tag:blogger.com,1999:blog-10755933981395371312024-03-17T19:59:25.852-07:00Without Geometry, Life is PointlessMusings on math, education, teaching, and research.Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.comBlogger69125tag:blogger.com,1999:blog-1075593398139537131.post-63403602010489186912014-06-16T19:20:00.001-07:002014-06-16T19:20:11.731-07:00World CupWhat's the maximum number of points a team can get in the group stage of the World Cup and not advance to the knockout round?Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com178tag:blogger.com,1999:blog-1075593398139537131.post-77922068067926803742014-06-08T22:47:00.000-07:002014-06-09T17:16:15.587-07:002048<br />
The game <a href="http://gabrielecirulli.github.io/2048/" target="_blank">2048</a>, a puzzle game inspired by the game <a href="http://asherv.com/threes/" target="_blank">Threes</a>, has taken the internet by storm--Sudoko style. Numerous variations have been spawned, including a <a href="http://joppi.github.io/2048-3D/" target="_blank">3-D</a> version,<br />
<a href="http://3.bp.blogspot.com/-clDbjF5zN8o/U5U5mPAsavI/AAAAAAAAKzI/P8C3y0_Ji_U/s1600/2048+3D.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-clDbjF5zN8o/U5U5mPAsavI/AAAAAAAAKzI/P8C3y0_Ji_U/s1600/2048+3D.png" height="164" width="320" /></a> <br />
a <a href="http://huonw.github.io/2048-4D/" target="_blank">4-D</a> version,<br />
<a href="http://4.bp.blogspot.com/-T0UVj0NbGDk/U5U5mFYrVXI/AAAAAAAAKzQ/PmBhvB1TYu4/s1600/2048+4D.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-T0UVj0NbGDk/U5U5mFYrVXI/AAAAAAAAKzQ/PmBhvB1TYu4/s1600/2048+4D.png" height="320" width="228" /></a><br />
a <a href="http://jmhummel.github.io/1597/" target="_blank">Fibonacci</a> version called 1597 (since 2048 is sadly not a Fibonacci number), <br />
<a href="http://1.bp.blogspot.com/-068SH6XNPaY/U5U5mF2ZHOI/AAAAAAAAKzE/byjOX_-40yE/s1600/1597.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-068SH6XNPaY/U5U5mF2ZHOI/AAAAAAAAKzE/byjOX_-40yE/s1600/1597.jpg" height="320" width="241" /></a><br />
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and more. <a href="http://mathmunch.org/2014/03/24/2048-2584-and-variations-on-a-theme/" target="_blank">Math Munch</a> did a nice write-up on a number of different versions a few months ago.<br />
<br />
As you can see from the above pictures, I've been playing a lot. You can continue to play after "winning", which is just cruel to those of us with a healthy dose of competitive ire. Then there's the <a href="http://recursiveprocess.com/1.htm" target="_blank">Powers of 1</a> version where 1's are continuously generated in the fruitless battle to get to 2 to remind you of the parallels between this game and heroin. In an attempt to maybe justify the time I've spent on this game as I'm clearly still in denial, I've been thinking of a few questions related to the puzzle.<br />
<br />
<div style="text-align: center;">
<b>Where's the math?</b></div>
<div style="text-align: left;">
The naive answer to this is that the puzzle involves numbers, and adding (or is it multiplying), but is the version involving <a href="http://games.usvsth3m.com/2048/cats-edition-3/" target="_blank">cats</a> really any different?</div>
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<a href="http://2.bp.blogspot.com/-1OsboZ9tihw/U5U-Crj_itI/AAAAAAAAKzg/JtK76id-ShM/s1600/cats+2048.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-1OsboZ9tihw/U5U-Crj_itI/AAAAAAAAKzg/JtK76id-ShM/s1600/cats+2048.jpg" height="320" width="234" /></a> </div>
<div style="text-align: left;">
Numbers are used as a convenient (and familiar) way to keep track of what turns into what, but after a while you do remember (creepily) that two orange tabbies make a bengal. </div>
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The phrase "problem solving" might also be thrown around, and I agree that a thoughtful strategy will lead to greater success than mashing randomly on the arrow keys. That said, one of the things that I am particularly interested in is naming these problem solving techniques. Can you see the strategy I employ in the following game? What might you call this?</div>
<div style="text-align: left;">
<a href="http://4.bp.blogspot.com/-udKIDE56H3o/U5VCERpUGwI/AAAAAAAAKzs/r_72jSg7ZzU/s1600/2048+strategy.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-udKIDE56H3o/U5VCERpUGwI/AAAAAAAAKzs/r_72jSg7ZzU/s1600/2048+strategy.jpg" height="320" width="232" /></a> </div>
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<div style="text-align: left;">
There's also something to be said for being able to visualize how the tiles will move, not to mention how they relate to one another. Knowing that 32 and 128 are separated by "two levels" is helpful. I've noticed in my own playing that I have to think about this more with the Fibonacci version (and the cat version). </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Finally, and most importantly, I would argue that the greatest mathematical aspect of this game lies in its inherent flexibility. The basic structure and rules cry out to be changed, and <a href="http://allthe2048.com/" target="_blank">the people have responded</a>. Altering the structure of the 2048 universe is no different than asking how we might make sense of the square root of negative one.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<b>Which version is hardest?</b></div>
<div style="text-align: left;">
Well, the Powers of One version is the hardest, although <a href="http://www.csie.ntu.edu.tw/~b01902112/9007199254740992/" target="_blank">9007199254740992</a> probably runs a close second.</div>
<div style="text-align: left;">
<b> </b></div>
<div style="text-align: left;">
Between the 2D, 3D, 4D, and Fibonacci version, though, this is a harder question. Anecdotally, I'd arrange them as following, from easiest to hardest: 3D (once you make sense of the structure), Fibonacci, 2D, 4D. I've been thinking about how to measure this in a more rigorous way, though. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
There seem to be differing levels of flexibility in the different versions. If you try and stick to the strategy of keeping your largest number in a corner, there are really only 2 moves you can safely make in the 2D version (south and west), unless the bottom row is complete and then there are three safe moves (south, west, and east). In the 3D version, there are three moves that are always safe. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
There are 27 total squares in the 3D version, while the rest are limited to 16. This also seems to allow for greater flexibility in the 3D version.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The Fibonacci version is made easier by the fact that there are a greater number of pairs that combine. An 8, for example, can be combined with either a 5 or a 13. In all the other versions an 8 can only be paired with an 8. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<b>And the most important question of all: where did the last five hours go?</b></div>
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Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com28tag:blogger.com,1999:blog-1075593398139537131.post-55749663230723482992013-11-15T22:08:00.000-08:002013-11-17T09:06:34.849-08:00Using Mastermind to Model The Life Cycle of a Problem<span style="font-size: xx-small;">The following is part 3 of a recap for a
workshop I led at the CMC-South (California Math Council)
conference in Palm Springs, CA making the claim that educators and
mathematicians should expand the definitions of proof in order to make
proof accessible to elementary and middle school students.</span> <br />
__________ <br />
Mathematics the verb is cyclic, an idea I outline in part 2 of my recap on <a href="http://www.withoutgeometry.com/2013/11/proof-doesnt-begin-with-geometry-life.html" target="_blank">the life cycle of a math problem</a> and explain to my sixth graders using the game of Mastermind.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-f64IXtJfOKg/UoV3sYQiLbI/AAAAAAAAKkk/TklCveSfoXg/s1600/mastermind.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-f64IXtJfOKg/UoV3sYQiLbI/AAAAAAAAKkk/TklCveSfoXg/s1600/mastermind.jpg" /></a></div>
If you're unfamiliar with the game, here are the <a href="http://www.pressmantoy.com/instructions/instruct_mastermind.html" target="_blank">basic rules </a>.<br />
If you want to <a href="http://www.web-games-online.com/mastermind/" target="_blank">play a few games</a> against the computer, we have that too. <br />
<br />
I use digits instead of colors, which means this can be played using an iPad drawing tool instead of having to go and fork out twenty bucks for a physical game. I suppose you could also use pencil and paper. I also keep track of "correct digit, correct place" and "correct digit, wrong place" instead of using white and black pegs (to be honest, I can never remember which one is which). Even using the digits 0-9 (equivalent to 10 colors), a game goes pretty quickly.<br />
<br />
We start with some Avery vs. Class action, with some specific language used throughout. <br />
<br />
Before the first guess: <b>" _____, would you like to make a <i>wild guess</i>?"</b><br />
<br />
After
each guess: <b>"Does anyone have a <i>conjecture</i> about this game?"</b> We've used this language before, but you could introduce this language here. If so, the student states their conjecture.<br />
<b>"Do you have a <i>proof</i> for your conjecture?"</b>
After the student's proof, a concept that <a href="http://www.withoutgeometry.com/2013/11/proof-doesnt-begin-with-geometry.html" target="_blank">should be broadened</a>, I ask the class: <b>"Skeptical peers, does anyone
have any questions or concerns about this proof?"</b> If so, we try and
resolve it by altering the proof or abandoning the conjecture. If not, we write it up as a <i>theorem</i>.<br />
<br />
One important note: If students come up with <b>incorrect
conjectures that do not get detected, I still write it up as a theorem</b>. I
actually hope for this to happen at least once to reiterate to the
class that <i>they </i>are the skeptical peers, not me. And I'm not a
prophet (by any means) that will let them know whether they're right or
wrong. They need to work at this. That said, this is a great medium for allowing incorrect theorems to live for a bit. After all, it's just a game of Mastermind and mistakes will
quickly become apparent.<br />
<br />
I
then ask for more conjectures. If there aren't any, <b>I call on another student for an <i>educated guess</i></b>. Rinse, lather, repeat. I always get great conjectures. "There cannot be a 2 in this puzzle." "There must be a 1 in the first or second place." These conjectures get more specific and more involved over time. In the end, this almost always naturally leads to students making conjectures about the solution.<br />
<b><br /></b><b>We
also talk about "the problem space"</b> or the set of truths/axioms and how
different Mastermind games will have similarities in their problem
space (the rules of Mastermind), but also differences (different
solutions). More on this in part 4 of my never-ending recap of my CMC-South session. This can lead to meta-conjectures and theorems about Mastermind such as: <br />
<br />
The following information implies that none of the guessed numbers are in the solution.<br />
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<b style="mso-bidi-font-weight: normal;">GUESS</b></div>
</td><td style="border-left: none; border: solid windowtext 1.0pt; height: 51.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, CORRECT PLACE</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, WRONG PLACE</b></div>
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<span style="font-size: 16.0pt;">? – ? – ? – ? </span></div>
</td><td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">0</span></div>
</td><td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">0</span></div>
</td></tr>
</tbody></table>
<br />
The following information is impossible.<br />
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<b style="mso-bidi-font-weight: normal;">GUESS</b></div>
</td><td style="border-left: none; border: solid windowtext 1.0pt; height: 51.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, CORRECT PLACE</b></div>
</td><td style="border-left: none; border: solid windowtext 1.0pt; height: 51.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, WRONG PLACE</b></div>
</td></tr>
<tr style="height: 25.6pt; mso-yfti-irow: 1;"><td style="border-top: none; border: solid windowtext 1.0pt; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">? – ? – ? – ? </span></div>
</td><td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">3</span></div>
</td><td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">1</span></div>
</td></tr>
</tbody></table>
<br />
We play as a class. We play in small groups. It's pretty amazing hearing middle schoolers say things like "I have a conjecture that..." and "Respectfully, I think I have a counter-example to ________'s conjecture." It's a great way to build a community of mathematics for the rest of the year.<br />
<br />
Oh, and I also have some Mastermind puzzles. Below are a few examples.<br />
<br />
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<br />
<div class="MsoNormal">
<i>Find the secret code with the following information if you
can use the numbers 1, 2, 3, and 4.</i></div>
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<b style="mso-bidi-font-weight: normal;">GUESS</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, CORRECT PLACE</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, WRONG PLACE</b></div>
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<tr style="height: 25.6pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">4 – 1 – 4 – 1 </span></div>
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<span style="font-size: 16.0pt;">0</span></div>
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<span style="font-size: 16.0pt;">2</span></div>
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<span style="font-size: 16.0pt;">4 – 3 – 3 – 1</span></div>
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<span style="font-size: 16.0pt;">0</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 25.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 149.15pt;" width="199"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 16.0pt;">4</span></div>
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<br /></div>
<div class="MsoNormal">
<i>Find the secret code with the following information if you
can use the numbers 1, 2, 3, and </i><i><i>4. </i>
</i></div>
<br />
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<b style="mso-bidi-font-weight: normal;">GUESS</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, CORRECT PLACE</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, WRONG PLACE</b></div>
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<span style="font-size: 16.0pt;">3 – 3 – 2 – 1 </span></div>
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<span style="font-size: 16.0pt;">0</span></div>
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<span style="font-size: 16.0pt;">2</span></div>
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<span style="font-size: 16.0pt;">4 – 4 – 1 –2</span></div>
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<span style="font-size: 16.0pt;">2</span></div>
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<span style="font-size: 16.0pt;">0</span></div>
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<span style="font-size: 16.0pt;"><span style="font-size: 16.0pt;">4 – 1 – 1 –3</span> </span></div>
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<span style="font-size: 16.0pt;"> 1</span></div>
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<span style="font-size: 16.0pt;"> 1</span></div>
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<i>Using this first clue, what is the maximum number of guesses
you will have to make before finding the secret code if you can use the numbers
1, 2, 3, and 4.<span style="mso-spacerun: yes;"> </span>Why?</i></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 480; width: 597px;">
<tbody>
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<b style="mso-bidi-font-weight: normal;">GUESS</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, CORRECT PLACE</b></div>
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<b style="mso-bidi-font-weight: normal;">CORRECT DIGIT, WRONG PLACE</b></div>
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<span style="font-size: 16.0pt;">1 – 3 – 2 – 4 </span></div>
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<span style="font-size: 16.0pt;">0</span></div>
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<span style="font-size: 16.0pt;">4</span></div>
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This last puzzle is also a great problem to talk about lower and upper bounds, an important <a href="http://www.withoutgeometry.com/2010/09/habits-of-mind.html" target="_blank">mathematical habit of mind</a>. If you share solutions to the puzzle, please post a spoiler alert. If you have insights, suggestions, or opinions please post an insight, suggestion, or opinion alert.Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com11tag:blogger.com,1999:blog-1075593398139537131.post-33470778918356949372013-11-05T19:37:00.000-08:002013-11-17T18:11:00.938-08:00Proof Doesn't Begin with Geometry: The Life Cycle of a Math Problem<span style="font-size: x-small;">The following is part 2 of a recap of a workshop I led this weekend at the CMC-South (California Math Council) conference in Palm Springs, CA making the claim that educators and mathematicians should expand the definitions of proof in order to make proof accessible to elementary and middle school students. Part 1 of my recap on redefining proof can be found <a href="http://www.withoutgeometry.com/2013/11/proof-doesnt-begin-with-geometry.html" target="_blank">here</a>.<br />__________</span><br />
There is a life cycle to math problems (not to be confused with exercises) in my classroom. We start with a wild guess.<br />
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<a href="http://2.bp.blogspot.com/-eXTZZh5UxnA/UncOOYhDrlI/AAAAAAAAKh8/GpYC5i6P6Nk/s1600/Screen+Shot+2013-11-03+at+7.01.56+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="51" src="http://2.bp.blogspot.com/-eXTZZh5UxnA/UncOOYhDrlI/AAAAAAAAKh8/GpYC5i6P6Nk/s320/Screen+Shot+2013-11-03+at+7.01.56+PM.png" title="Wild Guess" width="320" /></a></div>
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This is something that should be done quickly, individually, and even if students don't have all the necessary information to answer the question.<br />
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<b>Immediately:</b> Seriously. After five seconds everyone should be writing something down--or by the time you finish reading this sentence.<br />
<b><br />Individually:</b> There's some awesome research out there about priming and anchoring. The general idea is that if you ask a group to make a guess, the value of the first guess will significantly affect later guesses. Imagine asking a group of students to guess the population of Istanbul. If the first guess is 100, even though most students will recognize this as way too low of a guess, this anchor will cause future guesses to be smaller. Students have been primed to give smaller guesses. On the other hand, if the first guess is 100,000,000, you would expect guesses to be too high. It would be great fun to try this out with a couple classes and collect some data on mean guesses and their relationship to the first guess. Let me know if you try this. Daniel Khaneman's <i><a href="http://www.amazon.com/Thinking-Fast-Slow-Daniel-Kahneman/dp/0374533555/ref=sr_1_1?ie=UTF8&qid=1383535753&sr=8-1&keywords=thinking+fast+and+slow" target="_blank">Thinking, Fast and Slow</a></i> has a slew of examples, some of which are much scarier than the example I just gave.<br />
