw7vp5T5FGJyc7cZViEjvdnaCRso4LRgfhT5DrufK4Zb2UK0ywlXVOR3SPKe8pbwfx+8w0W8076g4O03dUT9DtrutS3szlgQvVPJfrMj4Ag4Ao6AI+AIOAKOgCPgCJyEgBNQTkLIz08cAq82tyeuTl4hR+AiEWguroa1Z6+GBgAvsnQvyxFwBC4aAQ3ZFiA0KP58iXWRRTLgGiDXP/2fZgB8Gl3tjwvV8FEBeXn2y1wvZQ1dkwzExjV/439ryjCNI7nupDaqTkelWKt4hQbrR1076tio/DTwnWaRlH6R8Ds5Br8DM3DXW7vhFYvC8Whw3eo9buVHFXSOx6rMdJaSye8e3g1f1W+HR3Mz4YGk2HFMvDWbGoAyPCQppRSZhaolhzNAs0t/Xl5noL9xjjXzrByBd0Rg3A/uOxbjtzsC1wWBbguFABRPmoQuaWwS2mWnEdoNQlbQn9lCHwb74PyaOyH94Pk16Hxyki2iZA5x2U4sid0gG8hIFNga/D//RNkq/u2yY7kJgWPcstUWUVxNDY8dqeGJJKG1KcawHdsnAoJIylEBQ4RlIy1jM2mtf/AKbkYCMymaJOSSaEPLjiYcjeHGGoKG8MtC9tZxvSGyZ81g1p42k8R1CoWb4cIcpO9CF9WPDvZbA2LTDmSmTDO029hvWWNVJXf184vc6pi33ot4ejj7/RsObSSPS++KtuNT1N9BgnPF84VwwndLg1CWW3udsA4zKVvFNp0vh3yOMEJ5kWYyR5JPlJ/C7DQhNu0222ELu1vqfC83tmwt8onU/mSrdiBe53kD5yDg3MuV7DfIg3w53IaQMsVvEak32nspzPTvFO0dtOrtLX1riri9y+8DqSM+ae6EP9c2wrNWDNcppURPjoAjcAoEhr9ITnGbX+oIOAIXgMA4RsIFVMOLcAQcAUfgLAg4AeUsqPk9l4rAk5WNSy3fC3cELhuBZ/k3DDx6CJ7Lfg5eviNwkQiIeCKCyZQtEBkY0NUAekIwsRA9zLisVRaQ1Z4PC4o7n5XuhmSw4y9WjSvFhb/2fzBorePnkVRSHGLurzkQjw1y1/nTJKulZt0yszEF6WSvXgtLtfXw9Q5kvE6LwWdk68+rAaep2BHXyvEjUokG63cYtG9+AHkG8skcoXYOE1CERIbnlpHjg3Wa+/S4NiCe/DtEw2erm0eU4ocdgUtA4HQf3UuooBfpCEwYAjhwA/1Uin4r7G6HVKNOCB4WjuGhpl/rsEiTwtN7R2Do+0ubI82GkQfPoWYnlX2KcqVWYQQK7AVbY1MpbEyBZZigLGquCLpSi5PCTAsygtY6FskocX0OrZvsLMBedmcRG6sEMbuMPZ0RQZu1yN0inGRQ4THyCZjJfhOhJ6a4Fvlk+BEp9A43WYgdWdpFyBeFJqFt+JgTTyqSzrYzEFEODrcm9rGpqqgAq1vcSErU3lEpsdpVF9m9esbDx3Rfm2ecqCJuQnR7k2qFl9lWuHV/Jvx6oRhmIaDksElzUgLiXZLN+lbinZHiySZhdlZ2IHxjz379/HX484s34bs3KxBRtilfoTC5U2wYkvJ6CPHkH/kN8lV5JvymOB3u50sQUwg/Bc7xN4sQGP5dMKJsy+3kPyJWiWSj3wFP++ST/7q1GH5qYHvzvSoSjidHwBEYE4H4MR7zYr/MEXAELgWBs3eZl1JdL9QRcAQcgQSBg7+IkqO+dgQmGAHJ1HpyBG4yAl0GhNrMONqfQnSTwfC2OwI3BIEug7dIgUAqQREkwyzWVHd/MFcQNBj4xbUVXoSdMEsM9g4qKLl8yhRTNMCeDFEn40v7M27PGT/lHweX+4PMGtzePxYLs2tGDXgfU5cc48jlHjMs93LhQboYVjLFsJwp49jrhV0Gn1sMQks+f5LSD4srBoZIJ7PlElVDyQV1Ew36i2wynOTwKKF+ouvuz0yFD+dnwscLszbzdJGZpq32wVm0w/f6tiNwoQj44NeFwu2FXXEE9LvVCJT03XJrQx5N4/xOoUuRJnAEvm+Wfs+crK94k7367w8BU1Ehe7gPobAn0olIFChaQIgQMVnbiQqKLKIuxAojm2B/tLEN2+yLgCJ1iMNkFJEZpJ6htZRTrmqKYXViOB0j6ICN1kbUBiORISJpmzXHdX0khGjN51Ehsfb7ueSzqUOD47EMVE8y+VBG9aMC8aLCupQpoLTCZ1x5dLC8R9qlUU1F+ir7aUybWLa7ahQXttnXc9Z+VD3pWTjO1U4zLHebYbHXDL2prCmf3FqYCvNT5TBFyMdEbW8U+aTF91UTm3N5G+LJ5lb468vl8M3rZVT51sKTlXULvbON+smo9LINgQdzVaopO+V2+LRYRZmxAgmlYMqMek+lQiOcVWdDYMy2Hy5PBJgmRJOtFuosu7XworYdVur1sNlshgbH9R57cgQcgTER8I/LmED5ZY7AJSIwZDZcYi28aEfAEXAETo2AE1BODZnf4Ag4Ao6AI+AIOAITj8A1G0gxGXUGW7ss2k5mY9o2D0MOBc1EfNOq24C6HBEzDIxrUF0D7xrqFSTJ8j6fXyxDzjZ+JcuJMTS4nPxu1qD5qIHvo+qVhaAxlZLZyuA++am9yprDYRtlFG3XcaxoPSnp6dpmWK3thtvVcvgAQkkBIkpF4XkKSLy/RUBJh3I+F25R+S5y5hq8X6vVTdp8B8KhE1Am5al6Pdync8XegeRL94pV+1q9Z+oDIR7uoQSgcDs9ljTLntRP0riP5aRW53VVn9VVe7euaH31eiTkChFPKqhrKDRjmbVU8iLZAhIF71vi4E9sRDnjFa5EixFQeOcUwlBLHWUUhWqRckarf16khquapAYjkomUToSRwlEKH5EfhFESqigJxzP8wTv2IwiuOi/bNUN+WfIu8JmuoPIxpdCXxQp2XAmluxwkMz2B0UlfB6dO+n44kA7a9LKpRSja6rbCIqF/XjR3w7NePTxLNcKD0nz4Tx/Mh4/vLoR7s1NhulgIJULw6D0ZlZqE3lHIncXtHQsF+f/8+CT895+fhy3UUHaxR1XWUd/POyiufNfdDBsQw3cIjSOFEtCgmEjy4bU1/A8GNxpVi5OP6R1tKsQQvwFetevhNb9/anynioxuaB2G7OQsJ++K0Y9o8uo5qkbXAf9R7fJjjoAj4AhcFgL+vXpZyJ+t3Kvch5+txX6XI3AkAk5AORIaP+EIOAKOgCPgCDgCjsBkIKDxXslNy3mQOBKironGgeVQQBUFUsZLBmC3GYCV6kmVwfFuTtLiimkviXZFtL+4FIfH+eWlyg8NdCe/xU5DQkmJcUNSu2YZ3H/AIL/N9mTwuc5szReE5nnVJmY9g90dBp8nIYlIUoNI8vPyevhfT14a/jOlYnQgoYSi5zFMwtF2VEsphg/mpsPvHtwJdWahru3W7blpxqny9OQIOAKOwLVG4CI7qvcNpPo+kUBxgu+hYGb9oa1EQKFXp39Mqc+i/7ZF9VGf6enGI5DYSiIKRIWTSKwQmUKkChEsoppHJFfIztO1ui+5NyEr6z3TtuxHU0RBUa/Ie9fGhjI1FN4/2ZEip8i20jUJYSWxPW2f+80O5bzyusg3VW2K5Jpoz2ZopewokZ21ThaRTIpawEc2o0LviLCTnNf1XG73RbROftXsepUlAgv55SGelPJFSMVSFKnaMo3aR5l9nctS7rB9l5SQPJe31gIyOZhcfGg9jLW2RS7S82ryHEUkkurJc2xhLU87hKusZMP92/Ph04e3wsOFmXAL9ZNqMW925qi6tbEv23wnrRNyZ3G7RridxfDHp6/CD0trRohuE05M5Lnjkt4IvR/rEFB+ritMTwyT85vudPisOBVu5QqQ4wlXBD56TmryGE0/UCRZ2u8hkVu2ILystJvhDWHNlljv8vtH7+6FvpgHanfOO6cF55yLP3N2qrcnR8ARcAQcAUfgJiNwVfvwm/zMvO3vDQEnoLw3aD1jR8ARcATeEwIyZPyH/XsC17N1BCYXgQMOAXT7O3wRJIO9ySD0JjMBNfg7zQDvLSSvNcCr2bFyVKQ19fACU/yqGkMJ5aRR96E6m3w3bbvHRHJty2GiwXclKaFsU6icJfp36Ym6iTDyC5LlGoS/hRLKh4TVkfS51E5SfRLKcD2ljKLZqQECilrQYMBfEugistRbPFsnoAzD5duOgCNwEgIT8FV4UhWv93lcrPRVe/TDcvra4+DQHuoAezhP93CiakHAy2x7I6Ncb0C8dadAQO+MiBMinUzxDk1h/1RZtK/wMVL7SIgnRqwg75E8Br1z/XJljyigcQ8SSkJoVsASI5hwzggqEBuSMD0tSCqys7Rva+6W/an/x9MRTtHQMS5Vu0Q6kV2bFwlEa9uOBJzhY7pGuMQlbotswqEzpXgvBBTKzUKCLuT6BBRUT6YgnkyXpmxdLpRCDgKKFFIOk1uSot9e948kD2hEDZNTWts2f3hUplpT47tEiiPPUD35W30j/NTeCU9RP/loYSH804e3w5cP74RH2JRzFYUKyhmBZkQRRj6poXCygvrecxT8vn72OvzXH56EFQgpDYX+PUXaxR5/AhlE6iSq2y7fcSKdCP9IOyGiqOJICSUakiiijFOErhZJqi4CCvmLgCL1kyWUX1RO/Co1lMbJbvKvuUZNmXywvYaOgCPgCDgCjsA5IuB9+DmC6VldZQScgHKVn95Nrbt/gd/UJ+/tdgQcAUfgxiKw7yQw50DPnFUdPFaJo0BOgaYcBqwVpudpc8ecFRqEn9VsTEZ9CwzdX0aKZBAGmjVa3h9nt0HnfmVON/QcB6+LkGnUrkf5sg1E2yxL2q0QRIuhEZVQ2L/spLZtoVzycn0rfPNqOcyigNJE2cSIJqUCRJSDMu3mbOJQIZvFWVDEgTAb/vHDBzEUD5LoSzzfjkgowtKTI+AIOAKOwGQjkHi8cb7usR2drfQMOcgnEAz36KcspAXO2pRIKeok1XdZd9n/nvfv+8l+xudYO9lqIpVEYkVcy3EvwklUPhHxBMKFiBBclyiCRFf+kIk1ok6J+aV7lBTCUK+WCC455FF67Ce2poi8iRKK1onKXptYj3Z86HxCXJHrX9v7ZGmuMeWVEXU5fEikBPERTGFEGNh+JN8k20nInGFSCYFkDIcc9yTHE6UTo4BwPAaA4bMXm3246Lf2jTjCtcNrYaaQOznIPwVUPBRqRyF3pliqEFCqhOAR+UTnRD6xEDxD5SWbylPb8e9bRR9x4KC9J3tXiicKcSOlEdm9j7H5Hzdr4Wm7FnqlTPj89t3wxQd3wq9uz4V70yLIFI38nDz74YKkGii7chNbdRWyyV9fRuWTb18v276U+M6SZP/uQBCRQqGeiYhMvy1Nhy9KM+FurkjISeoEVnrXIzUvQen40vROKVyU8la4oTeE3xEWOqb3z75Pj8/CzzoCjoAj4Ag4Ao6AI+AIOAKOwAUh4ASUCwLai3EEHAFHwBFwBBwBR+DMCDD+HB0D/QFW7XFMhBMNRIt8IjlqOQY0OP2UgWgN/t5mkPcjBsgrDJxfVtLQuepiVAvtmBfANmwgXvXS+XGGnpNrCuZ8yYVHyJ1L4UVOEQ1AKyfNBt1hLbUQlXKpiQrsNlqh2ekaASWXQTqfGahSQynk4vbh+omEolA8Ctfz4fyMDabvKpQPMuhbkFBqvZY9+8P3+b4j4Ag4Ao7ABCKgPs/6PZRQqJ429yCc9Fgi2aRnRALJUqRS/LEp/HKk4qZWR590fGqa9j1dSwT0mEWyEOFEIRRtSUe1EznpI8kiqnnIoS9b4XREhgibyokhHNmyl5EDbCZvliwnbUelFFRSeOf0SsZ13BdBRcp7skET8nOilBL3o2pKV4WN8c4aCYa65PqEhH01E2w9I9zQfmEQCToKhSNiSbIWcWWwryLPggu3CQbD1bbJMyrQxLA7UjYpsJREPlHoHRFPbMHGLpZDSeonEFSOSrFeo+qWIH/UnQeP6/nsGvlEyh+N8FNjO/xxZzX80toJa3vt8MncQvjDR/fCP3x4P3wKAeXWVMWU9UR8HpVEPqm3USrZbYTFrRh65798/yS83toOWxx7l6TfJUsQZEQWeQ0RRSFz9DyV9IyxdkMeNcCYxsNBV+ld2+H7U6onIqDU2BZ9TwT8wZvcz9ZXjoAj4Ag4Ao6AI+AIOAKOgCNwaQhcnjfi0prsBTsCjoAjcB0QGG+Q5jq01NvgCDgCcThVg/+SQJfstL4B4qzUvuqJDbzKYRW/GyRL/YpB3yfMirzfKNlAveTak7jrl4Hp/reWNjQSb62wDdvdPzxG5TRsrf9SQlG4oQ9xBsgZouMi5Ky202GVfOQI0ezOmPZrMEYJ53tJjzq8JJROhinHt6olyCUFc+ZopnMxn2UA/qA6ja6TCorC8dzGeSAnwj9//IAZuOnwDbNSTyuHfr6t8dwcAUfAEXAEzoQATu09OWAJ45HCkd2jDwh8/++1WyGNmkEKR6oW2CkoouBqZkmZU5XSxnDkn6lOftOlIRCJFjGcjralCJEsItrKxslzjABOpiIRSReRJBGtp7NXXfebVdTfSPYjeQPSsAgYXCDlHl23x45eQXhR+4TojsJBcrCTHqikJMp8sslMSUWqKdwhdQo2rVTlLbLNQN1kWMEkEk10fljZRBhYnVirrpGAE81JHSHLeNz+qpzTpSQ/qbConAyfy0xa9hnKJ3xeSxC6S/liqKB2kqifKPSOhd3hGt33PpIgE+lEuFrYGb4nnkPmeALR/Pv6ZvilsRNeQsJIF7PhD3cXwu8e3Qu/vXcrPJydCnPlUijnctaew3Xr8t3S5YGI2Ly+Ww9/QfnkTy/e2PoN5BOF4+m/IYdvPfW+VBoViueH+pb9jllqz0KimQsP+Q68lyuZuo/eeyU926OS3if9Dqrx/Sj1F4XeWWSp9RR+VCgpxb9H5eHHHQFHwBFwBBwBR8ARcAQcAUfg4hBwAsrFYe0lOQKOgCPgCDgCjoAjcEYE4oxUDehrAFqDsJpZGAf0E4LFIGvFX9d5KaHcZXB3CpKGQtZokD63P9twcP1FbGlIWIs5DtiQ/LuOqE7J8WStM8cl3SrHRREHTTqV3VdCaTIrcqPbtDK0HXDkdQlVpHzjn+NyfX/n5ERc3twOOwz035muhPkKToF83ggm6bRmzao1gyTnRwEVlCkIKHIQSEa91mqF3VY7PF3dCE3WCdlocJdvOQKOgCPgCEw0AvKS028F+uMe2yn64x5kwxTLXhsnNkSUlIgohOfhjznV6fajEkrSMLEAPF1JBAb9vCwfwu1BMKlin0W1k2yffBLDygyHlNHVuj65P1mfBMLR18Uz+mtvk+2y1X+1Ymkq8FAO/V1dJstKdogs0GF1lOF9U0nhBU6UUpLrFB5SxJqo7DKkbEILZf+IynFwHRVOOLyPgbbPM6nNViafT4XRyUM6kaJJKV8w8kkZorPIJ9OlGHKniuqJQvGIlJLTZ/gwVocqt4/poeMn7cr6F/mkgU27yXeDQu5I9eSvuxumfCIySg/APpXyyYf3wr98/DD8FiLKvZmqKenJvhyVOtiWTcLrSPnk9eYOxJOl8F++fxyerW2G1e3aqFvOfKxriiVdq/fzVs0US/Ts9T6IeDVHkFC9D3q9Dr1x+2XaO8cfI6Bg2693moTggYCCCooUUFz9ZB8q33AEHAFHwBFwBBwBR8ARcAQmBgEnoEzMo/CKjI9Af2Rk/Bv8SkfAEXAEHAFH4FogoAFWSW/HgViG/4/pEuUc0OzAbxikvkVc+gcMlGvAVyooIn+YisiloBLJNFZ3G7A/GwlFVZdse56WKMSQnB4fF6rm6FA7RUCRA0dhDTT7siNCyiWnVpcB+KVVkxyvFPKmhGIS7wzAS4Y8I8fkUJLiyVQxH+5NV418slqrhyUcAz8SjufV+hZhhi6/TUPV9U1HwBFwBByBkxDge34PTYvYEbONyoKpJ8ghyxK32/RdnINImuJ73giH9P8WkscsgJMKuaHnD9tEhpmwGDpxnOH0nmATsUEKHlHxJNph2i7x7E3xpG+bJYQMXS9HfFzHbZkzSqOIDDqWKHhorXfI9pVPcmO8/ei/4JKgdHg96ia7pn+PtnW3rfmTbJsCCs9AYRItRKTOcI/U3xKFE21n+jbpfhv6BcZ2RVKCtt9nEmbCW+STLDalCCgKuSOSiVRORD6ZIqRlQkBRKJ5CLm/X6p7j6mc150/SgsPrUe0SliLwtLFfd/dEuGiHx6id/IiKyF+w60VCWSQETwkb8TMIJ3/3wb3wuwd3w0fzsxbmsQLJ+bBNqXJE+pD6yU6zGTZqjfAtqnpSPvnTi9cQnDdRRHm3sDuj2pIcU9myx59Bjv8f28tBao0Kp/NBvmKEphI4SvVHz+GgNRzfKV0rtZMYeicST/ReRdWd5K1LSvO1I+AIOAKOgCPgCDgCjoAj4AhcNgJOQLnsJ+DlOwKOgCNwagQ0JOXJEXAEbiICNnt0TCKFBvk1O1BDsp8yY/PTTtVkrst7DKxraDcZAb9gIJNvMBFG5EzTQLOGljV4r3Nxb7zqRTn6VCjjxNHw/wfMUJVTp26D9cwi558GpgP7vb4SijnyLrjNSXHdbi88QcGkwez2h3PT4cHMVCgij17OI5EOIeWwOE2WtmQ5rjA8wma70TKp9Db5rNV2w25DJKQE0aQUXzsCjoAj4AhMJAIJGcBUCQi9g8M10H9JDcX6QpzgIqGk+O5PdVgUjicN0RAHPmwU+gH1lf6dP/LZDsOibfCyMEbYTCnhlySwlu0xdCQ5c27raF5RDhvajoofabNVqjxvkWYrqGvkuUDnRKYVYVZkDNk1SUq2lI+SbJrDScfMYa97eW+M0MF7JVKEwshEG+vt+w7nIzssweTw+u1rxzsi+0QkFCM99DFXKWqj2qy16qfajU2UGa/oU19l9QDDLLjleD4ilxSyBYgnIqCUQ1UElBIElOIUx8qcLxj55KSCEuSTdXL94f3kuNbCP5I1IFzwHbABUUOE8m93N8OfdtfDX2rr4bXC7vC8P65UjXzynz95FL64fzs8wrZU6J08KnqjksgnIkNvmvLJdvjm1VL47z89hRy9Ft5sbI265dyO6dlLufEVqi1rKJiIPKIwS/p4ihwvpcZMls/CHm9G/71ICuc2Uz/ZAQ8joICHtpWf8tFa13hyBBwBR8ARcAQcAUfAEXAEHIHJQcAJKJPzLLwmjoAj4AicDoGrNshy3Ejb6VruVzsCjsCYCEj2fJNZk08atXAru2mD2nJ2zCiePaFrLjvpa0yD7NFBcjYSitqgmcWBwesZHDrK8zMcBCKefMdgfUMzyPtODm1LCeXSvj6pk0goW/Ums05XcGLkLfxO1cgncnzEGbiMux9IciTMlovho4WZUG/fD41WJ6zs7IZXOAu2cCI4CeUAXL4zqQhc2gdvUgHxejkCfNnTJ+N1NSdsiu0UBAWF6EnRXwX1X/Tj5lml/4jkE/8gHfnegJElYYXtk7alFQLrFE5qJXWvIj/oUl0tp/h5IyoySR4lhwJ9uhapOkjpRE52hQ7UWuF3VA+RZxMShggZh4kYqq+ZBPZH2/0NjitJuSML0STHe5PDtivy7hQhRyg0TClXNCKKqerEy4/8GzEYYBGxiZefHR+RTwY4KzfllbRJbbHtw0ZPLPZC/0bCgxRQpEYXSSgKwVPsE1GKwpMlqp7w1Maoc9I2qXnENuvv0SliTrgdPvOyV0XSWGk3LZzm46bUT7bDU1RQtiFelLEbf32HsDuP7oa/f3QvfHZnPtxFLU+hG0cpn+h9l72tUI4Ku/PD4mr484vF8PXz17a9zrFz/yAc0VRZ4VJCedWshz+l1vfb+xEknz0WkcqlhhJJWRBUyEfaj7pnGwL3EsovIuSIgNKmTVrUNkv91RFF+2FH4HoicPxXy/Vss7fKEXAEToeA94+nw8uvdgQcgXND4PI9D+fWFM/IEXAEHIEbgoAMRy1X7YfmVazzDXmlvJnXFwGF7Nlm5uRT5K7LOLi0TDOgrhmHknqPTo/L+TIZ/g38riSUxIkzRdsk694kFA/zfsMug9OrnZY5ePSURdTopVj4Er0s0kaPAfSdZstC8YhwIofB7ekKTg6k+CGa5HAkHXZs6Ng0ToWHs9P2zOQ8eLa2GVoMxO+giuKheK7vZ/jatGz4A39tGuUNcQTeFQH6X/osheFJMfN/jz5hj34sUe+wtRyriXPVfgC8a5nX9H77jhFWkbCTbjWJv1ePjn8j86jdhH/hiAbBekAfFTri+qyoRAtKJJIByUAEkwrPtELfLbUThdopm0MdsohIJyKNsE4IGEeVPeA4RKLGqOukgpEQJUQ4kWLHVFFEhKqFi8nzPqUpO9ZzVA7xWPyKHiKgCEr7p/VNSGCsZ9i3jU1BRs+MZydFFIXl0VqheTL6vA4ezkhwhLeWYfLJUc8gwVfEDNntIlZsdFtGsnjR3A3f1zfDj4Tc0fZKp6HoXOF2tRx+D/nkP6F88tXDO+HjhbkwXymZLTmqQj3ylXreJgToVxvb4bs3K+HfHr8I3xCC5znKfBf5kPW5k2qJlEyafDajikm0zUXUkhJKQKtRZC09jy4AiVRe51qF7VnmvmU+31KH6WBTK6/LtOtH4e3HHIELRUBfIkd9wVxoRbwwR8ARmEgEEkNjIivnlXIEHIHrjoATUK77E/b2OQKOgCMwSQi44TtJT+PkuvhAxskYXYErNCirmYL6+JWZcZtjhKpT0nzCVKgymC5HyWUn1c0IITagf3YlFKm78D/MI5uudm92p21g+xdmjHZbNZViDoYGg/AIdxsml9F2kVDWanXC8ayHv75cDGXC8MjBmMGDNVMqMuh+0ESXo0MzWkuE6pG0+q9uzeF0eBgkpb60VQu1JgP3bN+o5P3JjXrc3lhH4FoikDix6Yf31HlBWDCyiQgn9h3XpwD4990xj38IHMNN2NEfiiTAXXK8p3Bap9O9kOa8etcsl8hGEPl1j/NDORxTztunlL+IvCL0FrTwHLXIiS4Fh+SYzufZFxkhIf6KsKJ0NLVk4E+0S/ev799FufongqpUOcr5koWGUYiY2fK0LXOVGSNMKKzMIDfdf1SKSOivLfyJ25GYou3rnARxQiyRaoy2tdYzszV2WLJOrhuFh+XDCVO0OfSE+4/xwG1JGJkGCn27kCxks79ieYLtKgK5CBcbkKnrvU7IQVb+GDW8396/Ff7hw/vh83u3jZw8UyrwLugNG53q7Y6F3fmZUDt/fbUY/v3Zq/AX7E+p6Z35AzC6qLGO6o0ScURtXkHpJdfc5ggkE8IDfQx5SmooU/xGKfOJlYqOFGGEg7ARCaXFfbrfyCf2Ob7ub+dYsPpFNxkB/whcrac/qjO4Si3w9+0qPS2vqyPgCDgCl4rAwdHtS62KF+4IOAKOgCPgCDgCE4WAflhe9R/HEwXo5VRGxI4NBnc1cF3BCZGon8hBkk6VTDEkOkQuqX79Yo0SQ11VF42Gy7GSvILJ+qQaakZxFpLNLDNUtd0s4nAiHw1Q7/TazHyOaW+vQ2SDvhKKlXJSzud7fo/R9FqjGV4y6fSbV8son6BMg/NAKicKtyOHUhrvVPLx01rODl0ngsqH8zNGPlnFcfDD4oo50WpNZnv7YND5PijPzRFwBByB942A+jwtlpJeyr/OTwd7v/PDhkgIPNBOLIxRDGXUse0sfW8WeyDHdVKa6LEv+okIAOMmIxXokfFPdoaIr7KnZF9J7aSC4ojC7oh0IkU2aY9IpU3bZ0n2ZvRfD61Urql0UIaUVPKoRUTlkwr2QZVlOoh4EpfZUOC81NZ03zgpQSJZG0mHG4VTcmycfG7qNfEZJeQTPa+YkvUwLsJT+DYhUyjsjkgmUj5JiCciTz+HgCLyRZ1reOBhplIIn0M++aePH4bfP7gbPr09FxZQQylDUB6VlH+X91yhH6V88j024x+fQj4h/M7j5fVLJS8rrI7ats5vFKsndZVyoejh+mzdgkw+129UA2KKwhG9ae+iENMm7A6KLizK4+wUslGI+TFHwBFwBC4AAXUAozqGCyj6nYtwY+CdIfQMHAFHwBG4SQg4AeUmPW1vqyPgCFwjBNzqv0YPc7Kb4q/aZD+fU9SuzeC2BrXlaMnjjMixyJuQQulaThM5US476XXTIPS7kFDUhjwklCkG6u8gR6+B6RrkG7VbM0nN0aR2c50GviXrba8564tOzXY7/LK8Zu1dqEo2H0cRM1jlrCrn4/ZwnaSCIifDHDLrzU43fMHMV81e/fOLNxBZli7VkTBcT992BBwBR8ARcAQuDQH6UKnJ7OUL9O8QWtnO4NjOEbYuh/M602lDSOnh6O6GDM75LqH5RNY9yQoQjUP2k5RNRDpJFlM+4VhUQMG+Ylv9eKR9iDByeiQO35Lsi4wqkqrC7mgpE3JnBsWImb7qiRRQpooVI6WI9KI6nMbLlZSjGguPpO5AZOkkjOJVN/NvRDpSfYRbQvpJME3WCTotCBQKQSNFjy3eyeco9SnMzpt2PSy2GmETQopsWNmpaWzDRzPV8OjOrCmf/P7hXSMjz5WLIc/7cFRqoHyyBeFZinuyE/8d8okIKG82URyh/MukukmdqEnbGj19prrWXr2v6XrKSCaf8F5/uMe7jJqRCGMK2fMaXGTTR1z4DHPcFBRP/PQehZAfdwQcAUfgkhDwDvWSgPdiHQFHwBFwBC4SASegXCTaXpYj4Ag4Ao6AI+AIOAKXhIAGelcZvBXpYhqnRVHheHBOyJli8uIobkyCEorgeVcSilRepIQyz8xfOYHUZrVfQ9ZSgjGCSydOlMb3xFENZV986kIiWdnasYLvz2rmcjFUC8xmhmSSwdmQThMwifonTguF6Mng9JJSigbcP7s7H+qQWHZb7fBifSvsNFqhg4PNkyPgCDgCjoAjcCMRkOef/tEIKISmSdNnZvLFkKOvzOPQz+DAlru+i6KCOleF5clgA3TttoOWgPpes4/kFGdHNpNC68ghLuJumXUZ579Ir8rTFE8o35zoqscZU3LnwXW0BRQCJiuVlVwBkknByCYin8yVZ8J8ZTZUi+VQhHxb5JzsBVUjyee01Yn36W9UpUvICgdROm2u1/t6oRWXge2mFkcsY9tlcYoMXYMUtYniyTLKHgov86RJyJ1GDUWQlh2XwoewzmYhH5dy4ZM78+HLD+6G30E++Yzt2yifVLAZR4UDisonPSOfvNrYQi1vlbA7rwm78yb8yPYk2IqyY6V20oQM1oCAsgMeQkqqhVvgIoxko9/Su8zxlU4DFZQGYYoiqVznRc7x5Ag4Ao6AI+AIOAKOgCPgCDgCk4mAE1Am87l4rUxi1W0AAEAASURBVBwBR8ARcAQcAUfAEXgvCIiM8WN9y2YNSgVFM3k1TJ5CvVuOlbPKxJ9XZZOh5HcloWiwX7OTNZj9MF+26jUZ1G4zWP2KGabKX0nOmV3C8WgQ/LJSrdkK3xKKR7NY58ulGIqH7SivLwfSsOsiIKmfDbNc92h2JrS7EItq9bC8XQtPVtbDS4go5ny7rMZ4uY6AI+AIOAKOwGUgMNxXQhBJY+Pk9lKhhB1QwMlfgHyi3lTqJyHVDkTjg6SBk9tIqjqBHdA3BWQZKQxIonIyvI4hdjJmP+XNbopkA/0VUYWM9OdckppkNhobsgVEKikQZlDkk2qhgr0wBXl1Cptg2hYpokgZRdep/TJy1KR3q5HapVAn5NK3nS7PYjoXWM89E2kICuP4vAbZj8JdhAupeEjlZBG1E6nzPYV8IiWUbZRQdnkfRa7QkuKFuj1dDncWpsMfPrwXvoKA8vHCLGSjEuGXsm/Zh0nJLQjOUj55vrYZvn+zYson//OX52Yjdsl/kpIIJ/ptYupCe2m2ed/4bD4Gk20w+VgKP7zTClEk3Frgp3tE0LFQWsmHdpIa5XVxBBwBR8ARcAQcAUfAEXAEHIHgBBR/CRwBR8ARcAQcAUfAEbhBCGiwVgPeGtieJ766ZvBm5aRhkBs6ig12X6YSih5F4th4VxKKyeATiueW2kW+ii2vUERqe3MvDsCrjBYzL+GgXFpqIpH+DCdBPpsJH83PWoidYi5n+1I9SR+SV1eYHi23pspgtRfWCMOzsduwmdrbkFnqKKK0ydOTI+AIOAKOgCNw4xCABSClkFwqC0kkKpbksXVkExjHRP09hBTpemSwAURAUTgSnROBROQTU4jj+jJElgp9sGwlKZ9YCEOOS5FBCmsiqejfeSfLkT/KW20RmURh+PIou5VQOKkSZmdG5JPyVJiGgDJVqpr6iZRRMrTZmBBDlVKTz1LL5B7dL5KFgrYkScc8RVyFk5YkmGWC2zA+0jORzbkDqWKl0wwvWrtGPHkGAUWLkU64piM7lXUa5ZNCIRce3poJnz28Hb58eCf85u4Ctl/F1PJMzW+4ALaVf5f7RT5RmJ2fllbD1yifKFTjDxBRGtiHk5bUbhFQCr0M9niPz1bXsGy36kZAEalHv1dEQFHIIoUuEgFFi+4FKk+OgCPgCDgCjoAj4Ag4Ao6AIzCBCDgBZQIfilfJEXAEHAFHwBFwBByB94mABqi3e+3wHUooTA6Osw7l4MjL1ZEPBWbOyrFymSkZT1Zd4yB7lIDXcdUsWR9XR10nR5LCDc3htPmI2cI6poFuSZ9LurvOdpb4820GvVXWZSSV2yQ8wNJWLfwJJ4GIKGXC8CgUT4FtEYQOq6ConiKpzFfKhOJZABQcZpBS5Hh4uroRXkJo8eQIOAKOgCPgCNw0BGQzKCxOGVtGi4gjiIbE2VfYOsQ0CSmU0EIzbYQKkU+y9MMplgL3irIqRTipnkjhREpxCfFEhBPZR/Gful5tnW+K+fXzVXkQYPIoQORoRBnyyUxp2ognCrszbcSTipFSsrQTS87sAdVIIU4SIoryHMduSlqStGlwT1RSEUFHxxJ7Sds3OQknW/bfg8H7kGCY4CPFDtmcy5BPnvP+/dzYCj81ti30jJFPeF4insg2RQQkTJcL4dbcVPj80d3w1Ycon9yaCwvYfCVsPyOKU+bh1Ca01DbhGF9vDMgn/+3Hp+Hp2kaQKsokJr1LBNwxcklDRCt+mORQQlEbhdmrZp0Qok0LTRTDF0U1Q+Ek3PTPkyPgCDgCjoAj4Ag4Ao6AI+AITB4CTkCZvGfiNXIEHAFHwBFwBBwBR+C9IyASxktmX2r8el4zanHWKPyOFhvYFnVjf0D9vVdnZAHJkLIGp1UnuT00tK/jcS+uR97cP6jr5DhKMRP6No4b3bvOLMptZLw1k1Ly3jrfZMBb58xh07/3wlYaREeCZaPeCD8urppz4e40s5kL+VCEgKLZzyKlRAwGtcpDOEkX8+Hh7LSF5ekQjkcElBzOqgYKKDuooTQncLbroAW+5Qg4Ao6AI+AInB8C6idlx4g8UkG9RAQUqaBksyiJyBbgWAqVkBxkjR7nOtg6He5J03dKDSVPVYpYGCX6UZFXE5UT5SvVE61lV7zPlJQgG8yUXKizlE2SsDtSPRH5ZL4yG6ZQQili2xRyeQu7k5BVzZ5RJWnTWUkow20ctDlaX7GOKiUSUoavvSnbQmLUovYP8IqqMbJj65BDNrqt8AZlj8cQT0RCWWQ7gy2Xz2dtnWY7xZLNZcLCbCXcvzUdfvvgthGNF6plVG4KpoCXPOcEa+Uv+28H8snS9k74ZWXNCM1SPvl+cSXsYF9OajIKCa9SC2XCBoTwPJ/fjgI+YZeLFLYJZvBTTPmkx3UiniQKKE4+mdSn6vVyBBwBR8ARcAQcAUfAEXAE+pNAHAhHwBFwBBwBR8ARcAQcgZuFgIgWIqEstxvhL7UNI18UcMjIaSMni5w0zLFM/BaXBk50b6Rstm0kYJyehEIrmPmcthnNs1JCIZ68JLy3O+2wxkzU3VQnNBjw7jH4Hcu7nOa2II282doOpaVcuI3EeoFZ2oUcTgmcZrPl4luheISHyCbTOCR0zRf3b6OcQrgAiCtSTvkBMsuT5bXLaYyX6gg4Ao6AI+AIXDACIp8oXI6RT0TcSMi19JGZPYic2AAZHPWFPqljLwPlBHJHCnJACpsooI6W4nye/lV5RYIBNhEbyfb7bJIRF4x4EikeUkDLU8eEfCLFkxlC7syWp22pFsqmjJLBdhNZZWC0DbvmZdlYzvZ3sHdyS+JdkWSi7cQmS6jAKiUev0zr6eR2nPcVejpqt5GELPMEqbdLUujLJu/UJoTnJZQ8FG7nBxQIRYDGFA/FfD5MVYphdqrUX8phtlqKx1g/mJsOIp/ItlP4xcPkE5UoArJIx0vbtfB4Zd3IJ//3D08IwbNmYRnfrtXkHRGxRMTwJu98AQUUISw1lARrYWVEGzZ07c164ybveXmNHAFHwBFwBBwBR8ARcAQcgZMQcAWUkxDy846AI+AIOAKOgCPgCFxTBHoMim8xAK7B8ByOi7lMwWYeporRhyEHDnOFRUO5VATiMPPZSSiqvWYxK7TQFEPWd5ktrEHuJcg3UkORJHoNRZSWtfPyhrR7OCh2mb36amMr/O3VIrOaM0Y8KUJEEdGkWmAwnoF5OcKU5ITQZhGSipwSASeFVFM0SJ9BJz/N0ux0wiYzX5WvJ0fAEXAEHAFH4DoioL5QBIwiS4W+XsonItRKxURrC6nDuVL/miJEgGILVYh8mVA8u6HbJggIx5oca2MXKD+RLETWVZ96EcnKpF/PUEeptYh8kiP0TrkAGQGlk2mIJwq/o3WV/Qrkk2K+aNfLHlA1k6rG7WRPOZ+evDuqzcppOMWch49c/217TjQzWavFw9sJAskzEOFZNuY6Sh6LvUbYykB2LkEeJqTSLey7SDwph4WZii23ZqphfppQOwrFWMiZXVdhLTswErGTEniqvJwdbMdaqxVWd3bDE8gnf3mxGP78HOWTNythZacW9iQbcgWSiDqNXgiFXiY0CYspGzZrBJT4K0TkkxiCJ4be0b4nR8ARcAQcAUfAEXAEHAFHwBGYXAScgDK5z8Zr5gg4Ao7AMQj4gMsx4PgpR8AROAUCIj1sQr141tzBSYMKCP9yDPqKkJIVwQHHTUJ0OEW2537peZBQ1J4iM6NnMj0joXxWnDIVGMl7r6KEkkox+3kCBrS3Go3wzeslczTc6YfiKeXQo6H+mgErMs1wihL9KZxSkuHPmjOijLNCxJUyDow/44z46c3y8C2+7Qg4Ao6AI+AInB8Cl/zTRIQNkU5EnNUi0omUz8psz6EgolCDC9kCS9xOQzhJQTjpEAKlQzjCeqMWavVa2EpvE8akZopocojLRtK/i0rq3TMQDfIQT/IQFEoQZqV4YmF3SjO2XSmW6dtLEE+hCMseOGgSiDazT0RRvUVSiASVs5NQkiKSx2zlitSSHFA5KuxGpEj+jcoccTtpdoKT9kWWUKiYXcgnW5CaVvZa4XWqFTLT+fDrMionU2WIJhCLUD/RUi0VQoWwislaoRezvAsiIol8jGn+VupCLtkl1OLaTj28WN802/G//fgkfPd6JWxBPjbyyQTYtW9VfMQBfcraKBE2USNq8tmVzZ5HCaUHGUUo660W6USY6rNpb/kVaduI5vohR8ARcAQcAUdgPARG9P/j3ehXOQKOgCNw+Qg4AeXyn4HXwBFwBByBUyJwc4b3TgmMX+4IOAJnQEADuB0UQKQEopj0Ip5M4/gQyUF+jTmcNSVGvW3/DPmf5y3RpXJ2JRTNoczRJjmn5vcK4RGzhzUr9U27HjZpfxtH0445mi73e7bb6YYNZrI+XdsIf3u5aLNfp3FMRGcEcvw4JUwJpQ9u9D+h8MJxzZC9PzOF0yprA/U5jsn51CasgBwU2zgkPDkCjoAj4Ag4AueGwCV2mXJMi5wppZMqfbvC7M1DNJnCjqlAOJUNs0CInVsin7COJJRC2EP9rUcYvg7k03arGTayG2E9xfCYnNvYBeoztXT2uO4C2qd2qC+PhFKF38uHMuQTqZxI8WS2PBPmyrNsV1E9K0AwJRyLCML8i1otg6cZqxstpuSo7AArAJtP9+ga3Zmsk+vGWQ/ui6Url1jmOHdf7WvU4oh4so7t0bH9pB3s5j2WrhbQ0SL7cwYbrVgphOnpkpFPbqF6ItJJmSUvtTuU78yW69t5hxVPkjL0PBPyyXqtHp5DPvnryyWUTxZRPlkNrze3g8I6TgKpOqnzSWu1Se9RCxJKA+JJrkcoHiOfQMDheFdt5vMpAooWvdKeHAFHwBFwBByBa4/AWYy1aw+KN9ARcASuCgJOQLkqT8rrOYSA/9IcAsM3HQFHwBFwBByBc0FAA76LhKSR9LtmDmsmYt5UUBgEZi2nSOJqOJcCz5jJu5JQ1IYCjqpprOC7eyVTQFljFnSdGZc1nE2aqRqdTZdvb2zgVPjTizc4m3JGKqnkcTgRameqiPMJT0acgTwAUvsE4uF83sLyaLC+zL05Zs7qnv/vycvw7atmdBT5yP0AON9yBByB64XA5X99Xy88J7g1ctArvF4VwonIs7chbTwkrM49FEIUbk+EkzkWkVNMHQVSitahl8fIEdmkS8idtqktKCxhE0KKlgakVCUdS7Ek6X10nUZoUP/NIhtM6idSPonkk6qpnswSemeuMk1fXjXiiZFPZJdxT5L02puNxEb8CAyIIaYhQeUjoSGSUJL7TrMelBbLiMVjj/Q/c4MST5Pr1bhW9qNsLK2Fe4KFPb/hJoh8kkuHvQLqHUXuEbmE1+1BMR3uFyGgFHm+LBWIxVWdgzAsYrFCzpgdR972nIae7XD22pYSSKPdJsRiPbzZ2gk/Lq6E//HzM0goi2F5uxZahF800tHhG6/Afkdt43NZwHZtQUSxXx9gIZu2zaLzWq7zu3YFHpNX0RFwBBwBR+AiEejbWRdZ5I0vKzH0bjwQDoAj8G4IOAHl3fDzux0BR8ARcAQcAUfAEbgWCGigWiSUZUgoP9a3cMakbfawhtg1x1ax6jUYrIHgy08adj6bEopqLzWXAq2aoU33IKF8SigekU9WabsIKNvMjNZA92Unyaq/Wt8K35dWwj1C8fRgxnRQabkz1WM2dLGviKKnM0jyV0gFRcudqQqOLBRQOF1gZq1my6pZSzgnNnbrFlrgqjooBi32LUfAEXAEhhC4/K/uocr45vtEQE56EUtu5yCb5IuQTlhy5XAf8skdCBxaZlAKETElj/0iMq2ItVqHNC8K/0Uw6ZBHo10x4klbyiicqDXroZbetepHZQaF/xARJfaj59kuKZqJeKLQOznqUi6UIJpUjHgi9ROF4KmyX6JdBdqjaw8TT4brIwtJH4ODHwUdgxghI0CGgu0NWw/DOYy3He8eziuWO97dV+sq2cJq6WDdhxEsUxkII1meSX/hZYN8gmYHhJMuBJRSiXAybGchnRRLCq3Ec2axNYon9vx5B8ZJenxSAWmibrJZb4ZXG9vhm1dL4T+evyHszrKF4dlttWLonXEynMBrrH181Jo91GBQQMmKmMM/6OGmfNKm/SLgHHrBJ7AlXiVHwBFwBBwBR8ARcAQcAUfgZiPgBJSb/fy99Y6AI3BVETg4onhVW+H1dgQcgQlEoA4R42mzZjUT4UQD7gWcHYz/4rQp2Pqyqx2/AvV3QEIZCMqPVzu1p8Ssac2O/gQCShNihxRgtnA+tdjeZbns1Ov2wnajGR4vrxnuNQgpcrjZwDv1n0bVpKJnZM6kt2tbKTCzFoeWUgklFDk75iul8G+/vAh/w2FRZ/aswv14cgQcAUfAEXAErhIC6gvz6sMJR/NrCBq/QSHkM9ZSQJnJ5I2YInJKEcWTotkw0Ymtvl9b8l/LwNF2hnxK5COyh47kIHls7ELE3Y0h7EQ86WITdCHpSjHlvD3fKl+qJ3lIsarHDDbJTBnFE5YZ2lUlDE8F8onIKdbfU+/DSc0ZTTyJVyZ2k0goarzyiZSU01pPh0vWviFqfABVLZY16rqreSy+ObGVwm0ffrbTIp8UsiFd0UL4ynIuhHI27JUglkBE4bGKFRxSbOekdMIipRO9v/y3tXIeN+mZtbDbtputsFrbDY9X1sP//OV5+PrZayOf1BqtaCOOm+EEXicbVzSwJp+1Bp9dEcYySOyIGJ6on4ik4skRcAQcAUfAEXAEHIH3hsB1M2jfG1CesSNwPAJOQDkeHz/rCDgCjoAj4Ag4Ao7AjUJAA79NSCiLrUb4bnczMFRuRA2Nj0trQ9L1cvqMP1z+PuHTr0I5khiSH3YKjFGkXAhSeSnhnFrA2fQIB48cWDsQUKSA0rBQPJf7q9Pa1d0L66iV/Ly0FmfJ0s6tRoOZ2rfDvZmqOXqKqJuIXHI4ZTWrGhl4kU60LbdQooSiUD7P1zbDEtLtcmb0JoBwc7j+vu8IOAKOwFkRkKNYFEo5bI20d9aM/L6JQ0DPtkzffQuyxieFqfBlecb6708ITzNLfy7SiZROYhjBGNbmLZuFPETEUHhBpQLEFdFPcjAGCuQrlZE9nNwt7IEOIfqkjKLYhOqXRUjRe/UuKaExqBpZ7KpCLt8Pu1OCCEM7IJ/Ml2dN/UTnCpBls7Qr3jdozeFaUD2r2VH1i8cH5F1drTyVzyDX8Vs2fI+2jeBiuY2fxyRfKWzULv014ggqJ6Z2kidkjhaUTtIlLGVIJ2nIJ1qnigyzEmqnl4XMxOuVwt5Ks8juyrAMY3Zc2/VM9L6J/NSBkNxBxU6hdURGVpid79+shD89f20KKM/WNoywfF1sObW7xefMQvHwWZRyoZRPOiz+fX7cW+PnHAFHwBFwBBwBR8ARcAQcgclBwAkok/MsvCbjInB4lGXc+/w6R+C6IOCfgevyJL0djsBEI7DdbYUf6l1zI5RR0bCwNSmRHCJxQ/uXnZKvw+j0OJ3zRPfIDaCZlWWcP3eQ7v8CJ1Yd4slzFGDW263QDLRf3pxLTi2k1pd3aqHzqhfWmPG6vrtrM2fllJDzbI5wPDk5NUY8Ex0q5/OchzTEdqKEsgAp5V9/fg6RpWvheJotn016yY/Zi3cEHIFzRAC3MESEjIWWU3g5T9cDAfVz6rcVWucjCCdfQNT4CqLGx2xL/UTElCzXqH9Xn5cQCA63XjaALtA6RX5FSB5Z+smy8mDZo38V+aTebtJPtrkGkkYHDgrHe6gx8N/SUUSPeHb0X6vTftm0RwQU2hND71RNiWUWQuxsZQYCStWIJwrTktyX5JpYJ1rbwp9Yn+RMcuVgHa+FeENucuRLiUNJf3Uu7unI8Sm5bv8eDlj9zGaKxK/jc7gaZ9VOLaacI+US1E4yUjqZ5n2p5kO6CulEBBQUTlIonSj8TgrWicLx2E1qpjBO8NH+uAks9b7VWx1TrNO6RngdKeM9Xd0I/68pn7wKvyyvh41a3cIsjpv1VbhOISdlhzdFpu5BQGHfCCj2pl6FFngdHQFHwBFwBBwBR8ARcAQcgZuNgBNQbvbz99Y7Ao6AI+AIOAKOgCMwEgE5Jhooobxq7oY/p9ftmgLOPDkbRD4p4aiRE0gD85edEgeIHC/RnTRejVR31NOD2jXNrOf7SNx/UqiGz0szNtPyGUQUhSS67GQzYPtEkTYzsRO1k41dKaF0w6PZ6bA3I3KJZlG/bd5nTO49gyOruO9sEiFFBJYiDpMfUVd5tbEVdpuE5CF/T46AI+AIXHUE4nc7fRR9maiU6tMmgVB41XG9zPqLBCJS0TxqIB/TV38J8eS3EEcfFSoWTq8i5ZOEqHGKispuyECwTdFXai3CQKVYCbOdJsonHbMraq3dUMMeMppGZ+h9wgA5LQlFShoqR6F3siwKsTMFgUZkk2mF3yEUkI4pHI8UWaTGMopgerCJg1rIJjopxashiiQGFDfIJhraPSmLQ+eFIjaYyBaWaczr0EVXZldYqC2ZvtJJJg/JBGUTI5+IgCLiST/kToprUvrC6S96j1JSnVMmp0hR5SRRO5HqDgogEJAVamdtpx5Wd3bDCmTkZdZSsPv29ZIRUTbqkE+49rol6QyJPNjsQSdMdU0RRSF4Bm/6dWuxt8cRcAQcAUfAEXAEHAFHwBG4Xgi8PUJ9vdrnrXEEHAFH4JoiMM7Q4jVtujfLEXAELhSBdRwwf9ohGjuDviJpiHQiBxDTPEMWeXH9u8w0cKJEx0fiPEnWJ9VN9c/hZNCs6XlmIH+I0+nvOnM20L3KzOe6ZPcnJCkMwFa9EX5Adv3N5g5KKA0jlMhpIWn3+Uo55CGgjHoicqSU8jw/iCeaSV3kujIOlVtTFSO0KO83ve1QmwDCzYTA7dVwBByBK4yAqXaJjEBnINdss9e12fNXuEk3uupGBqAfq6IW8gCy6G/KU+EPlbnwGYSNO7mSHZd9clZarPpNKaGkeVtECpEKSgcVErEI8tg+G/Ut+tt06CoECORNrUXihIrSZ1qM/9ssDfnEQv1kFe4nD+kE8glKLnOQaaR8Ui2UQoVFyihG6BjVqfffBpU6cMmfzjWvq/XZ0GcEzoQl2UTK85gi44X9v7pu0PL+3TwncVDiucHZAzdO+I7qbkQhwurkpgl/xJKZyhsBRYonIp2Y6onIJ1I7UTLQ7M/4AMY77a8IxruE10mWOtsKufgMssmzVRbC7DxdXbftxe0dI6e090MoXk2ch5r/1qZ+d6A9FJqQUNK8qG32CRjZJxJev/a+BYAfcAQcAUfAEXAEHAFHwBFwBK44Ak5AueIP0KvvCDgCjoAj4Ag4Ao7A+0Sgh5OlyfKK2b9/qq1ZUXmcMHK7JA4+OX0uN2kgeuA0iXvj1ajvKjBijWZPS8L/E2Yfb0I8WWrXcf6EsAYRRc6mS08MvmsG/26zFVo4Hb5j9qv2pYTS6nTCRwuzVkURTaSGcjhJal9ElWohb04tObbSOGiVVzGXC9+8WjIHx1a9GTrk58kRcAQcgauIgNzg6p+sjxIloS9GUOf7Un2XK6Fcraeqvkp2xiwkUamdfFWZNfWTD6R8opA5fUW2JJzMmVqn/lDvB+XQTYZivmAkgiwkkDwkERkDHUhMTUi5HamiiKyJsbGHbXCyK1xvJIk/2hLBRXmWqHsFMs00NoeIJ/MioEBEUTigPG1V2fHOxFIZtOytMlUXO/3WmcFNQ1u6SrkmVw/vJ8ffLnUog6HNUdcleQxdNtGbUi0RCycNoSRDmB1bo3iiMDvZKRRPKoTbQfFEIXhEPJHaSUqhD6V6krB3xmyhiEud3p69T6Z6AolY5JM1wugozOKKKZ1EtRNtL2/VwtJ2DQWU2v65XcLw3ITER9IUCVOY4F12XAHlJjx1b6Mj4Ag4Ao6AI+AIOAKOwHVB4O2R6evSMm+HI+AIOAKOgCPgCDgCjsC5IbDcboTdHTlcUmEukzdnUMmUUHJGahjlgDi3wsfIKHGeRHfK6Wsjx1UJZ8887pgOTq3dXidI/UWD3bs4mmoTJG+u2dct6vUzoXM0M1aqKPJ/dDheyEKiQdVkFAFFMKqdUj8REUVKKIUsM70hrNyqlu2YZpw+7q6FbSegjPHW+SWOgCMwaQjIYW/kOtZoE+DsTwfcxuZo70AWaPM9qZA8nq4OAlI1KUEQvQNh41MUT/6uMm+h8rQ/xfGCwtnQt52+5x9gYPeSh+i0UkJJwt+UIIgU86ihQD5pYBMoDE+j3YJ4grIOf1LYRKK/7rE+KumM3kn7x1rKJkUIJlI5mcLemEEBZa6vgDJXmbG+OYYCioSVw/kmb6/WtvBHaibx3+Grj97XvapbvO9sJN7h3IcRSLZVxpVIIp8QklBqJ7mZqHgi1ZN0EaWTPiElBfFEaidGOknetqShp2ikbDWF1pHSiVROtK61WuHl+lZ4wfJ0NSqdaK3wiPVWB+JTB8UdnhTfYT3WNyehggJePWR61Gp95vTZ8+QIOAKOgCPgCDgCjoAj4Ag4ApOPgBNQJv8ZeQ0dAUfAEXAEHAFHwBG4dATkuNvutMPz1k74upYzB14BAkovF5VQNDs5i2PlspLGozWrfc+cPKevRaw5Uvu0aQZZ/If5cvic2cgNpL+3ui0UYOqQUNpWxulzfw930NYuM2a1/LK8Zg6r7UYLJ0U3fHp73mb5l1E1KbHoscj5lSRti3yiEDy49cwDJezkEClCYKlASHmMzPsqM2/bHPPkCDgCjsCVQYCvOlN74ntOfVKGvkn7clxK0atOQxpy4Np/92RO9nONKjZT9MkP6JO/LM+G35XnwoemfFKwsDt5+rJ3JZ8MY5DYAgq3o8gq6i8LIotIqQTySwvyiQgxNWyCeqvBrTjIIanKPW5vk+yQ4QzZzmBXSM1ExBMt1UI5VAn3p9A7Fn4HBZQKx4o5iA9cKwLMcJ99KLtDu7G0w2UeuujIXdXWKDSqN21Ve7R/2hTvlDnRz0N5kafl/RYip839/K8XkSStRaF0CiyE2smUIFSjcpJF7SRThbbGsXRuiHQixZPIUBqrQvadY0onKJ5gq7UhMrdYizS8wbKyjbqJVE1QN1mW0onWhNZZ3amHVZRQpIayicKdhXq6UaSTg/BG1Sod4x3lRX/7E3bwet9zBBwBR8ARcAQcAUfAEXAEHIHJQMAJKJPxHLwWjoAj4Ag4Ao6AI+AITDQCIiho1vhLZv/WmQksh4/C1eRYF5mBXM4EnH38uYQkx0syd1eD0+ZDOWM9EFcP1XQu3MuVQq8EKYO2LuFkamr2M0sHQsqkpRfrm+HV5nbYITSPZtbK0VGCXHKrWgl5QhOIbHIYEzlk85BNdE5qKLpOoXtmyzxT9uVD0szcTSegTNrj9vo4Ao7AMQjI/a2oGOqjpICikHFSQUnC7qi/aFt/RkwH7XiaWATUb4kUOpctBIXb+UNlzggo91AOmcnksD0gdoiscc4tUH4iTogIAs2WPpH+EXtHSiV6j0Qmyda3rF/t9NooUqDQYP+ia/xwfbLcr7A6JZRUytgWU6VKmErIJ5BaypBbpIaSg2gj4onaPV6KL7BK1dZZX2fdbUQR2haJL8opsarGq4muUrVjHSw3DrCWUWZ5nbV2yvn8k8gnmRLPcabIMqR4gspJBiWUFMSUFOQTyctZeB5VYeznEusrpRKF1mkMqZzUsNMWCanzGptNCidPIPs+WYnrHUjEsuP0jg0v59/6q5WjYXHmt/tqtdVr6whcGgKT9RV9aTB4wY6AI+AIOAKOgCNwvgg4AeV88fTcHAFHwBFwBBwBR8ARuNYIiISx3m6GXxrbYQonjPbl4OvtFUImG2cry/F3GSm6OeLsyL77Yyx/QeI00VrOF9MFwWEkp9eHhWr4faVliiI1HAnre03i0OO4nKC0h5Ojy3N4vrZh7W2hgqLl13dvhd7tPWZa5y3MjsgmIp4kSVt6VgrDM1Us2PC+Ztrq3jzHFKpHYX7ebO2EFg4UT46AI+AITDoC+u4XJcEIKHy/aa3vdClloNfF97eUUPYgUoqI4sF4JvV5qi9W2B0RXb9Ejex3qJ98DFlD+1OQRKXApmc76NHOtyVkHdKE1dkzAlPWyCPq+9O8R+pLYQgY2bOBPaTwPMQI4Rg0lGH7oF85EVaKqjf2xFQpqp5Mo3oiQosUUAoQT/KorEgdxQgoY7RK9o4t/NE6+WubZ/gTKSy0l3aJOKKkv8q73wwdGjtFGyxRU4m5j33ze7gwBanE1E4IqZMhpE6mrCUqnUj1JCO1E5aUVE5gsNmi2IbC4gQABJlwk/3UQeVES5t3ot5sh+1G09TkllA2WUThZBF7SuslFimcrNfqtl5jLXWULvaXJ0fAEXAELhSB2IlcaJFemCPgCDgCjoAj4AjcDAScgHIznrO30hFwBBwBR8ARcAQcgXNBQA6YHQbXHzd2jHyi8AZSC9Es5BIOIZPDP2m0/lxqcjATGzvrx4iPjo/TOU/kX0gcLSJpyLmlUDwfIIuvJKLN80YNp2Un7EL4MCeNnZmcP683tsMbZtXWUS2ReomcIdVCDodYlRnbPBueS1rSAENJzi7N7pZDTSooBZYySijTpYIppCgMwRYOFCegDIHmm46AIzCxCMhfbOQTvu+GSSgFaCkZHMqKZCF3uMI6qD8TGcV9L5P3OEUiqkLIuI9qiMgn/1hdsDA88yiJlCGmKOzfaVPynA/2gkflgiVhF0JgoqgS4XGichhkBeyDDmF3Gp0mihU1SJsiaBKuTrYBN8k+UN+qFPtYwuHRDoXdmYNMM2PkEwgoIqOwqJ/VMl69LNv4p/8uR+uFQ0kDhy4Ze5PC9UkQZcTy6VdGK2Xb3x0ru8E9ccuq9S51G6vU4y9KQ0DJThVCbiYfsrOonhBiJ1PNR1KKFE9QOxFBxdJpGssNQi0h78r20iLVE5FLVgitI6WTn5ZXw8+ES/xpZc1C7qwTWsfISuAS8blkgI6Hz886AheHgH8ULg5rL8kRcAQcAUfAEXAEHIH3jIATUN4zwJ69I+AIOALnj0D/V7mmW3lyBBwBR+CSEKh12+FNK4QfdjdDBWfQ56UZc85IFj8jGXn+nd499O6N0TejloED5HR5Jn4HhW4QCWWK9tzG8fQJM5cl/y+izY9I77f3cDZNWuo7Ul9vbAFCdCWJjPLF/dumhjKNyonUUBSOwmZwD9Vfz0uheMqFfLgdKjhTmN0NgSXHtVJI+WFxJTxf3QzNFg/dkyPgCDgCE4oAPEQLvSOygJz/6odiXxRDihSlXoEmihFPuNZCq0nBwtNkIMAzE7lkFkWQL7Arfke/+1lxOtyB6DrDsQKh/oaVvMattOyC06RhG0L9o8i2WWydQmbPwvGITNLCDhKJqQAppkGovjpqKFJEUcpiP+SwH6RqonA7M+XpMFuaNvJJFWJrKQ8ZgvNGPiH/xPY4qY5qR1zUx8dk+8nOSRkccV4/K8WZGWQT1Uu0P27dlPUwblYUB/SZjIScWGeFv5EiyX46qoD94/sbsS6D3ZiF7R88aGFzIJztq56gcpKtoHgitRMtRQIusiRqJ0jbjN1QYbXXVzuRakmzT/rdqjXC6vauEUyWUTh5s7Vt4REXd1A+YVlF8URKJ7vYUV3uk53myRFwBBwBR8ARcAQcAUfAEXAEHIHrioATUK7rk/V2OQKOwPVGIBklvN6t9NY5Ao7ABCPQZPavlh9wyrQZiNfc3VvM8NWM89JeFqKGKn/QIXCRzZGbY3yXzts1Uzs0Y76Kg0iOyo9xIDUJ1yBn5bPmDm1++55JObKMCsoyjo96ux026g2bja0QO2pHBpJJKYfzJXpk96ssx5McbKV82kLvFLPZUEEJZQpCihRRRLxZYyavE1D2IfMNR8ARmEAEjCzAt7/6JPVA+ptoS8R+CaUDU0KJJD0RCCaQTjiByF5MlfTMipA3FgiB9yXKJ/9cvRU+hOyh0DsVyBwF+qLTpsTNr/VprBJdm9wjoohIJUrFXBd1sYr1qQrJU4AYs1XfgWSxY+F49M4VIaWUIM2U8yULszOF6sksyzRhhMqQT6SoYiF3VCN1wGOkpB0DmkifhDI4MUYuR19ifAirSkI+OZsdNYybShP5JJX8dlVzURrJlHKDh9Fvvn1i+9v7D8r2ddOg3iOvSy7oX5oSyYUlM0Voo1lCRBJeJ0P4nSQUT3J+kOv4WxZuByXAZuv/Z++9GxxJrivfgHfl24xrDodDUhyKpKRdPbPv2+03e/+91Wq1kihSdDOcae/Lw5vCO78bGQCqugxQrqu6b3QFIk3Yk4mIbNyT5w5DUwpxuNnZk6LJa6nQPX6zEx692Q4/vN0OD7d3wsOd3bAnwgkuebKrNX9DntMRcAQcAUfAEXAEHAFHwBFwBByBW4yAE1Bu8cX7eLt+Sb+wfLwA+sgdAUfAEXAEHIFLQ2Bv2A8PQzOstssyGuXDLyQvX5KxAeIGyijXHcykqEeF+LZtbJ0nhxnbxRxdIjeGl2Bjweh1V8aizsFS2Kr1wqbecH4oEsqrfkcGqBvKRNGgeQM3PH9jKibNXj/85otPwy8+vRvW6jKI4WJH7nZQPZkNCadKqRg2GvXw4zsHpoZCnrLeWP7Tizfhe8nId1TfTXRDNDsW33YEHIGPD4FIpovKJ8xnKaKakYgoOOCB5MDsPRKngDUCIiVkFA/vDwGUuXh2+IWUQiCffKPnic9F4FgXwQMXf9KrWLhzXFtCStP2QjUpM0QTCEwQUahrJEJFJJ+UtJZGJZMDkQxQQCEPxBOUT1YUSW1b7nZWRUApi+AJ+QRCi5Ez6NQ5Av1I8RzFjy+icSU3QhBjom5Q+jy+yDtHhZM9g5lbG+GGaxuRWyGe5CpSsCFyjC8rIUviTvZ5wrmYlQZSvkOlJjsooKBugsoJ5BPay9EHXUdTPdH5uYNARvHkYCRXO8MDc6+z0+6Y2skrEX5f4v5we1/KJ00RdTvhjZROXrda4Y3ytOWeaah5xcknc6PtGR0BR8ARcAQcAUfAEXAEHAFH4ANB4PqtAh8IcD4MR8ARcAQcAUfAEXAEHIEQcMVDxJjHz/kV/bjPm8ooZtRFQFngJ/4Lw5lesDWDDB9Z4xfpA64ACrwtr7exCYy1iey+TJdbMjT1brDBckeKJbsygHSlhLIpowiWqoYUTUYypDCmnLYx+CU7jw1QHxiOKjKQEctyv1OTAgqueVZr1YAyyrYk5AeSjx8O9UYvoHtwBBwBR+CGIMB8r1nN1LjYtqgPjhFEGzCjfQWPG5rroml4LBrlUG4xnIBiIL2HD64FJJM7uN4R+eT/XL4bvhZZ41OIHCJ48IyxaLBnASs0XaeSpgdH4h1xdq3QMOAr5OX+Z6yUvhJxoQPRBNc8rKs9PRO0+m3L15CbnRUpnqw3VqUk1jDFlGUpuRBRG4OkQvvz9iH1Mo0ppen4ZaWGVEZCwUUMZBS+NWBwImY2iGwkSsz9jcgfuZrIH3J3k19SxO0N6VI55EVMQYHEQlbscP9nDs5sHs6T7Z1wnv4SaCePux/6o7hQMDA0euFwINm7YV8Eo+7AnqueytXhk00pnLzeUpTaiYi5uNjpiYTUkjrgvognrQMpBaJ84s9JC8HumR0BR8ARcAQcAUfAEXAEHAFH4MNAwAkoH8Z19FE4Ao6AI+AIOAKOgCPwXhF4O+iGP+hHdsgnX5RlYNGP/xiTyjKyQEa5rsDv/NhLoqFkai6Zbp3cE0wT03zao56swrLGsibD2AMZknDD01HckYEBFRRUYG7q2610H8LI92EzVGSE2ZNU/N//6NPwzaf3wr2VRliXGkpVaiclqaEcFyCgrNerYbi+YuYcFAJKUk35o5RQ/vzqrUnPD4dyYAFwHhwBR8AReM8IJPIJKZF5nUgghUhQNBIKs3Zcp5gniXwMNMfhrszD9SEAIQOCyc+qK6ai9rdSPvmyshTuZG53Fn2GOHz1stU5Ozh9PphvfNwzFOVOspp0APIJ5M24bo5F0qyKoLms24f1UcRbjadeqU1IJzWRVKq43BFRJd6TiR4xXx/INR1T3OLZhK2rIjek9vgqnIhZ9oUykkdFYxOrC5WTvLZzuLuR+ghqJ2yb6kk6rmcII6lQ/rzhzLIxg7UD4ZYv/jxB4zVMpXYyFiFtjOrJYBR6rX7Y22+Hx9t74fGW3OzIvc4LqZ/wfLUtoi8qcz0Rc9sinUBAaesZEVWlq7o+8wzF8zgCjoAj4Ag4Ao6AI+AIOAKOgCPwPhFwAsr7RN/bdgQcAUfAEXAEHAFH4ANBABIG8UtJzX/VWwp1GWHWZXDhR39k668zYJbJTA9qFjPK/B0gZzK80Gd701kWmLKMTcVcyd7GxpXDvgwMb0S6gZBhiig31WCpfjU73dCScaQzUJ/llgfjKoazoYwjjCWXq2VKKO8axchXquGqJyqhQFbBhQ+qKJBZCHttGWhUlywttu8fjoAj4Ai8LwSYwzHyQ3tkm1ltdmYzAoBOoIRCMEUL8e9EO4lqKJrb++ORnfOPq0eAa1MR+YTnhZ/L9c4/Lt2x9EG5HpaLJRFZz6ekFlejRNKYHUfSQJk9dvp2ei6I95HuHAgoIpmM1W/uMAgotAT5BEUUnhvKJbkllHIaxJOKyKu46WEdtWcKKrSSMT3rM62stMF2Ip9c9ZprbVl7PAtpw6JQyFLYXDk94JmbG5RNUDlB8SRLIaPwAAhBxSLEEx4IqYA6blIwkIUvjzKQT0Q6GUvxZNQbhT6qJzut8HJzT+TbV+GPr9+GhyKgvJXiyVDPPX0V6otw0tVzUBvyiWJXRBQnn9ykC+x9cQQcAUfAEXAEHAFHwBFwBByB60bACSjXjbi35wg4Ao6AI+AIOAKOwAeMAIogv29th4YMMff19nKpJOOM9FDeR8CegI0jpYv0IdlGzCaR1YPxibe01wrl8JWINmZg0LntYc8IKQMZIG5qwBCyL8LI0+3d8D+/fxJ29MbuP/7489CTesnnayvh7lJDhrOSudw5bgxlGc5W5ILns9UDM6AN9WYwLnp+/+yVxR2RXDo9EVISYMdV4sccAUfAEbgiBJizTZlCxu2CopHrNGebsXymzTS3Q0SRLoMRJJm2ankZnbWRjPtDGZXdgDwD3BVs4oYGN3esp5BPftVYN7c7n4jEsSTyCefS9Zqn+cPLTyJrQC6KZ2JdrOTsp895ap7NE+8p+l4UASOfi0RO3PDUSjVTQuGmK+hZAZUUjhe1XZT7HnN5l1W1yLhmW2f78DiPnr2cfe59vk+0hhseiCM5KaIVpGgSVU2iuslkG8UTzqGAIuUTtiGdgIWgMumhqHqiOi8y+MsZ3rSWA41PUWziSDwZ6m6BeNIahKFUT1p73bC91w6PdnbCDzu74bvdnfC0uR/2+30jnzBPDERY62TKJ00jn+hZ8Dou0nQUvuUIOAKOgCPgCDgCjoAj4Ag4Ao7AjUPACSg37pJ4hxwBR8AROAsB/0XrLIT8vCPgCLw/BHDF86fObvisUjejEm54lvJ6IxYjxHV1S9Mkb7VjTTTDyQXapRqrSp+Yq3AptCLD2AONDyPnjlRfHnWbOiMZ9htMQAGLLhLx/UFoK32z3wQguy4jkUlMLWBZrpPMoKaxamyzoag3l5dEvGHMFamgVGSI2mjUbJv6Hm/thhdDGW2EgRlzZgv7tiPgCDgCV42A5qaoTDFDQDk8jU16wGGoDXGai3tVEQTGBak5aV6UCIIMymMzME8K+calI4DyyYqUQb6uLod/aGyEb2qr4ccio6xqralfkvKJngL0bxpysIx04TkaV/XF+RCUQwGF+yc/zhvZpCyVk5MC92W637jbKL9oYAwpUnZ2e9G6Ts1vHYzfDXsOQOVE6z/EkoKIJSicFBp6FljSc12dKCKKKZ1ohCidFGL+SD5RS4sP9dTuXcpJwANB/iCcQD6R0smBiCfjrtLuMAz2eqG32w1bW/vh+dZe+NPuZvjLvtzuiGS9PejNkE8OQg/lExFQiLhoRBnPgyPgCDgCjoAj4Ag4Ao6AI+AIOAIfOwJ6CSP/3z92EHz8twyBT350yzrs3XUELhmBpZUQllcvudJrqu4m/gh5TUP3ZhyBjwUBNEBwX7AiA9KSDEsYmHDHA8GhaK/BXj0SaaqJJIpoSImtanuO5k/Kg83CDE5ZLeQbylQp+0zojEZyydORNcMsG3O08v6yjNTHofrbFHFkp921jhT1prb+XyAXAbyxHd/UPq6HYEpeYlkklKpUUFbrVSOudERuwRVPT65+bgMOx43Pj52AwElfihOy+2FH4LoRiOSTvNabgilwQRZEQSOpobzTH+5pzWeTW1sbk22dYiaXXVoH+bj587o6eWtCTteF54EvK43wy8Zq+PuljfBrqZ98IWLnHbmt4bmhyGI7Zzh8dUQm0IF41TLyiZFOYmVccfuXVR/3zm4o9WaSZhtGdj2lOGumETyzew0iCiHVc0pROzUdW7alsdgWY7rsoE5BHEHlBJJJcbUSShu1UL6jeL8eynfroaTt4nolFFYyEgoud1A8KUn5pJQIKFREvOwOXry+idrJQMSTntxutQfhoCm1kx2RSja7YfCmHfqvWqG52Qo7crvzdHcvPNzfC39t7YWnvVZojQZGOInKJwfvKJ+IvqJOXsG1ufjQvQZHwBFwBBwBR8ARcAQcgQ8Bgd/+fx/CKHwMHwkCroDykVxoH6Yj4Ah8QAjwmxbxBv6o9wGh7ENxBByBcyLQ1xugKIE80Q/133b2wrJIKHdKFZE0KkHmimuZutIUeTQ955CsGFMuEeMRhk7ezh7rSfrHlSV7E3ZXSig/dPfNGAEJ48YGGa1GUirZHXVDs9sPm/tt2YniggIxhc38CmOUgYk3n7NzaTxGPimLrKLjEFBwzbOxVDfiCgSU0pu8EVAGIrgcSFnFwweCQPoyfSDD8WF8eAgwi0E2YZUhMlfz76TAmXhWpDptoIchFp7Mx1JC0T+UUJgT+1JCYdvD5SFQEfkEN32onfxGxBOUT36C8olURDh+2nU7rRdcN65UjGk7phxkOUvnqSde/9NqPHyO/JSfpNowfpJVnLUzU4R8RMLsdjxy9idtEajZ+q37cTaNZy/4aeu8+ifyKeoluNTJ16R0UhcBBbWTJT25SeWkUBPRJHOrM1U50ZVSOT0QnK8TaYDnK61Sc1aQZRN8YQzxZKBvdKZ4ctAWjVgklNFeP4z2+6Z80t/vhd2Bno+k6PdEz7Hf69nuebcVtt5RPhmZ6klLz70dPffiisfddp37YnpBR8ARcAQcAUfAEXAEHAFHwBH4wBBwAsoHdkE/iuHM+TvDR4HFxz7Ic/7W9bHD9l7H79/f64ffvyfnw9zv1fPhlpXijeCXkin/z9ZOuF+qhh/pLWfeaMYdj72NPjHJXKiZUwtzCePtP92iwOG9k6uIZfmMJczsk3Z1lDfrl2Qou6fxDWXVeFtfC7vDgZFQnsglz40P6vOBiDI7nW7410fPwq5SFFG6g0Hoi6Dy+epyWKlVQ1nudiIWh0dUktGpUSmHA9UjScXwDz/6PNTLZdX13NRRXu41w6aihw8IAb4KHq4XgeO+fNfbg1vVmpFPRAbAHm5RvY8Qnnzzwh3I63RU3MiHsXbGoWjqJxisWQMgoTDXnVzLrYLpvXXWKEHC+365ZuTN39TXw2/qG3pGqBv5pCI3SJZnzh7OXo90dbhmbHMOMsChPOyo/Xh0SnPJDs/Z6uFs1HK4lcPn2Yv34LvHFz1iY1q00Bn5zbWOiCXFlUooLpelZiICihRN8hWitknlYicv4qm51THCCl8ajYsvD3HRoIEYUYOLpe/WiSE7dUqOE4tOTlCYdnCzo3jQGYZRpnpy0BLpROonB62BEVNwwdPryU3hcGhkkxe9tp7pmuGHzr6e75RX9eBeZ6CIqx1zuzOS2x0Rbjnu5JMJ6r7hCDgCjoAj4Ag4Ao6AI+AIOAKOgH5Z8eAIOAKOwG1FgB+UzvGb120drvfbETgXAv49ORdsXuiCCOhHet4UxWD3s95y+FquaaoiKTSkGgIRBfWM6woX/wrQV3s3Pi452sWWgbGyKGPZmt7YxgizO1oxgwSy7G/01uxA5A4MEjc5YCzpinTy6M1W2BMBBcUTM9hpfGZI0bgkhmIuebhm+psESCdExo4SCq57UEIhX1/GmNKL1wFFlJ4MOSiueHAEHAFH4CoRgAgQSSdR/QQFlLP+n8CUhqse5j6IhBiW8+ZTJSoZQCyQkw6zkUsjwQ3MF7yAKGhBRIWU+uvGWvhGxM2f1ZZtHUVVDILqzDIzd2tcJ9Z6PtJ2St+pRNd5TDss5ErJR6uUX7TtlD+mfFLbTJiMJ44rjS6Vm8l54ib1pUim2e0TC511Qh1IiieFpZIRT8pytYO7nQLkE5FQ4nlIJ+o1KidSR8nxBVs0JEDAnbJ8iHQCGWQslbTx8JTnpKxsquJw0zp66MShnek5DpMV1ZO+