<blockquote class="tr_bq">
German judges with an average of more than fifteen years of experience on the bench first read a description of a woman who had been caught shoplifting, then rolled a pair of dice that were loaded so every roll resulted in either a 3 or a 9. As soon as the dice came to a stop, the judges were asked whether they would sentence the woman to a term in prison greater or lesser, in months, than the number showing on the dice. Finally, the judges were instructed to specify the exact prison sentence they would give to the shoplifter. On average, those who had rolled a 9 said they would sentence her to 8 months; those who rolled a 3 said they would sentence her to 5 months; the anchoring effect was 50%. (<a href="http://soco.uni-koeln.de/scc4/documents/PSPB_32.pdf" target="_blank">Englich, Mussweiler, and Strack</a> in Khaneman p. 125)</blockquote>
There are other reasons to have students write down their guesses before they share, a practical one being you then know everyone has a writing utensil in their hand.<br />
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<b>Lacking Information: </b>This is another way to lower the stakes. If you ask students to guess something where they don't have all the necessary information (which I usually make explicit), then the stakes are that much lower for them to be right. Inspired by a talk immediately before mine by <a href="http://www.tttpress.com/" target="_blank">Brad Fulton</a>, I quickly put this slide together and asked teachers to guess what number lay behind the black box.<br />
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There's <b>no way </b>you can know the answer to this (unless you went to Brad or my talk, and even then you can't be sure I didn't change the value). That said, your wild guess will most likely be a speed and it will probably be somewhere between 0 mph and 1000mph. I could have also asked participants to guess the answer to this problem and this is probably what I would do with students (creating a sense of what a reasonable answer would be before working on the problem versus reflecting on whether or not their answer is reasonable after working on the problem).<br />
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After making a wild guess, I ask students to use appropriate <a href="http://www.withoutgeometry.com/2010/09/habits-of-mind.html" target="_blank">mathematical habits of mind</a> such as estimating, bounding, and contextualizing to make educated guesses. These are still guesses (and students still may not have enough information to solve the problem), but they are guesses based on some initial reasoning and strategies.</div>
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<b>Estimating:</b> This broad strategy for guessing includes rounding (73*88 is relatively close to 70*90), chunking (the height of that tree looks to be about 8 of me, or around 45 feet), and disaggregation (dividing an estimation task in a number of smaller, easier estimations) If you're unfamiliar with <a href="http://en.wikipedia.org/wiki/Fermi_problem" target="_blank">Fermi problems</a>, these problems will keep you busy for as long as you want. And anyone who writes off estimation as not being that important, tell that to the US government and BP who are currently wrangling over how much oil spilled from the Deep Horizon disaster in 2010, with ramifications to the tune of billions of dollars.</div>
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<b>Bounding</b>: I introduce the terms "lower bound" and "upper bound" to my students early in the year. Similar to making wild guesses, asking students to make a guess you know is too low and a second guess you know is too high keeps the stakes low and is accessible to every student. It's also a great way to build in intermediate success points while working on a problem. Students feel success when they narrow their lower and upper bounds. It's worth saying again: this is a really powerful tool. If you don't believe me, give the following to your students who have no idea what calculus is and watch what they come up with in terms of a lower and upper bound.<br />
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<b>Contextualizing:</b> Getting students to start thinking about reasonable answers before they even really start solving the problem will pay dividends. Consider the train problem above. If students spend the time to realize that the answer is going to be between 0 and 280 miles, they will think twice when they solve the problem incorrectly and get 400 miles as an answer. </div>
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The next step is moving from an educated guess to a conjecture, or a proposition that you <b>think</b> to be true. This is the meat of mathematical problem solving, and applications of prior knowledge and mathematical habits of mind should be abundant. </div>
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At this point in time, students who are convinced that something is true work on proving their conjecture. I talked (at length) in part one of my recap about <a href="http://www.withoutgeometry.com/2013/11/proof-doesnt-begin-with-geometry.html" target="_blank">expanding our definition of proof</a>, and will delve into examples of types of proofs that are accessible to younger kids in a later post. </div>
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Finally (well not really), the student shares his or her proof with the rest of the class and the class plays the role of skeptical peers, respectfully looking for counter-examples and holes in logic. It's pretty amazing to watch this when the cogs are well-oiled. I'll talk about how I start to build this entire structure using the game Mastermind in a future post. Assuming all goes well (the class gives a stamp of approval), we now have a theorem. Woo hoo!<br />
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One important note: if the class let's something slide that isn't true, I do not jump in and correct them. I really want them to believe that they are the ones in control of determining truth. That said, when this happens I know I have some work to do in order to push the class in a direction that will allow them to see the mistake(s) they made.<br />
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So there you have it. The life cycle of mathematics, completed below with what makes it a cycle: <a href="http://www.withoutgeometry.com/2012/11/student-posed-problems.html" target="_blank">tinkering and inventing new problems</a>. So much fun.<br />
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Part 3: <a href="http://www.withoutgeometry.com/2013/11/using-mastermind-to-model-life-cycle-of.html" target="_blank">Using Mastermind to Model the Life Cycle of a Math Problem</a></div>
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<br />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com2tag:blogger.com,1999:blog-1075593398139537131.post-12877454687309998362013-11-04T10:27:00.000-08:002013-11-17T09:03:31.093-08:00Proof Doesn't Begin with Geometry: Redefining Proof<span style="font-size: x-small;">The following is part 1 of a recap of a talk I gave this past weekend at the CMC-South (California Math Council) conference in Palm Springs, CA. I attempted to make the case that educators and mathematicians should expand the definitions of proof in order to make this important aspect of mathematics accessible to elementary and middle school students, and more accessible to high school students.</span><br />
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<span style="font-family: Times, 'Times New Roman', serif;">A Humble Proposal: Redefining Proof</span></h2>
<span style="font-family: Times, 'Times New Roman', serif;">Currently, the class Geometry has a monopoly on proof in K-12 education. For the college football fans out there, Geometry is the Alabama of mathematical proof in school. Like Alabama, I hope that the stranglehold Geometry has on proof is on it's way out (take that, Crimson Tide). Geometry is too often the first time students are introduced to mathematical proof, and too often the last time students grapple with proof until well into college. I don't know how related this is, but the following graph represents a common refrain. "Oh, I hated math. I liked Geometry, but...ugh, everything else." </span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-EjvBjvCxs2g/UnbrdQT4KEI/AAAAAAAAKhc/4YcoUuLJr9A/s1600/Math+Experience.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="250" src="http://1.bp.blogspot.com/-EjvBjvCxs2g/UnbrdQT4KEI/AAAAAAAAKhc/4YcoUuLJr9A/s400/Math+Experience.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">To be clear, this is intended to be somewhat glib. Don't read too into how one would<br />
quantify "what math class looked like" or be angry with my lack of axis labeling.</td></tr>
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<span style="font-family: Times, Times New Roman, serif;">I do not see expanding the definition of proof as a hugely controversial proposal. After all, Merriam-Webster, a respected dictionary (at least it used to be), defines mathematical proof as "<span style="text-indent: 0in;">a test which shows that a calculation is </span><span style="text-indent: 0in;">correct." The Silver-Burdett Mathematical Dictionary I found on my classroom shelf doesn't even include a definition of proof. We can all agree that we can do better than that. </span></span><br />
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<span style="font-family: Times, Times New Roman, serif;"><span style="text-indent: 0in;"> </span></span></h3>
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<span style="font-family: Times, Times New Roman, serif;"><span style="text-indent: 0in;">The Issue of Formality</span></span></h3>
<span style="font-family: Times, Times New Roman, serif;"><span style="text-indent: 0in;">The Online Free Dictionary's definition of mathematical proof represents what I see as the status quo: "</span>a formal series of statements showing that if one thing is true
something else necessarily follows from it." Starting with an agreed upon set of axioms (truths), proof is the process of showing that other things are also true. I don't want to change this; I simply want to relax our idea of "formality" to be more age-appropriate. Showing that something works for three examples will never be a proof. Saying "because it seems to be true" won't cut the mustard, hack it, or be up to snuff either. But what about the following argument related to a certain number trick?<br /><br />First, the trick.</span><br />
<ol>
<li><span style="font-family: Times, 'Times New Roman', serif;">Pick a number. </span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Add 5</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Double the result</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Subtract 4</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Divide by 2</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Subtract your secret number</span></li>
</ol>
<span style="font-family: Times, Times New Roman, serif;">And your answer is....</span><br />
<span style="font-family: Times, Times New Roman, serif;"><br />*drumroll please*</span><br />
<span style="font-family: Times, Times New Roman, serif;"><br /></span>
<span style="font-family: Times, Times New Roman, serif;">3! Magic? Nah.</span><br />
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<span style="font-family: Times, Times New Roman, serif;">And my proof? Let's say your secret number is box.</span><br />
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<a href="http://1.bp.blogspot.com/-g0paPM8s46s/UnbxesRD4XI/AAAAAAAAKhs/3KWD7GiF960/s1600/Screen+Shot+2013-11-03+at+4.59.01+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="165" src="http://1.bp.blogspot.com/-g0paPM8s46s/UnbxesRD4XI/AAAAAAAAKhs/3KWD7GiF960/s320/Screen+Shot+2013-11-03+at+4.59.01+PM.png" width="320" /></a></div>
<span style="font-family: Times, Times New Roman, serif;">Is this formal enough?</span><br />
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<span style="font-family: Times, Times New Roman, serif;"> </span></h3>
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<span style="font-family: Times, Times New Roman, serif;">The Social Aspect of Proof</span></h3>
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<span style="font-family: Times, Times New Roman, serif;">Our above definition of proof says nothing about who decides whether or not a proof is adequate. For a professional mathematician, this work is done by the rest of the mathematical community, a community of skeptical peers. This shouldn't be any different in the classroom, and no, the teacher shouldn't be playing this role. Supporting, yes, but the community is the other students in the classroom. So here's my definition of proof I give to my 5th and 6th graders:</span></div>
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<span style="color: #6fb7d7; font-family: 'Wingdings 2'; font-size: large; text-indent: -0.38in;"></span><span style="color: #900000; font-family: 'News Gothic MT'; font-size: large; text-indent: -0.38in;">Convincing your skeptical peers that a mathematical statement is
true</span></div>
<span style="font-family: Times, Times New Roman, serif;">And then I put my money where my mouth is. When a student claims to have a proof of an existing conjecture, they give their argument using whatever medium makes sense, ranging from a verbal argument to an interpretive dance. The rest of the class takes on the role of (respectful) skeptical peers. </span><span style="font-family: Times, 'Times New Roman', serif;">Once everyone is convinced, the class has a new theorem. </span><span style="font-family: Times, 'Times New Roman', serif;">Giving a cogent argument is hard work. Looking for flaws, counter-examples, and unclear logic is hard work. All of my students are working hard. The hardest part of this culture is not letting yourself, as the teacher, play the role of prophet. Students have to know that you'll let them create theorems that aren't true (at least for a bit). Otherwise, they have no incentive to play the role of skeptical peers. They'll just wait for your cue, whether it be "Sounds great! Anyone have any reasons to question that proof?" or "Hmmm...is that always going to be true?" <b>Remember, we want the students to be analyzing the proof, not the teacher's response.</b></span><br />
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<span style="font-family: Times, 'Times New Roman', serif;"><b> </b></span></h3>
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<span style="font-family: Times, 'Times New Roman', serif;"><b>Expanding Proof Techniques</b></span></h3>
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<span style="font-family: Times, Times New Roman, serif;">I learned inductive proofs in Pre-calculus. Geometry was the class where I learned two-column and indirect proofs. I didn't know you could write proofs in paragraph form until I was in college and <a href="http://www.artofproblemsolving.com/Resources/articles.php?page=gallery" target="_blank">proofs without words</a> didn't hit my radar until after I was teaching. There are a few problems with this, the first of which is that two-column proofs are a structure for proving, not a proof technique.</span></div>
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<span style="font-family: Times, Times New Roman, serif;">Two-column proofs</span></h4>
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<span style="font-family: Times, Times New Roman, serif;">The blog <a href="http://mathwithbaddrawings.com/" target="_blank">Math With bad Drawings</a> has a cheeky, but poignant post titled "<a href="http://mathwithbaddrawings.com/2013/10/16/two-column-proofs-that-two-column-proofs-are-terrible/" target="_blank">Two-column proofs that Two-column Proofs are Bad</a>" that addresses many of the issues with this being the sole vehicle for proof in school. While the structure is intended to scaffold the idea of deductive proofs, it too often obfuscates the important idea of using a set of assumptions to show that something else must be true.</span></div>
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<span style="font-family: Times, Times New Roman, serif;"> Two-column proofs are also not a proof technique, but a way of organizing proofs. Imagine students going their whole life thinking that filling in data in a table was statistics.<br /><br />The other major issue with two-column proofs is that they are completely disconnected to how people make arguments in real life. I don't think the following has ever happened in the history of the world (but please let me know if I'm mistaken).</span></div>
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<span style="font-family: Times, Times New Roman, serif;">Alternative Proof Techniques</span></h4>
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<span style="font-family: Times, Times New Roman, serif;">I believe there are many proof techniques that students can begin to grapple with in elementary and middle school. Prove something using <b>words.</b> Draw <b>pictures. </b>Acquaint students with the ideas of <b>indirect reasoning, induction, and parity. Introduce or create simple axiomatic systems</b> and prove other <i>truths</i> using <b>deductive reasoning</b>. I'm telling you. These can all be done at a much earlier age than they are currently done. This is big, and a lot, and will be flushed out in part 3 of this <strike>tome</strike> post.</span></div>
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<span style="font-family: Times, Times New Roman, serif;"> </span></h3>
<h3>
<span style="font-family: Times, Times New Roman, serif;">Unanswered Questions</span></h3>
<span style="font-family: Times, Times New Roman, serif;">I have a list of unanswered questions. You will most likely have more.</span><br />
<ol>
<li><span style="font-family: Times, Times New Roman, serif;"> </span><span style="font-family: Times, Times New Roman, serif;"><b>What is the appropriate level of formality?</b> I assume we can all agree that "I tested two examples" won't cut it as a proof at any age and that formal logic is overkill for students, there's a great expanse between these two extremes.</span><span style="font-family: Times, Times New Roman, serif;"><b> </b></span></li>
<li><span style="font-family: Times, Times New Roman, serif;"><b>How do you create a culture of skeptical peers in a classroom?</b> How long, and to what extent, do you allow incorrect theorems to live?</span><span style="font-family: Times, Times New Roman, serif;"><b> </b></span></li>
<li><span style="font-family: Times, Times New Roman, serif;"><b>With an expanded definition of proof, what is the difference between an explanation/solution and a proof? </b>Is this a skill/concept divide where work for demonstrating skills != proof while arguments for demonstrating concepts = proof? Or does this difference have more to do with the problem space? Or is a "proof" that 34*21=483 just too small of a problem space to call this a proof? We are typically ok with students saying "The sum of the interior angles of a triangle is 180 degrees." Should we instead be asking them to say </span><span style="font-family: Times, 'Times New Roman', serif;">"The sum of the interior angles of a triangle is 180 degrees within the problem space of Euclidean Geometry"? </span><span style="font-family: Times, Times New Roman, serif;"><b> </b></span></li>
<li><span style="font-family: Times, Times New Roman, serif;"><b>Even if we agree that it feels silly, is there harm in using the vocabulary of proof, theorem, etc. when talking about 78*53?</b></span><span style="font-family: Times, Times New Roman, serif;">4. <b>Is there harm in using the vocabulary of proof, theorem, etc. in a very small problem space (i.e. a particular game of Mastermind vs. Euclidean Geometry)?</b></span></li>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Times, Times New Roman, serif;">Some thoughts to ruminate and questions to ponder. In the end, I think this boils down to my belief that we will have a higher level of mathematical thinking and discourse if we allow ourselves a lower level of formality related to proof. Please feel free to disagree. You may submit your arguments (proofs?) in the comment section. </span><br />
<a href="http://www.withoutgeometry.com/2013/11/proof-doesnt-begin-with-geometry-life.html" target="_blank"><span style="font-family: Times, Times New Roman, serif;"><br /></span></a>
<span style="font-family: Times, Times New Roman, serif;"><a href="http://www.withoutgeometry.com/2013/11/proof-doesnt-begin-with-geometry-life.html" target="_blank">Part Two: The Life Cycle of a Math Problem</a></span></div>
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<!--StartFragment--><!--EndFragment-->Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com8tag:blogger.com,1999:blog-1075593398139537131.post-18882773678829439262013-08-09T07:55:00.000-07:002013-11-06T18:24:11.372-08:00On the First Day of C̶h̶r̶i̶s̶t̶m̶a̶s School<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="11-9-19-firstdayofschool-8.jpg" height="320" src="http://farm7.static.flickr.com/6173/6162818250_63d78fab22_z.jpg" style="margin-left: auto; margin-right: auto;" width="213" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;">http://bananapancakesblog.blogspot.com.au/2011/09/bradys-1st-day-of-school.html</span></td></tr>
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<br />
At this moment in time I am planning on doing the same thing for the first day of school in my fifth grade class for what would be the third straight year. This is unlike me, and therefore maybe worth sharing.<br />
<br />
The first day of school is a magical time. Everyone is eager, well behaved, awake, happy to be there, and convinced that they can learn anything. I feel fortunate that in my classroom, for the most part, this is relatively true on the 78th day of school, but I still appreciate the specialness of that first day. If we could all have 180 first days of school, teaching would be a breeze.<br />
<br />
So for the sake of humanity and all that is holy or holey, I've never wanted to waste that special first day pixie dust on discussing rules, brainstorming expectations, going over the syllabus, making textbook covers, or giving a pre-assessment. When I was a student (at any age), there was nothing more disappointing than showing up excited to a new math class with nothing but possibility and hope in my mind, and not actually doing any math.<br />
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That said, I learned after my first couple months of teaching that rules and expectations are in fact important. Dilemma, dilemma. <br />
<br />
So for the past couple years, this has been my solution. As students come in, I introduce myself warmly, find out their name if I don't already know them, hand them the below sheet on colored paper, and ask them to find the table that matches their color and get started. <br />
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" 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" width="309" /> </div>
<div class="" style="clear: both; text-align: left;">
Then I try and go as long as possible without saying anything else. Inevitably, students will ask questions.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=1075593398139537131" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<blockquote class="tr_bq">
"Is this a code?"<br />
"Are we supposed to figure this out?"<br />
"Is this random?"<br />
"Is this in English?</blockquote>
I can typically get away with a shrug and a smile. Although I am not talking, I am working. Working hard. Remember, first day pixie dust. I am busy trying to remember names (something I struggle with). I am busy watching how people are working. Who's working alone? Who's working together? Who created a table? Who's mentioning words like cipher and substitution? Who's looking at punctuation? Who's thinking about potential contexts? Who's dominating conversations? Who's not saying anything?<br />
<br />
<a href="http://www.blogger.com/blogger.g?blogID=1075593398139537131" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>In the past (I've done this activity a number of times, but only two years in a row), I usually finally intervene and ask for their attention for one of three reasons. Either one group is hitting a wall, in which I will ask specific groups for specific strategies or hints and then have them get back to work, or everyone has the general idea figured out and has reached the laborious point of decrypting, or we're running out of time. In the latter two cases, I interrupt to name all the great things that I saw.<br />
<blockquote class="tr_bq">
"I love that A and B were helping each other without taking away each other's 'Ah ha' moments."<br />
<a href="http://www.blogger.com/blogger.g?blogID=1075593398139537131" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>"C, you had a great strategy to focus on one letter words."<br />
"D, E, and F: thinking about punctuation was brilliant."<br />
"G and H, it was great that when you made a mistake and saw that your guess didn't make sense, you didn't give up."<br />
"Take a look at this great table that I and J made to keep track of the letters they figured out."<br />
"K, it was great when you asked your group if they thought this code had something to do with math class."<br />
"L, M, N, and O: deciding that you could stop once you'd figured out every letter shows that you considered the process of figuring out each letter to be more important than the answer of the decrypted message."<br />
"P, I appreciate your hard work in decrypting the whole message because knowing the answer can often be really nice."<br />
"Everyone, you just made great progress on something hard. You did this with few instructions. You did this with a limited knowledge of how to solve this problem. You did this through effort and perseverance. Congratulations, and if you work like this for the rest of the year it's going to be quite a year."</blockquote>
You get the point. In all, I try and hit on some of the important aspects of my class. Oh yeah, and the decrypted message is my "First Day Letter" talking about expectations for the year. <br />
<ul></ul>
Some logistics of how this was created:<br />
<ul>
<li>Type out your "First Day Letter" and save it.</li>
<li>Save a second copy as something like "First Day Letter Code" </li>
<li>Select everything and use the "change case" functionality (in the Font menu in my version of Word) to change everything to lowercase.</li>
<li>Create your code. I did this by writing A through Z in one column and THE QUICK BROWN FX JMPD V A LZY DG in the second column.</li>
<li>Use the "find and replace" functionality with "match case" checked, to replace each lower-case letter with the encrypted upper-case letter. For example, you will find all the a's and replace them with T's. Make sure you're always replacing lower case letters with uppercase letters.</li>
<li>There are also programs that will do this, but I wasn't able to find one that kept my formatting. </li>
</ul>
<ul>
</ul>
Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com20tag:blogger.com,1999:blog-1075593398139537131.post-26700459584493712322013-03-10T13:42:00.001-07:002013-11-06T18:25:25.916-08:00Ping Pong Redux: A Visual RepresentationBefore reading this post, you might want to read my previous post on <a href="http://www.withoutgeometry.com/2013/03/ping-pong-redux.html" target="_blank">Ping Pong Redux</a> since below is a solution of sorts. Another option, though, is to not read the previous post and instead attempt to backwards engineer the problem. I'd be curious what people came up with (and if the fact that you know the name is too constricting). I'll leave out a key for now.<br />
<img alt="" height="400" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgkAAAIVCAYAAABbdmwYAAAYImlDQ1BJQ0MgUHJvZmlsZQAAWAmtWXVYVNvX3meSgRm6u7s7pLukG4VhqKGlQZAUJRQsRECRFinBABERkBBFkBAQDEBRUVQMlOY7cPXe+/viv+88zznnnXXevfbaa+1cAwD7DWJYWBCCFoDgkMhwW2M9XmcXV17sCwABLMABISBLJEWE6VpbW4D/8/o5AbPha0xqV9f/SfvfP9B5+0SQAICs4c9e3hGkYBjfAADZSgoLjwQAvatPMCYybBfnwZgxHDYQxhW72O8v3LqLvf7Cg3sce1t9mDMLAAWeSAz3A4CwBMt5o0l+sB5qPAAY+hBvcghcjBfGWiR/ojcA7J4wRzI4OHQX58BY1Otfevz+hYlEr791Eol+f+O/2gKXhCs2IEeEBRHj9n78fz6Cg6Jgf+1d3PATHxFoZw6/mWG/xZKIhnYwZoXxSX8fU4vf8qqwSD3b3/J2cqSpPYwZYc64f5SJw2/8PirQQRfGnLB8MzDUfJcP+wnBGuK13wrG9DAWJEXow77frQuhHO9v7/SbY+HtY2AIY7gXIZzDQ23/8P0jou3+yOPj/fX3/+EHEM12400N87OI4TDaswdR4BNkvFsvPyyvC4u03rVzt66hkKD9v9uCeOMbbrTL2ZWv+0TstXfXNv9If3sTWA7bjKSNDLff5cBtRHL6ko1MYQzbhpT1Dzf5I9cJC9rr03BZpH14lO2uHwRh7OsT4rDrw115ljfRYNe3sE+QxcAIEEE48AFeIARsAV5gAfSBwe8nLywPgWUkEAqC4Ducl+bPF/Rb9Ah6Hv0UPYt+9kcGl/zNA2TgDeO/dP2rPCy3A/HgE6zVB0T8qQ3FjtJCaaAs4KcOfMujVFFqf74NLbUs/cG/bfWDy0r91q332/rof1vvQU4N/29lvP4u8T9tMgJvYA/4/WHI1souym7+Kf9PizGGGAOMCcYII4Y8jryO7Ed2IQeQ7cgWwIu8h2xFDiLv7uLfdv2phQhLdr2y6+EIYA570QdE7f0K+VPff3gp6m/Gbw3U4tRKwBYuFQIC4W/kv2tw3LOa/D+0RMEML7jGAJhr/nc8ftuFEoa9q4TSQ2nCfoZ9jGJGsQMplCLscV2UNhwDJVj6TxT/szVSwHfP29F7bQkEb+F2BEf6xEbCfQnoh4bFhZP9/CN5deHZ0keS1zSEJC3JKy8rpwB2595dDgDfbffmVIh5+B8ZeQIA5SZ4fE79I/ODx0jbPAA4i39kQnXw0ILntgc4UlR49F/6ULsvNKAENPCoYAPcQACIwh6RB8pAA+gAQ2AGrIA9cAEH4T7sD4Jhi2NAAkgBGSAb5IFzoBCUgHJwBdSDZtAC2kEX6AOPwBPwFMyAWbAAPoJl8BNsQBCEhQgQA8QG8UBCkAQkD6lCWpAhZAHZQi6QJ+QHhUBRUAKUBmVDp6FCqBSqgZqg21AXNACNQM+gOWgR+gatI5AIPIIRwYUQRsggVBG6CHOEPeIAwg9xCBGPSEecRBQgyhB1iFuILsQjxFPELOIjYgUJkFRIZiQfUgqpitRHWiFdkb7IcOQRZBYyH1mGbEC2wX1xDDmLXEKuoTAoBhQvSgqOpAnKAUVCHUIdQeWgClFXULdQPagx1BxqGbWNJqA50RJodbQp2hnth45BZ6Dz0VXom+heeDwvoH9iMBhmjAhGBe7tLpgAzGFMDuYiphHTiRnBvMasYLFYNqwEVhNrhSViI7EZ2AvYOuw97Ch2AbtKQUXBQyFPYUThShFCkUqRT3GVooNilOIdxQaOFieEU8dZ4bxxcbhcXAWuDTeMW8BtUNJRilBqUtpTBlCmUBZQNlD2Uj6n/E5FRcVPpUZlQ0WmSqYqoLpG9YBqjmoNT48Xx+vj3fFR+JP4anwn/hn+O4FAECboEFwJkYSThBrCfcJLwio1A7U0tSm1N3USdRH1LepR6s80OBohGl2agzTxNPk012mGaZZocbTCtPq0RNojtEW0t2knaVfoGOjk6Kzoguly6K7SDdC9p8fSC9Mb0nvTp9OX09+nf82AZBBg0GcgMaQxVDD0MiwwYhhFGE0ZAxizGesZhxiXmeiZFJkcmWKZipjuMs0yI5mFmU2Zg5hzmZuZJ5jXWbhYdFl8WDJZGlhGWX6xcrDqsPqwZrE2sj5lXWfjZTNkC2Q7xdbC9oIdxS7ObsMew36JvZd9iYORQ4ODxJHF0cwxzYngFOe05TzMWc45yLnCxc1lzBXGdYHrPtcSNzO3DncA91nuDu5FHgYeLR4yz1meezwfeJl4dXmDeAt4e3iX+Tj5TPii+Er5hvg2+EX4HfhT+Rv5XwhQCqgK+AqcFegWWBbkEbQUTBCsFZwWwgmpCvkLnRfqF/olLCLsJHxMuEX4vQiriKlIvEityHNRgqi26CHRMtFxMYyYqlig2EWxJ+IIcSVxf/Ei8WEJhISyBFniosSIJFpSTTJEskxyUgovpSsVLVUrNSfNLG0hnSrdIv1ZRlDGVeaUTL/MtqySbJBsheyMHL2cmVyqXJvcN3lxeZJ8kfy4AkHBSCFJoVXhq6KEoo/iJcUpJQYlS6VjSt1KW8oqyuHKDcqLKoIqnirFKpOqjKrWqjmqD9TQanpqSWrtamvqyuqR6s3qXzSkNAI1rmq83yeyz2dfxb7XmvyaRM1SzVktXi1Prctas9p82kTtMu15HQEdb50qnXe6YroBunW6n/Vk9cL1bur90lfXT9TvNEAaGBtkGQwZ0hs6GBYavjTiN/IzqjVaNlYyPmzcaYI2MTc5ZTJpymVKMq0xXTZTMUs06zHHm9uZF5rPW4hbhFu0WSIszSzPWD7fL7Q/ZH+LFbAytTpj9cJaxPqQ9R0bjI21TZHNW1s52wTbfjsGOw+7q3Y/7fXsc+1nHEQdohy6HWkc3R1rHH85GTiddpp1lnFOdH7kwu5Cdml1xbo6ula5rrgZup1zW3BXcs9wnzggciD2wMBB9oNBB+960HgQPa57oj2dPK96bhKtiGXEFS9Tr2KvZZI+6Tzpo7eO91nvRR9Nn9M+73w1fU/7vvfT9Dvjt+iv7Z/vv0TWJxeSvwaYBJQE/Aq0CqwO3AlyCmoMpgj2DL4dQh8SGNITyh0aGzoSJhGWETZ7SP3QuUPL4ebhVRFQxIGI1khGeJM7GCUadTRqLloruih6NcYx5nosXWxI7GCceFxm3Lt4o/jKw6jDpMPdCXwJKQlzibqJpUegI15HupMEktKTFpKNk6+kUKYEpjxOlU09nfojzSmtLZ0rPTn99VHjo7UZ1BnhGZPHNI6VHEcdJx8fylTIvJC5neWd9TBbNjs/ezOHlPPwhNyJghM7J31PDuUq517Kw+SF5E2c0j515TTd6fjTr89Ynrl1lvds1tkf5zzODeQr5pecpzwfdX62wKKg9YLghbwLm4X+hU+L9IoaizmLM4t/XfS+OHpJ51JDCVdJdsn6ZfLlqVLj0ltlwmX55Zjy6PK3FY4V/ZWqlTVV7FXZVVvVIdWzV2yv9NSo1NRc5byaW4uojapdrHOve1JvUN/aINVQ2sjcmH0NXIu69qHJs2mi2by5+7rq9YYbQjeKbzLczLoF3Yq7tdzi3zLb6tI6ctvsdnebRtvNO9J3qtv52ovuMt3N7aDsSO/YuRd/b6UzrHOpy6/rdbdH98x95/vjPTY9Q73mvQ/6jPru9+v233ug+aB9QH3g9kPVhy2PlB/dGlQavPlY6fHNIeWhW8Mqw61P1J60jewb6RjVHu0aMxjrGzcdf/R0/9ORCYeJqUn3ydkp76n3z4KefZ2Ont6YSX6Ofp71gvZF/kvOl2WvxF41zirP3p0zmBuct5ufeU16/fFNxJvNhfS3hLf573je1byXf9++aLT45IPbh4WPYR83ljI+0X0q/iz6+cYXnS+Dy87LC1/Dv+58y/nO9r36h+KP7hXrlZc/g39u/MpaZVu9sqa61r/utP5uI2YTu1mwJbbVtm2+/XwneGcnjBhO3NsLIOEnwtcXgG/V8LnIBQCGJwBQUv91NtpjwNtdCObA2BGShj4iepARKCHUB3QpxgPLh52hKMMFUMpTblIN40sIkdT7acRoMbTzdL30VQyZjKFMjsyGLE6swWwZ7Jc52jhHuZZ4cLyCfLr8ngKJgkVCt4WnRdbFOMS1JLwk06RqpIdlvsuxymsrkBSzlZqUR1Q+qxHUxTWM9nlpHtEq1L6hM6T7Tm/bgNVQ2sjA2Mkk0DTB7KT5JYsGy7v7B62mrd/a/LCD7PEOLI6cTjzOAi4irpJu8u7qB/QPmns4eJKIoV5HSCe8S3yafHv9pv2XAygCeYPUgu1CQkOzwioPdYW/jNiIYo1WirGPPRSXF994eDjhyxHaJIVkh5TY1OK0rvS3GfhjCsddM1OzarLHcjZPCuda5cWdqjj9+MyXczT5cucdCmIvFBd2Fb27SLikVOJ+Oa30atlI+a9Kzirdap8rx2quXO2vfVO308DaKHvNuMm9Ofx65o1LN6/dam+539p3+37bnTv17YV3UzpI93Q6WTo/dN3uTrlv3IPredib0afbt9F/40HgAP/A9MNTjywG8YMjj/OHXIe5h+efVIz4joqOLo5dHQ94Kv7040TtZOCU5NSnZ43Th2YUZ1aft79IeWn0ivBqfLZw7uA8//zi65tvji14vNV8J/CedhH9AfGRconjk8pnty/Hltu+/viu+CN2peMXdtVmrXj97ab0VtR2287OXvwFoGsIFyQdshnlhqZE12Oc4V1NIwURx4p7RJlOpYdH4+8TjlKb0lDTTNGW0QXRqzBgGV4wDjL1MXey3GVtZbvOfo2jjrOaq4K7nKect4yvlL9MoEKwWqhGuF6kSfSGWJt4l0Sv5EOpUekpmReyL+VeyD9XmFacVHqqPKYyrPpQrVe9S+POvhua9VoV2oU6ubppejH6AQYHDPcb6RjLmfCa0poBs2Xz5xa9lnX7z1gdtvayMbWVtWOzh+wXHUYd7zhVOue6xLv6uFm57zsgcpDBA/L47DlDHPBqIVV6n/FJ903xS/VPI6cFpAamBaUGp4WkhaaGpR5KDU+NSI1MiUqOTo5Jik2KOxKfeDghISHx8JH4pLjkWLh35KZVprcfHc/4eByZyZ4ln22S43ki5mRObkVe26knp9+e2TxHly9yXrPA5oJvYULRqeKKi22XhkteX/5Vhi/nq1CuNKs6WB0O95Ciqw21XXXj9e8a1q/hm7ibZa7r3rC9SboV0ZLeevZ2JTyD9bSP3X3d8eHek876rqxuv/sGPbw9m71Tfdf7Tz4gD+g/5Hr489HwYPXjpCHHYaknqCfTI02jGWPu43JP0U9nJpoms6bIz8yn5Wd4njO8oHnJ8IpvVmPOc/7M6/EF0bc578Fi5kf+pcefM5dtvon+oFpZ/fVl7cPGp63ve/GXAD2QOTSFcEN8QgYiV1GpaFZ0GUYJ8wje0W5RFOG0cLOUx6jkqV7hswn7CEvUF2lsaaloe+lO0nswyDGiGMeZKpljWSxZeVhX2B6yl3LEclpxiXJD3NM813lz+QL4jQQEBLbhfVSrcL5IpKi1mKjYpviIRKVknJSlNJ/0V5ku2VNynvLS8msK3fD8YKfMqjyjUqJKVONXm1Mv0Ti4j2PfpOYZLSttgvaoTqEuSU9S77v+HYN0QwsjRqMZ43J4vpA3XTPrND9mYWXJDO8nyqzI1tLWP2zabJPsDO0p7YccTjnaO7E4TTtfcvFyFXX97HbLPfmA2UHmg2/gfUA60clLkoQgTXvf8MnzDfYz95cgU5E/BTwJvBGUHxwT4hyqHsYRtnXoVXhXRHlkRhQ52jJGLpY5diNuPv7h4eaEosSjR8KS3JNNU5RTBdLo06H0r0ffZiwcWzz+OfNb1s/s9Zztk4hcTB7uFOE07RnGsyzn2PO5z/MVCF4QKRQvkiqWu6h4SaVE47JWqW6ZeTmpIqWypKqjevrK6lXmWsU6m/rghqzG6ms9TbPNmzdYbircsmoJaD16u7St/c5E+9cO/D3hTp2uA92H75/vaejt63vR/2OA5qHMI4fBo487hjFPPEb6x8zH5yeKp2Km459XvcLN1b05/27kY9SX3B86a3W78f8rR7a7JmCUAajUhhcEeN2wKwOgvB0AIVV4/agEwJoAgL0aQNjHA+hlK4BcLvy9fkAABSjg3AsbnElUgLMljvDZPBU+S94EI+ALRAPJQfZQPHwGfAitIDgQeogAxBlEB+IDkhVpjIxB1iCfo2hRRqhE+Ey2DJ/D/OGz1wJGCOOPqcV8wSphE7F9FLQU7hQ1FL9wJrhi3DdKU8oyyi0qV6pWPCs+Hv+SYECoo2amTqH+QuNBM0prRHuXTpmuiV6avoFBhuE6oxpjN5M50xSzH/MqSx6rOGsvmxc7BPdSPY4FziwuWa4J7iQeUZ4x3iN8EnzP+I8LqAl8ELwoZCOMFe4QiRaVFV0SqxH3kxCR+CBZLxUhrSaDkBmULZDzlldQQCqMK1YpxStbqwirbKtOqjWrn9QI3GemKa6F1/qsPabTqntZL1M/0sDT0NJI31jLRM1U0UzOXNZC1lJuv7yVsrWGja6tqZ2dvYdDsGOiU55zpUu766TbygHmg+oeJM+TxA6vb96iPiTfy36vyNwBpMD6YBDiFnrvkFR4ZaR41J0YlzhM/P2EvCNBye6pbul+GenH67JenGDNdTxVdGb03GoBb6FVccalnlKKcpvKsupfV+3qmhuZmhKuv75l1XrnjtjdC52U3Qk9K/1HBnYGDw2NjgiMEZ/mTtY9uz1z40XZq+Q5+9fcb169LXxvtbjzse6T8xfUcsM35x+olaZfxDXG9YHNtG3dvfkDgnMOVHDGgRfIAF04+sHgGJxF6ALzEBrODdjCeYAaaBKBQcjBZ/tsRBtiCcmDtEdmI3uQ2yh1VAyqBbWK1kAnoXsxBIwjpgyOuib2BHaWQpEik2IOp4G7gFujdKPspBKhyqVax/vjpwhmhA5qZepGGkmaWlop2mY6dboeehv6OYYIRgrGUiYNONqx8AnzAWs0mxDbFPsJDkOObc47XPHcGtzbPD28OXyO/AL8XwXuC+YLBQrri3CJrIs+E7sjfkkiRtJKSlwaK/1eZkC2Qe6sfKICWdFJyVhZTUVaVViNV51Tg30fhyaPlpC2lI6KroGevb6vQbxhrlGe8VmTAtNLZtXmTRYdloP7X1h9tUHbctqp2Ns4hDnmOTU7T7hsuYm42xxIOtjoMUdk8jInHfW+57Php+GfQL4XiAqyCD4XMhcmeyglfCxSFF6RZmJV4vLjVxPcE+8nSSYXpGLSYtI/ZhCPPcu0zxrJsT4xnuuSN3uafFYzX7iAoRBZtHbxW8mX0m/la1WoK0xXxesMGryvHWu+duNVC91tkzvpd3s7qbrtey71vRpgfmT42H84cSR9LOmp/6T+M8L0wPOol4yvyuYE54veYBd833a8JyzafTj3cegT6rPyF6/lnK/Xvo1//75C/1Pql/Eqce3w+umNms17WxPbH/bij4BHPz3gg8e+GZznTAVlcNZoCWKCdKEwqAyagHM82ogoRD3iPVIY6YO8glxCKaASUA/QzGhf9G0MNcYHcw/LgY2H95xaFBU4Au4w7jMlifI5lTPVJN4NP08IJmxS59GI0fTRkuno6O7ShzIIM8wxljH5Mcszb7F0s2axObALsa9yDHHWcB3jJvNY8aryCfOzCOAFMUJIYbQIpSijGJ+4goS5JFkqU7peZlx2U15YwUbxiFKt8jNVCjUVdR+Nc/t6NVe0hXWcdbP1OvV/Gkoa+RtfNflkpmCeaDGwn9UqwLrDltEu2L7fUdAp1XnOVd+t8gDuYKjHBFHLq8ab2SfN97u/D7k/kC8oMXgmdF9YaTg2IjRyJto0pi1OKr48gSMxP4kh+UwqU1rhUf6MuuMqmX3ZjjkfTibnsZ1qPqN79k6+0vnmC7KF14uVL7aX6F9+XOZavlgZX024Un5Vo3aiPqKR/tr1Zqfr2zerWqxbt9rq2w920N8b6Eq9v6/nR1/dg6CHyoPQ46HhiyPkMYXxlYmGqQPTqJniF8IvK2ZZ5mLmB9+wLli/TXtX+f7e4qMPwx8fLN39VPo544vzsujyj69N30K+C31/8uPwiuDK3Z+OP5d/paziVk+tsa8VrdOvZ21AG3EbC5uWmze3uLaObi1u624Xbn/fsdyp2o1/hK+C/O7qASC8Hpx+fLmz810YAOxpALZO7exslO3sbJXDh43nAHQG/fW/yy4ZA+fqi/t3UV9PS/Lu+9/XfwH/1MKTMnzWAAAAQABJREFUeAHsvQ9cVHW+//8aYGBQR1EEDXIxcTfuroBKQmm1Qt6UdgUrXbspXbVdUa8rsrtp0qZXLc3qZpDfTbytejek7pVKKNc/P6WMMsmABEs0UdHEFAljKAcZmN/nnPnDGZgZBuacMzPM+zweMp9zzue8P+/P8/3+fM77fD6f41Ho2QbaiAARIAJEgAgQASLQiYBPp33aJQJEgAgQASJABIgAT4CCBHIEIkAEiAARIAJEwCoBChKsYqGDRIAIEAEiQASIAAUJ5ANEgAgQASJABIiAVQIUJFjFQgeJABEgAkSACBABChLIB4gAESACRIAIEAGrBChIsIqFDhIBIkAEiAARIAIUJJAPEAEiQASIABEgAlYJUJBgFQsdJAJEgAgQASJABChIIB8gAkSACBABIkAErBKgIMEqFjpIBIgAESACRIAIUJBAPkAEiAARIAJEgAhYJUBBglUsdJAIEAEiQASIABGgIIF8gAgQASJABIgAEbBKgIIEq1joIBEgAkSACBABIkBBAvkAESACRIAIEAEiYJUABQlWsdBBIkAEiAARIAJEgIIE8gEiQASIABEgAkTAKgEKEqxioYNEgAgQASJABIgABQnkA0SACBABIkAEiIBVAhQkWMVCB4kAESACRIAIEAEKEsgHiAARIAJEgAgQAasEKEiwioUOEgEiQASIABEgAhQkkA8QASJABIgAESACVglQkGAVCx0kAkSACBABIkAEKEggHyACRIAIEAEiQASsEqAgwSoWOkgEiAARIAJEgAhQkEA+QASIABEgAkSACFglQEGCVSx0kAgQASJABIgAEaAggXyACBABIkAEiAARsEqAggSrWOggESACRIAIEAEiQEEC+QARIAJEgAgQASJglYCf1aM9OPj666/3IDdlJQLeSyDojliMHTUMgf5Aw/kqfF59xXthUM1lJqDEbVEx+GW4L8oPf45GmUun4lxHYPHixc4Vrnejrby8XBJtSK4BK3EgDsIGRv5A/kD+ICRA/tCVhl5P0w3OxVh0NREgAkSACBCBPkuAgoQ+a1qqmGQEdDpo2T+P2TxNX48BS4rKQsDT/NfT9O3GiH0mSNDVl2P93Bgog9JQrtF3U23HTnMys2bEQKFQ8P/S1hdB49ildnPp6kuxakao6HJNhdbuX8/LDghOR5XWeRa62iIk+foiJiYGsTEqURlrqvcjPTHIzGJntfOEq3am8/IM+iYh1scH6TurTHh6/6uvR8H6NCiUSgSyf7Ez1qNKDF9jcvOzZpgZzMgq6PGcsXX/16I4e2GHvmk5qNX1zB+sywVsHXcUrrXruWPOtjfrcp1vb9bkmurqTHuzJleM9mZNLqevs+3Nmlwx2ps1uRChvdmS60x742Ra91Pn2pttuc63N5Ov9urX2hyEq471do705tndXM/H//Ptn6o/1tRuUYXeym06tknvo0rUL1+1UB+jUPDys8uazLKdkYuY5fodu7bq58T04+VurXReLq/YzUr9HKWPVRa91rdsKy9PkbpQv2rVcv0fFm7Sn7rZwbi3cvU3y3hdOZttLdyn35W9SV941nkOZ/dl6+cuXK7PWLXKzDcxu8xpu107vI7nsDC7UH941yo+LYbcC7sX8rLmrNuh37oqkU8vL7zgsL62/P/ax5t4WTEL1+mz183l0ylbK52Wa6s8k+Du/MHW9c62N3tynWlvtuTy9XWivdmS2+Rke7Ml19n2Zkuus+3Nllxn25stuc62N1t+6mx7syXXVj0cbW+mfL39dfrthl5FJiJf5Bc4ArsKj2H4hY14MAtQiiQ/MPYPuKFZATWjVBJ4Bvev/ghodX6YWR33J+hPGNBH1ryNXZUfoaVVHKVLczLwtv90rPsPYO1/i8TCCPTV1S9j2Xi1OIoyKXVH92JXazu2HtuBdF7uNFFkR05bhjeNokqDvmZ8CzH73juclt1w8QwvI3LcPZgY1syn1QHOe9up8s/AAiWs/Os8RLfFYd+LY3HiQgOTH+GQzrb8/9xn+8GCXGx5+a+4L/Akitfmo3DfUWjSo+GIFW3JtXXcIWVZJlvXO9vebMl1tr3ZksvV15n2ZlOuk+3Nllxn25stuc62N1tynW1vtuQ6295s+amz7c2WXFv1cLS9OZuvT0w3+IUl4PGUBIQEOIvD8no/1WA+QIC2Cm8+V8J3uGNGDbLM1Js9Px32r1+IpMRYQ+CRuBVpYtx86/Zj4dMf4Y/5/4VZExy5DTiofGsLnzEjbiA/JJ6alY8652MlfPdNGS93UdwQJlcJ38AkFNQ4P91grlVjCVateh/K6E14ZPxg8+HeJqIeewarYvpj5f2hCBw9B6phq5Dz5JjeijNfFzp8FNp+LMSed0pR+s99KGxrx4d7jjs85WDV//UafHn0ayh8B6I/V5Lv7Ui+PwhoMhfbbcKqXHaVrePdCjRmsHW9s+3Nllw42d5synWyvdmU62R7syXX2fZmS67Z7r1sb7bkOtvebMl1ur1ZvS/4Od/erMod5HR7M9unl4k+EST0su6OXaZvxM4/JOO/b7Xh8dezkRQiDjL/QSMQ+4sYgw4fLsL/ldY7po/NXDoUvfQf+HrgHCx4MAI/XNdA39bERkIMN3iblzlwQv3z36Bw127sK9yFVanRKNo4B4v/7vwcv9L4PLtqayEO796EMS0fYdaf3xFl3QdXrfI3/wsftrfjLy/ORogD9ewui07zA65Xa83ZtFc3ovAz5/+vg1/+ZgES2bqJ1bPuxt2pK3n5KVPHwvmwxqwqS/ghYKDhEVWE+E4oWNw0tTdQezO4lFu3t85+OrRzM+hle+ssV6T7TWfterIvzh2vJyVKmFcZYHh6VgaKVYgWRc9Mxvy8y5ib/THenBctkmAVkpY9i825b+L7jzfxMv/3yDnnZLMnxwvF9dD9kIeYQCXuzihEu/ZDTI/PcfiJ1KYC6kikPD4T01Iex+pVswzZRJgfaWXhgMIvBlN+91skPboYT0YPgP/5JohyE2OjP6/85X34D1mIJ6b8zGbVenLi0IbH8Ub7r7DvWhv0TceQ6uuDp5b2fJFh5zJVkSkobmtBU1Mrms7uBlv/Ap+gnk9jWPi/IhC33TGML6qVE9V2AYf+yQLRgQEsXOjZZiFXcKmt44IsdpNdrxenvXWVK057s5ArYnuzkMsRE6m9dZYrVnvrLJc3sgjtrbNcsdpbZ7nOtzcrfipKe7MiV9CCOtdDcErSZE/7C0mV6bVwbS32f3AcJw5Vop09OO/JewuXYyZj2viwXovkLqwpyEDqxkpexi8GXsLO3BwM+GUqZt7n2FyxrcKr87Pw3MkIzL0/GB9vzeOzqQf1s5XdseMKNX6zYy/G/Qj49/fHqTdXYf6rH2LjPx51+omU0/fVb8fgd3cNwKfbd/P6DB/qpL5Myh0TkqDXZeD5df9Ac+wZZFRqkLgpwWl9OQVrPtjOr3dIWZOOKD8Fr7PTfwL5gXuc+ew4Qgd8ifPtety6Y2CPb7qd9dDWFGNbSTMS/sUfhav+ALa0EOunGUeZOme2tm/D/2Mn3Y22V7dh47pt+F1QOc9j7u/udmg9Al+MDbnTftnqXHuzIffn59Y6195syB1ZvcW59mZV7r3OtzercieD09ep9mZDboKz7c2GXK6fdaq92ZALZ9ubDbmTB1U71d5s3RcmONnebMmdOQHOtTdrfUZPjvV2xaMU13W3KtpWma2CtxtY3fXcPzFWnVfuMKwIN8kUS+6FfYZV5ya5Kat26S+3dtSutxw6JOj1p5jufoPm6itbnX8L4WyhYSW/Sd+56wr1He8g6PW91rf9e/3uVSm8vXjZqeytCcGbKb2X26TfmjpMz7018fG1NiEWPt1bua2XP9YvjDa8jcLrG7NQf/jCTbP83sq9eWqHmQH3Ns3WjzvebOCEdyfXpv+3X9ZvnRttlh2zcIf+mlnb3su1WZ5Rdm/1dba92dLL2fZmS64AZa/amy25zrY3W3L1TrY323Kda2+25Drb3mzJdba92fRTJ9ubLbm26mHyv+7amylfb3/R2wuluE6qyrqn3FZ9U1OT/qYgODAxdUt9W2/qb0qkb+tNJpv967y5JQem5M2bTcx2Iutr5GvFHboNEjpz67zP2U10fTsXIth3T7tRezOZiNobI0HtzeQO3f72jekG9ljneZsf1GoR30CQGoCfCiq1SpJS/FQqp4fsJVHMhlCVSg2msribhHxVzM/EVlfcysshjdqbiTK1N0aC2pvJHbr97VMLF7utLWUgAkSACBABIkAEHCag4MYaHM5tJWNFRYWVo707FFdkXDnfu8vpKiJABIgAESACXkegLMWwoNxaxceNG2ftsMPHnA4SHC7JgYw+a0c7kIuyEAEiQASIABEgAiYC7WvOmpKi/9J0g+hISSARIAJEgAgQgb5BgIKEvmFHqgURIAJEgAgQAdEJUJAgOlISSASIABEgAkSgbxCgIKFv2JFqQQSIABEgAkRAdAIUJIiOlAQSASJABIgAEegbBChI6Bt2pFoQASJABIgAERCdAAUJoiMlgUSACBABIkAE+gYBChL6hh2pFkSACBABIkAERCdAQYLoSEkgESACRIAIEIG+QUD2IEFXX471c2OgDEpDucap/xG6b1iAakEEiAARIAJEwE0JyPoVSG1NAQJHG77P4Nt/FFrdFAqpRQSIABEgAkSACACyjiT4BY7ArsJjOJydyrNXkgWIABEgAkSACBABtyUgb5AQloDHUxIQEuC2PEgxIkAEiAARIAJEwEhA1iCBqBMBIkAEiAARIAKeQ8AlQYIyQM0TUgZ6DijSlAgQASJABIiAtxGQN0jQ1mJ/QQEKD1WiveU89uS9hf3ldd7GnOpLBIgAESACRMAjCMj6doPu8nEkzzK83cDRWT1/DhKzyzBtfJhHwCIliQARIAJEgAh4EwFZgwS/yJnQ6+n/RvAmB6O6EgEiQASIgOcSkHe6wXM5keZEgAgQASJABLyOAAUJXmdyqjARIAJEgAgQAccIOD3dUFFR4VhJfTBXW1aMZLXy3VApumzStwMp8e1gQSlpCHhae5OGAkk1EWjfrjElRf+tSLF9Hx43bpxT5SnYGgG3WSTgs3a0U5Wxd3H7mrP2TvfqnL71kV5d58hFCuW7jmTrUR7StwMX8WX/3aqHtTdP09fT2pun8fU0fRExrKMDEjtVe1VsiWZ5NN1gRkEJIkAEiAARIAJEQEiAggQhDUoTASJABIgAESACZgIUJJhRUIIIEAEiQASIABEQEqAgQUiD0kSACBABIkAEiICZAAUJZhSUIAJEgAgQASJABIQEKEgQ0qA0ESACRIAIEAEiYCZAQYIZBSWIABEgAkSACBABIQEKEoQ0KE0EiAARIAJEgAiYCVCQYEZBCSJABIgAESACREBIQNYgQVdfjqwZMVAoFPy/tPVFkO4/qhRWk9JEgAgQASJABIhATwnIGiTcPHcImw4MxfJVCxHDAoW81anYUS5/mFBXUoSSWm2PWOnqSlFQUtuja8TK7Ki+Wq0WOmOhHqGvxrP0FdrTE/h6nr46aJlPcBvxFVrPftrR/kGn1UBr7CA8ga9Oo/Go/syalbTmOmhRelOL2lZTD20tt3sekzVICIz9A25oirF5Qy62rP21gYjc0PR12DJjO/oPC4CusRrZaeFQJOV2GdForN6Puf6+SMop5/X0G9IPhUtzUSe3HR3SV4v89FgEBgYiMCgNpY3tcGt99Rpe3/hJ8Z6hr9Hm9cVZ8FHGolyjd2++YP6QdjsUsUmI9Y/FziqNm+sLaGoKkOQbgIdSEpC+s8q99dVWYXlsLGKTGF8fH0P/4db9gw4lOWkY/1AaEvrFIqe03r35Mv/dv34GlPfeC9WAGdhfp3VzfYHO9wvo65H7RDj6pd6L/sHprM8IwCDmK69+3yT3HcTp8mQNEvxUg6HmvjvJGtmbz5XAR5WIMaMGOV2JngjQnj6IvTMXYLxKgbOHjyB8/ktIQYs5YuVlsZtYycHvMDd/JdQ3Ww3iVdGYn3QM77MOV87NIX3hh+TnPgH3ra7iJZUoPPkD4M76KgIx/eUvUVlZadS3wb315Qyuq8bzmdnwCbgDvEe4M1/9TVyvvAtlZYdx4tYJzItWuzdffSNef/hvWPFdK4o/PIHcedHurS+z/asnTuBEcTHyXk3BnN9PwWB39gdtJdasAd4v3oOyYzOxvLDavflqjuPF3Dg0Mcb1Rb/Eyr+fcG99rdwvtCffwiL962gvZn6y4Sr+suMkogL8caK1HVr3+aaiQ7cyWYMEXiPWIez8QzL++1YbHn89G0kh8qrQ+tM1BN9u+BpX1Mx0zJwYCUVDp6kHhRopy+Zh8qggaG51cAy6bSCu3ZB3uMghfVmQMDiE3QgY24q95xEREsgr7c76ar85gNwX05GYcwdmThjq5voCpa88jeAtZXhjhhoml3BnvkAx4h58AsvX56NWa/jQq9vq23IG+786gvc2LMbDaZnYX2MIxN1WX1OXwALHZ1cDf3pklHv7r2o8Xn5Bg5GxMzB+chmOZE5yb33hD732W1xgU0/fN/+EyjM1bGwBcFt/sHK/uFz1FZbPiuU5h0+YCPzwE58eqGCjZu3tfNpT/sh7h2amLnpmMubnXcbc7I/xJvfEIPN24fhRhEcKRi+MAwXW1Oh8KjhqGNbsO2ktq2THeqJv+WuPIiMhD09GqXh93Flf1fCRGHvPw1gRfwQFBy+6tb66ugLcv2kYZo1R4lLVZVy91uzW+oJ1WktKL6OpMAcpAW8gJcfwrXm39QfW0NQhy7B0dTa2ZUYh9ZEd/PSf2+prbO21ezajaMmf+VFJ7pDb6sseHqrLm7D8yRmYlXQe7/5/X7m3/6rj8Pr2X2HTkgy8uH0XYn4xAlyP5rZ8eZowjDCa0rd+Qn1z1wfKO/x8cEnuKXajTr39kTVIqCnIQOrGSl7XXwy8hJ25ObIvBhzJorrLNWw43rQpldAzF+RmQdiYMurr6s1TD0p2RA/ur2FrqL6KtcljTLuy/Dqqb3VBOuKKZ+P7bSnGugBuq6+OLUhS34mE+6Yhc8U8vHDMECS4q77amwPw5yeCsfulLSio+gh5+Z/yTzbuqq+OebDOTw21ejCiY9jTTIsh3HVbfQP7YWDrdfaoqELI8NvM7cpt9eU0ZGuFctN2YM/Se9xf3+aTeOGf07CRjY4+u2MTcv+yB41Ma/fl64eolGXIezMXS5MnISYyhGfsvvoaXEB4vwiPicaujwzB2IVPjiIs0jBayk03jFAa7jZmx3HzhKxBwk9s6Mi0rZ4/B/MXZeBvFQ2mQ7L8KvuF4vqZS3wgUFOQhZj4eSiqzMCkhfnQaMswPHI2TrG3BAqyUhE/Lw8frY5DZn4V002Hb2vOIzRIXgM7pO+Ncjz92BvA+X2YzxZUcQu/3Frf5stYOVSJ2MRYhD12HYeWTnBrfc+HT8WGzRvw7IaNWDI5BaufmsrCSnf2h1NY1t8PSYxv6Epg26I4t+Z7SjcGK14byi+y9I18FTvy0qB2Z75s+kZ7sgAbp+bjoTBTf+DG/qCMwp8e2o+EGWlIHL4S/5n3JAa7M98bhoWhSbGBmPvJDLzyeJR7+6+V+4U6ZjY2nZ3Pv+ofsycOa383Cjq2FqGB/VOzBYyetCnYYjfDhKUbaO2zdrRkWrSvOWuQzZ4AsgYmY8rFCiQNtjRWLXsaz6hbij3LrEyDaEqROPpt7Ly6GRFGLfWtj0imr0L5bp/Xl3tlU6UyTI2A+Nr1pZ77A3udkE3kqlTGm5gVvm7X3nTslVg/46ieJ+grtJgVfd2tf9AZHMIw0mhFX/fyBw/0X6E/GNPCPq58WBC23mjGtuHBVnI6eaj2qpMCbF/ufUECY1Ffvh/ngicjIcJ4gzLy0dSxFxzDwthTTNeNe6/40KURmJYQZj4pSyfASiN9zchFS5hvul7MV5abgoh8PU1fT+sfPI2vO+vbtaPSonzYcAz380WYn2n0qWuuXh+hIKHX6MwXmkcSzEecT8jVCTivqUEC6dtBUhgkdBx1LuVpfOXqZJ2j2nG1p+lL/tBhOyn6X0/zB0QY3qrroCJiSsIgwemQpqLCsHJaxOqKLqotKwZSNlixFS73eQZoKxNbLMaLLrFDoBR+MFbCNaKe5A8/+/UuBvpmB2yxUlPFEtRVjhT+0LUUcY54Wv+gGP0pq7gEN5wF1sZQxWFM/sA4np0Eg+3EYSqUYo/vuHHjhFl7nHY6SHBWAQuNiyz2PGJHiidSKQIEqWGK6gdGZfWd30GVuhIiyJfEH6QIEESoqz0RUvgDqH8wIpcgQLBnTBHOkT8YIUrwxM8FCJLwNapsuXJPBGcgEUSACBABIkAEiEDfIEBBQt+wI9WCCBABIkAEiIDoBChIEB0pCSQCRIAIEAEi0DcIUJDQN+xItSACRIAIEAEiIDoBChJER0oCiQARIAJEgAj0DQIUJPQNO1ItiAARIAJEgAiIToCCBNGRkkAiQASIABEgAn2DAAUJfcOOVAsiQASIABEgAqIToCBBdKQkkAgQASJABIhA3yAga5Cgqy/Fqhmh/OczFQoF0tYXQdM3OFItiAARIAJEgAj0OQKyBgk3zx3BC+fnYMeurZgT0w95q1ORX9V3woS6kiKU1LLv8/Zg474uWVBS24Mr3D+roxy4z6jqjNXxag4a4tDZq73ZH4QsvJsD+1w0axvc5t0cOjzCFRxkDRLUcX+C/sRmzHs8Hekz4/mat3jg/8/fYTJBSl+HLTO2o/+wAOgaq5GdFg5FUm6XkZLG6v2Y6++LpJxy/mK/If1QuDQX7CPVfWNziIMW+emxCAwMRGBQGkob2+GVHPQankP8pHjv5mD0/PriLPgoY1Gu0XunP4C1i7TboYhNQqx/LHayByivbBfMHzQ1BUjyDcBDKQlI31nlnRy0VVgeG4vYJOYPPj6G+4kL7heyBgnw02H/+oVISozF/as/AhK3Im28dF8ek/Ouqz19EHtnLsB4lQJnDx9B+PyXkIIW85Myrwu7KZQc/A5z81dCfdMYHamiMT/pGN7vIyMqDnGAH5Kf+wR6vR7FSypRePIHwBs5KAIx/eUvUVlZaeTQ4J0cuMahq8bzmdnwCbgDfMvwRn/Q38T1yrtQVnYYJ26dwLxo1jd6JYdGvP7w37Diu1YUf3gCufOivZMDs/2rJ07gRHEx8l5NwZzfT8FgF/iDvEEC6wv8B41A7C9i+HsmPlyE/yutN6Q9/G/rT9cQfLvh62xRM9Mxc2IkFA2dph4UaqQsm4fJo4KgudVR4aDbBuLaDdPAe8dxT0w5xIEFCYNDWAeob0TF3vOICAnkq+qNHLTfHEDui+lIzLkDMycM9VIOQOkrTyN4SxnemKGGqWl4oz8AxYh78AksX5+PWq3eO/2h5Qz2f3UE721YjIfTMrG/xjAl7X3+YLwDsAD62dXAnx4Z5RJ/kDlIUCFp2bPYnPsmvv94E1/h/z1yzkjCs38uHD+K8MhBHZWwM43S+VRw1DCs2Xey41oPTvWEQ/lrjyIjIQ9PRqn4GnsjB9XwkRh7z8NYEX8EBQcveiUHXV0B7t80DLPGKHGp6jKuXmv2Sg5gDxFLSi+jqTAHKQFvICWnwjs5sA5SHbIMS1dnY1tmFFIf2cFP23pj/8A5QO2ezSha8md+lJrbl5uDrEFCdX4W5mblYv/+Arz0X3lcfaEe1I//9fQ/IydMxOUaNmxu2pRK6KFiz8zcpkN9Xb156kHJjujB/TVsDdVXsTZ5jGnXo38d5VBdkI644tn4fluKkRHgdRx0GujUdyLhvmnIXDEPLxwzBAnexkF7cwD+/EQwdr+0BQVVHyEv/1M2O++F/sB6CJ2fGmr1YETHxALGBVve5g+6wH4Y2HodCFIhZPht5v7Q6zhwNWdrvHLTdmDP0ntcxkHWICFwSBB2bVyE5ORZ2FhYhZRVu/D6k2y+qQ9syn6huH7mEh8I1BRkISZ+HooqMzBpYT402jIMj5yNU2w1f0FWKuLn5eGj1XHIzK9iNdfh25rzCA0yhBOejsIhDjfK8fRjbwDn92E+W5jDLUzySg7Nl7FyqBKxbI1O2GPXcWjpBK/kcD58KjZs3oBnN2zEkskpWP3UVBZee2O7OIVl/f34NVuhK4Fti+K80h9O6cZgxWtD+cWbvpGvYkdeGtTe6A9sukl7sgAbp+bjoTDT/UH+dqFgi8cME1+y3Z100GhuQhmohspUb2PZPmtHS6JFW5ZxDYQE0hXKdw1SWcSXNTAZUy5WIGmwZexVy56aM+qWYs8yKwGRphSJo9/GzqubEWHUr6ytTAJNgfHtz0silxMqBQd96yOS6SuV4N5w4F4FVakMUy6w4g8jJt6URN3LU634o0glta85a5AkYrvwjv6BvfbHhlFUps7Rij8gwrD2SSRTmcX4LFCb02IneuUPOvZqsJ9xNNYKB+/wh06WsMKhoqIC48aN65RRvN1Ot2nxBNuW5MeG06RzRtvlSnxGEYbMI5twroktuxps7PCNRQ6ZuAZvhoVZVYCNOGNl0VPmAMFqJk86SBwM1uoBB3OAwK4kfzDg814OfixA6Gjw3suBMTAFCNQuzA7hCn9wwUiCub5dEh4dGXapTe8PePRIQu+r3eVKjx5J6FKb3h/w6JGE3le7y5XUPxiRePJIQher9v4A+YOBnduPJHAKuvvmu6ESUkw5lPs8A0g0NeDuTDvr54k39M51cHZfKn+4dPkhZ1Wzer0Pm+mVavOEfkGqupvkKkZ/ypLSTA2YyvCEX67v9aT+Qar7hVT+wE00VOzZb9MVnJ2KcHq6wVkFLGpWZLEn6o55rlhMqRIGCHG+3KIlcTd9u7jyPFmap/mDp7EWtV8wVV7C/sFUhMf81l4VX1WJ1oSJr6j0EiXpHyQMGCVpb0bMlivspGdPJRABIkAEiAARIAIeQoCCBA8xFKlJBIgAESACREBuAhQkyE2cyiMCRIAIEAEi4CEEKEjwEEORmkSACBABIkAE5CZAQYLcxKk8IkAEiAARIAIeQoCCBA8xFKlJBIgAESACREBuAhQkyE2cyiMCRIAIEAEi4CEEKEjwEEORmkSACBABIkAE5CZAQYLcxKk8IkAEiAARIAIeQsAlQULt/vVQKBQICE5HFfscJm1EgAgQASJABIiA+xGQP0jQVuGZlP/kSbS1XMVPrfJDqSspQkkt+x4rt7Hvsmp1hqS9v7q6UhSU1NrLItk5C30dLMWV+l45dh2fXPnRoGmbHrdgPRBs0bbB9D9Ft9W34J1j9Q7WTtxsjvLlPulschVX8hW39tJLc5ivxj34Ouq/QnKe4L9CfV3pv47ybWvxrP7BXfgK9RAjLXuQUJqTgbf9p2Pd8lRef6UYteiJDPZ9+y0ztqP/sABU56dDERiIQKUCuaWWN6jG6v2Y6++LpJxyXrrfkH4oXJqLup6UJUZegb66xmpkp4VDkZQL9oVpi81t9GVabXnwGPqHqnB69yX4BO6Byn8PtpVft9D3raVlSJh0AH7+7+Hz5lvwHeKPPUvL8Z2NgMLiYjF3HOKrRX56LAI5XwlKQ2ljO1zmD2LWXQ5ZjvDVa3i+8ZPi3YJvt/7LAt/Muw4gduohjA3YAx/2qxmidGP/NRi6vjgLPspYlGv0LvXfbvkydQ+8cApKY/9woP6m+/cPabdDEZuEWP9Y7KzSuJSv2M1a3iChbj8WPv0R/pj/X5g1Qbov0NmDpD19EHtnLsB4lQLh//ocWvV6XDu8HIsLqzsuY51WycHvMDd/JdQ3jUMdqmjMTzqG95kDyLkJ9T17+AjC57+EFLSYn2h5XdxI35Zzzdj7RCjG+foi/MFh0N16mPG9F4sKv7XANv3lsfiy7CF8vOrnKPzqBuCrwIKk4Sg6/YNFPql3HOILPyQ/9wn0zFeKl1Si8CTT0UX+IDUPseU7xFcRiOkvf4nKykoj3waX8XXIf5mvbv5iKk4cmIK87DGY+/vRCPL1cWP/ZVbVVeP5zGz4BNwBvkdzkf86xJeNILz4n2fQ9EUyvmd9x8q/n3Xv/kF/E9cr70JZ2WGcuHUC86LZvc1FfMVuv5w8GYMEHYpe+g98PXAOFjwYgR+ua6Bva8INTYsU9bIps/Wnawi+3fD5VnVICOv+gXNfFGN6RFDHNQo1UpbNw+RRQdDc6jgcdNtAXLthGnDuOC5lSqhv1Mx0zJwYCUWDcarEVLA76ftjG+MbyGs2YJA/72DnvvgeqRH9Tdryv9pvNNi2uRr3b/wGM+8K5o8F3RaI+kYBcIsrpNlxiC/zksEhrOHrG1Gx9zwiQgz1c4U/SENBOqmO8tV+cwC5L6YjMecOzJwwlFfIFXxbHfRfE7FnM79C5iMjjPq6q/8Cpa88jeAtZXhjhppN/xk2d+d7gU1Hft+sQ9UZDT9l6c79A1CMuAefwPL1+ag1rrNzBV+TX4r5K1+QwJ52LxTXQ/dDHmIClbg7oxDt2g8xPT4HjWLWqBtZF44fRXjkIHMuTXkO7n85CTlPjjEfMyU6L5cIjhqGNftOmk7L8ttZX8NjgPWi3UPfBsaX3VCNW3PVD7h75dfIWTDadIj/VQ1XYezEoViVGISCg1f4Y8FRajy7T94JnZ7wLX/tUWQk5OHJKJVRX/n9wQKiB+w4ylc1fCTG3vMwVsQfYf5w0WV8Lxx3zH85BS8WXkbhigh+1Izbd1f/1dUV4P5NwzBrjBKXqi7j6rVmTl2mr/z+6xDfAF/87b0JeHHJcby4/Syif6GGPxRuyxfsIW1J6WU0FeYgJeANpORUuIwvX7DIf+QLEhjI3+zYi48//hjHyo5hx/JEviob//EoBotcKXviRk6YiMs1hiFtTXUBhiQdx2c1ryDCT8Eu06G+jgUyRgHcegk9OlZNNFRfxdrkrsGEvfKcPSfUl5elVDKdVPwIiHvqG8z4GqZkmtnUw8C4YpQ1TccI1si57Xq9Fm3sV6f2Q3zCUGSu+CU2soWO3NZQrcH65DA+LdcfR/lWF6Qjrng2vt+WYmTP6Su/P8jFRaxyHOKr0zB/uBMJ901j/jAPLxwzBAmu4DtyQvf+a1psm5tWwdYp3WlG5a7+q705AH9+Ihi7X9qCgqqPkJf/KbixSHfmeyfrB/6x/R4sTQ5HjPGhw1356tgdQ+enhlo9GNExsUCL4XHNFXzNzihiQr4ggXWtkePvw3333YeE8Qm4OzYcfoPmIvH+USJWp3tRyn6huH7mEnRsZOOdJYvQ9mMl1qWNRVJ6PjTaMgyPnI1TbBV7QVYq4ufl4aPVccjMr2KCdfi25jxCg7gJCvk2s76syJqCLMTEz0NRZQYmLXRTffv7ooEND3Id6TuLDYs+1809igf++Dma29oRGr4Pp9grLSuH/pNf+BWafBSHjR3ttzXNCBnsLx9cVpJDfG+U4+nH3gDO78P82Fik73SdP8gKR4TCHOLbfJn5gxKxibEIe+w6Di2dwEp2UXtzwH+/bmtDS3UTNk1lDz7GqScOlbv67/nwqdiweQOe3bARSyanYPVTU9ljhhvzZf0DtzD0gbv2Ye4n3+GVWRG8J7or31M3TmFZfz8kMf8NXQlsWxTnMv/lQYn8R8EWY1l/P03kghwR57PWckjakWsczdO+hi1+4Ta22jprYDKmXKxA0mDLGKmWPS1m1C3FnmXRhrzCv5pSJI5+GzuvbobBZYGytjJhDlHTcb6co7FNRH31rY8YZEr895mBH2DKlQeR2N/yhs8Nz2bUafDe4ihegxYWNASwBV/GHTww6APs1KaYRx2kVFOhfNcgXkS+UvlD3KiHJEHhs6BjWkjsAnrT3rhXTFUqw1QOrLQ3qfqHtqwYi+o76r8WF7HFdp39VzH6U4ssou7UXjWIE9F/3Y1vd/2D74ZKUZEKhfXcf3Xc2/TMf40PkVb8FxGGtXDCckRLm/xBNIEdguR9LO4o13UpRRgyj2zCuSa2fGewsUMyajNk4hq8GWZ9uJuNiGJl0VPmAEG2CniavgxM5qf3Mr5s0qZTkDBkYjDeDOngaw4Q2DVtLP+Ko/fKEiBY2M4D+Vro7+47PeBrDhBYnVzW3ljZjvqvED35r5CG/bSjfD2rf/BjAUJHvV3pvx1aiJPyvpEEcbjxUqR6cuSEm0cSRNRXrpEEEVWWTJR5JEHEEqTyB48eSRCRr1xPumKpLMtIgljKMjmexleWkQQR+XrqSILTQUJFhWElpxgs44pmiSGmi4zOw4ldMtABpwiU+zzj1PW2Lh7f/rytU153XIobjpTTDZ5kICn7BynsJhVb8ocOsmUpuzt2REqNmzFNJEldxVTs2d/1oPHIuHHjbJ5z5ITT0w3OKmChZJHFHu1IQECKJ2hIuDZDAgSeKVKKOUcJ1wB5JmQJtJbCblLObUuAwBNFinpfkwGAlPpartyToTJUBBEgAkSACBABIuAZBChI8Aw7kZZEgAgQASJABGQnQEGC7MipQCJABIgAESACnkGAggTPsBNpSQSIABEgAkRAdgIUJMiOnAokAkSACBABIuAZBChI8Aw7kZZEgAgQASJABGQnQEGC7MipQCJABIgAESACnkGAggTPsBNpSQSIABEgAkRAdgIUJMiOnAokAkSACBABIuAZBGQNEnS1RUjy9UVMTAxiY1RQBqWhXOM2H6H0DIuRlkSACBABIkAEZCIga5Bws+EKPmxvx8lR9+A3v12M+bOj0U8pU02pmC4E6kqKUFLLvm/ag01XV4qCktoeXEFZxSbgqN24Ty+zb3HyG9lNbCv0XJ7DdtOQ3XpOV7orHLWbUIO+1N5kDRJgDAheXf0yNmzYjG25KxClUgjZUlouAuw79FtmbEf/YQHQNVYjOy0ciqRcsC9iW2yN1fsx198XSTnl/HG/If1QuDQXdRa5aEc2Ag7ZTYv89FgEBgYikI3WlTa2g+wmm4WsF+SI3fQa3m7xk+LJbtYpyn/UEbsZtaovzoKPMpYfHe9L7U3eIKG1hceZETcQCoUCqVn5qDM96shvfq8uUXv6IPbOXIDxLEg7e/gIwue/hBS0mJ88eTis0yo5+B3m5q+E+margZcqGvOTjuH9qs7hhFfjlK3yDtkNfkh+7hPo9XoUL6lE4ckfALKbbDayVpBDdlMEYvrLX6KystJotwaymzWYMh5zyG6cPrpqPJ+ZDZ+AO8D3lH2ovckaJKh//hsU7tqNfYW7sCo1GkUb52Dx36tkNDkVZSLQ+tM1BN8+jN+NmpmOmRMjoWjoNPWgUCNl2TxMHhUEzS3TlUDQbQNx7QZFdx1E5Es5ZDcWJAwOUQP6RlTsPY+IkEBeQbKbfHbqXJKjdtN+cwC5L6YjMecOzJwwlOzWGaTM+47ZDSh95WkEbynDGzPUMHWVfaW9yRokQB2JlMdnYlrK41i9apbB3C3GJ1SZje/txV04fhThkYM6MNgxQ+dTwVHDsGbfyY5rKSUbgZ7Yrfy1R5GRkIcno1S8fmQ32czUpSBH7aYaPhJj73kYK+KPoODgRbJbF5LyHnDEbrq6Aty/aRhmjVHiUtVlXL3W3KfsJmuQUJ2fhUUv5qO4uAgvvbabBzl8aD95rU6l8QRGTpiIyzVsGNq0KZXQQ8WeQblNh/q6evPUA7eURG9aUMLSDdVXsTZ5DJeRNpkJOGq36oJ0xBXPxvfbUow2JbvJbCqL4hyym04DnfpOJNw3DZkr5uGFY4YggdqbBUpZdxyxm/bmAPz5iWDsfmkLCqo+Ql7+p+DGZPuK3WQNEpQDgNyVc/DAA6lYvasKc9cV4uXHo2Q1OhVmIKDsF4rrZy7xgUBNQRZi4uehqDIDkxbmQ6Mtw/DI2TjFVscXZKUifl4ePlodh8x8bmpIh29rziM0yBBOEE95CThktxvlePqxN4Dz+zA/NhbpO8lu8lqpa2kO2a35MlYOVSI2MRZhj13HoaUTmCBqb11pynfEEbudD5+KDZs34NkNG7FkcgpWPzWVPW71Hbsp2OImef+jAp0WWm4RXKAaqk73GZ+1oyWxfltWjCRyPVGoQvmuQW22ajdrYDKmXKxA0mDLWLGWPYVm1C3FnmXRXauoKUXi6Lex8+pmRBjPlrWVdc0nwpHx7c+LIKVviJDCblK1N08jLmX/0Bu7ca+uqlSGKSJYaW+IMKwlEpuzzwK2joU2nkD7mrMGEiL2k1LZjVe09qpklut0m5asnA7Bfiqo1MYG0HGUUnITUIQh88gmnGtiy2wGW9pjyMQ1eDMszKpGbEQUK4ueMgcIVjPRQekIkN2kYyul5B7YzRwgMH2ovUlpFAdk98BuQml9yW7yBwlCkpR2KYGQ8dMQYkUDtY0AgcvqF5aAadbjByuS6JAUBMhuUlCVXibZTXrGUpTg7XZzOkioqKiQwi6iyvTdUAkphxRFVVZCYeU+zwASTQ1IqDaJZgT0rY8QBw8kIIndzk6ShgTrJ2kzEJDivjZOQrj29B03zrmSnQ4SnFXAgluRxZ6oO+a5QRGlcoYRtf5G3STpWESstzVRcb5x1g47dUzf7tTldi+Wwh880W52ITlx0jyn64SMzpfSGorORDxn39P8QYp+XUprSamv5Yo1KWtBsokAESACRIAIEAGPIkBBgkeZi5QlAkSACBABIiAfAQoS5GNNJREBIkAEiAAR8CgCFCR4lLlIWSJABIgAESAC8hGgIEE+1lQSESACRIAIEAGPIkBBgkeZi5QlAkSACBABIiAfAQoS5GNNJREBIkAEiAAR8CgCFCR4lLlIWSJABIgAESAC8hGgIEE+1lQSESACRIAIEAGPIiB7kKCp3o/0xCAoFAr+385q9sUg2ogAESACRIAIEAG3IyBvkKAtx+KY3+Dvxydja+E+7MrehCFK+ZnUlRShpFbLF6xjn2XV6rrXQVdXioKSWrsZhXIhotwrx67jkys/8mW3tbXjFqx/3buFnTP9T8Zt9S1451i9XX2lOmnBwcFCHOHroKgeZxPqK6Y/CO2GNr1tu2nbemQ3oVx7/iAE4Qn+wH0i2dQUXekPUvEVyrXnDz21m1CuPX8QnvMIf9C4hz/0pn8w2VCr0Rh9WovSm1rUtpo83JTD/X9lDRLqju7FrtZ2/L+PdyA9ZQoeX7YCKZEyf8OcfR98y4zt6D8sANX56VAmJCBQqUBuqeUNtZGNeMz190VSTjlvRb8h/VC4NBd1tmzaSa4iMFAcuay8LQ8eQ/9QFU7vvsT03Q+V/x5sK79uoclbS8sQGFgIP//38HnzLfgO8ceepeX4zkZAYXGxmDsCDrrGamSnhUORlIvO40U95iumjkJZAn3t+QN3SX1xFnyUsSjX6NGtP7D8Qrv5BO6xabeESQd6ZDehXJv+sOBz+Nz1T4wN2IP/OX3Dzf1Bi/z0WOa/rM0EpaG0sd0hvkIzipnuli8L+DLvOoDYqYd4vj7sV8Oedrprb0K5Nv2hF3YTyrXlD5+8fhbjHypGfEAhXqu47t7+oNfw/hA/Kd71/uBg/9C5P4O+HrlPhKNf6r3oH5zO+owADPLxwavfN4npqrLIkjVI+O6bMr5Si+KGsKkGJXwDk1BQ0/n2IW29tacPYu/MBRivUmDk9GzoT5xA08ersLiwuqNg5qQlB7/D3PyVUN9sNRxXRWN+0jG8X2VdX6Hc8H99Dq16Pa4dXu603JZzzdj7RCjG+foyfcPQ/sVDTN/7sajw2w59WSr5+Wi033oYH6/6OQq/ugH4KrAgaTiKTv9gkU/qHSGHs4ePIHz+S0hBi/kJkS+/F3yl0luor01/4ArXVeP5zGz4BNwB3iO68Qeh3cIfHAYds821w/d2sdv0l8fiy7KHHLabUK49f7he2YSyL6bhy5YZ+Pc7g9zbH+CH5Oc+gZ61meIllSg8yXy2G75S+YNDfFnb2vzFVJw4MAV52WMw9/ejEeTrY7e9CeXa84ee2k0o16Y/sKBmTeZX+ODAA8wnEpGxh/Ud7tw/KAIx/eUvUVlZafSHBpf5g0P9g5X+THvyLSzSv4724hM4seEq/rLjJKIC/HGCPSRrmZ970iZrkKCEYdRg1dZCHN69CWNaPsKsP7/T5SlTSoCtP11D8O3D+CL8tF8jP/dFpE7ehNf/bWxHsQo1UpbNw+RRQdDc6jgcdNtAXLthfbhIKFcdEsK6PeDcF8WYHsE6aNPWG7k/tjF9A3kJfi1teGt7DdP3E2x9fKRJKv8bNMif/63Y+x0ihgYYjt0WiPpGQQUsrpBmR8ghamY6Zk6MhKLBMLVjLrEXHMzXipwQ6mvTH1iZpa88jeAtZXhjhppNGxg2u/4gsNsAZhuuoZ374nukRvQ3Xm340X6jwbbN1bh/4zeYeVcwfzDIjt1aBXLt+QMnKG5qMf70wklcbDdMQtmTa9BG/L9Cvjb9gbWWwSGsb9A3omLveUSEGPzdHl/xNTVI7Alf7opn2c0385ER/MX2+Arl2vMHTlBP7CaUa9MfWEDw8uvRiLhrH+Lu+hAfZ/5Lt/ryGST446g/aL85gNwX05GYcwdmThhq1Nd2/yuBqrxIob42+wcr/dnlqq+wfFYsLyN8wkTgh5/49EAFoDG2R6l0FluurEFCKwsHFH4xmPK73yLp0cV4MnoA/M83WT5lil3DTvIuHD+K8MhB/FE/1XBEjb0HT6ycjv9969MuehjHEMwSgqOGYc2+k+Z9YUIolzuuKc/B/S8nIefJMcJsfLpnchuYvobgylfly/QdzPQdhf/Lv2CexzYVUMGGFDPuVuP3xvoFR6nx7D6bEySmy0T97czB8NhtvYiecLAuwfmjQn1t+YOurgD3bxqGWWOUuFR1GVevNfMF2/eHDrtxmZurfsDdK79GzoLRFkqrhqswduJQrGKLeQsOXjHKtW23C8c75NrzhyWlSWgqTMT0ACVSsk91K9dCKRF3hHx5sZ2NLiir/LVHkZGQhyejVPxRe3wFl4madJQvV+jFwssoXBHBj/Jx+/bam1Aul9eWP/TUbkK59vyhuqwRy5+MxMyUoXj3UPd+xukoxeaoP6iGj8TYex7GivgjrF1c5FVxjT/07n7Reusn1Dd3faC8w88HlzxsXYKsQcIdE5Kg11Xi+XX/QNH/bERGpQaT5iRgsBTeaEPmSBbVXa7hhuB1aNQNwfiE+zAvcxGO7TzOQhgd6uvqzcECt6ZSj46VlQ3VV7E2uetNnyuqQy4LEKoLMCTpOD6reQURfix0dEpuMNPXMMVxgw1VjRs/hOl7J4o3nmf66nG9XssHC6dZhzWh+DIat8TzT62cTg3szZH1yWFcUrZNyIEvVKlkWqr4kRVnOEhVgQ59bfuD9uYA/PmJYOx+aQsKqj5CXv6n4MZG7PtDh92a2ZTRwLhilDVNxwhw/gDebm3sV6f2Q3zCUGSu+CU2sgWq3GbPbiMndMi15w9t7OlxAAsqo2PYSFaLYSTBnly+YAn+dPA1CrfhD9UF6Ygrno3vt6UYfcU+XwlU5UU6ypfLnJtWwdYp3WlWxR5foVxb/sBZqad2E8q15Q9tbARy039fwguLf4Fnd96NVx+vwA+sVdrT11wpkRMO+YOO9cTqO5Fw3zTWLubhhWOGIMFeexNZTbO4Dn1t9w+mUEB4vwiPicauj77i5Vz45CjCIg2jIdx0wwglN87sOZusQcLgcWnYvSoFxa/OR+r8jUDqJvxtcbystJT9QnH9zCV229Zh39MJbFFdEhShyXgh7wkM1pZheORsnGKrrAuyUhE/Lw8frY5DZn4V01GHb2vOIzTIuoHNctn81DtLFqHtx0qsSxuLpPR8aJyR298XDWc0fCCw7+lKcIukFKF7kXP4Hgxid5nQ8H34+qdWPP3YF2g//yP+nS2oWrTrHM/025pmhAw2TEPIBdnMgRVYU5CFmPh5KKrMwKSFznGQSv8OfW37w/nwqdiweQOe3bARSyanYPVTU1nY040/COz2zmLD4td1c4/igT9+jmb2Fgpnt1PMbiuH/pNfABeafBSHjTcce3ZTCuTa84c/DngfD0w9jNCVZdi26Bfu7Q83ypn/vgGc34f5sbFI39l9e5PMHxzh29aGluombJqqxm+MUyOcPo7azZY/cO24p3ZzxB9OsS4r8w8jED+rBEnBe7GJ6ztYsGpPX8n4mvtfO/1D82XWLpSITYxF2GPXcWjpBKaO/fYmvb62+wdr9wt1zGxsOjuff80/Zk8c1v5uFHRsLUID+6dmCxg9aVOwxUKyr6LgXjPjoi+VyjCsaALms9ZyKNZ0XIzf9jVnDWLYatWsgcmYcrECSYN9wOnCFOGfXmrZ00xG3VLsWRbdtUhNKRJHv42dVzcjwni2oqIC48aNsypXKKCncvWtjwgvxzMDP8CUKw8isb8/uNeYFGyRFOdm3HBnRp0G7y2OssjP77CnhwcGfYCd2hTz02u5zzNd84l0JM43ziCpE1+heGc5CGU5m1Yo37WqrzP+YM9uQn072417dTWA2ZTfrNhNeC2XdtQfupPru6Gys2jR9m21N2EBPfUHqfqHtqwYoVoO87W4qId2E14rlz8I+w5Y0dfd/IF7JdZ8j7DS/0rlD5xtbPmvw/2D0cDCOpQPC8LWG83YNjxYaH5x0rVXxZFjRYpLggQrevCHZDE6K6m+fD/OBU9GQoRlkKKpY/P3YWHG5ZWWWnLvbR+6NALTEjqG7y2CBBHldr7ZXK+6gXND/RF/Wz8LpZrZVANCAjDAOIQtPMm9B33oUjOmju9wSFmCBAk5COvnbNocJEior1h261xXseTKclMQka9U/UPnIEEsvlLZTSq55A8dZM1BQi/9t0OSKaVF+bDhGO7nizA/66PRppy9+qUgoVfYLC4SGt3ihBM7nYMEJ0RZXNo5SLA46cSOXEGCEypaXCoVB64QYZBgUagTO1Lq64RaNi+V66ZgU4EenpArSOihWn0mO/lDhymluF8gwvBWXUcpIqbcOUjgbpRibXFFs8QSZSGn85OCxUna8ToCP/v1Lq+rs7UKX55qZVrNWkYvOCZFH6EY/alHkfNZYHiLyqOUlkBZKXzBpKZUPlGxZ7+piC6/5inxLmccO+D0uIezClioWWSxRztEQJInfuAmkSUCFgSkGFkCJHxytNCedjyGgARP/FKNaJuYetYyS5PW9EsEiAARIAJEgAhIToCCBMkRUwFEgAgQASJABDyTAAUJnmk30poIEAEiQASIgOQEKEiQHDEVQASIABEgAkTAMwlQkOCZdiOtiQARIAJEgAhIToCCBMkRUwFEgAgQASJABDyTAAUJnmk30poIEAEiQASIgOQEKEiQHDEVQASIABEgAkTAMwlQkOCZdiOtiQARIAJEgAhITkDWIKFqZ7rh05kxMYiNSUIs+2Sm4bOwkteTCiACRIAIEAEiQAR6SEDWIKHf8F9h7sLlSPrtbxGtKEUl+0r1N02tPVSZsnsrgbqSIpTUsi9f9mDjvt5ZUFLbgysoq7cTcNTPuM8Ac5+85zbyMwMH+us4AYf9TONaP5M1SIictgxv5m7Gqxs24I9z/pWnOfveOxynSjm9l4C+DltmbEf/YQHQNVYjOy0ciqRcaDoRaazej7n+vkjKKefP+A3ph8KluWAfAaeNCHRPwCE/0yI/PRaBgYEIDEpDaWM7yM+6R0s5BAQc8TO9hvez+EnxLvUzWYMEM6LGEqxa9T6U0ZvwyPjB5sOUIAK2CGhPH8TemQswXqXA2cNHED7/JaSgxfwkx1/HGlXJwe8wN38l1DeNI1SqaMxPOob3qzqHE7ZKouPeTMAhP4Mfkp/7BHo2Elq8pBKFJ38AyM+82W16XHeH/EwRiOkvf4nKykqjnzW4xM9cEiSUv/lf+LC9HX95cTZCeoyXLvBGAq0/XUPw7Yav6kXNTMfMiZFQNHSaelCokbJsHiaPCoLmVgeloNsG4toN08Bwx3FKEYHOBBzyMxYkDA5hn1XWN6Ji73lEhATyYsjPOtOkfVsEHPUz7TcHkPtiOhJz7sDMCUNd4mfyB3+y5+QAAEAASURBVAnaKrzyl/fhP2QhnpjyM1sM6TgRsCBw4fhRhEcO6jhmZylL51PBUcOwZt/JjmspRQRsEOiJn5W/9igyEvLwZJSKl0Z+ZgMqHe5CwFE/Uw0fibH3PIwV8UdQcPCiS/xM9iCh5oPt2NXajmlr0hHlp+gCjw4QAWsERk6YiMs1bFjXtCmV0EPFnum4TYf6unrz1IOSHdGD+2vYGqqvYm3yGNMu/RIBmwQc9bPqgnTEFc/G99tSjD4IkJ/ZxEonOhFwyM90GujUdyLhvmnIXDEPLxwzBAly+5m8QQKbMz6U9xZ8+6fiL/82thM22iUCtgko+4Xi+plLfCBQU5CFmPh5KKrMwKSF+dBoyzA8cjZOsdXmBVmpiJ+Xh49WxyEzv4oJ1OHbmvMIDTKEE7ZLoDNEAHDIz26U4+nH3gDO78P82Fjja9zkZ+Q/jhNwyM+aL2PlUCViE2MR9th1HFo6gRUgv58p2OIbveNVkzanz9rRkhTQlhUjiVwSKj0BhfJdQyFsNXDWwGRMuViBpMGWsW0te6rLqFuKPcuiuyqkKUXi6Lex8+pmRBjPjph4s2s+LzxyeaoVXl7Igaty+5qzhpqL6GeIMKyh8RSkPgvYOgvaIOX9ojf9GfeqrUplmNKClf6soqIC48aNk8xy9HglGVoSLCoBRRgyj2zCuSa2InGwscEYCxgycQ3eDAuzWhwbscPKoqfMAYLVTHSQCJgIkJ+ZSNCvlAR64GfmAIHp44r+jIIEKR2BZItKIGT8NKtvw6htBAhc4X5hCZhmPX4QVTcS1ncIkJ/1HVu6c008xc+cDhK4oQ5333w3VEo6hOTu9fdU/X72611Mdc+ZGrh4ZI6HofasaTiuHUuxccPL+tZHxBd9dpL4Mo0SFaM/lUy22IKlGr6Xyh/Err9JnsFm4k9BcRMNFXv2m4rp8uvsVITTQYKzCljUqMhiT9Qd81yQiFIl6ViM+pG+HAjpAoRLRw3vtovoDuxGI6Y0kkUE7BCovWrnZC9PSbQmrJfa0GU9ICDqfbhTuZYrwDqdpF0iQASIABEgAkTAewlQkOC9tqeaEwEiQASIABGwS4CCBLt46CQRIAJEgAgQAe8lQEGC99qeak4EiAARIAJEwC4BChLs4qGTRIAIEAEiQAS8lwAFCd5re6o5ESACRIAIEAG7BChIsIuHThIBIkAEiAAR8F4CFCR4r+2p5kSACBABIkAE7BJwTZCg00HL/tFGBIgAESACRIAIuC8BeYMEfT0K1qdBoVQikP2LnbEeVRq3+Qil+1qJNCMCRIAIEAEi4AICsgYJ9R9uxazVeViYXYjDu1ahsnA1MnbI/+2HupIilNRqe4RbV1eKgpLaHl0jVmYLfdlnQ7UODMK4jb52IGg1WvZ1dMPmCfoKq+JKfa8cu45PrvwoVKfbdFt9C945Vt9tPikyWOjbpsctWH8waNG2od2ogNvo6yAQV+pr0T/Y0Zf75LA7tDcLf7Cjb1uLG/qDHf8VVsWV/iDUQ4y0rEFCw8UzvM6R4+7BxIQxfFodoBSjHo7LYN+L3zJjO/oPCzBcU18MhUKBnHL2TWHB1li9H3P9fZGUU84f9RvSD4VLc1EnyCNLUqBvdX46FIGBbBRGgdxSyw7fHfXl+Vjjq9cgPz0W8ZPiERiUhtLGdrgDX11jNbLTwqFIyoWlNwBuw5dB3fLgMfQPNXwuW3HjFnz838NrJ7+3cMe3FnwOn7v+ibEBe/A/p2/Ad4g/9iwtx3c2btAWF4u8Y9L39O5L8AncA5X/Hmwrv25RyltLy5Aw6QD8WF0+b77lFvpyClrly24UmXcdQOzUQzxfH/arGaJ0DV9B/2Dbf7V8ewvk+g5XtzfG1OQPNvmyEwdeOAWl0R8O1N90C3+w679u1N44rmJusgYJUY89g1Ux/bHy/lAEjp4D1bBVyHnSECyIWSl7srSnD2LvzAUYr1KwbFoU/PU5Y3ZTjM122U2s5OB3mJu/Euqbxq/2qKIxP+kY3q/qfPuwV5rz54T6hv/rc2jV63Ht8HIsLqzuEO6m+trkqwjE9Je/RGVlJYqXVKLwZAPgBnzPHj6C8PkvIQUt5icuHrIb8W0514y9T4RinK8vr1rBX6s6/ECQul7ZhLIvpuHLlhn49zuDAF8FFiQNR9HpHwS5pE8K9Q1/cBh0tx5m/nsvFhV+a1H49JfH4suyh/Dxqp+j8KsbbqEvp6BVvozl5i+m4sSBKcjLHoO5vx+NIF8fl/AV9g82/Rd+SH7uE+hZ32Fob8wHXNTehP5gky8bQXjxP8+g6YtkfM98ZeXfz7qFP9jzX3dpbxaNSqQdWYMEneYHXK/uGObXXt2Iws+uiFQVx8S0/nQNwbcbPtfZWJqDv0WuRdnWhdAKv+CnUCNl2TxMHhUEza0OuUG3DcS1G4JgouOUZCmhvuqQENbcgXNfFGN6BOv4TZub6muTL6uF9psDyH0xHYk5d2DmhKF8TVzNN2pmOmZOjISiocNHecXcie+Pbcx/DV+wvFHeyPw3EGW5scx/TQP1JqcA4qYW408vnMTFdsO5oNsCUd8ocOiOrJKlWgX6DhjkD67DOffF90iN6G9RpvYbDbZtrsb9G7/BzLuC+XOu1rc7vpySz2Z+hcxHRrhOX0F/ZtN/WXsbHKJmDz+NqNh7HhEhBv9xSXsT+EN3fC+w6afvm3WoOqPhp6hc7Q/2/JdzAHdob7wjivxH1iDh0IbH8Ub7r7DvWhv0TceQyqLvp5YWoFHkStkTd+H4UYRHDmINppaNaGTh949G4lrtN7hyteunV4VxAyczOGoY1uw7aU+86OfM+hola8pzcP/LSVZHYNxK3274qoaPxNh7HsaK+CMoOHiRr5078EVniAKLdj7lGn0bmP+yDp9tK+8vYf47Atcu/Igr31kGNktKk9BUmIjpbDovJfsUnz84So1n98k7YXbheIe+nBLNVT/g7pVfI2fBaF4n0x/VcBXGThyKVYlBzB8MDw6u1tceX07vi4WXUbgiwjyq4xp9jf2ZCWRnJzUdZ7/lrz2KjIQ8PBllmKpyW/8N8MXf3puAF5ccx4vbzyL6F2r4Q8H6X/f1X3dpbwJzi5aUNUhAoOHp4cxnx1F+/Eucb2eLmO4YyD8di1ajbgSNnDARl2vYcFuLDnF/XoGT+VuQt7cUr24vQg1bEVhfV28eauZWS+jRsWaiofoq1ibLOz1i1pfpoqkuwJCk4/is5hVE+HHTJW6srz2+Og106juRcN80ZK6YhxeOGYIEV/PlXYe9daOHyuiT7sg3mPkvm/Ji8+Jxfx7J/LeW+W8dcrbX4BwbMbher+UX/7WxIfEBKl9Ex7ARpxbDSEJDtQbrk8P4asr1Z+QEo76swGY2VTIwrhhlTdMxgnX63Mbp28Z+dWo/xCcMZf7wS2xkCzO5zaX6dsOX0y83rYKtU7qTS/Kba/Q19mcmJWz4b3VBOuKKZ+P7bSnm/tY17c0x/72T+ek/tt+DpcnhiDEGxa7h273/cq3LXdqbyQ3E/OVGr2Xbpiz9f/jDB9OQkXq3ocyYhTic/RgMz0XyqKHsF4rrZy5Bp0pA+oYNfKFVg75GzL3LEIky+EauwpeN/8TpdbOx7oPzqKpaiczISmx+/F/wbc15hCbLigxmffW/xDtLFqHtx3CsSxuLpmErUZgdieHuqq89vlf+hteGjUHpxF/h64oYHPp6ArODzrV8kYDagiw8vO4DZvMqTFo4FJ/muCHf/r5oYMOv7SwIWLg2hvffk0EqxN47BKP0CviE70Pljd/itdB9ODupPz5saMGxQw/w+b6taUbIQ6F8Wq4/SpO+rMB3FhsWAa+bexRNt6lQ+OpdCBXoe2xSP1R9qMHhy9Ncr689vjdT8PNvfsSmqWrcMg7dcwq7hK+pP7Pnv1dexrOPvQH8ajrmx/4NwzLzkDvPRf2ZyR/s8WX++/f7i1HJwt2GmEE4xIIFl/E16csU6M5/3aG98aBE/qNgi1msv48kckFCcVqtBq2tSqjVhmEv0zmftZZDkKbjYvy2r2GLX7iNrQbOGpiMKRcrkDTYciCllkXbGXVLsWdZtCGv8K+mFImj38bOq5sRYTyub31EmEPUtEL5rkFeH9aXeyVLpTL6gBW+IybeFJWpUNilo4Z5WU/xB6Huzwz8AFOuPIjE/v7Cw/zwd0adBu8tjuKPt7S1I4BN6Rl38MCgD7BTm2J+ire4WMIdsfT13VApiZZtWYZgyyTcUX1N+flftthOTr5S9A9S9b+95dud/7qbP3Snr2L0pxYuI+pObdfpcrHkuyRIsKW8VE7KlWcOEli6vnw/zgVPRkKEZZCiqWPztWFhVkc2uPfiD10agWkJHcO1sgQJXqyvLEGCh/Blapq361U3cG6oP+Jv62c+xiWa2dA9QgIwwDiULzzJvbd96FIzpo43LAoUnpM6LZa+ct0UxNJXSq7mIIEVIlZ/JlX/2zlIEIuvp/kDBQkitAipnJRTTRgkiKAqL0KuIMFb9ZUrSPAEvmLp6Mly5LopeAIjYZAglr5S9b+dgwSx9PU0f/DUIMHpCfaKCvn/x8SeOhnnpFLe0HuqT3f5y32eYSthyrrL1uPz43t8heMXSMN3l+MK9CDnxSNzmD/04ALKSgTciIDhZmN4jVtUtRZIszqMu5lLFSiIWn+JhenPTpKshC/t3IfHjRvnVLlOBwnOKmChfZHFnkfsSBHRSxEgeATMPqCkFP4gTQDWB2BTFTyGgBTtApBuDZvHgDUqKup9uFPlLVfudTpJu0SACBABIkAEiID3EqAgwXttTzUnAkSACBABImCXAAUJdvHQSSJABIgAESAC3kuAggTvtT3VnAgQASJABIiAXQIUJNjFQyeJABEgAkSACHgvAQoSvNf2VHMiQASIABEgAnYJUJBgFw+dJAJEgAgQASLgvQQoSPBe21PNiQARIAJEgAjYJUBBgl08dJIIEAEiQASIgPcSkDdI0NcjP2sGFAoF/29GVgEavZc91ZwIEAEiQASIgFsTkDVIqH3nr5izsRBz1u3A1lWJKNw4C+uKat0aUE+UqyspQkkt+xIf23TsM8haXfdXc1+XLCjpOwy4Gl85dh2fXPmRr3wb+1zxLVj/Gjn3adV2IyLuK4XvHKs37vWNH6E/OFojb/YHIaO+6A+Otou+zsHRdsF9St7UhVK7MHiFK9qFrEHCqfLP4Ns/FSv/Og/p67KRyr51f+JCg7BNeG5aX4ctM7aj/7AAVOenQ5mQgEClArmllje+xur9mOvvi6Sccr6ufkP6oXBpLthHqvvMtuXBY+gfqsLp3ZcYh/1Q+e/BtvLrFvV7a2kZAgML4ef/Hj5vvgXfIf7Ys7Qc39kIKCwu9oQdgT/oGquRnRYORVIuNJ10J3/oAHK9pB4+zB8qWHTd5/yBVdOhdrHgc/jc9U+MDdiD/zl9o+9xcKhdaJGfHsv6h0AEBqWhtLEdXtlPtumRedcBxE49xPuDD/vVDFHK3k/KGiSEDh+Fth8LseedUpT+cx8K2ZPkh3uO94kpB+3pg9g7cwHGqxQYOT0b+hMn0PTxKiwurO7oBfUalBz8DnPzV0J90/gZQlU05icdw/tVnW8fHZd5UqrlXDP2PhGKcb6+jEMY2r94iHG4H4sKv7WoRvLz0Wi/9TA+XvVzFH51A/BVYEHScBSd/sEin6fuCP3h7OEjCJ//ElLQYn4y4utF/mBh3uczDYFzq4Id7mP+4Gi7uF7ZhLIvpuHLlhn49zuD+hwHh9oF/JD83CfQ6/UoXlKJwpOsT/DGfpK1gc1fTMWJA1OQlz0Gc38/GkHswVruflLWIOGXv1mARB8frJ51N+5OXcl3EClTx2KwRVfhmTutP11D8O2Gz7f6ab9Gfu6LSJ28Ca//29iOCinUSFk2D5NHBUFzq+Nw0G0Dce2GaWCt47gnplp/bGMcAnnV/Vra8Nb2GsbhE2x9fKRFdYIG+fP7FXu/Q8TQAD4ddFsg6hsFYCyu8KwdoT9EzUzHzImRUDQYpqLMNSF/MKP4fPNpDN0yDjvmhrPpKcPWp/zBwXbB1TxuajH+9MJJXGw3TMb1KQ6CftJmu2BBwuAQ9tlqfSMq9p5HRIihP/HGftLYFPBs5lfIfGQEvyu3P8gaJKgiU1Dc1oKmplY0nd2NGLaA0SdIaeLg0b8Xjh9FeOQgvg5+quGIGnsPnlg5Hf/71qeWT48sh3EMwVzf4KhhWLPvpHnfkxMXjjcwDobv0vuqfBmHwYzDKPxf/gXz+gNT/SpeP4uMu9X4vZFbcJQaz+7rGxMvQn/g69vZ6CYI7LfzKW/zB26e9e6VX2PmmCBcOvEDrl69ydPpW/7gWLtYUpqEpsJETA9QIiX7VB/k0NFP8pXr7Pz8QcOf8tceRUZCHp6MUhk5eGc/ebHwMgpXRPCjsxwIuduFrEGCtqYYOTv/ia+/PoSNf/gDKtlw0vxpMQaP8PC/IydMxOUabqhch0bdEIxPuA/zMhfh2M7jbB5ah/q6enOwwIVFenQERw3VV7E2eYyHEzCoP3JCMONgmDq50dqOceOHMA53onjjecZBj+v1Wj5YOM0cf0LxZTRuiYfJCRuqNVifHNZHOJj8wVgdpZLVXsWekbiN/EHoD9qbOqxaHoHdL51CwckfkccCSm6xa9/yB8faRRsbYh7AguvoGDbV0GIYSehbHBxrF9UF6Ygrno3vt6UY2wyYP3hfP8n1FrlpFWzd2p1ckt/k9gdT/2wqX9rf1ovImJ+Ku+9OxqbPxmHrxxeQEmHoNqUtWHrpyn6huH7mEuv+ddj3dAJbpJYERWgyXsh7AoO1ZRgeORun2GrdgqxUxM/Lw0er45CZX8UU0+HbmvMIDeojHPr7ouGMhg8E9j1dCW6xjSJ0L3IO34NBbUBo+D58/VMrnn7sC7Sf/xH/zhbmLNp1jjfQtzXNCBlsmIaQ3mLSltDhD0BNQRZi4uehqDIDkxbmQ0P+YOEP58NVeP7F8fjr2lgsmTwYq5/6JfyhYO2iD/mDg+3ijwPexwNTDyN0ZRm2LfqFd7aLG+Wsf3gDOL8P82Njkb7TS/vJtja0VDdh01Q1fmOccuEcQu52oWCLQ6y/nyZVH6pjrwayRXt+arU5QjQV5bN2tCkp6m9blnSjFQrluwZd2ardrIHJmHKxAkmDffhXIKEyPDnWsqg4o24p9iyL7lovTSkSR7+NnVc3I8J4tqytrGs+EY6Mb39eBCndi3hm4AeYcuVBJPb3B/cKpIIttuGiUW7YLKNOg/cWR3UVwtYvPDDoA+zUpmAEu0Fw289+vatrPhGOXDwyRwQp1kXY8gdh7p76g771EeHlHpcWyx98N1RKUncp+wehwo5y4F4NDmBtht+stAvF6E+FYkVL+ywwTBOKJlAgqH3NWcNep35SkAU9bReeeL8Q1tdRfxBeAyv+wJ039zsWmcXZkf/x1U8FldowxyROFdxEiiIMmUc24VwTW3Y1mAUHLEAwbUMmrsGbYdaH0XVsZH5l0VPmAMF0jSf/Zn56L+PAFmKyIMHX1NmxCg2ZGIw3Q6xzaGP5Vxy91xwgeHL9ed07+YOwPuQPBhpe5Q+syo62C3OAwK6hdmHwFeonDRxc4Q/yBwmGuvbJvyHjpyHESs3UNgIELqtfWAKmWb9vWpHkGYeGRgdhqBVVB4R0BE6dT/uGBGAq+9eXNvIHgzXJH4iDsF1Tu/Asf3A6SKioqBDa3y3T3DClFEOKhuFww0psMSt+6fJDYoqzkKU/O8lin3bEJeDpUwPi0vBuaVJNC3gaVa7v9aR2IdX9Qkp/qNhj+z48btw4p1zG6SDBWQUstC+y2BN1R5o5G/EDBFErbUWYFBw8qQOwgsQjDpHdPMJMpGQfISBFewOGSUZH1PtwJy3lfbuhU+G0SwSIABEgAkSACLgvAQoS3Nc2pBkRIAJEgAgQAZcSoCDBpfipcCJABIgAESAC7kuAggT3tQ1pRgSIABEgAkTApQQoSHApfiqcCBABIkAEiID7EqAgwX1tQ5oRASJABIgAEXApAQoSXIqfCicCRIAIEAEi4L4EKEhwX9uQZkSACBABIkAEXErANUGCTgct+0cbESACRIAIEAEi4L4EJAsSdPXlWD83BsqgNJRrTB+a1KI4eyH7YpUSgexfbFoOanWmc+4LiTQjAkSACBABIuCNBCQJErQ1BVCGxmH1riro2ee7Wo1k60ty8MDy/0bMwnXIXjcXlXkZWPb3k7JzryspQkmttkfl6upKUVBS26Nr3D2zBQct+4S3A4M7jnC4cuw6PrnyY7fVb9G2od2Yq62+Be8cq+/2GikyOKqvsGxX6mthN6FSdtKO2M3O5U6d6glfzie4zZV8e6KvCYwr9a1jo7IlP3X/X8Tr9Hpo2T9u49IFTc0m9WX9dZRvG/sssjv0D462Ny3rQ01dqCvbm9jGlCRI8AscgV2Fx3A4O5XXV2nU+txn++GjSsSWl/+KZatWIJV9Rrho31GwryXLt7HvmW+ZsR39hwWgKncGfJSxSIoNRGZBtYUOjdX7MdffF0k55fxxvyH9ULg0F3UWuTx4R8ChOj8disBANrqjQG6p5Y26Nxy2PHgM/UNVOLn9HHz838MDd+1DZtFFC1hvLS1DwqQD8GPnP2++Bd8h/tiztBzfQf6RJUf05ZS/XlLP16eCRVMu01dgN11jNbLTwqFIyu3ShnpjNwsDibjjCN/miz/iAVUhHkr9CP8/e+cDF9Vx7v3fAguLCIIoKsRixTY0V0A0ijGp1Y2NYitaq02vYqrmj8bXqrS3Em2iVZsYTd4YjbeJ6a16bwXTG5IA0Yi+gonkDwSFCCaiERX/oAgIsqiLLOw75+y/s8vussA5yy77nHxk58yc88wz33lm5jkzc3KWpl3oOb6s3B3q26pFysOHETf1KEb5ZcKL/ar6y3vOfm+pEODlhbLm+5Bdvgnl1VqkVN8yq0HOiRjD4hPYvx23bsNHJkPmHTU4B8PZR4d8mUKHXz0Dub5/OFxzr+fswaH2pkb6kjj4c30omzkvrG9DbxovpHES2OeP5yUlwOzLv1oVvvnyO8i8gxDAWaX3A0icGAw0OtdE1WeP4OCcxRitkKHlNvBqYSHyTt3DtjnRJkWYrvlHbiA5PRWB9/TzIIoYLFIW4OMyp7o0Jp1EDgk5RPz8r2hhTxY3c1fh+SyBs9QFDs0XmnDwqTDEe3szvhpsLf4Zck8kYlvSD8xKMOP1Ufjm5HQcX/MjZH3bwOxBhsXKwcg+yyrFiYej+nIqvZyicxhbZOykh/QV1tv53M8Qseg1JKHZ+ATDo+tCvfH3SfDHUb5vz/4Kq6unIffw43hn/vAe4+uQvqzut52YilOHp2Df9pFIfmYEgtkDT0/YLzczcLBZw/ozP74Nb+nji7wHBmDboP5mtbn+1h1kDw7BSZa2sqmZT1scFICPVXfNrpP6xCG+bAZh61/OoZH1G7dyH0PqP873mD041N7gg8S/fg4tq4u8ZaXIOs36sF40XkjiJDhmaD7wC9LNMTjTl225exOhD+i/xqVoxJpHp2PJqq0orBIsP8gCkbRiISYND4bqvqk0wUOCcLPBmdqa8hY7JOQQOHAgM3Pgwok8zIhkjpvh6AKHljutjK+/ToLCC6tHf4alq4vxNXsaEB7q71V4d1s5Jm7+HnMeDuWTgof4o6ZeAFx4g0RhR/X9ettZDNgZjz3JETBo2CP6Cuw3es4SzJkQBVmdwHY5Tl2oN4nwwiG+7Mk85/QdfPTyt5i9+CscvqybBu8Rvg7ar4HXSynfImX2UP60R/RlA1MomxUwHKl37+O5G3UovGduE68PCMSw67f42YTjLMwdnGNzs9UwoW+QIO2vQ/agV+ESW3q61aRB2TkVa3Na9AhfR9ob6z1DBjKm2nqUHLyIyIG6/q+3jBeSOglyP50xyjlmMn8M+aFucG7hfIPWSzj6CZvaDvLjByhpTdMk/VLRl4iI6sdHjH7uEzTczMLqJGBi4rvtpmwNeykMd4dGD8L6Q87fQ2HIX8xfIQdOrqp4Bya+rsSOp0e2y6YzHC4V1TG+unqPfy4KjY1JWD3jAYxPPIYmwVKCYrACoyYMwJrJwcg4cp3PMzQ6EC8dcu6CjiP6cuvN41O/w5yRwbhy6jaqq3UOT8/oa7JfHppl5QhqzzKpJ+zXEb7QtCGIjXPL143Euyk/QeLs47yt9Axfx+yXw3w56xqyVkfys2bceY/o26JBuDeXO/jZhEY2U5DaPwjjaxqhajM5AOXNLVjl54M5/nJ8qNLbL5vtW8ecCmceDtmDnzf+9tFYbF1WhK27zyPmx4Hwhaxn+ArGC56TZaMSwCt+69dYmbAPT0cr+NieaG8CdUQLSuMkqCuRk5GBrKOlaGu+iMx9+5FTfBNxj45H650sbN74LtLf2Im0ljYk/2Y8dEOKaGWyK2jY2Am4VqGb0lYz9yQwMBBRMdHwYU9jGvZfTVWNceqW82W0MOyoAOrKq7Ehsf0gajdDF00UclCVZ6C/sghfVbyBSB/uqaTrHIaNDWV8dUsyzYxeX4U348tmJ0qbwW1Jq61R87+aQB+MSxiAlNUPYTPb6MgddeUqbEoM58PO+uOIvup7GqxZFYn3XzuDDPbEuy/9Ev9k0zP6muyXZ8TeEtJCoXe0u15vUvF2hG8rGxT6sp5I1tcHAwfrZ6GYQj3Dt2P7NQy9uxaUsH1KDxrR9Yi+ch9U6fZ68psSA9nehChf/Qwtm2WoaW3lNyluabyHzWEheGlAMN5kyxP1LL6O/dvIlieceThiDxzfB1k/8D+7H8HyxAjE6h86eoSvYLzgOdlob+UZSzAm70ncejfJ+NDbW8YLSZwEzbUiJM6dixfSStnbDaVYt2g+tn5+A5G/Xo93kmOQtXkp5qe+y95y2IM35gn2AjjBWuV9wlB77gprOCp8+OwYxCmV8Ap/Cf+ZvQgh6pMYHPUkzrBdqhlrZ2Lcwn34dN0YpKSXMc00uFpxEWHB3MS8+x9CDh8sW8qct1JsXDAKyiXpUHWDgzzAG3VsepBr6B8+e4Lf3CULO4g9bG9CP9aZhUUcwpm7LUgd8AmfFpb4JXL1He3ViiYMDHFup+WIvhcjFHh562i8uCEOyyaFYN2fHuKfbHpEX4P9Mr4VGWsRO24hsktX4tHnuldvUlm0I3zPsMEqdW88YnyzIIv4BGlpE9CXPTn2CF8H7Pc7pm9zeSO2TA3EL/RTyxy/HtGXLTXUMWeAe1vhw8Y7iLtSw29e3B3kjxA2UxB2rQ5n7rNZhEAFv2mR29TI7Vvg0q6wWYgwtuTgzMMRe/iO9Q/cxlBuw3MyGzfemBvJq9gjfB1pbw3FeOG3/wVcPIRFcXFYsrd3jRcyttnC6dvJ1SrutUg5e4rXTcsYjNRrwwhDUPTftvVs8wt3sN2qa4MSMeVyCZQhXtAwhwAK3ZNYJfMGV1YtR+aKGN21wr+qQkwe8R72Vm+DzmSBoRPM19mFl3cnfOXasO7cbv/eympdugUH4U2d5aBtmS28HX8OOoAp15/A5ABftLI1TxnriLiuiJueXVmlwkfP6xzDZpbmZ+ik2Galx/sdwF51EoayAYI7fvCzNP5X7D+XP5tvJtJRfc1usqKvWbrIJzL5hzqJEtabyCobxXWGL+dc8sOWFb7er5QaZYoZaF0bayauM/oab7Sir2zEF8ZkKQNrb9ZjSoACygB/3lng8uLeXqhkTsDKmw3IjBjAZ885EoY07pdzGPYMCkYkm43gDq/F0szpdpVvR/2DVPbAsbA1XnBphqOz/SQidcvthvtF/TX066IK1QnrESfBVjmc4iSwzGuKc3AhdBISIs2dFFUVWw8PD7e6/MG993r0ylBMSzBNh7u1kyAiB0snobasARcG+GLckD5mVd3Elhq4V164p0TLg1v3P3qlCVNH6zYxcunOchLE0teyTGKeG50EJlQs+7WsNzH1FcoSi69Ug4LlICaWvs5yErglhQtstiDB36I/0+9J4JYgLA/OYTh65x6m9TW1UWc5CWLxlcoeOFZGJ4GFxWpv5CRYWmEXzp3lJHRBNau3uLuTYLVQXYiUarBxlpPQhSI7/RahkyBW5lLVm1j6WcqRalCwdBIs8+3qubOchK7qZ3mfs5wEy3y7ei6VPXD6CJ2ErurX7j5PnUkoKSlpx6KrEWOy53b1VrqPCDhMQKpBwWEFevmFUg2OUg1ivbw6qHgeQOBk0vs2SxkfH28zzZGEbu/C664CZkpmm53RCREgAhITkGKGApBw7VViHiSeCLgjAVHHYQsA7RerLC6gUyJABIgAESACRMAzCZCT4Jn1TqUmAkSACBABItAhAXISOkREFxABIkAEiAAR8EwC5CR4Zr1TqYkAESACRIAIdEiAnIQOEdEFRIAIEAEiQAQ8kwA5CZ5Z71RqIkAEiAARIAIdEiAnoUNEdAERIAJEgAgQAc8kQE6CZ9Y7lZoIEAEiQASIQIcEyEnoEBFdQASIABEgAkTAMwlI5iRoaoqxKTkW8uAFKFaZPjRpK94z8VOpiQARIAJEgAi4LoFu/2+ZrRVNXZEB/xG67zB4Bwxnn4XWHbbircmgOCJABJxLoCo/GxU/eAI/tfg6qj0tuK+jZlYMxpyfGj6gbu9qSiMCRMDdCEgyk+DjPxRpWQXI3T6T5yHXU7EV727QSF8i0OsIaKuwc9ZuBAzyg6a+HNsXRECm3AWVRUHry3OQ7OsN5Y5iPsWnfx9kLd8F9pF1OogAEeiFBKRxEsITMC8pAQP9zIn52Ig3v4rOiAARcDYB9dkjODhnMUYrZDif+xkiFr2GJDRDI1REq0L+kRtITk9F4D39/KAiBouUBfi4zNKdEN5IYSJABNyVgCROgrvCIL2JgKcSaLl7E6EP6L7eGD1nCeZMiIKsTm2OQxaIpBULMWl4MFT3TUnBQ4Jws8HMnTAlUogIEAG3JiCpkyD3C+ThyP3NGdmKN7+KzogAEXAWgUtFXyIiqp8pO8NGIlOMMWSZFBo9COsPnTamU4AIEIHeQ0AaJ0FdiZyMDGQdLUVb80Vk7tuPnGK2amkrvvfwpJIQAbckMGzsBFyruG3SXS6HFgrodjZrUFNVY1x64PYYaWHYaQTUlVdjQ+JI070UIgJEoNcQkMRJ0FwrQuLcuXghrRRaTSnWLZqPrZ/fgK34XkOTCkIE3JSAvE8Yas9d4R2Bioy1iB23ENmlK/Hoc+lQqU9icNSTOKNWI2PtTIxbuA+frhuDlPQyVloNrlZcRFiwJC9KuSlNUpsI9B4CMi07XKU4XhtGuIoqpEcvJtC6NrYXl65zRZPJP9TdwN5uWBuUiCmXS6AMMX92qMxYgpVVy5G5Iqa9cFUhJo94D3urt8H4EmSkbm9D+4u7F+O1WLd82T0pdDcR6H0E2tafl6xQ5P5LhpYEEwE3IiALR8pnW3Chke1IDFGYKd5/wnr8MzzcLM5womEvNaRm/8nkIBgS6JcIEIFeQYCchF5RjVQIItB9AgNHT8NAK2ICbTgI3KXca83TrPsPViRRFBEgAu5GoNtOQklJibuVmfQlAkSAEZCN+IL9lWZpQArAtEwkBVWTTO9XSk0nIoakqjd301fX3kQEKxBVkmR7HI6Pjxdc2flgt52E7ipgpnK22ZmoJ1Ks2XAOkqjl15dYKrlS7vmQgq+U+opqXCSsPYHK6vZx3Y1pmd1dCXQ/EeiVBKQYhwygzHcoGWLplwgQASJABIgAEfB4AuQkeLwJEAAiQASIABEgAtYJkJNgnQvFEgEiQASIABHweALkJHi8CRAAIkAEiAARIALWCZCTYJ0LxRIBIkAEiAAR8HgC5CR4vAkQACJABIgAESAC1gmQk2CdC8USASJABIgAEfB4AuQkeLwJEAAiQASIABEgAtYJkJNgnQvFEgEiQASIABHweAKSOQmammJsSo6FPHgBilW6D01ycWtnxUImk/H/FmzKBvs+DB1EgAgQASJABIiACxKQxElQV2RAHjYG69LKoGWfiWvRF/zehaPYcngAVq15DrHMUdi3bib2FDvfTajKz0Z+pdpYHWq1ChrjmfWApqoQGfmV1hP1sZZy7V6sT+ysXI1aDXVHyjLZjsh1RL+uXGPGwQ30vV5Qi8+v3+GL2trahvuw/vX0ZpbWpgfSWtOMDwpq7OIRyrV3YbO6tVtyhXrZyscRfW3d2914M3twUFhP2q9lvYnF11KuIygcqTehXHv2K8zPEbnC68UMC/VFq9Z2e+tkuxBTR6Esob7uwFeouxhhSZwEH/+hSMsqQO72mbyOcr2m/nHPokGVh22v7MLODT/TxbY4MOKJUVKDDG0Vds7ajYBBfoC6HGuVIUiYPhNPLEk3m9WoL89Bsq83lDuK+Tt9+vdB1vJdqDLIsfwVyuXSavL42ZIdFk5Qd+SWpy+BPCEB/nIZdhWaD1Cdlmupv1jnAg6cvjJ/f9fWl5V75xMFCAhT4Oz7VxjfHCh8M/Fuca0Zkf3LT8LfPws+vh/h66b78O7vi8zlxbhhw6HgbjbI5cKyhvvwYve+dfoWd2o8OLkJjx7umlzWwf556jGMm56Hn//+azQJdNm/+Gt4PfwJRvll4r/PNjikr1EpMQMCe9DUl2P7ggjIlLvM2hqXncvYL9PFWG+2+LL4lIcPI27qUZ6vF/tV9ZeLYw9dqDeDvvbsl2Ncm1/D22AJe8pwxH65e6Q4hPp6+WfabG+dbRdS6MrJFOprs3/oQr1Jpa/YcqVxEtjnY+clJWAgG4eFh48iBIHcJ6XUZfjnX/PhpZiMkcP7CS+RPKw+ewQH5yzGaIUMhTuW4e7qcziVl4e8XfMQaMhdq0L+kRtITk9F4D39PIgiBouUBfi4zPrMh1AuKyAyXvyrXprACeqm3GEztkN76hQaj6/B81nlBm2BLsg13SxuSMgh4ud/RYtWi5u5q1xW3+YLTTj4VBjivb0xbEY42k5MZ3wnYmnWVTMwiS/HoO3+r3B8zY+Q9W0D4C3DYuVgZJ+9bXad4UQol4vLeLHMkGT2O+P1Ufjm5PQuyf16xzncS30Qpw5PQe5b49AXMqPs2tJGnDwxDd80z8LvHgzuUF/jjSIHhPZwPvczRCx6DUloNp+5cyH7FdabTb6s7redmMpz37d9JJKfGYFgby9R7KGz9SbU1579ctX6corugaeFM5MO7FdkMzCKE+ob8cQgaFibupn7WLv21tl2YcxA5IBQX3t8O1tvIqspqThJnAS7GmvrsffZRPz9fivmvb0dyoHOVaHl7k2EPsA+j8s6psK0Eyj96EUsmLUAO3IqTGrLApG0YiEmDQ+G6r4pOnhIEG42CAZ9UxKMcllcfeEO/C1qA06+8xzUhrUW7tpuyvVRf4f0XVsxc9IWvP3vo0y5d0Gu6WZxQ0IOgQMHgvMJL5zIw4xINlAZDlfS904rswd/XjOf5lbs313B+H6Od+YNM2jL/wb38+V/Sw7eQOQAnfcbPMQfNfUCAxHc0SKQ21Bcz+zBHyd3xTF7MCxY6C5Wf6/Cu9vKMXHz95jzcKguLwflFqZdwamPruKpufl4K7f9HNeYqXn4w6uncblNl6c9fQWqixoU2kP0nCWYMyEKsjrTUh+fmYvaQ0d8Od1fSvkWKbOH8sWwx9dRe+AEdabehHLt2e/X285iwM547EmOYNP7usOevvpLRP8R6tuXtSmu979w4hZmRgaY5dXZdmF2s4gnQn3t8eWy7Ey9iaii5KIkHaHlfrpnc7muD2aFUSP7z5OwaN81JG8/jn8ujJG8gJYZXCr6EhFR3OwFG+xDh+GZlFfx9z3LkTfnWRTqN1ga7hGO71xcaPQgrD902pBs9muUq61E6sS1eObXUbhZ+T2uV7f/ZG6X5LLcfBSDET3qETyVOgP/2v+F+dMYS++MXDPlRTwxctDLVBXvwMTXldjx9Mh2ubiGvnXMHnR26q3wZnxDGN/h+N/0S8Z9AgbFS94+j5XjA/EMbz+cPQTipUPtB2fu+ktFJrmpE/OZPQzFzUt3cP2G+QCpGKzAqAkDsGZyMDKOXOezclQuQuV4ZlU0/r73EeT9sghfN5sc2GWFSjRmTcYMPzmStp/pUC5/gQR/LO2hnZEK8nQ1e7DHl1P7ctY1ZK2O5GehuHNH682ePXS23oR2Zst+uf0H41O/w5yRwbhy6jaqq+9x6trVl79Agj9CfTnxTWW3ed12LB5hlltn24XZzSKeCPW1xZfLrrP1JqKKkouSxklQVyInIwNZR0vR1nwRmfv2I6e4ChUZKzFzcylfqB8HXcHeXTs63AwoNoFhYyfgWgWbIpb5IyjoJlsbDYQieDCGsek3oBU1VTXGwZfbS6GFYUcFUFdejQ2J7Qc7TkejXNZRj/njapxO34l9Bwvx5u5sVLA1wG7LZVrVa/pjdMJPsTBlKQr2FjHduy6X01mKw8iBCVeVZ6C/sghfVbyBSB+OryvqG8rsQbeE1MCe8uNH92d8H0Te5ouMrxa1NWreWTjLBoSxeddQv3Mc//TDsasrV2FTYjgXbHcMG6uXy9avx/xxGLOHSmYPVdjBZiousCd7Tm4ru0vD1t/GJQxAyuqHsJltoOQOh+Sy64KC5LyOfgE++KGPrikb9G1l9tyXOT0xsWwGp1k3k2BPLp+xBH+E9sCLl8sZVQU/w+Tq9mCPL1eWXQtK2D6lB43U7PF1xB64WupsvRnlsntt2a/6ngZrVkXi/dfOIOP0HexjDjC3OdeevsZCiRwQ6tvElvqCxuThZOMMDNUvlXW1XYisplGcUF9bfLtSb8YM3CDAzQaLfmiuFSFx7lyj3HWL5mPy9pPYHnTXLI47mbz9Mcz5aaQxXuqAvE8Yas9dYcNVAn696Q089pAv/sYyVe47hQT5SXhHrcE39Z/g7MYnsfHARZSVpSIlqhTb5v0EVysuIizROjKjXEUClrzyCl+Msn7fIfaxFYiCCHIRh0MvJGD+92xK+tgxbM+9hBB11+VKxdnIQfsQPli2FK13IrBxwSg0DkpF1vYoDO4iX8n0DfBG3TkV7wgceqGU8a1nfFXYkfsI+rFR3CviEEobfomXfnsCbf8mx+/YhrXBKT/GO/OHM3towsDpYVZVkxvkssH6uQ2x/DWngxWIe6w/hmtlRrlvhR1CwaN9UMbyzL02jb/OIbnsyl9vGsnsN09nv2mjMM7Hm8n9mNeXk3v+0QAcq2tGwdHHO5TLXyDBH6M9sPZWmbEWv9p4gLWpMjz63AB8scO17cEm33tJ+NH3d7BlaiDuDzROk4pmD52pN6Odsbqzab9M35e3juZrN6ygAWP/9BB82aBsz84kMAVepFDfD57X7ZHYmPwlGocokPXmwwjTt7fOtgtn6GuTL+sfXKW9ScFBpmWHFIK7ItNrg/mUU1dk2Lqnbf15XRLbbb02KBFTLpdAGcI9fWnYK4U+ULCxvzJjCVZWLUfmCivLIKpCTB7xHvZWb4PBpSkpKUF8fLwNuSZNxJTLvQIJhe5JrLNye4Zv1zlIpW/rWt2gbdDsz0EHMOX6E5gc4AvuFScZ24TGWQY3nbyySoWPno82XGr6ZfsXHu93AHvVScanIFOiLiSUK0yzlMu9YufH8uSPLsjlngq5Tr+zcmUjvhCqJW64Ur/M1q69mbLprP1qW2abbpYwZFlvtviaqdCFejPc39l6M9xn+BXq2x379X5FN8trkCvWr732Jsyjsxx6Ql97fDtqx05pb0KgIoU9z0lg4GqKc3AhdBISIhVmGFVVbH05PNz0loMglXtv++iVoZiWYJpeNnMS3ECuVIMuh8nohInIQSp9LTut2rIGXBjgi3FD+nBFMR5NbEmAe0VH+NaAIZFb5z16pQlTR+s2Gxrihb+uLtdZnZZY7c1ZToKr15vQxriwWPo6a9D1VH2d1d4s7aO75x7pJHQXmuF+SyfBEN/dX6nkSjXocuUVOgndLb/hfqn0tXQSDPl52q+7dVrOchI8zQ4M5XWWk2DIr7u/7qavu7U3Q/1020ngBjSxjjHZpn0MYskkOUSACDiXgLs5YZJ23s5F363cvBbr3vLplhC6uUcInEx632a+xiVxm1fYT7C+C8/+PWap3VXATFi22RmdEAEiQATMCMjkH5qdi3PC/r8pdBABNyYg6jhswUG/W8oilk6JABEgAkSACBABjydAToLHmwABIAJEgAgQASJgnQA5Cda5UCwRIAJEgAgQAY8nQE6Cx5sAASACRIAIEAEiYJ0AOQnWuVAsESACRIAIEAGPJ0BOgsebAAEgAkSACBABImCdADkJ1rlQLBEgAkSACBABjydAToLHmwABIAJEgAgQASJgnQA5Cda5UCwRIAJEgAgQAY8nIJmToKkpxqbkWMiDF6BYpfvQpKamEGtmhUEmk/H/FmzKhsrjq4AAEAEiQASIABFwTQKSOAnqigzIw8ZgXVoZtBoVWvRlv3fhM7x6cT72pL2D+bF9sG/dTKSXkZvgmqZBWhEB1yZQlZ+N/Er2pc5OHNzXXDPyKztxB11KBDybgCROgo//UKRlFSB3+0yerlzPOHDMH6A9tQ0L5y3Bkjnj+Nhmgwfh2fVApScCRKAzBLRV2DlrNwIG+UFTX47tCyIgU+5qNzNZX56DZF9vKHcU89J9+vdB1vJdYB+Fp4MIEAEHCEjjJIQnYF5SAgb6WWjgo0HOpuegnByHies+BSa/gwWj6ctjFpTolAgQgQ4IqM8ewcE5izFaIcP53M8Qseg1JKEZGuF9WhXyj9xAcnoqAu/pn0YUMVikLMDHNIMpJEVhImCTgCROgs3cWIJvv6GI+3Gs7pJjS/G/hTX2Lqc0IkAEiEA7Ai13byL0Ad3XG6PnLMGcCVGQ1VksPcgCkbRiISYND4bqvklE8JAg3GwwcydMiRQiAkTAjICkToLcTzdLIPc35KmAcsVL2Lbrn7h1fAsf+a/PLhgS6ZcIEAEi4BCBS0VfIiKqn+laO8uWlkmh0YOw/tBp070UIgJEwCYBH5sp3UlQVyLnQBFOHS1FWzOQuW8/rsVOwrDynfjr6UgkTwzF8Xf28TkE9uvTnZzoXiJABDyQwLCxE3Dt4G1TyeVyaKGArkPToKaqHiHhA/lzbk+UFoadUUBdeTU2JI403UshIkAEbBKQxEnQXCtC4ty5xkzXLZqPydtPYs+Pg5G2eSn7p0tKWpOGt5+OMV5HASJABIiAIwTkfcJQe+4K24OQgMqMtfjVxgMoKyvDo88NwBc7ojA4ag2+qf8EZzc+iY0HLrK0VKRElWLbvJ/gasVFhCVK0vU5ojpdQwTcioBMyw7naqyBSnUPcv9AKCzaqdeGEc5VhXIjAkRAdAKta/V7jkSXDMjkH+qksrcb1gYlYsrlEihDzFdNKzOWYGXVcmSusPIAoirE5BHvYW/1NkQa9IvU7W0wnHrqr9di3fKwp5bfncvdtv68ZOpbDNOS5SMQ7IPAQDJGARAKEgEi0FkCsnCkfLYFFxrZjsQQhdnd/Sesxz/Dw83iDCfsf9uC1Ow/mRwEQwL9EgEiYJVADzgJVvWgSCJABIhApwgMHD0NA63cEWjDQeAu9WGvZ0+z7j9YkURRRIAIdNtJKCkp8ViKUk6reixUi4J7v1JqEdP9U6o3HUMp2Ha/dmxLkI34giW6z9KA9vyjtgvTzRQdi24KsbhdynbhbrZmgUaU07bd0v3fhUuSbI/D8fHx3dK/205CdxUw0z7b7EzUEynWbLQts0XVkYS1J0D11p4JxRABVFaLD0HC/kyKdizlHjYp9MVu6RxcUcdhC8sy3/FjkUinRIAIEAEiQASIgOcSICfBc+ueSk4EiAARIAJEwC4BchLs4qFEIkAEiAARIAKeS4CcBM+teyo5ESACRIAIEAG7BMhJsIuHEokAESACRIAIeC4BchI8t+6p5ESACBABIkAE7BIgJ8EuHkokAkSACBABIuC5BMhJ8Ny6p5ITASJABIgAEbBLgJwEu3gokQgQASJABIiA5xKQzEnQ1BRjU3Is5MELUKwy/9BkZc4myGQy+IUuQZnaPM1zq4JKTgSIABEgAkTAtQhI4iSoKzIgDxuDdWll0LLPrrUIy6wuw5+T/sLHtDZX465ZovBC6cJV+dnIr1R3KgNNVSEy8is7dY9YF18vqMXn1+90KK65tQ1t+qtaa5rxQUFNh/dIcYHD+qpbO6WvWb2p1VBrOtbekXpzVF9hbu7A1x31bWY2wR09yVfIzR3CZu3CjsIatcrYZhxpF3ZEdSvJYX1VKhiauDvoaw2K2lgGNQrvqVHZYiiRtatdM04SJ8HHfyjSsgqQu30mX2q5oOyFO1biPd8Z2LiqfZrgMumC7Dv0O2ftRsCgFqQvUSJOqYQyzp+f1SgXzGrUl+cg2dcbyh3FvC4+/fsga/kuVEmnmU3JO58oQECYAvuXn0Tc1KN4/OFD8PL9CGeZU2A4uDR//yz4sPivm+7Du78vMpcX4wacP1PjqL4Jjx52XF9jvfmhPH0JZP7+8JfLsKvQ3BHqSr05oi/HuTa/hudewrwTl+e7+Gt4PfwJRvll4r/PNri8vk2X7+BxRRamz/wUS9Mu9Ki+hjblFr/GdmGvP9Mgf8cCjJ6+AAl94rCDtZke688c0leNnE2zIH/sMSj6zkJOldrF9QUs+x1oa7DrqQj0mfkYAtiMebHKD/28vPDmrUa3MCuhktI4CexzrPOSEjDQT5gVC1fl4LkXPsXv0/8v5o4NtEh0zqn67BEcnLMYoxWBmLcrD6fy8vDJvi24/9OfYZhCplNCq0L+kRtITk9F4D39VIciBouUBfi4TLoveVkj0HyhCQefCkO8tzf+fecYnDo8hen7KLxm9scPvfX6shsTX45B2/1f4fiaHyHr2waApS1WDkb22dvWxEoW56i+M14fhW9OTndYX1O9yRDx87+iRavFzdxVeD6r3FSWLtSbo/pymbyconMYWzjsLs63trQRJ09MwzfNs/C7B4NdXt+3Z3+F1dXTkHv4cbwzf3iP6WsyJvcImdqFnf5MXYr164GP8zJxsmAOVnFtpof6M4f0VRVh664xaDx1CjXZDyH1H6dcW18r/Y769H4s1b6NtrxTOPVKNf5jz2lE+/niVEsb1KzvcqdDEifBOgANsl/7P/guaD4WPxGJ27UqaFsb0aBqtn65RLEtd28i9AHh17jUeG/lRmzfNAMKQ56yQCStWIhJw4Ohum+IBIKHBOFmg3Oni1rutDJ9/U1KsNB7K7/Bm5vi4AuTkxDcz5e/puTgDUQO0HlnwUP8UVMvKICZFGlOHNVX/b0K724rx8TN32POw6G8Mvb0FdZb4MCB4D5feuFEHmZEsgHQcHSh3hzV9+ttZzFgZzz2JEfAQNSevgaVxP51VF8u3zFT8/CHV0/jcptuxsll9W3VIuf0HXz08reYvfgrHL7cxGPrCX3Fri+p5QnbhS4vK/2ZYjRef1WFYXGzMHrSSXyWovuEdY/0Z470v6xn06qv4pJKjVtNd1F6rgLc4rDL6mul37lW9i1WzY3jqyRi7ATg9l0+HMS6bJW+Perqy/X/SuokyP10swVyboxj3talvBpobu9DrL8c41dmoU19DDPG7UC9EzldKvoSEVH9jDlqKg9gWflK/HtM+5kNy+0SodGDsP7QaeO9zghcKqpj+pp0a71+D4uO1eG30aYyGPQoefs8Vo4PxDP68oVGB+KlQ85dIHFUX8VgBUZNGIA1k4ORceQ6XwR7+lrWm6p4Bya+rsSOp0caim/87Uy9OaIvtz4+PvU7zBkZjCunbqO6+l6H+hqVETngiL5clssKlWjMmowZfnIkbT/Da2GPr8hqGsU5pK+mDVznuXzdSLyb8hMkzj6OJrZM1hP6GhV3k4Blu7Dan2nrUV7ciFVPz8Jc5UV8+P++5UvXM/2ZA/1v4Bi8vfvfsGXZSmzdnYbYHw/lH+BcVl+9rQj7nZb7d1HT1P6B8ocxeWJoAABAAElEQVQ+XrjiZvsSpHES1JXIychA1tFStDVfROa+/cgpUeEXew7i+PHjKDhZgD2rJvNoN//PrxHixAY5jHl11ypMU/DH30zFgneexkBeBw1qqpgjo9eH20uhhWlHRV15NTYkth+UpFR/2NhQpq9pieP4tnN4LnssBuhnEWpr1Pzmv7NZ1zA27xrqd46DoVLrylXYlBgupXrtZDuiL7c1TRPog3EJA5Cy+iFsZhszucOevsJ6U5VnoL+yCF9VvIFIH242pev15oi+6nsarFkVifdfO4MM9sS7L/0Sm03Q2tWXL5AEfxzRl5s3aGXLIX0V3oiJZTMtzbqZBHt8JVCVF+mIvq1+3ujLjFbW1wcDB5tmzXpCX6k4SCVX2C64PKz2Z02n8eon07CZzY6+tGcLdv1HJv9g1jP9mSP9rw+ik1Zg3z93YXnio4iN0vXOrquvrnaF40VEbAzSPtU5Y5c+/xLhUQP4i7jlhqFybh7UfQ7DeCKqxpprRUicOxcvpJWytxtKsW7RfGz9vBZRo3+Kn/70p0gYnYDxcRHw6ZeMyROHi5p3R8LkfcJQe+6KzhFQF2P7vilImT5Ed5v6JAZHPYkzbOd8xtqZGLdwHz5dNwYp6WUsXYOrFRcRFuzcCpYHeKPunEr3FgCblt3x1iWkTNMP/Ow8LOIQvmOviLzw2xNou3gHv3v4ML/xiyvQ1YomDAzRLUPoCij9X0f0PcP0TR3wCb8JMyzxS+Quf5BXzJ6+xnpjM1IfLFuK1jul2LhgFJRL0qHqRr05ou/FCAVe3joaL26Iw7JJIVj3p4f4pR57+kpF2hF9OXv4fd+P8fjUXISlnsS7S3/cId+e1PdMaytS98YjxjcLsohPkJY2AX2ZE9wTfKXiIJVcY7vgMrDVn8mj8YfpOUiYtQCTB6fiL/ueZg9mPdSfOdL/NpRhVVwcv6E8+fNZeGNeNCucC+trZbwIjH0SW84v4l/1j80cgw2/GQ4N24tQx/4Fsg2M7nTItOxwFYW9NoyQTJW29ed1stnu2rVBiZhyuQTKEPPKqsxYgpVVy5G5Iqa9HqpCTB7xHvZWb0OkPlXbMrv9dRLE/DnoAKZcfwKTA8wH/Mts9mBllQofPc81IoujuRWP9zuAveokDBXsXbC4SpJTR/XlXtn089bXgQ19ZfIPdTpKWG+O6msGy4a+ZtdIdOKovh3x9X6lVBINW9fGmsl1VF/uJm7Og7cIK3xlI74wk+vqJ9rzurV/KfTsSrvQsMEMCgW/nwdO7s86r68GOnX1D2VW9HXp8UJf6WpWCAVjzh3Fg4LxTkMT3h2s24Olv0Scn8pqceRYkeJ5TgKDUFOcgwuhk5AQadyqyKNRVbH1+/BwmHYAmIhx7+kevTIU0xJM0/fOchJqyxpwYYAvxg3pY1KIhZrYUgP3Cgn31GV5cOvoR680YepoCQzSMjOLczH1NXYuLA+p6k1MfS1QSHIqlr7OchLE0pecBJM5OaNdmHLrfkgKfZ3iJLCid6XfaU9MzZyEwRjs441wHwlmo8lJaI+8szHGmYTO3mjnemc5CXZU6PVJws5FrMJSvelIOstJEKveyEkwkXS3diGFvs5yEkzUuxmKFL5V101ZlrdL6CR026UpKSmxVNflzrnpT3caGKTsDKWcAhW74nUcJGhYEk4Di82AkyeZPSy2NmcmRQlcW6Y7tQmTPbhXu3Cn/ley8ULCfucbO+NwfHx8txpgt52E7ipgpn222ZlbnEjhIQMSdAB6mlLo604dgFsYFSnZawhI0d6k7B96DXgPK4io47AFO/OdexaJdEoEiAARIAJEgAh4LgFyEjy37qnkRIAIEAEiQATsEiAnwS4eSiQCRIAIEAEi4LkEyEnw3LqnkhMBIkAEiAARsEuAnAS7eCiRCBABIkAEiIDnEiAnwXPrnkpOBIgAESACRMAuAXIS7OKhRCJABIgAESACnkuAnATPrXsqOREgAkSACBABuwTISbCLhxKJABEgAkSACHguAcmcBE1NMTYlx0IevADFKt2HJjWV2VB6eyM2NhZxsQqzNM+tAio5ESACRIAIEAHXJCCJk6CuyIA8bAzWpZVBq1GhRV/2e3XXcaytDaeHP4Jf/PJ5LHoyBn3krgmmK1pV5Wcjv5J9mbETB/d1yYz8yk7cId6lQn25z8iqNR3LdkTf6wW1+Pz6nQ6FcZ8y5j4NzB3cVys/KKjRnfSSvw5zULcSB4s67432IGxvFsW1eepIe7N5s4smONouOPWbWdvgjt5oD53hwEPoIQ6SOAk+/kORllWA3O0z+bIZ/QB94M11r+OVV7bh3V2rEa1o/5ljAxC3+tVWYees3QgY5IeyXbPgJY+DMs4fKRnlZsWoL89Bsq83lDuK+Xif/n2QtXwX2EeqnXsI9C1PXwJ5QgL85TLsKjQfqLui784nChAQpsDp3Rfg5fsRHn/4EFKyL5uVb//yk/D3z4IPS/+66T68+/sic3kxbkA362R2sZueOMoh4dHDHs+Bq+La/BreXkqYt9rr7EHQ3jT15di+IAIy5S6oLGy7K+3NQoTLnzrSLpou38HjiixMn/kplqZd6H32wGqpQw6tWqQ8fBhxU49ilF8mvNivqr/c6f2kNE5CeALmJSVgoJ+FvbY08xErxwRBJpNh5tp0VDnw9GohxSVP1WeP4OCcxRjNnJ6W28CrhYXIO3UP2+ZEm/TVqpB/5AaS01MReE8/v6KIwSJlAT4us+wuTLdJERLqO2zGdmhPnULj8TV4Pkvg1HRB3+YLTTj4VBji2bJSy20Nthb/DLknErEt6QdmxUh8OQZt93+F42t+hKxvGwBvGRYrByP7LIPXCw5HOcx4fRS+OTnd4zlwVf5yis5xbuGeG3qZPQjb2/nczxCx6DUkoRlm3V8X2pu7NRVH28Xbs7/C6uppyD38ON6ZP7zX2YNDHFgb2HZiKk4dnoJ920ci+ZkRCPb2cno/KYmTYMtwA3/0C2SlvY9DWWlYMzMG2Zvn4/l/lNm63K3iW+7eROgD+q83Khqx5tHpWLJqKwqrBMsPskAkrViIScODobpvKl7wkCDcbDDrLkyJEoWE+vqov0P6rq2YOWkL3v73UaYcu6Bvy51WxsFfJ0PhhdWjP8PS1cX4uuaeSS4LBffz5c9LDt5A5ACdNxk8xB819QIwZne414mjHNTfq/DutnJM3Pw95jwcyhfSEzl8ve0sBuyMx57kCBgsoFdxEPQP0XOWYM6EKMjqBH0DV/NdaG/u1SoAh9oFe4LOOX0HH738LWYv/gqHLzd5bLsw1O9LKd8iZfbQHuEgqZMg99N9r16uHzMQGIWkeXMwLWke1q2Zqyt/s2HHggGHe/5eKvoSEVH9eOVHP/cJGm5mYXUSMDHx3XZTipYlDo0ehPWHTju14EJ9fRSDET3qETyVOgP/2v+F+dMN06oz+l4qqmMcdPUe/1wUGhuTsHrGAxifeAxNFksJJW+fx8rxgXhGzy00OhAvHXL6wosk3B3loBiswKgJA7BmcjAyjlzndfE0Dtx68/jU7zBnZDCunLqN6mqdQ9m7OJj6B76SLRuVwAotk3qifxCoI2rQoXahaUMQm01avm4k3k35CRJnH+f7jt5lD473k5ezriFrdSQ/O8tVhrM5SOMkqCuRk5GBrKOlaGu+iMx9+5FTXIXy9LVYujUdeXnZeO2t93njGzygj6hG2FPCho2dgGsVuqlyNXwQGBiIqJho+LCnBQ37r6aqxjj4clsztDDu1EBdeTU2JI50quomfTWo1/TH6ISfYmHKUhTsLWJOTdf1HTY2lHHQLZ00s1L2VXgzDsFAaTO4LUi1NWp+k95ZZvhj866hfuc4GIywrlyFTYnhTuUgVWaOcOB4aAJ9MC5hAFJWP4TNbMMnd3gaB/U9DdasisT7r51BBnuC3Jd+ic0maHsZB1P/wFeyXM5KqGA9BXd0vb3xt7vRH4fahZ83+rJOQdbXBwMHG54wPa9dGDZ171pQwvatPWisZWf3D4b+2aiAGAHNtSIkzp2LF9JK2dsNpVi3aD62fn4D8r7ArtT5ePzxmfybD8kbs/D6PMGavRiZ95AMeZ8w1J67Ag1bV/zw2TGIUyrhFf4S/jN7EULUJzE46kmcYW8QZKydiXEL9+HTdWOQks4ttWhwteIiwoJ13YWz1Dfqy/I/9EIC20SlhCwsEa/ue6pb+soDvFF3TsU7Ah8+e4LfdCMLO4g9bG9CPzYqhkUcwnd3W/DCb0+g7eId/I5tzOE2JnHH1YomDAzRLUM4i4NU+TjC4QzjkDrgE55RWOKXyNV3BJ7G4WKEAi9vHY0XN8Rh2aQQrPvTQ/CFrHfZg6F/YAZXkbEWseMWIrt0JR59Lh0qF+wferRdtLYidW88YnyzIIv4BGlpE9C3t9mDI/0k49Bc3ogtUwPxi4EmZ8nZ/YNMyw6pDMKqXA171Y7btOcfCIXFuOi1YYTVW7ob2bo2trsibN4vk3+oS2O7l9cGJWLK5RIoQ7zAvVIIhe5JoTJjCVZWLUfmipj2clSFmDziPeyt3oZIQ2qkfm+D4VzM38pqnTQR9dW2zDbT8M9BBzDl+hOYHOCLVvaao4xttuG8UW7abGWVCh89b8UxbG7F4/0OYK86CUNZh8AdshFf8L9i/9Gef1RskVblOcqBexXUjzHiDydy8FqsWxayqnw3Ii3bm6MczLJ0Igcp7cFW/yAsq6v0D1JyEJa3M/bAPU3zLcOKPXi/UioUK1rY0n5FE2whqDMcjLda4cClGe3MeKF4Aec7CXZ0d2sngZWrpjgHF0InISFSYVZKVRVbZw8Ph7UumXsP+uiVoZiWIJhmd4aTIKK+lk5CbVkDLgzwxbgh5ktJTWypgXvlhXsqsDy4demjV5owdbRu8x6X7u5OgqtzcJaT4OocpBwchZ23q/cPUnIQtnex7MHdnQSxOPB9peFhVQhapDA5Cd0EKewEuinKdLuTnARTht0LWToJ3ZNmutvdnQRTSboXkoqDs5yE7pXedLdUHKQcHN2pf5CSg6kWxQu5u5MgHglpZxIsJvw7r3ZJSUnnb3LyHZwxSTGFpOu0JFwakIKTFA6Ik6bvxcLB1ZsUHaJUg5hY5SY51glIaw9u1j9YR+RRsdKOF9KgLMm0PQ7Hx8d3K9NuOwndVcBM+2yzM1FPJPHoIWEHYNg7ICYFKRwEMfVzoiy3swcnsvHErMgePLHWbZfZ3exB1HHYAoskbzdY5EGnRIAIEAEiQASIgBsSICfBDSuNVCYCRIAIEAEi4AwC5CQ4gzLlQQSIABEgAkTADQmQk+CGlUYqEwEiQASIABFwBgFyEpxBmfIgAkSACBABIuCGBMhJcMNKI5WJABEgAkSACDiDADkJzqBMeRABIkAEiAARcEMC5CS4YaWRykSACBABIkAEnEGAnARnUKY8iAARIAJEgAi4IQHJnARNTTE2JcdCHrwAxSrThyZV5TlYMjkYMpmM/7e3XOWG2EhlIkAEiAARIAK9n4AkToK6IgPysDFYl1YGrUYF9mFo3aEuxvOxv8A/iibhnaxDSNu+Bf3lhkTn/VblZyO/kn2RkDvYp6tVao0ubOcv97XGjPxKO1dIl2Smr4PZ9KS+1wtq8fn1O0ZNm9inkK0dzepWGFK4r0B+UFBj7TLJ48z4sk98O2AO6Em+VRoN8u/eM3JRtRkoGqPaBTTsi/AZjU3t4p0RYWkPtvJ0SXtwg/7BFk9Xjbe0B1v9Qyv7LLLBsl2mf3AQak/2Dw6q6PBlkjgJPv5DkZZVgNztM3lFDH5A1ZcHkdbShv88vgdLkqZg3orVSIqy9gFlh/Xv/IXaKuyctRsBg/xQk78DcaOnIzkhCAt2FJrJqmczHsm+3lDuKObjffr3QdbyXWAffXbuIdCXz7gmj5+B2VFsPgPjMvoyJXc+UYCAMAVqC+owaswnjO8RPPX2WTNu+5efRMKjh+Hj+xG+broP7/6+yFxejBswzTqZ3SDViYBvefoSyPz94S+XYVehucPiUnxvqRDg5YWa1lbEXanBguu3kHy91oxQ+u0myC7f5NP3NKjgw2buMu+owTkYzj4M9sDlK2u4Dy9W52+dvmWmhivag83+QV2GVXFxiFMqEcfqQabcBVVP9Q9mFN3jxGAP9vqHw6+egVzfPxyuuecS/QNP12r/q0b6ggcgi2P24BuHvWWsvfUie5DGSQhPwLykBAz0MzfaG9+f5COWjunPBjo5vP2VyKgwH+zM7xD/TH32CA7OWYzRimZ8uH4DUj/+f8gsOYZvthxBvSE7rQr5R24gOT0Vgff08yCKGCxSFuBjZgDOPEz6yli2amS8+Fd99oLO3oX0bb7QhINPhSHe25vxPc34/gyZJ6ahdNUZ3BY4ADNeH4VvTk7H8TU/Qta3DYC3DIuVg5F99rYz8ULIN+Lnf0ULe+K+mbsKz2eVm/RwIb5qpt/BZg2zXz982HgHqUH+yIwYgDKNFvXMaTActSx8MqwfTg0diEXBOkd8cVAAPlbdNVzilF+hPXAZZrxYZjVf17MHO/0D6wvePHUKp/LysO/NJMx/ZgpCeqh/sArThSOF9mCzf2AzCFv/cg6NJxJxK/cxpP7jvEv0D7b733uoLX0YJ0/m4tT9U1gYw9pbL7IHSZwEWzYqh66zWvNOFnLf34KRzZ9i7h8/gDOH3Za7NxH6APf1RgV+8/orSB4xGrPiJ2PBe0sRYlBcFoikFQsxaXgwVPcNkUDwkCDcbBAMzqYkyUImfYH6wh34W9QGnHznOaiNazgsa1fS904r4+vP8/jN63GYP+wIZj2cg/mfTUA/cI6O7lB/r8K728oxcfP3mPNwKB8ZPMQfNfUC4IaLJfwV8g0cOBDcZ1EvnMjDjMhgU66uxJc5CaFsVoA7fsMG/fm372LWtVrM95cjhDlmwmPMzdtIqb6FyhadzQZ7e+GmjaUf4X1ihlsE9tBQXM/s1x8nd8Ux+zVMJOtycz17sNM/GABpyvHSOuAPs4fzMT3RPxhUcZdfoT3Y6x+48lxiy5G3mjQoO6fCffaA0dP9g83+l+818jDmiaewalM6KtW62dDeYg+SOglyP51TINeNGWxvggoyn1hM+c0vofz183g6pi98LzbCmcPupaIvERHVj29TV0vLMWn505g+5+fI+fCzds6KcBzmbgiNHoT1h07z9zrrj1FfbSVSJ67FM7+Ows3K73G9urqdCq6hbx3jq6v3q6UNmLTqB4zvUBz68AqaBDMJisEKjJowAGvYJtaMI9f5soRGB+KlQ85d0DHy1dNUFe/AxNeV2PH0SNfkywb8cL0vcFXTislsujuxjy9y2EYK4d6EZSFBaHxgAGb09UfSDd0cWShzItbdda4TdqnIZA+pE/OZ/Q7FzUt3cP2Gfk+QnrIr2kNH/UNl5jZkL/sjm9XROW090T+0M1IXjxDag83+wc8bf/toLLYuK8LW3ecR8+NA+LIHjB7tH+z1v+whYlnhNTRm7UCS338haUcJXwu9xR64ByfxD3Ulcg4U4dTRUrQ1A5n79uNa7CQkjFWyjYwr8fLG/0FT3DmsLFVh8pYE0xO8+Jq0kzhs7ARcO8imtLX1yEw5hc01byDBewHK+07CNxtnIVpVj5Bw3RMlt5dCC8OOCqCuvBobEtsPHu0yETHCqG+zHGP+uBqn03fi8sFCpH2XjeVPjEDQLVfTN5TxvcwTyPw/3+LVhkSMgxfKAz/GN5viEN2oQchABTSBPhiXMADDVz+EsOPX8XLiA4yvCpsSw0Wk17EoI192qao8A/2VRSi88j+I9OE6fg1qqlyMr9wHVfpVhUy2dLA5tC8S/BUov38L36ibEe3nixDmOHCOdyD7jVH4GiHUsSWIjcyhcOYxbKzeHlq1zH6HMfutZPZbhf3f3cLyqeEIqrvvmvbQUf/A9rLsWrAHmRX/acTZE/2DMXM3CRjtgelrq3/oz/qHB1k/8D/s3+ndF3A3UPcs26P9g93+NwQan0AEKoCY2DigSPe41lvsQRInQXOtCIlz5xrNdt2i+Zi8/STyfr8A76/JxdzNi5DHpc7cgr89P854nTMC8j5hqD13BRpZAp549UcYP+ZXmBl6EYHrt+ER+Un4Ra3BN/Wf4OzGJ7HxwEWUlaUiJaoU2+b9BFcrLiIsURJkNotu1FeRgCWvvMJfV9bvO8Q+tgJROAlvV9M3wBt1bHqQm0x+YttPMJ4tNSSFKhC0KQqP+HhBHnEIpQ2/xFthh1DwaB+UHVMh99o0vlxXK5owcHqYTRZSJBj5ah/CB8uWovVOBDYuGIXGQanI2h6Fwa7Gly011LElB+5thScCFBhf04iZ3k3oy/rRR5izIGcbGUsHBeOtehXOs30Kx9ibDwUDg3h0V9gsRBhbcnDmITfYA9tz8tyGWD7r08EKxD3WH8O1Mni5qj3Y7R9y8aPvM7B5ajpawg39gaZH+gdn1qUYeRntgQmz1z/8Y2Ie2CMm6mL74ejuR/ise7R/sNf/Xt+OtwbF4/yEf8OxW0oUHB3D9O099iDTskOMyu+MDA17zYx70lEomOslOLw2jBCciRtsW39eJ5A9AawNSsSUyyVQhrAOk73ipGb7ExSsrVdmLMHKquXIXBHTPnNVISaPeA97q7ch0pAaye1tkOio1C8nWOoryM5V9NWef1SgFfDnoAOYcv0JTA7QPbVy64ncdOHlrGuMrwofPR/NX9/M1sf9DIMW26z0eL8D2KtOwlD93gXZiC/M5Ip64kZ8Lcu99mY9pjAHQRmgW8fjNjMqmPPA7T1YebOB38jI3WOIN9yvvFqLPcyBiGSzEdzhtVi3LGRIF+u3da3OGTDIs7QHQ7xb2IOr9g8GiCL+WrZjEUWbibK0h672D96vlJrJFfPE5nghyMS8/9WADWtsTNM7jT01Xgj0EyvYI06CLeWd4iSwzGuKc3AhlC1/RJo7KaqqKiA8XL+90lxL7r3Xo1eGYlqCYDrcGU6CG+hr2bnUljXgwgBfjBvSxwxiUw1rReyVl76CDYyGC7j3oI9eacLU0bpNjFy8U5wElo9b2IMBFKcvWza4cL+FX2YQRBv3JHDLDJYHN/Nw9M49TOtrqhNnOQlkD5a14Zrnlu1YKi3FsgenOAkMglv0D4aHHgkqzSOdBNE4OslJcHV9pepcnOUkuDpf0fSzEOQsJ8Ei2y6fkj10GZ1DN0rVjh3KvAsXOctJ6IJq1m9xt/FCX4puOwklJbqdnNapdC52TLZpH0Pn7qSriQARIAJdI2C5PNI1KXSXLQJSOXdSObm2yuHK8SeT3repXnx8vM00RxL0CyiOXGr9mu4qYCY12+yMTogAESACRMCJBGTyDyXITcK9WxJo644iRR2HLQC0X7y0uIBOiQARIAJEgAgQAc8kQE6CZ9Y7lZoIEAEiQASIQIcEyEnoEBFdQASIABEgAkTAMwmQk+CZ9U6lJgJEgAgQASLQIQFyEjpERBcQASJABIgAEfBMAuQkeGa9U6mJABEgAkSACHRIgJyEDhHRBUSACBABIkAEPJMAOQmeWe9UaiJABIgAESACHRIgJ6FDRHQBESACRIAIEAHPJCCZk6CpKcam5FjIgxegWKX70GTZ3iWQsa/VxcbGIi5WiTj2IZole8s8kzyVmggQASJABIiAixOQxElQV2RAHjYG69LKoNWo0KKH0GfwvyH5uVVQ/vKXiJEVopR9me77RkOqi5Mi9YgAESACHkSgKj8b+ZXsy62dOLiv5WbkV3biDrrU1QlI4iT4+A9FWlYBcrfP5Msv11OImrYC/9y1DW++8gp+P//nfOyTj/3Q1RmRfkSACBABzyKgrcLOWbsRMMgPmvpybF8QAZlyF1QWFOrLc5Ds6w3ljmI+xad/H2Qt34Uqi+vo1H0JSOMkhCdgXlICBvrZAFOfjzVrPoY8Zgtmjw6xcRFFEwEiQASIQE8QUJ89goNzFmO0QobzuZ8hYtFrSEIzNEJltCrkH7mB5PRUBN7TzwgrYrBIWYCPyyzdCeGNFHYnApI4CR0BKP7n/8Wxtjb8x9YnMbCjiymdCBABIkAEnEqg5e5NhD6g+3pj9JwlmDMhCrI6i6UHWSCSVizEpOHBUN03qRc8JAg3G8zcCVMihdyOgKROgtwvkAci9xdwUZfhjf/4GL79n8NTU34gSKAgESACRIAIuAKBS0VfIiKqn0kVO1vHLJNCowdh/aHTpnsp5NYEpHES1JXIychA1tFStDVfROa+/cgp1q1SVRzYjbSWNkxbvwTRPjK3hkfKEwEiQAR6I4FhYyfgWsVtU9HkcmihgA8fo0FNVY1x6YHbc6aFYecZUFdejQ2JI033UsitCUjiJGiuFSFx7ly8kFbK3m4oxbpF87H18xvMklQ4yhwG74CZ+I9/H+XW4Eh5IkAEiEBvJSDvE4bac1d4R6AiYy1ixy1EdulKPPpcOlTqkxgc9STOqNXIWDsT4xbuw6frxiAlnXudXYOrFRcRFqxzJ3orH08ql0zLDlcpsNeGEa6iCulBBIiAhxBoXRvrISXtuJgy+Ye6i9jbDWuDEjHlcgmUIebPkpUZS7CyajkyV8S0F6gqxOQR72Fv9TZEGlIjdXsbDKdi/Xot1i1niyXPneW0rT8vmfrk7kmGlgQTASJABNyUgCwcKZ9twYVGtiMxRGFWiP4T1uOf4eFmcYYT9r/FQWr2n0wOgiGBft2WADkJblt1pDgRIAJEQDoCA0dPs/r2WaANB4HTxIe9/j7Nuv8gnaIkWVIC3V5uKCkpEU3BMdlzRZPlzoKkmv70fqXUnbGIprtUfDkFpWAslb5S6MoxcDd9pdSZk+0uh2zEF+6iKq+n9vyjbqWvlHxLMnNssoiPj7eZ5khCt2cSuquAmZLZZmeinkixZsM5SKKWX19ibctsUcvuDGFS8HXHPSpScHBHe3CGzYmZh3EtXkShVG8iwiRRdglIMQ4ZMjTfkWKIpV8iQASIABEgAkTA4wmQk+DxJkAAiAARIAJEgAhYJ0BOgnUuFEsEiAARIAJEwOMJkJPg8SZAAIgAESACRIAIWCdAToJ1LhRLBIgAESACRMDjCZCT4PEmQACIABEgAkSACFgnQE6CdS4USwSIABEgAkTA4wmQk+DxJkAAiAARIAJEgAhYJ9AzToJGAzX7RwcRIAJEgAgQASLgugQkcxI0NcXYlBwLefACFKv0H5rU1iBj0wLI2LfJ/dm/uFmbUGZIc11GpBkRIAJEgAgQAY8kIImToK7IgDxsDNallUHLPgvWokdbc+wdzF23D89tz0Ju2hqUZq3Dyj3iffvB0Rqsys9GfqVadzn7JrragUkNTVUhMvIr7WZhJpddqVar+O+x27vJEbnXC2rx+fU7OjGtWtyH9a97N7e2oU2fWWtNMz4oqLGXtWRpQg4aEflKpbCjfIX5O8JXyIEZg2h2JpW+wvKJGRbq28ps1J3sV7J6Y4CF7dUWb0fsTMgXdvoHIXtH5NrSydPiHeVrjUuzutXYJxfeU6OyxYHBxpqgHoyTxEnw8R+KtKwC5G6fyRdNri9g3eVzfCgq/hFMSBjJhwP9DKn6i6T+Yd9J3zlrNwIG+aEyZxO8AhOQ4OuFTXnmDkB9eQ6Sfb2h3FHMa+TTvw+ylu9ClS39BHKhLsdaZQgSps/EE0vSwb6eajw6LZfdufOJAgSEKXA5txpe/pkY55eFv+bfMMrkAvuXn4S/fxZ8fD/C10334d3fF5nLi3HDhkNhdrOYJwIO5elLIE9IYLNGMuwqNHdYusJBTDWFshzhy11fm18DL8a3hHmVHfK14CDz9xeNgyP67l/8Nbwe/gSj/DLx32cbOtZXCETksEHfs+9fYfaQA4VvJt4trjXLxRXt12b/oC7Dqrg4xCmViPPygky5C6qO+gdWWgMHbiD/89RjGDc9Dz///ddoErTRrtSbQa69/uHzt89jNMuP6zveKqntUXswq3g3OHGEb8OFJiwIyILynbPGEr37dCH8Zx7j+2Suz+jHbOXNW43GdHcJSOMksM+FzktKwEA/cwzRv/0z1sQGIHViGPxHzIdi0BrseFrnLJhfKd2Z+uwRHJyzGKP9GvCv1cfwmeobnLp9FO//7l+oN2SrVSH/yA0kp6ci8J5+HkQRg0XKAnxcJhzyDTewWQODXIUMhTuW4e7qcziVl4e8XfMQaLisC3KbmfEdfCoM8d7e+FdqGY7fS8I3jTOQMaUAtwWdS+LLMWi7/yscX/MjZH3bwD5HKMNi5WBkn71tyN0pv0IOw2Zsh/bUKTQeX4Pns8pN+XeBg+lmcUOO8uVyfTlF5zC2yNhJB3yFHCJ+/le0aLW4mbuq2xwc1be2tBEnT0zDN82z8LsHgzvUV1yqJmlCfYfNCEfbienMHiZiadZV00Us5HL2a69/YH3Bm8yuufa9780kzH9mCkI66B+EHL7ecQ73Uh/EqcNTkPvWOPQFZ1C6o7P1JpRrs39gTsn6lG9x4PDjzCYmY2UmY9+B/Rr08fRfh/gySPmHryN5/xj0u9fKI2sub8TzWjaLwOr4zDuj8Me9FYj288WpljaoWV/gTockToItABrVbdSW66f52UXq6s3I+uq6rcsliW+5exOhDwxistkHMGUnUPF9A1Q3m4B7FajW6CtPFoikFQsxaXgwVPdNagQPCcLNBuvTRUa5bAAsTDuB0o9exIJZC7Ajp8IkoCty77Qyff2NMirOq9BUrWMonCUI7ufLX1Ny8AYiB+i8s+Ah/qipFxTAKEW6gJEDy8JH/R3Sd23FzElb8Pa/jzJl2gUOppvFDbU4yPfrbWcxYGc89iRHsOly3WGPr5BD4MCBnLXhwok8zIhkA7bh6AIHR/XlshgzNQ9/ePU0LrfpFqHs6WtQSexfob4+za3Yv7uC2cPneGfeMLOsXM9+7fQPBs015XhpHfCH2cP5GLv9g8DOCtOu4NRHV/HU3Hy8ldt+brIz9SbkyylhtX9gDsHrb8cg8uFDGPPwMRxP+YleX+f3D3zGbvTHIb6sPDOe/xEm/TAQjczGueNa2W2snPsDPhwxtj9kDbpeI4j5gyp9e+QT3eCPpE6C3E/3DC3Xj3FHX5mH/2r7Nxy62QptYwFmenvhT8szTE/wTgB2qehLRET1Yw5CIJ791z6c2vp7rNv6D5SHRyHUx+TRc6oY9lIY1AqNHoT1h04bTs1+jXK5XQihw/BMyqv4+57lyJvzLAotNmd2Tm4d01fH8dn/HY9TW84wfb9DaYwvQgVPIJwyJWxKceX4QDzDlY8dodGBeOlQ+06IT5Toj4kDcxIUgxE96hE8lToD/9r/Rbv9GZ3hIJG6uFTUMV9u/XZ86neYMzIYV07dRnX1PV4de3yFHLiLVcU7MPF1pdWZs85wcERfLr9lhUo0Zk3GDLacl7T9DBfVQ/Zg4uut8Gb2EMLsYTj+N/2Sca2WV479cSn7daB/qMzchuxlf8RoNnvIHfb7BxMHhMrxzKpo/H3vI8j7ZRG+bjY9eHS23hy1h/KT9Vj1dBTmJA3Ah0d1D2b27JcvEP1xqH8wYBK245b7bahtMtWr4Zof+njhipvtS5DGSVBXIicjA1lHS9HWfBGZ+/Yjp5gNVv4BPKtzXxWhuOgbXGxjm/B+GMQ/ZRkgSv07bOwEXKvQTcGHRCdh2z/3YfPy6WgZ/gBbFtCgpqrGOJhxuyW0MO2ZqCuvxoZE68sjRrkyfwQF3WT7EAKhCB6MYcyLB1q7ITeU6atb4gge3hdv7H6E6fsgvH4YgCAmubZGzXe2Z7OuYWzeNdTvHAdDpdaVq7ApMVxqpGbyjRwYxXpNf4xO+CkWpixFwd4ixqTrfM0yEfFk2NiO+arvabBmVSTef+0MMk7fwT42wHGb7+zxNXFgDkJ5Bvori/BVxRuI5B3RrnNwRF9u3qCV2V1fNijHxLKZi2bdTII9fUVEaiZKqG8Dm2qNH92f2cODyNt8kdmD1oXtF7DbP7A9J7sW7GH7fh4xltd+/2Cys6AgOV92vwAfcIMGdxjacWfrTcjXVv/Qyp5ut/z9Cl59/sd4ae94vDmvhF+q7Al7MMJyk4AjfHWtC4KRAohg7W7fZ9V8KS99UWN80OOWG4bKuXlF9zkM44moGmuuFSFx7ly8kFbK3m4oxbpF87H18xuYsvw/8exP2NPuzPEY8/hS9jT8LNvc+FvTmr2oWlgXJu8ThtpzV6BhywLpS9jGo8lx6DepGAV//w0U6pMYHPUkzrCd6BlrZ2Lcwn34dN0YpKSXMWEaXK24iLBg6xVslAsFfr3pDfztIV/Eef8QsrffRIK8G3IDvFF3TsU7AtzmrripR+Efm4sv/z4evmxmKyziEL6724IXfnsCbRfv4HcPH8bStAt84a9WNGFgiG4ZwjoN8WNNHDQ49EIC29SlhCwsEa/uewoh3eArvqY6iXIH+F6MUODlraPx4oY4LJsUgnV/egi+bBbHHl8jB2ZnHyxbitY7pdi4YBSU3EbWbnBwRF/OHn7f92M8PjUXYakn8e7SH/OFtaevM/geeqEUXsx+ZWEHsSP3EfRzZfu12z9ooT6dgc1T0zE93NAfdNA/COzs15tGsv7hGL+pFHtiMM7H29iOO1tvjtjDGaZiyrNDMY4tbyhDD2ILx74D+5XKHtxNriN8v2ttxQd/KUPCwi9wbN15/CHjEvrG9MOW79X8RufYjy7hL3Mj2ZjDHizYv0C2gdGdDpmWHc5WmHs1sKVFjsBAhVnWXhtGmJ2LedK2/rxOHHsCWBuUiCmXS6AM8WJvOKmhUOj0qMxYgpVVy5G5IqZ91qpCTB7xHvZWb0OkPrWkpATx8fFW5XJOhVrjAwVroJ2Vq22ZbZb/n4MOYMr1JzA5wJd/bcqPLdNwx2U2e7CySoWPno82u54/YU8Pj/c7gL3qJAzVL0t4v1La/jqRYmzx5V6BZID52aLOcpDKHlrXxpqVWiy+nFCZ/EOdbAs7E2bYWQ5dtQfuFTuDrTDDcZo92OPLvYYnY/bLWbA72G93+gd79cbZAzcbxTmblhw6qjehLXFhR+1XyN6aPchGfGEp2qXPtecfdYp+jvK1poywLkseyMM7DU14d3CotUu7F1epm7XonhDrd/eIk2BdFUCqQYHLzziIsXBNcQ4uhE5CQqS5k6KqYksi4eFWZza4/5/B0StDMS3BNH1v5iSIKNeyc6kta8CFAb4YN6QPVxTj0cSWGrhXSIS7ow2J3Dr60StNmDraZJBOcRKYAmLxlcoeLAcxsfhy7I1Ogogc3M0epOLrbvYrVb1xdiY8xLJfchKEVE3hrvA13W0KcU7CYDZrFO5jmH0ypXU7RE5CtxGaOQndl6aTYOkkiCXXsnMRS66zOlmx9HWWkyCWvpwcoZMgllx3swdLJ0EsDu5mv1LVm1g8LeWQk2BJRNxzSfm6spPADZRiHWOy54oliuQQASJABIiACxCQymmUqmiSDuYSKV2SmWNTsnFJ3OYV9hO6Pe/RXQXM1Ms2O6MTIkAEiAARIAI2CUgxcwdw/x8d9zpEHYctiu5e2ywtlKdTIkAEiAARIAJEQDoC5CRIx5YkEwEiQASIABFwawLkJLh19ZHyRIAIEAEiQASkI0BOgnRsSTIRIAJEgAgQAbcmQE6CW1cfKU8EiAARIAJEQDoC5CRIx5YkEwEiQASIABFwawLkJLh19ZHyRIAIEAEiQASkI0BOgnRsSTIRIAJEgAgQAbcmQE6CW1cfKU8EiAARIAJEQDoCkjkJmppibEqOhTx4AYpV+g9NamuQvnYWZDIZ/2/W2gzUS1c2kkwEiAARIAJEgAh0g4AkToK6IgPysDFYl1YGrYZ9FlqvYOUHL2L+5izM37gH76yZjKzNc7Exu7Ib6tOtRIAIEAEiQASAqvxs5FeyL+N24uC+7puRT2OQPWSSOAk+/kORllWA3O0z+bzleg3OFH8F74CZSH1xIZZs3I6Z7Lvypy7V2dOP0ogAESACRIAI2CegrcLOWbsRMMgPmvpybF8QAZlyF1QWd9WX5yDZ1xvKHcV8ik//PshavgtVFtfRqYmANE5CeALmJSVgoJ8pIy4UNng4Wu9kIfODQhR+cghZrW04lllESw7mmOiMCBABIkAEOkFAffYIDs5ZjNEKGc7nfoaIRa8hCc3QCGVoVcg/cgPJ6akIvKef31bEYJGyAB+XWboTwhs9OyyJk2AL6UO/WIzJXl5YN3c8xs9M5S9LmjoKIbZuoHgiQASIABEgAh0QaLl7E6EP6L7eGD1nCeZMiIKszmLpQRaIpBULMWl4MFT3TQKDhwThZoOZO2FKpBAkdRLkfoE8Yrm/jrQiKgl5rc1obGxB4/n3Ecs2MHoFGxYjqDaIABEgAkSACHSewKWiLxER1c90o2EjnCnGGLJMCo0ehPWHThvTKWBOwMf8VKQzdSVyDhTh1NFStDUDmfv241rsJEzqV45385uQ8BNfZK15FqVaLTZNixUpUxJDBIgAESACnkhg2NgJuHbwtqnocjm0UEA3wGlQU1WPkPCB/Dn3WKqF6eG0rrwaGxJHmu6lkBkBSZwEzbUiJM6da8xo3aL5mLz9JCY9cRkrFy3i470Uk/HO8T1IipREBWPeFCACRIAIEIHeTUDeJwy1566wPQgJqMxYi//f3tmARXGde/y/fC7qIvIVhFiNmISkIqIxpGqMoDdK7vWjqTaNUaumEZPHirS3GkwTKyYabRoC5TZi7zW2EmKf0kSI8etBEjUa0AgC+cBEETRgdKEQF3WBhb1nZvZjFhZcYGZhd9/js8ycmTPvvO/vvHPmnXPOOD9N2Y/y8nJMWRmIk+nhCAlPxrmGAzif8hRS9l9i+9YjKbwMqYsewHcXLyE4nu5DXXmIQs9SVztl2a7TQssmjXioVIYoz3wWt01jzBlaIwJEgAgQAYcn0LZBvt5ihef7Ah/2dsMG33jMvFyCuGGWo+jVOQlIrF2NfWsiO7PUFCF2zF7svpaKkca9I4W5DcasQyyrr8mmpv3DJw8llCqlbAaRYCJABIgAEXAxAopQJB3bhsobbEbiMMv7i//kjdgTGmoVCPtvfLA+73fmAMFqKdfeaP8gwbV5k/VEgAgQASIgA4GgCbMRZEWuqosAgSvqwV7Xn209frAiyTU39TlIKCkpcU1yzGo5u9Hct5S5LFej4XLyNZ7DUZaO5A9y1ZsjMeD8Si4OnGxHY8HpLHVSjDnJRDrg0IDUIJi87u7D0dHRfTpjn4OEvipgoX2eRU7STPvGC5LK44TpW5+UXKZRoBz6co4kaX0ZlJVLrpx8jZwdZSmHP9AcIHPty8FXTv+VQ1/yB7M/ONqaHO26kYHlDA/jVloSASJABIgAESACLk+AggSXdwECQASIABEgAkTAOgEKEqxzoa1EgAgQASJABFyeAAUJLu8CBIAIEAEiQASIgHUCFCRY50JbiQARIAJEgAi4PAEKElzeBQgAESACRIAIEAHrBChIsM6FthIBIkAEiAARcHkCFCS4vAsQACJABIgAESAC1gn0T5Cg00HLfpSIABEgAkSACBCBgUtAliBBpy7GhvnjoFAo+N+SzXlg39FgSYuCtJVQsG99+7Bf1JJ0VOvs+xHKgVsVpBkRIAJEgAgQgYFFQJYg4XZlPrYdDsTa5JUYxwKFrFfm4Z1iDdQn0jFj7V8xbmUK0lIWoywrEWv+7wu7E6k9kYcT1douz6vVaNh3ye+UtDid+x2uQP4g5076WtNUV1uEnBPV1naZtvWX3K75sh4mjbFe7Mf3amEdPr1608Slq5Xmtna0G3a2qZvxr0J1V0Vl3W5Rb1r26fU7Oyts8Qe5lLaZr7Zt4PG1AqVr/xUXtp//WviDWIVu1geyPzSL/KCjCdw+Yyq6rUV1qw3ObzyAlr0iIEuQ4BP1HBo1BUjdkomMTY8JirHKrPzsENyUsch44/dYk7wO89zdkHfwlKGXoVf69/wg9t3xjPm7MPgub+gaKpC2JAyKuExBB70amUvDMGjeVAwOSECxRhwA6FBxKJ3vGUkvbmDnVWJofStSC672XIeeHCHStzxzP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width="390" />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com3tag:blogger.com,1999:blog-1075593398139537131.post-68144001366649850172013-03-08T11:51:00.002-08:002013-11-06T18:26:36.101-08:00Ping Pong ReduxHeard this problem from a colleague at lunch earlier this week and loved it.<br />