nsuafXO5g9rJaF/kE8goimTjmbUjQsn+qB9ei0SNkt8zRQjVPM+lOaKv7URAwf1iX2QUjeRw93zPEXAEHAFHwBFwBBwBR8ARcAQcgY8cASegfOQ3gA/fEbj1CPhvPbf+EvoArgEB/55cA8jexFEEkCLfHw3C417TlFCKphiit2tlkEE95DpCuvVTSpuLmk8svz7GZpSkhtnagog1kVCDQQ3SRlMqKNt6U/aVDBZbIqLcloD6ye+fvgpt3v4VcYQ4lHHoi/XVsFqrhIqUUOR45xAJhbGZQbFUCuN63P71g09DTXnXUE+Re57Hmzvh5c7ebYHB++kI3CwEDk83N6tvN6w3Wlqi6x1tQD5h7k7xyLQ96Tnr0XqxYgQIXGigaLCnOdzya5kCfngKFmUwl6na5vlJBb4xHwK6EFyRDWH9Rbkefi3iyT8u3RERZcmwr07IJ1yxRcJhwgckgHjNDh8/WqMRLXXtE9GSK03/KHtWDzgf82X55YMnp+eDMb54OJEFyJnk5TOlnDqr/qz4TJJVqpuQLevzzNmFN+mX7u2iXOsUV/RMtiYXiatSP8HVDhG1k1LBOmoKJyKdqIj2F+85Hbb+ZuojkXgSSSe4wjnoyf2NXOEQbHTkt73sY3ZnZjvltVx2fOYkB7Pd1GMuDa52RlI6MbKJVFCiK57YF4qgbgIBrXUwCFt6hnukZ1fcSLINMUVDMAJKX+TiruaJlp5vmTMgo9h9xyThwRFwBBwBR8ARcAQcAUfAEXAEHAFHYIKAE1AmUPiGI+AIOAKOgCPgCDgCjsBlIYDRoacf6Z9KwryW3zHDE+54eNscmX1T1Lisxk6qB4OAjCZZclKuuY5je4n2JUwaU0MDZBrINYwNoyfKL7t6e5btlt6kRRHlpiuhAMBgMAwvtndDRy54MDqN9IYyIx3K2PKjjTWRUKoiociFkt5g59qlgHJAQSQcypREOPlaJyCsELgHIKh0VHe737c27IR/OAKOgCNwyQgwK5kLHs1cbPOZto5rCvJgXW7UPhch4lO5hGnLmNzSmrUz1BwuEkrHjMzD0JSheW9YDDu5vm2jfHAb5vTjxvy+jrFGon72QFj/bWM9/FIElJ/XVkQ+qUgZTQocWj9YM88bWJGn8QzyifLSErki7WTxVmP5VI9SHeD5wDZ44MgC+Szyca4Q62IttfHN1L1odaZeIhUTyCU5kUyKG3oeu1MTAUUkFAgoZSnQQD4pao1H8WTRYF3VB3+xs1OlE5FNxnJvc0CKEolIJwfdSD6BhEJ+SBzZ37Rl6rGRT5N0cgpFLJeOz0Jt2FsdkYByIHc7tE0fUrWUIwvkk7ae2bYG/fCi35bySTs8V4rCiXpoz3KHlE80D0BEgbhiJJvUAU8dAUfAEXAEHAFHwBFwBBwBR8ARcAQMASeg+I3gCDgCjoAj4Ag4Ao6AI3AlCPDWKEogpA+kEPKgUjfFkKqICnrn1ogbV9JwVmm0XciONNXBAABAAElEQVTEJCsECiY5WYiiLSKaJc9qG+NFZruwrGbMOHKMExzHmLkudzw/lTuBmC9nBsy3IqTsyaB5W0Kz2w9/kvucrogoxJaUUTCwPJASylq9KnWTkogmMhUC6kyAiAJBZVV5SnLJ87dffBLq5XJoVMqhLEWU7169DU+lhuLBEXAEHIGrQAACAy5cMJ3PUk8Oz1SxZfLeE2nwC61LP64uhc9EQGGegzCIqgHkwT0RCXdERIGQwjyOS46XcifHmsZ5J6HMfxWXC2XD+Fcin/zfy/cMc8gnuN0x8smR9eSsmmfXZbYnBA2t2LqMZ4aUJaXH3SNnVUKZVJ688akiPWNkxJN4gs+FA3WnSOHZthauTAUgnRTqWr8hmyjmpX5SWC7ZMY5DOjHiyXnAUOeMhIHSicir+nJE9zoZ4eRAiiMokKA+MkrbHZFBsnw44aF8Ss8c37FgRNIsyCf6DM8pcTj6xNWPIm3OgklVPKP29L1Hte9ZvxW+k/IJrhSjwokIKJoXIJ9AqkYliUh+J5+ceaU8gyPgCDgCjoAj4Ag4Ao6AI+AIfMQIOAHlI774PnRHwBFwBBwBR8ARcASuGoG2ftB/pV/7n0jO/FGvFhp643y5IKOHYvE8ho4FO4xxgUhTKV2wisyAEUtRT6prth6UXXIa22d6wxtVFN6kx0DxfXc/PJJZxd6al5rITQ/D4TC83WuGgd76Ndl59TkvcslgOAo/vrMW1ho1I5ZAQplVQmGbWC+XQlkEFPIuVyvCfCyFFM6F0FPd+51e6Mq9jwdHwBFwBC4TATgMaR5iO5JQmK1jYItjNREgUd14UG2En1ZXREKph09KtSwXJJSxzdd7Wrt25X5jR3ETAkq5E+6LfPKs2DI3ayik9DQ/opyAgZqU6EbpDEolBa2FJalgfS6CzzdSPUH55Be11bBeKoclrZeslZCGFgms44RJquvFNp/anD8oL571chRSHyjP/UEV8/boaL5YlkpTHZEAkfKl9KxOUs9sYP/osdnzx25bY1p79aCVEzm0uCyXOyKelNZFEpX6Sa5WtIjqSQFVlHmvg3Ukw9o6pg+RToxMImWRg35UOxmTZi52jHwiwglElBFEFNRPtE0Ad6rheSOlduIcHwyZcVBPIp/EK5Cux7uVxu/u2L7rr0UwQ/nkcbep73jPnuHS9xryCd95i3o+4rgrn7yLpx9xBBwBR8ARcAQcAUfAEXAEHAFHICHgBJSEhKeOgCPgCNwqBPhpzYMj4Ag4ArcDAX7gf9ZrhT+2y1IJqdib5yiGVOUw4boCpo1kiKBNM1DM0TgGjemMm+0dPmi1YPjU+8Rhpag3ibWNm4GGSDZLxaKRL57LqLF10J2jxZuRpdnrhb++3jTiSVcudPa7UcXFjKuNYESTiogmR41WjB1XPNFlT9GILDWRUipSQYGc8vtnr8JD1evBEXAEHIHLQoB5iLnHFFCUMkUnEoBts8t5HYQkiOrJl6bK1QgbpUpYlUJHCjIrGwll5aAc7ujc1BWP5kEUUaSMgqu1zWE3bMtdx86oZyQViCop2jw5s3Kkuj+2tK614K6UZr6pr4b/tnIvfF1dNvIJa2NZrvh0SRYKaS2OVIWLkRasLkgP6oQRCawzi5NQErUBhbWcGC1jUo2Ku3B2eLPb8wyaMdJH+DGTvs5TMMtja7Nc7hSWyqG0JtLJmpRPRD4pNPSMguIJ7nYUcc1zdB0/sRk6AtnECCf6pqAmgoqJlEUO5GJnLGLJSConB61M8SQjnYylhDJRRclUT8CD6hIuoMWIuQyMedFAPYzjUJrVnto4rs6+SGQtiNIin/zQ2bdn1bdSP8ElVyKW9bWd5gHSwVhjtT6eo6PHdcKPOQKOgCPgCDgCjoAj4Ag4Ao6AI/ABIuAElA/wovqQHAFH4ENHwH/s+tCvsI/PEfjQEMBVwWv9oF/Tj/s/ktHvUxkAKyKgEE1+f2KCuKqRM2+eZoKYv10zbpBdG7NGElw68FeTSwGMoD8KdVN7SW4aeNMbwyauGwYyZtz0MJLiye6wHR5qkBhheDu5KNUTyCg/uXcQNhp1+R3S29Q6VtAb7ikkA1BVhBOUUL5YXwm1cvwvB8QU6kFdZbvVCe2M1JLKeuoIOAKOwOIIRKMzsxDzsLngidOxVRXd8uTCssiBKyI+fCXyyc9qK+ETqXLghgc3MBAiU2C1IHJsaVycGKEHMlT3NBeibLUrIgpG6k3FLSklTKIIKZBTkosO3HZQzlK2FYe3YP5PWJwnZQ2oClMUTlCX+bKyFH4tQibKJ/fKVVNAKwvbRZVPUl/S/4LSdUppOr9ImsqS6pY5d6Cs1cF9x4Zq4xhkCtL0aZtzfVglVqltZbvzFM2JdJJDoawigklVKjMinZSleFJcJVbMFY9kaeRuR98V5TspQMoxYg5tpwjxBDc2IpQY4QTSiZRODvpDkU+kfoKyCQonuNlRhJBy0NPzjsqdFQyvrCm2zy4xrdHK6uNQOj197JYpvKmV1sFAZLKeKZ/8IOUTVFCaIqRMlU8gn4yMkGLkE32fXfnkWEj9oCPgCDgCjoAj4Ag4Ao6AI+AIOAKHEHACyiE4fOd2ILDIzxG3Y0TeS0fAEXAEHAFH4ENGgB/reTO8EFrhoX7gx+iHca+miEse3oS+ysCTQ3y3llYwUaRP25zjIxqTsCzZu832KHL88whGNb1nrDfqg7kXGDbWTAmFsRZFQnkolzxv5MbhtoR2rx8eb26H0UhvCff7YVcudDCqHWCI0iCWKuVQKwkfDs4E9lEkWKlWQ0UqMOSviohSLuZ1rBL+96Nn4buXb6ORSfeHB0fAEXAEzoMAUw+0E+bXRGhkNkozEuQ/1hsUT1Dg+EzpZyKfrBZxAyN3cJOcsfVUjrpEk7B5vKpTB/mxkQhRN1kvjqTsUZGhumHGaoiFkE5wvdbWNq57ti2ijtKz7aSOspsZ9uMMep4R39wyeWFdzlzu/FQkn59bXDXi6X1hDgEIcgou2RYJ0xUibhk5QhWA4UWXD2pM9S/YLRsCZVJ5DmRPC9Mb8Mj9ZYVO+ZjtT6zXRnmojVOKR3c7UjkponoC8QTXO1JBKaB6gtsdEU8iM+bk0YIpaz4R5RIIJDl4syidiFASiSaDMGoNwjgRTkQ2EdtqoooSKAvx5MwLFBG077Gyg98i3w1KJ+Irzxyzo5rdPooZBBNcI26JNPZCz2S4ifxBz2cQUiDdpkgevt9EyGcQVzw4Ao6AI+AIOAKOgCPgCDgCjoAj4AicjYATUM7GyHM4Ao6AI+AIOAKOgCPgCFwQAd76xnXBYxFQcMOzYVHS8BgN9RYuZoPTjAUXah4bCJVj3LBGMCCcrzVKxZLHG0nsDXxlwOCJQXQszw5VEWxQQuFceut7T2/Q92SsvOlhJLWSVmcUno13Q1/bjL0kA2NLxJSfju6Eu8v446mFstRNuI6zgbyooKCS8unqcijhskfHIKQM7S3iEN42W2Gv042S/m7YmYXPtx0BR2AOBJhTmFeZXUijETpn8y/qJrjRgSzytcgQP8UFjNae9VLZ5uWy5ujjAnXaiqSNRFCxNSQzjVc0p6N2tVoYSRVlZAonuPIwhRPN9btSUNiWEgrKKKSJjGKp9rsqg2Eb1x6oo1C2Tz1Kk2rWcf26iccw/qNm1siXwppIPRvC9sfCGfIJhJ+vFDkO2aeqtQNizyIhmfsnqdYJtlEUY8lIxxep81Be6lOfclSmlNq59pBc2IuNqDVdq2BR67auk7VMGUqQzf4dqllHsrFyn8G6gWxr2+zrzlIk5W4jUFsKcZtazwhUS/9RNZFLHXO5I6UTlE8goBjxpCLiCS53RABNXTquVsY8EHGkLwW0ltzwdXtypwOxRCon5aHc6w3GodA7CLlM7WSsZwNUTsYipYylhgJZxb43qjwb+XHNTI6Rh/EZ3qA1ex0M20nWkzcoQx3gYHXFrKkfRwum+4bv337megdiMCQUyGJDtUvke2nKJ5DLFPmuOvnkKJq+7wg4Ao6AI+AIOAKOgCPgCDgCjsDJCDgB5WRs/Iwj4Ag4Ao6AI+AIOAKOwCUiAOngaa9txipc8TxQrMtoVdWb5WabmctksXiHzICjDwwUGFhsY2L2OLs+jBpWR5b16P5xNRRkZMpLMWUlRJINRg/UXsz1kIxQf+7shJe9m09ASWPr9Afhxc6eKZmggrIlFzoEril4LEvVZCkveX92jgSMSo2KdGFEUsE9QbVUMsIKbnz++Ycn4S9SQukN9DY1b1p7cAQcAUdgAQQwNBsBRYuIpZpvmIdQnYIM8RNzubMa7kt5CxcwDREhGjoHUWXxQBkZ4VW2ojkeMkVFFBVz56G1JRq3x+GOyCRttdeW0RrlBFx3tEXgQyWlDTlF6ijvklMiUQX3H7ZOLd65ay/B3A7R8k6xaq6NIJygfPK53OzdF9YbIv5ANmXdg+wDbouEtCIkGga4cAy8SdP5Reo8mtfqoD71jXoZEzXndA3HEE1ERAhcExEUxv22yBha+3T9xjpvRBRIKcpvPVJlqU+xnkiKEPMj5ETCCbr3gtKc7o0gRZig1LYNloRNVkNWV1bz0W5P9mkH8gkqJ0Y6kfIJ6icFqaAQ8zrH+Vx8yJqUO24DfE3prN0Nr/eaYXu/HXr7vRCkdLLWL4TVfj7UB7rn9eiSFyw54+EIK7bBziqdIHBcE+8ci2hnOOms4Zaug9JU2zsFs7yUNwxmMpxEPiEL1xiiGGpFkKKf9VrhL509c6cVySdR/aQD+VZ50vf3tnwnZ2DwTUfAEXAEHAFHwBFwBBwBR8ARcATeKwJOQHmv8HvjjoAj4Ag4Ao6AI+AIfDwI8MP/zqgXnsuQ8Vhy55/KAIMCCpL9GAvPZxCcDz+MGMRk4pmv1OFcs2XN6JHVeThX3IvneTMco1vJxooBDvcN8Y16jDU5GSL1lrEMlJcRqA9DTDTSnWa2Wby1AxnienoLGqNUbzgMBYy9ivtdvTEsQ80nK8vWdsUUT3ij+3BABaUgshGKKYVM8aacKaEUhdGz7d2w2Wzb29dm9Dtc3PccAUfAETgRAdYOU5/SHIj61GqhLFc79fCg3DACCu53VmT4XxYBgPUG0sR5gxm3xaTLSxKF+bYA9UATfiJHYDKvjAsiVxbN0D2QGxIM3pOouZR5H5c8RkJRGt30RAIK7ntQZ+gx54rkgNsPlFFMaUXpAYSI9xgYPypYYIkbIxRlIJz8pLYkrJctQjpZ0vyOSgwR4gnXZ3YNnXcIaSVLa7hxHlQ4HZ+3ntPypbqtf1axrqJwzomAELQ+j6VaM+7syt1MFvutSEph7SbaNZmSJRipVZMNOCeCThAhJyecIJ7kqitWt5EthJU9mWSNW1/0YekpncaVTq4kxZOq8MXlzooIKBs1pSJ7ioySr+pJA+IJ6y3kkxPCSPcURNKBVE86g2F4LqLpU63H37/eCk83d0KvJfeJUjp5MK6Gz8eV8FlOxCIjDkf3VHZdub7WRGzn5NZO6MTM4VSW1DCcOTe7CcbkORpPespLdfE9hFyyOeiKEN3S82g7vBapCHJYUj7hOwdpzNzu6Dv4vr9zs+P2bUfAEXAEHAFHwBFwBBwBR8ARcARuCwJOQLktV8r76Qg4Ao6AI+AIOAKOwC1HAPMMP+xjfPu+s29GQox0KIOYK55kebjGcWKUmKdZ8iQDRiwx3Tutu5hIiiq8LINoGfl97WOQi6SbYviP1lZ4fkkEFIyw4CjRfCO6nNav857ryXXQ2+ZB+MOzV2FLhJFtKaEwxqFk+wsySq7WJPtfe5eAQnv0r14pRyUUbVdkPMNFD0oo//TXR0Y+2ZU7noGMYR4cAUfAEZgHgUgCia5yoJUsaX79TEb+n4kM8Tf11XBPKhN3ZOSv6jjklPMSHdM6EdcM7SHnRJj4d4u77IsboHZkoBcRZSyFL3JCUEEhhbgxqsgIjjJKVEUxhRQZvFFJQQGFNXJrEAkqkaTCfnTn01U9U6pD1uY1Jcz14AfxBLLJ1yJS4Nbos0pNbo6q5upoQ2SLutSuysIasiXkk/hv/k4eXl01Whuz1CsYuU4ePj9/vafltGs0kyGndcjc7uh6hIHUTyCf7L8JB3uvIxlF1yfoOo2lohFd8swUZpNbhA+CiCc54ZQTSScIszxrvnAZo4TCgOxeyvIqe+xLvM6cPi7k5E6nuBxVT8p3aqEgAgrudiCk5BUj8YSS03qPq2egew6FM5TNtlvt8McXb8Ifnr8O//b4WfiztgeDUaiO8+Gb6qrFX9XWNJYlEY9EcoF1onHk7fowWsaSkW+yxk5vfbZH5EwqKod7fRQCvvPkfpfUdHprkKAhdvEdeynSCconL6TK19I+LneGipC/cLnTVGwfSJntpAsw23XfdgQcAUfAEXAEHAFHwBFwBBwBR8AReAcBJ6C8A4kfcAQcAUfAEXAEHAFHwBG4KgQwJPFW6eNuU2+IF8w4iEw/Ev24M0jGqitpHyMJhgusGWanmGws1BxFU6TgUePIbGUxH8QQGWlkHcUYyhgxLWGcw7gBaeSt3sbFNcNpdc3We9w2hkGILYxPYiUmNU87lxnGept/JEPplgxVXbnNQfGEMe6JOAIJ5fN1vdmtAxW9/Q655GhA7SRfyoX1ugxmGjd9LslYOVLZqsr89c1WeCWVla4MYqiueHAEHAFH4DQEmH+YhSAy3hfx5EsZx38qI/9XSr+QAspysWRrDfMsc+9lhWgC1/xKlTbNTjZ0IDOQW3NZm0ribMycX5AboEwhRWvAUCoLUSFlbAZwFFFQSMFVT1JLYXtHJBSM5xBXUESJSilRJaWr+bKv45c959P7gtbnlYniidRlRKj4cWUp/FgYE++KdILiCWOqZYTS2bU8Q2Bh6BkLmE1iBHDheuYqkD0f0BruZCCf5IT5WGtzkErGWGoZYxFnUUI5EBkF8om54tH1CMp7OOj6T663NrI8Y62dOT3/jIVlTvfqWPXL8Y+KRoTSOOmDDXV2vMoCqSQv4gnqJoVGcrkjxZN1PVeIfJIv65sg1RPyWAcOd8r2Yr3j0BfxpC/VE0ikxMdbO+HR5nb4k0gnf3n5Jnz3etOUyQ605vPdGfeVvy/ijPZRBPlS1/+uVF1qupfTcwfPV4T4aZtzfZCffqWUvnMNSHlmnBwnj3bYn0Q2bD9uZLvx4Mwn5BKUhPhevdT1RP3kSbdl3zFIKX19nzgPMawl4klP1wp1mNlLMFOdbzoCjoAj4Ag4Ao6AI+AIOAKOgCPgCJyBgBNQzgDITzsCjoAjcCMR4Ec5D46AI+AI3FIEhjLWPJELHgLGq8/lKoG31qsyZEBE4e3xqwg2c2JYon4+7I+j8zaYmRzF8GArllJ9c0zJ5IVwgdsC3BdAzeBtfMa7LIPdvzY3wxMZPuIb3nNUqPJHAw/2FYys6hnucTBOIq1/FWEkw1VTpBGMVS93m3p7umtvQ/M2dVFGMggm5WLt2KYhndTLKKHIUKZ+lkVAqZeL4e5SPZJR1Gdc/XR7R416x1bnBx0BR+AjRgBDNUIMayKaoMrxTW01/FzKJ/dF9tuQSgNzLHNumrETVEdn2flXgVhDXDkopS2s4rYQRHJhauNoGtuAkBhCkflfszVUA5n47VO2fVNhgKiIKgpEk6iUMt3eE5lhc9g1RZRNEVJQSEEdJaaoOLAmHR3d0Z7Muy/UNDbW569EOPi6tixlmZXwhdbsO+Ar8igueCCe4G4OgiHEk4h2Gu28bUUSArlBxNJsGCSTY3bm8j+sKeHGeGkL9zsQRIKUMsZSyRhDQhmQipACKQVSiRFLIinjaI8SGYPjOeUbS0XF6hYRYiyXUOP+qpFR7L7hehkzVpm1aX3JPlO9lM2LXFKQe53yhpTGRDopruoOEhGlUIPQItTN3Q4NRuxT2dnU1GTUXqvXD7vtbni+uxeeb++Ff3v0PPz2yYvw8O22EU+6cscDMZT+DdS3JyINowyCigjPFXyfIA3ndP2NbMQ2w0iNpfFMj6Qzx6aUY9zT8tpSWxGziAjD4nyKKTN9IcRP23znA4IX5K3Xug4PNZYnIqBAROE5aaRzkFCMfGIEFLnj0f7lfY/e6Y4fcAQcAUfAEXAEHAFHwBFwBBwBR+CDR8AJKB/8JfYBOgKOwAeHQPwN7oMblg/IEXAEPh4E+FF/oLdNecv7sYgo97u1sCRiRl1EjOIlv6V+HKqHjBzHZZjzGMYOqCjRbHJ2IXJiqNG7ymFdhjsMKwSOYdRBEeaFjF17MnqxnwxulunUD5lfVBVvKZuxVWUrZgIMQaYzU1m5bEPKxIjV7UkJZRj+8/krM9ZARMFw86ONNfVY7oZKMkwqHg0QZCq5YlipqqfqPO578uo/BJZauSQ3AK/NKNZU/SMd8+AIOAKOwHEIsHZAPPkbuQaBfPITkSQ+l0IHZD/c7mAkhxBxVjjvunC0ZuZiLOmnPa5jMLd81qlpDfAi5dhE7tryWg+KRkYZFKNrkKiQcmAkAFQcpjGqpaT9FsQVGdExrE9jJLAMdGyeAFlyReSdNUUIJijLmNqJSChfVhum5GVrtvpYywg+rN3M5YwmjSil87R5NA/4xRhXwrR/NN9l7qf2ID6YqsmEgNKKKigin5giCuonwnKstc7yHne1qYwgEMa6Hrmc3PWoXsgoobYyJbHEXHGsKpOKWaqyOa2V+Yrc6tR0L+NyR652imsinyxDPokud3DHk4O5y02lv+MC6zIqZazXPamXPd3elerJbvhWaiffvnobvpf62A8in6Bu1tQ6PhvSMxtEp79293Qqkr5QFeG+uKenGkhIKKHgGCd93+gK4zihSzpzOHD3GPlncjgeSbvUwxFL9RH341m2jwuozNHPfdwHijj0TMST7zWGV3rWauu7guoJykFdbfPdIQUrnsE8OAKOgCPgCDgCjoAj4Ag4Ao6AI+AInB+Bd38NPn9dXtIRcAQcAUfAEXAEHAFHwBGYGwHe7n6kN1FXCmW9rV4Ld2TogoSCAe4qQjInYKiIJq2pyWK6dXLLsdzJ5+c9g5FuKS8lFN5m1jakEYx4qzL2/a/9N2YMAZt5SSMQWTCy4taBt9DNPKPBpjFRFy4eriLgJgdDzXcyYD3Z3An7IozQA4gkuOC5I1WT4wgo9AUcIJughAIBhfyNSjlsqAzKKEj/P1E9bSegXMWl8zodgQ8CAVQ4ftXYCH/XWA+/kPLJJ1pLIE1gDIdIkebBkwYb1wWohBi/p/PmSfnT8VTvZF3RfEbI68BY6g+omaRzqcxZKTXQj5LWgyKr1Di6MWO9oi4Usgaac00ZxYzl0XDe0RyZjuGqZ1OGdtRRLEotBcM729taC84KrCdg90AqJz8TUQJ3Rrg1miqelCdkAyOMqr9GPFG52P/YQsLnrPY4fxinKXBp3EZ4nKeiS8gT+6JPSCMimoxFVAi43zEFFG0LS1NGgaBgJIVY4t2ms+MkrOdDyCeoqqhO6huqLl1D6pjWELds3NqEfAK5xIgnUjwp361F1ZOq3O1URUqpSO/sDOJJ6tdA5JM2qicil+zI5c4fnr0Ov3v2Mvzrw6fh3x4/N3c8uOU5zfUdBCaUUCA4obTDvYjimpG8iuk+iLTc6feJ0cR7I/XltDSWi3WQL9XDXcK23WML3GuQT/huQHiGdILyyV87e2FfRCBzy5O5skLdhdhTfhRRPDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCFwMASegXAw/L+0IOAKOgCPgCDgCjoAjcE4E+vrhH4PAcqEZvqw0zV2CGQ1lyMBlwtmmw8UbxrxDXMQ4drSV2bJmDMnqPJrvpP1kQJFwflgV+UaMG+sUphUMjLy5/0hGkm0ZTHgz9ywiCsa/ssgnYEdqFBRxeKgrmm9yoa0tjCpn1XVSn089jiFKb1UTeZOa/jR7PZFQDsJP7q7b2CCaQETBuDmLH3lLcsED8YTj7NPH3nAo9ZSSCCrF8FRvaW+3O7IHnm08PbWfftIRcARuPQLMIMwTEPY+lTLHr0Q8+XV9PXwtFRT2ITRC6iPP7Fxz8sCZJwnnWxliK6kOVUOjkjLJ4YIk/lH5QoEqrN7JAOIGreDmBuIHpEVIABjRiUkhpSkj+s5ACikjkQ20hiRlFFLWFIzxqDxE0kpURkEFApdwdc3FkHdwAYSyxZdSPPmR4ifCNaqUFSwfCi2Qe8z1Cn3NsE7dnRf5o6AkKgbjNBLGTHo075Xtc82Eq+RNjDgShONYEUKKRcicnKOT8WOOriizMIaYlKMsdbHP9kyAbKILHAoipxbLuodFMClI+aQg5ZPiSiWUzOWOyCcl0T6S6olIKscFxsAwIJX0tDajbPK22Q6PN7fDD2+2w19evQl/lvrJI6me7IqQMk/gmqAowr30Q3ffBFf4nvWEydfVcbhXroYlUad4DuGHRlvPlS5G7ZrpiYbG10hN2PeBkc57r/H8AzkWFaB9Xb+XetZEveW53CntC3+Oc9+TmmqQUsbh5JMZ/H3TEXAEHAFHwBFwBBwBR8ARcAQcgQsg4ASUC4DnRR0BR8ARcAQcAUfAEXAEzo/ASD/+82Y2xqxHlUa4qzfZl4u4TSiEpZyMLFgdrihgO5qt/ej+Sc1ShrwxHN5LR+dNMd4lt0O4z6nK+IeRD8PqgVTuMSpuK2LwOS3wBjLkE4yupPbPBifXNqo3hY6Mjrg+usqAcev5zl5oS+LfpO9FQqmKSIISSklKJ3n1DwPSbOA6V6V+UsxXTA0FRRQIK6u1qu6BmLOj+lpOQJmFzbcdgY8SAaYP5jnc7PxfK/fCb6R+YsonIkkk5RMIEIdnmZOgOjq3zrsSHK6P1jDOxzb1yV+qSvP30VYOl55/j/pZN/IQDjXTE9LyQCsY3TGqd8rJ/c7UFY8pPGgNQAmFdZf4Jkv3pAaxgasdEU9+LhWZn4h8clfbG8Wq3PCUbF0yVRa1TR/4ZN627ZRab+K5bHPBRCjFPyURMyNRLFjLRbNPrhXkEBRKiEYYUcqxBDidnTdQBrAYH/cD+xY5RD3ZeRFL8jWRTuReB9WTotztFJb0LIQLHpFRTPVExBQWRltHqfOEQPW4kmlJ9WRHBM5n23tGPkHt5F8fPgtP5ILnmeJIa/SioSdMnookG58p5MJGuJT1/FFUv+y+sFRrPcPS/cEIUzilyynLoVTFo6qQjs5LPqECyCf0Czc7uyLMvJCCzbdSPnktN0oc53vSE+kEIlbLCCm43rna56NDA/MdR8ARcAQcAUfAEXAEHAFHwBFwBD5wBJyA8oFfYB+eI+AIOAKOgCPgCDgCNxkBDDG8jfqDZN0hXmD0Sm+wm6HNrDaXPAIsM1g1sIqYNWSyMWdDFJKxUUl6O5e6qGXRgFoJ5BOIJ7EX0ZCJ8WRVhr/vZDDBSIjkPceOBkyAJXUE8gkp9Zkcvrb1Er4k/DFvSXlEBYm85wyx5bi6jtZ9nn2MWcQf3myZfY03r/tSM/nZJ3fV5ropnUAuwUhFTAHDEm54alJJGYt4wrgwnuHKBwJLpVgMj+Ti5+1+MwydiJJg89QR+GgQYL6o5ItyBVMxZQ5IJ7+R+slPpHxyT253UI5iDkxz3dnAHJ5P4/zLPB5dfZxd/mgOWk4kFM23cTdOvKr8cGtHyy62H8fIp0KWsEHfcV82VUgpar6PKikY3XGZsltGGUWkBMWUogABfutagx+IDPqpyD3sN+QSz4iNWqNszlYb1rYGB/1lEUKA9fWYj4jLhIZhY+AYZJr3FmhauI2FF+5zIKGMSYXhua8k6/fkWsWxmcKJSCZ51rxaRVFEkzqxFApKC0rzOobaSR7Fk6R6YjfX8eiwbva1RnZF2mz3BkYIfSiVE9RO/vxCiiciibKW4ooH1bLzhgNhsTccmBtFSLA8r3X1nPLT+oop6KyEUqaEontmMu75WuMui9/DDG1VYPediqeq4pF360t3zUB489wE0ephp2mEmS2Rr1oiW+FKCPIJ5BQiikB8Tzw4Ao6AI+AIOAKOgCPgCDgCjoAj4AhcHgJOQLk8LL0mR8ARcAQcAUfAEXAEHIFzIMBbtA97+2bs+romNwoVGb/GIh2MC5FEcY46TyuCmSGHcQlLhrE0MGrY0dOKHTo3MZBgGIkVGuHiUKY5dzDc1HJFMxpCRqkoQsJZkzHQVETUV97WPTiiXkIfMABibKQMKUbCgsYFCSXHW8jCkGHySUrE2Hi0rjm7One2p1s74cXOvlzpDMydDuPApc69lYa53EHlZJaAQsXsl0Q0WRIRpawUxZRGpRSWqxUjp3B+v9tzAsrcV8EzOgIfDgKoOa2IFPGV1Dn+28r98I0IKA/kHgZ3MWtS70BJS1Pe4kHzd5r9LVUd0fi9WGUxdzSc0wnIgCwv2LVxvXKQtbN4B+cvwSzP3M8aoFlTBRlJDJAOiffHVXM7guuRrtYVjO+QU0yFS8oqK1p3ljX/mhsV1cWqEccW1w/WnKsgn9BLekt/6WfqN8evP6h9LpwwyonEEBVQEgHlAr2hTgtKdU/kqlINWa2GwkYjFNfqId8oRRKKXPDkUEMhlToYgIP75EKc0oWhCKConuxK9QTXdX988Tr826Pnis8C6ieQQiGPTLpySl1nnUIJ5ZkpoUT3NRA7UHLjXiJChuL5JmfPWWns6W46vXbuOu6C2dxpe3pHHl8H9w9kK5RNcPP4XWfXCCgQrnjenLje0fm478onxyPpRx0BR8ARcAQcAUfAEXAEHAFHwBE4PwJOQDk/dl7SEXAEHIH3hED6Ae89Ne/NOgKOgCNwyQiM7E3afngpifTvu/tmADNjYkkuavTGOwaMyw5pJj1PzZRJ5elX3D96dLEeUxqdEsY71hM6+yiVQNzAIPjn9o4ZUjCgYFwhAIsRVkTYqCiyDdEEwycGwoTbWOcIB7RAxbK1tJVcpRLKWNbWoQw9j/WmNd090H5Xhq9vPrsXvr63YaSSelkuBo4QUege/S7jjkjEk0+0PxgeBIxqZRniSoqoq+DmZ+RKKELHgyPwYSMA8QTXbJ/Kxc7Pa6vhb0Q8+YXSL8oNU0NBpcMId0weFiYb6cBc6btz+vmUUKJxfKY2uiMDfA6mYvybqz8XyTRFYGqqZ+6HxAcZALJiVWsNa8BwDNHxQPOu1g+dT4onbE9LxzVpqngSz6R2ZvMt1u9INAEttkjfq/LJpPPZyITBWLiIzZmlacSTjAtuxPK40imsVkLpXj2UP2uE/Eo9FFZq5mYnh4sdMYggkOa0PpLaA8EJLUGU4ZkA1RNc1W23OuHV3n54+HYnfP9mM3z3ajN8++ptgBTa6fcl4gLKlxdov6nnkidSsTPSiTCD+PE3+o5CDkPZDpdZ0nWxYdD6/CiS8ygJ5fTS3NOQqzaH3fC81w5PRJB5pmdL1E96IvFyDtJJ60AKMYoQVTw4Ao6AI+AIOAKOgCPgCDgCjoAj4AhcPgJOQLl8TL1GR8ARcASuAYHL/fHwGjrsTTgCjoAjcCICGE86Ihi8HnTCX+VyhrfcN/RGez2T/48aHicWX/hEmkGjaeOwOeR008bCTS1UAONgVW+gY0wty+hUllsdVFAw4CQjE/LxvK1OyMsoZvkshYAS3zamHiLWPEuV14xZ2XkrrA/q4k3oqwwvt3fDm72muQNo6q1sOtWoMB7Z2GSUykn5JS+yyWwwVRcZ4Br5cqjIJQ/Ek0a1rCiVA20XhM1WqxVacu3jwRFwBD5sBDBeY8jGoP3/rN63FFdtzIu4LktG74jC4jN4Ij6kdSGayaORnHPnIVdQJpalV+qT/uQNLRxcIwnl6F1Bn0CHNQHMCGnMtpN9nIigynEufkZ8KJL2s+JzJbHdSDihAOsbx3gWOK5Pc1V6yZnGrKGsUVqHtUjFaLidiNDpPaA+C1qfRUAprldFQKmF8udLIVevytWOXPAkFzun13ToLGspBM22yCVbzU54qjX3BxFP/v3Ji/DP3z8JT0Q8ebvfCiMRL64KXJRQnvdwZRPJHZA6GiI48UzC9zevdT4SYuPdwjVOaBwazLE75Ix3xTz3Gq502iLAbMr1zqNe01wEQUTZx/VORkCBIEMeXAZ5cAQcAUfAEXAEHAFHwBFwBBwBR8ARuBoEnIByNbh6rVeKwE35WepKB+mVOwKOgCPgCDgCHx0CGAV+EAFlSYaLz8t1I6JAyMjZG+7JLHh5sLxrBHn3yGmtzRpQ2J6aSU4rdfY5DIQVjXtZNi/q/El12d5U501/SDkYUzCuQMyxt9Vl4DHlE5XDrGj90lCSqccIPHZQH8p7IIkVdokdfWKUQWnlqsKBjFG446FFyCPt/iD86otPws/u3wkrtWpYquhNcL3pDSFlNkBEwWiFUsr95SV7w5u6OFYSaeU7vdX9aHPblVBmQfNtR+ADQaAoo/+dUkVudhpSPFkzlzvMhZBPluWirKrzrAo2tU3GvNgcfnTWYx8yRJSKinNkJJIcbmXS3Ckb9CyWzTKpirzUR94nCeVod+cZleWh7yrMmNjXFJyFyUY6cGYaMZ8STRL5xHA/s/Q1ZdCwossbjRryCSTJyyCfCDj7JyJlrizypYgoRFRPjHxyeAk8dbAjrYU9VE+0njZ7Pa2xe6Z28heti3+S2x3Wxmfbe2FPbutYN6+KfDLbSZ7hnkpxhOcXnmOaIn38Ug3fLdXCqiAsCUsJ2ynMd9+QK94v8b6bbevoNs8wAxFq96TG8kZkZpRP/irXOy+kfmJupjJyTFt9ol/9Iy4Nj9bn+46AI+AIOAKOgCPgCDgCjoAj4Ag4AhdDwAkoF8PPSzsCjoAj4Ag4Ao6AI+AIXBICXRkFHnaHZljE1cJ9uVxYkesF3qA96g7gok1i1DjOBDKvsXFqGKEnh/cu2jeMqqif4BKBsfO2Om54GnrbP+IQwt6ob0op1ey8uU9QOYw+aVyktqeNZKhlPy91EXNZkfW8NULCf3Rl9ikMi2/lEmC71ZaLgH7YaXesn0uHlFA0tqMEFPWPY7Wy3EWghIJbHpWpl0uhrrSoc6+krtLS298mqXJR4L28I+AI3BgEIJh8IfLJrxob4R+X7oSfaU2AkLKsebCcKUUZSUA9TnNe7PxJs/vpQ0tEiAPmUM1ZzKUEPuddF6zAzAfz7ZSEopr0976VUGa6N98mfVZOcLDIh4XJRjowZzpDPjF0mL7jsUg2mLOaK8+m8UE6gYAiUqyl7Gf3xcLNc19RllRKJ/mKiCdECCglrdBalxcJQ5FKWlIV25HLnbdSBPvzizfhX354Gv798fPwu6cvQkvEk+sOKKG8khJKn77peQ7XTjy74PIJt4qMvwip2J425hvvfLnwLCg3fyKZ7OrZ6HW/G57KJdBfO3rukOsd3PL0dA7VE0gyHcXpXXjdKHl7joAj4Ag4Ao6AI+AIOAKOgCPgCHwcCOg33fx//ziG6qP8YBD45MEHMxQfiCNwLgQaKyEsr6rovD/JnasVL+QIOAKOwPUjkE1rZRl7aooYIJdlvCBF6SMZBC+zY9GAiWFoOqtiNFwkUNbCZGOR0qfkVb1GHFG9kFAgjfBm8ZJUUHA/8ZlUYu7rzWIMPGDEeUYR/83WGztoZ+OmjZB8CVO9mG8moYlRRgbBqwgHBzISDWSgkvucdm+g9oO51bG+iFDC9Uh9Su1bl3WctCilFJQRKnqDHBWUmogp5N+VsW3yBv0V9T315+NM7Sp8nEP3UV8rAny/H1SXwi/ra+EfGneMgPKT2rIIiVVz6xHJeXGWY77gzkwpHY1HTu/y0dnt6D4LQpp3Yp2xvnnqfrfl6Xcn1RnTd3PepCP0kcgczbjtn3V8inG2O1e3I8aTFcYIAEzVBxkV4J1rMFetV5SJjklJI4hQEURcGJOyb1HEDvZ1jxhAc3Q8VyqJbCIXO7VaKDQaofj556H42WehRLx/3xRWckcImEdHxvo2Etmy1x+Gpta7V7vN8L1c7fzu6cvwT399HP7XD0/Cfz57ZS549jqZ6snRSq5pH8d+uOHBHQ6kECBCvY21Wp/ZOj+9jy7SLe4o1E8glezq+jyTQtyfOzsiMzfDWynFtXWtOupDS2lTeSCijHTXWacu0rCXdQQcAUfAEXAEHAFHwBFwBN4HAv/xP95Hq96mI3AuBFwB5VyweSFHwBFwBN4zAvySt8ivvu+5u968I+AIOAJnI6CJLf6ZhPr33b2MZNGQdHtZpAvUPy5/6sOogx1pDAPjHPWriNkxzACquqiD5DIC5BMMNnVZACGeQDABh3syxD6oLIV9venbFpEDowqS8hhZOjKy0Hwy89GXuC3zocrHN4+VQXXyDycWBDszHkgJRbkvawBW8/RjLIPUTrMV9jtduQ3ohy0pomDcrMo4R5uMdblWMeUXbR4K7FZENiFCPGlIBaVaFBGnivueQngtJZQ91TuQSwIPV4EAd9WRi3IVzXidHzUCzFEQ7L6Wq52/l+rJrxvr5oJsQ8onSQGKefGkwDx2VkjT83FpusuZj8ZMQsyF2WREzcyl87Qx24fYo1h6clx13gYllKh8EkecwTAZfxzXZESnbkSs40pERsNXqa037HPwpgXdh0HkzlCpSV5DpJO+0l5VfmREJBmK8AgJZaT1Jqf0uAEkwBiX1qh8tWoElLxIKPnl5ZCv16R8UrJRn4ql6gYvyJt9qYu05G5nq9MJT+Vy588v34T/kNrJ/374LDx6ux12tQaObsAa2NczyRtFXOLs69mE67xerBihFiUUScBonZeyzDm+TwbYzIdgsXYgmkBAeSmXO9/JleMzueDheain5462rhPKJyigOPlkBjzfdAQcAUfAEXAEHAFHwBFwBBwBR+AKEXAFlCsE16u+IgTuP7iiir1aR+CWILAkBZQlKaDM/rB5S7ru3XQEbhcCx1kUbtcIbmtveXu2L8NFSW/Cr5fKUkMpKULAkGy95r5FDYBn4RCJGapVViAMQfPWf1w+7ppLv3NszEz7UkLBJY3UYZblmuhOsSoySi18qvhZpT6J90pVM/ZAVkE5BtwIsW+xdzbWVK9GDBEkjRz8rzSorZGsRr3ByNRQmjKo5dTHktRNGGNBnclzrWOn3ukKuBdl0Csof0UklJLUUHDNg7uefdUlj0IyDl75KN7plx9wBC4XAftSXm6VN7g2lE1+Wlsx4gnkk79trIUvpYRyV/MZcx7zWJyr4yBAh/XASBIzc9l8Q5zO0rPzYio7QV71WsjSdPy4uT+VPSlNZVIdLDYco+rJsZMKX/Nx+mNRnUv40oXYzzSS+ToVkX6XfAKpgjC9EvPVdy25NNCcGEL5ksZfEXlEbuDyIprkwiDkIKOMUUDRH4DoWcWISkc6lu5VS0U+yUv5BOJJYW0tFD/5JMZ790JhfV1tCeUZBZQxrApc4w0Owqg/Cr3uIOzut8MPb7fCfz5/Hf7342fhn79/Yqonf9D+c5FRUEUZQoi5QYDas5zWYlKUULhzIJKxtCe3iqTnDQwVkgvkkteDjlzu7AXIy09FPtkRGSW53MEdEO0PcTWY3XfnbdPLOQKOgCPgCDgCjoAj4Ag4Au8VAVdAea/we+OLIeAKKIvh5bkdAUfAEXj/CNygHxbfPxjeA0fgqhDwL9pVITtPvQMZCt72O+FxYV8y6ktGptgQEQUyBa5oMPxcdojmsWnF062zWiLn7P1ydP+s8mefp0aMWFW9NQwGyzLg3B1XTXYeifuRDDBDRQwsXRmgMLzwJvCO3tLezrb3pJaCQgp5cHmAZD1lCgITA1A0BkVowaInAxg2sKnZ8Ox+zpsD41rTVFAGoY0SSrNt44N4wpvSRjJSn/IiHiUj3mzdZRFOiOSvSQmF7fV63cgo2+1O2FR9e22NEkMT0YMjcCsR4N6dfya6lUNkhPquQy5Zk7LENyKd/FeRT35WXw1fVhphQ6oJuO44C4fLRinNGswhzEc2j5BmPWFeXIyGYUWtTCyb1ZRjjlK9lsY8qe24d/2fjNKixmsjnhk3vbFjC3Vruoqwxfim6UIVXU7mNIDJ+KhWBzmenYMQmc+LNKL1NpeT4smgGMalfhjnpTBy0BJZRESGfjeMRXg0NoURPw5fOe5rFbZoqidLS0Y+KWxshLxIKDkRUnJlKawoj91NVlzIKB0PRdpQHMrdTk+qJ/u43JHK1x9evw5/ePUm/PH1m/Cd3O882doJLbnbuamhr+eNLcW/tINIIgPr5pq+01x/FN1Qd8OtHiGD3rbn+QAunmNQOEFl5bWux/fd/fCo27LnHlM8kQIKyihEXALxfOHBEXAEHAFHwBFwBBwBR8ARcAQcAUfgehBwAsr14OytOAKOgCNwiQjw45n/gHaJgHpVjoAjcEMRwKiAlDoueD4t10MjU0JBHeM8xr+ThsmMetj48e6Rk8pyfFqWXmFKiuGyZ2rqpQWMY7jOGctoSRt8QhbhTeBB8SCsyG0A0vNJch7jS9pPRhmMQWyD8f5Qb3Xrze4UaAejK2QWyC2xlXT28tIDDEcynmFE+x/fPQo7Io/8H50HUkYZhi/WV8PGkq65DHTJQHW0ZdzxrMmNwWD9QIbCfBhoPNVyMfz+6avwn89ehmavL+Nd/2gx33cEbhEClz2L3KShy/is7y1KTV9L+eTnin9bXws/F/nkM833GKpRwZqdYWd7H+fD2SOLb5uxn2LHwMwh2jAiG0QCMpOm4yp0nnUorhKxQStvjVCpjsXDKbG2rvODrljUOA+lWScWGW82lMlYwJFjk5TtrN7rTHIobRVFcBRxMVfStmLazmf7nM/JWUsuSPVEaifjfj2Md/PhYK0YDlar4aC5G8YDEVIUtciEMQSU2ZDhN7lfMvWT/MpKKCgW798PxdXVkJMyiuWB8Kk6UO6CfDIU6aTX0dq83wmvdvfD7yCebL4N321vh6d7e2FLa+WOSJxdrZXvB8XZwZ69zfPG8147/KG1bW54fiPXWoWwIdKZvkO60SCgGbn47KomOSCf8FyzNeyGJyKdPBT5BLc7b4ed0DrAJWF8BuoqhdQ8JZ+8j7tu0m3fcAQcAUfAEXAEHAFHwBFwBBwBR+CjQcAJKB/NpfaBOgKOgCPgCDgCjoAjcLsQaMpo8bCzL1czFXPNsCZixbJcruT1xnhS7LjoiDBFYGhLaaoPU9k8xrZUNpUzo11WXzp2mSn1F3g7GwOXdtgnRHMZRBRIKOUwlCELQgqujFA6ITXCicgmqKPsSh0FpZRtpZv5XqgOC2awqcvVRS0vw5ew3wuopsh4o7JmhI1NXdondXalgPJqKCKMjHjb7XZUG1ALSPbzBjnjrOck2S9DdRpr6kBJbniI5KmVpIQiwyKkFY7xxvjL3b3weijDE0Y9jMceHAFH4EYgkL7bq5qrPpELsb+TQfq/SPnkR3K5A9mQ47jdOSnMzgWz2yflP/Z4mhJSekymySnmDybclCov7c67ThytOq4tk9qzylTjeyShJBy5NmxP0qzz8ejRkcy3n0ZKOhvnK71gLhuIeht9Bxm2jCUuIFpTcKeDW52KniVIq8VQUIzbcT9fEvFJxJOciAtj4qAeDnZLIqCIfLKxFMZaq8ZaS8dau4LWMC0yhztJeymAp4gmuVot5KXUZa54VlZDXjFXlhqIABnL1c54KGUyKZ5APum2+0Y+eb61G759/Tb8v08eh395/SI8bzXDfv/mKp6kIR9N+xBFFL/tBHumwAUPBDMha0oofNcLBe4w/p0d+N4N5E6HZ8S3g2541EP5ZD+86LfD1qAnpbdIuoV829P1g0jrwRFwBBwBR8ARcAQcAUfAEXAEHAFH4HoROPlXnevth7fmCDgCjoAj4Ag4Ao6AI+AIHEIAyXQIErzVihJKTW/DY6jYKImUkBkrDhU45w7kBAxUM7bFc9WEzSnWQV3J5Hauqo4thGHGDGmcPcZKE+1tEDVk1BE+5bHwUj9k2jKp+uXCSEafcrgzqoTOqDaRpm9KOaQpYxpueiCnbOut7k29VfxGbpDeyLiDgQciylWMiaFQb7c/CC929sM/ffc47LQ6Ub1Eb3cPRuvh7lIjLFWlhpBJ9VNmNpRFSlqpBZFuluWWJx/6Ip00KuXw74+eh98+eS5lla7cFHRni/i2I+AIvEcEcKuDAfobKZ4QUT/5SvGO3PCsSPFqHjWE6RQ43Vp8SHGePm22npyLk3ua5K0pWr4ICSWWpSrVFCvL0rP7ZR24pA+atghZgu2UZvXPRws42hlGF+GylO2ZeDT3Ze3nICuiaiJySaEmYkk5Kp1MVE5EQMmJYGJqJ8WZbVM/0XGOSQEljPVTGdccAqbWzHFdcX05jLv3pIgC6SQqloRj3O/YWHggSEFrVE4kyVyRqHp1n+cUx2pj1BqGUTvGbrMX2vvdsCl3O89FoPzt9pvwu+234Y+72+Flu6V1G8WT2xsgtj7V89ySlFC4p36FEkpuXYSz+AzG9/6s7z5KJhBqUW7j2YT6/qrnw8ddkXP0/AL5BLItWDn55PbeK95zR8ARcAQcAUfAEXAEHAFHwBG4/Qg4AeX2X0MfgSPgCDgCjoAj4Ag4Ah8kAry12hkdhJciQnzb2Q3LctVwr1wNVRFRKorJSHYZg48kFOxNMhrFv4WqxdSEcS0SWbSVDixUy9mZqTbFaW6OcDyaCVEEyQ7EVJ/0DTyHMt4M5aYHcs9A1BTUTVBLacuYhirKtt4e3lSEePKy1NZbxU0jsGzKQw/GHBRWLjuA/VCkkZ1mO+zJJc+uyCIQSYzwYgbAsfY1NrnjsTSNL+sIxJSSjNZgX5VbHhRQ7koJRWbE0BGx5dHmdnii+kcyFKKG4sERcATeDwK4T8Pdxv1STWonjfD3SxvhH6R8wv7dUlXEwpLN76f1bjr/pRnvtNynnWNWJMQ07cVjhz8n55iPmH9Sqmz057wklFQ6m7GnjcZKbX/S9vTspW6lttN6OkmzVuKqsliTR/sMPhxjTj96brGaj8mtAeSQ1GCNUIRwkhfxpNCQ+7alUiShJLUTpdHlDvm1QlAGMivllcZjWX00lfrL9W7URERZMbUTXOXYPcDxLF/cOObTsqhu3Te2fMrdjsRVxF9R2hZBVGTPwX4/9BWbu+2ws9sKP2zvhL/sbIb/sfsq/Edzy9bkjsgbtz30RArp6zkCwggkEpTsVvSdH1Tqtt04QwkFKEWFNUIsZNmXcuvzRM8okE94ToQoi+vANgQUbY90na7gjrvtl8H77wg4Ao6AI+AIOAKOgCPgCDgCjsC1IOAElGuB2RtxBBwBR8ARcAQcAUfAETgvAihzfNveDWsiGXwlFw1LMljwBj0S+xgzLxoyE5IZxmQmWjhgoJs1clAHMdW7cIUnFDjat7hP62cH8kBM0fvXZujhLWNMM7KFhYPCOCzLGIQhaEOqBJ+WR3LBE9VQPivvGdnn++6ejD3RwHMVJBRGgHHyQMajt81W+J/fPzYiCgSSjpRQIMncX1mS0knVCCbHjbhclOExJ1l/DaooUso//uRBWK5Vwr/88NRc+LzRW+W7rfZxRf2YI+AIXAMCuNa5J6LJb0Q8Qf3gq+py+LzcCCs63tD8M/d8Ps+kd8p4mJuPxlOy26nJfA7p4JJIKGkOT+sH5I9JY9fojmdKOonrSYJ3vtXlMHJpLMAUMY5HroR8oqZzUixB6aRQE9mkrtiIMbnWyeFyB3UTrQ+QT4x0AuEErC2J6XSfSnUsu87asv2xjqGuwnE7xvmTgo1dH5BMsqiFKRz0ter2RPrsaE1rDaLyidJul9gPW51OeNVqhd/uvAm/3X1rym8QQiFtfCiB+wAllOcij/wpv2M3yS8ba0FXJwxRhhHOxymhgDbuBHsilqB+8nrQMXy+l+udPe335JKnI5xwu0NK3nQvfijY+TgcAUfAEXAEHAFHwBE4HwKnPLeer0Iv5Qg4Ao7AXAg4AWUumDyTI+AIOAKOgCPgCDgCjsD7QqAtY8UzERA+kfoJcusYK3HTAKGiICKFGYMuqXPRYDGtcbp1VgPknP2P/dH9r3ccpQAAQABJREFUs8qffj71gzRtU2J2+/QaREAht/4w9BwtiKmGt49x0cObyT3h3dVbxA0RfTDsyNmA1GiUDiV/L4IHMvhXETBO4S7ne8W2yCdFGfxoC4oPKde8UakYwSQZTVM/yEtcq+dCRW4OUFG5I/c9dBW3PN+KlNIf6g3sTA0llfPUEXAErhYB5mlUq76oNMJP5Wrn7xp3pH5yJ6xrvoGUgqpVWfF6wvnnrklJJhXNRYmkQL+1p1mKuYqtRQOlJrVnVefCwRWTUOgp86i5b8t6nnp/nnGkEUzTuKLOQz6hTGr7RPSUgf5q4ZdySSSTFKqa65eldkJckUrWkqJIKOZ6B9KJ5VV+SCconlBef2cG8s0EK6c15Z2QBsv14499PlA6gQQxkPJWRjwZdSCdDMKw2Q8DxaFUT0ibg0HYF9EEd4M/dPbD7/c2w+9aW9H93QegfHIUM9zjDIVPRfMCKmxFYV3X8wfbPJ/w3JHXtTKeUHaxWP8HIpbgXmdTCm0QWFBoAzNIyjyfROWTkerRE4tdiKMt+74j4Ag4Ao6AI+AIOAIfGwI8nHpwBBwBR+D9IKDfZfP//f007a06AudE4P6Dcxb0Yo7AB4JAQ/LPy6v8AvuBDMiH4Qg4Ao7A6QhE+oGMFRgpZbCoyjgBUYJ9DJfnMZQdbdFmVM2rpBiaLLVM89c+nZWP2zra4mL7TPmQLyaGwqyJ+Xt3VnvUNFVHQYkAozEGoFKuoBe5eWtZbgJkIEKNxGxsMwbTs2o/z/mBDFR7IqK0+n1rietShlhiLncKpuRiRsEjlYNVQW54IKCgikKZVSmnsG4OZKSCgIKyigdHwBG4HgTulWvhaxFPIJ3848pdI6F8JrcbuFWraT5nvjnuu3xc75j6yGtzoVK+7xwjnD0fTn+AjXOYcQZi4fN80jghS+fvRyyWPimX+h7r0Cdjs6rZtgwp+6Wkqe7JmmJtxapTXxZpKFJNIvcirQ+kEAemqB9fo60oZLKh0rNjAucgJVQKIptUQmm9Gsr36qF8X5F0oxaKq1UjohTqIqgqX1Q+0Wggq4An1+mE6o9p8exD6rMRHbRWSVJMrnX0MdBoIJx0RTzZF9lkpxuGW3Kz86Ztsf+2HYa7PVNA6aN8IoWvXdze9bvmbudf9t+Yy0EIFri9Oxu9s7t5E3NwzbnPSLn0EF1xyVPX2g1ZFlIK14tjnMd9YEvqJm9FPvlOLny+VXzaa4YtuQ5siqTTPBjo/EAEWdXo5JObeMm9T46AI+AIOAKOgBBgVffgCDgCF0LgP/7pQsW9sCNwnQi4Asp1ou1tOQKOgCPgCDgCjoAj4AicA4HoKmZLRppvO7v2xvzn5boRUFDtQK4dcsZlBH4SOVzTu0eOa4cysz+nsH/02HHl5jmW6iK1WuPGPEXnzkOVGHpS/QUZcNi/E6o2rpYMPG8kec8bykZA0T5mI4yLVxV6Ip483dQb4iKNcH1HMiyRDuXKILcRwlK1IqUT3O5khsWsIxBPZG8MoVqWux6Zsu6HsKK89BX3QRBrBqqjo/qHIqN4cAQcgatBAFWTmuZoXO38sr4Wfp253oFAiPIJc/fcbneupovnqnUy6zH/af6RxTumqo1ZlLkR4/riIZZOJWmH7bRPfZO22blAMEKGytNPayNr5Dz9Tn2appFUwGfcmh3BtNM2JyuHrSuamxPxEVop64+pliS1E7naycudDq52UDqBhILqCW538lXIJlLQUR5c8uQVbVDTps63ZQPSR/zLwE872oV4Yi52RHqQOhgElHFfpBHFg56i3OsMm1I9afXDSEonI1zviHQS16Jg7mJYW1+IbPJQrmT+0NoOv5fyyRuRLFB++1CD3RX6zjB27oxSrmn3APMBxOJBWWu9zjT0a6UOCa8QuiKfbIts8rIfsXos9RPcE+GOpylVFFRVcFV0lc8kH+r18HE5Ao6AI+AIOAKOgCPgCDgCjoAjcBUIOAHlKlD1Oh0BR8ARuHIEpj9+XnlT3oAj4Ag4AjcEgf1h3+Tp14uV8ECuHFA/WdLb8w3eos9d7LFWs6qsSfqU0Yu3Z7EpnteCRVHqw8B3WW/iJqNg7Bd9Wyxg8El1zFMSUofMeiaLj7H4R9Wl8Hcy8DAwZO7NyMPL3nLOM8I6ZCOep+bF82y32uE/Hj831ZKe3hZv9frW3iery2G9XjOFk6KMlEdDiTepNY71Rl0uewqmfNKolEOjXDFllO/fyNC3s3e0mO87Ao7AJSFwv1QLP5Pyyd821sOvFJm375eqmruLUrMSzeDdr+1cLadipLPbZxVmprIw2UgHFk8nVSTyCWnWG8a16JxLD+JYUHxgvuZAVH/Iq2pqRy2CED9tc+GPWbxYE9hP1yGdW6RS+kpg+Gyxb6kOxDMn14qiFsQCFCy6Ig9EVTOt6bo/alKuQsXEXOzIpQ5udYq41zHCiZSw5HrHiCdl3UcinyQXO3FA1qWLfTAeBqX1zYgmR1K73BBOTPFExAdTPdHa2FUU8WQk4skBRBQIKSI6HijfgYiPYIKax0CESp5pIFFAPPn35tvwbXs3vET5RGogBujFRnDjSw91/SGO7AkHFE++ze+a6ktPcwUEJNN/0fMdeO3rHkkuip52W+GViCi7IqRAYiFy/9j1sgtz44fuHXQEHAFHwBFwBBwBR8ARcAQcAUfgg0fgYr/Uf/Dw+AAdAUfAEbihCPDr5cm/597QTnu3HAFHwBG4GAIDGRh2FDE+fNfeM+LJnVLFFC0qZsxchGJxQl8wXmD0y+bZRada8qcpmvQyAnWmSH2pT/OONpkBSectQxsYgDAILouK8qlcaJixSMbCTb2dTXgrlwFt3A7kMPww7ssasVU/+ejLXc4rRUgv/MMdEH3rDUWIUUDdpFqWYRL3DDqeAtt5EU/qFZFpTBJlIzQqpXAgQ2LKNpS6SrPbCwMRW253YNxXg//txsV7f/0I5MytDu51fp653fkbqZ/8TX3VVE9WRGhD3WD2u3qePk6/6WlOnD3ybo3p25HSd3MsfmRSFxOgTSocUT+y3UXm3MOtx+/zZERxV01Qd2w1fh4uNc8eVc1G28mOzVN+Nk/qwzSNq0Ccqd+dkciX5nDWk10RD4iv+p2wIzLBnVo93K3WpHIiAoqUTnClUxLpJKmdmOKJzuWkfJUrajVD8QSFFKlepXHM9u/Ubeu0ehM7FbOyY3/6gHCCugkkE4tS0Jps6xhkkox8Yi53IJpI9cRc77RRPZFKGPlVZ6w2rl2sX7jWaYl4gfLJI7mRMeWT5oevfHL0eox0D/R0EAIJ80FBeEA24bkDQspA26PSgVz/je3+eNRphu/leueFyCco4kFcghAL+YS60nfjaDu+7wg4Ao6AI+AIOAKOgCPgCDgCjoAjcP0IOAHl+jH3Fi+MAL8SeXAEPmYE/DvwMV99H7sj4AiEsDnsmkz9crEUfmRKKPGNaeldGDHhvBil2ZUUA53Z8w9vnFo15A6ZmmLhLKF4qvfUwiectOYnlrW4R9Z5iSTWH+WX/cbso+zPW5Z2IHrgQmNNqjMYzpo15O4H5joDVzyyFlG7vc3N+asMO+1O+OOzV6E/GIWuCCnNXk9Gq3z4VEooGxpVpSRVBRkmj4aiiCk5nVtrVKWEkjcXQrVySe57ihb//OJ1eHWLlVAwSmPQ19UwY+fR8fu+I3BdCKR78QvNy6ie4HbnG0X2PxGJLblLW2QOmu07M+B0Fjx6ZnZ/vu3LUKhKsx51RVINR9RLJfpqKllszqXncYxTJRRq4M+UULI6aUUciblDrDPWzXVin/4dDu8cOHx6Zm92beEw+3THCBe2z9HDARKh9EGMNNCU6xTcqUAm+IuUP54N2uGX5bu6X0qhcacU1jeWpHgiN2sNudqR2gkxrzhVO1HdjMMGcridM/fUD/gKLIwTdRPIJgAK8URrW3KpY650cKfTU89TmrnYMXc7IpnghidHfSqbozzueERQsYU3u0YkoqeITDGS4sfA3Mn8qb0T/k3KJ4z/eVI+ObPzH04G7hUhK0KO3C+J3AoRZWeQN5JJV+TQvo4Px0uWQnz9q8gnxC2RldoH8Vmko3K41jOsPxxofCSOgCPgCDgCjoAj4Ag4Ao6AI+AI3HoEnIBy6y+hD8ARcAQcAUfAEXAEHIGPCwEMV4/HzfBZpR6+6i7rTdm81FD0xrSIEgUpoVw8yHiUTICyGo1l4IqOEOYxzpFHhbLkIn2hCov6wFyY9uetM7N7TewysvUsbBBNSgV1YTuW2syDgyUzFkE+gYgibkfIDXKhI7NiTzYgme3UXmp53p7Olw+Vki1FkBipfYyZRb0p3REZhRZXa1V9ooQiIhIdywLGVt6mrpXkwkH5CZBPKI/BmJS42+6K3DLISt2eBDwK+g5gUcXA6cERuG4EEvFkWeomG5onIJ/81+U74evqSvhxddmUT3CVdllh+u2+QI2X+FWhKvpkc58xIrIjStiNK8p5em21Wt3TkaZ64iq1yDAoOSWfxHpSbXEE01ZO20ptTlNGGMcZ08OlISeieIJrGdQ/3opE+kYkgrfjXnhT7IdWQ7NYTmpmd2uheF8u0+42QmmjHsoiDZZrmtNL+ZA3tZOoeGKgHm7i+D11xq6J2qeDJPZhJBGtIZmyyUTlRORGtu04LnPYl2sdI55k7nQmbnVQPEEBRUSTnOplLZnFlw7RHIF1EQxQ6oBkAenmcXc//KG9LTLtdngtBZi2jn+MgesDKacwyoV2bmjPc0Fe9nBRhJvFge4biCjbul+e9lrh9aBj6jEon3AvcV9d1TPHx3g9fMyOgCPgCDgCjoAj4Ag4Ao6AI+AIXBYCTkC5LCS9HkfAEXAErhWB9JPmtTbqjTkCjoAjcAoCUzPWKZku5RTGil29cfy42wy/a22aSseaDJ852TcrSPFfMIxhnChEw2E0yzHrzjvC2Xxsp/1ooqPmeYNKxr95C5yZDwPceQyiReHaEMD3S1Uz9nRl/Nk3AorIIKpUXnjM2Ma1uWollN1ON3z76m0YyPDX6vXDvlzolKR8AikFvCCaFESYORryGkNJg1+tSwlF25BOqlJGYZv0909fhpfbu0eL3eh9M/xrTChLcH/pa+HBEbh2BCBAQVL7WmST3yzdMXc7uN+5L9WTu5ozSvqOXUVIc+uidfM1mY2Llj8uf/rqYQy/KiWU6WISRw7Pju+9+BQnhoQR6YR8klU0PZe2TqxmciKtY6lJ9tlmPiVNxycFtMG6gMuZfbnbYd14NGyFx6N2GNQL4aBeDF+tfRrurS2Fz1ZXwqcrS+HOUiNUl0RAqcgFj+Zm+HUsXKxd8WO29hO26Q/CGLjKgWiCwgmqJKQCbKpogrrJrMJJtg/5hKgiAEwZU0ixejVKQOdYNuA0bsgokbQa+6UcavLACBWQZ1Fw+4uUT/51X8onnV25FGwaMeeEUXwUh8EHJZPygdboUVSyg5DyfXcvvBXhRFdBiidDbXeVL95LbSeffBT3hg/SEXAEHAFHwBFwBBwBR8ARcARuLwLv/jJ7e8fiPXcEHAFHwBFwBBwBR8AReG8IYH6Z34h1kW5i4BvKoPVabxH/oZUPK3qz/lMZOjH6RRUUFCHO15eJEWliRjtfPRELETMwmmGwmtS32MjjO9WxtjSkdOzsmtJopkZBRoPBjLro07x1FZQTdzdLcnuEPe5LGRF5AxmjIynjJOQPcqE7xsmCaqehKwjDIYbMYXi8uS0SyijkZYXFtc7PP70bfnpwR652aupPJJmghpICPeS+qEr9pFDLhwfrq6FUkAFUxBXqGPImu/JstdqhJ1WVmx5myScY+Ecyhg5kqvPgCFwXAswJZd17d0Qy+bxcl/LJRvgHKZ/gGg2FquVCOVT1HZt3nlmk31dR5yLtH5eXGY85xOY+mxOzI+eYcw/Xb7XaIbZiI+kYSMS5Nn4eLpmyJ/JJLJw+Sa3GdwsdcyTVP0ltbYtrCcfSceZ/1gYtB0F8gtDMH4S9wkHYL4ewr0yjfFlrtdbuZd0fy9Xw47vr4cHGalipVsNytRLqIp5URSSEWJjX3D5XsA5k604inohsctAdhpEiyiVjiCaQUVA3Yb+v49l2VDbROVM2UT5TN0kjOrsHcY3PtNIoprFzH0DIRKmjqTXruRQ8HmbKJ//Z3gqvPmLlk1lEI3kJVzxyryc2a1HkE1TLIJzsibQEAYVzO7je0fNGV2SUgfYp58ERcAQcAUfAEXAEHAFHwBFwBBwBR+BmIuAElJt5XbxXjoAj4Ag4Ao6AI+AI3EIErtcYsIUxoj004+eD6pIMoQUzeNZl8LyoKx5GEm1I8fM8FyOaBSGhYIharAbKYhZM0TZsnyPzhNggnzHOdoAOqW5L5ieh0KOyXBwtyx74mYzNhL7eXEYa34LqzIsCwWBxtTBcdNCxlrk/m1I+efR2S0aoA7nP6QSUUcq69rgHgoxUL5cV3zVeYogtyai5Wpe7B+UHjApKKDpWL5fCvz56Fl72b74SCtcD91OQT1BAGeSgBnF/zF7rueH0jI7AwgigOLVRrIZf1FfDPyyJACbVE1zu4IYHVSruyzhjXdY9OZ0XF+7sTAHIAtMeTbdmspx7M9YmIoLmv0j6kCIKKOjEdM5N1Ud00t5JacwFuSHVrpwczNS6khLKUdIfaJHNyGpWJKspJtlZnZgjpLYTWrTFdkpn5x3m5J7m4b5+bepJmWy/OA57JZETNb8ONNd+0lgLX8m9TkPudRr1Stho1MOa5mPmYdyj4UINchPjmjvQn0ztxEgmuM4RmWTY7IfhXi+MWqLnKRohRUQULRzWd0tRM6E8U6jSeI6W02hP74Xl0rUw+knWZ5TUIEjgIgZ3dbgd+laKJyif/FkKKA87TVOGOb3mj+cs9xHPEyihlHThUUMByoHuA8gnHN8b9Y2Awr0Vldbmuz4fD4o+UkfAEXAEHAFHwBFwBBwBR8ARcARuDgJOQLk518J74gg4Ao6AI+AIOAKOgCOwAAJDGSWais/0VvEfWzuhKnLEHRlD87myiBIyXsjat4j9KjWNWS2VTOaNeeshH2VSmuo87sj03PFbqf/0Zd72j6+JEU1D9o622dmmBtH5WkDLoCKiz2qxYnXuVPtGQKF0lzeS7ajw06vvnRAVUo4aRac9YSvrmSX6mKTpeJbOFsoOjQYDtRHCc7Xb7XRCUWkY9MPPP5EhXHFdBk2MmhBLcLNzXMjJYLlczIfPlmrh53dWrZ79ZjMEvXW91WyHvt6Qv6khB/FEBJqijKfF/DgUZOTMycWDXe1jYLup4/B+3SAEjpsG7BgfipZIYUpzQF3KUxDRflJbDr+sr4dfNdbD51I+uSPySaMgIoHyWNFLGl7WA/VhsrVgzfFLMZ0Nr+5LktYQm/vU39im+q0m45wboZyuFvMOhbHHfrN1OKR1IrUW99M6klo0+FQw5T5cx/F7CalJClmDrHQClkhBtSmSjkk13eY1J+X0a5OW4yAuYGgo1ityFVYphDXNtyhV4S6tVi6a2glu0FCsmlWtOr43GQIZgcTc4rCNsgmkE9ROUD1pi3AigqqlLalodOLxpHSScDypjfMcB5MUWWBZE3E99KzXDt939qTYth3+0N4OL7Tf0Xzt4TACkEe7em6oiHzCMxxYylmeud9B+YTYyxTWruL6He6N7zkCjoAj4Ag4Ao6AI+AIOAKOgCPgCFwEASegXAQ9L+sIOAKOgCPgCDgCjoAj8N4ReC0Z+982N+2N+6/09j1v5S/li9jAjIRyng4mIxL2tWng6OEj03PTLXKQk6y5bCOaICdnppmP2SIXRkLS9GmbC3xYs+TXBtuJBMI26iDxqFIdiAbRKelGJ08MGDOLKlYLcl0TyuELGZwHUjvpy9DGdZDDA2yQIS8JfVrhrWXeAD8x0CHrpDb+f/bes7uxJMkSNGhNTYbWERkpqqqruvf0Oduf9qfv7M6c2TOzO10qdehgBLWE1nuv+XOoAEgAAWrzTIc/4cL8ur8HBu3yGuvBace/PnfHwTmvMQdV3UH3swQFlmohDwdjUTa3t+Uvj+5J6cl9uT0/J7fmchrOgcomwxJxodMrCTtvJaJSXchK486SxPGX1n8rFWW3SorL5UxhOPgjJKCg1GM4NMMgzmg4gwCuy2m5WXWpEeCD6xOP4Qh2mQ82Ms7TeL/ei6XkOyhZ/GtuVZ7gvXsH74J5qJ5kQUxh+Izebnx3X11y+Kk6cQ/E4GMR0Cim6vG0RuybKPAd01I8BpVQ/Fxo1XizcrX46Sznu5spRLUNXOO7XeeID97y5BOvQ9OpP+Z47Ntj5LHjfHis3yncDzEoleDdGUpFpJ2EAlUC6iUo4yCahKF6Al6JZPilgXpxnMRAOMkgxA7D7NBep3ZCxRPU8QZy4BHJj83Qaa26D6kDm6oNaYNk0syDbIJch+pJ46jqiClURuH3Cokq+nXkZzNikCkuO1Qc/rrm6KOE75U9KJ+8Bvnk/83vyC8gn7wpHWsIGSJrqR+BJhanijXizw1U9+JSMWxeWckndcWtiXV3WPe3tTNDwBAwBAwBQ8AQMAQMAUPAEDAEDIHLhYARUC7Xepg1hoAhYAgYAoaAIWAIGAITIpAHWeBTtS3vKnl5BUcP3Tp0kCbhnE9AFWW65JxDdCGyQ/rFeMW5l3AyRWIr1+tpjem27BkjOOy5cmIH3jnDsTQHg/qxSVBwjkleQa8o3PxOJ6E4G+BUpBMaKgcMtdFoZ+UAyiMMxUMSym690pkn65eQ6VhShyWOOwl2aKJHEE4laTIsAjJLOJw6x7zHulo/aNPpBNVwzLxbPJby3q6EC3Dw7e/Kg+VFebC0gFA7SZlLJtXROeqv6xtwUBaqCCUE1ZM5OAzXQg25EwE5BSGFGOqn0YBNnVn1DH5hh0AWRKsQ1gAf0sYxMQvxr+qJp8f2wuyzga8uAthb7kFHiX3FMFUgObGMkmAST8p9kE8Ydud7KJ+8QNidW1BCWcC7IIl6DAnlm19KDPgqOSfD+C72JBS+ZJUk0vfO9VDToklQ0151HtoKH+GAhOL68e94nrl++Y5n8ufu7PRPfle0sQ3CUJJS9iFLsgwDUkkoDqUbkE1CIJ20SDoBAQVfviChRFUNhYooVGuiQgoVm+JR7BGUMZSBSScawVcZQ/qQKMj3dB3fD8yVCt7NRehllKH8VGlJFDnGsowQbBW8r6F+QkKKEhpPHGF2N7neDA1Th70V2PgZSievEXbnx+I+VNoOVK2thHe0/46e3cjXpSeQtYBfDWtdxncwj0lMIpGnjJ8N9OcI3fXXZb42D0PAEDAEDAFDwBAwBAwBQ8AQMASuLwJGQLm+a2szMwQMAUPAEDAEDAFD4EYgUIVjog6HxXsQUBYQGobkiEWUi9D+ZxiIaRMdX0x03PFYS57r1ZM+WIOOx27qPQ667d7sOaJzsLcux+R577We6kMO+3uno8v9x6re7YXeggmRUKOWdubnHKZDOu67FAHGSRg3H0FcBYiLUHmmBiUU/tVyXh1scFjCam83/6KZSimd5MFlyb9MJ+kE4WMEYXW0hJJH55xkFE+q8O06HXUParCnjr/I//lgRz69eyNP1xCKZ21ZlhDqYTGTRpiHKJyfw//548yA07AOxZZyRbII6/QgCpsiTXkHUlMB104YumvEOR3pPoFTtw2iVQtlE0i38RyEgTOdtV+Qfc7JLhvmGiCgDy0+9OVD0gEecGaGS0mG5AGe9e8SWflzZkmephfkLsgocyCmpLAXqWbhn/nLhETnrYgDf+zLs7bTvXXxfOIFQmf6rEkotF/nAuAdCQUXuHxauPXgUjJNtjrole24pghTFk5R5QTKYiCWaJlGCcKJMOM+CSltlC2UEaidRKF0EkbbMN5P2g8+cIptFdikFp3+QfyUcIJ3c7Fa6+RDkAU3d4+kelyRaKEpmYrIXC0sOYlKDrF/oK8iUZBygqmfPtAMaigZEuvMUDHH+A57W4HyyfGO/Ajlk99BRKnguv8WnsFw17YL/qxQ5o8EYZCJsIJUQKnj+82wu7ZLbhMzBAwBQ8AQMAQMAUPAEDAEDIFriMDw38Bew4nalAwBQ8AQMAQMAUPAEDAEricCdOzRNbGJcCkR2ddQPLfiKfWfkoBCUgRl3CdJ3jlJgoZLk7V3Hje2ZTv31+iOFODOg05HFqz1petsMhs4nreeA/ljdxV94b4PDaF2ogJh4v0vx+431dtHxQN4GuU2FBAYaod/9U3H2yHyEbJHgPWphMK/Ym93yCRw1+G8Sz4B6QRKKlKDEglLZvQB+REYFah6wObuTPpt8ncKxbCU+Rf3pYKUDvZkNZeVlVxGwz6kEIqHe0Gdov3N9Yzy/lWM14CjMwE1l7l2XZZC8IS1G1LCtSb+An/U+EO6O6NLRJNrBeUTKAm0uMcwJxJPqBoTUqxopyVDYBoE3H7SdwKfbxBPolA9yeH4NtzBj0IxeYC8hrftPPZeHA9eBM8l6FAaCqaNuGOnvT+msYpt3M7vbz3sWn8Nd8b3w3kn904iHrTdkVB4wqeTjnW+IN0718+NLaabEVuxNege2j/H4zX2z/RFrySWKCME91gG2R+HQCQJgUjCLFA50TA7UDYh6URJKDym+gnva9w1zE/7QH9QSYkgk3CjoXWcCWN98hXfIKkU3yV1vG+rIJ7koUJ1WCrL9nEBOa/lzlFBdpGrhapEoHyy2IrK7VAShKi0hoYjKSoDUlQc3wVx7N0v5j+WNeNVIu78vq3h3UvyCZXA1qsF+QmqJ8w8LoFg2f+NPF7fN7FWE6TUKr53qXjCXUxCimF3E3eCzdkQMAQMAUPAEDAEDAFDwBAwBK4yAkZAucqrZ7YbAobADUUAv+ZUB9xVnP5Z/vr3KuJhNhsChsAsEdiB04dhYEiGeIC/0Cf5JIe/3Gc4nsiUoXjUsQQjHRFluncYHShK6oAzzpFQTp41R+nNrvZ4Y9Nept6vCTcHfye4r65K9MmKsMvPLzh19qoVrv6ozxgwJsFnDQ5q+iCLUD8pIH+sFCCZD+II/hodLmz05OwvgcjBv2RW4glLkkuY6550gpIElFpAQOF1OPS0vhIr/Dx8+aVldFm1MNxmuSgHCMlzOD8nx3M5yaUSkk3ENQREFMSNYYnz51ox1EMbaiwpEGBW6YgNg+SEvVWuwYlIxRbFb1gPZ3+NWIaBOYzSTBIR/tBfwxVo2CIjoJz9IlzrEbCZsKf41ApCPIWacUnj/XkX6icknzzG+5RElBzIWlE+u5G6qvC06OTnliQV5QxJKIQ+sG7qVXDv4dHvkKk7HmjId4kLI+Js1jcHPsjT6COhoB3vKexTvFuIh0/sR8ktKF1/bmx3X0fRCwyJQ2UTl7vHiI8j4TjII1Q4oeJJKgbyCYmGqAtSCYkpekxyCvvgNU7IJ3+Iwf2hvzVOScyoRFXEd0CpAiIj1Kd2C0X5fHAsr7d35fXWrrxC3jrKqxpKHeHRQngnr0GJ51lyTr7NLGoIHJJQqYRGIkoUJBRYOZU949rM9aRSxz6+JxgO8J8Iu/P3wp78WjrU70UlXo7TmdXBDmAoIz4j2EH4f5yfmwy2cRCY5okcp1+rYwgYAlcfAf58YMkQMAQuJwL2/X0518WsMgQMgXEQMALKOChZHUPAEDAELhMCV/rfhsEvvi8TnmaLIWAIXBsEqABRA3HgE/7a+Ec4fxJwOi3GEhKGw4xECf7TfZJ/vtMJ4l1W/tU7bntHOXHj+bYEmu17z3nNJ28fQxT0WurGHOf96XrmZze7a36M3pLz03HAuvBKKDpfXKYJvfPvbdd7rJaiMpVQGP7oXiIjNTim6XQtgoBCQgrrkNjBjxByCcSTBkPFKMmkh3jiVU9U+aQnHA9VUjz5RDuiBaPnxbtMVFtpwTm5G8pLHY7yZYTiqSOn4nENxxOhU1KxdvX7PjEO/aypKBRGQFpp4a/xW7D7GI7WApyiVEJxppxuR1+/sziBl5+BPODrD5IulmJLJYomDbtgkoy3zMqzRIBPlk+z2ofok+QRMJrCeKYReEcyIJ8sYrct4THMQsUhWqlII5KXYzw7YZy3GjlppbIgoGFHgvDnwvCwH2/brEp26N/Irs/xhpgVNuPPg8+gKkLhnVHCu45h4UiIZMlMi0jYcyQU3y8u4MaoV5KvpbiiklcqIZtFj9mQL4Wee0oQITmE/7P0dVmCOEIjlIBCYwJySYeUglA7JJ6o4gmUTtQwbY8xevrS7ys0nybxe4JZ1U7wrvahdnbzRZBOCiCZFGTj8Fg+I7OkAgqJJ1RBOQYxpYE2npzQwjuPyhnEexdk1AfJrDxEvhPPyO1EGiGiIqqEEgM+JE3OKvF7kt95VD7ZqJXkLUK2/Vw8VALKBxAxS/gOVHWqWQ14g/rRn1HO//G9xggTzCkf1muMik3NEDAE7EVre8AQuNwI2Pf35V4fs84QMAROQsAIKCehY/cuJwL8pbolQ0ARsF+gXM2NYM/w+a6bPSfni7eNdhkQoBMojL88Xo4l4YDKKTkii58fHLFjMgv5xur8k9+/vuCgHSfx6fM1/ZPo+/LXB/uhD9EnHvac4mxUK9+it3T0EtdkdDtXC6Pw5ys6LoPZBqc4Iwnn9MQwB6FQVO7A0UdHK52Ae/WKtqUjFrFi4Bt1BJRQuAliSlNqVDepIDBPteIUUODMFqiOqOIJVU9Q50vlE2/L6VZxDpTwPy5VpASyC/8CPQzHKdFgmcB8SUIZlrhX6CjWEBKoy/pUTSGRieooZXTegtOxTemRc04ckRQUH96C51w5zkSv4ZgKMBdh2zlDcWOH674n3P7jXp9pQrd01OegdrIKUskyynns9zieo1a4IAU8S208vzWoFTXwrNKKJJQmGNqKz05Hb8KZ99WmcX+zq9HdzRqArzOZ7zwqQB2CTEdVLhL0spGYZKAow9I9wfx0JBRi5t+9+oIKJjp0vqxL8khHvQSYU42ESk0kkegxz4M8eK5KJugZ7zSX+er3x+gjuN6njMJr+N+l4KBz7q9PXpJ80sB7vojwZkWE2SmgPML7+uPegbzbPZDft3agerIn73b2ZSdfUIIJ37tsp8STno3PEDcfsBe38f3/S+RAnqXm5YfsonyTAgEEoFINRRXRsAazIqDw+5FcvyqIRlznD1A+oerJjwi7QxJKvgmyIvaCJUPg8iBwud6VlweXs7JkBi/KszLtUvdr+/RSL48ZZwgYAheAgL0Xzx90+w4/f8xtxOuIgBFQruOq2pwMgRuDAH8Asx8Ibsxy20SnRMCekymBs2ZXGIE8wqZswH7+JTJl+OkkIimCfwHNcrKEZ4j/q4PQtZzoqeLXFBsEaeDUX9ZvM7og+b3mPvWwc3+cAz8MfXLumDP3x6N7cLUwKhoOV0I5/duWxAcEaoCDNaYOOSqhMBQP14B/GU5VBfbC/rWkAxGqJE04sNvVkoa7ERJQPPGETjs4GmmTZjXfzWr0TIbfIfGk0WjLIRyb7E7D66BsJWBDnH7c4Uoo6pPFvXg0GpgAFzHtxjBH5bLk4TBtNOgMpZ3Dx571Vb9DPNGE/bsdgxI3w1Su0Cs4Aeacr6XrhQDXmWvOvcAj3ZE4mcVaK/EKez4Jwgmd9QxfMgcFlCRGCuN5bYQqUsRxC89pFc9uE88olU8SqJcG+YztueWiaE/1DcaGor2zTOxOu5yyX9p31o9FHe+EAjBiKJZfQERIg/SwAIxuITwcv5NSOCcphd9HceBHfS5VkFHLgBkNBOlDSSAMh+PVSEAeUeKJVy/xqiVewYTnVDXheUA0UVJK5z6uB3UURJwq+USx5EkALhatQ0QhS2bKRVScsTGpRsW9wndv73EZhEOGNaOyCVVNNqFusnmYV8WTzSOneEI1lD2E4KmAnHJS4nPA93MZjJAa8H8P7OvtpuyDKLUJUsp9hOW7n8woMXUJZBTFnu9+TJrv00kT5+aVTzahuPIG33VUXiP5hGMXSD7hd5glQ8AQuMEI8E0x+fvlBgOGqes3x82GwGZvCBgChoAhcAkQsO/wS7AIZsI1QMAIKNdgEW0KhsDNRuCq/gPVfhFxs/ftec/+qj4n542TjXddECiD+FDDXyST/DBPxyicofzr5wjC8eBz4mnqE4QPL3bBNzivjfsmV99W8Bi6dq6H4FJgDxx+vX2O23nQ2vflndA8p+tLndNBnZMKVw+DsoOOwTx3p+zvJJO8E49O1Tb+hXFPndGiIXjo/GtDksPZg3kCSIZKYFibChQCGlBACaFsk3yCdXPEE1rLUQfSSUYMVPWn7IWOyTxCNjgllDYcjvSqwserTl6EmoC6ybCkRA/c4+pQ3UGJNgjLE4ETtw5naqldh93q+hzWfKbX3NRhCdZHSSYo1XmMUWgfndYqXsBj3NO9oJ7smZphnV04Am59uR+47vpc6XP79YZx//B9yfcmw5fNgVBGR30M/fP5rPkSTv0SCCrc+XHUSSVSkmMYHj4reLaoxhHGM+Kesike2iFT6eul72RI5RGX3HvOvVeGvF1GtJr8ch3EgwIIdSQl/LejTVU+WYEi13OocpCcosQe4KeqKMCbGGtgnp53L9cihNA3kVxcoov45ppHOLk0aH4Mh8P3llaAbSw757zurum7ISCPaLdBPSyQa3vStKbE94susV98iJ1KrYH3fR2ZpTs+LleheFKWt7v78nZnT37f3EG5j/A7RVWuUsIf99yw74IvBnMX2KYB4skWvne2QQz5WCnK6/ixfJdZhDLXEogoCP8G8iH3+Bxok0pAxHM0SfLfKSSgHILw+hGhdv5Z3IP6CQgoyFQ+oR2WDAFDwBAY+rOswWIIGAKGgCFgCBgCVwAB+3n+CiySmXjJETACyiVfIDPPEDAErisC9kPMdV1Zm5chYAhcDgTo9PoMB1QEzqAFkE9W4kl12jOsCnNEPXKn2+rf1u7v+lkfjipenMxfFTRwYYCGOaa0OzoGtaYrcThRolkuBw47b/yYvTgnH+eHhp358RynruheHtEnQxuk4PScB+YN9PMomVUSykbpGA7BClQU6hKG8zqGMgFFBZJQ2nDiMawCiSdtxjM4I8cdcW+CNHIEIgqhaYDswn2STcQlFYcjEs7zUX8JT6IKFV5YjyCQQMNE5yn7azSa5/LX7vQnkyqjxBiUXCbuFi3xoSSU4D4XDtwYS9cQAa439wDLr31cfF9UPaFSx1wEjvmAHMFrfKYdBYtjUcmiCfIVCU5Qm4AKSgkKRoVyUY6SeUVa32/olM9TG8QK9j+r5Pqaske+WmCIy2fzYDD0Dgkm+wjH8qlalHXkj9WC4vc5UpQNYPVr6VBDld0FSe+2KqKkVTkqS1UUvF+SiZjEU3GJZeISycaQUYKEEsnEJAQlFKqiKImEMHQyDhQW7Ikvrml1/9FtM6tFQT98j3p1E5bcIyzreL/XkBlW5xDvyoNiGWVJywM9d8f7hZLsF0uyizA7LEtQRWmi3dck7kP+dwwySKuGdyGoWrv1sjxOzsmTVA7h+bLyAKoo3POpgATEUHKnJe4cEoxKrTq+06h8kpefoHzyT/yswRA8DD+nz8BpHdl9Q8AQMAQMAUPAEDAEDAFDwBAwBAwBQ+AaI2AElGu8uDY1Q8AQMAQMAUPAEDAEbioCdDxtwfl3CLID1ThIhOBf9mfhWIU/FQSU4YoXo/DyjktHRIGHjxfU4TeqxZfX6S6mXUrm6PF/Bn7DoLsJO/1iGOd0U/vcxxc1TrrA1pp0frQlmCiKcUgoUVSKAls6sPkH9w+bOSVmVKFysgOnXQh/AR+q1SSKMg4Ho3NWOqctndsOoZMs/Lp7dAxSCYVhH3jsXPhw5sPxqMoicJoPS0r4CAgqXgklASUU/vV8DeSTEvAhiYZonV2ic9mFiyC2tN391/Upc8WY6UYlmm79UFi6NgjwOWTmGnM/UAHFyTNNufvQB8O/UJWDSlFUPWEoLTrjST7hGNxJTByBIacaUENhWaUSCpzweShAJEsg+bEu2pB8kozFERIKVuLa7NKUfU0JzaR2k3RXBjb79QoIKAVZBy6f8T1EshsTv3diwPUFlFBepF2u4B5xXwJJciGJ+ykQ4VaSEl9KS5SqJyCghBGGh2oooRgyw+lcskRCXg2EQq9sQqUTvmPLUDphuYXwOp8PjmXj8BjlkWwgvM5nHO8i9M4ByCdMukTAb9apivVg3sM+/UkO5Fm6gJA8C0qMpO4MQyMtQO2H2xRInzo8vzcY2ofKJ+tQV2HYnb8X9qCAsi9HeB4sGQKGgCFgCBgChoAhYAgYAoaAIWAIGAKGAP4wyUAwBAwBQ8AQMAQMAUPAEDAELgcCs3c+8S/S1+EI/AccRHSo0skagbMvPsFf5itpJHDBegvpAuTxaa7A3nq+LbGmS7dD9tAz5+Rlfd+nL1n/pNTpt3NA27q9n9R22D3fjRI0YETHJYcbdEbz/mm2Ed8s6q0i7EQ92ZRdhEA4gFN7FySNCpRQ2nTUQQUlAudrlE5H/N9Ar57CwTECl6Qeze7DWd6EHceBEkoTe4TnuWRS0qqEAsUH7JVhifOnA7kdc/+MWsRf+TPxr/uZ6YSlyspZJFrezXT0d885nt7DRf4HdzXUUByKZ2GL9XlxCHCdub5OAQXkEZy3sO4qHqRP53i2kXRCNSgqQDAUDJVPciCOUQ2C70re7yWfaK/YU9xVJJ/w/VCDE54qKMVKSRKxYyVkxVTJIwFCFuqGZ7MHOedpk7fAl9P2M047ft8UQHbYVKWTIxAdEH6s5zkkbnXgslErIpxRUw7aNfncrsj3KyvycjkjueWURJdyEplLQvkEhB6qoFD1hKQTZCzJhSROwb8nvbJJA+9MHjdAJCxWa6oEdQiFk66ySaBugmvHZeYKiEpVEACRq8g4LqFdLz5nP7k2VFAqIlChKSBUH0PnPEpSDSWnqjS34ikNh6RhpwD2oFKaX98dkFleI7zSz8UD/dniHVRQSlh3S4aAIWAIGAKGgCFgCBgChsDlQ+A8/iV0+WZtFhkChsDFI2AElItfA7PAEDAEDAFDwBAwBAwBQ2ACx+kkYCG4i4ZBoDN1Dc6le5Tch4M108aPweqsH683/pOd2TtC/bEvT+qFbViPybUPlFCCK7zm+9VLQ8799VElHYQcozePqjvOdWev67QF45zfEwcYiAQH3icBYlSKA+9YJIzQRymtvx1LyQ4c3CU4LQ9IPqnXJATndRjhCpSAEnQEfRTXNz6dDaNGmPa6Wq5OzwIcoBUQRugAJX50tkcgLRIKRQMlhy8n6JRQfJ2w1kuAjMJ2NTgg2ZcqoZyF8VwH2OhUJoL5Byay4MpwIlwf/Y/7G3achSnTom/tvg6BYLkdAQWrzL3A9Q23UWKxuY/HSezHk0+WQRJjmLI0SGMMuUOC1aDj3ffJ7h1hAEf4vwYSGQllRRBXqHqi5BOoSWQSmYCk4ltOX/o5+3KansaEZZqu+9rU8H7LA5NNEBR+B8lhG6Un1bEi32pNLBJJEHsI07MZqsp6pCKpRE7urkSleSclsdWcRJPQ4kAonkgC7yKG3Dnn1IcXTpzqDRRv8L5keJwKVKy8ukkF5ySd7EDNZPMoryonVDrZOILSySHOoXzCUDwMtXYZ0hGwZ6Y6zT9BvPpjdkmOsGZlfBdxreZBUp3HdxWYqni+uiGkiAnDKx1R+QSqNj+XDuRvVD5B6J0DklosGQKGgCFgCBgChoAhYAgYApcOgb6f7C+ddWaQIWAIXG8EjIByvdfXZmcIGAKGgCFgCBgCUyNg/1CbGrpL1JAO2WM4jDbgMOJfLC/B2Uo3YBSEARJRqNQxXnLO3Tad+uM16K/lGwXbyp12P3nkaAN60N/2hLP+XUob6eKcXdK+0CfDuUD3I2Cd8CosDgqO5mbSPy6vJUBEYUiPFTj1bsOpt4+a23D21ZHbcGaG4JSke1XdfKgLVyeUUOjwxAeSziY4dldm8dntsIW/4FclFOKGTCWUuZRTQokx5A6c8UPnhn0QBcEmQSIT0kI6peVBFAoAxRIc8wgvhPnNJAV7jvtDlU1Q+r1C27x9/pgoKlEF0ySphqwERxr4Gmv8KF/Th7X9GgS4lFxtr36iRCRc4XrzXggkFNJRsNwnpjjD4+C9RzWoHJ5Nqp9k4GwnaYzvRTfOiV10bpKYUIOSBMPwcK8lEHYnk0zrNVVJ0ZdEp/rUB27q/Xuw/2x41/1QzOI5GD4OlTFqUHPaAxHhYzWvyhokoeSBTe+zFwH2fG/cXpiTO8iPlhfl8cqifLO6Kk9WlmV1cU7SuaTEEN4rghzCepxVUrsAEMsW333MeP/5kgo2PK/jHUniSRGqJUdQL9lHyBy+4/aRtcQ51Z+OqHCCXICqCcl9BdQvVGoafqgXg7Oaz6T9cs2Krbr+XEA1FKrSvK/kVRHlPoiqyyBSkYzCZ4XPWjlYX6988vf8nrzBzxRFUz6ZFHqrbwgYAoaAIWAIGAI3GoH+n9BvNBQ2eUPAEDAErjkCRkC55gts0zMEDAFDwBAwBAyBaRCwfxRPg9rlbNOWMpxLm3Cu0VlEpysdrnQsRWNQ6XDUh7FNRzdQGqAbePLU28bvMF7rvd5/MtkY7NP163ufrP2o2r5PJaEQADjjvE6JDogJsE7fPILONBQPOD7LIJ/cQl5HxTjIGRUQUATrArkQqDf4PtmDI6HgjusUt+A2DnqbfUG1khKcpSSMcBSOpeQNzhE5huzm2z92pw7+NUWSCs+TUfzFPFCoo6+CVBGKp4kOv956qpjQFiUeoH+ORaR87rdMzQWmrs3sFFCIDke0dHEIuLXXvQcjlHiCNeHKkMClShs8GZF09bB3GGJnDoolS1A9ofIJw+1QDYUqUex7kqQhZfAcl2sYH89SKp6UuWpFQ/Pw/FQ2zLiDBWax8Hncpr6eh+brn0jfY7d0ZIYGlE3K8gHKGp8Q9o1hWqpQ1WDi80sySQohvjKJhLy4tSJ/uH8H+ba8vLMm8yC9zaWRGQYsEXf1J1yLjjV+op0LvQfd2ZNgwjViyDASTWp4X9VwTCUnHvM9xvciFU9IKKHKyW6+qAonm0fHsqkqJ3ktDxFip1KDAhTX/IokDSmE+a4387pen0FS/VjJymEGylhYt3IrA8WTNJ6ROFSBIrIP5a5PlaL8WjzUsDs/FvdlF2tsyRAwBAwBQ8AQMAQMAUNgXARO/EF13E6sniFgCBgChsAVQcAIKFdkocxMQ8AQMAS6CAQ/sNNhZ8kQMAQMAUNgLAToYPsIxyBDS9DxyrATUf7FP7Jzvp7sePVvXFeLZzgKirEM6FRiDy5MiuuAXZFQ4EgFrHayJazRn/h1QLei/6//7mzO3PydEkoIAzpHdRcH+kqHwcF6xDyKnIApacwuh4oVOD9LcP6xLzd39ImjiE6ernX89T1c6nRnUg2FfZ9loiM2j7/uVywxWAPn862UpOEwVjUC2E8n8mDi/Bghow3yCeexmMEM4WhWlQDcq9Yb6sgdbDfpOfsmKhzPEQ/Yg7fHlx5LR07Qeqg/OxLKpFZb/VkjwJXmXvD/sX8ssT47DMPT4gk2ce/zwktslYbKSQbkkxwc6iSgZEDEo7oDiSd8Rl091h0/kcTQoAIEBuQzVEY4nirCa5F8Nev3kU5jfNOG1uzFZWiFKS/WgTmVMLZASPgNoXc2aiUhKUWJJwD21jxC7CzOy8PlBeRFeYDywdKi3F+al7sL85KMRyUZi0mCqie6FqfMFhPpqIroSwuGc3LBMQu9oNdcXa90osomsI3EklK9LsdQKjmuVaWIsDq8Vsa1CnJZiSc1VTrxqidUOaHCCdVQilA3KQbHNSikKPnEDczBr1QiTAyt02rnsY51VUJ5lpqXp6k5eZzKKWn1Ewgqv5eO5K/5XXlVPtJQS4r3lZqpGWsIGAKGgCFgCBgChoAhYAgYAoaAIWAInA8CRkA5H5xtFEPAEDAEZoeA/wXzNJ6C2VlhPRkChoAhcKUQ4F/qb8EpWIWM/sNETu4lMhqCh2F4wnDE0gE7TnJOVbp/+TJGm6AYp62v41qzIZ3HPOum3uPu1ROOXDdqhq8VXPKnMytdv/yEoxuORk9C0fngMiF0d7tDcj7ENoYSf9cvaTjJMyiP2B5rQqUOtiH5hMoyPHFED5IpROqgoLAcdKrz0iwTnbJlOFMbIMUw0Y8ahmPeOYNhE8Px4LqzTavoB8/VeQ8rIxq+JIkwJI6MQtJTIUSnZo09Ot+wd9Ci5LzHShiDkTg4Dkvi7f5ja0VHu+E1jsNPZq+Y4sYZezTtyz4uHwKddcUBtoIm3Z/cqzjj88gwPO45cvuAO4HXuXcYbmcJYUVyUCKiClQsUD7RPqacLndxE+9UkhsaUI2oQiWiBnUjklI6BIkp+55Vs7Pc+eybGPB7haHeNqsleQ2Swi5C8UQYoosZxJInq0sdxRMqn8xD7WQhlZIclE9yqQTWB+ozfLhPSMRTx8O7iu9ffHTYeSE9pjG8hhLnWh/Hbbxn2zivU9UE77cKyCLMB5WKHEC5ZLtclJ1SSYkoeVxTYgrIKCSXHEH1ZPMoL9vHBQ2zUwMp5Vom4FbC+jFvkWgCYtYO1vCwUZVquymLIK2+BumE6ic/QfmEdSwZAoaAIWAIGAKGgCFgCBgChoAhYAgYAobAaASMgDIaG7tjCBgChoAhYAgYAoaAIXCdEICTiY7C95W8LBbiGooiByUAyuvH1YV78mTp/qOTX52AQVW6DHl+suvQ3ff1tNQGjjJwWtthVrEPJpbqlsTc3LFePrMPNy4/HQnFETICXHCZjnF3t98EOsGpNBNHmUSZhRpDBU7wYrsuDIXAduyTjnQm/iMlhHp0psKVjcJl17tWOZMPJY0g3ATR5H8NKjlkqISCMAxQJ0A0IdiFdXMGd2yALx+mYX5QQuFkqIQShfOZKgLMVTh8Gc6CSgE8ZngLDVHS6WH0AaHxY3LHcGh/ja0UOpSKO20L1oF1SUJp4oKvw/qWriYCXEM+R1xT/Y9rHVzjXmUYniau8ZiJBCo+c1Q6yWJfknhCEgpD8CRU+cSRU1jX9cSjCROG4mh+TEeScONP2NMJ1TnLr9jBauOsbXLmUuWkgu8UhmJ5V86ryhaJC4lUTL6bX5R7S1A6geIJlU8eobyPc2aG4mHm+yKCl8dJ+BPTJjLfGVQmqSLUTa1al3ajJZEWFJjwjmSOIIcR9SvcBLkPxy3cb6BNlRlKTPuVkuyAcLJehJ2lvBwgVNIBFGsOoX5yhKxhdwKSCt97JKzwXVUCEYWkFF67KYnfSQzJw58XdhBWiUTVbawxM5VSLBkChoAhYAgYAoaAIWAIGAKGgCFgCBgChsDJCBgB5WR87K4hYAgYAoaAIWAIGAKGwDVCoAaH0jpC8TD0xK1EWlbjKUmBDMFzVRA4Za50Y9IVOqo8qflgu966X+Fe1W5oz9m4WHutdMdunAABOEaVEYHR6UT1p8HdTmO6WBmGhw7xBDIdelRhaGA96lRtQAP4TBVccjmIh2JCZgecgfCp6gT5h/5nOVOqBVTw1/8MwUPHL5UGvIMY5qsSCtUkBhMJIl4JhUoG3EsphNWgU9c5cRHuQh25tS4pBU5h9q/Oe8xLnfcEYiCxbyUeoFQiCpBxZX9FWqWtgwOuB3FnW4dbf307u2II9OwD/67iPuCqk3zC54fX+SRyH5BkQrLJIlRPqHzCd1wS53wGmWeZuI9pCZWmPAmFNny5mycblXuY/fbmiXroMcCTZCZqf0plElAYsmUPShmfGyU5gGaTxMOytjgnP9y/LT/cQ0a5msvKEkhpc6p4gvBveK+RoHZS8u+fJh5eEteoSHJQKMlhsSz5fFlatabEmyD0gfiWQk6AjMJzlswkrJCskmeIHZDqPhSP5X3hWH4+2pOfjvfkAGo1hwiXVIJaTR3qNZa6CHA/74NscgAy0QaIKHy3M8QSv68sGQKGgCFgCBgChoAhYAgYAoaAIWAIGJ8i/7UAAEAASURBVAKGwOkIGAHldIyshiFgCBgChoAhYAgYAobAhSPQ40n8CltacNMeNCr4S/WwhkqYj0LZAs4lOmRJimBYipMT3JgwxTt+A5rEyU2G3KVDlcmVwae/6G6d/AkbiEhAX/hqR+/Jg315160GP2G0A0StobvYnwZ3O41pK9ElESUBnNNwiNdBQqG6Cf/SvA5nbm9/DM8TQfeORkEHN/6iX0fhkM6CTuczPmjBnkKl+5fuJKS0xCmhgFeipBQ6+wcTLzGcBuvQyRxHuyRCcKSQs4kECClUQmGoEiqhOGUCp47ir4GUEoQBYt/cZxyHDlBPOiDk7h6xcScODffpFFCIWqCKAYIP+3GQnS1uzjL7nDUCXHuf3bvH7Q23+vjk/1hg1omFovqMUfFkDgpPJHqlQbKLhyL6fiMpKdg2MzGTzzXt4P7qkE+4zXyeySiz6YS2ziqxrzqebxITSpAfqWXCUDtZkYfpO3JneV4erzgFlHuL85JLJiSTiKviSQzEE7+Go2whAYKKIxoOB8STAggk2/mCvNnak3c7+7K+vS/lUk2SeMqz4ZgshuOygjAxq9GkLEdAOEKmbXkQTDYqRVkvF2QDoXZ4zEziSR6hkkogz5BEY2k4AtzPZZBz+MxQFcWSIWAIGAKGgCFwMxGY3c9PNxM/m7UhcBIC/JeUJUPAEDAEricCRkC5nutqszIEDAFDwBAwBAwBQ8AQGIKAOpTgdNuGrP7r8pEwBM88HLVZEFEiMTj64Why/w1p3HNJCRBw9jov63S/NHCtgrYTdDH4K0A6Qp2vd/BOj8FncOhG4yeMp/c5wIP4+VNvkdoYVCGZIg6SRjISgfMzqgQUmkf/HushII9TBiEmSp5wmg6ue5BQgk51DdjwDFKLqgOtuuQxEc6FOQJlE6ZQKO5GBMGEDv/eRMcyr4QxN8briaEhnckkoTQTUHKBU5iZ4S0YkseHt2CYngpD8+Cezg/jNUGCaYCoglg9EgEOSkBA78TP5bDuV46vuGEcBAxSc4gNLSHhh+1CxJEn+IjANs20H5mJ9ZuwiU5vlhoeCNfOOoUwPnMUNjErUQZzaAALhg85LzvGniewJGaxGAgdMe4D2grylNqLtToLzDAmny2//nSG+33WITJgqaJY2zDYR175hOS6BZAS4rCXzxuJUYP7dex5n1Ix2HW6+9xzObu9w+ep/yk7xZjg9igLRl0fr1dXi320sCbNaEiUppZkSJ2M3FrOyJPbK3J7YU5W57JO8QTkE4baiSOE10lJ+8SzzvcF3w98J+wVirKbL8rOcUE+7B3Kz5835beNHXmzuSvFYkVVbRZANlmNJ+Uuxr+fzMjdREbu4LjWbmq4mA9Q/HpbPtZQMnsIuXOM7z+ST4p4v9VN0eOkJdF7+s4+tZZVMAQMAUPAEDAErisCs/jJ6bpiY/MyBGaBAJ+xaf61M4uxrQ9DwBAwBM4WASOgnC2+1rshYAgYAoaAIWAI3AgE7BczV22ZK/ir5neVvCoCrCEMzxIceFTl8OEpOo7dgYm5lXbO/c6vCjoHA5WHnfrfLYAQ4BOPumf+6vDS7zSWSurQT3c8vMXZXnX2BADQ+U5nOWwi+aFzGpjg5sg7JFDQKR6BMgPqog2d5wmsSQ0sFJIwGCqJwQ6UM4HStVXXO46phELdlCBsT9D/WRR0PjL0BQ0g3vVAnSQdp5oBRsSeUYKHzvtLC9R+3CMxgIoodC7zP3Vqoi8SU3IkfmCcMI4XFhYlmUrjr+3bclQoyPrnDTk4OJY6bQAphvuTZAKSDHzmqHT6V+FwppJMJchubRyGDCMUBWkiBrsX5+Zkfi4nOYQESSeT2paqLMf5vBwiHxzlpVguSYsEEC7iGSWuexz2pFMpWVlcUJsSIHWQfLK9vy8Hh0ewoyz1OsKaXJIUwxpl0im5tQKli7t3lCCzd3go23v7srW7J03YPuvEvc+dz73k9pp7Hogf7zG3ccwQOwmoOKVQMqwYw++wVLISWpM/5VqgwZkmb9UZDMKuJ0jcvYN5guYjq7bAJamDsNhOxiWVisu9tMhyKiS5ubSsLWRlHntkDs9WPAbVGRK+8PydlGgjyVZe8YTvnP1iSV5v78rrrV15hfxh90C2j/N6/bhUwfOJ92BYWXto7dRYjptQPKmWEHIpr4pSBZBNjhAe6LBR05LnDBlUaNX0HeTQOckyuzcZAhNu0Mk6t9qGgCFgCBgCQxE4u59Vhw5nFw0BQ8AQmDkC9h6bOaRfdGg/p38BiV0wBM4BASOgnAPINoQhYAgYAoaAIWAIXGcE7B+LV3F1SQDYqZWV+PAklcdfkMMZD4dtEjmMuC90+J6UuOrMnVp9Jye1dPfYbsImQztlH9rR0Lvnc1Ft8LMhYQHOcBpFZzdP3X1ni+KFDzrFNdwRwoWEQahQQkorrOSJaqip9xkagkQMUk1YMsQIeuxMStU+cM3917k80wMSMEjOaFdgBwggnBCJJCiQHAklBAczzdJpD4zuSQKDN5WIEoVaRYyzAyEHCglz8/Py5MkTWVpaQqiepmxs7UgU+zSKcQsFEELqTYmhbgLEHZIMkii5X5nYH0lVJYaLgIOZ5nn84vGERBIgt6D/BYQDWUP/K0uLsjg/J9l0BnNpSZVqCwdwcIP4sbG9I7v7B0qAKZXKUgMBpAV7dMo62td/EBeqxMxlM7K6vCzPHz2Ue7dvSRKEFJJOfn39VkMRcezLREAhWeb+ndvyzZPH8odvXkilWpV3Hz/pftg7ODwjAgqeJDwzSj4B9EpGwQX+50kpfJ7SCMWShaKT7g3sCz5fqoqiNb9+zSbugQ+7PvATt5xxgxnuXM4HTJ5QAshnodozF5XcAp6tXFwSmbhkUgkNt0NiGRVPuM9PSk082y08fySg1fB874F0poonUD35fHAkv2xsy6/IvyFvgJDF0F2qCoRO2be+R/Dsu+ffKZ7sRiuSq5X0+S+DjEYyH8ObkXjCXELIICqfOKWak6yze5MjwL128ppP3qe1MAQMAUPAEBiNwAy/40cPYncMAUPAEDAEDAFDwBAwBKZAwAgoU4BmTQwBQ8AQuHgE7B/aF78GZoEhYAhcdQTotCvgL8Zfl47gS4TzFk5blgxZQaWJUcm5mEh7cDQL1qPLyV3n2ejkXVN9df3F0c26d9DQjevG5wnPLzo5G/iJyZCdoY7X4JzGuQpqpk4XH6wC+glCsLiQMsQ9CUcsiRM1OmSh6MHSK3tQGcVpnjjXO8kozRBJKhyyZwAdZbYfTaiVlGo1tZlWMEQGUxskFM6Z4XlIohk3eWIKyStRkE/m5xfk7r278qcfvpdbt25LsVSU+UxGjvf3JAwSRgmKCs1qXUJwWEdgQKSF8TDlKJV0OH9cj+JaDCQeKmGkI04JhQ7o21DquPPgrnwHwsQ3z56AdJKSNHISxJQ4HOXEjmF3SpWKHEEBZWtnV959+iw/v34jbz+uy+bOjhSgxsB1nRXOnD/JJnfX1uTb58/k3//lj/Li8SOFbxtKIjVgTVuoyCIgpFyWtArizn/85c/yp+++lecPHwjVT0gM2UXJsEZnkrDETgEF+x5j8bnB/0rSihJHvLfSgeKJU0GB6gaeJbZh/fNMatsMh+zvqv9sknkFb8tJmgytG4oA1RRUZebjEl1JSHohLq1MTGIpEH+ghhID6cQpnpyOPd9YFT7b2OsMxXUEVZO32Ptvt/fkdyiesNyEGtFOviDH5YpUQYTjd5ZPfBbr1IniCwnJzxH8vc4ZiXtUlSqDdFJEpgIKz2f1HHMkS4MIdNdo8I6dGwKGgCFgCBgChoAhYAgYAobARSBgP6NfBOo2piFgBBTbA4aAIWAIGAKGgCFgCBgCNxSBtv41+IdKQR24t6GCshBLSBKOZBJQqCrA/4Yl/vOVd0aVw9oMvTa8+6FVBy/S4ej+GX05/jHdtQWToqNU8YONOOa9fisdthCbUQd+BESKWBshasJO7cSTUFw4mYauB5VR+Jf8VAvg/TByXTvlB52qXSfsIFZfe07HL0PSFAWhKzgQEsNqqEM4AS0UOJ6ZPLHEzV0vDf3gsofQnqSFdDot90ASefb0qTx78kRWV1fl6OhI6iCErCE0TenoUErov8EwPA2MDTJMGyXJKODfUP5EMY4iLkgcx0ngkkYOJeJwlifk2ctn8vzb5/Iv338PEspziWLMMBzpVFJg1vVBtyQPUHHk4OhYHoOAMpfNaoieMMg1mwgFQmUShsf5Wuc1MUqAfDKfy8qj+/fkjy9fyF++/1ZePHms42eBx69v32lonmiA61AQz/EiQwURj2dQavm3P/5B/vTtS7m9siwfN7c09A7DGZ0WZmUac3Wf4E1Dkovm4NiFsHKhmDKB8gnJJwxrpSF3AjKUf0NMM/Z0bWgxUlC4k+k+fRfuHezPputLWwXP7VQ98F1GZSyQT8LzUBRaTkpkLSXhORwnoTaD8FYJZK7RSYkqSk08m1TgauA53isUNW8fF2TzMA/iyQ7C7ezI75s78mHvEOG/qlAAGh3Wic8iSSgkoLm3knvP8jpt4bUKiCdUPWFmiK5eEstJtto9Q8AQMAQMAUPAEDAEDAFDwBAwBAwBQ8AQMASmRcAIKNMiZ+0uEAH/67ULNMGGNgQuFAF7Bi4UfhvcEDAErhUCJDLs1svyvhKVO1BCyUXiqiBBJy7VUKgwMCrRn+lu872MekExqv6o66NH6G8x7O1Pt+Ow6/0tz+/M2RIAEQDUZx8ni+yK7syViIKrrBsNQc0DZJQY2BVURUm1owgZ4RRR6ED1pBSWiNOC7CQAmmh31mAwZEal1pDDUBlOZDh/QUrhLJptKOfATiqhaEghiKGEYftJifeTyaSG3Hn27Jl8++23soxwNCQ7xKBMQmUUOrZdRjgP6MXwfyWcYGwybjhlnjNFUNLxHFcY2vLw6RN5/PypPHzySB4+figry0sa8oa1qXiSB6GkiBA7dZBKSArJIRxOMpGQWyBWpGEXw80sL8yjTMpPv7+Sd+uf5RghQnwIEB10ig8Sb+ZyObl765Z89+yp/OnlN3qcA/GkVKmqKouSZFBPCT0nPINTDD9Vk0WEL/ozVE/+41//Ij+AxHP/9hpINAkoXmDNSegB4YNm0t5ZJvbWIZ+gb3aP0ZzKDYkneEelMH4C5BOS5hhyR6ldqKePn+7OWVp0vn0Ng3MchN0TQVuDo+6FqSYQiuLpS8cksgDiyWpKIktJCSPsTjSJ5zQO0g+VUYYZOzAaw3mVEe6qANWTAvb6h719ebdzIL9tbsvrrT35jDA7W1A9yeMeVVGafL+dkvjMQxtFQ3BxvqCU4T/YGqw9iSdUPvHkk8v1jXHK5Oy2IWAIGAKGgCFgCBgChoAhYAgYAoaAIWAIXEkEjIByJZfNjDYEDAFDwBAwBAwBQ8AQmAUCdN7xL8S3ayV5XQYBJRqDCkpcMghpQYcu1R/UCT5iMLZXr7A6OsdxjfZ3NGkL+lHpQNQSHywvW3I28ROEEuDj7R1lp8PAOddZB7QKuNgRagYOXYboSaCPJrgcdYTkoRM1oZlqH1BGwdrVwgzZg3A9IBOx5JI4hEaNOP11dfYyXE0VYiSM/YPEEELpOohLIItQCYUhODTj2JMBiAX90+4cai+oS/IJ1U4ePHggjx49kjt37qgaCscgOYXEBqpqkIxBB3e7DZUVclo4QS10onqMCUMRRq+CwBGXBIgkL755Kn/+1z/Lrdu3ZPXWmvbJvvMIa3N0fCz7B4dyiFIJKBhnCWQTEi1IDskh/M/zRw9AsohhnlA9AcmH5JBGEKqnhXKaFCZZAn2ugQzzFCFsniPszjOMQ6ILVVFI6FFCR+e5m/QJmcaq4W24rrSJyiffgMTDMEH/+ofv5RHUahbm5lTFguvCNeJ7gqs7y6Q9YtN45ROqnvCdRIWmDEOGBTkO8gmJcrxP+gkT9z/3W7BVZmnWhfSlWGBkN7sxTXCPCR8NTb4cs7WrRvyjwDUdlehiUqLLKYTeccon4QSuxRhCazT5hGojVDvx+aBYlgOEs9o6RqgrEE3eIMzOa2Sqnrzb2UcYnrKUqXQ0YdL3Eqgn5SAcD5uTqMQ9UMJ7soJM5aazei9OaK5VNwQMAUPAEDAEDAFDwBAwBAwBQ8AQMAQMgWuOgBFQrvkC2/QMAUPguiKAX6NP9Zv064qHzcsQMAQMga9DoNSoy2sooMThxL2DUDyLUYTiCcPBGDh9SRzoTe4VTKqEU+3ov9tbczbHXUdyMLI6E2fT91n0QivVCY7S/UW+c32O89WlWNKhjrZ0qLMNBAigigLiBkKMJEA4SYOMUmvFpBqhIgpUBZCLIEoUUbmGERtdwNB69okO5SrC1RyWRKpQNUiDVJEGWSGFkjkJBZMUshJJQE5QkgLnBLJCDKSFDAgeKysr8vLlS6H6iSefUPWkjn4HU0cJpEdUJQQ8epNii4+55QVZW1uT+yB23HtwX7IIdUNVlTIUTwr5gvz622/y5u1bhNo5kjxCgDRA2vGqJKtQYHn08KHcvXNbFhYW5AFKJZug3yO0pW0b2zsgbU1OQKEznOST+WxOQ+/84ZsX8gT2rWHMFMg4jsjVO6OLOybeUZDQloHBH19+g7A7P8h//NtflIgyB/tJkvlaJZhxZsf9r5n24F2UAUGOxJMclU/wfqLyCcknJKm4/9yPh+69FJBQxhloVnXcwzur3rSf/l0+Ztf6MHTrDpx2b5xyROWTSDYmMZBP4mtpkFBAPsnhuYbySThG4hFJHqMtrOM5oWISQ+kUQSz5dHAk6/uH8isUT37b2NbjTwfHUgS5qwhVlAYIWNMmklAQYEdJKCS+eOJSFcQ8Kn2d8SsRZk+L8rQztnaGgCFwrgjYI36ucNtghsBECJzws8hE/VhlQ8AQuH4InP0/Aq4fZjYjQ8AQmBkCRkCZGZTWkSFgCBgC54gAfwE0+vfd52iIDWUIGAKGwPVAoAFCwW69IuuVgrwt56GCkpA0HNAMARMOxdTJOOy1y9fxVK9kdjbhL/N9dT/mxB1cwFKprfjo2jyeEQ5rutGRAuCp8BBBR3D9IupMROogotThWK20IpJEphIECUQuRE9Tna4kotAZO+u//FdnL/otw2nMsBoVhNUoxeqSVPIJ1E1APmGmIgpzAsSSJEggC+mMqozcRgiXu3fvytOnT1UBhYQUht05yZmtyPUCEuDiEVWHM/br4vKiPIJix+27IJEsLmgoH9bZ39+X9Y/r8urVK3n9+rUUSiWompRBpABRAe32EXInf3iIxXLOa4bjyWay8hB2lsoV+by5hZA9aINM8gWVU4jDOMkTaLKY/63VZairPJQfXjyXe1BmyWLutJ12XHQiDiTJ0M5V4PgMKi3/2x//KH/+/luQTx5reCKG3eGeOnvCjCOWxGATyXBUPSHxhAQUHnOvR3GPnKTgSVH4uC2IZIeEEpzrzSvywTn0zmkas7u7qXs0dj/YjySYRBB2J7aUkjiUT1hG5hISTkDZCMonXh2rt0/uC+ZmE88HiF3HeG6OoHqyfVxQxZO3u3vyFkonVD55u7MneyCAHeP+rJInoVRggyMlMTwY3n7IZ5vOuv+ztd56NwQMgVMQsEf8FIDstiFwwQjwe95IKBe8CDa8IWAIGAKGgCFgCAwiYASUQUTs/PIjYP/4vfxrZBYaAoaAIWAIGAJXDAESFOhUP2hU5bfSoZJPFqCCkobjNw7VjUgQEqR3WvyRRJ29dPDpL/3GV0RR7oB+9PZ4+jHHdGSKq/UDEX8vSrtd6RzkHr/TZ+1q0CEdAWYahUaPoYjSDqsjnmoQmTBUUbBmJSqhNOtOEQVljWQJKKacRWqDNEF1gVa7DiWUphSgdEDHrw/DQzWUdCIu8yB3LIIgs7C0LC+ePZUnCD1z//49WYb6Rw4hb6h8cir55JQJUJWDSifs8/Hjx6qwwnM6n6uw6927d/K3v/5Ntnd25AjqJ3Wo/rSpZMKFYAijcluOYfvGp3WJYb+nU0mJ3ImAIJJWJZQ/PH8qpWIBbQ+h1NCQQzjPm+MqoaBfzpGhdh7duyffPn0i3794JssgyPh5u319yiTP+HYMZKElhCF6jLX5tz/8oOonL7hWUIJhiCKST9RebuQzToBMw1AlQDSZg/LJXDSu5BPudZKtGKKK6iioNjLx3tlbOnL4r75x8uxO755zd3kyFEJ40URzcSifgHwC5RMqoERwHk5i/RlyZ8j3Aa2hMlIN7wEqnhSgarKJMDufD4/k940d+RWKJ+929zWXoIZSAnmNIadmvUJ83lvYFZ1oPDr1yebPuVgyBC4tAradL+3SmGGGgCFwgQicw8+mFzi7yzc0f1C3NDkCtk8nx8xaGAKGgCFwhREwAsoVXjwz3RAwBG4oAvZLtxu68DZtQ8AQOGsE6AAnceFDJa+O3rU4nI9w/vK1S+WBWBDugqEwVNEB19mGTlI6/XitU+LerH4t1X3tBy56XOC17nWcXPrkjNYZ9BjOw0lwYl11SuOAzvdwqA1VFBA+cJbE+vCv/VmmkJPhhh4zPA9VUZoaigLqBEoYCbD8Stx0Khiz2XThL3zwHCpTcL/EoaITC8dAtEBoGyiSPIPiyYvnz5V8sra2qoQGmkCCCBMJI5004S/oqKCSTqdlHgQKhvfJZrNK+iDZ5ODgQD5//iwfPn7QUDzVakX3KvcrE4smwutUyiU5gFJKAnYsLi6qOgkVShbm5qCEckd29/bk88am1OBcZ2gehg5hmBHfT8f2gYN4DAShVFr7YOidh/fuyjyINyR9HRcKioNTQem4zQd6OLtTPrckx8wBr5Ulqp7cl29BEvq3P/xBXj51qidUgykhhFEVpIEc1FFIQFDQvFkORn/2VaXucdjE8DpUOplDnlfyCUI8UZUJ7x9PPvmqgS51Y6LgkuLhT76iHGuJgHs4DnJPGs+tKp848kkUyichKp+AfMKwO4MvLVU+ARmtDCUkEk9IOvmwe9AhnLyD6gnzFggpe/n8V8xivKaD79nxWlktQ8AQMAQMAUPAEDAEDIGxEOA/nvBzo6UJEJjw37YT9GxVDQFDwBAwBC4pAkZAuaQLY2YZAoaAIWAIGAKGgCFgCJw/AlUQFTarJXX+LiIMD3+txDAuy/EknMFRKKIw/EVUoqQ/BL90omOz79dPX1yYfh7+9zR0KKoDFRdY6vH03V5QS2f1oO087+DXOTjdRFZ1JBRH/AEPRTkBDNWTgGpNGo77WisuJRBQyiBJlFsIkwN1FE9IYeVBW04fdbwatAsBdWQhmZH7iyvy55ffyp9++E4ePLwn90DkoOpJKpmUOkgf5aILa0NbFkGAoJLJNCkBksQciCLsm0QUklm4R0k+efv2rWxtbUkBZA+ql5D4MZhIIuE91mGb3d1dWVhYUEUVhqVZXV6S+7dvyZO7t6RaKUkTCio76OSoVFbiz2B//pzrRALH4vwcCB1P5N//5Y9ye2VZGliLwnFJasBgPpdVPFoIXeLTBFvBN5m45BgMu0O1l2ePHsj3IAcx3M53UHu5f/u2rICEk0ompIA1erf+GUpIYXkCgkoGijZntXf4y2wqnJB8sox30DxUfXhMYhVDgpF80vPEfDlnGMYazj531D3/svplvXLKLMcye9I16iifLCUlsYqwWAy7kwW9LQXlk0jwzqdhA4nKJ9V6Q44QcmcvX5Af1zflf7x+r6onr7d3QdSqSRn7nOG6zm7jDBhlp4aAIWAIGAKGgCFgCBgCZ4eA/4f62Y1gPRsChoAhYAgYAlcaASOgXOnlM+MNAUPAEDAEDAFDwBAwBGaJAJ3wtXZDtmtl+aV4AOKCO76VSAsVUVZjyChdGAyGf4kIFVHoNJ6Fw/S0udChena0idNGn939SR3Do0b2vmBPBmK9ENYjSic+1rIJMkeyGZEKwvOUW1BGiZCMQhJKE2F5EJoHjmOG0KFyClUMpsWW6h3cBy6HdH9QreLeAhQ17t+XF48fy8vnz2QJxIuFxTmoh7Qkf3gsO1sIhwO1BCpqpLMZyUBtJJVOKZOG4X1gFMLkuJLH3Gd9qeeUCihUPUmBHEHyiSeyHB8fy6dPn1zYHTjBT1IrITGlBpWPUqkkeSg1kIxCdRb2NwdiCwkZa8j7C/t6r436DE9F5YcqnOt0xNNuv75UiyBpYw1hgZ4/eijPEc7myf17en9nb1+2kSvo/xEUURjexlEn+mY41UkPLB1bhnYEPBPAjeonT7BOf/z2G4TdeSFPHtyXLEg82BLyeWtb3n/6LP/49TfFYFlJKcn+7noH7L8z9hm7UPIUiCa5IOQOw4BlQT5JIOxODPuL5JNTh2IFbhVXoARBC//587ENmqIixxrcolN0o7ZO045t/N7zR93zE3qE0WEonETSMYkvpyS2kpIoSCiROYTdgSLKKPIJ3xkNPMsMp3MM8smHvQN5tbkj/+vduuaPON86OtZn4oTR7ZYhYAgYAoaAIWAIGAKGgCFgCBgChoAhYAgYAtcKASOgXKvltMkYAoaAIWAIGAKGgCFgCMwCgXyjpgSU9UpBw1/cT2blWXpenqbm5FlrXhagTEAllAwUUeggJumBqhenOoenMI4OVJfpRh7LnTrFKOfRJEAnKDiTL53V7ubUOKIh3MVYC4TmwXEbRySFJNpRSbWikg1IJ7U2wseAiFJCyCWqolSgklIFeYIO5WkSw6KksA90T2BfpLAvSEB5snpLvoPqx+OHD+TWnduSzsC5HYvLwRHCcXzelF/+/hPKLVmDqsj9R/dlFWF5HAEFVlAMpAF74OAmCYXEDsVLwcEHSwXRWcwwMlQ+oRIKySeelEMSCdVPisVih3zi77mW/Z8koVAJpVKpBOF6qh1Vlfm5HEgYWVlkuBqUYeCVBjnlEISV/UJJVSBqwFJNRLcRqEYwnM9DhB/6CxRgnkNlZHlxQT5tbsk68keE8yEBhX0y/I1vpxYFU+y71m/q6LOejRU6YU1JHPLqLI/v35WXTx6r8skSwhgR2i2owPx///xR/vPHn+VvP/8iT7GOf/n+O1lbWfL8ho4NtHMqW4MeaEsK65ZDuJ2lWFLfO2kQTxiKh3s4jDzOGLqD1ZAu6URJKLjxNfZ1JjrGwXmNM8oUYqA49H2Oqg1cwCGM5uISA/kkvoqwO6p8AhJXEr8uAcFKQy4Nad7Es1kB+YoqQDtQPvn506b819/eoNySV1tQPqnWjHwyBDe7ZAgYAoaAIWAIGAKGgCFgCBgChoAhYAgYAtcbASOgXO/1tdkZAoaAIWAIGAKGgCFgCEyBQAtEhTKci1U40/NNhE9AWUC5C2WUz9Wi3I5TEcWpolAZheFeqIpClQKGyQghHkyPD3wKC+BAdR5UtA1cqSh41Lk8Va8X2Ei90sNd05zT8DuT2+uG6ZKBSEeBD1nVI1QVJQzVAqwvHfsp5LSqojR1rau43iABgyXyUEIKFpYklxjWmcQArjnJJiQLaIljhkth/wsghCwiLE4qEYcjuiWHu1DVAVljc31DPn/4JG9+fa0KKCSNrN5aU2UULjDXvo3916o2pVVCyJxKA+2b6gzXyXBzcaKa3V6LcnyE9SHhI4KxSVhgqpTLcnRwiLLiOtarbNiTBk5JQmF4IKqhMPOcKihUV8lgTlmotORw3AJRJQ7SRBREkxjKfKUqBeQaQh7VG01VEVkEmeP5o0cIbfOdrC4tab+fQIj56fdXsg91CJJlSEKhMssXxJgBu3osHn0IbEjm0AQcWzzsPkz97VAvivGTmBsVT4hfGbaQHLOzj9BFHz+CgPKT/Pzqtbz58FGymbRUgYd7CLlrkbyNvnRXx/+EDY7AFJVcJK7Ek3mQUEhsi6nCEudDgtt4SaerVd2RPycko2AYr+fzrUW7+9IXF/rujj4JlmloBfQZScYkkoHyyQrCVkH5JLaYVDJKKFA+6axvTwdO+aSJvV4D+aos73f3EW5nS/7z/Sf558cN+YTnLY/nTlWMetrZoSFgCBgChoAhYAgYAoaAIWAIGAKGgCFgCBgCNwEBI6DchFW2ORoChsA1Q4C/ST/pt+nXbLo2HUPAEDAELhABOhqrUJ/YbJdkr16Rt+VjmYOT+FEqB0WUBXmWmkcol6YsRpMyFziNI6GohtKg/sDUPtPgNe81T+icv9Jvfg9Eb+mPg/Xl/AYuDbkw3mZgP87Z7sgZEZzTiR/FIESy1Y4oUYikEYbiqYFgQRUUEo1UGaUFZRSQK0C9YE89g7r+4iB4ZNE2o6onMUkGpBMSCTwxheSUJEKpkBDSBBmjcJwH8eSzbHz8LJ8QooMklMP9QyVdkBzSAmmjEx6H690AAaVcl1YRuYKMfRaKgtxENo3POCRpo41zHS+elDgUVsIghOh17l+SQjB2DaVziCs6HWyV9DEAPu2gCgpJKMwkoFBhhUQZklCY08mENHCPBI447mVxflAsIZRORMORkMgzj7A9D+/ekW+fPZU/f/cS/bSh/pKXV+8+yF+hKEKizAoUUTjWyERzJ0gkWigBxc8Jc1ESypA+WJd4hjEHEmGaWION7R3ZR1gkhtz59c1befNxXZVQjhGSqARVmBaJQH17oqfjCW1lSy5lBvuE4XZIPOH7hfuJBCZV84GRtHOSpNV12zL8jltq7nv2o5cn6WySuhPaOXbXY/bbnZs7wtKfmLj3owizEwP5JIEcY9gdkFHCUD7R52zEuFQ+KUH5hOSTTZCofoLyyf/1yyv5BWpGJKMwJBUJZ5YMAUPAEDAEDAFDwBAwBAwBQ8AQMAQMAUPAELiJCBgB5Sauus3ZEDAEDAFDwBAwBAwBQ2BsBOi4bcLpzP/qKIsI20LSQh7lDhRRPlbycg8heu4lMqqMcjsBZyacx3FVL6BKBh3IyGOP+GVF70f15Zc1rs4Vh8QwNAauDZxOOkN1tgMwN56jA0GYBomaKI6kEA21EZ4HZItwS5IgpSQRpieliihRKUeoitLsKKGwP+pQUPEkCbICFW/SgfIJCSm8HkFWbgjHQINSoSjbG9uqPrIFJ/XO5rbs4Hx3e1cO9w6UFJJMJZXgwX3WSTxkZugdEFGw8VQRBcYo2UQ3Ew3i/0HZKoMYofXQsKerFto3SGSpQkWlhjpBfV+2cc5LnT5pBIgiPuneRYUwFF9I0ojHoBaB7IknHIxzJfGE/URQLwXSTSZVl2+fQPnkhx80dE02k9HQO+/WP8mr9x+gLvJJyScLCOvTqzTjTOHndImBakjc0PmgC678KOkPzrIB0kkB4YloE+2gGsve4aGSZD5ubMge1CwKUK2pgVRAIs5wUsOk9rr9QaUcquaQfEICWw6EJpKiSGKKEHPYPmnPHdTYEBMMCu2Je8yfd+rN8GBqW4fZMG1n3a2rvQ6cupHQdyRF5RNHPqH6SXQB5JMsyFsx7B4QuIYlEqio7kOVn30822939uUnhNL62/t1+Rnkk88HR1JC2B3uE0uGgCFgCBgChoAhYAgYAoaAIWAIGAKGgCFgCNxUBIyAclNX/krPe+ivEa/0jMx4Q8AQMAQMAUPAELgaCDQZlgWkgI0WiAUgn7wuHUkOjuNvoIbyfWZRXiKThJCBU5k5FcZf08PJTHemEgUmmCZ/4vGZza7NT0Bw/tK3PNS1PtLp7G6MvE2ABpI629GAuHEsEgd8exIleC0CAgqTKqKAtpDE+jZaMalHEYIGTmQSUMokH+E62yj5BAQBhlkiwYhEAaqeOOKJn5EvRY72j+TD63edtS/kC1KE45qKJ1QkYUqkEvh0xAC90PvBQZHaJKLUoZBSV8N7a7hjXG4WatIogSQBkolTzEGfbA/SCiYi7QrC+SgBBU3IksH/LFlHSShuk+p1iK0o+YGkE59ZjwSUGMgnzDyOMPQOiDtKQOE56idwb57hq5D//PKF/B//+7/L3bU1DBaSrb09+enVa3n14YOsb21CUSWGmcM+twxuLsEnzWP2n3o4xgfRVwWUoC7DYY3sA5uiDmIJFU/+88eflYRSoWIMCCf7R0dKTKlB5YUklY46zRAb3AgnjDPQRvHCvqHiyUIsoaF3GHJHiWs97ws3f1rvjwY6OuFUIdVmAekEF9gPr0/e2wkD9d36+p7ZQ7DtJ++5Zx/xsOe0ry8iEJ1LSHwtI/FlhN2h8kkaexrKJ0MHD1pT1YcEE5JPPoFs8uOnDfkvP7/S8Ds8r5jyyQDOdmoIGAKGgCFgCBgChoAhYAgYAoaAIWAIGAI3EQEjoNzEVbc5GwKGgCFgCBgChoAhYAhMjQAd5k04rklKYC43G6q4UEF52KjJLogpt+JpWUNeiSVlEZmEBZIXGCaFygZ05o901Xa8pu7AkQlobufG1LZfdMORc6ZhuMkZso4vedld8Z/uyjifztneVXygU7tXvcLZ4j7JxwBVSNeGaxTn+kIVJd2OSg7HSpLAoCQOUF2DhBMq2+g5jpW7MWRFywjRsY+QHAx908JeqcF5Xa/VNCQPVRKUIKIzdHaMnBcN1+X35Zc1G3B+V0ogtlCBAeQPP9k4wruk4imooNSkUkGoGwxFwomaq8O6Y17ChDT0SDvexDxBNgEpgmQTht/RPYtKPCb5hMQUf404MGRJAvfCKG/NzUtuYVG+e/5MHt+7p0MdQFXkzYd1+fsvv8rG1g5sqSL0DsPZuDT8iVADfZVTS/ZBW6gc4pPaNgI2wlpH+J8iQ6ns7oKIcigknFSJZRVY4p5TPVHw0WW3X/bfOesc+FGHl37fqHIOsCUBhZkqKEkQm/yeYne+y+G4DO+/9yrbO6vdEdeX8+1e760962OOgkQDmINTXho3cd5s5stx23Xrudl7FPx1htiJQukkvpqW+EpKiSgkn4TjCNTFF8GQ1KTyCfZCHnt297ggb3b25B8fP8vfP3yS36FqtIWwUtwzFnZnCHh2yRAwBAwBQ8AQMAQMAUPAEDAEDAFDwBAwBG4cAkZAuXFLbhM2BAyBa4GA/536tZiMTcIQMAQMgauLgJJQ4GFdrxSgiFKSjRrCMpSP5EVqQZ5DFeVhEuFFML0UHPYM2cJMlQO4Ojvkg77Z4/3OV7ynPHjVhS4Jpa/21ThxE+q31XmW+68FZ6zO2650DuEv3MJfXBjSFTqg87rbHxVBBt3Rrh27c45ukktQR0knTrmGhBSSGJi43g29533VzkmuN4d8VCsVaYDQQPIJSSjaL9uTCdBJru/OKQ6cPT1XvrjQcy84bMBBXikiVAxCyLSg2MFwIUzxGEK7pDNSOS5KiwQUxcTd08+e4ZVQEgOdJtXCHgURB+QTtu8loDjlky4BhWM4IgpK7O1oOyyP7t6Rb15+K9+AgHJrdUW2d/dkG+onv799J3/9+VcletBej0OPCeyum8aYt6/MlSDxRDPWy/cJ8ZjgWfM0It/CPWd1EMealRbUK2rahoQTrhfD8Xj7ui1w5DvuuxhcH3UvqBsFwYHvAJLSFhF2Jw0SCsknVNGJktDT6cZ11OmuczA46AnnnHfnNp+D0fu/U20mB91RO9257dY5HXXAx4ytuz10j0a1Ofl6MHDP+NFcQhJ3shJfgvLJYlLCqnyCN3LwjA/rr4k9UQSxay9flI/7h/Lj+ob8n1Q+QdidHagaMTzT0L0yrDO7ZggYAoaAIWAIGAKGgCFgCBgChoAhYAgYAobANUfACCjXfIFteoaAIWAIGAKGgCFgCBgCZ41AG2FbXJiWo3pNlU4YnoVEhYNGVTZBSlmCw3kZmSUVD+Jw1KvTGY7n0xRRenynZz2Rc+r/ZKfyyXdh4qkVgmmwHsALCpSBE95dDir1F75rEiqY+KlOcRxQ+YT0BmiZsNuxEhURqJZD57R3UPu22jf77/TUPfKXXB2O++U9X8eXVEBhiJ8qVFCaJHdgbKbFlSV5/M1TVUbZ396D7bDAGxEc81THAvsmxtBRiaTMZXKSQ04mEh0CSphkHBAlIgwT06OA4ueWSiYllUrJvbv35PnTp7K8uCQhzP3o4EDW37+XEhRGYrAtDNu6cxoyNzVmyHWd0fAP1lb1EywYnymf1GbMk3wcnbu/gZI20HYlnAR48bafT09VPez22ntn+NXeGnzeqYDEcF05kE7mgpJkNF6nvVTRYfK4dHrtHLj7Y3+yXWedg7n2Xhi7o8kq9kA/WcMZ1e6ZcrdHYEHVkwhyIgi7wxA8JJ+ESbgaYTSVT6qNuhwjZNbWYV5eb+/K395/kr9D/eQtjvcLIHzVu0Sq7oB2ZAgYAoaAIWAIGAKGgCFgCBgChoAhYAgYAobAzUXACCg3d+1t5oaAIWAIGAKGgCFgCBgCM0SATusKiCjHIKGE2kUpwHH5uVqAszkhD5JZ5JzcT5Ko0lbVgzQVUah+ANezV0QZdJ7y3OcZmnohXTk/uv/0bvYxTXHNOpXHaa1YarsgDA8uKOEAiA501+l32AHXiy2VJICGoTZba+/Dqvdd454YJDMMG5vXhl3v7WzYnL0VbFsHAaWI8CCVcllD23gFlOW1FXn+/QvZQaiQd7+/CUx3VAzFAzb6sUnWoOJJJpmWudyc5iRIJb0hd7wCig+/Qxs9YYfkk5WVFbl37648efJY2zHMzgHUTz5C/aR6fAwCRkSOMU4VTv/unLwF7K0/dev0Xx886yWfcB5+jXjdadmAOOQB622Ma4PEFH973LG5ev4/37a3JCEth1BIJKAtxaDAgXOST3xILl/X49hFwx11z33NMUs07J2bzqeDQedgzM5Or9bhcUxt8OljjFODM/OZm5u4RueB+92cxKF6EluA8kkK4aIS+HXICbZSDYfKJ7tQPvmwdyD//Lgh/+WXV/ILlE+OELapzhBSQzfVOFZaHUPAEDAEDAFDwBAwBAwBQ8AQMAQMAUPAEDAEricCRkC5nutqszIEDIEbgcDsHQc3AjabpCFgCBgCZ4gAQ7TUNDdRNqXUdG7pjWpRySl79bJ8jDo1lOW4U0ShGoJXQmAQDqeI4ox0b/pr9L6nM3hs/IPwOQMN1Ik+Rh9s5pALjjoXOgdj9OKq0IkPnQP9TycwiyUhASPIoxQYTkOLM/GpVqnK8eGRHMJRfrCzp+SPVCYlmVxWbt+/K49fPJX8UV72odzAOgwrQge7kh5gB4kl6WxG1u6syf0nD+Qu2ixBPSUOBRRPjFBEMXcl1fRgoKooaL+6uirffPON3LlzR0hcOQbh5ADqJ9tbWyj3JQSC1lI2rUolFYQJup3Nylw8AdUVF37Gz4Ul59Y7v957w465L0g2UUy1gltnJaaANETNFb8jhrUf69qYBumY6JDPdQJEM5JPchGon6BkCB6G2wH9oQdXzBW2M3WHGDzX2xN/EJdeEkoXBvbfs4gT93xWDbrz7mIxyVjBnHQvQLmIyidQO4mvpjXsTiQL1ROQT0JRKp8M75fkrTJCZx2BzPX54Eheb+3K/3r7UZVP3u/uSx6KKA3sX8gMDe/gyl0dAcSVm4cZbAgYAmeHwGX8vji72VrPhsDVQcC+w6/OWpmlhsBFIWDf4ReFvI1rCNx0BIyActN3gM3fEDAEriAC/MGR2f6heQUXz0w2BAyBa46AElDgZG/AMdnCX8bXUZaadani2l6tIjE4nrMIwXFfFVGyWjbaaUkz7Akc01RKYB24RwOH9DX6ZQG+tvSbix+a9WyiHUFn+iSJtR2CwVGneedgrO7oZmaYlk4KyAKd87M6mMDMWrUqrcOWHOweyB5IJimQSRh+J5PLSDwZlycvn0ElpSa//eNXKUAppQ0HO8P06E8UmE8sEZfsHMkqd+Th00dy9+E9WV5dlkQPAUWxZCwbnx24Sl6Jx+OytrYmL1++VCJKLBaTQqEg6+vrsrW9JYeHBxIGKYsEFJJOEDBHFnM5mUc7EjWY/HR96faJ3jr9A42U+KGlq05tlzCeQ5K6QBc4u0SDfeYhjqlukgHhZAGEszk88wy/o6G38Hw7ggobuOSP/P725/7+15aOhOJ7ASoYwC3d7Efyo0xXOgQ8DpP34Waln5wa36VUPrmXk5hXPoHqSTjh9tuo/vkeL4DQtYPn5N3Ovvz9w6eO8kkZiihNkk+uVSJis94L1wogm4whcMMRcO/WGw6CTd8QuKQI2Hf4JV0YM8sQuCQI2Hf4JVkIM8MQuJEIGAHlRi67TdoQMAQMAUPAEDAEDAFD4CwQ8KSTGhz7VEIJQ3khCm9vGO5euvpJTCk1G7JZLUkZ5XatHITlSMJRjdAncFQzLE8yCM9BRyyd58x0aGvIDjrV6UG+cWm6ObOV+9WsU4Lw5xcNn58NSz32FwYMc4oeI2721KVqQ6PRkH2on7xGmJB4MiErt1YlGgOxCSSP1dtr0mq2JJlOy9q9W1IulqQKJzv3bBjqJRkQVhaWFpSAsnJrBSSFsBJVatW6JFMJ5JS00b6B80alLs1aU1p1OOKbbZlbyMntu3cQeueeLC0tKSGF5JMtKJ+8efNG9vf3O077SDSC+WIPY49n0G8ulZQEbIyALMBEdZCkD08FQhb3PAkBo3515vALnhP269DUvnjPq5HwOp/HQMdG78/iw43veorDdiqeMLwWSWV8njPhmCOY4VyfZdjRS7Dorqw76p7PwrpuH+z3vJ4DjuVz14LTj75m7p1IOGGgi62kyicgn8RWUiCfpCRK5ROQT0LR0aPwWagilNUxFE7e7+3Lrxvb8j/ffJB/fPgsn/YPpYJ7VA26nmnUE3Y9Z3s5ZjV6L14O+y6zFbZfL/PqmG2GgCFw3gjYO/F8Ebfv76/D2/br1+FnrQ0BQ8AQuDoIGAHl6qyVWWoIGAKGgCFgCBgChoAhcMkRUAIK1E7qUHqooST5pNUG/ST4PVUTDs5yuyHlWkN2QD7xiih3kxlZjaVkPpqQOagmpOG4JgklAk9qAk74BAgCPE8hx+iUHwzfcclxGTSPcEz2q7ug9kCjXkf+4Bj+nIQDNuOvulif4WMGuvFVz70ctKP/vOcMhz5ES6+RvaFVqNDSbrSVgMIJLq+tyJNvnkkaCigJklFur0oGCidLUDWhwsnx0ZGU8kUloJAUMrcwjzwnufk5Ja2US2UN2ROLlUFsyQoVTdogmzSrDWmCgNKqIChRnc54EFDm5uTJkydKQFlYWJBKpSL5fF42NzeVgFIqlRwBBXZxLIbsiZKgAQJKBgSUeNSRMyjNQcJJEvf4DJDMwXOOwWeLafBXlkosQTtfKmGnh6BFFNkDyScko1C85cteeO30xL6YB5Mfg0ouDKlFMhmVTxKYp1c1iuk8Blv686DXgc7H2d++h9PK83gOaP7AFE4zazb3g02h71kSUGLYRwsIu3MXyicLSYkiBA9VT05TPiGJqwSFk10on7zZ2pO/Qfnk//71tfzyaUtD7lAxyJIhMDsEuHEv5ImZ3RQupKfBb4ELMcIGNQQMAUPAELixCNj39/RLb9/h02NnLQ0BQ8AQuHoIGAHl6q2ZWWwIGAKGgCFgCBgChoAhcEkRoJOXDm6G3mEm4YQuSzrPqeHg1Cyc8axLRZQiQvSsVwpKSKE2hFc3oTObCgrzcGaTmLIYS8CpndAQPlRJoUObznkN2RMck/AyS6f1zGBWQoBztDn7cNxDEphsHN/PeK04nv81oTrhMe5l+NWXzoLrxQN38sWE3Ey/uNxzoVvDH1VB/jjaO5T3v78F8SQp9x7f13A6sTjUddIpMFMEaiZJmYfaCesqIYeqI7gWAdGpjtA8xwdHsrezixA9bSWsxKCgwj3Mus0GQkyBhNIo1STWBuEChJXbK7fk3t17sjA/r+QSKp5Q+WRjY0PKZRJYGj024xDGhlSpAuFoIsg8JhDIMZJhYMtqNisPQGyJQXWi3KhLBX1UEfqExK4aCF6OSMK+XFuqi6jaCc91ADek0lew4HqPCigYBtOYMnmUXXPazGcwG0H4oUQG6hhRfT4zSqBxzyhJZLTNLfToYbs9u6Pu+eg2k9xRTIIGZ/YcqNFfZ/lg68HzYXPW5xsEk0ga1LwMlE6ycYkuJkBCwZ7mOe6FotwJwxP3dR2kwHy5Kq+x73/+vCX//dVb+SsIKBt4FprYc6xjyRCYPQK2r2aPqfVoCBgChoAhYAicNQL2/X3WCFv/hoAhYAgYAlcfASOgXP01tBkYAoaAIWAIGAKGgCFgCFwiBByxpK2O8iZIJOq4DzkCCl2g3hHMX1uRoFKHIspRoypVONUrcLCXmVt1JZgsxZKyEk/Jmua03IqnZQFEFKosMMSHhioJwn04hRSEmCDRJXDAO+dt7+cFAkUz1BGvIExpyHRzYSviTVzU+R6cT2nEVzdzs6A9TPz0V/SC+wgudev03Bs47G3NsDqNekM+vH4vNT12IXQWlhZlbnFeslBBSWfTWqeJvUaSiSMkiFThgM8fHcvO5rZsfPysJJF4AgQotKP6A8OPNDwBpVyXeCouK/OLcmttTe7euaNKKDTt4OBACSi7u7tSq9XUWpJbehNDAzGrIgruURWFMJCAwrA8a3M5KS8uSRKqLvkq7KpW5LhWlUK9BiUWkYYyUBA+CHuKJI+wZq4w/uM+0+SeBfBbehRQZvcLY6quKAEFqkV8RltNqBThuYzDFobj4f2uLb2z7z/21tJ2Jn/eX2t2ZxznbJ4DWK7GTzeDiVsF7xPOJ5zCflqE2skSc8oRUXAtHMfeQh6ZsB2ofFJBaKkDKJ/8vrEj//PtB/mvv72B8snm17CVRg5pNwwBQ8AQMAQMAUPAEDAEDAFDwBAwBAwBQ8AQuM4IGAHlOq+uzc0QMAQMAUPAEDAEDAFD4EIQYDgUKqBQ4QQufiWaREBCwWGfd7lXHaUJJ2gNDv5KqwFVFIQ3wX9lHO83KqqQQsIJw5K4EB9ODWUxFocySlIWA4WURYT98IooqpACJ7hTSgmc9Gfu2h4f7omdzb7rgYbeae9vD5bEkYnNFH6qYOC/gW60znl+OLvHsAJV1M8ekCr8fGjrsNZUamg1W1IAkWQTxyR4FPMFhOBZQ1ieZUkkEhIDqSQMchT7qpYrUoFKSbnoQu7sbu+oAkoF1xmSh8IPISWHADecNKFE0oIiBIkVVD95+PiR3Ab5JJPNaD0SYNCtpJIpWVlZkSRUWJgGFSSiCLuzurKqddLptNrJPll/ZXUF/T6QBEL0rN1ZlTIIKIfHedk9OJTjQlGKIKJUoIxCVZQ6SDSNIDSKI3j14uKoFoROFVCAGEkhVCOaPgULgg74rPG5zOK5zIEU1oi0EHaHobPcOJzPsDUaNrYnqvj6p7Xs3Qfsb9z67F+fA7TQ5+BroBg2kWmvdSeumPFUL/nrA/2GYiD4JEEwSUHhhConuZhEcnGJQP2EOUTVE9QJQWFnZMLcSdaqgEy1vrMvv2xsy3/77bX8P2/eyxaeH938IxvbDUPAEDAEDAFDwBAwBAwBQ8AQMAQMAUPAEDAEDIFhCBgBZRgqds0QMAQMAUPAEDAEDAFDwBD4CgRU2QROeheGB8oRcERTCYVOcJ/o91WyAJ36mluqmkICSgkElCZkHgq+ck+ZZFgehPzoKqNQISWtCgyrKNNwgFOFwWWEXeE5VFLiKElGoaOaZmjZ0+/5HZ7mKj/Bki58WmnSnti81/l+wkhneqvf7v6zvoF1vv2TZu1B8kFvG7enENoJRI1KqSK1ag3hdPbk1t3bIHOsSQbKIplcFuF5EkoYKRzloXpyJAd7By7vHqBNVUPyMCwP90oETnxaoQoocNhTOYUhdHK5nNx/cF/Wbq0hvE9ar1egVEK1k1w2J6mUI6H02uePWWceIXsWFxclnUkLCSlMtGt5dVn3P5VXioWCVBAqaG9vXz4hJMoBSCglzKsAogtVUUoM0YOwQU2QvQJRFO2HGBELJYFg0VUpBbNocgNMmDh34u6fX78iVD/hc8ZQWSSh1CINVWPx98cdZlLyCfvt3Qcn7KChJtC+s3gOHE5Dhzz5IhoqZvrRU/WLc8xUWUZYC5BPInMMs5OQCBRPIlmQUNIxJZ6EY1A8iaDbb2YRAABAAElEQVQu8sgEALifaxWEnDouyZvNXfnPtx/lf7x6L3//uD6ymd0wBAwBQ8AQMAQMAUPAEDAEDAFDwBAwBAwBQ8AQOBkBI6CcjI/dNQQMAUPgEiMwhQflEs9mLNNu4JTHwsUqGQKGwKVDQBVQWiGpw8HJzMA4LThD1SmurmNnMh3kdJy7UDxUTQFpRdUcoI2Ce8NSHQSVI9yroe5hneooeXWC0wFOR7gqoiBMD8P3LKKkKgoVUrIIE/L/s/dm/W0kSbank8TKnSKpXUplZmVmVXV133u7e37zMp99HuZhHuZuXb1VZVVmpVL7wp3YF3LO3zwcAEGABChSIiVzKRCbu7n5iQAREXbiGPtJ1UPqnkRIGdXHVW0jHBxDwvocIONM019qH+fntxwMzoPojJRoIrKTWji/j4vUoHcjAmVunPCmt9JbONEFY0qjiDtivcHapNaBxFQTEQXVkq6II6TXKYkUUhSxJJ9XsF4O1E39pBYqUkmhbq1as3Q4BRFBIIXkVG9WZBHSlHRE9miKDMIcQZ98oWBkFmzO6bzCr4K2ra+v2zLfg5N+MubMV80hqDAtLCwYaYWxoIBCe5Ra6ptSZqnVQ0UkFFIBHRwchGa7KWKB+AVKq1LuFEJbKYFapAViEjGGZbahjtLstO17dKy+oNDYlC3z9YrnwQloR66gaMJ3BrWTnJbTOYU9SCg5KaEw72hK4xtpaMTGdMySzbQ+ouqpTanNqR0jNoytm3U4KRYjTPc3TeN8v9WJpXF+QiaZEbGEVDuzIpuY2smSyCcQT6R4MoviCRNkKYgnOk5jiwbbbes8Eflke/swPHuzLeWTv4X/+6efwnMRnMb97R1rz3c4Ao6AI3CdETjjz+F1dtt9cwQcgY+EwKVcBH4kX70bR+BLQ8B/w7+0I+7jdQQ+KwScgPJZHU4fjCPgCHw5CHCH+IVdhfpN8ZdzevtIHYHPAAGC9e0ZyCRxyisYWjieDcr+YoU/aaZUoRA4yiik6kEtpWmqKV3bNg6GrggqqhEa3XbYHahE4HtWAfANEU9QREkKKZsFqVDky0ZGWRURBWLKqogpS1JRmVFAnSA6bT/arwodXaCzwWYXaG5I0e46/pyMHI82sn3kPts+TEKxIcaPgeB7Q0ohpMUhpc7ezp4RT3J5HXeRSjDeFpmEqSnVE+aQVUrzZTsnSNUD8QMiiqlFUE+22lIcgcDBdiOzFPLWL+eRKZssLysFT0y90yMCZAMZJGhQFxuQVlimsH9ldcVUUVBaQf1kXwotrVYrvHz5MlSqh/oeHWkcufgdUrqhrqYOhAKRbOrykamq+jMtpViBiKPvTEdfvllNUGK6kkERP8zaW6cjPnAXX/h+QNoixQ4ELogm2VCiqgpjZhIJJSmkjDA3clOyk759aX1k5c94o2Gt8Z0av+0QOlLbmRHhiFQ7c8s6H6V4klsR6QTiiZRQIKbM5FSHdDunjAwBp/NBf2pDR2l36oeN8PrtTvjTs1fhvyvtzv98+myosq86Ao6AI/AZIMCFz3l/Gz+DYfoQHAFH4AIIXMcbowsMw5s4Ap8tAv4b/tkeWh+YI/AlIOAElC/hKH92Y/Sr48/ukPqALoaAfxUuhpu3cgQcAUfgIyCA6oNinEYqiWl44jpkEwLgxAH4M57IJy0RT5oKtkNA6ShYTnB/2hIJLUdhv9OSOspR2G7Xw68NpeLJlBsgnmyKiPLN/Ep4UloKd4oLYV3bSCFCgF3h3akD6NP6OFj/4rEQtRxqPLQ62E1vuQdpxgKCvvFpSqQbiLOgYcTl034MjIh6rA5ssvrmftxo+zMjkCZmRJLI5XRMNXWlBnJkJA2ROaR2QnqdWZElEhEEcgbkEqvHuSc7tCtLJWVhcSHMa4KwQrt6rRaaIrJ0jICiNhCmlOKHbXmRULAJ+Qr1FfowpzO/rb+BMbBOnUFfGMLgdtbZDzllFmULiAiaWOZ853sC6WBW/eFzrpAL+VI+zGvMS5paItOgiMKcND0QU2ZaTSOlHOs7MogbfaXCUSFdVVHfC1RPUoqdFRG4UDsZLgwrTcP7zltPZ8CwLwNQjTQx6uw9rw2GUrteXX0f2HY534eLotAfYs8CxzqnY15Uqh0RTeaWUD0phlnmCyKeoIRSgnii48G50WvYt3ViyQauv79tne+tbqju1sLW+/3wLz8/D//Pz38LL/b2T1T3FUfAEXAEPisE0h//z2pQVzyY3g/lFffj5i8XAT/XLxdPt+YIOAKfHgH/uzb9MfDf8Okx8xaOwBUg4ASUKwDVTToCjoAjcLUI6MqTi0+/mLpamN26I+AIOAIfiEBMr6NUOQrSd0UCSeQTyCn8GWcyNQYtkXaHlDrMScfTDxNP5wR9oowySh1lWcHzzUIp7HWa4VAklQPVqxcXw7q2EViHhKLQrkgo/MRc7o8M1voWP8R638p0yJysjRVQ/vgl8z8Nw+b6IHrOsq0nrwZXImYnfGb3wAaIGzMiRxSVOoc0NiiXMJHCpq60Om0pgkAWSWWgqW2y0042ZnUCkFoH4sni8qKUSJReRwQQUvPUKzVTJGmJyAFxpVlvhr3dfRE/8qawQv+nivyM5BMWWFYN81X9KL0P6ieJdEJbVE9QOzFFFkgjIs3UIL6IAEOf5jftIR3QQBs47+dERMhpuahlCDCQao6kdNKSKgpTVWOvygYnOCl5+F6iUARhhjRYZlcfqJmgclLSmElrtSzlk0WpBUFEQQWFfaeLeXJ68zlb0jdBXZ4oQ6sn9qUV6pjPacOE81HtRm2b0NzIathjmrZYG4gnTHkRi0QmgnySWxPxZ7UUZqV+MjuvlDval1RP7A/WWR1lB5ZzAlZgV8on7Wor7L4/CC9eboV/e/Yy/Pfnz8P7Vv0sK77PEXAEHAFH4EtDgN+Pi/yYfWk4XafxXuTC6Dr57744Ao6AI+AIOAKOgCPwGSHgBJTP6GD6UBwBR8ARcAQcAUfAEXAErhcCHQXDUUCJKihHonfMKH2OFFAUcYaGAtmE9DuQT1qQTyykfPlPTwnQV0U46TaVukdB95eNSvhWSijfzq/a/IGIKDHQLvUIBd1JGXS1RfY/qI/o3zRe9ur2FuIILx/ts5Hrd58t9Taw0FvJjAxui3SFvr9aGqiOSkmhWAz3Ht0PD548CuWF+VBWKp03z1+G189fh72tnbDf6qs8DDSNfc3ovFTgHxvzaru8uhyWVpZDSUooFAgolcNKaNQaodUQmUUklO13W+HP//qfRlQpqp0RTaK1k58QCtThjFRKTNViTilr5O/y8pLS7ayGO3fvhFXNaQ/h5O3bt2F7ezscHh6GarVqpJednZ1QqVSMoML53CvYBQgGZJu1NquxkHJHd7v0Z8ooxXxY6Cj1lAg1qKHURHIhTc8hxBTNIaPQPqmdQD6BdJIUggoQtESwyWgvve5PLFzgnMZtSjy6cXnaz2Rj0nYn6uu4Axv9D6A6qanT9U4YP7173BY7d3SeQC6ZWxLpRGonc8uatDy7ILUTiCdlTQURgDifNE3yNwTiybEUgI5RPlGaprqUT6rbtfDrs3fhX0U++dv2TnjbFLGK4+/FEXAEHAFHwBEYROBSfhgHDfqyI+AIOAKOgCPgCFw5Av77feUQeweOwCQIOAFlEpS8jiPgCDgC1wkBv4i6TkfDfXEEHAFH4EwEUFaAWALJBDLKnIK9c2pBAN3UTzQ3AorqEAA/EVg/0/L0OzuyX2GS+gkBVxRQSNcDMeWw0w53CvPhdqEcbuWPLQiPEgTBdgLDF4wpDzkZA8aXY2vI9AVW8eNj/6SmsfcRTVtOD8D26GO4BuvR7/4SrWchSEhRZP3OZvjN778PS6tLYXFpUUSUstVHAWVfaiXjCseZNDal+ZIRT1ZvrYmEsiI1lKKRPir7h+Fg78DUVEjHQxqevZ3dcPyXY1NaQSVlLCGAcXAeoWqRjyQUUuVs3t4Md+/fCwsLUltZXLQ6jUYjvH//PjyXKgUkFAgoHVLoZEooKKScKgYS52rakyGs7xfpenKaF4/zpoyypPZtkRFQQ6loKsluUamqGuoDssIyqidSPFmczSt9ldL6iHSSk2GUT5j6faS+svnYHUP1Rqz2z4cROz/CppNn0sU7BILeIZjUDG1QsxFRaK6gtFEimuTXSlI90YTqiRRQOG9mRDwx1ROIJ2cV+3KIdMJcH6TbOWpqqnekfiIlnPeVsPPuIPzy+n34j9dvwvPDffubeJZJ3+cIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCMwOQJOQJkcK695XRD42JGC6zJu98MRcAQcAUfAEXAEbhwCpN1pm7pJTPdBIPtItA6KQqK2r0nKERFDUEmJWgRXP0xIL2+a1VAX+eRNqxZ+qu2H76WG8k15JTwuL4XNfNnUH0pSgJAGgREDLsMrCx3zQdD50gxOZitdQqZ+j6WQEZfTnstw6HwbqVcL1oNDcuisptRJ9Ua6K/UKiE4iUZB2Z21jLayu3wort1ZCs9E0tZL9nb3w+tkrGTppIK3NiFxBOhxIJxt3NsL63c2wvLai9DuzUj+pht3t3bCnqVqpms2jTldqKPXQ1Zw6tB9bMt9NtQL1CpFQCmUppnRCKJfKoSlVlSOpVEBSQVkFpZVdkVu23m+Z6gnErC7fEZFeEkmLuhMVVUMNhXKMMor6n50TMSU3E0pSRVmUwktTuJGmpyuFjMKRVGCYjkU4EeiMalZ9xX9m5uQHfsT/vUN0ssK4tXgmDA8jejquzcmjN67uuO2DVnvHXV7bsj5iu7RnsPaUy5M4kJk04tOCSCdSO2HKoXqidSZUT2aK+vuj88tUT4bBGuGWnR9KvXTU0d9TnZvdqpSfNHX29T3Ya+i8OghvtvfCL1LU+UttL+y2lZbJiyPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjsClIeAElEuD0g05Ao6AI+AIOAKOgCPgCDgCJxEgGNpB3USED6YCb+RLBYUwMul3UEeJ6XcUKIWAom0fo9BPVeonNRFQttpSnBAJBWWUA02H3VZ4WFqUGsp8WM0pZUmuEIpSgkARZWwQ/lynFZEeCEoPLJ7b8rIq0OcgusPrl9XPWXYi5UBQnADgxMrp5rZ7oA6LgwPJWhxJvaMrEgUqHrNS7SB1Dil0NkQkgbjxWulGFlcWs/Q5LWvF6Qa5ApWQvIgrS0q7s3nvdrjz4G7YuL0R5hfnQ0cEqcrBYdh9v20ElLpS8aB+cqRzFzUSCCNTFfkPoaCA0opUT+qHNdlomT3ICBBamvVGqB5UwuH+gRFQjHxAJ4NYDEKidpBnSqWSyDBzNn78Y2pK5aSV2bfvF1wGDXxOihtFYbUAbqrXEfkEAoq+sCLGCENNM9pnWKs+WA2ewyfHPODMyR1j1rL6Q82GVke2pc6Iwz+y7lkbB+2kfi/D7ll9pn0zSsGUVE9mpXpSkNoJqiemfCICyiykE22HqCTZGSMmpbYj5zieHaNjHUNS7STFk85hM3QPWqG5V9fUCFt7++HF3m54drAffq0f2N+8kTZ9oyPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjsCFEHACyoVg80aOgCPgCHxqBD5WiOBTj9P7dwQcAUfgZiPAX+sjTTHNTteIHEcimlAgnJB2J6XoQS3lckLLZn6iD7rEhx2RUP50tBPet+vhZfMwfC0llO+kiPKwJDUUpeVZEQllQalJ8iKiSOtifBx+ol4Jd2s6ycKYqOXpSil0fnrPqC2DtY+NCIQnmQLEqAaXuC31ndBj/eTyqM6Ga1FHBy0Z6y8Y2aItAkpV6iHbb7fCgtLvrG3eEolkIdy5fzc8fPIo7G5JVeTN27DzfseIKpIGEWFDKjelYlhZXw23790JT777Ojz+9olUVG6FnFL6QATZebcdtmTzYHcvtJoii0ithLP1oseQr8Cx0uD0JilWJFYFBBrbTuoUJpEJZkSoMSkSzpkICb0bMQHSCoSbW7duhYcPH4b5+flQLBaNdEI6n7dv39oECYeJ9oY7c7U9Rg3lSOlfRIo5gvCALwPTsSlpoKYhYgp+DGBuTgx+THFOM4xY4lJ/PW0fP6eu4T9UZRobND1hR+dCXJ/WyqATantec+2fLeVM4QS1k9xyIeSXNFeqHRRP5rSPdDxivJlazbnnGKcO5wzHSefUUYNUO1I8OYiKJx2RT1iuSQmo2lD6sepheNo4CC8blbDVqtvfv9FoDo7Llx0BR8ARcAQcAUfAEXAEHAFHwBFwBBwBR8ARcAQmRcAJKJMi5fUcAUfAEXAEHAFHwBFwBByBqRGIgXUIKCigQDrpKnQM8cNIKVon/Y7C7LI8KqQ8dYdTNsAXKbGIULDd7YRDFFA6zbCnCTWUbRFTHouEcq+4EG4X58OiSCiFmaiGkhRRJuswG5sC9OfFp8+zl9onS2n9vHaj9tP2Y6CefBzr8xjiQmqH731f+0tpO/NjnUuooKAa8vrFK1Mz2bh7O+RyOaXiWQv3Hj+w9DkooxRE0EC9hMB9Xsoh5YVyWFfaHZRPHn392Igo1INssq00OG9fQVpROpz9SuhI8eSDlXp0zpEy6Bgii8ge2OvZ1DLpU4x8IjIBShamlqHUOT1SAml8WBdPgTn/lpeWwqNHj8La2lpYWFgItZpUfSryV+l1dnd3M4JOptaipnYs0hx+i9L0HEs9RY5Eck5GarBULpBlIKDkqRgPhppaYW7LaUO2/axZqmo+pPZnNRixDxuXce4mO8PzEV2evykbmB0TkUhQN5ktiFCSkUmYiy0UcksimohwYqonK0q5U1a6nZLS7QhfyCd2bDNbIztl4HbOaM45pGPTbejvaE3pdioinDAp5Y5N1ZZtrynVzoH+rr2qV8LPSjn2TqpPDSlAeXEEHAFHwBFwBBwBR8ARcAQcAUfAEXAEHAFHwBG4XAScgHK5eLo1R8ARcAQcAUfAEXAEHAFH4AQCCmdHtRMRBCCdQEJRbFtv3kfySftYRIDLiCSf6PViK/hCSp6qyCgvG1UL1P52YS18v7AavjtaCxtSQ4GEMs8kNZQxvImhzocGR2BZ01nx5SEDp1Z7gfshI0Orp9qxoe9NVlvgT9JupLEpNo70WR2f2XfayTwt9wfQ25Tc4Dza39kPz/76NKysrhihZHF5yVRQ7j68p7QzubCu1Do77x9a6hyUTIrlYijPl8Py2mpYXdcxFhGlvKDUO1JTIe3Oi1+eh5e/Ppd6yo6ROkhXQ0nupL6nnY9tD7EAAkpTtKxqJBQEqZNAQpmFnEBKFi2zDUJKTNESQrk0HzY3NsPG5kZYXl428sn+/r6pn+Sl5EIaHhRPzizinwQRUWYgmeAH/eZEcMgLWH1pIUoYGYbdmgbNYfkc66rRL8PnwyRtBw794Ik8aLS/rKVJbVKPb4HNP+D7EPuLxweVE9RNCgslUzyZLeY0F3lN8xml2GF9bl4T5BPS7fSIJ7ISDZ0YS29FIBhZCeISxCBUcpqd0DlshfZuI7SVZqetdDt2/rAfgorG1BTR76DTDi+kfPJjddfIdT2bvuAIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCNwaQg4AeXSoHRDjoAj4Ag4Ao6AI+AIOAKOwGgEugqAkuoGFZS2liGhNEX2aGliGySV61AI1LZEPmHaNyJK2xRaqlIKOFTw9mFpMdwpLIT1Qims50tKKSQ1A0XrZxWJV6h+4iFMXvMMk0NGhlbHNqSekQd6c1LwXC3+w2SDkc4NDSCtRpJDWlPLNIAhI4lAUKtUw7vXb8Or56/C2u11UzOBKVESyeTe4/thcUVple7d7hFQCqWCpeBhf7FUkiJKPjSVrgTCyatnL8PLp8/DOymgHCoVDyQOlEsupyRUhqxxKHQeoowSlVBIfaP1OfXbgYgSCQ5GBGG5gHoJ5+FcKJdFkFpcNDUUrJJyp1go2vl5LvlEGBnKGdRyIaqrSGHlOKcV/Z8VccLIKRjnwNAGHyBPSD3FiDH4no2BaqNK1lOPwJJ1Oarq+G00op9UhowMraZap+bJTH8+wfeByj28tMJ/rc9JxYRUOiibFDbKobC6EAqL5UzhROQT7Yd4YiQiMJPiCaQiIxihaHNW4RAALMQTJognKJ5AUpLKiaXckepJ+1DKJ0q5g7oPhb+9EP/2pX7yplkNr5qV8LxxaGpPZ3Xn+xwBR8ARcAQcAUfAEXAEHAFHwBFwBBwBR8ARcAQuhoATUC6Gm7dyBBwBR8ARcAQcAUfAEXAEJkbgSEFQI58oeN+e6SogKqKHCCktrbPPAqsTW/t4FStKw/NzfS/sdBrhaeMgfFNeCT9IEeVJaTm0S92wki+GBamhQETJiwBwVgiZfXF/tkQA/5JKCuhPao6eCU/bfCZSN2K4elILk9dLo+zP0xL9a7mHQ3/7aOvsz7zstTldk7Q5RzqvXj59Eeak4FEVcaSttDlrUjdZXlsxtZPu5rqlpqFePi8VClLPyBfS1VQODqWQsiPVkxfhlWwwZ71ZbwQUU8yDM/o/7dGYLQwHO8PDtnUhk81pzfdjpiMREqUNgugwMyMyCql3xF2YKej7U1IdERJMWigdSOaa7LsFZyZtx+AEpUdYyVRRaGIEE/NZzuGTyCezedLMaJLix0xblaW6wT5xHkaWNFw79tgcWWv0xlS3NxSduydLrJHqndw3fo36WLL5JN8HVTQCEMcgIwShRpNbFfHkzkIoPlgKpSerobS0GEpK7zRrqXX09yERTuzYYSQew0lQ4Dget6UWZaon+rsp4klHaiedTPWkAxkFUgp1VDcVSH4oOr1Vyp2/6W/ZS5FQdkWug5jixRFwBBwBR8ARcAQcAUfAEXAEHIHPFgG/5flsD60PzBG4CQg4AeUmHCX30RFwBBwBR8ARcAQcAUfgRiNAQLSjN/IhobQ08UZ+M5sPBkuv2yBRaoGE0hBZZl9zArkVqaHsKIDLdL+0EO4WF8LSXMFS8+QzRRQC2SeKbVCw2cgD/flFxn7K9lQh/L5X2IlB96j4kNb7NT58Kfnan6elvm1IFfVqzRRH3ki1BAWTw70DkT62Q6NeD12RPiYhTyTLXdmDWEL6HPDtdqSyI+WS6v27YaPRsDQ8EFNS/L0r0glqEaiF1Co16/f963emfoLyiaXeqVaNnHKR49Uf6cklbEGWqYrwsvV2y9RX4HYc7O5r/PumwnKk886KPTjTRzY3ypDqHqvB0XEniJYSqruH4f3Lt+FIJITD3YNQlc8HBwfhUCmJ2g2RckRMMIIKBg0sfdg8djHyM6uHX5Rmqxnev3+fEXZC2N7aCvuVg9DsKr1PcTbMtXNSSxFJR3iaAseg3wPLZs7W5YLmPVyzbbG3j/uJT3Svb6fmQphBszGb99Yz8siMkU8yRRpTgBEJbUnqJyKh5G9J/WS9HPJSP8mXSz0lGUuZRDsMY/u8knBkLuJJt96W6knHpq5S7nSleILaCVNXx5fzPp3XmGY8pN451N+u1yKe/FjdC++aNVOjOq9r3+8IOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKOgCNwMQScgHIx3LyVI+AIOAKOgCPgCDgCjoAjMDECBHT1zr4RT0jFAwmFOdtvQukqsFs5boVf5fM7KQmQwuJ56TB8LzWU3y52wu38fLiVL4flXD4saoph7GxkFmtOpBMF6SVbYUQUdhPcNgguikMWxZ4kmJ25MzijGQHrXtB9cOelLUfnEolh2Gyn3TGSR+7np6EhIgqpcBpSG4GAAhmjI2LIsc4XC9gfZ7bOPW+OQ1VEFlLm0B5CyzuRSm5trIdSuWhkjzkpn8yKMAQBBYWURq0RKoeVsLezG/aUfmdH0+H+oZFg8JHUOxeEeXjItg5BoyaSCOST3J/+GnbebdvpABnntYg4FfXdVb+DfRpxQa17WOrgHXdETDgWKerNVvjrv/05vF6W+oZS8UAWqTcb4c2bN6FxWBMBLBJtzKCMxlQ6LIx0b+TGw8PD8NNPPxkJhQqVSiXsCq+DWiWEgs7tBZ37iTSh8yqSUOSjthn5xfapIScd513armX9edAmFiYo51WbYkyDvdHMvg8AbAQTzUVWQuUkzU3xRPvYz/mTiCizKKCUC71pbj6v1Ds6x5S2iAMWj5na6f9EJTu2HN9IPhHRSIQTI51I9eSoIgJKQ2QUVE+oA7YDuLAInkZAEWnuZaMS/lzdCVvt+kTdeyVHwBFwBBwBR8ARcAQcAUfAEbhGCAxc618jr9wVR8ARcAQcgTEIOAFlDDC+2RFwBBwBR8ARcAQcAUfAEbhUBPTApKMgvsKmRkAhBQ/pd25CIZCLSkNDahwNBXM78r0hNZSqlkln8bi0FB4pLc/d4rxNxdk5peVRWpKBaDOkk1kmBa1tEgPA0g9Z0J2o9LRYZJHsSQPaY4AmMH51h+F8H1EsgeiBekNlvxJyhZxIIx1TRakeVk3BBOzTMM9FKasI8QQ7ezO7odVoWh/bImmUpEhRFAklX8iHWaXeoV67KQKKSC81kT+qIqFAXoEI0lQ7/IN8ctmFMZHWB8ILKi3bGQEFMszh/oH50tH2VHrkk7Qhm2OH1EAHUjp5/vOzUChpbCLXdOR3R+fooUgizUMpyUhqBBKYpdExQoWA0ryn7BEZEmcSJGq1Wnjx4kXYkvIJBYJPXSo11XpVtsTJUCoeO43lk/7bidUjn2h9cNkqGAGFatqZCBQs05YP5jbrL7OHtuxKmKSTw9Y1rDQUGwzr1ij7sJVsy4kdZrBfSUPRF/Uk+SSRUpirE8gn6fsMrnM6d+dIR0SqHZ1blqZH2ycujItTDSxEKjmCYFJH8UTpdSqaUDo50F9QqZ8cN7W9RzzJgFLTiIz+1soQRL+ddjO8EGGO1DuooNR0TnhxBBwBR8ARcAQcAUfAEXAEHIEbhACX+14cAUfAEXAEbhQCTkC5UYfLnXUEHAFHAAQIQviVt58LjoAj4AjcOAQU7CWlTUsB1pYC+gRILfBsoeSbNZpqpx2eHyl1SqtuqgLfz6+F3y+umyIKI1nJFcNKvhCKM3OWdcOC1QpYGwFFxBNUUGY1QQmgpHC6rVzoI0bSh+PpZ5nq/5KSboSapB65/NL3abSPkCcgfTRqdSmh7FpgP5EqOlIniWlFMs9kAit9Osp4f+OlwnGoy26r2TRFkVw+HwpFpUkp5gPLkAdQQIGoApkC8gepeFin317ffUbD+A6n3MMYm0qN01ZfpP7BFwrbIb1E4ovGDdEhs52W0npsENtA1oEwwzkGMYLx92yJMGVGIE6IHMEUmJQ6Rg1s0umoOdW0Pma8DaUwevv2bc/XhJHhhBnsqdA3qXXisjmijexgYt322JzVtC0SVLJ1SBgQVKiQlvV1YUy0t0Q5AJH5ajPGbu7zQR9xPW5kXcUq9Jr1F7LtcfhZe4YTDUalE5bBy2xrMZHJRDJheS6n7zvEM45lVsf6nOSDYXU1ZiapmhyLfJJIJx0pnkA8OaoqBU9Tx1LfmYSNmg2U/lobQpdSI70R6eSn2l54JQWUQ5FR1DJiOtDKFx0BR8ARcAQcAUfAEXAEHAFHwBG4fghMe1N1/UbgHjkCjsCXi4ATUL7cY+8jdwQcAUfAEXAEHAFHwBH4iAgQOO5ognQBEcXSqnzE/i+zqyOINAoCk0bosNMypZPWcdcCvgdaf1JeDl+FpbA4lw9lBaTJHJOfy4VivhjmCyW5IhyERVtqBKipWEyYjylKehRjhAG1S+uTmqB+7LG/NGnbSesln87y0UgSUvpABWS4TIfIcOu4fiQyBxOkkhkRUZoNqVSIKABJYEYTBJgjHQP679pyIkbZURpt9JK2JgIHvo0rk2BIW4g0TGML5BMZA+8ZkRxmpJ5hCiikmBFx5Bg1FJRRIE/An+h1rIVsGX+bwnBsyRrZbPDgZamTeqe4fEglEVXkGP8tFY8tZOSTSLSQ34PrqmYWBny0RVylc/sf5+Z7Gow2ZTvj+NJ229yvn6r1QGCD6tp5bMs0EEzCLi8iU5rm5+eV3gkFmkhuMl9i1dOfGgDHIo5Vs4x4coSyCUQTUuxkaicQUVBBMWKK6lH4jEu22luP27PUOyLKoXryY3U3vFXqMP7uenEEHAFHwBFwBBwBR8ARcAQcAUfgZiDA3Y3dnd0Md91LR8ARcAQGEHACygAYvnhTEBh81HhTfHY/HQFHwBFwBBwBR8ARQMiA4H6MuX4OeBBA5t8bBXd3lIpnq9XI0lzcCSWl4GjnSuE4V1CNmVDM5cNCsRwWS4s29Ng2YhJVCS6CSHwYMxhHn8YKrS3obw91JtEVmcZ6rGtBey1exMf0qOk4ERgszD7JI6jTuNiREonBFE4SUcMAiH7a8YhgmK8s4jvtkh/Tj/5yWnwIhj0POFe5jWjrbIN8Ih4JSimQT2bySheT0yhNFUWVSBtjSh/ar0Ur04KQ1TffU1v6H2tMOLM/1cHZ+N9OUvM925YZGTLV69BOkLg2sI3ayQ8WB0/ItD3No+Xsc8jGwD5ITIVCIZTL5QD5ZGlpKSwsLNg2IzgN9jHQzsbFWCCdoGZCKh0dF0gmRyKbdHbqobMX0+2QgqenAGMg9CEaNJmWOV9J7dU87hgh7nWzEv5c2Qlb7Xqq4nNHwBFwBBwBR8ARcAQcAUfAEXAEbggC6Qbxhrh7LdwceWN7LTxzJxyBLwkBJ6B8SUfbx+oIOAKOgCPgCDgCjoAj8EkRsDf+FZQlSPo5la4UNOqhKyJKNaCEklPUnvk35ZXwVWkpzBx1pIKiYHW+FJZKC0bE6Wo/6icdqaAkIst0mIwPjE9jhxg5cW2IApd9XIx8IGfGxeGn8XPyumfjMkg0OcvmVeJyVr+n98XxXBqGHOzs62d8Bkhh4qPMdNSPiBAzpoiiI8ccIgqqKKij4ACupPlpR8/fQvuxJbPPfvMvVo4KKRkJKPN7rAl2nOgjWzmxLWs9atuZhk/vnBPJDAIK5JPl5WWbWGYbKbYYBwQTmwM2AiSam9oJaYVItdOWQk8jS7lzqDQ7mkzxBBUUpeGBmDK69MHoL+kQyn5Df28gw/1aPwgvG9WwLXJcXX9nvDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCHzuCHCHeAk3vJ87TD4+R+CKEXACyhUD7OYdAUfAEXAEHAFHwBFwBByBQQSMhDK44TNarij9Tk1pL5oilpD64nCF9DwhLOn+f16B+5xS8CyKgNJRgLjdbYdGu5UF9nk4MP0DguEWifAxDaT2aEKGIJ/QfjCYPY2d4brJt+RTWh+ud9Z6z5denpZprcT607bCp6vC5azxnr/v4uMZaVuDtNQ2Ol+P26rByYoqiogns1JDmSmgjBJT9FhqnrnIP7E6H0JEGenMwMZTB0wbeifDQL1xi6faj6v4YdsHCSgrKyumgJIIKEbYgWQCwceUTiCeiEzCMoonmo7qIplI4eSopvRJpNzZbZoCyrDiyWkvB8FgmW9vLKQFq+hv0Bv9/flLbS+8kgJKVX+XPP3OaRR9iyPgCDgCjoAj4Ag4Ao6AI+AIOAKfJwLpDvHzHJ2PyhG4CQg4AeUmHCX30RFwBBwBR8ARcAQcAUfAEbgBCECuUSg/7LabynRyFEqzc6EmoslX+XJ4qHQ8JQXGc4VSKB8pzYYCxS0FhlFAaakOc1JnRIJOP6A8btinY+ynt4xrO7idVjyaiOSTqDTxoY8qkicfQj4Z9DEtJ1/T+qh56nvUvmm2pb4uE5dp+k918SOOafAz7f3wOdyedLwlyqMVNogcofmMyBIzpoASSShGRkENJduW1FDgopiX0cUPd2qUhau0Paq/EdsglaTUOsxLpVJYmF8Iy4tLYWVRBJTyYpiXylGuOxuO693Q1d8Afc3DUVI60fyoqYn1lsgoUj8xhRPWpYICEQVVlIsU/m5Y6h11eKi/JxDgfqzuhrdKDya6y0VMehtHwBFwBBwBR8ARcAQcAUfAEXAEHAFHwBFwBByBCyDgBJQLgOZNHAFHwBFwBBwBR8ARcAQcAUdgPAJNBYBbUjn5t0onPFMajH9cXJcEylq4myuGtUIxlMh5InWEhogqLRFPZtqRqtHpKmgNhUXx4uni7Vnt6Rr1BkCz2GdMw3NBMz17LPTIJx9ibETc/ELmLtQoHoPLxuUESJOuiPhwwSFM1AO20zmHIopNxoPgIxJOTBElPxdmC5JJyUkKhTtpyChSTDnGP9RTOF5X6ajMf8oCAQXVk1wuZ9NCeT4sLiyG5YXlsCoCynJpMZRniyHXmQ1HSqFz3BT1Q8SSLionmrpSPEnLpNcxwZn0TeE7P+J8n3S8NNVfDqXfEQFFxLZXRkDZCdtKxfM5q05Nio/XcwQcAUfAEXAEHAFHwBFwBBwBR8ARcAQcAUfgYyHgBJSPhbT34wg4Ao6AI+AIOAKOgCPgCHxBCBD0bYiIciQVhL/U9rXcCd+VV8KT4kJYUJB+LpcPeaXkKWkiTcdRpjpxRJoOlfM1UBKYWcT/AwP/iq0bCSGjXSTjF5onugQ2P6jQ3oLyvYUpzGWdf6APl4nLFM73qkJ6+MAh9GydtZDGSW927vXIEFpDxUNbZ0RuIHXMTE4T5BPS8yhdD8vHzEVGSc5aCprU4eAABk+Kwe2p7nWbJxz0fcZ1jTLkZuZCcTavqRDmg6ajQlhoF0KxMhvmalIyOa6HxnFTCidq3NZ3O1M6SXNTPSEND1gb6yQd4+kBwT2mtv5+oLb0ToonP2epdw5ERCEljxdHwBFwBBwBR8ARcAQcAUfAEXAEHAFHwBFwBByBj4eAE1A+HtbekyPgCDgCl4RAetR+SebcjCPgCDgC1wEB/rR5+ewQICVGQ6H7n+r74YUUCZqKYM/O5cJ9BbBXRUDJiXxS1NRVkJiUPEwzRxAAVKY5J3px67jQW50A0X43McAeu5aF/o4JrPSrJH5B8iGF1vs1zl/qd60lDNmGZPH89r0avSZxobfaqzB+4ZQPVlUW+jvGN76kPQnLxOqYxv9pXWBY9Af5xEgog+PUMsST4w6V9F9Ek0RAmZUqykxetIycWrLdSChUUqNsADbDeetgYDtOpu0sX6eSjT+RcVCI0Vc5zB3PSvxlLhREQCmJfFI+FgFF5JP5uggpNX2/21I5aTRCW8onqBxR7LP/Yfj2h83S9AVz5lvWlJRflU47vNHfmb8o9c7LxqERUrqWV2l6+97CEXAEHAFHwBFwBBwBR8ARcAQcgRuNQLwdu9FDcOcdAUfg5iLgBJSbe+zcc0fAEXAEHAFHwBG4rgj4Td51PTLu1ydCADWUpsglT5WOB5LJbq4U7s/mwpJUI4rlxTCrlB4FEVGaSpfRRLVAaildJqkadBVYRiEFGxZ0tkj45Q2E8PfVfWUvFlyPo7tcr6b1pI+L0THMpcv16OxjmHE3jJ9BzWn9P9v6+L39cY+pIxBI0WPFzk8RVpRCKsyKhEJjfVg6HsgobMjWbZmcM2mb5uJyxDppe7SqjSzYR29mu7JNqdqJ+biDM267NWYwJ6yYP1F1RmQS+TDLP/nKcl6kk/JMUaSTUpjvlMJKqxTKNaXjwa8jqR0xF+/EyDooGQ3Z7vU0MI6Bxd7uaRYguXV0HOrqf7/TtNQ7f6nuiIhSM1WlaWx5XUfAEXAEHAFHwBFwBBwBR8ARuKYIjLu3uKbuuluOgCPgCHzpCDgB5Us/A3z8joAj4Ag4Ao6AI3C5CPhN8eXi6dY+GwRIsfNCBJS3UiioFBdDQ9O3+fmwVC6FUqEUjgtNI6A0IKG0tSwiSkspNYyMItIKqXyYCOBDRrnMQhB80OLw+sX6+pDQ+qA3F+v9Mlr1cYhL/fXLsD7eBhwNSjbrzePWq/9M/Y49Ctpx3BUhSlNoj/AnKaRkiiimmJIti81hKilJLSXN2Z4GGokrsj0MBHUGS8/BbCGtpzl1h74rQ6sn9kM1wle6gXQyJ6Wi/ExOk+azpN0h5Y7IJ0flsCACymKzHOZFSsmDRUsElDl1LCLOtGVoVJM3V3cQUFA/qYuwBgHldaNiCig77cal/52Y3DGv6Qg4Ao6AI+AIOAKOgCPgCDgCl4bA4P3NpRl1Q46AI+AIOAJXiYATUK4SXbftCDgCjsBVIJAuutP8Kvpwm46AI+AIOAKOwBUhgKrJGwWHRSUJTdE+Kgpp35/Lh+W5BQW45yxFT05peubauTAjMgpReQLUHf3uHSutySjyCT+JMYjdX9KmKQsWPuzHNQXS03xKB6z6sAenCANTGO2jgXpMxHGK5tek6oegOfkQTh39UxsmtwXpwzK/cPCQBYE0ZTM+WI1zI5gMrov5cUIpxdbVL/WTSooWraQTRXOOrp26vW3ZOhVt2+j1uKu/z84QybfM6HsIkWRW/eclb1LOK91OrhgWZsthqbCQTYvaXrIUWsV8IczNKRURfk5YLuNsxP+2/p5URVRD8eSv1T2l3qmERleEtfTFsUFO6JRXcwQcAUfAEXAEHAFHwBFwBBwBR8AR+HAEdG84p3vKYkEqmky6pyzkpXyr+0a288IDxRQt9UJBW/dwDb3UUNfUbHc06QUHbR/1/OfDnXMLjoAj8DEQcALKx0DZ+3AEHAFH4LIR4GH65M/4L7t3t+cIOAKOgCPgCFwYAR4wbEmpYP+oE+p66NBSsHteCihLCnCjsgD5JK/0PDyUiA8bRJ0gmJwFkmf0EEKPIdR/tgFP9JvIz2L8aZw+tI0l2iaSRqRraMOUxXwwJ6InNO8vnW0sjSbWF2GB8en/FDH9Ex2YPRkze1kwnm2T+nPC2Cdbmd7b2EKfA00HFs8ciWGmhun4QxrhGFyo0A7BnsxA9IEz7HSxfjjQUXrE5iiRsI5CCuQT1m15sHnve6HO6I+ZzdN6nFufg9tV8WS91E5zI5+oS/WZyx+HQnFWaXfyYTFXFklsMawUlsPK/HJY1VTMFeQXyXn0b4oT1fyRu9N/U22IaaiGREd/DyqdtpSVaqZ88rJZUTqejj+oHDxPfNkRcAQcAUfAEXAEHAFHwBFwBByBj4gA93w5kU0WS8WwulAOawtSvy1JTVNklIJSMOd038ktKi8oQTipt1phv1YPu5WazbnPs1tYEVO8OAKOwM1EwAkoN/O4fdle88vjxRFwBBwBR8ARcAQcAUfgRiPQVQR8W0ooRMK7UjDYypelhFIIt0RAKZZmw5JUFeaLC6Gj4HJH6TU6Cip3IZ/oAcWpt2D0dMOC4EKEBx0XDWwDKOQDgvPMpynWr4LwzGMZXE7bxs9jb/1eL+ID1hM2HaUt6mqyVEYi/HT04IZtNrjxbpzYg0+MB69sNGnDiVpXs5L4DAnFPq6j+5uDvKSJOVNe51Ehl9c2EZq0PEm5rGOQ+oKUYeeFbUgjSXuH5llFI3Jo+RgA2EaxfSKgpPW4tXcsze/ofNyTNmgem6jv3nJWMZul05zzhr5JuwP5K2FYkspJuVA0kth8YT4sFOf19hpkMUhiSfVEvdCRbCSzycVx8+GhnIPOgJnYg70pl6mf7HYa4VXzMPy1tisllGpf/WSglS86Ao6AI+AIOAKOgCPgCDgCjoAj4Ah8HAS4a+MZxGG9EVqdTjioNYx4kp/jXjMqoFCH+1Ce87S7EFHaoWHqJ3r+o7bH2u7FEXAEbi4Ckz2Ju7njc88dAUfAEXAEHAFHwBFwBBwBR+AaIgCR5EAElGqnFQ7b9bCTnw9H86shL9JJYU5vxigQXlRUe1b1EvGkRz6BnTFUCGAT1E5B/8Hdw8HuwX2DluwBiHbyECRuH9w72Or08sm+++H0s/pOVlIvsf/Yd3+IaW+qPXputcxvtde8KeJOS9geNA710Kca6qQ9aiPJISID9fodjDaorfiO3TgatUkbxra4nB1wLygJxbMwtOOtBrxdhSJHQRPz+UJZZImypYmBMHFeSSjHef8YpPXz2o/aj29kzumPJGI6qu7gtsv0BQzBb6LvBf4qBc+sPRCcNUIPJJ6CUmQxLwrHUjblhXdOde18kn0QM9LMBOfV4Fjj8llHuF87HpW4zvtwLT2QJP3OtlJ1kXrnb7X9sKu/JRdyod+NLzkCjoAj4Ag4Ao6AI+AIOAKOgCPgCHwIArop64pEUmdqND/Ekrd1BByBG4qAE1Bu6IFztx0BR8ARiCEhx8ERcAQcAUfAEbjZCEAqOZS6yatOPRzVQ9jT8vcionxVRJ61pLQfhVCW0gKBfAtAp+j80LAtyE6wXQsp6E6VSULbySRzm/SwJAq+DnVyxqr1b4SDGPCn6iR9U+9k//StbVNG0Y1UYu1QiTmWhG091DTlDueMwNM97uqtovZUdvErjiFb6m/Qnqsr1qc+Yt+Dn6f7BG3yR6NyMkg8WSnHNDFL5cWwLFLTJOXkcYjHYNrzIPWD15GActL/uJZqjZ6f9CPSLtLxHd1i/FbzQxglAspg/4PLZkE42j/mnMuaUDmBkJLUZZijKsOcOhwk7KCRYz5qWzp1BwkjycPhPofXU73z5kg113Q+v23Vwk9SPnml1DtNKfzEvhOC51nx/Y6AI+AIOAKOgCPgCDgCjoAj4Ag4Ao6AI+AIOAKXjYATUC4bUbfnCDgCjsBHQeAjRYA+yli8E0fAEXAEHIEvGQGC1ASOtxRQ3lNA+UDzvIgnC6WFsCq1hUJpMaxpvaygdwyPj0YrBdgJmqd60wa3+XVlgsBh/2w+ur/BrZfZN/0eyQnmlGmIKNTFd0g9FaUiOWxULe1OvU0Knk5oSxWFwP2R8LYxqqPUz+B40nIfP5EK9A++QSrq5tJLsp+64TiOK7ZHDVDsQMIXlY6yzpNFnTfLOmfWF9dsWlsQEUVklGkKQ7MJLBm55tMMd9T5QP/jR3Pau9Qf/ffOB22czpNIgqHfwe/FeF+ihxHbfq3+OmPI6mQHK/lpiLGNE6M3i+dNGl1s2cdheD3VO2tOf0yon1T09+JdUwSU6p4UUKraRn7wvkdn2fF9joAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ag4AleDgBNQrgZXt3qlCPhDxSuF1407Ao6AI+AIOAKOgCPwCRAgyC9aRNhWCo0/Hr4PB6TmUYC5KkWU9vFKWIdcIJJBnhQhiakw4KeRThTRniVErv0Et+OUwtwDlUcsxivMGN6f6REPYsVxQf9kOfYtMoT1HYP0ad+IroY2Rev0T+w+rZmihNYYy6QFDAn5zyhXDqloyoVuWC4vKRVPWwSNnNKnFJRTuWkTZJS2SClGRFG7SLI46zobPwb2T+7WpO4P1RvfAZhAOkGdA+JJXtMSxBONdVmKJyulOCcNT0EKOih4xDNiqIsRq3GE2VHQyozOSQgglLg1Lp/1SV+J8DGbDYPZtD7Q76xhTs+yMJPNz+p8aJ+dm/QtzPrn5+S+UJMyfBpiN3kDPLEfbVFFO4+tWazBudUvo+3195+9hK22SFSon+zob8VLKZ/8VNsLb0S4glzlxRFwBBwBR8ARcAQcAUfAEXAEHAFHwBFwBBwBR+DTIuAElE+Lv/fuCDgCjsAFEBh8iH+B5t7EEXAEHAFHwBG4pghAhqiIeMIEAYVwspJqWPCcX7/Z4mxYmFO6FYXSY4C/PxDC2pF4koL/MXQ+edA/htHtV1aBfkgo4nEYQeMsG6nffnA/1j6rTd/rfp8spXQvMUQfg/r9uucvHUNQkCGoARAzjvPHRsqgZTGXD6VcMRw0KlJGqYT6TEO1hK9UI7pSk4AqYBvO7AbPaHXVJSFwuh87xkZAmbOUOyWp5JTyStUk8slqpnZC+p2FYtkUUfIaNyopk6JpOBiCGqkNV0dSuHJuTnZMY0+cn5BPaJNG0186Pa7BLfhAb5BP+A7E9FMgP6mFQWv4oEn+2D+tcK5SLmbNmvbaR0/TtsyuZpHQxDonJKQUzpu4vz9P7Safc6a2dc4e6u8D6icvdS4/bxyGPZFRvDgCjoAj4Ag4Ao6AI+AIOAKOgCPgCDgCjoAj4Ah8egScgPLpj4F74Ag4Ao7AdAikuE+aT9f6w2qnuMGHWfHWjoAj4Ag4Ao7AuQgcdlvhz9Wd0JACSlVqHQeLrfDD8a2wKVWLJal7FGfmQs6ULfqmCHIr1h1JGCxcsNAy/cwOLg+bsx4ssG8x9hjgH650zjr9pOmcqufuNkIB5Bn9y0nxJEKwGIoio5RF1EARhO3Wo7CCfEIxsoDYFpF8YZtOfSQc0vxUhUvaYJjKVpqPMguZwtRPdB4wpsXifFiZXwq35lc0Xwmr88s9ZZScVFIuo0w6buqliX7TOCYlewweg3QOfuj5Qfvofzw3htfx86JlcFyJjGL27XsRt8A9gczDdkrEJyETt0362ZGxmv4mbLXq4Wcpn7wU+SSm3pnUgtdzBBwBR8AR+KgIpD/+H7VT78wRuEEIXOyS6AYN0F11BBwBR8ARcAQcgS8RASegfIlH3cd8fRHgQS2RAj1YtXv0/sfl+0w/lKvsI/bgn1eBAMftU9ykfqp+rwJDt+kIOAKOgCNwrRFoKj3M6+5hqGtOgJm0G3O6fmkfd8Pd4wUjoZRncrYNRYf0E9Wfp2B7nE832BhWHyQDjGvPzzG1Y4txtUZvx9fhMmrbcJ2z1s0POQXxAhWOORF1ilI+KUgJpCjCBqSTDql3pHqC8snMTNPMHYdOOM5yzUS1itO9MNYP9e+01dNbRl3iJAWPWcmKQD5hLGWlZVoQ+QT1kxUmEU+YL5UWLUUPWIBBLOnMON3fWVsuMma6pF3/nEg+nNUT2EZ0+Uw4p/nZLc/fG8lZKJHIL7mDXbyKFJHJ/DuvF8Yb7aWamd3YUbYRB+LiNL1iF59RP6kq/c67Vi38XN8Pr5R6p6W/CV4cAUfAEXAEHAFHwBG4kQiki7Ib6bw77Qg4Ao6AI+AIOAKOwGgEnIAyGhff6gh8ZAT0uFZPgmfnlMt+bs7eQiUocKQgwLHm/UfQl+CW+jGSC3MsQ3bhZsc+LsG+m/j8EeB88fLxEJgmOvPxvPKeHAFHwBH4aAhUpYTyiwLNEFAIPO+2m+EPi0fhtogHq8fFUJaiR3FWah/yKD2/PT0/n4SS2g8ObNS2wf2Xusw1Gf/k/GX91Nr1pVRiuOkjFU3piFQ1i7rG7BpBAzWUqtKYVJv10BCuLeF7LJxJN2PXiMOemGORZnCpY8+MgXe8QrWFXhdKuBRmGYeIJ3n5DJlmsbhgqicQThIBBTUU9kFSMZZFxnTonw+TnAeJzNQ/CpOeB+Y/7A76tXlvCBda6HtwoeanGnFu4VaPjKIaeMt5l0oP/7Rhynl2h2GtsIp9K3bvkbb0tqa9587xmb8BNZ2jO62GiCeV8DcpoLzWvG33S+ea8AqOgCPgCFzeD6xj6Qg4Ao7AZSLQvxS7TKtuaxwC01+KjrPk268hAinu0XMtu7ftrV9wIdql8eAJFO+bB26nprdu90nJbGYbn7HEDdynLCd8yxyRS9fCt2Fc8HXw0LD/uvo67LuvOwKfKQJOQPlMD6wP62YhMJebC4WCJMRLeotzvhw6bUnNNxqh0VQgoNnKrjUucMHBD68e1udzuZDTNMeDexFccuqPh/g8ID7Sg9xuV2/CdngbVm8X643YrpYhwETyyxRYqj8INP0p9nHiumwKc0fdo9DhLV38kW88eP7kF15T+O9VHYFLQYCv/vAF9KUYdiOOgCPgCNwMBFA82FG6DVRQCD4nJZS60nB0iothVallZnJKOTMjIq+uRdKfzTSfZpTDf26xcXaJ4fZUJ7U/uTXtHT2nj0j2uNzLHHtAloHAdV9eaXiC/qMOwhVaTqQdJhRSKDzi4l9XuOpCMOjKi40nCwO0bb2Fk/s/eC1DMAEpe2DJWGLKHZFodLzL+UikIdUO00p5WUooZVNEgaBibTJfSP2SvB0we6anw/X79rIHgWe2jv1N2td4UwAd+xs+DOPbnL/HrqeFJ9fU4Jpsp3OQPvGdff1xn2/3ZI2IYPyMeMT9bLlIOQ66M7G/AYdKx/VWF6eRLQAAQABJREFU6ievGtXwWtOBiFNeHAFHwBGYCIH0B2+iyl7JEXAEHAFH4LNFgN+Di16Wfrag3PyBcf9CzKOoGEiBWIhiFNz2tBVfqCu+0upEFVC7H5piuHPZC8OlfLQ7q+cO9MV9E4qiNdluKpZjsZQpCSPEUIjbFIgNEa/J7sHq7Xaot9oWs8HupyjRN/zSCz/yjcJXpyHfGi3Fjy4SOzIrl/9hsTVeVMkr7sVxVxddHQuOS0sTsa9pj/tFvbRzw84PWZAPH6vfi/rr7RyBq0TACShXia7bdgQmRGC+XA73NtbDvc3NcO/2RjioVMOLt+/Cu+3t8H5n134k7Rd+QntWTT90BBtKIrVsrq2GtWU9mBe5BZJLuVS0ixsumJBhb+qCplqvWb+7+4dhe39fF2ZNEWH0FuwUFzn8wC4uzIeVxcWwsrQUFtUfPvSlz6cZQJBPjXBYrYa9w0rYPTiIFwu6YPACAv707Is6D/xwf1GH2wfrCDgCoxEgFQ8BZ9Q5DhV0fre4Hv5+aSM8EKGCzDGLUr6YF8kiPgo6X+nidC+0pPT/6LIl2rMdJz76wXmW+uXkWn/78NI4KsO47cPtJ1mPD8YYw0zIi2wyK6IO4iAF4YQiChPj7SqFiZF+dV3IOnjOjHh4BjI8S8FHbI6oMolbI+tgN+I4+El/6kkT6icp7Y6pn0j5ZG1+JawtrIRVEVAKSsnDw6ZZ1YsUCrq5yHkw5B79a6D4Z2dG//QYqnh5q+ALtrG/y+kwWsmOXDaeGW0EbfaRxqaTXfdzbAu6hofUlR6CTj+6/nGMvfYtXGREPECsQ0ZrN8KvtQMRUCqhCVkKoLw4Ao6AI+AIOAKOgCPgCDgC0yDgl5DToHUj6kJCuLW4EDaXFsPtleWwVC7pHnI2HCi+8OvWdtg6qIRDvfDLi65GCpjwPmK+WAxri/PhrmxuLi9ZTCUvu9zjQMb45d1WeLmzL1XRZmiL7DDN/cl8sRDuyO7G0kK4pYmXKXip5sXOXnj6ftv8rTcywv2E/l7WwVpQ/GgdPDXmjeVFu2/kWcxLxape7e6Hw3ozNDXmT114+XpZxzr5ujI/b888ODav9w7suO/VaqGt+NeVFp4baIIElRNpicNFdgNe9j4WCcqLI/AlIuAElC/xqPuYrw0C/EDO6kH5hggiP3z9JHz31aPw9cMH4fX7LXuA3tIP5fbeflT/mNRr/dBB+sjlJU0uAsj66mr4+sH98OD2ZljTBQ3kkAURXooFBWhUF9WTZqsV9g4OjezySn2/ePM2bO3tifRxKJZoyxRRJrl4IoUQRJfH9+6EB3fuGPGFQADKKxcpWxo7WDx7/SbUMkUYGKteHAFHwBFwBBwBR+DLQwDSbFXTSwXKDzp62KFlHhzVUG/TfPNYxFcLnOstIq49eKiYkQZiKHxyzFL9RGRAJ2LwGSUBeoqRI2whBvJt4wQfyVqyyZxtaX0CExNXMV/lLteH+Mt1GQQU5pALWkpx1AJD4ckDpWab67aW2SdVj/mk7cwZdZxHRNR8kktEs3XWB3ZiiQt8Grb4i7KNyDOQT0ixs6TUO6QRQvWE9DsouiyWFlQnvZUVVT3ksmzIUHI86+FCMxtoGj8Gx5feUFQlLaf5+Fb9PWZdH4Y4g7jEEq3xKY/oQwwUjnlXiogVqQtB8upome/RovAmvVUe/DV+/iUyyjTjwX3aDp7dtJ90ZNTje94SOaaic/W91JB+bRxY6h3+BnhxBBwBR8ARcAQcAUfAEXAEHAFHgPvbFcVCHm2shd/evxfura2YGso7vWwLEcXuKaSC0hUZwAgoE0K2Kptf6cXh7+/dDt/e2ZQiZ95UQbi/ORS5hRclUARBqcTILdid8D5uSS8KP9lcD9/c2QiPN26ZXe6V/vjri7BfFWlC/taDSB4T2ptwSBNVWxIB5cGtVRvzt3c3dUcnVRERKv74a14vLkuZVkSe60BAIf3uimJdD2+the8Uk7qvONucth3U6+E/X7y2412DHKR/V1HsuYX6Q8mmSDyuVLDj2BI+dcXcDus6L5yAchXQu80bgIATUG7AQXIXP18EcpJuW15YNILI//kPfwh/+M03IqA8DH95+ms4FDPz/e6upbPp6GJj0gsNfvRQPVmVAslX9++Gb2Tvt9880fK9sLGyImUSEVB04YR8GgW5NIguEFDe7uyE56/fhl9evgo/PXse/qppd/8gVKRCYnJv51zsIM12d2Mj/P7bb8PvvvlaRJS71g9SdRcpEE9+FBaQZPCtLcltPRv34gg4Ao6AI+AIOAJfMAKk4tkXQfan2l7YkxLKVluPZKSEUC+vGCoruWJYnikouB4vn7g2ulCxoHukoFiwPIuY2wMGGYwhec2t3oV6sEYpEB/nae3i9s5qGX0VvUCXZgUUY0ToWCkt2XUeD+xyIhxUmrUw16zrbS49pNGFF+kaISlIFs9IA6DJaiIVXBTeYT+xR8GeqA5GkOFhHm+BGflEKXYgnKRpWcvz2sY+yCczDAqaA67qX/Lzg88D8wqfsNufZ5t7M/bHMaTPuCuNq1dxzMIgQYN+KMzTsm24pI/UF0o3DZFOSG21LWWRPU1Vu9ieCXeK82FV36WS8C8J3wLHQumaIHdNOqZBdwfbpOPDfnA7q9iDYp171aN22NU5+bZVDc/rB+Gd0vDwt8CLI+AIOAKOgCPgCDgCjoAj4Ag4AtzPLkhR5O7qSvgvXyke8uCO1ovh2dZuIKUNCiX7Ne5zUXyf/D5rXbGUH+7fCf/8zVfhHx4/0D2o7pFENOCeZkcq9lWl4Nk+rJpdlo8Ux5j0Hm5toSw/75q/v3twTy+NzBixoyLVkx9fvQ178nfSmNBlnwGQYx6KgPKHR/fDP33zWObji8yQKl7t7pmyzP5ld3oBeyj8r0qRHwIPx4djxfOBrcNDOyYco/eKe1UvYHuSJryQDfFkXQo263rxe0PnC+matrN+SQHUQRnHiyPwBSLgBJQv8KD7kD89AiifzIkAckuEkEd374Tffft1+Icfvgu//fpJuL+5ESoin6xJ3oxUOVMFTfTEHlLL5tpaeCLCyR++gwjyJHz76FG4KzZtWRdIef0gckHGw/2Um9DS8hRLljbn1vJKuCNW77Ik1iCUPBUZ5bkeTKOS0hVz86yLHn7cSffz7SNd5GksKK9APqEv2MUxeDHpJVgkx5AOCCUXk1THkBdHwBFwBBwBR8AR+KIRICDdPu6ErVbXAuYpmG5KKHrUc18KGSg2FLOg+awuPeL1FNcgF7uWiMFzM2QWWMdSIp8kq4NB9skPEiNIo5i81bQ18RXszGeIBFJBOc4fm4II23JSGWFCcYQnZly38a9LmhMRlruMGHaHCpdkLDLey/A84YZdllHa4HoVkkwpXwzlfCksS+mElDsr88tKubOkh4nzoVwoWR3IJ9EnDMix+F+WbJFVW0r+pv5s8wQf2KFEe8lq3Db4Gf1XvdRgcOcZywlD/Iy+9udnNPugXW09dYXAAalju6cqogeoHdRvIKBIblkEpVXhvyySz5KmBZ0z87NK3aRjAw2F48Q8fQ8mdah/HM5vAe0JPw/l1zuRo940q/ru123d7i3ON+E1HAFHwBFwBBwBR8ARcAQcAUfgM0eAe11etOVZAGSAR+u3dO84bzGFn97cCs+3dkRG2QkHs/XQnSHGMQEgsnVL6Xe+ub1hSiAobEA+KSr+QlkT8QEFk7+uvTPCA0SUFi9udM8xLrvcQy2j2LK+JgWUzfDd3dumTLpbqelFkUK811KdT1UKSiVDGiMIOKiK4Elb8R3IHhAsSDNzHQo4ckxQqkH15rHiWnn5Vioo9qb4VlmkJJ4tXEVJfZOi6Yliel9t3rKUSnnF1H55u2VkIs6JqyK/XMWY3KYjcJkIOAHlMtF0W47AhAhAEkGJBJLIf/vdD+Gffv+78N3jR0YcgSBiv+gT2hqshrT6fKkcfvP4Yfinv/td+Mff/Tb88OSxpcUh/9zeYcVS+hxI0aSulDYon9CmqIsaCCeQT1AtIYXOLRFglnRBwY90VYSYXbFGa916vDbLgg+DfbPMjzkpeB7cvh1uS/ZsVTZImdOSckm7HedcDJ5zCdYzi39I13HxOE27ngFfcAQcAUfAEXAEHIHPFgGuDSR0G543DsOeUvKghtJACWVhzR46reakCJePxIT+xRVXIdM/xLEWPCSy1nEOyyCuR4izrVPiLX/ShdEU10hTdtKrPkgUgGwymxOBoByJHgURDFAbMVwV8O8Iy67SHXHlhlLGzMD1H9t4FhbRhNjS62LqBexQslkkM2gjxGYIKJBPSLGzPL+kh0oresi3IgLKsh4yFUyxJaqfRBv4NehK9A8/UUSBLBP7Seux1ejPfv2+TbaNotzYeZANJI1ntNXJtg6OYbIW09ViRKTbIZXVy0ZVKW32w7/sv5eq0K6lumE8EE82CvPhoYg/94T/bS2v5yMhBSKKEbxEZEIZZU40lJieZ3I/QHKSAsmkofNxX9/vF/quvxYBpaZzE2JK/8hMYsnrOAKOgCPgCDgCjoAj4Ag4Ao7A54oAaU52FOx/q5Q7h3WpeSqmwL0EKvCQKCClGBlB5ADtFAxn33XZvbNu7iCxkIoG4gWkDApq7ShvkNoHEgrEh1+3to2Ywj69hmv1xn1w70TKFhRaaL8sogekFlL6vJUaPeoZNb0MTKrcT1VIc9zWWJqKz9Sk7EKJ6zGNkb8MIEB0HCHpQNBBKebvHt4Lm8TD9ACF9EnvFU+DjOLFEfhSEXACypd65H3cHx2BqHoyZyoka1I+eSBm6x++/Sb889/9Xilrvg63xcpd0A8WhJBJH8gODgL7C7oguieWJ6on//j734bfKw3OPbEvIYHsSmrs6cvXgbQ2b7e3RUY5NFUTVE4WlSfv/u1Npet5IL9uh7vryj0oFZOcLoSausDYkqzarNo1kozcqCiDfnAhuSzrYm5TF2XLkhxDfmxH+fZ2Dw7CDql8JBt3pAfIBDYmKc/fvA1v5OuBLrpIQ3RM9MOLI+AIOAKOgCPgCDgCGQJcU6DYwER6EALSqCVwyfBYKhm8/VS2FCKhp9YwHXjxqgy78Z2ZuC6zVlII/SLXblzVcElkYfSPeomTjUHXjqZgoTkkDpZxyIjDetBF6h04Ao32bNCjL/3L1PPkMQXsGT9rWVM2T1X6OKKmgR35woM8jpkIEAsiPSyJALFcXrTUO8yXpMyxoNQ7KLjE9ngBCSajIwDqQGErIzY/tT3NB6qMXeyNL6uRLEd7aa3fPHrCOksXLdiNYzndw0Vt9tsl5ZNtpa5CTeTH6m74sbIT/rOyHZ4qtQ0PEjkXyq1cWNP+HdUj3c2mjgWKKOsiBK1pQhHFprmCpenJZ8eO71xSR+n3Ov0SY8eXpr7PqJ+gevKqUQlv5RNpg/yB5/SYegtHwBFwBBwBR8ARcAQcAUfgc0Wgq/uGAxE4tvUC7oFiEBA4lhUTgTSyrhdvIaHMF/JGGuE+8rx7rVnFTIqKjaCscVukgkUp1fPybYOUKrKL6gYlEVBWVI++6tzYnlPmVG9B9pbnpUivdiieoChSV6rhN3uKo0BAUcogCB+fqkA82avqnlH+/PJ+y9yA5LOlGFOtpZeGP6FvnwqT4X65b15UqqLbK8umhPO9XupG1aauGNqy4m2cP6RV8uIIfKkIOAHlSz3yPu6PigCMWS5alhYWRBDZCE8e3A8/fP1V+PvvfxP+8bc/GPmDNDiQSC5ayDcH8eM3Xz0K//D9d5p+EzZWV/UAeTa83tkKPz17Hv7Xf/4Yfnz6NEDsgJDS0IUYLExS3KB88vLrJ5YKCOLIksgsf/jNt6EmAsmO0uBAYtna2xchpWmKJMN+zujHFOYu7VaXlD5Iyilc+L3b2Qk/P38Rfn31Ruore6ZoYgGNYQMj1rfVHwSUN2IQ4ys+eHEEHAFHwBFwBBwBR2AUAm9b1VDpiozSbYeK1NeaUkkoS+UDJYcZBctRahhUABllg208Hhh+GAXhgIdUzFMdW9BH2pbWz5tnNAmrRj9xGtx6noUP30+fkAT4byl3Qi4cCaN5EQwgeXCtxoMSiCAVKWTUjH6jB2CmOZOlVUSDYoDsAT4XKeBnRBhds3JdCrEENZYF+bIiEhHTsk2LRkgx5RNSBWXXzSAXySdxPsoHxot71J32ePXsaYDQWNIwB4beqxJ7STUGNk+8yBiy8290BxNbGlURHFA+iWoilfBzbS/8j/034d8O35uCUFXfG8NKQ2jp+8N3CLURSB+LOiarOVRRykZGuaMUSHdESrktQhApeuYzVRSUUSCDFTR9EBIaf0sKPFV9pyHB8P1+3awYEQWlIyegjDrCvs0RcAQcAUfAEXAEHAFHwBH4MhHgxdWq4hb7Ip/sSc0dNRFSsHCPifrJhl6WLScCygR3KiiSrIggsrpQDqRYKStewi0adpkgnqCuAoHk/qpSxUI4UJt0n3rWUYCYsIZd2YDYYu10P1wVceG14iEooLCMisunKtVGU+STfcOspReDKSh7/PJeLzYL36apyHwq765Jv3pGsFAq2PkFSQn1E0hIppDjxJNrcpDcjU+JgBNQPiX63vdnjwCEkpwuTuZ1IbGiixzUSL776nH4nunJVyKi3Asba2umisLFyYc8pCVA8OjOnfD33/1G6iUPlALnloIGpN05DH95+iz8rz/9Ofzxx78YGeTdzm44rNZMVQTFlbLk3kjLw8QDfHz9VgooqKJ8df9++C8/fG8KJj89fykFkyMRQXTRwdPpVPRjm0ciXeNc0MUWhJaCxs2P7RsxZP/8y9PwV/kAkQT5MVLqTFJqShNU0QXNvpjLpOOhby+OgCPgCDgCjoAj4AiMQgB5WqZf9OCmrWsGlBhyWn6sdC2kESFAjhoKYfFIuhhlJW47dU2mDdAPhrcPr4+3GPdAgKCc/oz7Bz8JsFsCHM2NoEH/RoIYrDX9co+EkY2Jkc1puSB8jgrqU0F/+uM6kpQ8XKHib5dc1vqnl55UIKFoOwDwFO6CxTDFD/XHtTDkE5RPyiI5oHSyMr8c1jRBQlnUerlQMnIK16+DBQ+SF2ne288G9cE1Lv2k0sMhbZhwjs+xbb9PmvYt95cHt51n3sZgzuvD5ue1mG5/W8Rw1ETeNWvhlYgcKJ4woX6CsggSyz1Ckfo/mlGKKx1zFIUORCoptefCltROUE5BjYTpbaEWNkROuSVFFIheyyKoQEZZ1HFcUF2+g3zXOJ/43gE/+E1SONvo+1AEFHxGrYVUW3URzBgL+z/k3JvEB6/jCDgCjoAj4Ag4Ao6AI+AIOAI3AwHuZXh5FeIGBA6m2ytLMc2NXpiFRDKvGEheBAFepNXN9pllQS/X0n5NJJZFteM2BlWSd1J5f6cXe7lf35SqypJeKr6jehBVyiiZzNbPtMtOCCeoskBAIQ0PJBnsQfogBc+ufG+Yysini4VU5Mvr3X0ppHZM9QQA8BGCzL6UUa4PAYWb5yu4gT73KAoRnRMcO9RwIDdBUuJFHu5/J73vnaAbr+II3FgEnIByYw+dO34TEECVZFmqJ7fX10TkuGfEk3/44bvw3ePH4dHd2yJslIzJysUL6W6GH6ZPM8aCLly+FvGE1Dv3N2/r4Xxecl9iqm7thP/95x/D//u//xh+efkyvFc6naYuYI50QcaFGaSOmqaXbztGMkExZXV5ORR0wbSu/HWbmv7r734IvyoFz//4jz+JCNKSCkpDP+s89I0e8hi5qPpL85JEFwGlpAsn0vFUa63wCgLK356GP4mE8vrdeyOgTEokgajSVZQDIssRKXimAeSzr+tofPaH2AfoCDgCjoAjcCEEUEtANYFrldpRVEKZl2JGNx/VK0oKphMYn7Qk0kJqkeb99hf5TU5t0rxvjSWu0Qj+N7JAe06PL/IoS0AHmcL3k1YH1yKFgrHYJEJHTv/Ksg1hADIKKiQ5cNP1GAH/tgL/kFAox11dQ/JQRX7y1IXZtCUNwx7N0K/GR5+QTBalroESC+STWwu8TbYsdZaS1aFeaku3cYoOjHMDPMHN/MwOYJyNa9EfDfX6teLa4DaW48Olk4+Y2B5Lv3XakubDe1iPk11pp2qXMq+JnLXXaYRn9f3wl9pu+P/23oQ/Hr4LbOcYD/doD3A1srqONUSQpnBvqh6qKCklzrwISpC61vPlcFcEoTs2zds6pJSS9qGIgvpQUYookfw12XB4uGnkF917oHwCAaXGOSjqSSLLRPyGUZzMvte6Zgj4YbxmB8TduXYIpB++a+eYO+QIOAJfNgL+A/5lH/9rOHqdkqSUJU0MRI7H67csRcqSlEwi2UPKqMRger+r48/hpXIpPLy1JhWVeRFGeNH2KOwpNenz7d3wTPEWSAfLqjMvosqGlC9I1QNpxQguuhmM98ij7ZcUx9lYXjQSCu3nRFro6F7rUC/jvt8/NIWRhl7GRV1+8G70YyKOmkwTLPVyMy+npAIhpSVllhjfGT2+VPd6zPExTZftUbJ7Hg7n7b9sv9yeI3A9EHACyvU4Du7FZ4oApIyv7t8Nv/36iU2on6BOAqmDfQdis77e2jLixjcPH9iP+UWCCjMiuhR1sXJ3fT18rfQ+q7rooezoQuvZq9fhZ6Xf+eXlq7Al8kldMnQ8UE7FfiZF8GhqaunC4pmIJv/+088izdySz1+FMhdbUla5v7mpFD9rRmo5lN+8+dqzo4u2BdW7BatY83ihNWMMWXxA+WRrd1dpf5RXXv0gieflQxBw/D4EPW/rCDgCjoAj8Hkj0NFDGqaXjUMbaEkkCpRQHpaWwn0poaDQsKA9bDuPiJKIBolMkOaXgaBdg8mQBfp1bQbhhMA6cyaC7bvtpj0q6alKiGCsx1NGpvgQX+i73z4SJyBC23WoruuY8+9IODY6LeFJyhOl5RFmDfnU1P5jPYyyl8a4rpRaxsDl5bnwqLn1Af6zIiagtFKUgsaCiCdLJaV00XFaleoJy2yDfFLUcev5N+C9AUSPYy6P0ljTPFbsj/5cZ1VhuHbsCoT6nQ7XmcRuqtO3MnYYqepUc+wm5RMIHHwn/r2yFf79cMvS7+xKxeSsEq/1UcWBvCPSkaa2FHLqOh8qOj8hlUAuOdA5wjrn63s9lIV8woQiykpeJHWUUaSIYkQUnWecR6aOIgT7D3+jJ/gM0Qmiy74UT7ZRWpECCvMGZBn5kJSBLhets5DwfVeKwOAX4Eo7cuOOwA1GgB9Zfjy9OAKOgCPgCDgCjsCZCDRFjtiSmjpKJRXFOm7rNxSyCKluSJezqJQpecVS2iJ9nBWjgFzyUC8V39LLxRBQDhRT2VFMBPLJL++2wr21FRFUVk35Ylm211QPkgvkl30UTYiBjLnOxd661FNIETQv5QxuK1E/QVlkt1Kz5bbFUMYroHBvPKd+IIfkNJ6c7rNQFUWBg0LfkEQ6isPYM5LsJd9jXj4Y59gAsun+j7Q7MzN9P1i39hPY4EZ6hns/+UW8CLUQ/OVeEP95CeLI/IsvIDNmXkTmDpz9jImxpdKecgzgyl07mJzACh/Ay3wQThoLL2VAAqL/DgQbbQOr4YJ6jt3PygaEI9Rx5hXny2cvl5v6p2xDMlrIzrmKiEVmH/95yXoS7IY79nVH4AYi4ASUG3jQ3OUxv9zXEBjIGJBP/q9//K/h77//Ljy+ezcsiHHbVo6893t74deXr8OPT58auePuxq0wr/q9h7AM88RQT6z0R6sfSn5Ay8VSWFe+wTsioaBCYulvRG75+cWL8OLtu7C9vyfpNr0NrAe64wo/fjv7++E/fvpbgBBTqzeNHLMkmbpNXVDd21hXOhwxiEUo4WIDEgqFH95FXWCtr67GMehHFlttMXUPqpWwJ+JJQ/J3R/qRjT+wY8Zi1vzDEXAEHAFHwBFwBByBD0eA4HW7HlPx1BW4/vultj1gILjNM5nybF7r/Td5xvWYwj1pPq7eWduHr3xY55kDc7QnCOqjdoKfTA0F33faDREGKnZt+KC4aOoSls5E+XLyeojDo5QPLfSvS0k+4ZCYyZwIBeK4hKP8UZg/mg8rIhZw/chDlrzIPIezFavHA5kgX5WMRw9naDs5CcUeAqlPFFZQ7SuKoIDyCal2VqR8sqw5JBTIJyXtI9VkVArsj5kuua6M86HLZu0bLOaeNlCbvlNJ29P6pHNsRPJJtMXn4DSpncF6No7BDR+4HHGRjLOOH6lrnkr55M9Kt/M/D96a8gnn2aQF3CSEooeDetvtaEYEJBRRugFyF4pCnAuk9yEtT6k+FxZFFoI0dacwb8oomzqOt7VsqXk43moTySio+qCL0i8c05Ye9EFo2Wk1wlsRWt7LLuQW+oCAYg8D7cj3213aEsB5cQQcAUfgOiKgv39ePiIC8QLpI3boXX04Av4d+XAM3YIjcPMRaCvA/14kkDd7IqCI1MH9AyQGyAJrIqBALEEFhRQ3Xf7Wj/l9pd4jvaC7vrio+9WcpfZ5ubNnBJRfFRv54f4dvZzRsXsZUu+Q4mdDpJJXqgPRgnuaGAc5jakpoKgubWiLjwe1mpRP6mFfUx31+jPaQ87g/hj1lEUp7DMnBQxEG/rm/gqbLflXV3ymprgMiibgAT6QIcaNO3mLnbLsQq7APoX7wsN6Q1Nmx8giqcXpOXfNc8IeG8uKV0ECIuUQ+M/puQbkE9Io180/vdQg/yBrcHcN+YR+SZvEeOg77p+sb1W3QluecRSFD2QRSCH4wDGAFMPhJ44GToN+NLUOIWW4zGJL7bCzqpgZJCLmpN/hPOPYMD6OC2mW7q4uG96cbxCiDuu6t9Yx8OIIfAkIOAHlSzjKPsZPhgCpaL5+eN9IKKiewLbcg4G7vRP++uszm358+mv4w2++Df/8h9+LwKFfvDEXPeMGwY9oWf0skzOwrB87/fjBJG22mmFLJJeXIp/QZ7MZ0+6Ms5O21/Qj/1bElR3l88MGF0rYW9HF1oM7t6XYsm3rBCJSqkSu1Rb1Q0vKnnldTBCgQI6tygVJtRYq9bqRbuiDH2kIK8ZylW1j3epiI16Q+c1iOg4+dwQcAUfAEXAEHIEPQ4D0HQSq3ymAnRfRhKA3ZI8nSueCwsiaFBqWFCSHzIEaynCJDzniVpY/tHCVw0MTyBoQTniYgY8QT0hpciCSAKQTmxR431IqIXzH763ySvhadb6ZXwnrBUn7KmyP3z3i8kWcw6E0yGyAPCCCkaJLv1A4zutBUUn+RvIJZBHS38Qx6C0qPSgyYjPPrkBWWHNNqNm5hevAmHKHh2S8MaSHUUrfAgFlTWOEhLIo9ZOy9pGWB+KN+ZZZHuwCf2JJ89HdR/9Q8rAhWqts2KMbjNhq9bMxnhhrMsTGCxf8ZzT9EV3ElFnRIOO51TES0wuUT6R68m+H78Mvtf1wKDLH9EV+GcSo9EQvIXO1j3i4ynncsXOV75qdzzpuifwCiYTv26rIRKs6piijQFDh+7egdE+mhsI5oePMcYJogo23rarUT6q2TB/0y3eayYsj4Ag4Ao6AI3ClCPBb80G/61fqnRs/hYBfG5yCxDc4Al8oAqSH2T6sGgkFMkNb65SSCAiojqBUAlGjMtuMJI8hnBK5A7WU+3rZd3WhrHvSOSM/QEB5JYX5N4qb0AdkDEgGEBlQSoFs8Ms76ueUwlb9niIw6K5WcREIGbQz4oKWa3pp+P1BRTYrRhRpijgSYyUnnZsRKQNiBuQHCB23pUYP6WVFcSEIMxAsiiJWcFfK8waILKT12a/pOUOGyW61Gg7kNwSLs4gokD82pbJ/Z2U53FlFbV+EEf02Pnu/E57v7JoiTHcMAcXu9/VQARuowuDjXWEJ/qQqgnQDWQMfIWYcKHYE+Qbi0DulILJnEEo/fGtpQT4sGgj8LL9Uv692