<br />
<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQfVEonEP02xvi2wZzrSSyhIHdx79C1uT36bSpt8AVbEImG6fKo" data-sz="f" name="zxCsF1NX4p3TzM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQfVEonEP02xvi2wZzrSSyhIHdx79C1uT36bSpt8AVbEImG6fKo" style="height: 176px; margin-left: -2px; margin-top: 0px; width: 235px;" /> <br />
<br />
Dan and a childhood friend loved playing ping pong. They loved playing ping pong so much that they devised a new rule to make games last longer. Scoring and play is normal, except that the score is "reduced" whenever possible. In other words, if the score is 7-4 and I win a point, instead of going to 8-4 the score becomes 2-1. Like in normal ping pong, games go to 21. Note: If you are leading 20-7 and score a point, you do not win. The score would go to 3-1.<br />
<br />
There are some great mathematical questions to explore here. I'd recommend thinking of your own before reading the below list of mathematical questions (some of which are Dan's).<br />
<br />
<br />
<ul>
<li>What are all the possible final scores?</li>
<li>What scores are impossible to get? </li>
<li>In ordinary scoring rules, the winner has to win by 2. Is that rule necessary with these reducing rules? Explain.</li>
<li>What strategies might a player use to avoid (or cause) a score being reduced?</li>
<li>If two players were not evenly matched, do you think these rules would favor the weaker player or the stronger one? Explain.</li>
<li>Describe as generally as possible games in which no reductions occur. How likely do you think such a game would be?</li>
<li>How long would you expect a game to last if players were evenly matched (each player had a 50% chance of winning the next point)? </li>
</ul>
<br />
<br />
<br />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com3tag:blogger.com,1999:blog-1075593398139537131.post-12845002006800811172012-12-19T14:25:00.000-08:002012-12-19T14:25:08.115-08:00My Gambling Skills<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}" style="font-family: inherit; font-weight: normal;">
<span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}"><span class="userContent">As a wrap-up to our <a href="http://www.withoutgeometry.com/2012/12/a-truly-group-project.html" target="_blank">Games of Probability group project</a>, my
6th graders and I were talking about the probability of getting a
"Yahtzee" if you were playing with 2 dice instead of five (if there is one mathematical habit of mind that may be burned into the soul of each of my students this year, let it be the idea to try a simpler case). We were discussing the case
where you get your Yahtzee on the third roll. We went over the probability of not
getting a Yahtzee on the first roll. I rolled 2 dice and didn't get a
Yahtzee. We then went over the probability of not getting a Yahtzee on the
second roll. I rolled again and didn't get a Yahtzee. We went
over the probability of getting a Yahtzee on the third roll. I rolled two
dice and, what do you know, rolled a Yahtzee. </span></span></span></h5>
<h5 class="uiStreamMessage userContentWrapper" data-ft="{"type":1,"tn":"K"}" style="font-family: inherit; font-weight: normal;">
<span style="font-size: small;"><span id=".reactRoot[119].[1][2][1]{comment183220261818610_621141}.0.[1].0.[1].0.[0].[0][1]" style="font-family: inherit;"></span><span data-ft="{"tn":"K"}" id=".reactRoot[119].[1][2][1]{comment183220261818610_621141}.0.[1].0.[1].0.[0].[0][2]" style="font-family: inherit;"><span class="UFICommentBody" id=".reactRoot[119].[1][2][1]{comment183220261818610_621141}.0.[1].0.[1].0.[0].[0][2].0"><span id=".reactRoot[119].[1][2][1]{comment183220261818610_621141}.0.[1].0.[1].0.[0].[0][2].0.[0]">In the words of @cheesemonkeysf, "I love it whenever the Universe tosses a teacher a freebie.</span></span></span></span><span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span style="font-family: inherit;">"</span></span></span></span></h5>
Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com20tag:blogger.com,1999:blog-1075593398139537131.post-61304286418683750092012-12-09T21:58:00.000-08:002012-12-09T21:58:31.984-08:00A Truly Group Project<span style="font-family: inherit;"><span style="font-size: small;">My fellow 6th grade math teacher and I are trying something crazy this week. We were two weeks into our counting/probability unit and wanted a project that would:</span></span><br />
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;">Help students practice the foundational skills and concepts</span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Push students to explore more challenging, unfamiliar, open-ended problems</span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Reiterate the importance of group work</span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Reiterate the importance of writing down solutions, reasoning, and explanations in an organized fashion. </span></span></li>
</ul>
<span style="font-family: inherit;"><span style="font-size: small;">So our crazy new idea? We've put together four open ended, challenging probability games. Eight groups of 3 or 4 will spend tomorrow working on one of these games (2 groups for each game in each class). On Tuesday, groups will rotate and work on a different game, <b>starting where the previous group left off</b>. </span></span><br />
<br />
<span style="font-family: inherit;"><span style="font-size: small;">The hope is that, as an entire group, we make significant progress on each of the four problems. I'm super excited to see how this works (and I'm sure we'll all learn a lot even if it completely bombs). Below are the games we're introducing, and the investigation questions.</span></span><br />
<br />
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: black;"><a href="http://grail.sourceforge.net/demo/yahtzee/rules.html" target="_blank"><b>Yahtzee</b></a><span style="font-size: small;">:</span> </span></span></span><br />
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<![endif]--><span style="font-family: inherit;"><span style="font-size: small;">Investigate
the probabilities associated with this game.<span>
</span>Think about the possible ways to make the required combinations, and
then think about the points that you win for each part of the game. Are
the points that Milton Bradley assigned to each combination in the game
“fair?”<span> </span>If you feel that they are
“unfair” how you would you recommend to the makers of this game that they
change the scoring to make it “fair?”</span></span>
<br />
<br />
<span style="font-family: inherit;"><span style="font-size: small;"><b><a href="http://www.ehow.com/list_6299136_rules-pig-dice-games.html" target="_blank">Pig</a> (we're calling this "On a Roll"): </b></span></span><!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: inherit;"><span style="font-size: small;">When
you think that you understand the game, begin to investigate different
strategies that you might use or recommend to others to help players decide
when to stop rolling and when to take a chance and roll just one more time.
<b> </b></span></span><br />
<br />
<span style="font-family: inherit;"><span style="font-size: small;"><b><a href="http://en.wikipedia.org/wiki/Deal_or_No_Deal" target="_blank">Deal or No Deal</a>: </b></span></span><br />
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<![endif]--><span style="font-family: inherit;"><span style="font-size: small;"><strong><span style="font-weight: normal; line-height: 115%;">Play a version of the game at </span></strong><strong><span style="font-weight: normal; line-height: 115%;"><a href="http://bit.ly/dealnodealgame"><b>http://bit.ly/dealnodealgame</b></a></span></strong><strong><span style="font-weight: normal; line-height: 115%;">.<span>
</span>Keep track of the revealed suitcases and the banker offers and determine
whether or not (with an explanation) you should take each offer. What other
questions do you have about this game?</span></strong></span></span><br />
<br />
<span style="font-family: inherit;"><span style="font-size: small;"><strong><span style="font-weight: normal; line-height: 115%;"><a href="http://en.wikipedia.org/wiki/Random_walk" target="_blank"><b> </b></a><b><a href="http://en.wikipedia.org/wiki/Random_walk" target="_blank">Drunken Walk</a> (we're calling this "Dizzy Walk"):</b></span></strong></span></span><br />
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<span style="font-size: small;"><span style="line-height: 115%;">Where should you put your
house? Would your placement of your house change if you initially rolled a die
to determine how many times to flip the coin? Explore other questions you have
about this game.</span></span></div>
<span style="font-family: inherit;"><span style="font-size: small;"><strong><span style="font-weight: normal; line-height: 115%;"><b>
</b></span></strong></span></span>
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</b></span></span><br />
<div class="MsoListParagraphCxSpFirst">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="line-height: 115%;">Let’s
call the address of where Larry starts (0,0) and the address he would end up at
after flipping HHTTT (2,3). How many different ways are there for Larry to get
to (3,5)?</span></span></span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpLast">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="line-height: 115%;">Imagine
instead that Larry starts at (5,5). This time, instead of flipping a coin, you
spin a spinner split into 4 equal areas marked North, East, South, & West. Now
where would you put your house? What if you can create the spinner and
determine the size of the 4 areas.</span></span></span></div>
<span style="font-family: inherit;"><span style="font-size: small;"><b>
</b> </span></span><br />
<span style="font-family: inherit;"><span style="font-size: small;">Here are the nitty gritty details of how to play the games if you're interested (ie our <span style="color: black;"><a href="https://docs.google.com/open?id=0B6ZD6vOhtHLQQ1VyT1JPMXNZQ3c" target="_blank">handouts</a>). </span></span></span>Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com2tag:blogger.com,1999:blog-1075593398139537131.post-65376213319263980612012-12-08T15:04:00.000-08:002012-12-08T15:48:04.147-08:00Asilomar Conference Recap(s) 2012Spent last weekend at the California Math Council North conference (<a href="https://twitter.com/search?q=%23cmcmath&src=typd" target="_blank">#cmcmath</a>) in Pacific Grove, CA. 'Tis a beautiful spot, even though it was raining the whole weekend this year. The one upside to rain, though, is that it made for an excuse to splurge on the quite pricy entrance fee to the <a href="http://www.montereybayaquarium.org/" target="_blank">Monterey Bay Aquarium</a>. <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-VYFA8PHS-W4/UMPGjvT0G1I/AAAAAAAAKeA/XBhlceGhNlE/s1600/Jellyfish.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-VYFA8PHS-W4/UMPGjvT0G1I/AAAAAAAAKeA/XBhlceGhNlE/s320/Jellyfish.jpg" width="320" /></a></div>
<br />
At the CMC-South (the Palm Springs equivalent) conference in November, <a href="http://blog.mrmeyer.com/" target="_blank">Dan Meyer</a> and I lamented the fact that it was impossible to see every good workshop and talked about creating a site to recap sessions (it was actually all Dan's idea but I take credit for my supportive listening). No surprise, Dan had a site up within a week: <a href="http://mathrecap.com/">mathrecap.com</a>. <br />
<br />
The number of session recaps are growing, and I especially recommend Dan's <a href="http://www.mathrecap.com/kyndall-brown-access-equity-and-the-standards-for-mathematical-practice/" target="_blank">recap of the Friday keynote speaker, Kyndall Brown</a>.<br />
<br />
So far, I've written one recap of my own.<br />
<br />
<blockquote class="tr_bq">
<h1 class="entry-title">
<span style="font-size: large;">[Amy Ellis] Laying a Foundation for Learning to Prove</span></h1>
<h1 class="entry-title">
<span style="font-size: large;"> </span></h1>
<div class="entry-meta">
<span class="meta-prep meta-prep-author">By </span>
<span class="author vcard"><a href="http://www.mathrecap.com/author/apickford/" rel="author" title="Posts by Avery Pickford">Avery Pickford</a></span>
<span class="meta-sep"> | </span>
<span class="meta-prep meta-prep-entry-date">Published </span>
<span class="entry-date"><abbr class="published" title="2012-12-07T11:22:51+0000">December 7, 2012</abbr></span>
</div>
It’s hard not to enjoy sessions when you’re already drinking the
kool-aid. That said, Amy Ellis did a fantastic job of balancing research
and practice around laying a foundation for proof well before Geometry
class (on a side note, I still hope to lead a session called “<b>Proof Doesn’t Start in Geometry</b>”
at some point in the future). She gave a convincing argument for the
importance of introducing the idea of proof in early elementary school,
and more importantly discussed structures and cultures that promote
proof at any age. [<a href="http://www.mathrecap.com/amy-ellis-laying-a-foundation-for-learning-to-prove/" target="_blank">Read the entire recap here</a>] </blockquote>
<br />
My big take away: don’t fall into the trap that proof must require algebra, two columns, and/or a less eloquent rehash of Euclid.<br />
<br />
<a href="http://www.mathedpage.org/" target="_blank">Henri Picciotto</a> was also kind enough to write not just one, but two recaps of my session on student posed problems. <a href="http://blog.mathedpage.org/2012/12/student-created-problems.html">Part one</a> is more of a recap, while <a href="http://blog.mathedpage.org/2012/12/about-student-created-problems.html">part two</a> addresses (or at least states) some of the challenges of implementation.<br />
<br />
<br />
<br />
<br />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com1tag:blogger.com,1999:blog-1075593398139537131.post-11665206984255972022012-11-02T17:18:00.001-07:002012-11-30T14:37:40.417-08:00Student Posed Problems<div style="font-family: inherit;">
<span style="font-size: small;">While not nearly as sexy as iPads <b> </b></span></div>
<div style="font-family: inherit;">
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<a href="http://www.blogger.com/blogger.g?blogID=1075593398139537131" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: small;"><img alt="" height="112" 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" width="400" /> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">and definitely not as lucrative as Khan Academy</span><br />
<img alt="" class="rg_hi uh_hi" data-height="257" data-width="196" height="257" id="rg_hi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTvpGtLkMfKx4XhS347GzdIEC7AW_Ca51uwxlo89zjdX0Qdv_lA" style="height: 257px; width: 196px;" width="196" /><span style="font-size: small;"> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">I for some reason made the choice to lead a 90 minute session this morning on <b>student posed problems</b>. By this I mean creating a culture where students are producers of mathematics, not just consumers of mathematics. </span></div>
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<span style="font-size: small;">I began by talking about classroom values that I try to instill<span style="color: black; vertical-align: baseline;"> which foster students creating good mathematical problems of their own. I'm sure there are more, but I highlighted the following:</span></span><span style="font-size: small;"></span></div>
<ul style="font-family: inherit;">
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Promote collaboration</span></span><span style="font-size: small;"><span style="color: #6fb7d7;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Focus on process, not just answers</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Build comfort </span><span style="color: #595959;">with unfamiliar problems</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Start with good problems</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Create intentional vagueness</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Assess as check-ins, not evaluations</span></span></li>
</ul>
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<span style="font-size: small;">We unpacked each of these values and did some math. I then tried to make a pitch for why it is important to let students create their own math problems. I first reached out to the romantics, claiming that we make music in music class and art in art class, and math should be no different. I then gave the non-romantics a list. Non-romantics love lists.</span></div>
<ul style="font-family: inherit;">
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Checks for deeper understanding</span></span><span style="font-size: small;"><span style="color: #6fb7d7;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Differentiate</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Model mathematicians</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Teach higher order thinking</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">Determining parameters is oftentimes the “real”
mathematics</span></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">Meaningful
sharing</span></span></li>
</ul>
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</div>
<div style="font-family: inherit;">
<span style="font-size: small;">We unpacked these ideas and did some more math (a pattern you see?). If this was the skin and bones and hair of the talk, we now delved into the meat. </span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b>How do you get students to ask good mathematical questions?</b></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;">Of course, this can be simply answered with a list.</span></div>
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</div>
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<span style="font-size: small;">A. Creates variations</span></div>
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<span style="font-size: small;">B. Creates generalizations</span></div>
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<span style="font-size: small;">C. Creates extensions</span></div>
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<span style="font-size: small;">D. Looks at simpler examples when necessary</span></div>
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<span style="font-size: small;">E. Looks at more complicated examples when
necessary/interesting</span></div>
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<span style="font-size: small;">F. Creates and alters rules of a game</span></div>
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<span style="font-size: small;">G. Invents new mathematical systems that are innovative,
but not arbitrary </span></div>
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<span style="font-size: small;"><b> </b></span></div>
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<span style="font-size: small;">Ok, not actually simple. Required unpacking. And math to keep it fun. And most likely lots more practice long after this session. Finally, I talked specifically about <b>The "Invent Your Own" Project</b>, a 5th grade project we do at the end of the year where students deeply explore a topic of their choice. If you're interested in the nitty gritty details of the project, feel free to explore <a href="https://docs.google.com/open?id=0B6ZD6vOhtHLQN0Y4VTFLNzJIelU">what we hand to the kids</a>. Please use this! All I ask is that you cite where it came from and let me know what worked, what didn't work, and what you made better. For example, I'm planning on completely revamping the rubric I used for this project so if someone else chooses to do this before I get around to it in the spring, whippee. </span></div>