961+fUzfCTGelXBcIIKAE34wnnXZjOmYIgmFMTUVxzJyiHDiuJJ2aFtqNztSoyGlUzc7h7ANcQXsUcB5oGwB3927E77avGWpmtjH2CG4sL/avGPn2m1huK3j+1rnDqSgmhNQ0mHy+WeOgBNQPvMD7MP7tAiU9GP6+N49peG5bw/p3+lH8t3OTvhJKXH+5U8/Sv3kV6W8eW3peCB+jLqwOHcE+lEr64d0dWlJc3IGEozQRQYXW7oYgjBS0494zMt3rrXQ0gXPnn5kD3Ux0tQFAAxQbuOW9CMNAeXnZy9McYXtqSCltqSLhw0poCzIF35om2KuHshGBdYubGPVZztyZDljuc6aTy3YpNgydRQs+k1jwvXMucN0Jjy+0xFwBBwBR8AR4KdSj21ClbzFMzUL66MEQdpBHp7wRhC0hgUpMkSCw2nMPoROkKwN/mTzcKOtCfUJUuxU5BvpS7YUoCdI/6J+GJ6LLMDEtprqLSlA/2a+qnG0TG0C4omRTzJC70V9NL/0oewqxhrhOo3FOAkZ4cK2OVRKlD6FFDi8ZdWWTy353hBJpjsbiSdHtBocaBr8mHm0q3FobCURExalkJHIJ7cWIKAsGSkFkkq8tu0ThOhmcKKLSUkbgl5jYriQZRjpRYpwytRekgmQu7g9+YBjzHoftnqhD8bGeQb5AzLTL7W98B+V7fDHg3fhX0VCgcgxzbEa5QR487BQFK+gq/zQ0HnR1HpJDxlRRYHoxR0EKXNInQMppaA6m1JBuZ2poaCIsiHi0S3SK2UEsYLagyVkFggopA16ral+JBUebEKAz7DSqhdHwBFwBBwBR+BqEUi/OVfbi1t3BBwBR8ARuEQEIJyQKgciQ0VKHbwki9IGKiYQISB+oBZiBAiEKIbuK2ZFjCB+sSKSAaQJiCgQGSCzvFBs540IEO/3I1lkT6ol9daS9pdNzeSe1Sd97Jy288zh5MAgn5iyh2JGEFYgY0CG2dMLvG+l2ALpAaUSI6/Qdqg9Sh6QOvDrgdTqv769ER5LsX5DpArGtZyRO7jTJRUriiGk9cEuyixP329LwWU7PN/eFSklyEfU8ulnqCNtWlKM56EIFt/fu20kC275UcSHjIOPECkasj+qRHWWopFHvpJ/+PnNnY3wQC8vr4tQYioouvdjnKiz7CiGtCWCBsoypDcyAo4GTwqkJ5vr6iKmS/pXHbeGYkkc07qOrZXTrttmXgQHW8gmFMghTzY3wn3hBqmF4wuWkHAasrevYwnhBJLL861dYbWl++pgyjTVdj8OVlaKWYgx3ypO9vuHd4XNbY1t00guKMaAPc8GvpLf2H8oFR0IS4yLc+6dSDY1EYC8OAJfAgJOQPkSjrKP8ZMhAAlkX8zVl2/fKgXOfnijH9Gnr16HX168DD8/f2HrpKep6wLGZNUu5GmU9UJtJS95cnv4rR85HjzXdTHAD1pk+uoXc8wP8mC35D7s6AKCNpBGYJxyEQLJZVMEE5ROSPkz+JCdB8Vs39DFDwoo7INQU9EPN0GDVbFLSS9EvXkxdIu6yOJCjh94xk5qIMguEFXqTTFwtU6aInurdsQF0KC/X+TyBMfxi8TFB+0IOAKOgCPgCAwioGsIfjLbPFBQIJyANsSNX5SKxK6TFKBHFndTQXBUGQiS53QNw3XMRakJg92zjNIKqg3MzQ8F1iEGEJQnXQmpReK8ZvNtqZ5si9jBvCJ/CbjjO+PAN9KdoJ5CgB9FCZRQeIAFkWb6gtWYd3l4xGCAVVLfxGs+YalxtORTXcokbY2B68Q5+d/QthkRadjPFHP5nHyGFTGFzEL+Z5ERRG4pidCC6slSaV4TD4CWNCcHNg/hUD7Jm8ILvkUfhkeI//HyNi4N7z+9Tj3OisHxsu0i6GEjnmH9fpKdNO/vGb8UfYp+ySD/L1TwhQdkkDfqOj7PRWb6tX5gyif/Xtmy9bqO1aUVjreM8dk2FRydEzpfW0rNwzkK0QXSSfxeaa5lyCN1+bcnBZZ3TVRRUEQpmRqKqaLoYR6KP3xX34uAxfdjTyQaFFEQP+Z7y3RxlC5t9G7IEXAEHAFHwBFwBBwBR8ARcASuIQLEWKoNvWAr4gUEkYpiIxA9iEWgwEHKFNRQuI+Od4In78CKIi1AOiE9zgrqJyIucA+CSgdEgl3U3hXP2FLMB9IIpJNFxT1QSrkr1QvaokIyJwJEewgf0tGgyEGdpflSTwkEpZK3ih2hgAIhoxfLydpD6CAeg5IHKis/3If4cCc82liz/iHXoLoCwYF7bkrxWOlSNRZUVu6J+AFh5b78uyMbKHg8l0L/a5Fp6M9eDrb7rKxDzSDpoBbyaONW+O2Du3YPzTMN2vxcem9ElH7tbEnPEegfhZZHIo98K2LG3z28F769e1t9rxqe+Io6Cc8O8lLTRHmf4wE5CMxRKQEPUgVBFqF/jimYvNdL07+KRFPIiT0zpnAvDl6orKDegiIO44P0cv/WihFS2AdeeeFlvqjNhs6LR7e6htEjEW9uibhS0PMQcHqhF6dTrIxjWNSziqVyMabfEZEIPDlvGDv982IF6YboF9IQ/kMywod43o1x3jc7Ap8ZAk5A+cwO6BcxnJPXBNd6yBApXrx5E/5VPzjP37wNf3vxKvxVqievxKBEYQS25vkPqLOHrGPGTXt+qMljxw9gKvyId2QfhZGj9KYjFxJj7PTaqYI93NUPIwQRCCkU0vzcWllRmp9y/DHVhUKyxQ/1khFQpIAC0US7UF0h/Q4qMPc2NuxiDRLLsn6UqVPQjzI/wqTnQSWlCstUF21vpRCzjwLLUU3yZnqkPXTxk/z0uSPgCDgCjoAj4Ag4AucioOsISxOSEUBQFHlWOwj7CoATqE+pRLiWWZTKx6weMCgJiD1cOdf2mAqDl1oQTyCQ0C/TvhRYdhVQfyoSDOSAZyIJvDS1k7opoRCgh1wCAThdAzXV7nWjEq/PtA+fS7NRtYWg/qwkTCLBY4xDYzZHP+NYB33m2pKJCzpIKEjr5efUZ/5I5BBJ+5akeaFrS/yzh1vN+PCoAzFG144U9nE9mAr4kqIRFZWCSAZlpWCBaLIswgmkk2Wl3IGEghJKWYSEAmlZ7OHNgBHsJoPZPFIghjaOWU3jZcSDdk72MKaxNlOv3y6uJSLLoI3B5fHWTu/B9jTjGbbAJTvnG6o6KJ/8rFQ7/3r4LvyHVE9QQEGx5KoK52tLr/e1Z5Su6WjGyCdNEVFK+j6VpJIDqSSEOTv/IWC9lyIR5y7pdxY13RYRiemOzi/WqYMiEEQtFIJ40Mk5Zd8PzfXfiyPgCDgCjoAj4Ag4Ao6AI+AIOAKnEDjWvQMxGQgjKFrsa77ZkUqJ4iYQKpjKiSygm7fhWwvS40CCIFXPkmIYecVdiGHsK37xVgQU7EKQgCwCGQN1D0ghK4qNJMUUiB92rxxvG3s+QmhYFvEEYgu2IV5AVEGJ5A0KKImAomcAg47NSXVkXnUfrq+G3z24F/752yfhH756GDaliI+dml5CRpUEMkk1UyUhTpQIKNQhzgMhBFIH5AiUTEjDY4Sd7H6r56gWIFSsioQBaYV23PuiWPKfim8tSNkDXIYLzwBysku7b29vhn/8+nH4P779yhRCIN5QSAmEv/hKDAplfZRblkXoIG0NeKLcwngYH6QeFFHA6Kc378b2HQGLzyEgeUD2gAQD2QccIMWwzLMJbHUyUgkEI5RKmBYKxfCktW7HmuNpzyQ0Jo79/8/emyw3kq1bept930Qw+j4zsjvtPap7pbIqq5JkJpkGNdREA71BDfQOspprooE00EADvYfMqmRVde8959xzMiPb6CPYBPu+A0BS6/sdToIkSIIMBkkAyzM9HHC4b9/7cxC7W75+wi3xEA7nt+ueIaQhXZxVeM38HJ+xIICBD5/DHV5852Be/eGaOM3/mEDDEbAApeFuaeMX6N/+z//TpRTyj89+TP/w7Xeqyw42S47ODg4gf/35eQhOpucJv6N1Zi5C05RUwbO0qjI6nOLhPUddhcFYRCY4iaAMzc+kMkP80avKnZA3MQtAJXhC/lHTdqhB062KEZFI7naCSpi0qJRJplyfZmVQpYoDyggOKDqGJ1tbtfL66aOH6ZrUptfUcBuUkhQBC/niiVoGq2no4NICq/Gp6fRmbDzEOmN6vSBLspW11bStyj0XwhzFwftNwARMwARMwARMoBoBJq2ZmEeIEm0PCSVWtgppfHMl2k04NRAS544mwHEVwWWEyfE2NXZygUG1dCv3ZaKRbIKca7EyaU7IHwQn4eawqSemFE5kqiB7WU2s43QyJ6cT3CBWNOFeQjBcZUGUQBnmS4RTWQwXl07lcVMCmp00nIbbFcKm7BZyWicU2o2s2TDJ3qs8G7QnkTfTtiNcTo/CpQxsD2TnaKAIUQl5Q5BCWB7cT3KZA23UfCEdBm+6JD7pk8hkQCvuJ0Nl4QkilD6JD3adT3TsSezz5Cuvk1+vtu3h8p50XsZp76i9Eu7tq/XV3rkfIzspu4LojvAdRrjxTsKmV/qefC/Xk2fL0xIvSfTOAOYnXxCGIJ5SCB3lh783/g4K+u7wN1VQH6NTT7h16DVuPu3brSFUId8FHYfQZFp/H736nkEEIQ3hs7K/W9LN0uRvLfvWfvIC+QImYAImYAImYAImYAImYAJ1SIB+CaFaZjS3MK3QLrhv4OiB+wkrYgMEAtXEADhb4BaSC1VwvpgrroaDBUKEcOdQH4YwP+PzCyFOoO+PcOW6HDwQXyD4IOzNmvo90dsrd/66OtoUKidzYUGUQB+5KCEEooxp5XVB6ZNvRAuVCw4uCEF+9/B++lsJOnA/QeyCeITzyEe4s+iaiDdYmMsZVD5wFrkvRw/yhfDkya2REEpwba7FUpT4hfmlyvkXaSyUP/Xb6Mcxt6RFxQkHj2rc2MdcEg4rhNv59cO7EsvcCfcVzoddzgyhDWUl/6RPSJs7mj+CG8IRVq4/oHkkRCNLZfFHzDnpOvv75fv7h+SDkEkIaLiPQ+KBcAYRC5wQkpCP3PmF+wYbhC4cnzm/9IcQJkL9iMvssu51WkgbEs3ADGedd5rjw+kmHuDW941wRW2tAzGOwXeEaxH2iPszIeESYY8QLDEX5sUEmoWABSjNcqcbqJz/7n/5t5dSmv/t//5/0j9+991J+o19eVuRA8iffvgxKlLC4URYGVWsMVCuiqlFFX02gLo3BL0vgRhg3b+n2jtC2OA2QgVG2qw0IgiHMyC1bt5IqHbuwX0oavskHMGthFA5qFZpXYTLCo0zNRhQc+5W9XqNqhMBynU1fDgP0QpClSE1cH79+WfhzHJfcfFwUGF/KEJ1DmnQCEOVjADlzdhE+uHly/T9i1chmqEMhaLC81CmIyZlDua/Od7vb1g1R5ldShMwARMwARM4GwHJThQSBAEKk9hocSXeVXvsgybmmeTGCYWVBdHJjlw6UosEt3JsaNs/snFkBpgcZ7J9Q+2VLAQKYVBKcjdZkdBlOQQBiEdery2kUTmehNscrSDyE9uj2oJ7l1xXXt9tLcV14nydjINEW7eEHZrUJ9zJPoXw3qknviIPWduOfGQOIbtFFxPaZCkEKPpcH7RJeIKVLCw3JbKJ0DwS2kRZxJaF1/nCIBCDRQhMBiQ8Ge4dSMM9g3JA6dc6oLZnTzifhLWw0ib9oxZS5bpxhdgedeTR+48t79GnHfokZ8Q2f33ooCo7cjJ7jPZeVTn82F0IMhBREbJpNpxPFtIfFz+kn1fm0vPVeX1fEDblVzw2qXP5kJJoDDURNIe4420KbbWpvkH3dnvqwRFF94zv6g5iJb1msJaQQbiitOu+I/7q198g38c17edvljJKjp6t+jvLSnNxZToXME7EBEzABEzABEzABEzABEzgwggUJDggZMvU4lK4aSC+wNWEMC+IDHBEiU4cHbmKfuWA5jYeIECRUAURA24dCA4IvbMkoQjzLziiZGKKxfiM95w3rPRzAUqEmlHfJh6sLfdgECyEC4tEKL2ILKSyQOSAKIKQPksSZZA+5+z24dSXRjTz9M7t9Ac5ivyLr57uhpFBBPFGTvs/jk6EOwgiFEIPsZB3znsgFxBC6HyhMDify13k/rVrchbpjz4+IplViSooX0njF4yZVLKIhI79p9wnUx4pC1wRynwtgczvHt1PXylUELwRf4zqweyXcjD5eXwyXiMOQrzBvBXOJ09ujoSw5mvldYT7VJ7TQkwCo8VD+ajeH0S40qVzeuRm0tvVESGYcJeZ1Pfg1aRC05ZDDyFq4WFu7huhjb66d1v52ZJrynWFNVLoH3HjfiGUGZtdiO/QtPgyxze7pMzo8oviFm4qKgeCJlxWGPvAJef11Ey4xbyanJYYZTEEOAhZ1jQPtntvD5XJO0ygsQhYgNJY97MpSjOkCvoyli6JL7JWSfXKrVqeUHHiTMJ5mYvHfvXqeVQ2DMBvqOJbUkifVVWIvEbggevJLSkvH6px8fztQLiObBRkma5B23Kbp1qWFUqnLz26eyfdVmWLAIUJB9phiEoI85MLUmIn+1Wh45bSJzUqYheOQaRybXAwJhoINURljkXZvGIZ5gpe0iOfmSBFg9FqdD2QSIXzB/tlcyexyne/PI/j53TeitIJFW5Fg7BqAbzTBEzABEzABEzABCoIhDhEbbLcmUTPOaV2NYYYXCE8zvTmWggaOI4J73sSRYx09IQTA8IO7FUrnUVoCdKe4vw8TcQmaxKx4HZC2JBpVqU7IUeHD3JaQRjAfhxPCKlztkVT+7rmQllkgJMEk/WZeGYnDUncgSBln1C4lgtRoBh0K28PnMNHiAEYUGrfUXtQoYq2O8tuMhLFbEr4ADv+20A4rPcM3ODoguiEtiShdxCfEGpnqIeY06wKuSPXEwaG+LxD4gQGa0IIw0VPWMh2vp5w6L6PQ7yi67Dlennx9x1Uw5s4V2nEUkN+j0qSJLJylNM66sAD++N7re8h31mEVIR0erE2n35Ynk0/SXwyqe8eApBjG/4H0jzft2XBl2QjGwrPk/2tyClHoXn4u2KN7zBiphAdbUusIlvnHQ3Sigh/cwWJZ/heUVbci1jj/gWx882tUzMBEzABEzABEzABEzABE2gcApvqI00vlgUocsHYGUwRCmVQD+yy9vDgrfok6tnv9S7UH8GFA8cQxBuEV5leWkpjcrKYl1hjs6Awvhpb2JZKHgHDlD5DoIDjxVCvQo9qngThyi05wU/IAWOBB4Z1vDoxARZRCI4kiFD6dH3Smdecx5xWRCj0p5lPynuGbZpjQaCBGOK3D++FSIN8IciYlaPGX9++T9+9GwvxyXtc95UGgggW5l0QpJBHHEfmFY6I6z26cT1CABE26CsJRRaVR1w6CEmzqnmsvIsbidT4D33jHs0PIWxB6PJr5fXxjZEQdyxKEIP45C+v36Wfxj+EMANXGkLskJ92CYEQ3+AOMq9jcRj5WnNTCHgYS+jm4SClr+6httnQxfHZ0oiCDqTfuC5xzaS+A4QN+nFMD2no+ohBuC+50wzXGZzpDnb5vSVcEPwIxcR6Y1CCoVkeVCIMkTiRd6W/qfuAUIZjVjZuaA5sK669oe8J3xccUBC94IayUQ4jVNIxXkygWQhYgNIsd9rlvBwCqoi2VLl80kXXwP5rSZXaCg0eNagQc6AOvT0ykh6rwr4uCzNEIthvb0UllzdjDuRMleiAGjFPHtxLd27ciHPiiVcdRtzAzBGlYnJA+xG69Ejd2S8BCi4oWKsjKsENhX2zCx1pXg0dBDKISFbWNkIljJCFfParwUeIHsQyNyV6wSmFa99RI4VrE7YI55g1NYC2GYRWeb2YgAmYgAmYgAmYQK0E8ol6XFCYBG9XiJBtTXLjwMB7hCGELmFlIp9FwQRj0AddQascHPJYvrRCsvTU/sI5RW2rdW0JH7KoUDq4m7wvh0B5KbcTQu+QPpPo2f8f345Z1bXWlE8EMKTGimMEeexqldOcRmZqdW7RqXG+UGQjOfmWDyoWJR3CEAbodIGsPaZjiyp/UeUnJwzyrEh007opBzuxVCNYg2UdIS7pUWijXoXvwfVkSO4nQxL5EHaH/RF2R8KZSLvimgdfkrVs5Wq8OvtCe3JH+aVZSdlOu3AKOYiBsI/JS7kYefP2NKVCBEUYpmV9HxA4IT75z/N68k3bN+uIvi9/YCvulApHiJ2Cxl0Jx9PZspW6JTbq0Xe1u02Dt9pu6wvYIRHKtm7GtuBu7RSDLX+fpIHwJBd98ff3MchPe699vAmYgAmYgAmYgAmYgAmYQP0RwHVjSsIKnC9w+aATgUPHoMQFhKYhBA7ih2L0C9XH0Jb+HZ/dHxkOAQrihNWNghww5sMBBXeSLQkQ6E/icoFwAwFHFs4lc8FAIEIYGpw1OjX/QZ8Zh0gW0huRSINjCAPEg7q4YuCmsqK5D0QKWX8n6xkiPkEQg2jk94/vx5b8hfOJHDb+9Opt+o8/vwyBzJxEHJybz53k3dz3Ek5wPCFw+ro7wxUEV5IbEk18dfeWxB/L6bVcVLg+bi/0v067MBZB2BycRAgP9BvNLSGaQcTxTo4jOLT8/fPXIQQhHA286IxzJfI5puNwEMkEKKWYE0LEQ/lJl2Py8tSWt5YQCi1KkIPjyV/evE9/FKufJEKhvDjW7IYbKt93xDssXO+e5qkQCnGfbmhFVESoHr4fPGS+IeHJhkRHK+JFPu8vXxO/QoT6gQXfE0QuOK+8m5lNExKiZFT17+nx1lZkH2UCV5CABShX8KY4S8cT+Hf/5/91/AGf6NN//8c/71bgn+gSZ052R40VRCgT09Ppxfv36YuWh+mm7NRuSdDx5ZNH6Veffx4ClbGp6TS3pFhzmzSWNFkglSmNK9xIEIP0qQHz1eNH6Z/96pv0mRoKuJFkA+scllmn5+8js9qHKAWhCengvrK+uRHH8hrhyYt379Pb8Yn0QZXt7MJCCFGwwEPQ0ifxCeKYh3fupC8fPUwPZCV39+aN2P/Z/XtpRurQSZ1HA2NlXY05NQRKUgK7oj7zV8UnmoAJmIAJmEDTEWBYgydZcOQgHEmIT7SPfn/e9yckDwKS1rQcexGU3OvqT9ckmujVZHmnJs4VhDCO15R5CFVwO2Gd04rQZFLiixltcT/Jt4hamDw/74Xcc+1fVufkHqEYx1rX+q7FZQbbMycU7VIbqpZhGlLDCQQa2fGHz2IwTmIciYPpQO5IWMIysNMXW0TDHSEikbeMBpJaill6CEz6uiRSVtidCL0j5xMcUPolPsH9BIEKzietEh/UvCibce/K25rPKx+4V8r8zGzP4f355/u3sMmPZVtJ+TC3OKDqP5ybrVkq2b9VD923M3Pe2UqrEiEtKvwRzieE2/lxZTa9lPiE7x5PzUXi+868/DcMsG4KEgOjOKFsKixPd1vmiNIpoVf8nUmMgiMK3zeY0F2hzLHq/EySog9qBXb5xb6YHJzmy3cxOfJVTMAETMAETMAETMAETODSCBQlFEDYgbsG7iK4VdC3YL4DcQHOFd0dC1nIG/U3mKugfzrU1xOOFgg/EFAgzBhFgCIHEdIId3cdj5MF4hRC8+AwgrAEkcL1vt50Ww/m4rKCgAJ3lK2W7ZgvwXUFUcM1HYNjCPmakkPHDI4geqgYF3mEGfkypDmXhxKf4MhyS3MohHjhY9xCnr0fCzeRPMRQnq/83DwV5mHIIy4cLxUOhrLfGMAtv0Phea6nRyPzci4ZkJhGzq0SwxAA9bQL4wTk9bYc7XEDGeztjvIuix0CjJeTU2l0fj6cXhDZMJeVL+QTUUdBBUPQ83xiMgQ8j/RgNQ85E9IoG6vIz6hty72izC8U9ueFys09XJZoCJeSyusDlDwgJkGsBM+5lRWNY3RGmcgDwiXC8fAdQYAUN4Hzyudmoh+lQkLlfhkv2V8pCqot5z7KBBqHgAUojXMvm6Yk/+v//n80TVlrLSiV5qbs1RCYPJf12nVV9revXw8BCmn85ouJtKiKk4qPSZClllUJRbLKvVUTKjS8rqlxgAvJ1589Tn/7m2/S5yFAyZSdWd2J9XprPF1bOb6JAHn2lfIAAEAASURBVKWvpzcq2HU1mrCSo8EzrwbDmCr4P//4c/r251/S67HxNK78kY+C8oqQhZA9OJ188/lniVA9qE/7ldaIGmnkZ4X4iqr0F9VYfDsxEY2wEKDUCsbHmYAJmIAJmIAJND2B6PRrECULAaIJ7BgoUNNFE93ZUENLuCsgOiGUzpIm9RGV4HBye1tCCQkrurV2aYKcRRKWNFfYSOMKrTMmx5Oxdbme4HyiFTeKdYlOcHz41A4UK8onK+XJ2mZqWyk8DqFLejRQ1iqXFybxa1kyEkfLVfL0ab+1KBQPW9qFbNvlYIGIpFPXZomQPCJL+RGgDMjtJJxPCLuj14MSn/R19miwrzuEJzwhxHrcQls0FpU122ZjO9mb0/9LKtnKv3npsn3H5yS7FsfkZ7JlqeW87MjD/2bfw8P7q+3BCWRDbeZFfdemJHZ6vjqf/tP8eHolx52JjZX4Llc77yrs429xSyIw/uP/TYlPEKHwfcURhe8yoXn42+Q7wfcLNohOcgeUGNzLvwdXoVBXJQ/5F/Kq5Mf5MAETMAETMAETMAETMIFLJIDQIAQoElYghMARhXkRwuoQUgUXkG7NY6y0bkb/BLFJLjpApNEvsQcOKcsShowSgkdzFzhfhNhf5dpSn4xwN5kAZTUEJJx/TQITwtsMSISBaCH6NTqe/nNPV0eE3wkBiuZjEHwgekAkg0sLea5chiWGeXJzRAKUYTltSICi8LX0mQgJ9J0EKG+mZ+Nc5lRCFFF5cvk1+VyV+wnheF4rHMwdzbs80QPACFseyKWELaKRfrmktKmvv0Xf/JT9LR5IQShyW+UmvBAhbFiWdN23yiMCEEQzuLCEgKOct3xDH29H+UT4wTjCvWtDEcqHtJhnOmV2IllcSAiB81zzUwhgEKMQkmef+CTPgLbcS9xRcM3hvsAEHoiIEOvgXoNLS/Rp9/QzFSn4pQmYwEECFqAcJOL3JlCnBFDIvh4dS3/8/ocQcIxIhDKkxhIuI7/76stwKrl5bTiOmZpTTEApX4uqiAmhg4PJ/Vu30tOHD9IXjx+qgdQXcf+WsG5T42FAjQgqf66RVfqMcGbD7SXtw5nkzdhY+tMPP6ZhVc4dSnNMDQtEIz++fC3xyViaU2OKMEEFqX63UYqqMcN5k7JBY1lXQ5DwQT1yYmGg+abEMNfUsPrtl08lrJlK3z1/ES4vGzonBunP0vKIK/kfEzABEzABEzCBZiNAq4WBmqIGL7ZaMw+FGOTQRHelcABxCSIUHE2Y8B6VuKQD9xMmw8tH0g5BaIIDCaFP5iQCmC2uy0EF0YraS7pGuJ5kTaVPjnpeYpgf5YBB2KA25XGtT+FvVCjEKH16givP91EZIZswYJu/5tjK17zPjwkRit61yaUC4Qk8YMW2KPFNScKdnkJ3WuvayJxPJDhBhIIDCmF4uuTQgltKm7hqPCfLH4NcNS55PvO2aI2nHT5MCSkaU9JXICvc4SNq2lN7zrPkuFz+aq8s+b6jtzDGqSf/7hFmB9eTn3TvcUFZkIMPd6GeFvoV8jeM78+mHFF6tHZLiNKpvgd/dxGWp/z9wgElvmXuAxx9i+vr9h9djnr55LR//PVSLufTBEzABEzABEzABBqAAEID3D8QkCBEWZD4AfcRRAR5eBUEKO3qexCgh9ArdyV8GOnvl+OFHq5QHxX3kkU9IDstlxLSwfWEcYV8wWl1XmlPyPX9sYQiCCYIkUP6WQgeCVDU6cV9HveSIc3TDGiLowYuoBsSPeCAMifBA+FvcG3ZSz1FPggBgxtLl8L50CkvaC6GsQzyTVo3da3oK2HvcsySlz0TUGQKClhQVsQ2vRLH8P5gGQ8nmV8n3yKuaYmQQrigwJG8rao8s2ID+2WxRxCSOXXunXcwbcpGKBzOwVUGAQvCoVIew+jgCVXeMy7BeAyiHEL9rOi+rSsaAGlX3ruDp26JH9fiO8Ox+TUREBEuGPcThDaMh+xfKM/RZdp/rN+ZQHMRsAClue63S9vABLZUMb6RywiNiM8f3E+P792VEKQtXZMQ5TdffJ5uy1INV5E7si97PzkZ4XEI24ON2JBs1hCf/P6rL+RK0h8VKUIRBCc85dor1SqVdlFW36hmKxcaJWuyL3s9Oq7dLSF6YULhpUIBvdE+rjWjRti2jjuoMN1UWpsSniyqQTEmJSp5f6gwPANqWA1pHVa++p72pF/evotQPQtSoc63LKlOd6VeeQ/82gRMwARMwARM4GQCDMrgghKDM3q9jQOKtiFCYCRHCwMSGzvE8y2lWQlLWGh1sD8TWcQuuTao/SOhypoEF6yIVnA+YbBDh17osiThCytlYSyEdUAij5YuteEkEGE5PEiyP4tkOSNACVgy2cre/thZPkYDTFxEgy8arttNm33502C9nZt6OqwQgpNeheDpU7gdXE96Orr0FBixtmVfy+BNlmxN/5KXLG97r2o68YiDIi39k4lQ9IIyfeIlrqlr5JTzEp10Wc4r6f4S0mlOYqeJzdUQnuB8ghAFERRijnpbGBhEmE7c9dbtlgjLU5ArSveOnjJTeXfUp+CuUHb+Bo8bMKy3sju/DUCAP8xP/7PRAKBcBBMwARMwARMwARO4eAL0j3lwlhA6IUDRw7gbmu/gIYpMgIIDStYvpS+ICOOeHt7NQ+nQ+VyTQGRxdT1Na05iRcKImBdRuvmCmwdp47QR7h4SMfRLLEIaiEMifcLNSjuCIAWBBmKSbvWJEW0gcCHkC0KNVeZimHepSL9HApksre6Yw+G6cYy2OHIM9/buCiXyPB215fo4edALj7EDHdipuSPEMP09iGI64/1msXW3X1/ugFdJco8BHzIW0FsOWQNHxBoISRCR4BwTIZCKzA3tP+9gwlvMM2ld0L3CFYY0EK6cqq+rS9BvhBP3b5WHnrUtSlhCuY9auEZB1yZ0DwIUHsbmaMrW1oYIJROgxFhI1UQ4mtUdhKp4vLMpCViA0pS33YWuOwJH1427RaECXZOic3puXiFvnoeTyO++/CJ9JjFKvxojhNlBZHJDDanfqRJfL2SqXRJgAgCRSW93T5qSI8nr8XE1GroUkud6fIYTCUITwvyw5VpRX+ufdalZcTdBJIKzCiF5mORYkF3ZohpnOK0Qx++4Cp7PSWdKef/l7dt0XVZwhBBCGNOtxsuAXFiuSzwzpQZamxpGWyVdf6sGKLt0GvRF3IQGLZuLZQImYAImYALnSUBjAAhIeEKJLQMSVKOID44aI6ClEZPeOgDRSna+BjJ0PuF5cuEJrwsxOFFuH0WC55n52tJCMPNseToGlNrUFvt8a1iv9SRXu5xQ5Dhy4lLmUZsjiAQqYoeNcHQo5bTCQAxtwA5dryChRFGinA7t79L7LkIYactgHyF7eNqr1mGZvRaf+KoQleuJZTr2AFLKvgC5D06teTo22Ro/zJtxx7WRSYrvHc46S3I4wZnn1dpi+l73+WeF3iEE1HKxoO8p4pM9UjVm4eocpqxzdwsqRgwWyqUIR5RNfVf4LmfCsbyMdVzOq0PcOTkvAv46nhdJp2MCJmACJmACJmACn4TAZlnkgdDjyY2ReGAXUce1vr4IwYOwgN4IwglC3eBi0t3ZHmKVGc1vIDAhdMs+cUi5M4dIAQeUDwtL4ZTCw7w9evCCtBCi4AaCyGNHCpQbShfhC/ukPYn0l/RQbybQWJfzRtk1Hgrl9Anhg2AFkUin3Enob7dIePLZrRvR316QOAaHj1oW0hqUAwthd24ODYRghH45YYYIHYSABFHLWqvmf05KcLcNzAsJNFSgPs0JDUpgw5wSTirwQmCDqwivd+iz5p3gE9LnQWhEIxtisqm5qMMCFF13Ny1elxOMlxqzYR5L10VwlDmoVMxN7Z53IBPavy2BTL7GYaSre8XjOdl/+XXKF2RTuR5IcjdjR13z0PHeYQKNRcAClMa6ny5NIxIo12cnFk0VWVEiDtxGnilczTYTIeXK7d7tm+nG8HC6e/NmeiJnlJZoWGmAF2WnKnJC3yxLjbqAE4nC3fzDt88ijM9vv3gqMchgHEfFjytKSZMJWbpZxkpqDCyzSmzy7sRMVj8AZ5SiGnIzisX34t1oenD7dvr155+lQbmgdHZ0q8HWG+F4CCdEPMYdqYuxyG/qhXurRqcXEzABEzABEzCBGgio3oyJbQ164KaQiVBaszZNlfqUVk6IT3Qsk9/5OQgBcDrB8QQHlE2JT4ratzuwUENWPtUhixEGaD3C8DBpz9KvMDy3tO3RRD67GDQ5aqHMu+KTE9oZWSpKjTTVrmxtwbqYmMgdcj3piQEiuDGgRagexM4M7PE+W4/OR2X+stYmdDPxSfbq/Ghn6ealqbzyJ35dLhiYj1syUUYWdgfxCaF2fliZSf+wMJHe6TXheDLxyXGp1MNnKqlYbO1ocFH/8Te1oe9LQSKUDm25Q/w9noCrHgrqPJqACZiACZiACZiACZiACVwgAUQMhLlhXdX8w0hnX4TZISQNrh8IMOgn41gSAhSF4CE0D84n45qrQGCCGAI3lei0VOQdN8f5lTUJUBbDAQXnDPq9fZ1d4XiSC1B4cAPxCeIWxB4ISQi5g2sK6eOugnjloHs84pVMgMLDHITgQezRmh7K6R6RS4SM0ZxNLQsiEdIgPcreKbEJPSz653DAbYV9pB/LSZ0vPmdVZ41zelQuwg/1Kq0I5YOIBAGJhCCEs8nnqbLEj/+X4xGPcO/CjUTv41rV8pTvK2/pVzKPFeKV8vVDwHJC55v8IZLJVl7nCQf2KCfjH/uXvWP27+ddRYYOf+g9JtAUBCxAaYrb3GiFPO6Hvd7KeqjWOqEAJ5edUDwfZmZDNEKIHULbfCMxByF5CMHTLxEHT6OyFBRSZ0UNnYWlpTgH8cnPr9+mZy9eKmzP09QhZWxnWMK1hsUcDivEwYsB4KiET87PCQXa9zEOK/OLarBJCIM6OVe34t4yqEZarxoxCFBKrehwz/fa+zLiNyZgAiZgAiZgAg1HQEMJmZhEwlfEEe1atzVaUtmi4HUuPKk8vqBjEZtUCk8KSucqOk9MSqjwl6XJKBeuJE+3r2lQSU8kIQ451gmF4Sd48O/JbVSOiCPjUIVQkXqlXddhcA2G7Vr5iME1RCjkIVxSSF2vT73o5sS9qrxhp05k7wSSycqQb7P81lb67Jy91Gp/xXWzFdL568PnI5Li+7Yg55OJzZX0Qo4n38r55Lm2hOBBAJWlcPjcet9DuegHrCscVlGheRBU8fdYOQhY72V0/k3ABEzABEzABEzABEzABD49AQQQuJ9Ma/4D0ceNQYXH0RwD4XD6ujtDbNIhoQfuIPeuDUmcISd5iTEI3/J+dj7C4xAGBjfVgwv93gjxo7kMwsbgRkIYFwQZw0r/ugQnOIIgSuG6IxK3IEohraWV9TSztFI+hwd+D6aeQsgR7icdbRHWhmNwZyW/hNPhOp3xQMzhcw/uoQ9Of5wFDrlYBhEMrykL4wB7YwFVMnQwUb3P+/u4p3RrzgnRDKKWyKuEI+Eooje8r3VhnAURCSGO6BeSt2zJtwdT2ttPn5FzELGw8gD27ukHTzvtey6zd6nTnu3jTaDpCFiA0nS33AWuXwK11W6Es1mQC8ryykqalfp2VAIUQuRMK7TOjevX0pAaOj1q6LBsKAwPrieE7Xn/4UN6PTqW3mmLaOX+rZshPkH8QWMGq7RV2cLR4KLS38uNGi7Z/7Q4dvHGAPEpa3fcWMjPytpaiGOigaAUO9ToG1AYoW7lu00ClDNNWuzmrBFe7NFvhNK4DCZgAiZgAiZwEQRovyA8IYROUdaqHa3ZIMhO2faD2pX2C4MdDOrsHauJ8Ai5gwBF7id6zYBRWMheRMZPeY0FheJhbW9pSx0a+GEAqVehb251aiCtlcGgykGlg4lDYU+Us9eyO3hc9j77XOnpBcNVWAnrGapoJ+4NEilUT+QiG5zizJPSPXS1vOmjbf7y0DFn2JGVljSzwba992fI4xmun115/4nkge/hpgYSF0uZ+OTV2oLC7sykPy18SKMKu4MYKtra+09tmHeUjf/ib1FfLgRMLOzzYgImYAImYAImYAImYAImYAK1EmAuY1qhdDIHlCxcDe4hAxKcDHQrTI5e96x3hCDl9tCQhCPqN0tMsSoxyagEKDiUbEjEkj8oW3ldHEvW9ADwvMQnC5rPWJKTyabEHK3qGBOOZkROIzie8EAtDii5IAVhBXmakaN8Llqp1r9jToa84CjCgx5biDJCXCHXSKWBcyRpnWZBkLOsfObLpOaPltcz4UxlHz77vLb+F3M1iGwQxrQx5qDy5/3a6MOpf3eahcMz4QrjLlnfcO/8o9LK9vPvlsZ7EJ/AirGdamz30qt8dVTaOuaYjypT8GsTMIE9Ahag7LHwKxNoKAKIN5bV8BmdnEw4ofzy5m3qUaMKF5E+bVlwNFnbWJewZCNC8CxJtILIhAq6E9FHX2+IVWjgbCqNObmT8HmmHM1q3VY1gBCFtMmujuNYqNSzuIXlMEC0GmpYmMhB3coajYvyaUxq0JA5brqkhuR9iAmYgAmYgAmYQBMToG0RT9LQ3pCfQiaoZTBCgxsaTWBlcALnCQQmBYUDQQSwrnbJRghQZP+q/aRR+wDG5QHHNaO4SNBCRZxWO2qzdyvaU4Tl6ZEg5eCSt9bybS4S4X3++uA5le85Jjs3e0W7Ld8Tx9Gg05L9Gy9r+oc0K9d9adaUwvEHcS9D3MwXoZzH488426cZG86NIbjdMh1Mje/XqoRO88WNNLq+nH6R4wmONjifEIaHQUay2iwL9ycPvVkPf3fNcl9cThMwARMwARMwARMwAROoBwI4kswpTM7s8moIL3D7YMFZ5JoEIjflTIJQYUQCkSHNheAswrK8sZHG5iVAkbgkwsDomGoLfRQ+JxQPTit3h4ci7aHe7hCg9GsehjA/1xGg9OGI0hmhd6YQoMgBZTXcSKqH0SFfpM2DwbxG7ILI5efxyfRqajpC97DvY5ZZzQeNSWiD2wt54VqnWuivKW+cl3HS+drXoTJ3yV0f8QxCmtN0tcPZJc5tD/FOeaDhVNnywSZgApdP4PDI4+XnyTkwARM4I4GWqMx5CjUb2i9J4Tu/IOGI4hWysL9NwpI9AcpGKkn1Gk/wxkC2Jiikqu0k7h9K4HAd6YwnZdfV6JpWOitqdKG2RYTC0qlGWW93TzTOeM20wpYGxnEyWZUARgeecZJGZSjPUOxItZqJXo5PCyHMrghGLRMUwAdjJ0am/Y8JmIAJmEBDE+hQfUTMXhYGA4gdG/F6G7rULtzJBBCgYFmbCUy2WjMRyjYOKPl+fV9wPimoLYPoZENhTta0JRRKoc5cJ3InlJ5W2eDqKSSW7lbFee6Uu5zajLiS5Ba8OTuag6xZIB727slITicc4egspdie7mQuHGfn+cm2B598isPO5R9+J3bUTo6vgvJ6huwemw/yz5JJT7JXsaPiH45BFLWh7x7ik7EQn8yl7xR2558WJ9P4xkp8npGpOLEJXp6H8ARHxXwwmQFR4pHTD/JiAiZgAiZgApUEGNci9AIL9c864aHLk5WVx/m1CZiACZhAfRDgQdclhZmZX11Ni3qwdl2hdeh3IY64LgHKrcHBKAgOJYN6cLdTcyOMGeAUggsKC6IRztmSmOXQov2ZyGU1XFYQiJA2DisjEreQJg4oXGuoT3MoqmOmS8tpenFFDigreji4IPGG+iVK5+BC3jfUbynquog8NlQf4V7yWuKTP718Gw4qi6vrB0878j1TRvTwY8s/WjJRi1xUxYjXzPtUy8tRiUY/VnlDfILbDHnlIZgIE6SywoLy5/NVR6VTuR/BDpyojxGw4IbixQRMoP4IWIBSf/fMOW46AlSwJ1eyiE9wOGHNK/ViqZg21Vlel3qVDjOdZ7a4mLDQoKgUn7CvS2FuRoh3KMu5fiznOjqjgbCiRsi4GjcLsoaj8UNDhIbDtcGBdPfmzTQide/QwEAmVtH1fpbjyvuJD6mgRh0NpFqWDsUJHJQSuE8WdTRSiBfIQuNlEUGLGliV4pfKNCk/SuJritPIQmMHKzvy7cUETMAETKC5CDxVGLmv792JQvMUxg+j4+nN5HRzQXBpjyQQAhS5m2zvtGeuJ2qnbKtNEyF3QniiQR4NABFqBxEKLihZyJ0jk7zSH4xuLIV4BncXta5SQU4oCE/62zQhX8UJhWbnDgNTND/L4YlOU8DD4o1MxHJ4f62p7m8H739Xaxq1HRdFLh9a+bq2s2s7Kh9XPCiqwPlkpVRIsxKfvFlblPPJXPqzhCc4n8xp355vSm3X8VH7CTy5OZJ+/eBe7OQ34IfRifRqYnL/QX5nAiZgAibQ1AQY4/rizq305Z3bwYHJx+/Vj3g/PdPUXFx4EzABE6hnAvS7mMvA3QPHkTmF1Lmp+QyEDYTIWb82HEJ19iF6YB4DwQqiE+oDQvI8GLmWvn8/nl6Mf6iKgvGCOTmJTCiczZLmXUYG+kJ4clNzJTirEJKGdEiT14T0mdYcyyzzHYXMdaRaP5d6aLEsDGGugz414oxVCUU+6Frjc3LJ1PxHLQt1HGFy2jXngsiGMKfaFQ9srYjNutJk/AyhzakWHR8PUmgOinBC60VELNsROijCG4WwExeUk0cEyCMropU4tysTocD38pdTcrn8DDsHJnDpBCxAufRb4AyYwPkQwPnjmkQjt0euy5GkO0LiIL5YUCNkan5OziWrcgPR0LUaEiEgqXZZVfD9En/cv3Ur3VI6CEFolKAyXdL5EzMziTA9IQKhMaLjh6USfnLvbnp8/166pwk/LNII/bMmx5Q5NYRwLsnUwSdU0kqrW84r15TeUF9/hABicoTzEdAgfFlTAy4XvxzMPo2TASmKbw9lqmWedkcRvJIsQDnIyu9NwARMoNEJ3B4eTL9//CCKydMik7JBtQCl0e96jeVTc4TBEcQmTEJHPGDJUBBdFMshd9Yk4EV8wooTCscfFAvUeLUrcdh8Qe1BCRh6JDjpLIt7u+SIstPZGwNQB51QaLHt6k7iTe3FYEiJU45aTh5yys7cSyN/tecdclTaH7Ofq+RXytOpNa/58afZ0ozOr0nJ+B4iepoprqf360vpp5XZ9EzOJ6wf5Hzi5eMJ3FIfIa8XCDfKQK0FKB/P1SmYgAmYQEMR0LjSHT1cldcXTKRNKBS1BSgNdZddGBMwgWYjUO7P4+5BHwABCuNEIUCRUATBCXMKN8oCFJw8ltaL8dDGHT2ki4PJLX02ubCUXhzBjvmKOYX4mUSAovkY0iT0DqIWVpQjgwrJg6MH4wtrmutAfLKgORTmMI5yHUGosiCHkzw0Dg/rZmkobKvSmNN8DWF/YrziYIf2QF5xju+RAKZfrvddEqAgZFG1l1okDGHuhzxnDyqfkNBuunvHcS6iGMQyqzi66D35hB1sEd7Am2sxP3XUwvwWDyX36gHpIc1L9WuLGIWHk/cvR6ex/7jzenfc9bLP+Pe4o84rJ07HBOqJgAUo9XS3nFcTOIZAuxoOTx8+SH/41dchQulRBT2hpzRejY6lv/z4UyKEzpYmVo6cQFGLI1xEJGL55rMn6dGdO2qUdEUDBMeU+aWlNDUzG0KUCIejhgTHD0vJ++jevfQ3X3+Vvvn8SbivIHr5oGuPTU5JMKLJG7mgMNCe/VOlEOVr98uG7t6tG+nm9WtxbY7c1LmE/ZlXmjig0KDj+l4g4GaNvwcmYAImcJhAtWljdwUPc2rOPXwT1JKQ2ERheMor1SmvcTsh1M6a1k29ZmBI3ijl5kt917m0w96uL6qMRUok4Unm+ILYt08OdN0tld1CJBEE4YlxsjN/URjMOpdFGQn6KkRszyXRvUTycmbbyit8PIO9q1CGLP9722wf371liZ5mJRR6uTYf4pO/Lk2F8wmheNzeq6T4Ma8r722eTrV9+WfemoAJmIAJNB+BavUC+6rtbz46LrEJmIAJ1DMBhB48nIQIBTEKAozr/f16mLYtBCk3FS6nu7M9BCpjcwtpXkKV3YdwdwtevT7guHnNXyBSQYSB4B3hBeIT3FNwuxxUSB66yCuao+HYRYlPCPGD60g2X3M4bcIF4ayCIBI3lB65iSDqIJwPIYOmNV/Dw8MluaOEeGQ3nwdf8OBvRzy4S35wh+xXOowH4KTy4sN0iGdwiCnuVA8HdDDF7H2WZ+ZqljV/NKMHiBHVFJTXXj1ofENMCXE0Is59XfPxsHAp5qeqz+10Smwy3NcrbjpPDxAM6TUCFB54PrzkvPLt4SP276n1uP1nHX5HOntpZe/23nM8YyGZD2x+9v7P873emkCjE6gcaWz0srp8JnB1CZxDHdSmRhPCja+fPEpPHz0MJxFC4PSpcTM+NZUm5+bS+o5C8TADwVq5qFZsk4ClW4KTOzdGQoDyQLaj3VKnbsgGLlxUdP7swkKE79lBAKI0aDQR7qdHylnO+0LX7VLjAreSp48epBfv3qcNqXHXEI5IPbytBtWhpeLaN4aH02O5qZAWoYSIf7i4uhLXRQCzurEeaRwpojmUeCPv4B6e18xOI3Ny2UzABJqPwIE6rvkAuMTHEsjcJrBwRYRSJLyO2jRs18oClE21P3BHqRxUODbJuvhwJ80X1tJSaVOhdzpTpwZwaE91aHsz9aod2CoL3pYYgMqKk/0dZa2907c4aKFU/iXuH3ypDRjn02QNwYZeVKZXWwq1H0XayE0o76dpXeW5z7ZcCYETrjuIniY3V8P55IflmfS9VhxQJu18UvsNPPWR+f049Yk+wQRMwARMwARMwARMwARMoA4JEBoGt5DpxUyAgpgDIQfuHAhGCJWDa8eahCpjCm2DSCV7EDbvO+Tbw4XHAQTnEwQYCFA29YDB9ba+dK2/Nz2U4IPxBxxQWPgcUQnHr+N+Up5nOZxqCpeTDxK14NqC4wkiElxMcGR5dOOaQgotR1ghhCzhEkIHunJRH5//CPuDIObhjevpVw/upt8oNCkOIyzPFZY0XOQ1fzPXusoTOzUs+69D+eZxz59fjDwhmOnTPBNhh+7KRebe9eFgikvKsgQ4miaKzj6pRP+7PBYxjDO/jr2vOa47cjYmjzinkP+PW/bnt3patRxz8Eydw1hFjFdkYxa49ONUg2gmW3UHtC9SP3h/Dibn9ybQYAQsQGmwG+ri1CGB86p4VItta/IEG7N+KvcbNyKMDYrT756/SO/VmKAyXFeDIBxEyteNSlEVeb8UpTeGr6XP7t9PX3/2JN27eTPEJJOzc+mHl6/Su/GJCK1TUMMoZgOEmvTmJAzhs1mpZRGb4MRCKJ0nckX5zRdPIxTPipSvy1L2FnRtzskXHFSwVuPaN7n2g/shfnmo+IoIZ2bm59PL96PpreIrzsn2FBeXXPySp+GtCZiACZiACVQnkNc3+bb6Ud7bfARoi+A6gS3sRstWQnCyoTYUricIURAGqJXTkGB48url2oJcXjTQpXK2a2CELWF4cELpkhNKXnK22TBPvqe2QR+Oys/IIGbn1XZ2jn0vBV7la/7pp9hy2zUuFG1VBul29Pp0ea6eq72SZJ/zHhcavoNLpUI4n/yyMheik28VcgcXlMVwPqmenvd+DIHKu1H5+mPS9LkmYAImYAKNRyCvI/Jt45XQJTIBEzCBZiOAA0oIUOTysSZnEULRIBCJ/r9+7hE7EJoG4QkCFHqDnZozoQ990sIYA2kuSFSCEGNpbUMuHlshbnkwcj2uca2vLxHeZ1bXx4UFkQbv83mWatfAJeWtXOYnNO+CCAVXEcLSIND4vR7+5ToIWnAxQQTCw7+7cy/q3DLvw8PD4X4iQcev7t9Jf3jyUAKU+yp/ZyroeIQthLxBLJGxOH3dhwPMlIQ9b6Zm0ujsvMQxI3Iy6QmxzGO9xk2GFaEPeaXsOL/Q06fv3SHuOJ3cl1jntw/vp6/u3gohCm4v9Mn39ctPlT0OPsUJJx5+IC29hTfcCGPEa8QynXKloTyInDo1zkL4o/y4mNuqdrO9zwQakIAFKA14U12kOiKgSum8Fiq6FRo5UtpuqzLvUwVN5Y0o5Es5k0zLwWR0siOEHJuoa6OSl4OJjkEwcu/WTTmYPEq//uLz9OT+vQitwzGE0vn25+chAsHJpBgS1XKudc15KYffSoAyMTOjtGX7pgq1q7MrPbp7J/3uqy/CDYUQPpMK37Oo2IYoh6MhpAYQ+cvcU26kLxQ+6NdPPw8RynWFAWICYGZ+IcQvb8bG49wNNQDj3POC5nRMwARMwARMwASajgBtCQZnCLnDa7YIUEoIeU8zOFGH5CgvTiirEj4MtiuecktblKJDQpQdOaG0lp1QcENhKT/DE6/5Z9/Az+7e416c/oy8dcz2ou8HfPKnk84zAE9eJsJdI/jZVHt4VSKgD3I5ebu+lHA+eSbxyQuJT6blhuLlAgjkN+UCLuVLmIAJmIAJ1BOBAxXEgbf1VBLn1QRMwARMYI8AIWwIMTOruRMcQ1oU4oWwOITiIRRNl4QCzGvwGSF4cPDAIYU+4okiBh2zpTkTzs3FFpuF4dTb3xlOHuSCa03pQd4ZzY+QjxBh6Jws/b18Vr5aWd9ME2kxjUnU8X5mLvVpDgdXEdxavrl/V6IU9e01X0IZWHBUwVGeHLepj98hIQRCG0INfXX3dvr1w3vpG7nPP1YIHrr85JX+L/M1jIfw0PJx+YmLVKkXOQ+xDA4o75VXRCiECCIEz20JX76+d0cuK5vxIDKiDBggfGE+i3wOyAl/WGKgX8uZ5fePH6TPb9+KMvaovCyHLnloRxx24f+QDfr3W5qLC7ccvW6XkKenozMETXCHQzjUyBWH7yBONRahXPit8gUviYAFKJcE3pc1gfMmQCU3IbHIL2/ehovIUwk6CKmDE8rf/uZXUcF//+JleqewPITIQYRCQ6NHxwwNDIRbyb/8w+8lQHmabo+UGyFS476W+OOffvpZ502kdRoGuk6+UMkSGufteGt6PTqWEIrQUEPM8uD27Xi9roYXjTjyNT41HdelQYMVWa9EMiPDQ+G48l/99jchQOHauKIsqQGEsIVrvxodDQeVoipoLyKQN7LyraGYgAmYgAnsEag2383vpX8z9xg1+StEDXo2KK1rsGdTDig4UfBU04kDLQ3EDfeX56sKzygRBDxwQmHwh8GnvjY9oSNhit6G4qQl/9vR31Z5V00keJLptEt+qdiW30Q+TpvQGY6vvPae+IS9py9HtctTDganCmoHLyoU0oyEQD/K+eSHlZkQoLxaXUjLWwX/VlWD96n25Tf9U6XvdE3ABEzABBqDgOuLxriPLoUJmEBTE+Ch2nkJNnASIeQMoW/65AKC8CQP8ULfeEUO7B8kpLipMDe4ouwbJzihPiiVtiRwWU0f5OT+eH1EDit9cgLpjTmSDolEthd2QnxCGCBECQUdH/3dI9LFtYU5n7fTs+nZu7Fw1CDNHoUKenzzRghOOuW0gVimW/vyUD2kyRzNgMQntzT38sXtmyE++a3miwhxw7GEC3rxYSq9+jCdJhXmBya4eESn/6RvCvnN13ipfq7EFQtywCevhAi6PtAXLiC4mHwp8QsPIt8cGkh39ODxqBxmcIHh4WdC7NxRHp/c0gPKd26lL3Qs4XcQn7TJTQT+sUaeuENcWEt5k72p4d+Tjj/p88pL5Mdqi/gEYQluMrxubxX3nlaFHhpOT8Wd+4wjCmy4P7MS3xR0nBcTaAYCFqA0w112GZuCAMKQaVXeL9+NSrAxJgeSu+muGiKIPL58/Ch1qGExTHxACVBwFtmQLVyEv5H69poUv9989iT9s1//SuKT66GOJfTOawk/CL/z4u27SBslLyF+dhc1ADbUKJtZWNAx79MdiUdoTPSrcdbb3ZPuSojy2y+fqpJtTyNqXCBAWZEbCg0nnFcG1AC7Jcu4L+TQ8jdffxXCl3ZVyITbGVUD6PsXr9LPr96EsAYnF5xdvJQJcBvOZz7ESE3ABEygsQhUVFONVTCX5jwJMIBR2pGoFlEFozNNtuxIcDNXWA8xBE4oIUDRCA4C4Z3OHjmhdMa+9mhslPmwCaGO2mMwC275FoDl48osK99FSBv2o37WNbItlsC85mkt9lc0bMonX9aticvzTzlLFTmjFKdeMucTiZ4k+FnRk09j67InXl9M38v15JncT97JBWVOghQvJmACJmACJmACl0igsvFyidnwpU3ABEzABM6fAOKA9e3NCFmDEIBQOzyAgUsIYg0e1sWVg5A2fN7b1RmOIKfJCWFlEBgg6FjSHEgmcpHzqOZBeOBjU3MrCD84hmtFGJpjOr3M9yBsICTQs/djaUhhbXBluSdxA+4ahLphLob0cRuZkagDIQnVGaKHIbml4EDyueZocD15oBA3hONBZINLyQ+j4+n5h8kITYRQoqozR2XdWPm6Eoz2M29DmXBqwXVlUPNDiEs+k7CkXw4nT3R9mA5r/+OFkTS7spIJNiTMuTk4mB4qb4hWCN3Dw8w8CM3C/BUc4ccauCqZkaej8hUpnMM/lenve617KvEJ7HCrwY3musZMEATduzYUc2DwvqPX43LVeT05Hd+7gr5rXkygGQhYgNIMd7nRylj5I1/vZTvNaPYJ5aaSJwROa+t4hMwZVFzB33/9ZQhRbl67FiKTr588DveTGTVasPvqkh0YApVBNVgQg/SrUcKEBKFyEJ78+3/8U/rLz7+kKYXvIYxOiE8qK3jxZ19BletPr99EpdqpSnVA174lIQt5ePrgYbiw/O6rL8MtBWcTBCjdanBwPUQxQ+Xr05hYUEOJa//9t8/SX3/6JRxbyE8Ww5AJjyNuOvvztfKQo46vPMavTcAETMAETMAEmo5APDnTxO0EhDdrsuf9aWVW22wAhFA8NKgIzNNHrOIkQUq0r2iDSbCj45PC9ySOV+giNdC0n0EgHaQ25FHLjgaQQmzSqu5nm1ZtW7Td0TWSHFda2F8OB5SnEZfVG+7TRd4mihJNdP7hwtqWN3nWTr3dEpvM+aRQdj5RiMul6fSzXGhery2GMOXUifoEEzABEzABEzABEzABEzABEzCB2gioo0ePFeHJlOZQEEDgUoEbCGFT1vSwLq4ciE9WJOLA0eO0C4ISwst8WFiUAGUjBCeZaEIPwGjuZk2iCj7nGuu6HnMktTwQQ36ZN8FNpFfOIDinIMzo6epIT+/cDJHJ3z59Ei4biCF4tgNhCscP6CHh/p7MIaVNYo9lCWzG9XDyd3qI+U+v3qafxz5EudfFZV9e6ASznmIpitmYHmreCvf7FuWzFOV+fPN6iFAe6EFk3FHgRNnDcEXXaG+TEEhiFcISTckdBucTRDW40LTpwWmOp/xbOiF4niJPpz/0QKEr31a+VsKMVHBP51czZ5M5facIuUOYpPsqK6GSCD80pe/V84nJ9Pe/vAox0aLuvxcTaAYCFqA0w112Ga88AezG1qU8XZPIA8UtYWsKEoiwv+aaXo2ooiq8OTVwfnz1OhoZVOSodwmJc01KUgQhN9SwwnWEzzo16N+lRgtiEK6HOATnk/Hp6fSPz75Pf/z+hxCALMsibFsNGyYYDi3aRz4nZ2eVZilC6qAeJgTQozt30oiux7URpdy5cSOELMQFRKiSXxt7NxxOPszMpDfj4+kvP/6S/uG7Z+nt2ESaVwOLvFVV4B7KTMUOsloluxVH+KUJmIAJmEDDEnAF0LC31gU7VwIMDM3KCQWBxGDZ9YS/nlapLhh8QiRC1OU2HbdDeJjCRkqbq2mnKLeOop6sQpCCCCXWowUoGh2TyESyFrmtsLZ0dqedjm5te2Pd6eCKyF6y5lv2F8y/F/u3zNUIv6OS67+PXwi5o+BOEpiU0or4vZfTyas1Pb0m1xPcTybEclkcvZiACZiACZiACZiACZiACZiACXxiAuqfIRhAIEKYHQQRiB1KmqfAlQT3jgiPIzEGogcdvs+o86Tccc685lc+yAGF9HBT6ZLApdBWCuHL9JLEJ9qPOwoCl1rnO1blrlHU3MyPoxORBUQmq5pLuifXkFuad0HwMCJnlHWFuEGcQl+WOSbC2LQT+ifKrYch5L7yTmX8efxD+u7taGwRo8DkoPM8YYopDw8xI5ZhIQ+ISpjb2SdWiU81LKD9iHfGdT0EJcw/sS6urYVrC+GD+hX2aEDCmE59jgCFa+CcgmDn/cxsejU1E6GGRjSXRBmuS8SBe00pBChyQjl0bfW5tY+85Xkt6byNYiFYUK5qeS1neXfDKABlRigU6ajc5CtLpxR5yB6N2RujIN1MNLMUoYduyoUGgRDuM7i94PwyqOgDfAcQ+LxQWYgU4MUEmoWAv+3NcqddzqtLQBXVpipxnD8IjUPFuqDGwNrGuipONUT0ueq/mpeCKldC5ixJcbm4QprzCm/zdfrswb1wHEH9mtnL6alTpcq1WWcV9ua9LNcQr3z78/P04t07heAZTytqICA+wRnlyIUyqBKdkZXYf/rLt0rnQ/r9V19F+J2v5LpyXwKYTlW0bSpbtyrhGNaXSKWoihzhyZJUopT9x1ev0h+f/aBrv8+EL2qwnUl8cmRGG+mDU3wpGqnYLosJmIAJnIkAv5n+3TwTOp/U8AQYZFmWq8mPckJBKIHdLU4orWrftcotj/etCE0QSkhAsbM6n3bYbizLDUU2vbih5EIU2q0sod7IJRwSc6gNiOtJ6pLgpKtP60Bq6RnQn6XalxKmhBuKnFCyAR3+WveGdvJ9WcKf/l/EJyxc92NkKJAoqXw4nyyJ71xxPf0g4ckfFyfSy9UFhd1ZTJsId3QdLxdBoBrnavsuIi++hgmYgAmYwNUkUK1eYF+1/VezBM6VCZiACZjA8QQIkzKm8DOj1+dDgIKzRq9CpoxpXuPF5FT6oDkSBBcIIw4vx9cHPKSLGwbiFsLw4FwS/Wn1qXE9GdWDv7vuJ7quJlwOX6LKHh4c2Shsh4vG1NJSmtA8yluJNX778H76Sg4biE8QOrRITIMzCj1aUl7X3MvWhh581gPKkyrXqw/T6Uc98Pu9wvm8mZ4NIQ5iFgQcB+s6hCMbOn9ZQhfyzBJiER6c1meMIxw8h2OYy4Lfm+mZCAfEua8nZ9ITheK5P6IHoyWSITQQYWpgjyMNzjPjmsN6MTElUcxk3JdfPbgT4hMKgoAmE7PggpKF48mvTb+dfFHGJQl+EADF/JoeqCZtBDmcnx9PHqst5Ju08zIvKB1ERAtKB5HJpkLpZu4re2mBYEVzeBPz2+mnsXHda6Wsj8kP7i1DCjfUpvtByCOYcB+P4lYtT95nAvVOwAKUer+Dzn9dE6Bio+KaUIX8H/705/TLm7cSabTKBWQiXk8rVE4pxB9UbLUtO1JpLqlyRKlJnbdC3EI1dl68ux2hdvpQXcqerVUTC1SqWKMhQEGoMjY1nV6+H03PlY9pNWQQsUToG+SoJyw7qlgZRB9XGstqaCEcmVPD5p3EKHdvKNafKtyeLqlbpShGAJNfl9A+i7oOx74aHUs/KvzOlBpjuLHUeu0sayfn8YQi1NHHzVTWOrotzqoJmIAJmIAJ1CUBDeaoDTdTkKuJlsHlLjmgaNxE+1q3ekNA3CKBSZucUlo2VtLO2oJWiVDY4oKigZgIx4MI5eCiNh9LhNiRm0pLV3/a6V5PrYTxIaQP4Xc6euQPrLW85K2cPQlK/snFbPcEL3ihsGRCFF5npYmdx/6D84nk27vOJ4hNCLWD68mPy7PBeg0GXkzABEzABEzABEzABEzABEzABC6MAGKAN3LZQKSA88dQX2+E4cEVBXeQlx+mQjCAo0aoCXZ7gXlP9eis4miC08Wk0vrLm3eR/rDEIfQjEUe8nJxOo5rvQdCQiT6OTmvfJ+pfMo/Eg8KrmxtxLi4qiC3I83VdYzjmXnDfaA9XFx0ebh44eCzLQQXhyjuJTt5qRRwyv7ImUcRh55P8uotK/62OIzwR7iQsOJH8KKEFwozcFSU/nvke7GIQ3LBlbopwQ8w/IeKYWFgIUcb1gT6FBeoOd5Zc8EE5CFMzLhHQqMRBuNI8uTUS5yKqYf6M+xEiFKUHi3yBI+e/1pwUoXwQ57Rqfm1pbUOCnQ/h+lJLOCXSRrAypvvz1zfv04zcal7ou/Be81SvdN8QFJEHnPz3FvX7tW91ZzPyHS7/Kjdp3JAAhRBI7XJDQdQypfMJw4OrihcTaBYCFqA0y51uqHJW/sjXecFUFBomz9++TbOqhHEJobLGFWRVFfu6GhRbckGJp0NPU1RVwgWl8U6VLEISRB2EwBlEDdvfr1A82WQClS9hfxB74ELCiiBkTdcuqWKMEEAVFfqJWVB5tjUJsSxByU+vXkcInd5vu1OfVK2E/xnQdfu1In4h5BChfXBp4XqEClrTPvKDM8qprx2ZO/jd4P3BfSeWwgeYgAmYgAmYgAmYQFMRQHTB4M+8XDqeSSSxoXAxnWoD9vSWZI0rFzt91q2wO22bEqDI+WRnTQ4oElQgQElyQEGIHCKUg9RCsaF/cD+RACWO2S47/Kk9iBvKTgknlMwmOG+2RevtkptwXD6ToOwF5cn2HSzk4feENEKYvSSHmDkxwl3mHxbG0wu5x4xuLIV98OGzvMcETMAETMAETMAETMAETMAETOBTEliWEOR5cSpEAv/44rVEC3L/1HwMThkIBdb0oO5GOGdUecDihIyFi4b6xohZ/t9nP6W//+VVpM9phJDZ0PwHAhjmZE4lQKm47o4EEDiGILB4OzUbQg5C7fQptM2gRCg4ixD+hj4+18PhZEnXXJEIBfEDwhH2I7ioFHJUXCJeTi0uh4MJooluOaNmSxZyhnR4aHp3ET+cV3C/hyeuH3nahN9Z1nwPQg5EPx3lz/NjQlyivCDuILwP94Fth4QbrAhgSIt95Jk5o8xFJLs6ohjcU+aYj5K7S1cHU94tGt8gtE8hyluLAIWHpRe31yLMESId0kHMs6n9MMNhZUPbvFy7ZdcLxlIIb0Q538mZpkfhd7gPPXoQm3vBAyowW9RcGGIZLybQLAQsQGmWO+1yXl0CqoDWVPmwnueCsGVTjQvWRSlc21Rh9kpdGqvUlzQKSqq4qTgRuxBCpyjxSMQeVJ7OulAJI5pZXWFd1ROvanTo2j3dqnTL16dRx3URoSB4oYL/2OueNb8+zwRMwARMwARMwARMAMmuBnXKTigdAjIi0UiXXDo6FTaH960SUnRuarBkU21WuaXsyBFlRwKLTFQi71mdW3VRu492Xos+Dy8RNTN3JD5BkLJTGE4thPDZZ9/LAeSGPB29xGfl4/QMVBxIyBw0L5nu5eMC6GTXV0p6oSLUtITzicqyqjIRdue9QhW9kfvJDysz6ZcVxRMXt0I1p5iaUvdBJmACJmACJmACJmACJmACJmACH0MAAcM6q+YlZpPCyh6xIIw4y8LcCA/Xzi5qPUsCJ52j9EuaS2FlXoXOKmKODs2/9Gn+pVuih0y0oW57zP0UFYqHeR/cO9Rvr7FcPJy8zFqDXoIHqvs134SbDG4siC/oSOMGgwsKDijLmn+KB62PKR9zSAg/ENQMyMWfLYKWkkQmCHdCHETZ9X53UXkKEoewLn3E/Fo2pyXRSmk947p7gRpe7LsnG/GAeSbGyQQ5fJPCvQXxTGXea0jah5hAPROwAKWe757zbgI1EmDQf0sNhhVVcjRMWhfLsQBVOdKY4nMqWdZaGyE1XjrSpsHCtXE6mY9geLJOy69Z3p73dWvNn48zARMwARMwARMwARPICMRgWVmE8v2SRCMSTFzrHU4DEot0SWzSKgeUNrmkJL3ekUsK7ifRhqMNedQSn9HW1NiYRBkhLWltkwClMwvhs62wkSFAYYgqPtW/NSxKkGEn3EZKcb6eutL7iLEtCQqvwwa4hqQOHsL1W/RPbOOFFCg1iFDIy4YEJgvFTYXZWU8/S3TyT4sf0nOFLBqTcwyuKF5MwARMwARMwARMwARMwARMwARM4FwIqF+MA8e25l+KEpwQsibvvObzPTH3w8Wib34uV92XSJtEIoTWeXLzRvry7u10e2gwPp/Tw8k/jI4rPM6MHGCWQvgT80/7zt57g/hkuCxiQcjSr4eZcRApqo+9KOcaRCyIUHCTucoLZQy3FvX/N4vlgQTti3GOT3QPrjIP5615CViA0rz33iVvMgLR4JAIRD5likl/wQsVLNe9jGtfcFF9ORMwARMwARMwAROoZwK0GTfVZpvfWU8TCo3zVoMmgwrD0yNxRbtEFV0SV7TKNU+PL8n1hIGfslLj2ELrGETHSQNiRJfEOaWUhe8J55R8MCZLLQZmysMzu6nyHoeREqvSKilvBW3XJYJZU15wKWmTs0qH1vZ81eBb7orCAdlQXHmrN/lnsafyvV4j12YlzbY4NzsaYQtLLm4hzSxfeipLAptFlS2cTxSm6JfVufRWLigzco1BmHKwTJGQ/zEBEzABEzABEzABEzABEzABEzCBsxKgP6015nwufOIn61fjutKr0DP3rg2HCAU3lsXV9Qi7k4fbmVH5CGkTDyaXy0p/mr41wpmbgwPps1s309M7t9KDkWtpUK4qKlZaw0llKXNSiRBGEtpc+SXuCbkM2cmVz64zaAKfgoAFKJ+CqtM0ARMwARMwARMwARMwARMwgTolgLfIBiIUiSbeKvTOkMLxjLR3pF4JT9rlfNKyXRafhPNIDYVk1IiBF+lVGBiLsDu4p5TTiX36+LihGVz7CrKr3dA5ayE6QXhSDLeRObmyIA/plLNKV3nlNWsbQhINaGWr4nsrJ/l7PmOwKxOaZNvKzxCfMJCGoIXXfJadozSUWQbLELbgwEJe5sWKMDsvVufTt0vTaVTiE94TkqcyTjWneTEBEzABEzABEzABEzABEzABEzCBeifAgxbb2wTcTQrD05Me3RxJD65fC7EJfWj6+4hIcAVZXNtQaCD6x1nvn8+jzy2nE8Qrf/PkYfr1g3vpsdIYUhge3F1wPplaXErzclRZ0WucXryYgAlcfQIWoFz9e+QcmoAJmIAJmIAJmIAJmIAJmMDFEUAMogEhXEZWJfpYlPhiodSeBiX+6JQopVWDQK3HykWOyCqDTBHShguEGiU7kLflU7gu/+WuIridFHUsTicrGqhC5DEjUQchbtgu6P2SnEdYwvmE+NcIR7R2lMUj2XvFX67y2cFzcsEJ5yBg6Zb4pkuDYV3asi9PE1eUcEnRFgeWZeVhdGMpvV5dSK/XFtPU5mq4oWwo30WH3inf3Uvc5F+wS8yCL20CJmACJlAHBFxf1MFNchZNwARM4CIIHKgQDry9iBzUyzV2JD5Z2dhM86traUmhcjYKxXh4g3A6X967redQdhLhdRCYTC4spcV1HVMsxEMe7MfpZEjHfnP/rgQoj9Lnt2+G+GRDbikzyyvp3cxcej87lwjpU1CoIcQuXkzABK4+AQtQrv49cg5NwARMYD8B2lhllfD+D/zOBEzABEwgCFTri/p3018OEzgFgZ1wCkEMQrzlNQlA5vU805C2/RJTdGgbVrmnSHH3UP4Wy2tlk4b0Ynd5u4XoRIITxB24ixDaBtHJ2MZyeiOBx9v1bF1SSKCC8pT/2YcridLgSSr+yxxRJCIpO6J0t2Wv8/cHP6/c3yPRSX9HZ+pv60x9hCHSuQhSOpRWpRBlVflcUD5erMyn75an0lxhQ4KUTYlmShEmCDGN226734Cr8cL35GrcB+fCBEzABK4SAeqG3RZFOWOVjZWrlFfnxQRMwARM4NMSyDuYlVeJeqJyh19DgJA6yxKVTMulZGpxOc1KNLJ6fTgNSFjy2a0baViuKHeHh9KbqZn0WuvkwmJakFilXQ96DPX2pHs69tGN63I9uZEe3cqcT3oUzmdqaTm9/DCVXk1OpXfTsxK4rKYtuagcrKp9F0zABK4mAQtQruZ9ca5MwARM4BgC1VrAxxzuj0zABEyg6QhU/E7GoHHTAXDU7ncxAABAAElEQVSBTeCjCeBCwshO5oQiMYgG29Yl9NiUMKRLa6ve52KPs10sPxu3k21Z6yLWUPpa2a5IdDK7ued0MiW3E1xFpiVCmY11Lc0q9E5BA1BHhrfBnUSuJRFKR9tKV5TM+aRl1y2lvQWHFNn/VhyPGKVPoYcG2jvTYHtX6pUIhX0dOhYBCi4opL0ZYYFKaULiGBxZCLlDGXA+YT0yf2cD57M+mkBFHfHRaTkBEzABEzCBxiXgjkTj3luXzARMwAROQcDdh2NhMWawKbeS+ZW19PP4h9Tf3ZU629sizA4uKAMKpUNYnkGJTe4rNM+SxCrrhYIeGmlNPZ2dEbbnen+fhCq94XyyqRA7czOr6Yf3Y+mfXr/TdjyNzy1EKB6LT469Ff7QBK4UAQtQrtTtcGZMwARMwARMwARMwATOhcDukykeOD4Xnk6kKQnkfz04eCAMQYCyobA8PRKMdJwTEa6BAAURx7KcRFYUygYBByKTd+tLWhfleLKQRteX0wcJUHBDYYALG1+2xy76fEv55b9C+KHo6Fz3EifikbK3xOu9f0KMgmMKApThji65oHSmzl3xSS5AaYmBNTxYNiWGoRyITwqEDtI2E6CckM+9LPjVJyOge5B/X3w7PhllJ2wCJmACDUHA9UVD3EYXwgRMwAQ+mkBeH4TqwZ2II3nS75ZoBFeTHyUWKalfjLCko709fXHnVrox2J9uDw2mu9eGdt1LsgdeKvvjLfTwo48/LecTnFIQn/x/Pz5Pb6dn0of5hXBaOTIP/sAETODKEbAA5crdEmfIBEzABEzABEzABEzABEzABC6XAMNr21q35PJR1LYQ604qaHCppDUbMNLOUy8MLGXjTiWEGhKcLBVW05z2fthYCZHJtJxPpuV4wjqjlZA2iwpxs7pVkFMKuTrLUs7xvnHDKqWo+Hy7ZTvEJWhSOvR0FhnfkiBlawe3FAlQELWID6mQqxJiFwbfJKgp6nURZxetVa5ylgL4nHMjUHGTzy1NJ2QCJmACJmACJmACJmACJmACzUsA4QkilFeT0/H4x0uFzrk5MBCOKG1trbthcnkKJJeeRM8sxhc0/sBWK2kQxgfhyevJmbSwtpaNA+gzLyZgAvVDwAKU+rlXzqkJmIAJmIAJmIAJmIAJmIAJfHIC2bCOnD00LFTS1YoSWWxqW9AHRQ36ILI409APSg6tO2XRxoYEKDieTGyspvcSmDxfmUsvVufTm/UFCVHW0rocURB1ZONMZ7riR7Fi8EsBdMqOJlsRfoeyb1MGZYdti16QM2Qm23oR52hfEQeUsgDlozLhk03ABEzABEzABEzABEzABEzABEzgihPYUR94VeF1Vjc20vvp2XhYgyEAxgDK//Di5KXcx6ZvzVoeEDj5PB9hAiZwpQhYgHKlboczYwImYAImYAImYAImYAImYAKXTyDcT5SNgsQi6xoxWtN2lddaN7WWtE+eILFqRCgbUzoy2yg15BQi15Cd1vZUam1LGzpjSs4mo6tz6ZlC7bxQGlMSneB4Ml/cSGsSnxA+Jwacjkz303+QCUoyEQqiks5WhCYaCGvJhCc8ucUr/gsRiralsgMK7ideTMAETMAETMAETMAETMAETMAETKBpCJSFIzyo4cUETKB5CViA0rz33iU3ARMwARMwARMwARMwARMwgUMEGChixf2kIIEFopNVbRGhbGhFlFLSmnUmdyRCkcCEJ5OOWnQsApQk4cmOQtgUtF3R+9Hienq2Mpv+g1xQnoXbCSFvrpZoA2EJIYdwM2Elf5nbCaIbiU9ULBaEKghTWCMEj8QqvPZiAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAs1EwAKUZrrbLqsJmECDEfCkRoPdUBfHBEzgXAiUZ4MPpeXfzENIvMMEjiGwpc8IvYPoBLHIYktrrMvaDmrt19oqKUYHaUho0XZkWog0FM5Hx2+2yPlE20UJN2Yl5BjbKqYP+mx5q1QOtcPf6RX8W1X5cDUpKGQQWwQmhN/BAYZ/98QnmUglE6tsxXFxyFUsU5axJv73in7XmviOuOgmYAImcHUJXMG2ydWF5ZyZgAmYQIMQqPbbX21fgxTXxTABEzCBcyZgAco5A3VyJmACJnAxBGjwHjXJejE58FVMwARM4GoS8IDA1bwvzlW9EcCHpKgVAQqik26FnlmU2GJxpzUN6f2gXEza+XMLl4/taJUoKs2h5gk+IdtKo6TwO2tal3XetN5P6NhxCVAmdcoygo4r7BaC40lR4pNiq1bltTNEKC2pLQocEEKEshVCFR2jYxGrZG4ufO7FBEzABEzABEzg6hPI6vSrn0/n0ARMwARMwARMwARMwASuNgELUK72/XHuqhLwIG5VLE2/M/9eHLVtekAGYAImYAImYAImYAI1E6BFVZJ4ZFNikVUJTroktpgtC09wPWmVmGRVgotuiTM6tGVt17FtOiZfMkGGHEN0bEnuJ8sKv7Pc1pFmtZ1r7UgLOnZF5xXz5lt+4lXbKo8lhdRBVIK4pKR8d6is24q/Q9a39Q8iFdxRijoOkQqv2efFBEzABEzABEzABEzABEzABEzABEzABEzABJqJgAUozXS3XVYTaHgCBwf5D75vFACNWq5GuT8uhwmYgAmYgAnUNwFaGjiglCSy2JTjyZpM19rkgNKlQDs9+rC1VTv0/6CO6dWLzrIIpVMik06JTfiQNIo7OIFIjCHBBmllApT2NN/anmZ07IKOWuE4rVd52VE+CbuTO5sU5eLSKVFKLjzhcxxc8mM4bkvlvpLhhK4yaOfNBEzABEzABEzABEzABEzABEzABEzABEyg7glYgFL3t9AFMAETaFoC1qE07a13wU3ABI4hQHSyar+P1fYdk4w/MgETkMOH/pgKAtEi8ciOxCdJwpOSwvAgGpmX0IQwPH0Sl3TpcxxB2iU8adM2j8ODAwppEKBnS/vXdOyq0ljU3+O8jpqWUGMRVxG9rvp3y/4rsyAwIRSPBDVatyTIQXSyLWeY2KoA8bmEKmxj8e/Olbl7Vb9fvj9X5/44JyZgAiZwVQhUqxuq7bsq+XU+TMAETMAELoYAdYHrg4th7auYgAk0BAELUBriNroQJmACTUeABi/zO15MwARMwAT2E/CAwH4efmcCZyTAnxLCEZaNEJBIjCIRCeF4FrUSRmdQ4XQGte2SGKVD+1p1HP8dXCItnbupEbt1vVkuC09mJdZY1sGFXLBx8MQr9h6hCe4miFB2xTWIUFSuPQcUPpP7SZ2U6YohvrjsuK64ONa+kgmYgAnUC4FqdUO1ffVSHufTBEzABEzg7AT8+392dj7TBEzABETAAhR/DeqPgCv/+rtnF5Hjo74XR+2/iDx9qms0Ypk+FSunawImYAImYAImcGYCNDm2JRzJXUyKOxKRyPFjU+Fz1rWuKpTOWltn6iYkjVbcT1q1HpSgZKFqEJpsp40QneykJQk5lnWB9RBwnDmLF3rijvJaUv4LCi1U0rql8ESUGTEK+xGmRPgdi08u9L74YiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAleHgAUoV+deOCcmYAImYAImYAImYALnQsBKvXPB6ERMQASyvyaJLPR6S8qSouQlBYXR2ZDwoiDXk5JEKD1yQUGAggtKu9xQDi6ZO0jmHrKJ8ESBfJZ00BppHjz4Cr/fEY3MASVzQSm1bKd2lRnHE8Ly5J9t67UXEzABEzABEzCBRiDgfkUj3EWXwQRMwARMwARMwARM4GIJWIBysbx9NRMwARM4RwIeCDlHmE7KBEygYQgc9F6gYPxe+jezYW6xC3LpBDInEIkw5ALC2iEnENYduaPw38G/QvZtS6Sxpe2W/FSKuIhIiBKharSvXhaMTUrKP3lnRXTTqZ04oFCmnMe2jvFvzlW7q9W+Z9X2XbV8Oz8mYAImYAIXR+CoeuGo/ReXM1/JBEzABEzgsglQF7g+uOy74OubgAnUD4HDj6fVT96dUxMwARNoYgJu8DbxzXfRTcAEjiXg38dj8fhDEzgHAghKtsqOH6WykASXE/6rtvAZYXzCKaRCqHHU8dXSuBr7lONy/nfD8KhklCvcT7TlNQIdLyZgAiZgAiZgAvVOwPV5vd9B598ETMAEzk7AdcDZ2flMEzABE0jJAhR/C0zABEzABEzABEzABBqQAIMF+dqAxXORTOASCSCwQFBSktiioJUt7ibb+pPLhCh7mUOLwV8i++N43EO2shA27KvHhXJmIXfkdaIyhAAFBlq9XGUCfN/y71y+vcr5dd5MwARMwAQuh0BlfXE5OfBVTcAETMAErgoB1wlX5U44HyZgAvVFwAKU+rpfzq0JmIAJmIAJmIAJmIAJmIAJXDoBRCgRekaCEsQYCDEQpcR/ZWEJmxiuK3/GcYSuIVzNlkL31KtTCGXE8SSENyoLW97Do1z0S78/zsBxBPhWejEBEzABEzCBagRcR1Sj4n0mYAIm0JwEXCc05313qU3ABM6DgAUo50HRaZiACZiACZiACZiACZiACZhAkxFAdIKYBAEG/4UzCiKMMgdebcdnbHFAkftJWbiRCTXyI+sLHOWk3JQlWyVA0Xs7oNTXfXRuTcAETMAETMAETMAETMAETMAETMAETMAEzp+ABSjnz9QpmoAJmIAJmIAJmIAJmIAJmEDDE4gwPHI1yZxAslA0CE1yCQryEo7BGSRzS8mdQghVU5/iE24q5ctdTwoqP+4nuQNKPZeLsnkxARMwARMwARMwARMwARMwARMwARMwARMwgY8hYAHKx9DzuSZgAiZgAiZgAiZgAiZgAibQpAQqnUCykDQ4nUiCgbYktpnzCc4gmUgjcw1BjFLPS+b0krmeFMuuLghRcHvxYgImYAImYAImYAImYAImYAImYAImYAImYALNTMAClGa++y67CZiACZiACZiACTQkgYrJ7YqXDVlUF8oELpEAQowtQuqUXUAQmoQDivbzp8eahd7JxBp5yJqdBhBqUHZcUBCeRAgivWafFxMwARMwARMwgUYi4Lq9ke6my2ICJmACJmACJmACJnAxBNov5jK+igmYgAmYwPkS0CCIx0HOF6lTMwETaAwCLS2Hy8GksCeGD3PxHhP4SAI0RQixgwtIUQKMEGLoPT4gCE/yFYFKLj4pSbASTZgG+JukfOH8ovKF+KQByvSRX4krfHqVhrPv1xW+X86aCZiACVwGgSp1BdlwfXEZN8PXNAETMIErRkB1hOuDK3ZPnB0TMIGrTMAClKt8d5w3EzCBUxA4YqDgFCnUz6E0eJXbKnOs9VMG59QETMAEPhEBDwh8IrBO1gSqEZDTidokeYgdhCY7rezT2lIWoKjRgjAlC9Ej8UkD/Y1SFspF+RupXNXudN3va6auQt3fLBfABEzABC6JgOuKSwLvy5qACZhAHRBwHVEHN8lZNAETuEoELEC5SnfDeamRgGv7GkH5sCDg74u/CCZgAibQdAT46ffPf9Pddhf48ghkTiDbIcTAESVWRCi81jZ3QNlqIPEJtLdDWNMS5fSPzuV9/2q+cl4vuI6oGZkPNAETMIGmI1BZR1S+bjoQLrAJmIAJmIA6etmSb43EBEzABEygZgIWoNSMygeagAmYgAmYgAmYgAmYgAmYgAkcJBAClBBjZGF42nZaUpvCYeEMEu4nCtFDCJ5GE6Cgp9kOuY1HJA9+J/zeBEzABEzABEzABEzABEzABOqWgLt4dXvrnHETMIGrQcAClKtxH5wLEzABEzABEzABEzABEzABE6hLAoSfKUlgUpTQhG27xCfbO60SnxCihvA72yFAwRulsZbM4aWxyuTSmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMDZCViAcnZ2PvOyCGxuXNaVfd0rTGCntTUtLyykqVIxclksbaWN5eWUGvH7sraSVFiVs+UK3xFnzQRMwAQuj8DU+7fp2Xa5PtjaSrNjoykt8bvpxQRM4FMQ2JbgpNjSmtbb2lNLW0fqbG1LHVpDeCJRylqpkEpbxQjHkxosDM+n4Ok0z5/A9Oj79KwlE0DhzDMzNuZ64fwxO0UTMAETqG8CrS1p8p36EaXNKMdGsZjmJ1xf1PdNde5NwARM4GwEpkffpWetWxp95+GKHfUfPK50NpI+ywRMoFkJtLS1tdlMqlnvfr2W+8btes258/1JCcjqva1Na2tcJZ7E1aTjjp64bbildyClfq2a7PFiAiZgAiZwmEBnZ0fq6eyMD6gP1guFVCyWDh/oPSZgAudKoEVtk1aG6LSllUJHk7/Bbb1i68UELotAZ4fqha68XkjleiETKl5WnnxdEzABEzCBq0egS32IbvUlWJhwXN+UiLbkfsTVu1POkQmYgAl8WgKV/QeutKb6oChhohcTuFQC3//5Ui/vi5vAaQjYAeU0tHzs1SAgUYEXE6hGYGurlJri24HLS7FQDYH3mYAJmIAJiEChsJn8K+mvgglcPAEkJk3RFrt4tL7iRxKIemH1IxPx6SZgAiZgAg1PYFP9iMz/pOGL6gKagAmYgAkcQ8D9h2Pg+CMTMAETqIFAZhVQw4E+xARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwARMwASqEbAApRoV7zMBEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE6iZgAUoNaPygSZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAtUIWIBSjYr3mYAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJmIAJ1EzAApSaUflAEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzCBagTaq+30PhMwAROoawItLamltTW1tbWlNm0rl+2dnbS1VUo7W9tpR68/dmnlGu3tSZdMumokt5O4xlbazq9xDtc5lE+ynl3u0EdXdwf3pUW82lJHe4fuT2sw29reTsVSMW2VMmZJ/LyYgAmYwHkQaIkf55bU0dERK787eb1AHVAslWLl94ffbVUMZ75sVh+0pU79vnV0qF4o/0iXlC5roVhM27pedomzX+fMGfSJJmACJmACpyZAPdKqtn5PV1dqp82vFPhNX9/cVNtVv+lqx17kEvlR/4O8dEQfpCX6NOSpSD2j/Fx0ni6y/L6WCZiACVw6AcabtPI73NnZmXq7u1NPd1fq0mvqCPoXG6ojVjc20uZmQX2Agn6X1fb/iH7GpZfZGbgUAp1qe3R1dabWFo1r6svF98l1/aXcCl+02QmUf/c79DvfpbGlVs01aJd+30vZOI/a4bTBz/I7zzgS41XtGitvb2tPjJEzb1FkjCrGj1x/NNTXr/xdivuudgRjlHyf+P6UdL9Lcd81Num5kYa67c1cGAtQmvnuu+wm0KAEGAxAfNKtjlqnGnGVC4OzG5saON4pDxh/5CAAgw7d6hS2SlhBg4GFRsNGQR3DnfIg8EdeozL/+17X2fwljXPuCwMzfT09sW3VzoIaWKtr62k9bWpgppgNzuwrqN+YgAmYwBkJIHrT7w4Dw3292e8OE3YsdOzXNTC8tq5V25i043f1jL/ZXIcJyv7e3viNoy5iZQCadYXfOV0TAaT7knEL/I8JmIAJXG0CNF416UN/YnhgIPWq/cqudXUmdhYX4zd9izoj1ospCiJ7BqmjXlN+6H9sbWeCmJU1TXwW1JamkjljXXYxpfBV6p6A/g68mECzEuDrz8QR40CD/f3p5vVraWR4KA2pnkCAvrq+nuZVR0zPz6f5paUQLW5tl5oVl8t9VgJqcPSoD3ttcCD6s/QrF5eX0/LqqkQopbTb/jhr+j7PBEygZgL8/dHm7uvpTgN9fSEC5z1/j4xnMwewIyF4DNOfsg3OQ62ky997d2dXiBjXNzeiv8H4UTZOFSnXnF8feHUJRBtC3x2ETL2678yRMEaJeJWxScYotzV3tXOxzzhcXWDOWd0TsACl7m+hC2ACJrCPgBqFKJIHNAF4/87tdEMDAeFNUh4koyKfnltIcxoQWFpZiacHzjJAmzmstKd7t26l+7duxtMvOHuwlNQZHJ+eTlOzc9FwKNEIPWUDNBJqsH94evTa4GC6K15fPH6Ubo1cTx0auJlbXErP37xNox8mY5CmqKc6vJiACZjARxPQ7z5PJQ709aZvPv8sfRm/OyPxO0TamxokmNBvNb89L9+P6vVMWtEAQkmTd6dZWnhiQb9lD1TnfHb/fvr80cP09OGDmKTEdWtiaiaNTU6mn1+/Sa9Hx+K6W6onvJiACZiACVxtArT3ear90b276V/97X8Rv/EMNr+bmEj/8c9/SW/Gx1VvrMXTiRdVki5NeN69dSM9uX8vffnoUQxWM0j9buJD+unVa/Vz5tOq8uS+x0XdkSa9zkXPg5T78k1K28W+bAIaY0Jo3q9JxxvXhtPnauc/uH07+hRDA/274vNu1Rd8VXE9ZBJpZW0tLalvsahxJ8aGxqem0vjkdBrTlqfazzIOddkoPvb6HarD+nCMYbJVr2EzN7+giTbPtB1ky4T3b758mv75736n715vuKD88fvv07PnL2I8c2Vl9UyT3Qev4/cmYAInEwjxt4Tfv//6q/TbL78IYTqCkQ8zjPVMpedv36X36h+s6re/pHGm0yzUK9989ll6rP7G/du3JGBcinrizdh4YuVhqaIeaPJySQTOuc3bKrdkHlq7e/NGjBvevjESAlbuO+OF78Ynol+3pQd0vZhAIxCwAKUR7qLLYAImsEuAThpPKfL0CROATAayT//HsqRO2uvR0XAsYfIxxCG7Z9f+InPy6IjG4e+++jKumYVc0FORahjiiMLTkYR0wEItliYXoWAniACF+/KvNYj/1ZPHofRlwJyQGBsSniwsSxRkAUrtX0QfaQImcAyBlviNGdbvDoME/81/+Xfpq88ep4d37sQ5DAojCvnrT79EPcFvd9QLpxSgMBnZ1dkRApS/++1v0r/8Z39I/+IPfxP1zpbcTr5/8SJ9+9PzSJsBCpy4LEA55rb5IxMwARO4IgT4fWeC7PHdu+nf/Nf/Kv3zv/l9TEL+6dkPaXJmNs0uLKYN2vuySr4oaysEMfclgP/Dr75J/83f/Z0GwPvVfl5Of/7hRz0ZvRKD1Osa/Mbly4sJNAwBBv8tQmmY21lXBdFAEnUBonacThjD+O/+xT9Pf/ebX6c7N27EuBOurhxDuGG+pggAeWKd32GEKIhQEAj+6fsf0j8++151x0Ja4+nmZhofijG5lnDvulF2jLk+NJTeSsg5r7r0nOf36uordlRmGcf87RdfpP/xf/jvQ/jU1kr479Y0I8EOfVbEpoiYzO4ogt5vAudHIOYZJEL8w9dfp3/z3/7raIszzvTq/fv0w8tXCp3Tlj3MxBzAaQUow8Nq13+dGEv6Gwlc3muM/Ntfnkea1BclwvFYgHJ+N/OSU+JB3EGJChEc0bf8+rMn8XAz9/0///Wv4YTCQ81bErN6MYFGIGABSiPcRZfBBExgHwE6/XTWaACGKITObvkIwvLQSESIEk8I6rNYTtn5z6wwB8NphYZopxSslXHhW9U5jJTzC5evfz4bupj1180EBYMyiHdghs1crHqNOAXRTnY76q9s53NfnYoJmMCnIMCgML/P/N5glc3vNws1w62RkRASsh2WE8qcBkDXT/n7SprXhgbT7XJaIxpMJTQClQAiRK5LXcRvH9fMqgX/zn2Ke+00TcAETOB8Cei3WnUILledHZ0hRiE2O7/riKfpb2Q/6vlver4931xUpkYdwkQnVs2IH7vUt+nazKybd/MUJ3z6vFTmy69N4JMT8Ff6kyP2BSoI6PcdF6xceMJT6X/45pt4+h1nxbs3b8aYBk+m46CIkB2ROYKAfLyDPgfjHvQTEK4wFkXInuuDQ+mXt2/Sy3fv06YevsFqn/Macilz5AGxO3ra+5vPnqTfff1VCHQIT4SAMurSRi3/R95Uxsn43iCGbZPrZmd7h9ofapfAVWnHt8bsPpKyTzeBkwnw9xbzDBXjSv0K8YwLLq63ON4iFuF1QQ808SDqDr/tNSz8PUe7XvUFY0sxfqTrxPhR/K3r6v47r4Fk/RzCd4nfdMYJ6c/xO8+WfmbMjURRGrRdUD+3yTk9JwIWoJwTSCdjAiZwdQioHleFnWJgGBEKFXt0apXFmChUDFWsPhkMYP9Znjzh6cPrCu+DFSbiExqLTHCytKuhGU/AcN3yVGN84H+CN4PjHeo4M5CfTcyqE637BDMvJmACJnCeBKgP+J2nI4dtKjF1GcBj4bfo1rVr/z9799Ulx7VkCTpAaEIRgiC0FpRXVlV3V/XDzFrzM+dpXuYv9JrHmVo13T23blFckiAEIUlorfXszzw8MzIzIgGQIC8SPE4GIjPS/fhxcw8T27bZGdxIJbklwbTQps9fdWMPrPuudSZwmm3wmW0GAYWOqwm96hna/k0CTQJNAk0Cfy8JsCHsBb91xfIVRXAHEPag8JCBkun9SiBhxTnv1DyWIaCEDOMlDunjj19tLn+vm9LO2yTQJNAk8CtIgJ5HIrHczu8OHxz8r//pHwd/TucTGJAK5jv37g9uhETx46XLtSTKg5BQWILliTkQTcQHun1sXr1hsCqVzmIFXT82pdqdHbl87drgRrqkPOw75v4K1/Rrn4IN9epJOP/1z38a/G//5T8PLl69Ovj8yJF0DzhX4dGvPa8Fcb4knOGZbLzkpA4oS6twKwTYhjMuiFvYJvkWSWCoy5DC+u/kqiyjIsfgZVnni1lqTTfCG7duZyme+4UFvYwEOryqK9SEVyE+yjHMJJa/zEhtnwUhgSFG2eVGliTGhFMuq/cqzl3UciML4j62Sb60BF4dZX/poduOTQJNAk0Cb44EsJARTTh2QIQ1AQ1WrOjA2sdpa/aqJBTV7YAD70WcyLhtaxJoEmgSaBJ4syVA15c9CNjrZ0SR9SElAog3pDqRTl+cYB9xJDu81MUgtGwKkWXzhg0FLL+btYGfPWNvXurwtlOTQJNAk0CTQJNAk0CTQJNAk0CTwBskAW58TzLXHv+PH31ULfLhSdrkX7h8ZXD01OnB2QsXumRjyCiPs0yC6GFJqppXhrC4JsnJD9L1Y1eWcdu7Y9tg344dhSEdynjXbt4cXLlxfXDs1JnB6ZAwXhWPymkWzFYYXOIlSxhtWv9eyDmrsizRnSJU+Ns0kXPBXFKbaJNAk0CTQNHAdC+BIR3YtbNIJzdvhYCSzk7Prz4f3NEFBab0krhSE2mTQJNAk8DbKIFGQHkb72q7piaBJoEZEuDweWmJChDATl698t1yEjFNnwYoePoqy6QPHUxV7iuSvKwU5fAcM07cfmkSaBJoEmgSeKMkYJXs5yGfPA4YgGSisgQhUTWi16q0UV2SLihFUnmZlqlDe4CQCFTdmHcVauyNlpptaxJoEmgSaBJY6BIoT3+hX0Sbf5NAk0CTQJPAq0ggPj6SuaU1D+zeNfjs0MHqZvI0ccTpH34c/Ps33w7+++dfDI6dPlPL6IgtxA82pIqqkg/WZKkeicl//tMfQ1bfWOSLfSGr37h9q5ZruHP3Xsb7IW0T315bQx7LI0tdUCyHrWuADgJiJcnbtjUJNAk0CSxUCViqTfeKPdu3V27gzI/n0xXr0uDe/Qd53a8l1t5mguFCvW9t3k0CTQK/ngQaAeXXk3U7U5NAk8DfSQJC+cdJBt69d6+q0q3TaCkGbVHXpPri8ZPHSUSGgTIEDOabpjXgtbhW4S5pycO05q+uKisSPLdlZOaTXvtbk0CTQJPA30sCLEFe+R855NadrNWeNduBww+zRi99roMJAsnla9cHN57e7tZxn2e6ZQ9CVmFLkE9WxS6AUB88eBig4dlgdbVkXTZrBPNoW5NAk0CTQJPAwpLA0IYsrEm32TYJNAk0CTQJ/BQJDHEdy65ZovODLNVp+Rzkk4tXrg6++O7o4H9++dXgVIgolloQWzwbdld0OpwKuNCDLJmCfCH5CHd6b82awaG9uwe7sxyPuGPvju2D79JFxXIqb3uEIEZ6J8sKIJyQT9uaBJoEmgQWugT6Qlc2wFLOsKTDe/fWMjwPHz8aWJbtdvIFTx49+umX+rYbh58umXZkk0CTwAKRQCOgLJAb1abZJNAk8DMkkID/yZOn5fghmtTaeiGRSBquXbU6icg7g0cPH71U0I98gmzy7soVlWy8mwTmvbv3C2DQTWXRS5BYZlxJBeCC8O4lGu8C8mFUnvHK38x7VdQANrodZgwz+gsGdo2Xd8DH8+fdUhPPsySE7Og7AUKsNdiTZYAlwJRncZp1BhjLzh7OzzH1SrWKNWhtpmO5iWc5D/nW0hWTxhmd6KyfjWNei+O4G7s/V7dbxs85ap7PAvDkPDXPV5X3rHO2X5sEmgR+WxKgUekRel9rVB2x6Cxkkc0Bl4EGa1etCmHx/guBgsUhr7AHgOn3AyIjoNCBd1Lp8jxAg6o+3VBeeputZ4f6trMPRukAbLpvSm/TtXQ3SzEKTlCo2Xo92tmFTlfT8wWS5/1ltt6eGIOOdpr++GfRxzPO+zIDtn2aBJoEmgTeVglE99K7pS9jA7ippbOjp+nN+mCeay9dPdT9knR1bOl8PnoNNs/RI3+KCTAWomTZgYzF9k3p/25iIwdM+HHkeuq6sluNI7bIfIzXtiaBJoEmgbdNAnxf+lMHFJiRToeW60RSv3bzRpbeOTX427HjSTLeHjwM8Xyibs84T9JtVxISfrQmMYZ3BBTL0OiOsi7j09cxEpPHIWB6vXRy9LrOIXQ8Qsc7fH72gn8/EiOID16g68tOZJzufdHU8aXbcywZLO7tiP268KL2Ywue6vrCtkw6z1CO4iGyXL40S2BnvCBeNfcli5ckaZu/JZ56kH1dg1hKbDN2q+uftm0dptVff2xS5mE+TxOfPA3+N3Feswav6wzO111f7KVOmXn5oH8WyKE/X3eeHpuaxtFGh+1lW2O7VyW/PpZ7VqQlGGUv69FjX+Zn910smvK4IvV04w99jld8Diadb/oazN/1k0ee1cjZf1P43NDHmVfevSzJIs+v+LHwTfcsL/PvOuJ0suruYyfbeZ+xSZNvnzcJ/AoS8Mzfjw14+OhhFbkqatLx6v6D+yErXhlcvX5j8Pjx48GdvHxvfqmtvqtlF6b1FN1l6/VVrxvr+zRPTNGNJX7o9PSM+IGdepkt5y6d5Hudl60fh84rXTF7HDrCOemIYc6is3n0pp2HOjc2wjW8lF7o9U5kU7rLKBlsdA51vik7xzp1t2pKXmySOdcU8q8x8zM5efW2wVx9XnmRyBfG2Ml6jG3vHwXv/c/GH27Gog8XJ8fUjZ+x6d5svezuD/dtb00CC0ECjYCyEO5Sm2OTQJPAz5aAwP/m7TCPE0iuS+WJZRdUoNxYc3tw8WpUYQx8bS9wCiUrN6R1qCV8OAIq3a3fu3TJ0izps7KCv+FAL5wzZ2XpsqUViAvKBd9Y00guAnOOBaflcQJTLV1V69/L63H+/izHluMxa74cFcsCaWvq+qxF+SBsa6DH/byA2RsCoPibhCtvByP7eip3rsQ5vpMuMY+y/+xAeEkcH9cu0erY9Wmd+t7aNeUccijvJuHqBZQxzt37GSey6Z2jFwojO5Ch8Y1teSOgzJp3V9Wt4aya580kjc31xq1bdU2PQxxqW5NAk0CTwEQJjAno6FXkkwsBBehyLaCRRz7YuHHw/vr1BQRfvn594pD9Hzp7sK7IJ1s2bSy9fe3WzSI8sjk6ZdFnL7NV8Br9T2cDoosgGR1oXkBZNot+fxTwAshBH1o7/frNW7FBtwZP8jkSYb8ViDe0c3Q2u7A8evxOdPPttPq+Hrt1L+/zbjmfc2qZDTA3Jzqa/O6mpSw9fO3GjRnnnXe89scmgSaBJoG3XALL4s/Tl2KN9fGTJZcexFdlG67duDlF9h4nBnbg3fjmjn8vupbup/O176bn+eijen7cGPz6imiiu9dmDn13LmPdjs1Qqc8GdF0hO0B1/Djdp2IdyyW4HqA621L2J13E2KCHCPzx0ePwzzdM+1uTQJNAk8CCkoAkGDxmZfxnmAlf2O82BAm6Ha4kAT+v/oPnZF8YDpzkxJmzg23DJXnoUvgMvQ0LelD7hvQwYZOQW5aYBRHGsqH8cnpZPEI3w3zuhUAPL2EzriSWuR/7IQE2Z45DH//ddAZGvK+4I3YHQf/m7Tu1dITxdH5Bsuf/r85+S4cyuHOvw4/OX7qcZYRuJvn6aPAMYWNkY9OQLzYlttq1bcvg8L69g20fvB/btLpwNEQcXWD279qRMQ53503SFpZ0Pa9xm/EUC5ABu2Tulk8VJz0se/mgbBR8Tqcatk7cMuf6Zw2+Yf17gx0ffFA4nKTrDxcuDX68eDFY3bIqXnMNG9evq7jO+Vzv/fsPg0t1cZh4yLl67Ev8tDLXt2FdN9f1lnlNTLc82J/nRhGb+f2Qcyh6eJzx+mNnTW3sr+43u25engVLG5GFgrhH6ex5N3J0H6/H9yDPbhmQMc/B2NGnP1xdXXs63I9f4rsgVn2S74Au0ncyd8/M5WvXCqMjlyLujPEJFucekQGMT3yMdCKmvf/wQX0PxL+uxzMNyyxfI9dwJbIlXx1Ln+Yet61J4O8ngbm+rs4nZ8+fD650NV2yNpQupZ8O7dkzOHP+Qulivjz9BK8pn/k1XwBdy+cvLN0yZ/l5VWFcS0uvyCXA6umEq/kuefe77+qM+bALxsp3ccN7yXnke+g7q3Ow+OFWbNbdvMblIWZcUsZRVLphKn5YVXkItsm5xQ9VAExPDHVF2YsQ6pyTLpBroCfoOeRFdvdx5XSMcbt0r3cx1iS9YEx5jMLXor+80830lLm4L0iczin/QH7yDwIpdsP4bIk52//J446YKDaSs+mxMceuX7M29nlp2WLL6tGLdBfMjZ58lQ44aCxsxbrVa1Igt6xiOfNie9hzz5ztv335lxlib780CbzJEmgElDf57rS5NQk0Cbw2CXAgOAGcjK0JXgTqgp+1a7pATRBXwekLztivA7wqASXiBWIHQFknlWfrMHk7Vmo3DAd1rpNazlXYrJKenB1LAnEQBeHmJXBcFodGUAbc4CBp38fx4/w8TKXIwyXLOidWsOpkQ8cNW0PSE+C8e9u2CtBvlZMXZzFOpuB859YtqbbZVH/jPHJCz8Y5tn6xhOxNTg3nOMMKFM2TA7gxAbTWs1s2bRpseX9j/axqBTPXvDilp7J+8Zk44AJqbG9zF2RPzc9chxuA3KvAnVw3Yo+qCuDGzi1b6hoE1EgznE1yvhTgRqB+Lq+r1wPmpwJp3iqZ/mTtvUmgSaBJYCgBOgMBhZ66v/pBJdcQTwCsmwJAAjTpYfp0nO7qBbliGb21rsBT5BW6DCEEYEv3fbBxU7/rxHdBMDAVsC3oBaoCpjdH15oLAEEyUhDKTvXkE2DvlevXogsvFehx49adAur6TlbGdA0AEIDqptgE1wWMvnj1atk7IPV812duAmzn37Hlg8HWze+X/mf3yM5m/foXJ0QnXn77Q5NAk0CTwFslAX58Jdvia+/Zvq2AUfbm5LkfoqPvDR7H70aqHrcV6Bt9uyU2QLKOXwy0pLf55AVgTzh29njAS3HOnsQC71d3r3WDS1evlQ99/vKVqsY03qS5GM982Ca+P7/cO7vwQ+yOte0d/xgY+5Jzmj3H9nuTQJNAk8CbKgE6tDpMxA+GnywJ3sEPr4rwvPuMn+2zF20wpucPO8zl5Llz8aWjU2Mj4DuXr14vAsKSkEvo3HHbosyh98fZBd1T+OXiFnFIRw5c3CUYg8dcChmAnj4ZXOZKsBOJfBX4o0SUij9yPj4+/377B5srXmAf4CxIEcgxB3btGuzbub07V2IK1wy/kZSTcD2a5YNOZxki5Bokxy4O6fAv12N/HSY/O3Ro8OnB/WVLxDaWQJXYZFcO7dldRB4khis3rtfPowQUczXWiiQP2bW9O3YMdkV+yCviGzgVvOpeyPHmACNy/cdXnKl4ReJQXFbxSo+ZzRK0sX734aFKdEosLn7n28LINiYWEyPu2hqZb/2g4iDkUoQi2NyFkldkffbc4PyVyxWnJbgqbG8zPG779lzzByHebK6YTgLUfYedfZ9jEI/OX7oyuJyYjj2d2PllON+IohKfZOc5Ggw21bO0PcQevges8l5IHfC/7jm4WP6Hn/vnYN5uamSdlyI5ca7nbEfsv3O5V54398BcyRQBx9iWooLRiU9vRy7IKToWj8aZngWxrrh0d/wjz6PCMuTaeyHMwBj5TWJhiWdjGftYnjF4Iiz3Xp7jtjUJ/H0lQL91Os484PV05ncnT0Vn0k1bS2fQ8Qd37y4CmO+JGOB2nvnX5TP3ehEpUR6BDt+2uXv5rtJT9I2cwsPo8hu32Ybrg3PB/el5MYHvFNyqx4/KLuT7zy7w+30n6W+4z9kLF8v31+kFqXIi/pPj4VCKc3X4Mo4xGA45h3MZhw58nJyMXERdR/YvsmfOSxdvi02Sr9iSlzyLnAnSBRIPO3EpWBYd74Xg4drGzcnYdCwbwWZUbiG2RF5E3gN5BcZGd7pfmzdsLOzMcWxmxU2XLtZ5YG49gR8RZG0IIdu2bC65b4/cyco1sNXwQPOkF5GQnEuuZA7hZ8aDzLJ2uRFzNlexIH1oqT7vroMc6F/bf/vf66390ySwICTQCCgL4ja1Sc6QwISgYcY+7ZfftgRm+oQlC4ZapYbk3YM4TesWhQGbwA2TFFisfaUg6EVsXk6FpKBjbYJPDiUnrzu+Pp77z/C55cxwEgVVWMWb3gvLP0FcTzxZmnlwWpBbzKXaWmbu5u9cAusHIX08WLw0Qe6VBL2XZzhbQBBO2vbNHwx+d+hgBXcAAQEywAS5Q9CHoLImjpz5cMAEdoAArTQFk/dyPtcjqbo/LQS1EfQuyN9YQMeqcgS1zzSGCkgdWgSJAnEtaY98f7KcceevSojZUomPZb5Ak307dpRMXLcKDs4qRnHHUu7a9RkfEM+JQ3T59sT39apqzjidbWsSaBJoEphXAkOsQFtmOlEQrprKkl9IHwBRLbbpoJVZ850uLmLiBL+jtwf0qZfg9/LVGwlmH9S4qs/m26q6MmDc+rXrKtA+vHdPQN4OuGBngIvVuSQ2w1yA4Tqr0NGA4duxaYJ4wS19SycCNO8FaBbCdvpVMnPT4HeHD5UO/zGVit8H/Hb8pYAJql7K7o2ZqOOXJwB2/B8//mhwMCD01s2bCoT4YnC0kqJ9K9Axh7ePmgSaBJoEfnMSoLfZk08PHhj8KXpTYqUIH0meAF6fRofn/7Ebnfte7M+e7VsHf/jow0r8IIlL7hlHJZ6kzgu32Cx6XQUxQPrQ3j2l/88nZjAWH101tErGe0jiYzbJPgkoyU5VnJ+JKZL0ZIP++s23dfzFgNdihbY1CTQJNAm8bRKg21SNS4xX4js4hN91rJUYgl1IflmK53Lwpc6Xnk5KzpBH9LHx+N5IG3/52zchcCQZlXjkXnT76R/PF9ljTkIvGAtdLNnlnJ8c2D/4MF1EJKMkGtkbiUdzgvMgBcJLJMlgMmcyLoIInQ+fuZ1kY38O+I3YAiYl6f/pwYNlt06cPTtYfzKV3IlPxAD7E5cgC0gminsQb2wwNXL53aFDg+Nnzgz+55dfVQIWLqYLro1Ng3GxQ//8x98PPsrcuyTa2hoHkUFSEN4jgaeI6dSPP1YscyLz7jcV7KuDF7n+j/M6sHtXJXkVccHkxGyKANjH6gITvEzh0g9JHH6XpPB/fHOk4iWdG8diUjmROf7XP/2xyBXILO4X8s6fP/tk8MfYY3GeGFFilhw8C/AvdtQ9/eLId4Nvjp9Ih5szlWglT9d7IAlocVR1NYssluZaxJbIPe7lHz46nOfh68G//fWLwdUUVt3NvatnKc/MuI1MyfBgZCAZ6bmQsPXuOXF/JCfhnXAzRQeILuJEz4HE7f3IZ1J8a/wl6Vywf+fOSp4f2rt76lziZN0IevnAJz1vZHDx8tU8x51/cTxdfpwHEaUS28NrcZy578/c//zJR5WI91ySNdKPhDOyCxmvzn2FUXr933/598jrQXyo5y/u3jlOaO2zJoFfUAL0eN/dChnF949u9X2ppXjy7PLl6cuyKdEdk7CXydOcqw+WxEen/xDy4Ed0wt4Q3vruUL2+9vXjuysggn9dDakdnk43fh9y/NnYiRvmFnzJvHwfe0LLh/v2DeBTbN37sQ3IGvIRYpIH+W6O29gs85If+Wg/nb0v+v39Io/QL+yT+KHXc0uiF4vwEltwKNfgWlxTdx2rp/Ik5tXldO7X+c9duFDXQbfJZej0dCtxUj+uuZkLnUV/i4WQYehIeRW6R+6DTkIeYQPcM/YoCY7SXXQbm2b8b3MeNkosh2TEbtLhB0OgRKzTgcrYrrEjKN6JDb4wOBH9+7djx6r7GULL/chu3DaF3bGLibeQboxv7uZNv7N15ODVtiaBhSaBRkBZaHeszbdJoElgfgnwsMZsmMads3S/HAJBl+UIdDLxWpGASECKqD92AwDkxSHRQlN7NQ5kBV1x5LBnsYv9N2cbzsnxgk7OCYdMJQGHgoOm9ZutP16i0f7BEsqJ4chwuDi1z9Mt5fnKVYMlxxcXGA0A6MEEzhKHUfJyb5y3j/fvK4fYtfucc6eSA/mkAITsTxbkAzzgUAngu6WBlgZw2Dr486cfDz5NsP9RxuLACRA5dqon+iqg9XHWkEcwh1VXcJgEma6BbDipszfXbA6AD47mo4AGnCpggnmWA5d9au3DqjrqiDmcQ5Uk7p8lkE4vOl9AOEdsRgvB2SdsvzcJNAn8NiVALY+oZsQ+yTfVCSqqVBnQH51+DzkwOh7Qqe3yswTrc6rRotfKHpSuTevjVAQCUVUDqnaoFqsZFzA5ccsYi7PsWAXc0WfaUv/DJx/nfU/sw6aay7MAGuyKuZc9iI5FllmypLcXg8HuBMC7t26rKjXA9plB9GH0bV1ujqXPAdTAYyQSFShswXffnwwonSXaMsdJbUsRDAHH2m9/dvBA2QA2Cyh9JKCFOQmW29Yk0CTQJNAk0EmAzgRm7gkIjPh3I6RAXQ5PnfsxMUCAyYfjK9wdzafmn7MBgGRJmosBSCl0SURLVfbxwkR5dyYjxzyvpRKQUCR1AMjAXAkrPjl/v5YrCBA8bisbl4SjqkAJSIm/nanEY2dO/3C+8/EdWDaqLM64YdpnTQJNAk0CC1ICsA4V1ZL1OmhUwUv0JUyGLpV0QgqEo0g2IodXV6j4//CaqcQ7HWnLuyp0+BH8QkKvzhFfH5aj2roSZ93e9a9zwZwkxxBe/ul3n4XY+GEV6lga7VESnUUkqEBhEBxleSXQtm1eVAmsfSGq8NttcJpTwVpcD7ykjytgNmwOUgfSpAIgeIx3nYKRLtgN3SOfPX/WxSG53nX5O9siUahLhniqumqdfjq4mnmNnkN8tSkyq/gq54PhOD9MSUzy3tM19TuyATI/XK7fJBDFWc7xD599OvjPv/+skn+u69FQ1p2Inyc+WVLFVks2LS7CJPKEoibRCjwJ1nQnuN04vIitQxw1R0vnSBQiVfxTCCj/6fe/q9gHNkWO7reiMZ2A3SOJZbZbvFUFXZnQP2au7KbuMv7m/PZ3XC27nWvUoex27DG7jqgKB+xxvdnPQi8P51Yg9tG+JHWDiSkOMy/xnuvsbPdgsGFx160GWQluJrEqMS5ucy4YZsmhfz6HJ+AzwDoRfVx3+SLxAYzr2MI7PdKL6p/Ia+1ge37l8+zZEaJSZCBOtFlG/EHO05N+zNPyS8hGEtu6HL8fXJJcFOQpyPDdWhZfhxxhn55vhROeR0V8bWsSeNMkAENiI3TI4Ffr7lHLVqbQFflMJ2/kb90M6Ti2wndinB6a/9qmfW3fRxiSnMJnhw6EJJdCoehw33V6lV4qHMkScdnsvzjfrW2bfS93ln3o9XGRGS6kq9WQoEf30FNsw7YUHokfumVBlxfOz3YVoWUCAcW5FZhuzdzM6dMDBwp/oid1g0RiyXRqe4dOyHXQZZ/s3xcd/0mR33Ykp0CPLIpOLJ3jOuqYRaWj6WH2R8f3VYlV6JLFi8+W/BFpep0jrloegqb7gdyGhMIescOXN1+ruIvul4+gm8xt8SJYW9f5zLnpIHpJIa/96HkEPZ27FOjuiY4tu5A5lS7OsXQaYtKWTelqrPtLroN9REyhE5/Hls7e2DrnpasR/tl9l0wnwxnZCTZicd7JuG1NAgtNAo2AstDuWJtvk0CTwE+TAOchziGHEEEC81YwLQBcm7X1bt4ekkgSXI8L+CrQTNAjqOKMidUwiO8miOdocjDquGm/cM48LWcjoOMocrI4Mt16hllf8J61djtyjGDL+IJof3c+DiYnDJN5cxKJW3btLudVKzzJ1McBNPqNQ8L5EbwDB1SscHqQX2o5mzhcEqUFEkQmtovppqIFJqdYcPpeZCKIBERIim6PM8txw95WQa+qBtPbeThqqj0F+ACCDQkeBa3IKuSiwkOVPtZ172w6JwdLsLk0DhpwXocaQbi5WR9Z+9BHuV8qIFSECradQ3BKHgJ0yVOe2c20WyW/vuLG+G1rEmgSaBIYJwHBm7Wr6STVcvQY/ScQXxOdKVCkn+k7gCqdPLp19sC6rNk3QSsdRQ93FR1XS88ak/6btGlNqlpiezpSfXb40OD3efVVDkDo09Gv57PEAX0oWAX7SWzqzrIluhDgKGBGKPS5hKKX+V6IjgZ8qwJUuWH9WWCHddvNGaEEIApwBrDeyfnmbFHWgmc2z3kQGnXPQkqhey2/QD7zXeOcMdsHTQJNAk0Cb7kE+NmAWz44kFKCTCerpUuTHOIEF4A6SQhdkoz/T6+vih8tDuBnSy4Ze/7jZ47LdtDxOmMBUPnxy9NS//uzP9TPAPNJGxslsaTKnr3QtVFwws6IoypeCKg+LmaaNGb7vEmgSaBJYMFIIPpO8gkegbAOc9HhgU7kF+sKVR08kijSwUSLffiIJYivZX/JNr73aJKfvuSfw0YkwMBGElGWKulwpBEgKfpeBxJEkz98eLjIAOIELfmRQZAIvj97Nl0+LhcG4ng2BxZTxITM0VzpfJgMPOlO8K8LT7IEW+Zlq6RkdL2Ev2PhLYqCkPCL0JDk3fmLlwffpMMiW6ISXHxjLBXaupc4h2P+yx//UOQU11b4WN4rFsm7Tiy6WFxJVxKECInAbUvfL9tk2RYdOlSJw6NUxru2mh9MK7ZUN5F//tMfitQp6SfZdzM4nO4zxr59516RS9hdCULJS8lJnUHEV65NzHXnboj6wbkQgWYnf9ltiUnXbv/fR+YdoXRd3Z+TF3/oigwiOzHZtix549qRKZBhPjt8sLDFHVmSwb2VoFTgUN0FYoPZTRidQitJU0ldchRnHdijI8jHVQyhit/8Ji3TATdTeW8c4+nk+X1wMzIT87H1xrVc9uE9eypudD7JS/NG+Hn05G+5n1cHj4KjzbDhcTEUk5mLogVkJ8lP8vaMI65eTVzq2RYLkw85S5TC6VTpix0lUCW1awmLfCfu3eue7+r86XmLT/Nu/CIxqfviGLISb5OT45CruodgUJ0NfP5o+Nx2f2j/Ngm8GRKgtX3v+MW3ztyp7kvVUTe5ho3Rw3AlhZyeYVgR/Np3aNJ3/IVXFdvAR/d9gyH9+ZNPohsP1veJTqBTdUq3vBudIOzwvZeD8D31stRn5TWi7+gA+v5xrqHmFf11P3O0BJZ8h+8dPUDvIKDDy5DRbwxujp0qfUEP04/05Mb162Lr4GR3azzH+q67BrqKzmHjdH6kd+k2eNaPIbq4FhideSHWIC+yb31HcNfBZQAAQABJREFUELaH7OkPuRI/s8O3c0y3dUvpuT7HrksOgRzkRXRlgZUhjIqHLFmneIzuYncVC8PZFBU4n/ERfBRlyWEgxcmn/O3osZqfgt+OSBcblP3YBXii5fvgeTdu65R8LWTWFMD1+m1EgubIBi1ZLb+yrOIt8kdc+vrY8ZojGcqbrM19m5FYGRmn/dgk8KZKoBFQ3tQ70+bVJNAk8FolwDFUtcFJAMTeXpsuHTHcHAmM3pu3V8UpuJWAfPxpq/VnHCQBqSCe8edEAHcFmYAA2whsMD1QnMRFcewAypKHnD4BcQWAmY+xrly7UeP5GVituwjQQXcWTh5nqoDj5avLGQJ6YBAL3FQw3LkT1zLngE0XAziOH4DAXDckOBQkIt9wYqzheDmOTJ0r5+cknr1wqdrQcZw4dxxlJJJP4mBhChuLUy341EJOsH/2/MWSH4dPkI0B/NH+vYPVO8KW5tTm3MAYbUk5vxzN0eUaVPK/mwobwStnWatQ98Z1ASKAHOSLFU1e1tAElPjZS0U/Z9S1aCMIvGkElOnHrv3UJNAkMEECUdQAX/bgwR3kvUW1fqzWlqrU6D/Lo51fpV11dNesYehIAbPg+v3sa01yAazqSPqV3qavkVJmb0AAACCdbB+kDnqTvqXXgAAdqHxucPz06U5/Rs9R7nSqShoVc1q60svGQMwTOKvEPJt2pEgi9KHgHdAh6KUrAR5snkCajgYM3EVcyXEzNjYrOpkN0t3KvLYGXAS013kylutkA2t97xkHt1+aBJoEmgR+uxLgp75TnaqWVLUuwHNZdDWdnz+V/p8knbIPSRLZl672ApJKzlTnEztkhG6ba1+Gf5h6kwS8cPlKJYwkBd9bs7b0vzhEkhKJkK6vBFRsz+gGCEWaB/SyO2xN1znsZvnnPeFR7NG2JoEmgSaBt1ICSURZ+oMfDZtA4KafJeK2JXm1PglG+nF/SCD8b5XhfHjJfck7WAvfW0GNhLq4w89wHQVME7eyI1lWOTgPfx0e80+ffVrJMIRES28eP31m8MV3R2tefHwxBz+db4/c8GE6KiICSLLBamA8iApIMRJa/daTUCS84FzsjRiHv3/91s1gPz/Wsmtngvu4LjZpXc4jocomOAZJEdlBEZMlCuA5bA8ihfNJhv7719+UDOBUjtmc5Bw7orDJ0jV/yd/FUT5DwmAwlwcjEmtZwsHyONtD7mDHyNr9MOaR779PwvdWnUf8tTn2TdW97iNwMoT9KlzKXHQSgy3Bp55kXqMbXAoxAi4FP+uXQBDvuCbHOic8jM2U+HTNrqXv0FJxYWIm952llgjVMRJu5pr4AO6phCocEDFEzKkY4ZOD+0sWXx09Vs/J6NxGfxbjSWrCFZGPLEPxZZ4D8/PMKaxgrxF9PBOehR2x436Ht/EF3FPxnyToUzY8r8UZz/XD13RvcX91t/Hse6a/jZzNDa6HZCUWdu2+C+QNT3Ss33V7U6ggTvT8I8noSCD+5cvwLzoMdk09TzDCR9nn+s0r6SJxofBKywfpXuC+kJ+krWepbU0Cb5wE8hXyXfN8Ihh4wWroor54lb5AACyiWHQrW2DJ+3H+94uuTycgOlrnja6AqVtaBrFDgeiR708Nvgs5D2HM95fOpQPptANZTtlW5LnoBZv8gKIs2Lu8xt3oL/kFY9EpvotFuMgYRcoIjiR+KIVmgNE4IOeiGzoC+/tFTqOP7I+YeT3zgU0hfbA51bU916FjJJuF0HYnOvZ85v5ddGdPfnQ8nbEytkz3MTZPboCOcl10tnmyPe7DnVyDfIqt4rLoHSTDyo1k/t0SX7E1uT5EFzrmWGxqt9Tpk8rXKL6i28ia3iYDmJv7yA5YapuM5S7kIxyrwBluxs7QdQg4ngOkS/7Bd7FnK0IKvTfMHdUEh//QoWRSuZHI0RhsiQ5QXx87USRQ95OdZ2tcV9uaBBaSBBoBZSHdrTbXJoEmgZ8uAf5HXpyqm3duV4CL0coRWRdHYW0cLsm8+wy516gjlUMF7gw9B2RxjkGW4Ahx9KZarBb9pHN05kw0DoVuK8YQNBazN46HahIvQICAm/OnMh9LGAAguHQOr20fdOxejpNAH6uWk8PZASDH85172lyLJKLLuXj+Whyr0+XACKQ5boI9zsutdBA5fykVMalmNL99u3ZUZQ9nGXhxLuxjzFtrx/7t6PFao1Yg2C0HsaQq7M9mH/JVaQOM4VACZ1THACyAEALOfiNmQbRjLFuhiuXzb7+rOXICOafdeJzslVURcytdUj45cKCcR/eEHATunFwgyK1+8PbeJNAk0CTwAgloHyrYBgIIHDckINUyVHKOfgVc0l2zNzqVzkE+AUazHUDTS7qWBKTzmc5akzY61zH0t8BU22IBN1DwXADe//7ll4MjqTYEyhZ4l0BaiNkBepcrUBaAAq8BiwJxREVjmZfAFeAH7AOc09XmBbCtJdgCIAAetPc8n3NcHFyeMVXzAx70LVHpc3YHgNiRCruOWTqhFHAy4+j2S5NAk0CTwG9JAsMA41e75AlxxpjzA2DpfXr+WkDWNausUb66/Hx2jn1bFntWSajYi9GNjRIPIKCwaWyAcbQYl5C7GZvHR29bk0CTQJPA2yoB2pY/LQmHJKHrn5hBhwZV24gHYoKN8cFVPMNWJPO6FwLH7STdbhT5ANZxMTqX/oRxPExyaZIPXSTEJKJ0llAIpNAH+UJiTRLr3/7ji8Ff/vZ1VYeLX1RtG4v/T697iW+QIfn660PaUCikwpzeRi5xDQWOjeBX/P9aKiZYl8rzL458N/j3v31TRBfxiMSbv+vMJQEn2WeuOsXogIsc/4+/+7SKqSQwL+aFbAOrOpll6NgfcoN5qf6He4ln2BUECngXAoVlgsxFIq8nepDB4ixBah7/44svI4PPK2mIECFRh3QvQel3tgq2hnDx8f79VfFuOSLECtiX+dyOLMdt4q2+mMvxErn/+u//0cVLkav7byMfics+4SjRrJsH+UhKIsfAzOBb7rvkqK3IQJmv85iLxLBk6M4tW8vmFuEUrjdpy0Mp2W28L749MvgfX35V3WPMhRzIe0UKvBBeJHy9/y//+A8lA/GmuXhWxa1ISar9PTvm4XlzD8WW4mAEEF2JyVty9sTZs/Vsu/eSpchInjUdO+t7kbgaAcX3wRI7nnPPyN37SdimC8rsrUgswfiQlZB7JJu/Pn684lbHegZgnD+k+5Dn3PW1rUngTZWA75JnlJ7+9vuTRViQO9gfXJ3PbUkwPjn9A7emg70m2YFJ18nu0KO6QR3aY3nN90oHH893VaGo79CJM+dKVzqP7xHiIlwJ3o/UoPDpcObje//h3j2lk3WfMvcqbo2O/iHf6/OXO12qcBeGhNBHNyCY6e4+nQfpZutc9DACO2zLvuwFm2g8+ocOh8HJMcgTwLHIRqGuPI25ywmwCZ3O0en8QenWwtyiU86leFaBq82cEOxgVFeuX8tSQjdL7yF7zt7odkUB5qnz+tnkRD6PnfsupB1EEnrHfZTHQCC0XF51XYnOLAJqbCpiC1maH1m71wh9cDydneR7YGaKtPgHjkOO9Dkb8e67wdTGzM2ckFYQOW/eSlFudOJfv/l28G304nch45Ch54sN0RU/SavZl9d+bxJ4oyXQCChv9O1pk2sSaBJ43RLAtr2V5XZurrldQd+K1VmCJ44XRitnSaA5rh0exwkQq0LePhUwB4y4H+ar/V/kOHIP4lPUZn8OCkeKo8dZkiDk7Flr2FgAD0GfoAtQIKhTKcGJq8RlHDZMXE4tpixn6ll/gu409S9HBulDopIDKbD7PMEqB0vwby1c03IOAAuGcjm1Yely5ASQnDBgiaqHrwO+cIDu5bo5qMbX1YQDCNxWCWQMAA0nS0WD85uzINM1dVsHoKuEQOZRGaOS56ujRwec50s5n/noWgM8cTwSs3vUO6sCX8lWgT9ZLF82Xc0zPEl7axJoEmgSiAQ6fTNTFJbh6UBRIJ4qD4CctVoFnV50DZ1Dz43qeC2ekVXeT1vV9wOO+jsAFbgMiAMkzrtFDTqG3jau1qaCcXqWfv3yyNG8n6zP2Iq+wxb9CTB0LsfpiGKeH76zr0h62oXq4MIm0OlPH3frzQP/6P/TCbLZMAAjUGBX9Pw3q0/MqYDXIhn5kV4FcKj2IAcAouXUALuWTHsSu5KJzHup7Y9NAk0CTQJvrwR+Tf037lzjPpuWNvshCQdE9UKa1AoaAIogLoGmgvnu88QysRm1xS5JKIo52BfVjmwBn/t67JREkWXdALdilrY1CTQJNAm8tRKIj8vX5fPqGgE3oQvhSXCQXVu3ln9Mj74b/1phDHKApCKSNt+eDubfI4Lr7oCc4GcFSFV8FPxnti9NByOTdN1M9oZgvrmWQEAmkKjX8UJiSiJRQuq54qXM1XF8fi9xhiIdRTwb91hC4IPBp4cOlC34Jt0sED1Gtx6hEXPo1qLr7f/31deV/IIbwaLKTmTHW8FlLE0kyQbvgUet/7jrBvNJCB+u2bIEFzMnS93AuK7kvWxH5kx28CWxCkwJWYaM4Gtk4VrgbZaR0RlEpT97BDeTMHT9//PLr3KdloPrbFGHGYWgkrGcX4wnRlNMgEi/NcR7yzw4z5fBm+6k+KqvkB+Vg5/JDg5lXggYyD5kejvHFE4Y0yvmc4//9MnH1S1E7LVieZbUWfGs4jbHIfCcuaB7R3DHyNSGoCLJaIk998f1udcS1OtSvOAeig8nba7Tfa/OMcH1PAfk4rqRcIS8lrboyFAhCEWO+xWUBS9zrzxTyC7k4HnyHOiCIuZF9tm73RJJH5QMEKj660cSEksizTgPGcEpdTSAA8JSJaktPULuxpJoV/wG6+SPzN7cYxgff0Iy132FU0pCw0lry3k8P16t6+ZsCbbf3yQJ5GtUepKusJwL3cvXhlfrggFPQRrpsJxg//lO2Hdc7mG+60LU2LdjRxUw+a7C2n3/kTV8f3yX4DX0LD1oo3d839kc4D89I7dBB1myDLaEZEZHw8Qcq9ORbi70ywfRoXQcPUFX0SfyI7WETfatLd9VS6Yp5qKv6QG2UWaj0/FXKl9A59OBYgudQfZs31o2Tl5A0at50J1kSOfQxdVBKfiU4+B2Yho6h74R06yPjSxsK4RLndERNW/d6WxJN7l+ih3JUq7CfbDvN+kuolMVfIueYX/oT+dh27Zu3lSEmup4bC7RwZdDdIHVfZfjjkXebFnlPZYsLsLq6uSX3HddVMiC7MjFePA7+SjnGd387j/Xi3D3fezuF999VzkSnefZRwRDBbyjRb2jY7SfmwTeZAk0AsqbfHfa3JoEmgReuwS6JQm6yhSO1aJFq8sxkrTDJl0Sp+FZHJLnT2c6BEVAyfqFAFmBsYCTIyXoFwhyFl60CdwFxPbneHAuevKJIItjVY7H0BlBuIhHWgxp7OLbIZ8ANATsgkkBW60LnzkL4FSfdJv37mf/+hx7lyPKQQKgXLiSADKBMOfLBiwBELh+pBOOkiDVsT/G8dPqVeWK+eqWYq7mUR7s4Gm1uQNEc3g5RPbjoJ6K49g5gFmT1vXVRdUp61o53KpdVDYAVAAcQBls7Slge1HW6s29EuByQjnFAJ2lOY+KTPdG4M6RbluTQJNAk8DLSkAQp5qAHhLoqXrYucWyNt0yBYJruuWd6MXSR0Md67MeYKMr2QIdsVRd0PEfbNqYKUzr4TnzyZ+ePHtSQTi9JygVbBvHGvM+q4rGgHzmyObYngYwuJOf2bHzl9dU0Hw468HTxT2IpxqNbWAjbMiHgEFApUoKlWnsGCBke0ALetoxAufnzpUNqRDhBKFQtRzwZHGCfpV0gEg6nU7u51UHtX+aBJoEmgSaBF6DBDp9/xoGqspEgCX/WQyAfHhv64PEICurZbV4AABM/6vGt0kqrYyNEANsCskSKZ1NEbNci527dC3dT+KDVzKo4oDXMdM2RpNAk0CTwJspAdiMLlF9opDPfSVYBGxkz45ttZQmv18nQvp09eoV5YPz38UIkmJ8b764hJ5knq4YusqeTGv90z+cHzyLDh7d6FwV0zvS9cQyneIRulyyTDGQTrbiDpXSMCL+eEUdeaebJRhhJnAfCUZLFaiSP7RnT2E1fReO0XMaoSOL3I+/3xFdPj9ypK7Vuf2tEmY5EUwH8UM1+zcnTuS6Vw0O5RxiCwlRy4vCumJQam5wJsk5xB0ElxonJ/fub2TFDvXXgtggrrE0zR8+/LCWATXXHy51XVnESZeuXp8mxQyvH4b3KOM9znlgUbpJsnsfH9yfeGdtEUWOhhAhDnIOy7Hmn1ExTP0snlN57j4rLmADVdT3u7ueLql6tc7l3lvCRlxpfwQe3Q4kOcmvcLOS3aJ6ln4M3iXp67pXrbTEw6qqahdvEdukzXmNq2iLHHR8QUhBDKnJlUyfVbwI52Pnvz97tp5F55EE1RWHLHUcLlseeelY8GFiyp35m2vx/Lh2SW2xqbnqTOM63LeaYn5+kNf1xIf23RifwRIfngOxo+XNxcueBd+fuq5F9aR2lzecqyI234mKMdMlwZzIpdtSZJdrLnx2/K2aJKr2eZPAryyB6NA80/D6i9E/MGokRd8tHSt0SdJdCPGE7vS9pRvu51nvdeLMCY98V0b+ALvZtW1LEcSRL5DJ+u/56XwP6S5dijqd031pfIdgWfAldgExBCmxW3p6Y7CrTTXe2fNrqmsHLN73EPZDF+zc+kHpQNfku60IS9Hp88QD/XJmdKrxxA7vr98Qu7W2Zu06zQmGzw6aB3kgwHTdzDfWcc51LjaOvrLsDJKmHIm5l86Jun62KLothFC6+ELmhbCiWGrHk1xLSB/bQ7Dr7PHa0omziW9l53KP6HPj04GIHjpIdcT6Tu+Ys4Isuty8yZPOUzjrWmBhNccQYdhCOQ5zZBuRZBBY5CvMVYcyn1l6x3XD/di3wvim7qvjQ8qMTXesDjOnMi8Fuj9eutLdz8ghO9V9ncqTTB3ffmgSePMl0Agob/49ajNsEmgSeI0SEDxj6tayNnEkGPmujdmKCv5WLE9VdxyHp3EiGPg+AAbGcrJ6EBbxRKs1pBIkjfFO4/TEuX7OJVCVEFy2RMIva50mKNVFRUBe50tkpmqBU6L6wbtKdGs9OjdguP6WzxEufCbRWFUI06eb+sm8XI81CjlLgnEBJKeKLIY8lan9kTqqQiKOMidOkpFzpuKRAyZ4fJzPpokknVP7OEEv5xDA7W/AFQxf53JeYHUBCwL94TY1t9wH+zgPZvbtOF1V4ZC5j25dq9fb5ZS5fwJoBBRLG2ml1ydcR49pPzcJNAk0CYyVQNQL0FNgilAIFKaf6SmtNlWXAGsBgtWh6lkA3RyjI5OKFqByT1BhBwSnvW7V0WT+jV7uuq8ItNmCqkJPkA2E61t+GoOeRwzUkhm5D+lQB5Z1a1YF0Fs+tAvDdtH5e+2fdyQSG9D8fnSsSr2+7avrVqWmJajrWLd2den2RwLb2BjnARYC03emMkXnLXYO2I1U2BEYZ1ZO1snaP00CTQJNAm+9BGb6pr/M5TrHzz8PP1+lnlhDwlKra9WPHSi+pZJEqsN9dnt4IWIMySdJS6+uq+GzSqrx0bsKSnFL2oaLldrWJNAk0CTwNktgiPNYSthSxXAVeIhKcckvyXxEic6n7pZH5kMjcvOnLZ9ZCblUg+s+sTcYjMro6poSfAncwfe/Haykx5P48pJU/G/jS+ohblhWDabiIN0Wn6fhouNHNwSGHjNSwd13ktABUWLOXJAQa4mTkQOdW3wAY0GwkXQUo8DNZhNkFGo9fv6oMBmxhcp+yTvxSsVPOYfzLcm1S8iZpLE7zGzmnJ1X4q0IBrCpbBJ9uj6a64HdO2tMH94OuUMCVeKOjCXzZl9/DZB/yP92rkUyT8xlX51QVO/DqJDvHz0NsaY/YNa75OGpkDfEZK6tkqC5B/1mDvBAyz1Yokki+fGTlR3RKM8GbEv8+CD7jCYLnc9xiKHuAUJJLWs0fGZgevNtzivhrHBB0ZbrK2wun09tEcqTJGjv5Hk1D91L9gRn0/lEEQU5SCB3BVyJF3NK8a5kuWWPEHTEw+I+iVrz88x0d2bqLFM/iEtdB18CdgjDXBvSlCS0pc4l3nVCno1XKgARQ3umFbyR9a387DvW/Isp8bYfFpAEfL99RxHR6FDFme+tS4fx6Hy6HDnLcmgII5ZCg2/TT4/zfZ25jWqm7mcdQmz0Fz3W2xHfO3pYsVHpq+iVp/lezd583yyjZl50KxKMOdGV/H5EGe9yI0UCC75PDyJDwLnkD5DsLM0pPlif60LISG1qbXT22hBidE6s+CFj+X7TdTqp0CeILdH4FYeIL2Bt4hBzQJjRWQuZzpWaB5syW8dTkWIV+oR+0omL/pEXsEwQG+Q66OU5BJSI0r70NdyPfvS6eed2p6eHJ6vjcp4bsfX0k/1tzuW+XbnR5VX8/DRYW7+5U64Ztujeeve7jQ50newzWWUaM7au+9jjsnN0vLzNxSvRic6RmGvKWGWOo0/HjEHaL00Cb7AEGgHlDb45bWpNAk0Cr18CjLUqb84SY34njg9HYHlIDJwfjlUxbcOuFRAjg3B+gARePnMch4IzwcF8qS3HCaaMz6FBluBkVVA/HEOVPYfEfIpUYV5x8jhTAkGts/08FcDF6RLgzReoFuEmjhnH1Mu1mXdHPpnrugjGyWFdyCcCddep4lFi1fESq2Qw7QENrz6faabCseSYcZhch2vlsAEzOIocq37jBBcZKOcQ2HcyDchBHnWOfs/unaztL7C1buKqoC5dsrUj43Dk5sxr5hDttyaBJoHfnATm6rleBHQZUPDBQxUeIcsluBZkqiahBwG/SBiAYXqNfgHWCZj9jU1QXQZAFMQXQS9BKN023+a89BydCuCj/+h+P9Nv9zOfKPciwtD5gAYvALTAvqt82VrrdKs0dCxQkAbsiYuCc/MF6Jq7CjzBbFWfxIaxQQJ0oLEXguSj6Gr2hO4GRCKnACm1hAZESDyq6EMwLEC5hb+E3LYmgSaBt1oC42zIuM9eVghjfOipQ3/OuFODDH8Ynidv7JrqZC3x2QKxhURT30ab714GJPvy1XU/kVCViGJ7AMYXL3dLRjieD94lh17nfGfPv/3eJNAk0CTw5kigSBJPnlcCT4KMX8ynRszml1sOgL+se6DYgQ+98b313Xv93C3taV/kEj64/d5LvPHV0eO1ZE2RHELGWLy4WwpzzarVdTy/XIzA36eTd0Z/iw/GwCXx4zs9Lo7hyzuGb48MA9tBDFHEwy70iTFSrpgo8YuYRFeNIt/nGquKfoy/79xiB7HP1XRMUZglsbc0RVbIMQqZkER8Pj0GmzGf3Zj+GyK9+YtDzLmPcWB2iDyuadz1909MR9bvEps+Y9t8tkosFdm8uzwki9zHrvvj3HmJ0SwJrYJ9Gjebnp8xXRf8CjZIloX1JfEsaQn/Ig+km9nX/CTEECQUMZ8xXAvikKUV6gb2BtlJZm32Z7MVfbmHktfIPbPPQczm3T2nKfLKMfeDf3oO2HjPh+eKXGyIqe9v6AovusKuFDPkP0nu/Tt31lz7ZYTqgJF/LO23Ks+UOLV/3rx73la/u6ri5elisQpQ62jPNIyQrO/evV8yE0M3/2JEuO3HhSeBfOeR9ugFnX3kEnRi8p1DzNgW3OWTAwfy3Gf5sXT9oAdu3pomMUy6YLpdcazvKjvCFihUpUsQFRA97kQf0UNz9MFw0B5/0p3oxs106EBWKb29uL6/xlyZTh23oyceDx5V7oKuQXajd+iPjnDZdf0SE/Tnqvgh86KfETLZGbkPx14ITnatCnG7biDsF32xJrp9ec5HTSry0vlLzmNfdA7d1enPuRIhC+cxBoKcrledfVyVzzqd4/d+bv0I1WUk8pGjoHvo79LDOb4zKHQp3R78LDkUety+dJXNu5iI3BAiu6Kz7pjaof4JvpjjC1uLXaA3UUbkKsjIa1oLTh9VuZGcy1JvcEnkFjmrIoDOZ+ymh2g/NQm80RJoBJQ3+va0yTUJNAm8bgkIrr0EiQLm22vvVnArAOPICeQYfOv92nwu+JdoFLRqG8e5uxeHhaNTAVIRH+af6dR5E+jqriII4xQJgAVtiBQC9up2ksAaOOzcgmxO64oEcIJFlfl9p49yQvNP/Tflxcx0gDhtxUzOfDFwOViVHJ3gxDj/mswJiLIygbl5u2aB4ajzNe5qOXQcRU7WrTudc8WhdT7ObudcZn7DKQqgzccxiDHIJQL1zvmbewb7C7K9+vatlWwNQFFEnLGu3Nxx2idNAk0Cv2EJjKrI6DdLotFDAAAkEvpfYA84lXyrCpEAkGwDgHBtPgcY+xvdTHexCY6t5Xyiw+jNSZu/+HMFwLEz9Jr96XjVZbqq0P2ILoBbtke3EvMpAkr0cw9gII4gwrAfZQ96Hcgu+MC5Ym+iMSvIVgmChOKFZMPmaaOqVbYOMDcjA2MV4THXp0rHfsYiF9dYFTAJuM27bU0CTQJNAk0CvQRKu/e//MLvk23MuBPz4bWLpvstrbAltqOW2EnlIRunw+HixCSSVaoNJZyqxXbsADukNbWKSZ0K2ULtxWNdxp2qfdYk0CTQJPB2SiC+On/9yTMFSCFtRw9KrknKiQeQSiqpFn+dftVhQqwg4YhEwWenby07sDr7WKqEp454IBGpIl4yTDcLvrhYAPECVsQPfyefG0v1vKpxen3SJgRYnjhCzIJoaCxJryIFDD9HDuiTasYRm/DtzUG8YE5VaOUP4zbyyP59oZFuu4g55m5s8YPrhB+9asxg6QOJTjGQZRzERLAeP6vY97lljebb6npz3ZYbdX8KMzK3/CyOEutYVjoh0titumMm9vHuvo+L7XyGxKIKv8e8FBFICMPD6rrHyM/nZF+dPoZ/r8RkrnEK0pua1Uz5OxY2pxNMFc3Ng525qT3mWSSZzFUXT8Qe98bzAFeU+CXjtSFQkYt7KHnseZNItf+TFJHV8zA1r+kfPJ98B8+3GNl3wdieO+dzv/pn0LPZb65fDO6Zg1eWPMaRafoD2nuTwAKRAJxH1yzYiaWyjp48VXaBTtcRaO+O7VPdRRAa7CsnMPL1mHOldIRC1I5I+G4tlUNP0sEIgwqi/Ow7O2mjs+U56LXbIdfdpavSXcMSMT3uRBc4jw2BkP9vSSGdQtiT90Oo9F1HshRXKNi1+Y53xU2bykaxh7qynNeZJfEDsgp9tDRdfelkcoB9ybE4H11hSR65A3avizVq6LH/OL8uSxvWrqtz08d0jXGdm2xmb8h6iCHyDveiq+luhED3a8Y2xM/oafv3us+7wi7Hs22OnbNlHvS0+yC3UfcjarzseOn4/i7P1O326/Thg9Lxngt5jzlzm3PC9kGTwMKQQCOgLIz71GbZJNAk8DolEKeAQ6OlHCBVcIV4IfF37RZCSFSj6Cj/9xUq2MAcI0xYQIOgnGOB4PHO896JeIlJZn+BHueoquyTAOSISnjqPmIJnMUJ4DhMXgJA+3txBvtAcfpMs84904+p+QmMy7GNo8Rp4niO3XLNlgYCVmAOS4jaOKgdsQR5ZsKxwwGrcif7PHnSBdA1nVwzh5CsRqfnd07o/ciUI9cF4cOBxrw5dmqcHGvjyHX3apYc6q/tnyaBJoEmgRdLQHCphbIg2lI1km+AN9Ubm0PwOJcg+Hx0Mf2rPen7Q3IGfSmY1u7UsYDoebdSYsM98jN9Rn+xM5tSJQmM0NEEUC2Y7mzDigIYVoSUaD+kRO1P2QwgoW4sAIkyWPXvbPCyTlSAxM1Uu2ijeiZLMRxavrt0PWB297Ztg+NnzqT0JG27YwvXhnSpukWFDlDgXkBlyUvHqvZgP7vqtHmvtv2xSaBJoEmgSeANkIDkDhDc61Iq9tkxMYW4Z2vsDd0OeLZEKDL8hiQ3tdgG7rI1qvAsNXHpWkfGtGxc25oEmgSaBH6bEkC8CG/huY6HT4NlWNo5SfwkD2FIknCSX7qA9ARypBOkbqSTjw/sz1Iona/P/4Zl0K9fHz+etXjSsSp62DgIJJ2vb+mTQcUgqsKRMCSpRskj4+5DkVjo88Q0qsor+VV40rIqNjJHVdz9BpeB88B9VMdLZCZQ6f889h2y4xhzKbwox8C4xCtI7ogLSPp9YdfYQeZ8mG4gibkq1hnKsU+G7swycpKvzgVDmm8riCjXiwzUk3jsr8uw2EmMJX6alKqtbsnVySRLY0yQg+tXyAATFNOJjfqq9/ps0gSzb48jjht6PlTLfYLL3crcHoa0ITlpHpM2CVBdEVT7w9rIFq7J5pNrLfGadwnhuneRD9yR/V+0aE89q3dTbOE6J8Z+BcctqjF1eiDbbuyOROR399O4FaUOp/s4c0PWcT8V9pFJhD3pUtrnTQJvtgQ8uiOPb3UbiY7VAeSbE9+XPUDQ0IFwW3xsvvkP6S4CW+Fnsx2FbU+4St8p+o//7vuKyJEDShcWiQshAkYz0nF87lD0VJahobOzP10ChzdtY7ML9HeRNzJ2xQ/prgLnunT1+mDjunRJCrlwQ2waPGzNqgvBjpYVDGVeCGiW4GGn4GaIb5bXgq/dupOOTSFzGH9Fup7QQd31+D3XE52jmwn8qc+1zJ3/9Cf9fMUychf3k0NhtyxRTT7Gmr3Rn3AshJ9aVi8/dx2kZu5ZOjX6qNPT0zrW8XRqVxSLZDhyw0eGoNd7m1B4XyTc6/X+fWT3+tG5EBddQ5+7aeST2VJqvy9kCTQCykK+e23uTQJNAj9ZAoIcDtHNap3WVQPo+iHpKEB650EC0jgBvSOlXaeACdtVpTxnrYgcvAvbeN+j+9vwX+xgCUNBsMqVarsah0mwx0FT7SHA5aRwbrxzDh9mHogja/LO8ZwigUw6p8/7aWUMoEARPMLQ5dhMOsw0gSecXzLgeHKCO+budHBtjhO34bz9fe5e+WTk2Lq+cuBSAZK5ua7OQZs4+nDMTjb9CThxkxy5ySO1vzQJNAn8ZiUwopz8SMfpiIVIosMH8oXAWXCtwgNZUFcqwTIQWVXjpuhwelrnEMd4CdLHab5xcqbvVw47nuxKNd/eHTsGh/bsHq4PLKBfFaAu697mPx2fKgCOjgQWqFjpq0foQTZlzjZ6jZmnJRN0aFGJYhkdRBdVLB8EPJBoBMb2gIDr3RWQFzjC5lgj1zroSCiAwufzVNbMmUf7oEmgSaBJ4I2UQLz66GHtrPnzE8nZL5z7iLKd2nfcZ1N/nPeHvrMf/7v7b97dX+qPYgnV8gj0yCZ0v8/EPPS/ynvkcwQU4LPqRt21ALhiCHFPVS+GtM8GjC6n+VITaDs1CTQJNAksMAnAbfjAOkUgcEAbJOEl8ulBiT4Jxvw/RWJ4FHtyPy/69iY8Zfiia/nZqtRhSXAdSTPFPjpSWUrAC7HkZvZhByTrdZVQnPQkNqoqt0P+48/DTcQF823VATHnuXKjix2c07wtr4O84e8zLZXfJdc63Mj+L9zgOnmZSx+riIPMvy+mmi+hOml8x3TV/rn+YVKWrNkjFeveX3T9NXbiJ8VmJ889K6zNZ8g+EnzkafqTNglGeB9bOXHrLr/wK0ORHzzL8g1+nrTVviW74R6Tdx07hLhVErUwwe7EY/fzYT0HuQbHeH5hZmRbZJD8UrKu542s0xFliP+5n/DDRznWswCjexFOJ2lqGW6kI+OQtQ6aXYeYZ3Xe0Us1riUskFrJTFzdtiaBN1oC/SPav88z2cK682wjXpw890N1XoIxIYAhavHFD+/bW/gM/7ywn/r+GXQuul12IX/33fLyPRYn0GXVIXxoJ+bTPd10O+Kc73jpK3ohpzNmFcBmXOeyIdR1nb5uDi6ESCJm8D3trwFWZt6Wl4FHiR02JoZYGtsFs9JNS/yAMPfgQbfkmFkjh7BvzkkHVbeQ6Fy6vXRVXcv8Nq63BYgkV5dkibG80z2WjNYdiky6bfpm1T3JdcsF9ecaq9ccEhGQZf19OISfxYsdLjf82/As/Vt/NurM8f6fuI3oPD8a1/X393PkzxOHaH9oElgoEmgElIVyp9o8mwSaBF6rBJ7GudGmjkMFCOA4caS8qg1cGMXP4pioPEEUwdAVtHVVIXfi4HQElPn8idkTFkBLZm6Js6kKBvDwrgqBOF6cjWK8ppKhGLmZE6cKECFI1iVElSIgpKrPX9YbyQQ5lgK8zsHMB46dPfGhj+uNM6sNXzmecQiH/icfbPq42cfPvthxv88+JvPoHbgCQTCI7TN7v36suuZJfxzu9II/90O19yaBJoEmgZJAdMbT6HqExCKTpL0o4Ji+BhYjnCCjICMiC1bL0ayRrYJFUs5yBldCPrkW4ADwNjaIHRE1Peq1ODZGVeKeHdsHf/7k48Gnhw4O9qadtI5c3XJlz6r6w7yup8sKABWBxLvuXUBtlYV//PijwQexDWPP2+vDRV23Keu6q8KRbPzDh4eLaAgksNSCCkHX5zoRUFRlAhkAlK5T+1hAIps0UUePXOdL/VhG5aX2bDs1CTQJNAm8RgnwbQOAxqfmg08lciacodfb0yqr+2naFe+VrQH6n733P08YePbHmVOXGAqwHD+8979n7/aqv/e+Nl2uAxYC4p3794psoqJ88+kNg3WJSbTYZwdUNbIJpq8q80rsm3b/quUrBklc0bYmgSaBJoG3WQJLU5Ft6UvdCXULpJMRN86evxBf+lIR1x8GXxnd6No+QYW48CAEhrAcK8aQFIMjqey21AJcR8IOOYXOpYsl688+P98NGf1bJMQYArjV3ejsMyGQn4g/bqmbsa3/RydTP8emsHU5n6QWQsHx06eLjKjDx/jYoUuqvYr16ggj3bmcVoKykmg559hzzJnnmA8yhuvvE6HGQ4T/Np0EqgNM7sXLbIimCP39OMfPnq1uYLo7ul+TNtjZFNGFMF5GINmn7n+9v9whk84/8fPhXGo69c/EPbs/xF3pyLad3+PeuLYnSDJFwqkUaXbq/u5e+vla/IVjp89MxZ/VaQVWN9/mWYMjRuaeXkl1Y1i6A57pbxHQ1AhkJdHK94CFDmcy9ff2wwskMC3KF+zY/vyrS6C/N3nG6X3kb0RG/jecBemb/v94/77BvdiErhPhsCg1NiNfn7Fbr0/rG9Z9zSpWqK9tf4Rz9+fvP5vzPv19p2fHbhkDMexxrgF5kv7ds317kTAR1PulOmFi1SU4cQNb9t6ataX/5VrEDmyfIi12bHr+zmoOXa6CjGBeYhRFXeIVemreLQc7nm22sc+KtI7Fxum4YsySQ8liKJBci5wOwssUadKfhn+ugfwzQST+1O9a1zLu2Bk7DX/pD/LrvFu3Y+nC/pj+fd7j2h+bBN58CTQCypt/j9oMmwSaBH4BCRThI4k0CUPJRok8axBq5YaEIki6G4+m61iSSvQE7qpGBKuqIZBFXtYXEMgtCYhhXMnLD8J4xhZWbQ6cUEljTKzdB3GUAAId8aQjoHCmvLSvFAg/jeM0Y5vHQeIicY4Em52TNCG0qyG7/Zzj8bAjiaG14+ZUVvA+DCinXa8ZMykwH6DPKZUgdU7OnWsyBmC9P9Ypp1+zrmnmsO23JoEmgSaBX0gC0YkBvVRg9Wu5A4ARASUmJeGs4S6glphDELF2uIoNOruC5ATlVQ0Z3Tn/Fj0XparCDNHDOrcHdu8afHLgwODw3j1lI4Bwly9cqK4jwD/dRyzzo0OLwBwJ5XbWLAdaaHGqcwp7NrWNswc5rcpB1whA0EZVQpHto6d15DKWpX+Ag0iXrtM5VMQDDpFPEG3Yote2Ufvj5vvaTtAGahJoEmgSmJbA0uhdHT62Rt8hgtv4vKd++GFwIcDquA242SXXEEIorE5plX87BDBnu+W9n9uP57jpI/tP577bx9JuyO9dZ8T+nHP3faVPxAA5AHnx9A/nB5ZxQCzhq2/f/MEU4cQ86X0VjIj5iPD0/+VUL6oqZPPK3sy94FeaTtu5SaBJoEngjZZAdOGy4Bb0oITbp4cOJCZYUj4w/UzHqwx/iGAye6NvhzqyT589iJ3hg1/OmGKLcyGcWxKNnocJWapn47DgibZWNIRwwT51OFDXll8XwyPfn6wlG2BHr7L1Y+r2iDQvOdfPsxun0oFV7GTZTySZl9nYDbHD8sQTOuj63bzFGHA2533VjZ1xXH/98CPykFQ8dup02bK7Gf+nbBKiZA9/65Y3YB3nbp2NDzHiJ9i7zuJm3PFDzz3Zq3wSR8EzZPlwnYtr4zxMOBfZWb7V/fEz2Xp2LCuOhOJ3L5ikZ03S17Xr2lBkqzxzuppI2D5LjPoqm6V/FD4gosBWfXdGxek8HUaJuDX5Gl7lnG3fJoFfVgIv+l7P/SL2S/HoPnXk5Mnys2Evlpqx1BWSIxzI9xPupBiWHp29wdTZHcvYVIcM38ecDkavcEqhqs5dU7j/7AFGfkfIY3+8dCKha+lc33/6YMo25IsJJ4NBnctyQRev6nB0K8ctra5dlqpmu+RQXFPhRyHY+L5fjN64lGvuuyD1hD/zQ6DU+ch56R7kdljX2fMXE5P9OPgxuNOrYE6kXt27otcuRL8jvZjDuM21Teme2mHuPRt33OhnU/IZ/bD/uYbLP+OGHffZcEe33DPAntLx3uc+Bf1J2nuTwMKTQCOgLLx71mbcJNAk8DokEMeDM6j7CYcKE1mXE6QQP3N4OABII5KOHDGt4wSrj+IsYQNXpDTGOZw9Pe29tVg1rqUbALvIJM5x9frNCspUtUtgVkUHRyxzK2csVQFdEDuohKh5OG85pfFIXuL0nfPD2ekdnv599kTzu/MWASbOG4cQFFGAQjm1Xau/MYd1H3FkAzyQGQfU+pACVdck8DQ2R+r1bKMXMXpxr2f0NkqTQJPAb0gC0akC7nvpbCVIlnBjF+gyXVAQM3akZSoboV3qqpXv1v4IK4BcATN9Xvr5BWIT8LMzlnXbmTWAD+3ZMziYpXe03mYHgH1ffPddtWrVkQXhxLyAhZKBqh4F7KpOViZ52AfXo7bAz6O/m5IqNzbFnAXlRULJO8BANy7nRzCxHjcwBCBuySEgLcBX21WyeRrA4LVuo6r8tQ78gsFaRP8CAbU/Nwm8fRKQTEQo/Jc//WHwT7/7NBV5nc7/v/713yYSUBBO+K4FBEaxlurIP33La77t6BrdMSdT4K+f+euqgceBybMlbJ/l0etiBORAccgcZd4f1Lu+r6BD2aoi20SfIzbWUqCpVBSbAL2d22d9nHI5672rymQHdOLiz1fs08+hvTcJNAk0CbylEqCDxQG7s0zm7w4fquR5FSBF5yLjWVrgevCNl9nYiKdPnxchQ+dEfrVlCehdPvfK+NtrQv5zTjpWTCIhhySgOAkZXAxAFyNgeKfDX2XrE24PElPowiJmqcrxoQ1h28Qo5iBGkWB84Ta0iewjYj2CgeQiW2F+sDNV73O3+QxXMLrMrQg+kTN8TNwk+QpP+v7cuVTihxSfGOanbOImHSG9vyhuqyTjfFOdNIGfcsyksWZ9zk/oCxkkKctH4GxM2JYkOS3Wc2/s79nSjYBcdQDtOgGkSCHP2P34RO4dudxKvMj+e95OnDlbuCBs8FU2cedd8atnOOM61zQgORzJ3CdP/1VO9/fZdyHP/e8jsbfgrONuus/6z/v37lIRLyzZdj0248iJk4Un6TKr+9XWkFB02Prk4IHCytelKFYM0HdsGhWW767vUf/q4o/nRSDx/aa7fccf53w92WP0+NGfxRe1vHQdt6zG9H2V5+gLUaf8/XxH4VFnUyCFUHblxvUqxoJFIZzoFrwm8xZfFQElsdbpYEY/RH8ggyCwm3O/0S+6cdHBPqd7kF+QFun270LSOXryVNnZ/piXea/OJrETyJVFsksB7DvRf/Ntv6z6GX0m5ptF9ze6XYEbMpF7uTjEoC7ofPGxbY8mgYUggUZAWQh3qc2xSaBJ4BUlMNPpm3hwPA5Oj4rA95JkBAIsS4WAtnGAZYZfRYpqDk6XSnQtq8vZy99r47W8YAM8v7t8RVXRGA/A6yjOkUBaIvBmqgyAGdjMnDIOVL3nPFjJ5sKB4oz2IDYY3M/+450UKD5hLi+eZQ7MThUoBpQQmAI9dH4hF/J5N0QcjuH9CecwF+C+ZO3+nTvKoeZcqrI8ceZMyc+1vL7tpa7q9Z2ujdQk0CTw9koguha549pwrVrAJvBVNTiQ4NqNnQWAWrNX1ThdiCBS69qmI0kF+uxB9OB8Gz0JpEVI/CBBe9eCe1Xpb2A2YPVvR48PjkdnShZ2dkGVSFftUgBx9DKAd1kAWbahswn5S9mDCbFq9mfXjKcLClDxXICE3anCNJddaf2tUtGaubq9ADIeZZ15VW8qLpFjHsUmILK8FZvLmP9WvRWX2S6iSaBJYFoCgFm6bVcSiv/wySch5N2rRN7n3x5Ji/p3grVGMXiNbEDaSqyFgAgYRArnnyPjAU3pZrq1P06icUZlYvS15Jkqw/Lh51E8zoXoSCc7pwr0OSC06c2c4shs5/9RcunKNXbrel5Xi2CPcGL5nc2bNma5iVWDTVliblNI5GzLrdg2+r8nZUoItq1JoEmgSeC3JAEV5XS44hpxQXUnTEINYRwRRDX680qsv0Aq/PDhi67vsB0dKYJHxd/W0YNNsUnGPZK8j18OR2F7HMOO+NlyaHT4+K3DhyQXFVFZHoFf73gJP8R5GBQ7NrqJJXTUQLqRSJQcde3dMi0z963jsr/5ILGzGc7lHPczZzFSYUY53+zzzDZgY13xyAlZwfWrtncOHWgQ49lw8598/d1V6QbAjlruVJLXPYThOY4cXtg/5mfY2ppBb6f791FhT/p5at+pH+bsySeoTmUhjopZry2+mYKvrqJ/zs75AO7o/uvCTHaSy7DP23muJJs9a+4RmXjWqqNn5MRfck/dB3Gj+HE0iTx6LkQmeGm/nJT5maf792MS1hLnztW2JoHfrASi0+6HEKFzrg4fOlkh+q1OUZPOjPuCnfsu6mwEd68OR9Gno1sRLGIXkBGRCH1nfbd8TxHHC6/PWHd8p7PfuG1RvtfwI918161eE32P8L4k4zyrQlt2iH6dTTajF8QCcK9LV65VrFJ65b31g23ByYznd3OQP5A7qe5HOUbx0+h4rpM+oR/gTvQyfbM0eQJ2qM/PsHMdaW3clQyK9LJ2Va4jMZMchHMoLobP0Wmj5xw/wpv1qU42MEb3xDWtEnd6BhjJySbhzbqINpsmgXkk0Ago8win/alJoEng7ZeA6pJa3mDtnXJSyulLkIs0InC3NI/gWiIOWUQwrXPKvG3XZomN46DyQFDmHXAAxO2Xe+DMqcTAjJ4aN05q72f0VQ6ACo5Jl2ysXGP9HD/ttW3mxdkDynMMXXtfDb8mztDNW0l25mz93EZPbF6czl2p6v/d4cO1tIRrRLCxdBEnEBjQtiaBJoEmgTdRAvQfoJPOAhC8F/Kdio4dW7YUIQ+BDgEFwIocAsS17+07916amEFPAgAF6sBA+pVup2+RPU6cOZfKj1OD78+eTQCerirsjf8o3fxjTfpVS1YUqKo7i2XiKqkZxUw3G79e4wScxChiobbK2qieylIMloRDgqG3geCIJoBec2LvkFSs+QvoAHJ0Exk3+AL8bJwhW4CX0abcJNAk8HISoBsl2HT80HmKv8vP37juvfLN6bjZJLvFSazQsyoSl8Z/5wD3wCaQVBwxVWnob0kE8XeLrJ6dJc2Ay3TqooyVKUxwotNGO393HjpYvACQXWTpS8fYXlVnzdrffAG/4g7A8OYNG8ueSRZJ0EnUqV7cINGaebNzKhgtWXA7YPITCaRZY3YTa/82CTQJNAm8XRKgK7uW/hLvj+N3r6hK7z3bt1ZFt6UUTv/4Y5J9XXHSC68+elz80NsEeh5Bgq3gb8OZEMHLxiQZiIzi8+vxy8UMbAi/X4dCtuxe/PJxW8UAsXOFYyWJdSi27o8ff1zHIxJ8dfTY4EZiHRhNxRbDQcwNRuVc7IFzLck5i2DzZBYBpWKNjlz5/vqQ6VMJr8iKsZJQlHyUXETsZ1PLjjlP7MfoOdnDLmbJD2zL0L7Aw9hZ189eWZJi3doUia1bU3HLtye+n3j9TsNmrojddS0Ip//ypz8NNiSmg0fV9ac7i7jrKftt/+F5/Tjv9rL7zR7kpY/Ljr2ARo8Z+dl9UhxG5gii/ITqeDCyT50+MiCIlXlu3U8FYhLVull6DpBNPGO1rE7OKZmtU4EEtII0ZFjLsyqiq8Ru4kfkonGb5bcRXdavXTf4/YeHa9kqyWRx8l/+9k2NB0t1r1+4uY7Z1/LCg9oOTQJvvgSQQnTY1eXj62PHi+ynGEknEXqqCOd59n2XkES6zovT10UvijfoLvobKQShDGlw66b3u04k0cOWe3ucfcZtsCxxDzuy4b3gXCFuwPvZIXO7Gd3NDtENU3mJDPQw5Jnrt7r4AV5Fn5jnxuBYOvrStTqhIIRQYUhuFy5fKZJchyFNE2KQXXQo8blOlEj7xlLs6iX3wf4ik4ixpnTi6AVFlWwK4YUePJjlrMmP7YFjHT11quauYzDbvVA294berfuT4gA2lU2mN0fvxUK5njbPJoHZEmiZwNkSab83CTQJ/KYk8DgOD1CVE8dBeTeA79o4YoI5jhCHjtPD0bsRILarGJEMfJXIqG/frYNJV81Y7bgTFNZajnEcgd4CbefqN9WYgsw1w0oUQIXqDY6IDZDNMTVmxXMvEdP1Y09658iqjD9/+VIlYgHgtfxEWgNqD3gvjGiOaQHumXO/LQ5AAWDvncADcQStZynJCVARSI4D9vvj23uTQJNAk8DfWwIANoCcZJuXig4VJcCBXjcjErIF/VI9VwPWATRfxSbQ/12lh7V3u3ap/bXTk4J8NudZ7NNUYjNKnj1YlUTo5iwDpCX4wd27a0mgziYMiSfZryMqzqyaMT7zIhgX8FuX94eQS+4c2D9YsmVJAN2NZVsE7j3ocSW6W5UOPa59ci+Dfq7tvUmgSaBJYCFJgO8KWAW00psro08lcgCXlkNT2ScBwx+n01V/AwL37dhRpGqERMfS+eyAhI3fy3Ufuu+qfBFbgKt8fH67LiObYktUldvf34roMvT5+fvrA9wiAu5MNyo6XvzBThQg/VOEPB1OTB39POd+nHOyX2d+PF9Lr+l+hTwOwFVxJ+m4LGC0uIj/bmm2O/lZ8mg2OWdq4PZDk0CTQJPAWyYB9oK/fCFE8zMhmkjGe6nyhnP88aMPy07ohGJJHckvib8ZeE58cskjLfXZm+1ZzlOXWPbGkp6IFZJsOlnwtcUgNklFduL85cuD46dPT+3veL7/uZyTvULQeJLjp7ZgQYveCRkgRVTil88OHSxCgCWEkMzPV/fDizUnv48SAjLNwpVU5Tt297Ztg8OZpzlcyblGY4B+eWldYQ7t3TP4cN/e2MrVNWfXQSaWrZ7qDvk8g8f26BBGPs5tQ8aRcCuCZn3S/cP+SkAiWOgKWZ1MkuhEpPho/96Q9M8NziWJi+jyKHKasQ1lzp59nBjnHz/7dPCnjz+q+IntQ74UT+km8HfbxtjnGXMZ/fvoz9mJXyA+/Xj//noGLl/vloJ98GwYiw73X5puMRLMe3Zsq5hxUzoVIALpunwm90dy2DOGZEXeCvKOnT5T/seeYHh8kAO7dpWst5/5oJ6Dh2JT/lFe/eZZ4OfwXz49dGDwh3wvxKj8H52lj3x/Kv6WmLQlUXuZtfffpgR8z57l+2ZpMvgKEoguu/SfpZBh6bB9BZvT/n9sSP6z5fDaEMgsp+lYL99V3/PTP24r/SbOYFeqiKn/rkYvdjHN6vp+6riyPedESmO7rsXfp0uMLbaBQY1uiGqPnz+qjuYKk8RN9pOfQHI0js4dMC7FXGIH5ME7Yq7ga6PxA6yrulvlXDpS0cvGoud35HroknPnL2TVBiYAAEAASURBVJZeqm4mju8vPpNamhwNgqHlsT/av2/wSfS8vIOiMHYBcd486JyFtFUnqTwLOtPQ8eQgRvtBJ+LI6nnugY3O7Umd05p4IV1pm+tvVQKNgPJbvfPtupsEmgRKAhwiICuw+FGSfqs5T0kwan/2bpyoJTHw2qVKvmEFI6DEg3ol6ZXrk38E9vwgwT6ncskSBJPJQwmOtbMEBiN2ALDNy7E249iHA9I5pnWmyQO+xF9UPZw5f36w8/yWtK+7Xs4lVrZAcs/27RWcAmI4gY/jPPabea5NoA8YAapware9vzmO543q9qLqsiP4vJrs+vHbe5NAk0CTwC8tAUsq0POVdIv+u5sl14ACqkME1sBQWhbgCSym3yQrEfdiGF5qelNaOj+UDh/aA4TC5TmXqo8yFNGxo8G2YHNx/kbP7tj6QYHfnxzcX4BFVUc4KmOyCV3FzNSZpueVMdk8CVhVaQJ0SywI0oHNwGP20HUaA4Bw6twPCeYvBMgYX0kzPXj7qUmgSaBJ4M2WgGps+lvSBeGQnlsVn5/PqmpXZbSlNh9nP0kW+vi9dAX5cD+A80AqsNdWssYSDADTqqDmC0e39pukJTtyN+fQOnr18pWpQF5W3bMAxeyF5dayiE/AxM6P1pWFn/9xdPrekF102qrKt8yvSOY1+Bid3p/0Jd/LpuScpduTUN23c2clMBFQ1kYOKg8lkgDBBSDHxrGHgOKnwOiR63zJU7bdmgSaBJoEFp4EouseRpfziSW0JOb3Jxl/YNeg8BgJdTZE4u8/soTb0VNLKpF283bwkWAevf9Oa/PL6VbdpQ7v3RNCxCeD34UYgkyhytwSz+IJ+MvNW0MCSjoySgoicnxz/PvBlo2biggpGcV+nU7yETHkx4vPBrdGCSiJUharos75YDL/+GlHvtizc3t1tpD402WrlnLg6xcxoLs9sCSERx2/VLV3dvFQ2TGYUMFfbMAQfxIXIa+LRRBdVMAjxJw8d25wMgQRdmO2zYCpISawr2Sj8zDCC7tTQUw3lQqpJDyRWf76zbdFzEQmcU2Sq+4HeSEGXYs8RreKhYKV6XRG1v/ypz+EiHKgdlmRe4lUmgir5jFtuUdHeLN/lpzepTNn7jsZ6FSpgydySJegdI8GdR+RiCSHYXiS3Z5L/svJxHZiwLLt5Yc8L1v/TTrLSHoiXol9vU7mWTsVOSNF6cbzJP6ROLG2CFv86llAjPK8/eHDD6t4zbPgBbssnNKzU5J/s+XbZtck8ItJIF8B30Hfr7P57ipqQjxBONgYgpjvm+LPwveHerbD+OsrPTUtfvnx6MA9WUaZnqbT+fNnoy91J2G3dCChE/rvKhwJEVJ33/3Zl17YGT3iu3sr+18MyRCBowgo0S3PLCtX39nutEhn+A+Iamwi0qX8ifhBjgJeJqbqCrmyTE/+bp7sVR/r9BeAGNORXm4VYaYjU94vQqZrEl8hyJUNTsz2MOceHWPlipXVbQXphC395OCBIqAcXX66MK7lKe7qSI4LS8PD43SjkfvZuWVr3dvTP+6Or5GC6SE+B26U+9F1ytYyK/1T1d4XggQaAWUh3KU2xyaBJoFfTgJxaAAIAOFbcaIE7H0gLMBDmrAcjQBNoNdVCWQ6Iw7ZiybH8bNWozGqFWmOlTBclTUfVTkaCljtXMBqScmqzAwLGAigYpJjxyHlRnWVIx1ogCmsgh6AsOiJUH6SozXp85mzN0+MZYDHiTNnp7rAqNJR6SNByjkGTHMwtdd0fi33ACt/TIXJgd07a43eG7fjVIaxayzJWjJ2bNuaBJoEmgTeRAmozqhlyAIMCJrpLXobMcMLUIyk5zNVHYLwvsKkVC8V/IIN+ErXC9q7FsgB8xKIr129spKOAAFjq9wDUCCMAB9W6M4V0FQCE9gAxGYXBKoSnmwHwMLvundp4zluq2tMIOv8qkqADYDvjRkLiOB41yfQ9TcAgmUYKvk4bsD2WZNAk0CTwAKRQPn70W+qqr/LUmeWH6P3gLH/8qc/Dt6PH7t/187S80jWOiLqSML/3ZkugHxgyZtvjp8YHDlxsnx3ybTRmOA+P/pGV/lnX0uu6ZwCVP3nJML4/ToLInlYEo0fDzw+nAryw9H/7yfxZ55aUg+ixtmMmdDzzxc2/51vrhPW9dix9algXLdmXSUBnY1NkJxSmejvbNboNf78GbQRmgSaBJoE3mwJSJIhGdKTx9KFREGOziKWrlTprTgHgQIJRTU4nxqeA+8QSyB5KBpCrpBQgpXw33ULYWvgSmdDHjh66nQlE2Er7ILNuf2sW4flBCTakBSdjy3586cf19infjw/uBRfXaJOYrOW3Um8AjtSGf7xgX2DzZs2FLGEPTpx5kwtqwnvgSdJGI5u9L/PzNl5/vMffh8btaLspNjAceIElfrkwV7qxLE+MQQijev56tixwfFgSOKl0Y0pE9Mg97t2G1xIFftnhw+W3bFEqG67F2N7LnslBvnu5MnB0dP7BnsjO91SEHfYZGQaWJVq/PsPu45j5GNuyDBsKjKE5SGQICQ5ydryo5Kfrr/smoued7PDC3ead4TX+Uc4Ib9B9xmV/+SAiCJm88xIvLpez+mH+/eGHHSo4kv7nTx3qWSA2ON5q2U2Sg5dcYUlpU6cPTs4Fjm5L3wVz+x/yXMg5lSsoHO07jaIszBASXT35J9+92n3bGcfcr1w+fLAeOJp3wmxbrkzr1MYbawmgQUoAfodSV1Rp+XE6EGkP/qrJ3LMBynx4XUx+j5Esu0hkbBFvp/7dm4vTIhN+iB6/0YIjb57xlIsqlsJfYi0cSC6m55A9qA/xDXGZCfo6Z5EOVu8SPyWEKJvkOnh/5aTlruAFf2Y771u6nS4scQ5szdjOwd76dzGYE+82Eqdl8Qd61MAoAuxjjGuQ75D1yzER7rp94cPVwcucVyROXMt4jvdieFc7PBC2ujHp9HfMLx14sbY/X+K3XXfNm14L3o3XdZi68WVckRiw3/9+vOFdIltrr9xCTQCym/8AWiX3yTwW5cAB+h5HCABNWdOknF1nEDOnyhJgCwRh8EvuOcwvmr0JMAV6NYYGc/v2lurbuzAjGWViORYPYqjxLnSkpXz2CU+uwoErGXHenUV6mkfHgeEs9oxpSdN7eWDZtdr2YUOEDlVlZ8C0E2pIjEf1RMfxOGrxGQCeUAA5nTvNO4OWMEhJLPzl65U4KkSxnIW9yMDwWfbmgSaBJoE3kgJROdrjWp5BYCZJBygTWCMELLowaLS1QLmyyHqWa6mSIUSkC+5sTkAQqQOuhbJxZINCIbIJU+HHbZUxDiHrlsqIpwfmKhdqkQoEBBgoQqC3pYEBRqzXctjF/pOWXOmVdfYtT4FDJxPoE6fW4bCeIiXQIFzmZ8qmlp+ITIAXLatSaBJoElgIUsAiVxCUfJFW/9lSZ4ghEii0bGWVQCaIgcCPyUM+bQIKpbQsbELXxw5Ovhbkmyq1VUFjnrZD5IIo7slu1SNbwyAuiEvFcj8+F2pSN4bkJhtERcAWCWSAI3bksTh49+PDXr4KITtAMaWLHi1zWxGZzT3aGDuudgCOl7S0HWaAwDZdfPhyUhFpCpKdq5tTQJNAk0CvyUJ6MBhSR1EPLgLvIOv/Q+fJdG+d08RQhToSL5bvkAVuaIleh2uxJfmk0vQrwm+JKG0MXgKcgif+nb2Q9T4t79+XoRIsYVjbKrPLXt28eqVSkZJyFU7/iQadUERS2zesLHIAj9EV1se2TFwI/GBynaYDNsGU0IekRT88rtj1Z1EbNHZlmlbUT/lH5iSWIDNMm/xAZwHIYQ9QEhhLxETEGMQQxBWVOSzq+zj8RBdLL0wc3ueeOfJUD45f/5ovru3ZymHR58UpsRuio3+8tXfBpeSyIQfkdV335+scyHviIMsqQOTQig5naUsxGzulSIytsx8dRNDwJGYJS+xzuffpFtNCC3IMdUtZPryZ0517G+vtPPYEV7Hh5LJ7s+6xGw6z8DodDT5MUlhSwPyIfgVls7+cO/eIkd9kGfuUvySoydPV8JbAtm9fBLckWxst+9lie3zj+s+fnv8RD03O7ZsLrlL8JKpZ49fcD2xq4Q2HFBsuiPnOrR3d5FWPAv8pJNnf6j7Ru4IK+5jnerNEGNdc/unSeDvIQFxw5PYCLHCNydOVE7AdwtxDgEDyQ/203c/mT1HGBJM3VJkiPQKlJAyLBdaRLGN6+t777snvxHOWtkv8Qw7wi74Tvvu62by5XeJaY4eK9weMa3reDj7rN3vfXxwPvEDvQsjYyOcBNaP+IEU6Ny6BD+MHZuz5bw6mtxOF14ktU6/bK5C4APRZ2KxtaVzumVoFGaZF52DYMi+7RgSb+geup9MkE90bEIa1eHXstOLQ1j5+Rul9csrLvdDnEqHKkzYGxusEMJ9gxEqfBM7sptIKciI//p//h8///LaCE0Cv5IEXse38VeaajtNk0CTQJPALycBzhGjzgHiuAEMBOBAVwlCzlQXOL268yHAt3wBwFdgLWjkqGntjezSdUNZWUlEVY99FbsEor8BMQRugGsOCUdSArOrbthYIIDPMWJ74OInS4pDnDkIHI8kQHdOzhBwBbt5U4J659L60zyAGirz169ZW/N4553F5UwjnWiPqmqFM0h+XeXDq8vvJ19LO7BJoEmgSWBKAi+pe7Jbr/eBzsBPQT2dDaiTmPSZJCWweXQd7DqV04w7VfSojT6lqwHNKtCPxN6oHHQM4sj76zdUNSFQu2uD+riAg+VZR7uWhYtNABICAE4EeNC5xPzYDTahiCoBGtmtSZs5SDKaA+BB8K/KX4mMv6nKAU5KQAKQgZn5w6Th2udNAk0CTQILQgJ0GT+bzvvvX3xZuhXIi2AtiaOqGJhKv/KFkfK6rohLq7odqAqk/frYsdLfyIqVxBvRjxKUfPQzqUz/fz//ohJ/COzI4vQ6YBkhBTHdfsBUutsmRuBb08Pa2ltCoCNu07/9q3Yd88+L/j59CBskSQo8Pp+kpPP4bHHkY04qIlXee5eo03q/bU0CTQJNAr8tCSRJFp2oq5VE2vHTZ+MPp1NibAP/XIGORD88B5FxU3xvySMV3/YpYnh89q5b7eLy0+l2yTTLC7BDX8aeSEAiA+p6pUuhjUlBgNEJUSdChEfFS1eu761qd1gSv10VtGQcPa1bFpKMOACWpasv/OVcYg2V7Z/XUkGnarynmd/szdzYSDEGTKxeISnAxnQcuXnndtmzikcyNqKLhCmMir3769ffZjmib2tJGDZ0tHNiN3aWnsjnipws6SIGYm8roZhrgb1JyIqxxB82dulmjjny/cm6HknIg+kUpgDLUnVLk1zcmvcqCEiMhhCxds2qsueSdGR6KgSV8yGzuH5yhEuxyZ1NrdP8gv9093PyCV7097lHerZOBWcjw3ezFAWCk+7D20MQEb95eBCHCtMMSYcvcyQd33S/+fevv053kzN1b8nWfelj1meR1YPnXVeev/zt6yILIexKdEqCet69VxI0z5Xnnu/iWZM0lzCVBOY3IMR8fuRIEay6TitZlmr4bM+9ovZJk8BvUwIPkx/QOctSYl8jfUWvKVCFudPlkzb6Wwyhe8iqb1eUXbK88oZ17yWeWVk2wfffd7XvgALTR1QR71jaU3cpHViORjcgDtKTSPWKmkovTDi5nAn9XvFD7JjOXOIGqgSp0udFfIntmFqmdMJYdJA5soWfx3bo6Psg5Eh2lSzYuHXR54idzllFVsk9iKFgZ+IptlhsZgzLqCLl6IBS5Do6Z3xD4KHeo3+9Jm3523x/fmFcNmnc8Z/zH9xX13rl2o3KH4kB5V/cN3Imn5V5NvzetiaBhSaBRkBZaHeszbdJoEngZ0pgvBch4ShA4tAgmvAnVJZbXoEjBagFBMzvhIyfmmD+UcAIQRmAAdi9OC8JTcA2B+K9NWm3nfNaRsGmkt2ctBSVSBSQL4vDxankqBVoHccMMYSDuTx/42D+XAIKh/N5AlDX/O33TytAl4D8/eFDCfw/rCBTm1nBr24tHD8BqCpSCVBVOGfjBH6VChuBp9aoWvFxluw7n0M7Xnrt0yaBJoEmgZ8rgfF6f9KoAmAAWrWAToCu3Wjp8fr8ViUJi4CSRGG3PMJwJKdRmjZ7E5UPNzoQ+QOxEGArKQkkBQxoh6pyTzW6oFwVPF3rcNWXfpagFGQjx7AN9LF10QHBbAGgcEsIKQDeSZs5qKyU6Dx3/mKBDn8IuGyW7BDAGlhtXfF7AZbnkGwmDdw+bxJoEmgSeIMlIAHy7HkIKAFa+feWkeQ/f3rwQFWYqai2dV2lnhbYKeGoUvjilYuVvJGYkcRC0utA12n97lhVfZbvoaf/n7/8tXS5qj2V4ioPAavlR8cO0PNYMHT792l7T2+fT3KMHpbUER/Q/bPO4DQ/ayvwOvEG4BtwqyW3JCvie3UAy+fVHSV2EKhd8c/POmM7uEmgSaBJYIFJgOKNv/w4uvEWHf3kbBFRkLcV6vz+w7T/37Orlk5YH9shYdhjHWIGr35ZZboeUUPSDwECkfGv33xbnUIk62E4bMfUlvPy1VWUw6Uk1sQi12OL7iY2+GjfviIEqH73d/bM/sghbJoXIgk//tssF4d88fWx49UxBI7kGEVOo5vj2Ztbty2xcKniIHHC/nQ4+Wjr3rJXbJMlEBBgJANdlyVbLN/wP778qirpLQn0INc6c4swU5DlGsQ+3yNQpFLdkqEINNtDbkDQhD/BvP7y1deFuT0N1nT32b1gUlnyLkk5RCDz//1Hh2uZBuRJc+4xMNeNnCKJK9ZiTy0ngxjz+bffDf52/HjZvaeZ94u3egBevNtP3mOmZX/ZYfgLirz+I8+P+G9fYkcV8ivTmUYC8534FLrUuL9wQYUGXx09Ws/AF0e+K3KPZ7hkMEIKEeuRJfKPDjmSyZK74kNLdsAc+THiV/cdVil29dzDAMXNRdKNf+R5dS7Ptmeo67Tyqt3cXlYibb8mgYUpgcfRUTee3kq8cD5Ei2NFENHp4t0UdyLmTdp0ZH+U7+rZHMdGWLbMd7ps0t6uO9feZdtLB9IJ3ZZ+KsGoxDdyEr6rOmJ9E51Iv7JNMJ/q9j7pxPmc3rib84sfLLN1/eb2EBNjpzKfzjZ2HSCRAh8ipozomNnD0u8KdF2/vAcipbiKfTuYjkq6Lu3Zsa30mHmLUbrcw9J6R868GBIMEufn0Tc6ZSGgIKyMI1nOCqbKxsye0/Tv9DNQj+2a/vQX+cn4eSFMkgFbd+rcj/moI5W+H3LroU0b6/6RMzLq0tj6tjUJLDQJNALKQrtjbb5NAk0C80sgwbP2npijWMECJDZdsOqz+mXMCII5beBUpHBsVFAIpjB4BcNalwISBOezN9WPqjUEg4Jx+zmOM2Zc57QOsGoLJBfb/9/efX7FkeVpHv/hvRVOAiHv1WW6unu25+zMnLNnX+0/u2/nzM6e3emd6Znp6uqqVkkqeSEQRnhvE9jnuUkKI0B4EvTNKgQkmRE3PgFhbjzxu27XSPVEqh7iE3kf3vh9PqjwZ3+4M2FOHRI+SHT7HfTwMA0/PHkaZfUN6eKjL0KmE0UFVXyS6ff5ZPGtOtf/pI4AX6x0iMWf7eEgTfZA9NPlSA1b+8cXYFOJbp2E+g4eH9y6Q8AXRut0gdN3nPjE1ief7lxxh4Tf4zsmPW68y7C6CorHhvTBpw9mM3qdD0y71Rnyw+MnqXPbB1AuCeqDxdHJCXntfEdKOmDWsnna7lzwRVt3MLgTp0ft9PrbcQVvXDi+RgCBL0bA21qfyLkD0ndTdKkzzB2U3o76Yp+37Vu3G95up22VToi9rfL296XGYHdn3Fttq55pvF53PruDzh2q6+/Xllz7CO8zPGZ7le5MHBmb0Il1X7q46E5Ab9e9nfNFTQ994JNun0T6RN3T9l34bp+Dit6uervuZfAJuTtYvR12GW0Pn+M2epvr7bsvavrOFt+h6fCIf7berk9Xt/cVHhvXAUPvG91R63l5Hu5E9J2J7iR39a7dpvPplHkGAQQQyFMBHfr66NfHwqHjdB8/pgs02hd0vr6Y9hE+js8dtzto7ePwtK3V9tBjtXvIhHRsq+1yCudtc17gpfd7fIHN4RPfMfj8bUsqle3tu0Pb3s942+5jW293u/sG1CGcLYvvcw1vo32867vOfZzvMHf2bkKdT+g9Pv7/5c2bdCHQ4XRf3Hz57l26u937Jp937LjtNoI+PB1beLrex/g43ncOOmDp/ZjvxHP4ZOtQDV4+HggggMCXIuBtvbeRDiM6wOht97QCHu+0jXe/iCtDuOKIK0J4+57rH3G/jofZ9H7E1Ux8fO2h2XxxyfsSX/Tzz9YvlnnjnHsUaB/j/pVIfT7eL/jD5yQOjzt04P1VsYKUvqM9Ddmgzz4Pyeh97sfxfsPt9Q1BvuDoi1vLviCp12x95KbvfiOfnzzXnfHeB/kiZ7uGYkkX/tRv4/4xX5jzPswVTXzO4RCKQ5RePgfcP9n3rGpZ9J/3OdlzqnfxL3/6cxqmxVUcvZ8sUhVd7+/cj9WjPqs0DTXT9t6fegp2taPdfLHR+1O3y21y8CJr4F417+fnUn+cz7Nead/ozx6+wPt8L+tWA4cl/ulf/5iqefji7w8KePhcy/vH9Po01c1u3md6v+2whT18HuZKAq4A7PO67DA/fs/m96U73bXeX6oqyT/92x/TDQReBk/Hoc/1qmPZde59+//S61xxxv1v//HTX1O/49hU9jzSN9DVaN7pd08/98Pt8bR8nuhzUvfL+Wuf8300SK/c3Db/Pnr/7/Xp33nbexkdiHWVE68nrwe3132AuXl5GCpXVHCfXqo6o2Om9PuWvLM38XmIQg8r5WoPXm++CcPryd/7d8d9htn1srlNaSb8g0AeCOT6Tlwp/P/8x3+mG4f8d/fo2YvUN+S/ma3blt2andu+uX/KlcX9d+swnv/W3b/tCiUO7bm/KrOxn1x/Ij53cEWtN9qO+G/H1wz8t1evKli+ydXbCm8XfT7hv/l59fV4m+DtrLcFnqfPL3x9wu1O5zRbtlVb2552HZqez0EcanSY0ZUU3a/lcOSjZ89T/5q3M2l66U95+7/n9Kz2VW7T4OiI2qsbcHXe5WCJh9JxNS/vV/18bh/nz75h12EN94n5tW+0f3Oo0cH5dK1jg5OHpvN2yMvroYZsVFNdmT57H+d9ibfjW7fR3sd5u+/tuPfV3vb52o77Dr1fdF/cetWyzcuXW6d+rfsb3WfoNvvc0e0c8zUPzdNVwtw276fdNg8/16DjCZ/PeYgjrwr3XfomM+8nvb/z/j4bjNm6ZvgegfwXIICS/+uIFiKAwD4EvPv3gaEPenxC7JMZP5zWTwdC25xw+ucZHQT4pNQ7+uxdkTqZ1QGb3+ODMp8wuxNgu4cPMhxA8YGFT8g8C588+2Dq49iqetLzcMeFL+h5uj6Q8QlurjPa0/Y0fODpFLAPBH1g6Q5gH3T6gMMdDYU6kBlZyN456df4IqEDIulkUm3x3TGhgzZ3IPjAys/7/X3qePB81zs5tlua7HNON8/qo89t1vL7INMHTK7a4gudLkteowNbe3v5fWHW0/aBoC2G9dmdF052Z+enznTx+STWHRlePo/b6wNKt83BH9/VslvbvA7G1OniTgRPxwfprgrjjnK3z3fV8EAAAQQ+Cmi763Fhp3Sy6e2NTzrdOejxYH3i6DFifeK39eHtUO4uPb/fJ/Pe9nkb5JNHBz5854dLp26+s8NbxILUcecOA+9TfOehO1u9ffPJpLfZuW219xP+3ndqOPDhk0uX2XS4zmFD709yHYjevrr9nr87G3yC7fd2q+qJO5ddgtn7FG8jfaLr1+74UDNTAEXL6SorPtH1iXBuXiMT4+qQ0J34OiH2PHgggAAC50NAGz/9P6fjTm/bnuj49YO2594/ePubgs06tvWFER/L+zjWnY/eT/h8whdhXHnK73Wn626dzDPaZvv43RevfIzq6ioeMs2VqurWhnTzhUnvazwPB9e9bXdY3Rd1vI9xR+S8vp/SMa/v5PaFIXemet/jY1+fM7g9vgvZ23BfNPJxuF+3W9uM4OXzRVQfg3t5chcGPR9P2xeTPJ2dzn3Ox+8DS4EAAgh8RkAbS1+ISn1FOm729tLbWt/97XODSl+YV3+O+3Q8JI77R3zRyHdre3vuPgv3k/i43YENb/Nzx/I+x9hU+WRTUzRfXdRziGVc+5/ceYDPFxwocGDd4cNsNd1s9RVfEHM1q+wwOpOpP8b9Mt4vzMwpfKL+l53CFJ61qzp6n5UNoLyNf//xrwqvNKWwi/ddHjrakQMH5L3f8n7R+4sPw6PpAuKszme23/dk971LWt4JGXoYGN9tf0FDTTTUqnrMWp+Y+868nL5pKvvQ+2Qwq+fmkqEuzGkf5XBniy7KORThDw854/607P4xO8Scz4O8T013yev8a2paw8lpfaSLoqkHa20Wa58cQPnH//dv2XWnY4BcoCbtT/0a7zS3PLwPdbDH50++Actt8LndsC5q2sft0Vrc8i7198nPxwev5ODpeghW9zs6vOF9cjq+WHufA6C+icLnbZ6+XpYq5zjs4Xk26aY0H1/4d9HDVZToYrjb7N83G/gCa+7GBfumvrZtliXXyCWtf3/4grbPd30u+Fy/bw5Z+RgpNzShfw8cdPVy+DzW57k+//Tvg792H6b/ZtLv29r8/LvlYx0vy8j4WAqz2NDryO9JlXy28cq1jc8InLaAbyLy39Yz9e+4YqxvWnV/zRttP7y98f5hzw/9Xfjvw/1F7zJ96W/Jf9cp0KjpTnhf4e23Pnwe4u3M+kN9XPobW9T8/HfjGzq9LfLwPfVpW+DtdaWqYpWkfie3y9NL+yNtT72N93mG/3YdDEthub387a212edOSykEMpoqYHnf4b9lh0D89+zpbrfNXG+/vlqb1sLacnhb4mV1+MTVrdLwX9rmuMqSgyh+2MsW3qe6/bl9qffJ3u5lZLHx4W2Nb7bydszbYwcR040B2k/mznV8/vPJQ/PxxjZde1DAx+v8dff75Od5OdDi7XR2f7L53Z6PKz95X+1AjQMsfp23id7+OdhoKz/ntnm9uW/QQU5f3/B20vsR7zl8s673ky0KJaVtrxz8e5D2ZZtny3cI5L0AAZS8X0U0EAEE9iWggwVX28h2pGZDIN57+0TZIZSdDoR8MOODiHTSp4OBbKpfnbMOguigxAcS6fHpOWSapA+E/H6fPHp+fk/2Lncn/rNvys3D7XBK2AeC7jR2R7c7KXxG74Mkdx74wwcXvkPCgRov05JO8lyNxB0ecwVFqUPCd7H4AM/L69d4HqnDWJ/9nE8cPc10sJx7nb7f68PL5IMgH2i5vT6JdYlPH2y7o8Un1dl5Luh1CsqoM8GGPsDygVHWbX35PY1xvcfL5oM/e7lijf38M7d1p4dPmL1s7kTx9G3muzA8P39se/C408R4HgEEvggBb1O8Pfa2yx1vDq35Djl3Gni74xPArY+0rdb2xieb/cO++2E6dQ7mtoeeju/w274TUyfG+vnqiDpMdSLtcJ1Dh97ue3qp48/bOW2jN+6rvK9xp0B/xaDGdi1PYcMibR8zbr+2jd4O+652bwPT/NU+n6x6+bztczjRVbI8n/QaBUt2fGhf47tiHHLxGLqubOXvPV13HDis6E5lt3+3bfKO0+cHCCCAQD4LaPvr7bf3Ad7GOYjnkEj2DvaytQCKOoXVSes73nyR0Me4qaNWX6ftoqax28P7EW3kU3jE83KYva986OMFQ+8LfG7i41mXz3ZbvA32xUY/vL/xHYH+7ApV3n/kwou+gd133/sY28fdPmdJy6E2et/28aLPjg10Ke6C1Knrjk0HM8t0TO59kC/8uYPUF8+22z/uOEl+gAACCJxngbVtvrfdHqpseGw1bZfdj+OL/j4Gd0DAVVp9TO7javd3+JzAx/E+Vvc21dtzH6d7O53rI/ocWzov0b4gnUfos/dH7uNxxRWHXXKBF+8vPI9ZnzNovp63j+W9j/Pd1rvvtbKt8Ly8P/E+yedOvjjpvpdcSCQFD/RzXzjza9wm74dSP8xn9otpDnqN9199gw55TulcJBvcsJ0DO7ZygGPTQ+9x292WMX1tV1989HtskIY/krnb7Z/5fMn7VodubOD2uU9tt2pePu9xVZUi3fDlC8puW1pPmt5O68nnca4m4Gn7ZgP3TfmcL5mrrek4QO3d+vAxgde/L7Z6nXmedvU01kMy6+/yhW3PI/UX6mlfPPYyuUKZQ03Z45fy5JBtw2JytIMNfCyT+tk0r70+fLzh9ftBN+J7HfvCqH/P3Afozz6GcADF552eto9fctY+Z/Xfydbl9zTdFodnfTzl83H3bfq9/ptK58jbeO21zbwOgeMW8N+8zwn8N+ftsKuC+2/Bx8z+/ffv+H4fnmba7qm/3RUTS1UZ10OE5vYV3pZ5u+7XffLw9lA/83bA279JVQR3X737eNxX7/1Tbr/g7ZkDig6x5/qLPN3szVSfbqc+mdeGJzytUc07t3/wFtrzd0Uj/z3vy0HT8dy9D3HlLl/78Ge33/tTb+Md0vM20tsUb1/m07bN25zs/s3t8HJufXhb6/Xl8xv/3KF975vT+Zfa6eVwu7d9eF76eQoWaX7eH7qN3q56m+hpZ1u++d1uo9fnuD57f+T3qeXZ4wH5uP25del1l2tbacn4WtscdM2GYrwvGpeFAz/JQtth9w3uy3dz8/gOgVMTKNAf3/62NKfWVGaMwJpA/QUoEDgfAjpYTUEXHVi4EogfPgDywUz67K2zDlw+eVRURlRWffL0STxRoLYWKvSRG/vX8/SBlw8UfYCVDsTUfj/LAwEEEEBgLwI6pfb/aV+gSlfqLPDJsb/3vsAnpz5Rdudxdp9wiO2r9jvuKKnQHRQeU/a7h/fjd1/9Kv7uu19Ho8IoLhX6rz/8JZWhdknXbfdBe1kkXoMAAgicFYG0XSyMEoUw0oVDbXu9lXUHou/Y3noR5UCLtWEevmjmbbs7Q33svOILg+l4/xDb9r02yu1I+5ri+O+//5v4b/r49v69uNF5OZX1/4+fHqUhPJ++ep0u4G29m3Cvs+F1CCCAwBcjkLbv6tfRsXsufOI+Hl9o90XEdDHe/SPb9escBGnD/Bw48DxzQUSfL3i/4v2L+2V2mmeRzjUcyv/m3r34/bdfxz/89jfxD7/7rSo3vk7DKPzPf/7f8Y//9w/pLnDvM/xaX8z0OYT3V74Q9zHseNDl2rgcaxdKP9fuLFf2vMnL7OXwPtV9U15eL78vqvqcKd0IddC2HWS9nMZ71gxzDr65y+s/HVv4d8DLfwQG/h2wd4msfZ6qX4Q0bc/HF0P3tt5OA4h5IvBlCaS/1Q37Ip9vZPuRsn+nR7E9OH7R7LmK96ne73i4Lj+8PVvfvmWvm+jZ42/Oqc3BDtlrRt7H2cLVZnI3Kyw8/vHUWsaMEdivABVQ9ivG6xFAAIGjEtDBQwpsrH32ZFOKNneeqOfz7eGDPp/MZzI+8FlPGafAjA5u00nuuT4IzLc1QnsQQODsC3ijr85UbUO9VV3QdrZAnXm5Tt7c9jXbYbDP/UKuc1edhu6Q8DR98tpyoTGuXLoUd69di1udnanz1nfUuQS1xwT2nR1sys/+bxZLgAACexDwcXhk7yjz9tbbST+2u4N3D1Pb/iXezOfmobuG0x2H6Zj6GI+d17b/Xp70sbYPcKl+l+y/rtBJp/YDvpvZlVNcPt9lpV31y3ff5e7Q236BeBYBBBBAIAmkfYiLXin8oCdyx/CuEOEqFbsFQQ4kuGF+S/raF6O8jXc/TLav5gjn6Wlq+g7DO2SQe3hZU7+Pfn7gh6etN3taGX3tC2vJ6rMT9A5Vy+shinS+NK/3Fap9afnV1ux5k19ziLZ9tg158gKbqSleNw7Npt+DnIGX/4gMcr9XDuXmfg88Zw/d8XG9HdG88kSWZiBwJgXS36q2B7l9Udouejuh7cLZeai9af8ZqgKv7bxLP+rhbZ2XI23j0/bmvG/j7ZC9STkF/XT9xd97nfJA4KwJEEA5a2uM9iKAwLkSSAcPOoA4M4cQbqs+cqnbc7UyWBgEEEDg1ASyJ5g6w/7YsXcUTXFHpKup+AJjmUqYetgyl/DsaGuLm1cux51rV+NK+6VUbtrlrB0+8fi4Lp+aPc0/ilYwDQQQQCDPBXRsu6ILWcfXPeseQ3Uieh77r9B9IDxv/3N3D+buEC9WWe+O1rbovNiWqp5cbmtN+4ixqck0pIOHYXMAZcnDzMmEBwIIIIDAHgROuo9kbX7pYtwemneolxzn/vHAbtk+qVVlYr74sKQNj/j88ZPflw3rKQ2V88kLeAIBBPJCYMPfal6056CNSMuhfjGFLtajjwed2Bl+33lZn2d4FdD0oxEggHI0jkwFAQQQQAABBBBAAIG8EnDJ7KrKSlU7uZhCJzVVlVFXUxOtFy7EpdaWFD5x6e7+oaF4+a47uvv701i3HoedBwIIIIDA2RVw+MTBk47W1rStr6+tidpqbf+bGqOtqSkFULw/6PswGF19fQof9qUQyuz8XDZ8ok5PHggggAACCCCAAAIIIIAAAggggMBBBAigHESN9yCAAAIIIIAAAgggkOcCJQqXVCuAcrWjPb6+eyfaFDxpbmyMmuqqqK2qihp9OGzSqwuQL7q69PlDjGsoHpf55IEAAgggcHYFCjXkTqmGXLvY0hzf3Lsb7QqitDU3Rb1CJw6jVJaXR7GqYg2NjcXzN28VQBwIV8Kam593feezu+C0HAEEEEBgTwKqnZGGM3B1Ww+tsuwhVfQ1u4A98fEiBBBAAAEEEEAAgc8IEED5DBA/zkcBOsTyca3QJgQQQAABBBDIL4HCwoLwkAu11dXpjvfrlzuivaUljdftkMng6Gj0DnyIH5/+Ek9evoqR8fHIqAOaoRfyaz3SGgQQQGC/At6Or+ijqqIiLimEcqOzI662t4eDKX6MTkzE8OhYPH31Op6+fhP9g4MxMzdLAHG/0LweAQQQOIMC3kf4XGB+YTGmZ2ZiTPuEyelp7QfmYilDJcQzuEppMgIIIIAAAgggkHcC2d6HvGsWDUIAAQQQ2FmAENbONvwEAQQQQOCjwNruoqCgIIp0p7uHYygvL0sBk8npmeh63xs/v3gZjxU+eaUheMYnp9I44tz6+FGQLxBAAIEzKeCLi76j3Y9iVUIpLyvTkGwVod1BzKrKyXuFD739/0Xhk1fd3TGkQOK8ns+950wuNI1GAAEEEPisQC6guKDwyeT0VHwYGdEwbP1pSM5hhdHn5hc+Ow1egAACCCCAAAIIIIDA5wSogPI5IX6OAAIIIIAAAggggMAZFFjU8DpTuqvxTXdPlOgCZJ/ucG9qqI/Zufl0l6OH3unu709BlLGpyVjS63kggAACCJx9AQ+jkIZY03b/L0+exqAuML7sehfzi4tpmJ0eDbnTrQuOHnrHlVC8X/BFSQKIZ3/dswQIIIDAbgK5gKKP/bt6e9NLxxRCdxDxw9Bw+rzb+/kZAggggAACCCCAAAJ7ESCAshclXoMAAgjkm4DvatcdjDwQQAABBBDYSWBJpbVnZudSyGR+YSHe9fZFdVVl+I5HP+8hGPzhoXfm9T0PBBBAAIHzIbCqAMqyAiUDw8OqdPIiegYGoq6mOhaXMrGoEMqQQif+8JAL07OzseJqKQ6g8EAAAQQQONcCqQKK9hETU9PRU/BB+4A5hdSHdG4wq+D6bDo3ONcALBwCCCCAAAIIIIDAiQgQQDkRZmaCAAIIHIMAfcTHgMokEUAAgfMjsJJZjoWVBd35PhpTGnKntLQkSoqKY1mdzh73fWFxSR+L6SNOep9CiPL8/KKxJAggkH8CCpN4sz4+ma1uVVpSEv5wZRTvA+YVRHQw0UFFh09S9ZP8WwpahAACCCBw1ALeP2g/MDs3l84HfI7gsGJG5w1LmaW0bzjqWTI9BBA4YoHDnLtzHn7EK4PJIYAAAgjsJFBQVFR0mF3WTtPleQSOT6C+8fimzZQROAsC5ZURldVnoaW0EQEEEEAgXwQ2djTly9H/xjblixPtQAABBBBAAAEEEEAAAQQQQCAfBQ57Ls85eD6uVdqEwN4FXj/b+2t5JQKnLEAFlFNeAcweAQQQQAABBBBAAIFjFzhsR9VxNPC02kSn23GsTaaJAAIIIIAAAggggAACCHwZAqd1LntY3dNsN+fhh117vB8BBBA4UwKFZ6q1NBYBBBBAYE3gNM8YWAkIIIAAAgicYQF2oWd45dF0BBBAAAEEEEAAAQQQQOAUBTifPEV8Zo0AAgggcFYEqIByVtYU7UQAAQQ+EeCM5xMSnkAAAQQQQGAvAuxC96LEaxBAAAEEEEAAAQQQQAABBBA4vADn4Ic3ZAoIIIDAGRKgAsoZWlk0FQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQyEcBAij5uFZoEwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggcIYECKCcoZVFUxFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgXwUIICSj2uFNiGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAmdIgADKGVpZNBUBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEMhHAQIo+bhWaBMCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHCGBAignKGVRVMRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIF8FCjOx0bRJgR2FVjd9af88EsSKPiSFpZlRQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBPJXgAoo+btuaBkCCHxOgDDS54T4OQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHAiAlRAORFmZoIAAscmcFohFKqvHNsqZcIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHD2BAignL11RosRQCAfBBx8IYRysDVRUBBFRUVRXFwcpaWlUajvM8vLkclkYmlpKVZWViJWD58sKtQ8ijyPkuIoLCyKpcyS5rEcy5rX6hHNY1sALU9ZWVlaNi/Hij4WlxbT8q2uaLmOYNk2zrdQy1jsZV37sKM/Pi7nxhfzNQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALHJEAA5ZhgmSwCCHwBAofPSHwBSJ8uYkFhYZSUlERVZUXUVVen4MT84mLMzM7F1MxMrCqEsnrYkIZCIJ5HhYIg1dVVUVpcEtOzszE7NxeeV8YBlGN6ePmqq6rSsjl84jCIl2tG815ezRx+2ba0u0QBlMqKCoVeSqNMyzw7Px9zc/Mxv7BwrMu5pRl8iwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggg8IULEED5wn8BWHwEEEDguAWKVIHkQn19NDc2Rntrqz43pIBGlUITlRXlqk5SqOokmRSYmFVwYmxiIoZGx6J/aCj6PgzGzLyCG0uZz1YOKdP0qhVq8TwutbREU0N9NNTVpXk4pDG/sBhzCmc4DDKqefQPDsXgyGian593xZBDVSdR6KWxoSFaLjTG7atX4nLbxZia1bzGJ+LN+57oHdCyKISSUQDmKB6l5WVRWV4RVzva4/rly1rW2qhV8OVNT0+8ff8+emU3ouXjgQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMBJCBBAOQll5oEAAgh8qQIapsjD7HS0tcVXd2/H3377bdy/eSPqa2vDARSHT5TbSLkPB0AWVf2kp78/Hr98Fd///DgWFNZYHlmO2eWV3YfN0USqKysVPGnWPL6J3331qxTMcBCltLQkDVGzrGl4eg6fdPX2xvePfo5Hz57Hi653KQDjoX8OU3mlQG1oa7oQD2/fSsv58PbN6FPIxWEQDzE0MTWdlu+oAigOnzQr7PLNvbvxd999F+1trdGikM8f/vznKP2hOFVCIYDypf7hsdwIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwMkLEEA5eXPmiAACCByBQP6P/1Os4EnnpYtxs7Mzfv3gfgpm3NDXrkyyqIomY5OTqeqJgx/FRUVRoWootVXVqYKJh8+pUTWPtqamePT8efz0y7OYdIDD1UPS8Dzry5+tfFIZv75/T/O5Fw9u3Yrb166m4Xc8bVdUcYWVEg3DU1xcFHU11XHzSmcarqZJFUtq9f3zt12qtjKk6ijTsZxxJZT9DdFTpaGE6mtq457CNb/91cO4e+NaCt14GJyBoTLNu1hBGyVt9L8mfqj1X1BYFIXyamtuivs3rmt5b2q+16NWbfCQQ1VyLJVfkcI9h53XoRrKmxFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBL4oAQIoX9TqZmERQOB8CBwuwHBSBmUKoNy9di3+7re/SVVJ7iksUa6AxIKqnHT39achcIbHxlJVkMry8mhV2KS6ojJV9XC44kr7pXigaiIOjLiSiKujLGWWlA3R8m8gcCWV1gsX4rdfPYz/8Q9/HxdVBaVRQ+84eDI8Np6G8pnUsDs1qpDiIXlcFcXDAXVevJhCIkVFCmpoenPzC6qQshDzroSiDMp+HnUKf3RebIuHN2+mdnReupTm9WFkRKGXEgVGXOmlIJs/2c+Et3mtp1Wmqi6u9vLV3TtpnrflvKrQjI1S+EQBlRR42eb9PIUAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIDAcQgQQDkOVaaJAAIIfMECBaq8UaNARocCGV9reJjfPHwQl1pbUtWTJ69ex6t33WlYmg/Dw6o4MhseescVT+pra+Jic3PcUnUSVzGpqaqMFlUocTWT3ylcUq5Ay7M3b7JVU1TRJPe41tEev/v6q3ig8EeLhqSZ1jT7FVj55fWbNK+R8bGYnp1VaKM0Df1zraMj/J6r+qhSKOWrO3cUbFlOFVnmFuYjM7YcSwqhZCut5Oay5bOrmejRUF+vMEtDPFR7PfSOl7e9tS1VcikqUOjkSCInm+ftcI1tPZSRPxy4sY3DOQ6g8EAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDgNAQIoJyGOvNEAAEEzrFAoQIoDXW1cVUVTL66czu+0dA4Dn8MDo/Enx8/iX/50/fxWiGUwdHRyChIsqIhdQoV6KhQFZT6mpr4/TffRLWCIXevX0/VUG5duRKj4xMxOzcfPaqc4uF0VlIARfEOvc+Bkr9XlRVXW2lSIOSpgic/P38Zf/j++/jhydOYnJ5WdZP5cLs8TM2da1fjWw0JVFZWqrDLlTSEzara8LKrKwbUxsmpmcgoyOHndno4ZOPptTZdSPP9L998Hf641Nqahg3yUD9u59HmTzyET0FcqG9INq4oc/f6NRldSBVRVvY5bNBOy8bzCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCBxEgADKQdR4DwIIIIDAjgKFGv6lrak5birc0aQKJq4V0vdhMJ6/eRtPX72K193dMaShd2ZUlWTZlUb08Gsc2HAFj1f6+Z8e/Zyer9TwOg6jXL/ckd7v0EjRbGEsKYhRXVWdqqZcVjWQjrZWfV8ZGVVT6ertU9Dlcbzuea8heMZiYWExVQdxeMPze93TkwIxl9vaNCxPVXi4HwdTLmtIHg/1MzE1ldqSWVrUcD/Z9qXG6J9iBWk8XFCH3ushghwAcVDG7buooX0qNMRQCp7otcuqqpKGC0rjBTnMsnOgJTf93T5XVFakCi43rlxOoRkPJeTKMa4gMzM3lz7v9n5+hgACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMBxChBAOU5dpo0AAgh8gQJFqgzioXCud1xWJZS6VEmkb3BQ4ZPXCpF0afid3lhcXFQVk2XprIcy/Nzc7Fwansehk/ra2rijcEe1ghfX2ttTZRFXUilSwMWP2uqqcIjEYRCHMcoV/lhQgOVdX1/89MuzeN8/EGMTE9kQyVo1kyXNY1ZhDVcvudHZmYb8uaCqKTVVVdHpAIqCMu/7P2hooBkFSFQFJc1p/R9XabmgUM2DWzdTxRMHUG5fvZqqt5SXlkVmZTlVW1lRO13Z5ciqkig8U6Pl9bLe1BBFHnqnRdVXXAHGoR0PMWR3HggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgiclgABlNOSZ74IIIDAORVwKMKVOUpLS1I4YnRiMno/fIiegX4NhzOVht1ZrwyyAUGBjVWVQvFwOYMjI2nYnSWFK0o0LI/DKFVVFVFSXJyG6/G7avV8p6qQXKivizLNb0pD7bjiyYfh4RhXFZP5xYVQAmRjxiWFYVLFEAU23qtN3f39qXpKlUIurqLSeeliPFOlluHxsZjTkD+qY7KhgaHASlN8e/9+fKchfL6+dzcuKGBTrDY59DIwNKzlLk5BmHYFYtw+zys9nGTZmmbZNOWdvynS9G3pkM3D27fipoIzrY0XYlGVXV6ora4S4wCNhz2qqqjceUL8BAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFjFCCAcoy4TBoBBBD4EgWcs1jR0DWuzDEyPh6z89mqJt19/RreZjo7NM3q5qFtPjophLKgKiVjk5OpCklGVVKKi4uiVAGTirLyVP2kYK3SR52GzXHVksa6+vTzyemZ8DyGRkZTGMXTWd06H4dcPGSNKq30qyrL+4GB1CZPywEPVxipV3CkXBVMCgo9MNDmh4cU+urO7binCiTXOzoUMFnR8s3Hy6538aOqrjTU1qhCSn0Kyni4oBRAOWDwJDdnh3nqqmtStRdXXvHQP66G8q53PA1L5CozTY0NKfSTAiiHCLvk5slnBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBPYrQABlv2K8Pg8EDnk1Nw+WgCYgcGiBPP4zcNWSF2+7IqOgx49PnmYrhPT2Ro+GxJlQZRKNiaMPLcAOy+CKIq7oUVnhwElhmo6nNb+wkAIdqwq3+L0epudiS5MqjVSlYMqMqpq4CsmkKqEsZTIpBLPTPPzz0fEJVUwZjxkNyaOxbKJOwZMGVVrxMDsbK61snEZB6D+91sEaDyk0oGorHrbnRZeHFnqv4XGupCCIwy9+3yeL6Cc+eXKH3wbNx/NqVMDk1tUradidOxrux23zvBx6cbWWa50dMqher7aSm9x+5pV7D58RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQOKAAAZQDwvE2BBBA4NQE9hpgOKUGrqhqSZcCJ4OqROIhaVxHZG5+IeYW5mNpcSkNg7NbCMPVRxo1rI4DIQ5bZBQW8bA8/vDXKx5WR48qDT3TcuFCCqsUFRWlSiRDGoJnWkGUja9LL97yT2YpE5OqxjI2MZGm6zY69OJ5OvjiqiOFCn9sfbiqy/SMhu9RmKZXwZNXCoE8Vwjkg4YMcijFw+F0tLWEQziqtZKW9aCrq1CVXorVDi/jvRvX45bCLR4mqH9wKF5396QAyuueHlVDqY5rHWuBm60N5nsEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEETkiAAMoJQTMbBBBA4EsRWFV1k4WFxVSRo7CgUNVFQoGQ5VhRFZOVleXPVgCpVxWS+x7i5nJHVFVWpCF5XGlkVGGRRQdQ1obVKS0tiVqFL8rLyhQWKUxVT1zNxCERDwHkduz08DRcpWRBVVVcDcWvdLUVT9MVUByCKSpSeEbT3TiMT5+G7fnjjz+mqi43rFAkAAAYaElEQVR+0/DYaAraTGu+aVoOnmQLtOw06z0/X6kKL63NTWvVT26moX2mZmaiR8MG/aLqKx4+yEMVuTIMDwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQROW4AAymmvAeaPAAIInDcBBT+WFcTwx34eRap2UlZWqmF1mlPFj85LF1O4xCGLd719CnqMpNDI8rISHkp/lKo6iIfhKVNYpLCwIAVJZufmswGUFD7ZOYCyqioqi0uLMa8Qiof38fSKVHGkVG0oVxtKNc1iVVXxEDirroSyFmYZVoWVXODDARe/38ETB178WrctBV/WXr+f5f/4Wk3H1U/qa2tU2aQ9BVBudF5OoRfP/11fXxryxy4edsjLkRI0HyfAFwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgicvAABlJM3Z44IIIAAAtsI1Gr4GwctvrpzJw0309zQkF41MDQcf3nyNA07M6tKI8vLmRS4cEDE4ZPiVKmkIFVZWVhcSJ+zIZBtZrL21IoCIq6m4mopy67MshYYScPeFBdp6J+iFGpxqGTjw0PruAqJH463pKoua6GTAoVgjuJRrGGLqhSsaW9t+VgJxlVhHMB5/vatht7piu6+/hSccdWWw2RdjqK9n5/GzkGgz7/3aEw/Px9egQACCCCAAAIIIIAAAggggAACCCCAQL4L0M+W72uI9iGAAAIIRBBA4bcAAQQQQOBUBQoV9igrLYv2ttb4+t5dBVBux5X2S1GuoXDGVeWjq7c3nrx8FT39A6n6yEqqgOIhc3IBFFUq0X8Oksxr6J+MAioOoPi/HR/6eUYBFA+/s6xhgbKv12hBCpw40OJpO4yiJzZNYkVDCS2miilrT+8yi01v3Os3mp+HAGq50BhXVf3k7vVr0dbcnN7t6ifP33TF257eFEZxlZaaqsrdl3Ov8z221x010LE1lAkjgAACCCCAAAIIIIAAAggggAACCCCQxwL0s+XxyqFpCCCAAAIbBAigbMDgSwQQQACBkxeoqqyKqwqcfPvgfvztr7+Nh7duRkNdXQyPjsXjly/j0fMXqeKHh5xxyCRVN1EzHRAp0ZA5rgKi/EmqCLLgIXUUEvGQOLvnTzRMkKblEIqHzfHrPV0HUDwUjz/89Zb8SRZn3+d6uTf4c+7rT509v0IFXxq17HevXYsHN2/Gzc7OcGUVD7vz/G1XGnpnYHg4Df1TpODO3h87z3fv0ziNV55muzeHj05j6ZknAggggAACCCCAAAIIIIAAAggggEC+CZxmf9VhLE6z3fSzHWbN8V4EEEDgrAnoqh0PBBBAAIGzJ3CaJwxHo1WkoWZqamui82JbfHX3TvxaAZRf3b4VrU1NsaggSU9/f/z49Jd49vpNfNDwMzOzs2nIGyVFUgN82rLx1GVldSUbJtFnv2LXCih+habjoXdS9ZNNnFunvJ/l3TShDW/c6fn1lySPmuq41NKsyifX41pHR9TX1KaqLm96ejQEUXeqAjM2MRHLCs6srnx+mtmp7/V1623hKwQQQAABBBBAAAEEEEAAAQQQQAABBBDYKkA/21YRvkcAAQQQQGCrABVQtorwPQIIIHBmBM7qCY8CHvq/uqoqbl+9Gl8rfPK7r7+K+zdvKHzRErNzc/G6pzu+//lx/PD4SbzpeR8zc7OpWkl21WSX2xVMFpeWUuWTj9VLVA2lsEDVSz6uw52M3AZVHElVTlzpJPvh2IqDLP5YD6Z4GjtN5+OM9vgav377aVVWVMSVSxfjjsIn92TR1FAfkzPT0d3bl0I47/TZQxLNLyyk8Eyazmebtv28Nraar3cSwG4nGZ5HAAEEEEAAAQQQQAABBBBAAAEEEEBg7wL0s+3dilcigAACZ1+AAMrZX4csAQIIfHECZ/iAXUGP4pKSqKupiasd7anqiSufuAJKc0ODAiWLabiZH548jZ9U/eTVu3cxpKF4FhcWVfHDw+qsL3tGAZQ5hTE85I6fzQ3J488pUKLn1l+9+ZckDXfjoXY05I2H23EQxQ9P3sEWf7g6ys5TSC8/kn8KNH+bXKivjxsacufWlSvR0daahuP5MDQcXb290fW+N4ZGRlP4xMMFpfYraONlzYVoPjZmLUxTqKF7PG0vVHJY/+fjS/kCAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgaMSIIByVJJMBwEEEEBgdwEHIxSIcPjEgZNv7t2L3zx8ELeuXomLzc0xrSF2XnR1pWF3/vToUbzp7onhsbGYm58Phy42hk88o8XMkiqjzMWCQisOpxRr2mWlJVGsUIkDGvpn5/boZyXFxVGqDwdQsoGVglT5xIEWf3ieroJy3A+HTxrr6tJQRGnoncsdUV1ZFcPjY6n6y1uFTz4Mj8S0qsC4nQ7N+FGstntZ/X2BwyZpmR3E8WsUaikqjkK9RguVlisFUVKm5viX6bjNmD4CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggED+CRBAyb91QosQQACBcyfg4ElpWZmGlWmIG5cvx29/9TC+VQDl9vVrUa9AytTMjMIWPfFnDbvz12fP4/mbtzE4Ohozs3OxomokW8MnBlpayqTQyuLiUqpW4iBGWWmpghlF2aoguyi6aogDKCUKf6QAh753nZDl5ZVYUrAlk8msB1AOmtfY4/tKXf1Ew+20q+rJNVWF8TBEtTXVMavgTWVFeaqM4udbLjSm4YZyi1VdWRk1VdVxpf1SNNbWptd6mRxmudrent5fqkDOtGynpmdjcnoqDW+UgjUO9PBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4AgFCKAcISaTQgABBBD4VCBV7VgLRnyniiffPXgQ39y/q7BFRzQoODE+OZlCJz/98iwNu+MhZwZHRhSWUOWTHcInnsvi0loFlMXFFBbJBlDKUrAkWw3kMxVQFPxw+MPVQlw8xNVOPKzPggItrq7iYXiywZc9Jkk+XfQ9PePQjIM5Dp60NTdFc2Nj1NfWpOVw2zovXZTRAwVjMqmNuYmWlZSmwE17a0sKr9RVV0eFQj7XFfApKy1LlWUGNITP2/fvUyWVF2/fRk//QCzKa5kASo6RzwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAkckQADliCCZDAIIIIDApwKufFJeXh6XWlvjtoba+d1Xv9LQO3cVqrgUlXreQZOX797F96p88vjFi3j1rjtG1obdWQ+AfDpdP+MAiqt7LChQ4SF4yhQmqamqSqGM3LA6278z0rA7FeVlUVVRkUIofp2nM6+qIwsLC6quoqoqJzQEj0MmFbKoUkWTMgVISkuyQ+vUVFWGwyWN9XUKjbjKy+aqJcWFRWkInprqqqhR+MTL7wooF+rr0zK5Ysolvd9VUPz+gaGh9PpFp214IIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHDEAgRQjhiUySGAAAIIrAko6FCsUESDhoT57sH9+Jtvvo6v7t6JK6ro4cojQ6NjacidH58+jUfPX6TqHGMTEzGvAMhulU9yvtkAymwKjqyoekm5whuNdRqKRmGO3LA6uddu/VykYXocVqlVcMPv0+g7MavhfqZmZmNuYT6FWxxA2W7on63T+vT7/VVMKYgCDRlUmCaTySynSieudpILprhCipdva1sKFe7x+8rLspVQSjQEkZ/z8jhikoYj0nP1NbUKt1Sk4YYcCErVYT5tNM8ggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggcCgBAiiH4uPNCCCAAAI7CTh80tHWGneuXwsPvfO1wicXW5pTAKK7rz+evXkb3z/6OZ68fBXd/f3h8EmqZuKhb/bwcPWTvsHBmJia0nA5KylQ4mFs6mrWhq9R2GJph+mUFpeoskh9uEpItSqPODIyMT0dY5MTMaOhfxwASaGPHd5/lE87SDOqZX/X2xeVqsgyNDqSKrMUKzyy26NY1U4c5PHwPU2NDek95WXlyXFYVWTGJ6diaGw0Xnd3R7+qn9jLVWVcLYYHAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAkctQADlqEWZHgIIIIBAEnBljvs3b8R//c13KYByo7NTRTxW4sPwcPznX/8af378JH559Tp6PwymcISDGPsJR4xPTsabnp54eOtWCow4eHKlvT0NWePqHzPzczuuCf+89cKFcGDFVVD8cAhkeGw8Zudm0xA8q646cgKPOQ37836gPw390/thQIGYqjQMj6uV7PaoWhu25/7Nm/Hw9q20PI31BSnI8uTVKwVPevR1bwyPj8Wwqs0MDI9kq8UQQNmNlZ8hgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggcUIAAygHheBsCCCCAwPYCDk5UaXibdlU/cTji67t309ceUubt+7548uJV/PT0WTx7/Sb6B4c07M1MZFRxxEPM7DY8TIqDbAiFuGKJK6kMKNAypjBKqSqCNKsSSHtra3RqmJ9V/bcwr+F8FLjIBVsKVFXEQ9T4dX5NR1tbCqBkljOpSkjfhw+qqDId84uLas7JBFBcbcXVShYWXQllPA2VU7SHoXI8hFBdTXWq4NLe2pIdUkjTylZT6Y1fXr+OF2+70pBCDrnMzM1lK6Cc0HJt/9vBswgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAudVgADKeV2zLBcCCCBwSgKFCk844HHrSmcKoNy9fl1Dy5SnkMXPz1/EH//yYzx+8TLe9w/ErIIRHhamwG11xQ+HIwrSd5+2Xj/bGAqZnPaQMgNpGJ7BkZG42Nwc9bWqgqJgiYf9mVP4ZHRiMhYXFmJ5repHcXFRNNTXKRDTFtc6OuLyxbaoUQUUv//9wEB2KCCFWdJQQCdUKWRFyz87O6v2zseYlr3Qy7+TwQYVV3xpqK2N65c7U7jEbfZyTs/OaBif0bQ8XaqAkgI4ttsQxNkwGb5EAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4EgECKAcCSMTQQABBBBIAgpOlJSWKBRxWcPuPFTIoz2FJAoKCzSszLwqdtTEJVUoUXGSVKnE4ZOVPVbkGBgaShVPHFrJaLieJX1MK1TxfuBDqvZRrOomrgjiyiu/fvAgigqLoqqyQhVNpjSsznwU6ec1VZUKnVxMQwPdVEDGw+9MqZKKwzDvevtSRZZphUGWljKbwi7HunbXgjW5Ki3Le5zZgoYRcujEFVTs6HCOP5aXV9Jz6WcK3/BAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBA4CQECKCchDLzQAABBL4QAQ+hU15aFneuXYvff/NNGuamQtVPHK5wGMTBFA+BM3dnPoU8nETZ60A3f/rrIw0nsxBDI6MxpdDFqkIXi/p4398ff/3lWTTW1cWV9ktxqaU1qjU8TW11VbQ1N6UheiY1rE6ZAht+jYMnNzr9cTmKNWyPh/F59a5bwwO9T6+dnZ2LFU1faY6jW2ue1BFO7ugaxpQQQAABBBBAAIHtBA574LJDRbvtZsVzCCCAAAIIIIAAAggggAACCCCAAALnRoAAyrlZlSwIAgggcMoCCp+UKuThqiKXWlriqsIgtdU1qkRSGKv6WUV5uaqetKSfp8onCqXs5+HgSU1lZUxMTmmEmoJs5RSFRIZGx+LZ6zfRoHCJQybNFxqjXpVWHEZxW0bGx2NGoRL/rEbBlLamplSJxZVU/DMPB/Tzi+fRq0oqDqq4osjGoX7208bTeW3uAlHu8+m0grkigAACCCCAwHkROIpjCk+DEMp5+Y1gORBAAAEEEEAAAQQQQAABBBBAAIG9ChBA2asUr0MAAQQQ2FXAlxhc3aS+tjZamy7ExZbmFEhxWMQfFfrZxeZm/WztosY+r208fvkyKioqVLWkaFM7HCJZ1HA8JSUlaUia3/zqQdTcvp3m1anhdubmF7I/V7UTv6ZcQZR5VVJx5ZOnr1/Hnx49il9evY6+wcGYnp3JVj/ZNId8/mYror/f+lw+t5+2IYAAAggggMDnBc7qvv2k203g5fO/S7wCAQQQQAABBBBAAAEEEEAAAQQQOF4BAijH68vUEUAAgeMR8PAwCnXk08OXGFzZZHZuLp68ehX//Md/T9VPClUB5Sgej549j/GJyVhYWMxWKFkbImdxcTEm9fW73t5YXtGwPAqjDI+Oq8pJtYb9qYzCgsIoLFQIRv95wJ+M2uhKJ90auudNT0+8eNsVA0PDqUrKcmb5wNVPXDXFYZhX795FcVFRmmb/0FCaz8DwsIIw85Hx0D5H9HClFldx6ekfiB+f/pKGD2pqaIifNBzR+4GBmJ6ZOaI5MRkEEEAAAQQQOD2Bkw5xnN6SHn7Otsqv4+PDLxNTQAABBBBAAAEEEEAAAQQQQAABBM6WAAGUs7W+aC0CCCCwLrAWwFh/4vS/cihiYmoq/vzzYw2NM5oyMg5+HMXj7fveNE2HLpQSyU5Sn5cVOFnWfHsUuhidmIiRsfF4rRCIK7H4w8PuePgfh2MWHFaZnkmvcyhkcGREYZWxFNbwNFb3OSzQxuXye4c0vad60tOsq62JKYVAxjVk0MDwSMwomON5fGz7xjcf4OslLffM7Gy8VYhmQRVdajTcUJUqxLiSi4MvEwrZHNW8DtA83oIAAggggAACCJyCAIGdU0BnlggggAACCCCAAAIIIIAAAggggMBHAQIoHyn4AgEEEEDgUAIKg2QUinDlja7372NMYRA/jqpQi4Mc0wpceB6uNrIpXLE27xl97h8cUhtmo7KiXB8VUa0qKGUadscBlEUFQFyhxdNxOMSfZ+fm08/SNA8FEGm+no6n7Xm6Gsu8KrY4KOJKLSuHCLhsbdpKqvYSqeqK51NaUqohhoqT/5SW38MM8UAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDgpAQKioqKuEXopLSZz9EI1DUczXSYCgJnVaC8IqKi8qy2/mTardRLgYb+KSoujvIyBTP02eEPD7+zuLiUPqdqJ1uDLCfTOuaCAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCOxNoOvV3l7HqxDIAwEqoOTBSqAJCCCAAAJHLKBgiQMmHvJmXl8vFmarprg6yYpCKB8rqDiAwgMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBA4tQADl0IRMAAEEEEAgLwUcQlHYxFVPeCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwPEKFB7v5Jk6AggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAwHkXIIBy3tcwy4cAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCByzAEPwHDMwkz8OgdXjmCjTRAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEDClAB5YBwvA0BBBA4PQFCWKdnz5wRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQGA7AQIo26nwHAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggMCeBQig7JmKFyKAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAghsJ1C83ZM8h0BeCzD6SF6vHhqHAAIIbBZgo73Zg+8QQAABBBA47wIF530BWT4EEEAAAQTyWOAw5+Dsw/N4xdI0BBBAAAEEEEDgzAhQAeXMrCoaigACCKwJHKYvAUQETlSAX9YT5WZmCCCAAAII5IUA+/+8WA00AgEEEEAAgX0LsA/fNxlvQAABBBBAAAEEEPhEgAoon5DwBAIIIIAAAgisC9ABtW7BVwgggAACCCCwN4HDHD9w9/XejHkVAggggMD5FTjMfvSwKoeZN/vww+rzfgQQQAABBBBA4DwIUAHlPKxFlgEBBL5AgcN0CHyBXCwyAggggAACCCCAAAIIIIAAAgggkPcC9Pfk/SqigQgggAACCCCAAAK7ClABZVcefogAAgjkswCdEvm8dmgbAggggAACCCCAwEEEOMY9iBrvQQABBBBA4PQF2Ief/jqgBQgggAACCCCAwOkLUAHl9NcBLUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBM60AAGUM736aDwCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHD6AgRQTn8d0AIEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQOBMC/x/qWyXiHG7cNYAAAAASUVORK5CYII=" width="640" /><br />
<br />
<br />
As you can see my weight is slowly creeping back up since my strict smoothie fast. My diet was much better before and still kept off 10 pounds but the momentum of this chart is not looking good. My moving day average and technical indicator if this was a stock chart shows bearish indicators lol.<br />
<br />
I must shakeup the system and get back on track. So for the next while I will be doing a breakfast and lunch smoothie about (300 calories consisting of fruit , vegetables, yogurt and protein powder and a normal sized dinner. My in between meal snacks will be different tho and out goes the candy and junk food and replaced with nuts, granola and fruit. Wish me luck as I am feeling very weak as we speak lol. Must have candy!!..........<br />
<br />
For those wondering how I track my weight I use a wifi enabled scale at home that shoot info over to my apple devices or web based viewing. I find it helpful to monitor.<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com9tag:blogger.com,1999:blog-5093516850393706942.post-45693432187932484002014-11-01T12:51:00.001-07:002014-12-01T09:52:10.450-08:00October 2014 Dividend , Options and Interest monthly reportOctober has been a roller coaster of the month with my portfolio taking a huge hit and a big recovery at the end of the month. Very high volatility that's for sure. I have been taking advantage of the volatility with big puts and calls on Apple stock and a little bit of AliBaba. Apple puts have been free money of lately leading into their big earnings report and juicy premiums have subsided for now. So far my strategy has been selling puts on Apple a few dollars below market value weekly. If it drops my puts gets executed and I then write covered calls on the shares I attain.<br />
<br />
Next mid months net worth report should be looking good and very green, would be hard to see it back in the red pending another major dip. Dividend payers were out in full force this month to my highest total yet but I have to keep my margin in check as interest payments also rise. Been contemplating a bit of restructuring of the portfolio.<br />
<br />
In other news I have been feeling pretty depressed lately. Been quite tired for a month now and just feel a bit burnt out. I don't have a specific reason but it just feels like things are adding up. Fell off my healthy diet a bit and the weight is slowly creeping up, Been dealing with family issues that has put a bit of stress on me, Haven't been exercising as much as I usually do as well and another wild card might be the lack of sunlight as winter looms. I think every year i get in a grumpy mood when winter looms. I have decided to take action with all this to get me out of this funk. Just started taking some Vitamin D too hopefully lift my spirits and gone for a fake tan. My doctor thought it would be a good idea as he said I have some Vitamin D deficiencies after examining my blood work and he thinks it will help my yearly depression. Next I will renew my gym membership and start going back again. Also new strict diet will start next week to get my weight and self confidence going back in the right direction. Time to get off my lazy butt and make some things happen.<br />
<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
<br />
<u><b>October 2014 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.62 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.33 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.36 - REI.UN RioCan Reit<br />
183.75 - CUF.UN Cominar Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
57.50 - CPG Crescent Point Energy<br />
18.33 - SJR.B Shaw Communications<br />
22.92 - ENF Enbridge Income fund<br />
<u>Quarterly Payers</u><br />
141.00 - TD Toronto Dominion <br />
26.40 - TRP TransCanada<br />
66.00 - BNS Bank of Nova Scotia<br />
110.00 - CIBC CIBC Bank<br />
33.25 - AGU Agrium<br />
135.85 - BCE BCE Inc.<br />
22.50 - CNQ Canadian Nat Resources<br />
30.00 - HSE Husky Energy<br />
61.76 - RCI.B Rogers Communications<br />
76.00 - T Telus Corp<br />
33.97 - DOW Dow Chemical<br />
37.88 - TOT Total SA ADR<br />
89.20 - CHL China Mobile <br />
63.81 - PM Philip Morris<br />
129.64 - GSK GlaxoSmithKline<br />
32.27 - BAX Baxter<br />
53.22 - IDV Ishares Int Select Div<br />
42.56 - GE General Electric<br />
45.32 - KMB Kimberly Clark<br />
<u> 33.69 - KO Coca-Cola </u><br />
<b><span style="background-color: lime;">$2,499.87</span> - TOTAL</b><br />
<br />
Dividend Notes -<br />
- Dividend raises by MCD Mcdonalds, KMI Kinder Morgan<br />
<br />
<b><span style="font-size: medium;">Total option premiums in September</span></b><br />
<span style="font-size: medium;"><b><span style="background-color: lime;"> $2,167.48</span></b></span><br />
Options Notes -<br />
- Playing Apple and a bit of AliBaba puts and calls<br />
<br />
<span style="font-size: medium;"><b>Total interest paid towards margin for October</b></span><br />
<span style="font-size: medium;"><b><span style="background-color: red;">$538.20</span></b></span><br />
<b><br /></b>
<br />
<br />
<br />
<b>2014 Running Dividend Total <span style="background-color: lime;">$8,840.59</span></b><br />
<b>2014 Running Interest Total <span style="background-color: red;">$944.72</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2014 Running Option premiums total <span style="background-color: lime;">$3,686.24</span></span></span></span></b><br />
<br />
2014 Breakdown <u>Dividends </u> <u>Options </u> <u>Interest</u><br />
- October $2,499.87 $2,167.48 $538.20<br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
---------------------------------------------------------------------<br />
TOTALS $8,840.59 $3,686.24 $944.72<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com21tag:blogger.com,1999:blog-5093516850393706942.post-11854150585536704242014-10-16T17:23:00.001-07:002014-10-16T17:23:55.018-07:00$2,111,011 Net Worth Update October 2014My Net Worth Update October 2014
<br />
<br />
<div class="post-header">
</div>
<br />
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<b><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><b>October 16</b> <b>/ 2014 </b></span></b><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline;">: Updated every mid month</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" id="docs-internal-guid-960e816b-0b9c-7bc7-a61e-339d2ba6bb68" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;">
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">ASSETS</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Home 2014 assessed value total $1,190,000</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Equity Investments</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Tax free saving account TFSA - $32,870</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Retirement saving plan RSP - $105,840</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Canadian margin account - $286,059</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">US margin account ( Ex Rate 1.1076)- $202,729</span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">margin available </span>$102,775<br />
Total equity $445,413</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $627,237</span></div>
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Rental Property</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Warehouse Income Property 2014 assessed value </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $384,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-<u>Start Up Company</u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Brewery start up share value</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> total: $85,000</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">-Cash </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Checking account $1,306</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Business account</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> $5,292</span>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u>total: $6,598</u></span><br />
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Assets total : <span style="background-color: lime;">$2,292,835</span> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Liabilities</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: xx-small;"><span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: red;"><span style="background-color: white;">US margin account </span></span></span><br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: red;"><span style="background-color: white;"><span style="background-color: white;">(margin rate 3.75%) </span></span></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: red;"><span style="background-color: white;"><span style="background-color: white;">CDN margin account </span></span></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: red;"><span style="background-color: white;"><span style="background-color: white;">(margin rate 3.00%) </span></span><br /><span style="background-color: black;"> </span></span></span></div>
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
Liabilities <span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">total : <span style="background-color: red;">$181,824</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: large;"><span>August 2014 </span></span></span><span style="font-size: large;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">Grand Total Net Worth: $2,111,011</span></span></span></div>
<span style="font-size: large;">
</span><div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;"><span><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;"><br /></span></span></span></span></div>
<span style="font-size: large;">
<span> <span><b>Gain/loss from last month <span style="background-color: red;">- $28,473</span></b></span></span></span><br />
<br />
<span style="font-size: xx-small;"><span style="background-color: white;"><span style="background-color: lime;"></span></span><span style="background-color: lime;"><span style="background-color: white;"><span></span></span></span><b><span style="background-color: lime;"><span style="background-color: white;"><span></span></span><br /><span style="background-color: white;"></span></span></b></span> Sept. 2014 : <a href="http://asset-grinder.blogspot.ca/2014/09/2139484-net-worth-update-september-2014.html">$2,139,484 Details Link</a> <span style="background-color: lime;">+ $13,390</span><br />
August 2014: <a href="http://asset-grinder.blogspot.ca/2014/08/2126094-net-worth-update-august-2014.html">$2,126,094 Details Link</a> <span style="background-color: lime;">+ $14,613</span><br />
July 2014 : <a href="http://asset-grinder.blogspot.ca/2014/07/2111481-my-net-worth-update-july-2014.html">$2,111,481 Details Link</a> <span style="background-color: lime;">+ $5,584</span><br />
June 2014 : <a href="http://asset-grinder.blogspot.ca/2014/06/my-net-worth-update-june-2014.html">$2,105,897 Details Link<span style="font-size: xx-small;"><span style="background-color: lime;"><span style="color: black; font-family: Arial; font-style: normal; font-variant: normal; vertical-align: baseline;"></span></span></span></a> <span style="background-color: lime;">+ $3,165</span><br />
May 2014 : <a href="http://asset-grinder.blogspot.ca/2014/05/first-net-worth-update-may-17-2014.html" target="_blank">$2,102,732 Details Link</a> <br />
<br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <u> <b>Investment Yields</b></u></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
</div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">- Start Up Brewery : No expected return for a year</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">-Warehouse commercial property Income </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">$1,912
a month minus $678 expenses ( maintenance,tax) = Per month: $1,234
Yield on assessed value:
3.85% Total year profits :<span style="background-color: lime;">$14,808</span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<br />
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> Forward Monthly dividends Avg: $2,272</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;">Total Forwards dividends yearly<span style="background-color: lime;"> $27,273</span></span></div>
<br />
<br />
Margin costs forward interest per year <span style="background-color: red;">$6,440</span><br />
<br />
<br />
<br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="font-size: large;"><span style="background-color: lime;"><u> <b>Grand Total Passive Forward Yearly Income : $35,641</b></u></span></span></span></div>
<span style="font-size: large;">
<br />
</span><div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;">
<span>
<span style="background-color: transparent; color: black; font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"> <span style="background-color: lime;">Per month average total : $2,970</span></span></span></span></div>
<span style="font-size: large;">
</span><div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-size: large;">
</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><span style="background-color: lime;"><span style="font-size: large;"><span style="background-color: white;"></span></span><br /></span></span></div>
<br />
<br />
<span style="font-size: large;"><span><b> In Summary-</b></span></span><br />
<br />
Wow what a dip in the markets. Markets tanked from my last net worth wiping out over 2 months of solid gains. Oh well thats how the markets go. I was a month late making margin plays as I bought at the height as well which also hurt me. No worries though as the margin I am using is only less than 10% of my net worth. I am not planning on selling anything and riding out the storm.<br />
<br />
Despite the big hit on my portfolio my average monthly forward passive income has increased from $2,533 to $2,970 largely due to the margin REIT play I made couple months ago. Also the weakening Canadian dollar helps out my portfolio a lil bit.<br />
<br />
<br />
Plan right now is to pay down my margin a bit and see how the markets shake out before making any other moves. Some stocks look very attractive right now but like they say you do not want to catch a falling knife in this volatile market right now. Will be keeping my eye on the energy and financial sector right now as potential buys.<br />
<br />
<br />
<br />
<span style="font-size: medium;"><b>How is your guys October shaping up and are you buying, holding or selling right now?</b></span><br />
<br />
<br />
<br />
<blockquote>
<em>“The best time to plant a tree was 20 years ago. The second best time is now.”</em> – <strong>Chinese Proverb</strong></blockquote>
<span style="font-size: medium;"><b> </b></span><br />
<span style="font-size: medium;"></span>Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com20tag:blogger.com,1999:blog-5093516850393706942.post-33418919514877462282014-10-13T11:40:00.000-07:002014-10-13T11:40:23.091-07:00$192,000 ETF Report UpdateAs some of you know I have constructed a $192,000 ETF portfolio for my mother in law Grandma Olga. Original Link <a href="http://asset-grinder.blogspot.ca/2014/06/i-just-constructed-192000-etf-income.html">HERE</a><br />
<br />
Here is a dividend report since original inception of June 25<br />
<br />
A recap of the particulars<br />
<br />
<span style="font-size: medium;"><b>The Allocation: </b></span><br />
<br />
<span style="font-size: medium;"><b>Fixed Income: 46%</b></span><br />
<br />
<ul>
<li><span style="font-size: medium;">Bonds 34% : Investment grade corporate 1-5 year laddered Fund</span></li>
<li><span style="font-size: medium;">Preferred Shares 12% : Canada and American high quality holdings Fund</span></li>
</ul>
<br />
<span style="font-size: medium;"><b>Equity Income 54%</b></span><br />
<ul>
<li><span style="font-size: medium;">Reits 12% : Canadian Income Real Estate Investment Trusts Fund</span></li>
<li><span style="font-size: medium;">Canada 12.5% : High dividend paying stock fund</span></li>
<li><span style="font-size: medium;">American 12.5% : High dividend paying stock fund</span></li>
<li><span style="font-size: medium;">Covered Calls 7.5% : Covered calls of select North American stock fund</span></li>
<li><span style="font-size: medium;">World 12% : High yielding mainly Europe/Asia Fund</span></li>
</ul>
<span style="font-size: medium;"> <b> Total portfolio original value $192,000</b></span><br />
<br />
<br />
<br />
<span style="font-size: medium;"><b><span style="font-size: medium;"><b>Now the list of the individual funds!</b></span><br />
<br />
Bonds<br />
</b></span><br />
<ul>
<li>CBO - iShares 1-5 year laddered corporate bond. .28% Mer 4.18% Yield</li>
<li>ZCS - BMO Short Corp Bond Index .34% Mer 3.16% Yield</li>
</ul>
<br />
Preferred Shares<br />
<ul>
<li>XPF - iShares Preferred Stock North America .47% Mer 5.21% Yield </li>
</ul>
REITs<br />
<ul>
<li>XRE - iShares S/P TSX Cap Reit .60% Mer 4.96% Yield</li>
</ul>
<br />
Canada Equity<br />
<ul>
<li>XEI - iShares Equity Income .61% Mer 4.21% Yield</li>
<li>ZWU - BMO Covered Call Utilities .71% Mer 5.60% Yield</li>
<li>ZWB - BMO Covered Call Financials .74% Mer 4.80% Yield </li>
</ul>
<br />
<br />
America and World Equites<br />
<ul>
<li>ZWH - BMO US High Div Covered Calls .65% Mer 6.07% Yield</li>
<li>XHD - iShares US High Div Index .33% Mer 2.62% Yield</li>
<li>CYH - iShares Global Monthly Dividend Index .34% Mer 3.59% Yield</li>
<li>VEF - Vanguard Developed excluding NA .34% Mer 3.50% Yield</li>
</ul>
<br />
<br />
<span style="font-size: medium;">This selected portfolio is currently yielding <span style="background-color: lime;">4.11% </span></span><br />
<span style="font-size: medium;">or about <span style="background-color: lime;">$7,891</span> a year or <span style="background-color: lime;">$657</span> a month average</span><br />
<br />
<br />
<br />
<br />
<br />
<br />
<b><span style="font-size: medium;">Now an update of the payouts and thoughts</span></b><br />
<br />
<span style="font-size: medium;">July $451.96</span><br />
<span style="font-size: medium;">August $610.00</span><br />
<span style="font-size: medium;">September $610.00</span><br />
<span style="font-size: medium;">October $217.12 </span><br />
<br />
<br />
<span style="font-size: medium;">They are a little bit lower than I had anticipated. All but one of the funds are monthly payers so $610 will be the lowest total going forward I would hope which depends on payouts remaining the same.</span><br />
<span style="font-size: medium;"><b><br /></b></span>
<span style="font-size: medium;"><b>Revised forward dividends are $7500 for the year or $625 a month (3.9% yield)</b></span><br />
<span style="font-size: medium;"><b><br /></b></span>
<span style="font-size: medium;">And now even more bad news</span><br />
<span style="font-size: medium;"><br /></span>
<span style="font-size: medium;">The portfolio holdings of $192,000 is down 2.16% to $187,849 due to markets taking a severe dip.</span><br />
<span style="font-size: medium;"><br /></span>
<span style="font-size: medium;"><br /></span>
<b><span style="font-size: medium;">In Conclusion</span></b><br />
<br />
<span style="font-size: medium;">Not the best update with lower than anticipated payout and the portfolio taking a hit but it could be worse. No panic here as its is a long term hold. Nobody can time the markets efficiently and history shows always better to be in than out. We will stand not making any moves until possibly next year where we will analyze a couple things. We will more than likely switch from the reit fund etf into individual reit holdings if the Mers do not go down on that fund. 4% yield is what I am after and will adjust accordingly to make it happen.</span><br />
<span style="font-size: medium;"><br /></span>
<span style="font-size: medium;"><br /></span>
<b><span style="font-size: medium;">Other News</span></b><br />
<span style="font-size: medium;"><br /></span>
<span style="font-size: medium;">Markets taking a good sized dip wiping out my gains. Net worth report coming in a few days and its looking pretty red!!!! Ouchy!!!</span>Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com14tag:blogger.com,1999:blog-5093516850393706942.post-87018946112471633012014-10-06T11:58:00.000-07:002014-10-06T11:58:45.734-07:00September 2014 Dividend , Options and Interest monthly reportSeptember has been a rocky road. I have bet big on Canadian REITS and so far they are down 4.5% or about $6,800 buck OUCHY. I have stepped up my options trading and now will keep track of the premiums I am getting per month. My strategy has been aggressive APPL put and call options. I am not scared to get assigned as I have plenty of room on my margin account to make such plays. Also since I am using margin now I will also track my interest charges along with my dividends. <br />
<br />
<span style="font-size: large;"><u><br /></u></span>
<span style="font-size: large;"><u>Here is my Dividends recieved for September</u></span><br />
<u><b><span style="font-size: large;"><br /></span></b></u>
<u><b>September 2014 Dividends Paid</b></u><br />
<u>Monthly payers</u><br />
86.62 - HR.UN HR Reit<br />
232.65 - AX.UN Artis Reit<br />
177.33 - D.UN Dream Office Reit<br />
133.34 - DRG.UN Dream Global Reit <br />
94.33 - REI.UN RioCan Reit<br />
183.75 - CUF.UN Cominar Reit<br />
123.75 - RMM.UN Retrocom Reit<br />
105.00 - BTB.UN BTB Reit<br />
57.50 - CPG Crescent Point Energy<br />
18.33 - SJR.B Shaw Communications<br />
22.92 - ENF Enbridge Income fund<br />
<u>Quarterly Payers</u> <br />
33.60 - SU Suncor Energy<br />
32.00 - THI Tim Hortons<br />
35.00 - ENB Enbridge<br />
96.00 - FTS Fortis Inc<br />
45.38 - PEP PepsiCo<br />
54.53 - PFE Pfizer<br />
59.22 - RDS.B Royal Dutch Shell<br />
19.64 - QCOM Qualcomm<br />
63.18 - BP BP<br />
34.43 - MCD McDonalds<br />
23.97 - DD Dupont<br />
46.64 - UL Unilever<br />
29.61 - EMR Emerson electric<br />
23.38 - IBM IBM<br />
83.80 - JNJ Johnson and Johnson<br />
13.60 - V Visa<br />
40.80 - WMT Walmart<br />
31.48 - AFL Aflac<br />
<u>86.87 - COP Conoco Phillips</u><br />
<span style="font-size: large;"><b><span style="background-color: lime;">$2,088.65</span> - TOTAL</b></span><br />
<br />
Dividend Notes -<br />
- Two Dividend raises this month by MCD McDonalds and TOT TOTAL<br />
<br />
<b><span style="font-size: large;">Total option premiums in September</span></b><br />
<span style="font-size: large;"><b><span style="background-color: lime;"> $1,518.76</span></b></span><br />
Options Notes -<br />
- Playing Apple puts and calls <br />
<span style="font-size: large;"><b><br /></b></span>
<span style="font-size: large;"><b>Total interest paid towards margin for September</b></span><br />
<span style="font-size: large;"><b><span style="background-color: red;">$318.73</span></b></span><br />
<b><br /></b>
<b>2014 Running Dividend Total <span style="background-color: lime;">$6,340.72</span></b><br />
<b>2014 Running Interest Total <span style="background-color: red;">$406.52</span></b><br />
<b><span style="background-color: red;"><span style="background-color: black;"><span style="background-color: white;">2014 Running Option premiums total <span style="background-color: lime;">$1,518.76</span></span></span></span></b><br />
<br />
2014 Breakdown <u>Dividends </u> <u>Options </u> <u>Interest</u><br />
- September $2,088.65 $1,518.76 $318.73<br />
- August $1,482.38 $87.79<br />
- July $1,239.74<br />
- June $608.62<br />
- May $531.13<br />
---------------------------------------------------------------------<br />
TOTALS $6,340.72 $1,518.76 $406.52<br />
<br />
<b></b><br />
<br />
<br />
<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com23tag:blogger.com,1999:blog-5093516850393706942.post-71723567692809015282014-10-02T10:57:00.001-07:002014-10-02T10:57:38.662-07:00I have failed BANKRUPTCY !!!<br /><br />
<b>So a while back I decided to try to get a friend out of debt detailed here.</b> <a href="http://asset-grinder.blogspot.ca/2014/07/the-good-bad-and-ugly-of-project-debt.html">LINK</a><br />
<br />
<br />My friend Ali was is in deep debt to the tune of $50,000
, It was actually $80,000 as there was another $30,000 credit line his
father took out for him as well which he did not tell me about. Even
worse his house is appraised for lower than the mortgage amount owed
($10,000-25,000)<br />
<br />
Shortly after that post my friend
Ali kind of fell off the map, he did not return my calls or emails until
just this past week. He lives across the other side of Canada and I had
no way of getting a hold of him.<br />
<br />
He called me last
week to tell me the bad news. He was in the hospital for over a month.
He was battling severe depression and was also diagnosed with a severe
bi-polar condition. I don't know many of the details leading up to it as
he is not wanting to delve in to details on the matter.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://mrg.bz/KuxSC4" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://mrg.bz/KuxSC4" height="239" width="320" /></a></div>
<br />
<br />
So
within the couple of months things kind of fell apart for him. Most of
the renters moved out of his home, he has not gone back to work and
started losing the customers on his landscaping job. He has fallen
behind on his mortgage. His credit cards and accounts are maxed out so
he can not afford to live so he has moved back home to his parents. He
was on the verge of bankruptcy then and now he is there.<br />
<br />
He
said the pressure of everything had come down on him. The stress of his
debt. The stress with dealing with tenants and home repairs plus the
stress with his business where customers were taking advantage of him
and not paying their bills with some accounts in arrears from last year.<br />
<br />
Perhaps
I pushed him too hard for a debt plan and that was the tipping point
since he was pretty much one paycheck away from bankruptcy. I feel
somewhat responsible for his breaking point but the house of cards was
bound to fall if he did not get help. I feel I have failed in getting
him back on his feet. I will use this experience as a learning point on
how to handle these types of situations in the future. Perhaps smaller
steps would of been the better course of action than a complete
overhaul. Sometimes I am out of touch with others feelings and I base
decisions on how I would handle stress and the situation.<br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="http://cdn.morguefile.com/imageData/public/files/g/grietgriet/preview/fldr_2010_08_05/file1801281015946.jpg" height="320" width="190" /></div>
<br />
<br />
I just want Ali to be happy and live a secure and less stressful life.<br />
<br />
The only advice I have for him now.<br />
<br />
Is
to work a regular 9-5 job. Hopefully its one he can enjoy while he goes
through 1-2 years of bankruptcy. He can live at his parents till he is
back on his feet and then rent a cheap room or place. Then when he wants
to start something on his own he could do something to supplement his
income but still keep his day job. I feel he needs a secure year round
paycheck and not get ahead of himself again. He really wants to start
his own business but I really don't think he is mentally capable of
doing that right now. <br />
<br />
Basically it boils down to whats
the point of anything if you are not happy. I just want my good friend
Ali who will do anything for a friend of his to be happy. I want him to
find a secure job he enjoys that is stress free, find a woman and start a
family. All things he desperately needs.<br />
<br />
<br />
<b><br /></b>
<span style="font-size: large;"><b>In other news</b></span><br />
<br />
The market is taking a beating lol. Things not looking good for a green month. Will have my dividend report in a day or two and will also have an ETF report for grandma Olga. I will try and be more active blogging this month as well.<br />
<br />Asset-Grinderhttp://www.blogger.com/profile/10563675122942032357noreply@blogger.com19