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<span style="font-size: small;">I next did a little student bragging and some examples of past projects. Here are three.</span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="font-family: inherit; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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09zb4bPoSn5Y/wAax54qid07HXGDm2kYO/bn3rIvppPKGz3zW9PF+FYt6m22b3rz5pqd2jpSSjyt6nPyXDpCC+ec4rBuZ5JFkKD7iljV+6TdF9KzDHtiz7gf+PLWDhFu6RrzqKszwT47O8lr4csX/wCecso/Hy/8K+fXO7b7DFe5fGw7PEvh63/552DH85G/wrxL5MHd97+GuCsuV3PXU4xpqKd7kCJvnXHUdKlmiuQ4L/cHSnDfn5unarRTzI1T1zXDWfJURrharlF20sUEcvG8UX3jjdVuGV4oDG/4UMnl4T0phbawrixlNVpJvob8qlvuQS8zIaW63/2cGTt1qxIXl2lB86g4ply6HQ4P+eqlt/6YonOLS5lsbqM4x20IRFImkpIf9Y+dn4df5imw/cO7/WfxVYdzPpduP7uf6UbNsKe+aTlRUOZm1JxTvLYYX28etOVzCjf7f9KVXSN979ulQny5rlpE/GuaVNVVdu5TjBy5ojWXc270ppdHjaJuT2qF3kadlj2cdd1J/pBkVP3fzf3aTpxULKNxtJqzLIVmtTC3TtRCnloU9KhUyLIyO+zbjHvUme+/fj9KKlKnGysrsUYRTuTSpvspx6Rk/pX6MfCey/s39nDwLZ/9QW2l/wC+oU/wr83pJ4Xs7gzfcSFj+Y2/1r9P/DkAtPAuiWCf6qz063gT8IUb/wBmr0cvxE2rX0OTF1ocjW5vyLuuULfcD/N/3y1fL13K5vpo4v8AVmR8f99GvofUZvJ0q/f95/x7t92vmC9vnHmSJHv3dfN/pXXUXMeQ2nokeI/FWG9nlsPJTf5Pm7vx2f4V4VBpmry3chihO5l5+m5c19dXn/EwgCTQx/Lnbt96p21rbQnyjDgnofSsHTsj6ajnEoUbOD0NjToRBp8UYTYoiT8TtGavf8tVqotwI1SMPvA6D0qYy+bJH7VGvQ+fVudyfUvDljQZfK4/vVW/iNPD7Ub3rKnUc73Nac25WWxtRvtgQjvVmD95OD/drLjmxbAt/qx96kjvd0hATfGPu1rTjyRatuY1KacrM6FpcPjpRWYtw7L+7h5HtRR8395zSm4uyT+4/pnH3G+tC/65/wAKaRgMPfNPH+savI7n2l/eY6iiipAKKKKACiiigAooooAKKKKACmsAcZGadRTTE0nuMMSHqMVUuLdWiO30xV6kJAIJqozaZzVsJCpFq254N4/s9us2k/8AfhZP++cf/FVwXgndb/FrRJlfaTdeVj13A/4V7J8SoN9tpc//ADylYfnt/wAK8i0geR8UNFH97U0P6GvscK/bZepd0/yZ8FCnTwmPnTb6p/ijm/2wrPOneCriNQHZrpXPrjycfzNfnxIkhurgOOjnFfpd+1baGb4X+FdRwALbWPK4/wCmkT//ABFfmtfR+XN5fmbdqKMevFeTgXfCxXZn0+KxH7+dlfRGc9vuVj6UwplE/wBnNW1/1P3Nvv61HH/rGrflOOtCUWm0ZL/vLgj+7VKSHM7VuS/8fi/jVG4TzJinrWU9hqvePLYy5IXA+XGMc15/qMKf22NvXJzXo8v7nbH7GvPtXTbrdufWYVyVU3GyOvDQ95SLhTbpq+5FX4ublE/vJQ3Fu7/3XpF2NfF3/iArqjzSSbWxvKouezOw8L8TSp/dI/rXtukbf7HG7r2rxbww6Lqc+zuFz+tey6S4fTyM9DX0+Ve5Dl7ng4/ST59C83n7zjp2ppSRvvjOOlWGfbCQO9Js22pPrXrnjSk72S0IUi/frkYp15D/AKLKf9k1Iu/bHt6c7qs3CJJZ7F+8VOaT2ZFT4Ty+eHdYyL7MfyZa72KTzLUN6OR+i1xjxbWkX+7JXYpsk0+EN95V+WvNwEFFyudXtU4pvSwkz7YCPWq0cOYiP71DW+ZgZU3gfd9q0l2CAGNNm3rXswpU2rp6nBNylPRGKzfvhF/drUhtMqD1zUUkGAZf79X7SX93tq3CSV47inGVtUTCHygOetNk4Qkx76nuoj9gZh97tXGXNxeIrLn5San2UpKziJ1lGGpsrcB7vYYI8Z53R7qsSaVZzyjMMeT12x7a5KHzwplgk2Sr+ta2nXV02pL5sm+Rutbwpwekf+GJ53y8yWhDqMMFpcRwwpsy3PvW34dTb4fQ+sz/ANKq6rEY5VaXq7DbSaYsraWD/AJW/pXNhPdmyq9K8LX3OsZtrU5JC2eay1/eR7Y/4fv1KkJCnyuv8Ve5Spc/U86VRRjytXLr8vGuzfk1VvNQ8jUCmzZtAqSNJlmUerCoNat3XUYS/cHH6Vvi4eyhy73M6dCLlzC6c+NZNyP4v/r1+o/gJ/M+Bvg1/XQ7T/0SlfmFoabfENl7zL/6EK/Tb4cf8m+eBP8AsXLH/wBJ0r8545+DDfM/QuEY/uJHaUZwaKK+APrRHAMRX+8MV8ofGeLyP24fgHd/301lP++bNf8A4qvrCvl/43Jv/ay/Z8/6+NX/APSeGu/LHy1Wulpf+ks48xf+y1PQ+RP2Wk/42AXEn98an/6N/wDr1+rCjn8B/Wvyr/Ztbyf+CgluP71zq5/Iz1+qo5Yn2/qa9TiirGeIw9v+fUfzPE4QjBZf7qtqx1FFFfOH04UYB60UUCauQy28E6hZokkUf3u1cl45huF+GF8unuYLgGNYmjfbtBlTNdnWVrcCT+FtQV+1tIf/AB01pTm4yTM5wXLornMw+BNGkt1a6iF3cSDMzzRxTAnJ6CRGx1PT8ay7v4T+Drl8y6PpTvzgjSYIyPq0cak/nXpq7dpK+pH5E06tY4yvGpzqbujCrgaFaDhUjozxAfA/wo107vbQNH2SO6vUA/D7SV/8drIuf2d/Ad3NK0+mtGG6bHglLfXzYMj8zX0NRWsMyxMU0pvUzp5XhqesI2Pk3Uv2Uvh9dQkW1tc20xBwxtbVh/47Gp/IiuKk/Yw8LSM7y6oka9xFZT7j9f8ASmH5KK+56K6oZ9joaKo7HLHI8Op871fyPzpvP2MtOeWdNM1q5CDq10jwqvpjdBz+ZxxXKal+xbrVtp0kthr0GqFQWaG2dG24/vbvLx7deh6d/wBQajcKcbumcZ/EV0w4kxiau7+pnWyOg02lY/JzTv2SfHmq6e13p0kUtuTt3z+R8xHYfOx49sfjWTffso/E+2uDGumW06L94xef+vb8q/U/wlpljY+GEa1t4xK8spaQ9X/evXUxRxxRlYUREzn5fXvW8uJsSr2S+4dHI6Frvf1/4B+JerfBbxlosmy70nay5wPtPlk/QSfe/D8e1YQ+HHify958Part7lLfzAfxi/r+Hev3VOe3DdjtzVRbC0S5lnW1thPMNsrrEBvHvW1Pim2sqV33v/wDKHDsFJ3qO39eZ+Edz4I1OFf9J0nULePnd5sDx7vpu6/hXP3XhbfBJGbW4SHvX7yT+FvDM6COTQNFnUZx5tkkgB75B5/Kvjv9rv4ceG9I/ZW8QeP/AA9praZr+lPAyNb3DpARJPHCd0BO0/6zgAd67qPEtGq+WScfPdHl4zIJUr1Yzul06n5s+GdFfTviJosUaSKj3igb/YH/ABr9gvhBpDaX8Pba8bl54kx+Bb/Gvz88aeDh4R+MfgbT1+ad9NtrtnUbVZmJBwvb7v41+oXgTTDH8O7FG++YxI31atc4r8uEi3JNTPnnRqV8TGMYtNHdwXwKhGGT3q+p3EGsgWu01KsnlH618RKCeqPtMLjK0Eo1jXP8VUj96kFz0oeXzMe1RGLTO6tiITjdMpy/xVk3IyU/Gtd/u1nzLuFdkGlufLZhDmTPk79qS0+1eD/BcP8Az01GVfzjFfNOuaa0uo2+3/lnaxR/kg/xr6k/aPjzp/gb/r+n/wDRYrwm8h/ew9/3Kf8AoAr9G4ZwMK2A52rtvTyPm69RwqpuOiPORpMwQsv3hXSaJ4B1vxJJLZWdjPqFxLESkUaO3A6k7emOOtdLp9o8t2Nvyxhhvby92PSvr/4Jotrc+IInjjiklS38l2j2mUDzd2PXGR+ddeeYmGVUuaMVKXnse1kNSWKxEU3Za6ddj4+i+A3xB07ZNY22rkKoysUE2QR2rRj8C/FK2/19trCx9hfWm4H/AHfM/XHtntX6WKR8yqrKAep706vkVxtVvrQj+P8AmfYyyTD3vG6PzeTw94uicJdaFHc7lOS+n9Me8fT8fw71myWMkYSO88NxRlWPKSup7dm/pX6YsiSDDojj0Zc1Sk0vTJTl7CzI/i3Qjmuylx5b4qGnlJ/8E55ZBRbvzH5rzWmkmECSDVbIn+4UkB/BnX9M/hTF0XQ5bRj/AGpeCccxifS9oHr80bt7dce3evvzVfhr4T1aYO+mxWrHO4wQx/Pn13I36Y61l/8ACn/BZhEc9hNcIOh/dx7f++EXP45rpfGWAmryjJficVThpOWlrHwTNoQniWeC90+Z2yD/AKS8ZGOmQ39Ky5vD+s4ItxHcHslrebnP0Ffd+o/AjwdeRBLRr2wGDgpJuFeE+P8A4C6lpemrcaXbT65Bv2gw/NKgOP4P4un4Y969bCcQ5ZiY+zjK0n/Mv1uYVsjq0YOcXt0PmW7TVLNgGgkWaPO9ZYtrp9T3rmbC51O68QXsTXWwPGSV+ldcui6iutXukhLy0ureTY0MnyuOvVP4f6/hXQ2HhS6hhm+1eZDJxy38XWu/EYWSjZ216o8CnrU9++nzOBkjmaOImPzG24JqpMkyKP3HWvRZNGKSkefk+nrUb6Sm3502+h9a8ipS5Xa5r7SmpWSZ5c6O2d6bPT3rKuLfevTpXq8ujQNE9Yr6JD5Rryq0WndMqlBqopI8hurT5WHPNZZ0nIRunUfmK9VutGjEi7B655qzougS3fiuwtYvvyylfw2Nmsbylo2OrUkpJ8p8E/HjT/s/xSsbfrs0mE/mWrwwWjiMlCeOtfTv7RtvF/w0f4jtYuEtkgj/ABCDNfN1zb7HT3FeZKVVqDi9+h9InF04ytr2MlkkLfPzt6UgmwMdcVppEecUyaFdyb/vc4rCo3HdfM3pU3LVozv9b68UeT+9WtUKwiIboelNe0/dod+zOe/WuKUbu5tKMYK6Rlujo7sj7Mdfeq62m5mlmffu6e1akllmMnfvxVaa23WgHXFRWhzSUuxq6kYSXMrpkMcCR5kT+HrzTmZHmR26n7tXILT/AEROM1ait9snTFZs3UJe0jzq19vuMR/tO9/LQutVR9r3NuTZ6e9dDcJsnFRCJJVO/t0rKorRLqzcNjIVZGVt/wCFMSH7/Naht0AaNP4uv+fxqsU8uTZ6VCpXV7szsnDmtqVoYcTHFE0WZhmtaPZ5Z3dR0qBmdG+bOD0o9lJ6R3N416ahq/kUGi8yewtdm/z72FPp84r9UbYeRp1tabNnkwon1wgr8zdBt/7S+Jfhiz/varA35SLX6ezf67H90sv5M1elQoxjQjBrVdTycf7ODvHc57xGuPB9+fWBq+XZ/wDj0j+hr6V8ZSPH4Bu2XpkA/jXzTqYWC4jVepGT+laRrW93lucOGw8I3lo36lAJ5mE9apyp5crJ6VK+6XBU8L1qu7IcBeo61ElObtshzlOb5L2TK7/derFrxhx/rF+7UR++tXIE3ZOzfjFZ1nz2R102lDkZpN8yxu3+sb71Sn/VVEsr7QqR7PX3pSm3mbv0qqUUnZmEnTi7I0E+aw8v+9V+K32W0S1lt5fkwbPfP6Vq2+/ym2c9M1u5NLTYFO+mxcCOkLbO9FTBHa3UydulFczV2YSqWfxs/pPQ5iA9DU1Qwc2iN6ipz96vJe7PqaUr04iUUUUjQKKKKACiiigAooooAKKKKACiiigAoopCMup9KaJlscV42h83QIG/uXAP6V4PFFjX7Ob+46v+T/8A16+jfEUH2jQZVPdSf5V4JqSeW0s3sR+QNfWZJP8AcTXk/wAj4TNqd8ZVi1pJJffoN/alAb4C2BB+9rKuP/AaYV+b+pNu1KQehb/0I1+q3x802DUv2XPE3mdYVjkU/SZa/LTU4h9pmx90kkfix/wrhwKjVw8XF7Nnp4+M44qfNLR8r22smu/mcy/+sNCo7q23oOtSldkbe5p6O6qAvQ9aua5NAp1oP3WUCkSsc5yetVbl0VV2d85rT8hZLlivB71RuLfbIeKyc21ZI1l7G2phTPuFcJrcnlSRSf8ATYD869CmQofrmuB19N6Re061z+ylzXYqPNzqzdi8jf8AEndPRs/nUcX3o/x/pSrEv2OQt17VDaSv5pVvu9q9ONK8LXFJqM7s7PwrCk3iG/D9rbj8xX0XYaai2OY+5559hXzn4fbydbbHG9f5f/rr6l0JN+lQE/8APJf617OVK6v2PMzebclZaFVdPO1uRntUY0+fc3m/d/hrpzCd7UxosMtfRRp6cx51SnyW8znf7Pcfd5pDp8xgkH+ya6C4TbCvvUKdFrOEFG6fU86uryPKv7KmjvWYpvBc59q3VREhQKmw9/eurn5mxs35qL7KpBZk2HHFZ06EaabR1zkpws9Dmd6L9/v0qVLi2TO9JHz0Kx7sVnlHfxgkL58ohv6VoRW/2fUHVf8AVk/LVwm5QbWljKbhGD1CW9sViI8+Tns0e3H+NQm4skiWQXW09h61oyhCxDfeI+Wqy2/31lTeHxt9q1p0pyV7joKnfmuXFl8+wyr7Qw6+tYMmjvJd+Yk3fmukhiRYQiJtx1p7xZXHrWsYJPV6mGKlB6R3OUOnzCRh5+cdvWrVnaSQ3od49uDwfWuqTT08lS67/T95tp62USNkJsPb95urTm5dTBSk48rRzfiJMWMD/wB6N/5pR4dh8/RLlPW6f+S1c8QQvJDZ7n2BXOP0qXw0jtp8oV94Dtn2rPCx/e+pvOn+5ZIIfIk6fdq/AnmMH9asFIUth8m9iTTf3ojU7Ng7e9evGk76HlSdnYVURLk7+5GKoaxs/tBNnpzWpEjuGDeoxVHV7fyNSgP95G/pWuMalT10ZdKXvD9EXOsRyf3GH6kV+k3wxbf+zh8P29fDVj/6TpX5veHf+QjH/vD+Yr9Ivhl/ybp4A/7Fqw/9J0r8443haGG+Z+h8Jf7vM7iiiivgj6sK+X/jr+6/aP8AgXdt9yO51RW/4FBD/hX1BXzR8eIXk+L/AMGHXomq3ef+/SV35Y0sTGT6Xf3Js8rO41JYGoqbs7fqfI/wFG3/AIKR2kQ/1YvNWZfxjua/U0f6yT/e/oK/Mj4MxpH/AMFNLUrjMmuazn8IJ/8AGv01QYA/3RXp8Tz5sXCa2nBS9PI8/hSi6WXxT3bZJRRRXzp9KFFFFABUM8IntyhqaigmUVJWY1VCpTqKKdxxioqyCiiikMKKKKACopNmQJNu0gjmpajkjEgwaa3M6t+V2VyCxgjt7ERRfcDEj8at01ECR7fSnUMdO/LqrBRRRSLCvm39rlPM/wCCe/xET1gtf/S23r6Sr56/aoGf2FfGuf71mPzvberp/EjnxUXKjOK6pr79D5a+M1r5v7U/gGL+74btv/a1foh4cTZ4J01Bztt0H/jor4T+MUO39sHwbbeukQJ+cU/+FfftooTT44x/ANte9ms4/U6CT7nymQJPHVEn8EVH8SwwDLio/JU96lpQecHvXgKTR9dOlCWrRReHYTVKSTpWycHg1Rmt/mBranPueTjsHKKvDYzTJgGqFxN938avSfujWVcskrRhuxOPyrvpx5kfHZjVlCLV9f8Agnzh+0MnnxeB/wDZuLj+cNeOXlp/xNG+gr2f4+mNX8C25/jeX+cdeSahapFqkgTuBX6jwouTLoLu2eNjZONSDaT+f/AFsbN2u02diCa+wfhPG/8AYWoTv/y0EQH4b/8AGvlnR4X8+PH+r/j/AKV9dfDZHXwrNn/VnZs/8erx+NK96Ljbt+aPpOE5f7ROf8x6PRRRX5efoIUUUUAFFFFABTW5Ax13D+Yp1McFkIHQgg/lTjuJuyPmHw7o2m3v7R+vzy2kV2X8T3Hmh/4SsHyn9TXtnjLRLTVPhrqNvNBDKEhwjEcgACuD+HcCT+PfF18v3m8V6jEf+AMn+Nevao2zwzqDekTV61fF1HWpO70tY8ahhKdOhWsvivc+JbnwxACu3zR8gADR7gPpWTL4c2qfM7/c/d7a9furfzGSU87gaq/ZE8pt/wCFfozxPtacXJH51f3IRvZXZ4lJoMyF9qbwelYs+iTjc+zZt/Wvbrm2gVtuzeTWLc6fARu8vZ/WsJYRVVpodHt1CN46s8JutHkWRXf+LOK6XwFo5k+KunRkfwSN+SGuvutMhdW9a7z4R6BDP8YIZDykFpK7fjhP/Zq48Uvq1JynsjrwlZV6kYN6vp6an46ftAw/bP2qfHsvpqe38o0rwa70/r/u19PfGuKOX9pn4hiL7i6/cAf8B2x/+yV4RcWnK/jXm4jBvSdtz6fFKKk5bX/A4dbHbFkd6ri3Cy9K7drQbe9UpLTrXJLDyS1Lo88VzXuji3t3MzOn8PWnJaOcyPxnpXRSWn7s9+RRJbbZD3yBWMqTS0NIy5pp2ZgbHb5V6L1pHhTadvXvW5BFzKPXH9aa1ltbd61zVUpRcXudkNzIdNtqgpT/AKiP6VsRQ+ZJg/w1IbdFkbeM56VxOhy62OiMuV3MBkR1O7qOlUHR0uE3dDnFdTLEhARBjd1rNlixE6f3aFFSdmYqtztu2xjyplw/92qzRZmR/wC9mtPyodi+b1/hpwhj8mTcm8dqynGMHsTKcWve2MgJsnPHWrg/1LVZgREb5IOoOT6UkSb4W+fdz09KxcnJWW5VSfNZxjt5m98NIY7n9pfwNA/U6uhH4K1fousaRxh07ZB/76avg34P2nnftReFX/59TNc/98xEf+z199RpttgveJRH/wCOg/8As1d+HjNWcjxsWpRqq63POPiC/wDxRL/9NH/l/wDrr5V8S69a6Pq8aXT7BJGdp+mM/wA6+nfihJt8KW1jv2fvCf8A0Gvh74orK/iaCFX3xxxkN7E4x/I13QcOZRm7NlxouUdGdRY+MNCuYfLXUI3PJId9uKlt/EGlzxNJDdW8mTg/Pu6V89FbjT4Nlx/x8Lyv0NRmZ5oFYf6w/frpxOFpcqV9zJUsRGV3FNH0it9ZSTrh43J6be1dFDgwAjoelfMPh3Upm8QLa+hFfSNvM40y2Vx0HFeZiXLaLtYUKrmnzKy8v8jVj/1opW2C7Uv26VEkv7s9ageXOU67qzpUkvfe6NfrNKnHZmmLuL7Wijr2rct93mMW6HpXE6MnneKNn/PP+v8A+qvQVi8pPqa7oq6uYyqRmr3Hs/lqH9KKTnNFBE4wi7cyP6T7b/jxX/PerR+6KqW3/HiP896tn7orwKm59ThP93h6CUUUVmbhRRRQAUUUUAFFFFABRRRQAUUUUAFOXvTaQ/eFFr6CbsVtRTzNLlT1U18+ayPK1KVOmGz+te+XgzpZ+h/nXjviOHfezL/0yU/lX0OSS5VJep8ZxHUksTFLpZ/idJ4/UXv7LWuv66Rv/wC+cGvyo1KLbcF/75LfoK/WHxFcg/syeIyev/COXI/8gPX5Xa1H5WszL68/nU5fB+zlHszvzCdGrONVvp9xyEgy1VpRjbV9/vvUSJukPtXY42RwS5LXijOP3apOu7J9K15YeJapGHCis2XGOl7XMWTMr467a4TxRHmzVB/E+fyrv5YnFw5Tt1rhtf3yWku8/d6VDVtTppxla70RDbHfaNJzzGB+VVbMckf7VXn2Paw7/wCGBcfjmqMFyi32xO/Wuym7xNHOnHVHe6FBjxBAD/FE5/LH+NfS+iyuPCltMnl/6vB3+1fJ2h6nu8e21t6Rv/SvqrSWd/DFrEv3RH81epk1r8rPDzSNl6l+z1tPLMdx5ed3yba1DM7Rb484NcvJoUVxdK+/Y4OfrV3dNaRrAH3hentX1nso+ydjwnPl1RoNdyRth/4ulMMyFcv36VRaYzLslHzH7tUz5wfyx0FVRs2osh4ibNAXyQ3ShI9+7rVn7TJI52R7Mjn3rjpbS6N4zRPskIOPeul0m3kTSx9qk3ynOPaoq06cXdEKSb13OQmDp4yjeTvKAK6CeGSCQqndyT+lcrq++LxVBu6G4XFdtcSvv+RN/r7Vw4WXxI68RVVPlk0ZTLdtAxj8vzB0Dd6jia6MDiSCOKQdSn8VaNvK/wBpIlTZGevvSN+7vX2n922NtdaV2cfuVJc1/kQRyyRxgP1bpVmJPNfb61MYkNuxbqelRRb4TvbkD7tdUNrG9ecJJO1rGiieWAnpV0fdqlGfOxJV1G3Mg9DWNWh9rmRy+0j0Oe8Q273Nvaon8Mhc/hiquiRXNlKy/uzEzM7hn25z0rV1bYIoS/aYYqIXcOyRR13msKEHNOSdrHaq1rRtuONxPPKfItY1RG6pP1/zirsVxMVPnWsjbem2TdWHM8ysCJNgPStK2uNsUYmffnp7V6FGc07XPMlXc5O2ljQGqiCRWNlegDqV6D61j6vdxahJE8XVc7h3Gcda2btYX0K5YdREa5CCVw0YbpsGP1qMVi5U3yvW4RSk9dzqdBTbrVl/10Ffov8ACj/k2X4ef9ixYf8ApOlfnVpc+243f7JH5iv0o8AJ5fwL8Gr/ANQS1P8A5BSvhuNnzU8O/U/Q+EnbDSR11FFFfBH1QV8zftBGZPiF8FXj/wBUfEzxyf8AAouP5Gvpmvnb47bB48+CJfq3jeFB+KN/hXThWlN37S/9JZ4nEUZywE4xdm3H/wBKR8qfC0Mn/BUlkXoniPWVX8Le4r9MV+8fXjNfmV8Mgsf/AAVXKL1TxLrYP/fq6r9MLfgMvpivb4nbdbD/APXqP5nPwsp/VHzb6fjGL/8AbrfIsUUUV82fRhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfOn7VjY/Yi8TRf89bywT872Cvouvmj9rT5/2N9Xg/56X1qP/I6V14Gl7SvGPc5MdWjSoSnLZHknxagDftw+HR/zzsbRf/HpK+6LPi0QeiL/ACr4u+JcPmftvaE/9+C3T/vlm/8Aiq+1LdAlqgH90CvTzdL6tQ+Z8dwh/vmLfn+pPRRRXgn3gU1iBjJGO9OqpdLIypsn8jByWprcyr1HCm5JXMy7iilchq5jWtR0fSEVr/UbOxxG8iiecRlwuM4B64yPzFeY/EHU/FGvabPaaHqGo6DDZ3G28ktboK06kjH71fni+63C/ez7V44NE0wTWUtvdz31/dzmNlnm3SIwIyW3fPz6t1xx3r7LLMn9rDmnU5ey3ufB5lgKlSMp8iS73X+ZpfGLVI9W+JnhyKGVJoIrCG4QqOCJGfnPf7lcfd77jVJJV6E4P4Vl67KJ/iRdSNHsmitbS3k5/uQLj/0Ktf8A5br/ALor9HyuhOjgqKlpufJuc7PmV/M6XR7RJZFUddrZ/wC+TX1h8P08rwrdxf3bkf8AotK+XvDOz+3Y9/quPzr6q8Ebf+EZuNv/AD1jz/4Dw18FxlO8j7Lg6NpVIdjs6KKK+CPuwooooAKKKKACo5ThQfT5v0qSmSDMWfQ5o7EVHaLPFvhcmLvVZP8AnrrOrP8AncrXqGvE/wDCPXgHdHz+Qryf4LzzXHhcyy9C94F/C5NeoeJhnQZl9c/yWvVrr/bWvQ+dUvZ5TJ/1ujxCVVfZtGSF5pqRfNU/SYp/dqwyb4T7Cvr1Vsoqx8EoT5ua9zn7uH97WPLD8rVuXMXzH0rMkXap969KnP3S25Jao5e7i2oXz0avR/hJFt+JWo3P/UOI/N0/wrh73on1r1P4SRxnWfEMzf6xIoAv0LPn+Qrhz+NsFLzt+aO3L5uONpxXW/5Nn4m/FH9/8d/HkvZvEN3/AOjDXkUlvufd6V6j4ub7T4816T+M6ncZ/wC+64C4XaT71lTqc1KLPffO5ctzElTcAPSs54v3gq9cLumz6VEjbnx6Vz1IOfWxpSqSqSvfYxpYv9KJp7DzEUf3auSf6/HXNTraZXd61xSjCLve7PRVNKPvuzM2KL97Sy2++T6VrR25SUGmzfvJwP7tYSjzSuU5pQtF6mStu6Btn41WaKTd84+ldFs2R47mqT85HrXLWk9jSliKq0aMfaiuN/eqEyK852dutbTWzBsr0PWqtzCmxcdec1z8rejeh0VKUlNXkYksWFHWqapsZvetTYibt3U/dqJd3zbunapqU4KN7FKjfS5TPMbD1pREkdoS33mIxVspvU+1Qqm0yL/eQ1jKkuTmRNDE7xt3PVPgDaPP+0tcTMm9YtEudv4lP8K+2/nFwjKmwbBn34r5K/Zuhhufir4yld9stvo0UcY9fMk5/wDQRX2CQ5hiQR7GQ7HPry+K9WmpzgpbWPDrJ1YKK+yzxD4mypcXeiwqOftDE/gor4V8Y6lNH4qmESeYuCG9sE19wfEyPyPFGjxRpv22TF/xI/8Ar18J+Kr22XxnexyJIpLn7veq5Fu9zeFWN48ztY41tThkmxPa7jnr6VM39nzw7XfZnovrS/Z7WTcyeYM9S3ao0t0XeEui+e3pXLVi4++pM6lKf2JJljQYrUeMbVLVNsit19a+jVXZbRFv9Zt+avBPDemPJ4vtwJN4Lc19AfZ0jKxr1UDNXiakJcvOzkjKtBuMtn20JIJfMlI/u06VXkkaJO4yfwp6JskX3p+zezhf9ZxtrGNON7wfzLhR9nBy0fqiDQ43TWbi5f1UD8M12skpmfcKytPsdmGP+s/irVYOJCF6DrXa1zyTtqjznRSTbZNb5+fPtRVaR4YLWS5OMx47+v8A+qitFGfYj2UOx/SlYNuth7f/AF60KxNI/wCPaT8P61t187WVpM+kyapz4OEgooorE9MKKKKACiiigAooooAKKKKACiiigApR96kooAjn/wBWa8i16DbrW/1kB/Q166f9Q/4V5r4gt91wHH91v6V6+Tu0mj5PiS0J05M3NPsk1X4O/wBmscC7sZLcn/fDCvyn8QnOqXJ/vMz/APfTMa/Wbw2P+KJtFP8AeYfoa/LPxrb/AGfxvrK+t7L/AOhV0ZbUlz1I30ZeatezppatnnKf65aiuf8AXCrTYIEf97NRMmUKddleryLqzipSUY67lB/9S1Us/uTWltdd238apy78/P8AhUTg+W62NPa32Mgrukf2riNf/d2z46npXoL/AHHrhPEJ/wBERV/1jyhV/GvOqSbfKkVTcpSSbOOtWmfSrsT/AOq8hqw9Bhkiv7eVP9RtIP411ukRRw+Em1CWPfIbqWI+23H+NLozxjxTc26Js82wmY++Cn+NVGpKnG7Rbai9US6Gs9t8XNBJ/wBR9oZP++h/9avrvw1JJJ4Yit2fYiEqvvyc/wBK+YbBkPiCCWT+GUAfkK+qvDkKXHhWAJ/Gz5Pp0r6Xh/EKW6seTmdGMVdGg4+URb9+KrSWmXU565qwNK/0V1F1uIbgelVH0m88pcXWwdq+sp1oqWmp8rVhNS96JVW32X4Pv09a1VZ3fy1tdg7n1rEl0+5ikUvP52Tx7VtwyyRWqB0L5HGO1Oo+boi6U26bajaxB+5+2+WUKEfrVtYkjZyn8Q5o+0Rt/rITx0zSbo5QyImzjJ96hUrhGavdrU5PxCjt4rhK42p5bnn0zXRRPbtAA/3ixf8AP/8AVXParIi+M/tD9oUA/DNI95DLP5nmSL7J3rgw9WjByu7M7MRJzp3S7GrqMvl2aD/lkx5qsiu10jR/6vHFNi1C1wQ8ci46F492asx6np65LvImehWPaPxr0I1KclpJGNWE7x5otLuXhJIzmJk3ttJHtiqEAmu5MypsG/C/hVmPU9Mfd/xNLLj+F3RT/wCPf0px1Kw3gRvbOeuYpEbp67en41XKpaMucocnLcwvErTx3tvHDc3FttBz5U7x56ddvX8a56ObURJlNT1Dj/p7dv8A0L+lbWtTi6ZLgdGyB+GKw4E3uK8mtUlCeh3TULR91fr95fs7i6n1uNbq6uLmNT/y1k3Y+ldDer9mlWVX2J/BXPWq7dRj/wCuy/1rotYTeo9mb+ldOXOUoSuzzsVN0qiS2ZmyahcnaWfeG6UizXPmgqeD1qtEipG27qelNG7ed3TPFegvddznqRvHnOudy2hnPUDmuYD7ZBz1NdQP+RdH0rj2fZct71x5l8SZ0YeUtFHc6zTbiNLuIyd5FA/E1+kXwluo7z9mvwTJGMCLSIbX/vyPK/8AZDX5gW0mbiJf7zhfzr9GP2e5xdfsn+G3xykt4h/C8nFfHcUu+Eo/M+x4axDp1Z4d7ntdFY95qCWVvIwXcV6e7dhVrT7n7ZYrc+VNblx80Ug+6e9fDuNj6mnjaM60qUZaovV88/H2POrfBOT+78SbBf8AvqOb/Cvoavn79oA4g+Dvv8TdMH/jk9aYdXqxXmjLNMPGvhZQls7fg0z5F+Hx/wCNtEo37P8AiodVP1za3Ffp0Ow3bsAV+WnhaT7P/wAFZ47f/qZrg/mktfqUvPPqB/Kvb4kVsTFf3UcGQQ5aMlfYdRRRXzx7wUUUtDASiq9zOsFsZWbao61zsmsvI/7k5xW9LDzqbHkZjnVDByUam7OqorKs9RWYqJgN/Y1pL99jgAcdKznTlF2Z24TGUsTT56buh9FFFQdQUUUhbaRQAtFHBG49Qc1kXGrWlrrAsjjzmG9h9f8A9VNIxr4inRjzTdka9FRxsrruX8qk70NWNIyUknHYKKKKRQV8t/tbybP2ZIU/566tbx/m4r6kr5j/AGqV3/AjRE7HX4CfwV67curyo4iM47r/ACPE4hmoYGUn0cX904nJfEaMSftyaUe0cduv6V9kL/qkHoor5A8XxtL+3VpEx+8skH/oqvriDlST94jn8zXVmKSo0l2X+R4XCijHHY1L7Uub7+hYoooryD7gK5PxSNyaYo25N0g+Zc8eZHmuol/1Y+oqlqVvcT26m2SBp0OVMq5A963w8lGabPOzbCvEYWVNdWvwaf6Hlfi3Rft0PiS9tbpIWkSOOKJUx5m1I935ZFctZ6a1rq91HBMYI54lWdyQPKUAMzfkK9z0zTLq10eWC8nguZpJGd5I49u7J6fhXl/jPwbq+qaZLYadGI7a7BiuvOl3bkOCcDt0/WvcyzGRs6UpWTtv5HxHHuU43E4qjXw0moxtdI+RdTvI9T+Ies6pFKLiC61N2tph/wAtoAFWB/xiEf5VtN/x9j6Ctrxd4Xm8M+L9MsZoYo/tURlQp3XhRn8qqiDZOy/Sv1OlXpzw0FB3SR8xjpVYVVJxabtudHoEaSXEu+PftCkH05r6x8KbG8PSyo5bdOc+2AK+X9GhAuLZz0WQV9SeF1iHhSN4v4nOa+A4s3R9lwdJOvWutTo6KKK+IPvQooooAKKKUfeoBsSqt1L5Sg+xP8qtVzfibH/CGaqP4msplX/v21a0afPNI4swqShRfLueafAtP+LPWT/3Sz/99n/7GvRvFA/4kjL/AHs/0rz34Jy27fCO0RSBOIo0b8Af8a7fxbdxJpaRZy5DZ/SvXr0msxcf62PBxU1LJleWun5nmyQpvZX524xTmRFOE79atWcTmKNm6HOKuzQ8GvelPRHwsZWnY5mW3KqTjrXO3cXzjj1rq5v3QI/vVhzRZcn1ruoyTWpvJXRz0ybdtenfDiP+zvDvi2+/6YxP/wB8iX/GuAkj5I6d/wAiK7mykFt+zV8Qb70s7xvygasM+qxdDl72/NHflUJyx9OpbRX/ACZ+FWr3HnahPdf895nf8zXIXL7n+ldZeD/R45P+esQk/OuPueZsetU4RVJNI96NRSck9Cg/Q1nv98/WtUxeWpb+8KpnO88Vg5cquUqb3RXjfa+PWrQi4U+tQsMuoNXYIvLOf71ea48qbO6EJOGqJkiyhqu0X75a0gm9h7Cqbt5F+q7N249fSsWudWOxR5YEksWIBUX2ffCPatiJd5Y+Zv6celSm3DKeM1jXlzNLsa0a+trHITW/lyq/pmsua0eaYyJ+NdpNafKe9epfCLwro+veNdQXWrK3voLfT3kWKVEYE5HZvp2pUqftJqJhia0Ye9LbyPm6W3uWZAqbwOtSCzZoCAkiyHgBe+a/RKHwZ4Ygbenhvw9E7tuA/suFWAwMc96e2h2UM3yWUEA/hEUCRj/x3r+Nemsik1+80OGWY0Yq6vfzPzwi0HWBbGEabqDKhDpJFHuwewP1/pWZq2i6xpd0lvqdheafPNlwk8e3IKnkV+mVtZnfhE2IBg++Qa+M/j/Og+N0lmOtto0LH8fM/wAKnF5bTwkNd+heX5hPETtayOi/Zp05Jb/x5rM3+t+2W8MX/AYmz/MV9QyRD7Oy/wAYDE/jivCP2ZrbPwP8U3n/AD38QuP++Yo/8a+i2jwg/A/lWdGraNznx6pxeisfL3xRRl8UqAkjobY5C+vGK+D/ABNb6lH4jnkm0+RH3n5m7jtX3P8AEubHjbVLgdTHx/wH/wDXXw3rur3t3r00wm8kK7Ae9bYaTU7LqcuM52ouBifZ7qayw/8AH0HpVcaS/kFX7dKuLr05k2zTxzbfu7u1WjreI93kW8uP0q6mFqUp6WdzWGMrTShJaHQeBtP8nxKx/wCmZr2b94ZljTugzXm3gub7ZdzyeRHDyn3O/wB6vVXixIj/AN2vOr3W6SZrFO+g1Uk3qsh+50q1btm+I9BTRDmBpP71XLWL/R5Pw/rWEE3JWKqqUJJN3uaVqhe1HsauxoULZ7rVGEzRKPK6H71aSP5kZB6967ZYWThdmFS/LoUwkMmmSJP/AKstyPWipmtH3FkTf6+1FKWL5dLExUJK6f4H9IenS5cL6A1tgg5+tc3p3/Hwv+fWulP+tb8K8DEaSPU4em54bXoFFFFc57oUUUUAFFFFABRRRQAUUUUAFFFFABRRRQDegg+7Xnmsc3mzruP9BXoQ6r+NcZ4gTdp139B/MV6GAny1PU+X4kpfuacr7X/IseFv+RYZP7sx/U1+b/xZtP8Ai93i9s/8xu7/APRzV+knhiMLZ3w9ZyPzAr8/fjhZiz+Onie0ByFuPtH/AH/Am/8AZ69HLadsROF/6uS6znl9Fta9z59n/wBSR6UkH3VqykuEYZ6GoS25j7V6rl71jinKUlZsz7r/AI+KpTf8e7Vry/c/A1kT9KcthRlZWMx/9SK47XVdtMYp23Z/75au0b7j/wCfWuU11tmlvJ6ZH515tVpS1OqjBtpo5TTGlPhK7Y9E1kfrCtUNFeEfEm2kH32tJf506zvXTTruzRN+/DE+mM1x4unfxRFK8m/YxAHpV4eLlNW2/wCAZY7Dzhayuen6ZdeTq0crGPzBMoi3e5Of6V9R/D+/Dadfwy+X56spXb77v8K+O2fdrWmTfvOLhfu19Z+BS76rqsUfmb5kiI3ewf8Axr2cjpc1fkuYZ7GqqMXax6LIlnJORK8iXG4Mu3visXwhq8uq+PrnSLtIri2eQhTP1XHp+n5UuoxxnT5HWMPdBWUnuOnSvSfC/wAKtOv/AA3ba1Fd3sGpPEC7tLtCdcEDv3r0s9b9tFUXZLc5cnVJUZe3ivTuasnhDTLnTfLE5gAfCjt+FMl8FpHAyRPHcYA+/wDw1ymqXusaPqk2mteya7Dan57lh5ZOegB/i6VDa+NriVlt4ra8QDru/eA/T0rOOY1LKLk0vU645fFxcrJr0NeXwhfooKWtu69/UVS/sOeESM9rIkYQ793Q+mK2tN8R3kl48e2RXVcgNHtzVpvGCB1kntZVfJDlY9wOPWumnmulr3PPWXwjeNt/62PGvFen+TrllLFB+7ZAD+lbFtp0NvAqGGPJUE7k3V7FBrOkahHulgt+evybTTpdP8OTqCnlwseuzvSoYuMW1KN0zR4aShaMrHkElpalCHtrd8jj93txWYmlaeZ2ZrWND22d69gk8LafcZMV1sx+tUJPB0wybefz3HQV6FCth6cH7n4HHVwWK5bqX4nkV1pNqIpZGTYB0rOGgwXFuJYvmGxgyf3s4r03VvC2ptbqkdrsfd+8Pr6f1rObSbywQs0Eu6NR92PcPxp0a+HdVao4cRhsRBpSd0/I8flMVv4vGkQfLKsKnZ/d61oQQo822b+M4f8AD/8AXXVal4b0nWbiG4vbKOWZNzZWPaVPGM/lXM3az2CvLs2beAPYdK6Xg6cKk41GtPxNqeJhCHLfUtrZSR38QtPL8sf3q3LhJ2sgJjHwONtYGnaq91AS/wDDgCtk3O63Yb9uOcetXhqUafuyaSYp0KlRcyjdGWLfdyeg61NFaW1xMNsmwx9ffP8A+qlljuNTtjNawSeeDgMvTHfNUbhxAZB9qs40iA3hmRTk+7f0rX2uGhLWSJWX1HG6g2dU9sU011hffx83tXJzWU6PvHerUWqCLTvtLXunmBf4f7URs/gvT8agk8Y+EpbcpdeJNHtH7xy3e7H0rkzDH4KUfjSsb4fKsXCD5KTu/IbF5nmKG6hxt/I19v8A7P8Ad6jZ/s36a8e1YpNQnRnPYlhtH4818Jv4y8C24i8nxPp8siSjJtf3hA9/SvXvA37THg/4f/Ds6JJp+saraG8aSK4jAQZbk59e1fF5pVWMjCpTV0ztXDmYxkpxg1Lydn+vz8j9DFubFAr3kqxs5EaKR/y0J4/PiuiMiQwxh5gMDB46nvX5fX37VHh251251K1067humlBBM/zqFzgD86ev7YcsegvYfYbPzS5ZZ5Zd0gB/vCvHxGVNtNSuuvke7gMPnWGi4ywmr2f+eh+oEd1DNdSQxvueMAt+Of8ACvnX9o9mjtvg1KnWP4lae5/CK4r5Is/2wdftZpJbODR13gAtLbvIJMZ/u9MZ7+tcf43/AGpvE/ja30uw1JPDlpFYX6X8NxbWUhkikjBCv83pu7etYQyqvGalHZHv1MBjMThXGpDlbt+aZvaeZof+CsOm3pP7ufxOQ3/AkP8AhX6rIQWJXpjH5E1+F918XPEN94tivoZtNF7A/N9FZRrcswJJkDNyM7h930+ldPZfG34kqmJPHXijEkjMA2uTrwccFen5V343L6mKqc/Ml5HRhcqxNJynJLXz1P2uor8ZG+L3jYv5k3ifV53PQm6dj+bf0rCu/jL48eRkXxDqHl9xLJuz9K54cPSlKzqJf16nT7Cp1t95+3Hf/wCvisHUPEnh/Tmdb7XdI05wpy092iYPb7x5r8Q7j4heIbzc1xqFw7jvXP3HjXVjOjtqFwro25V/vV1LhqK+Kpp6f8EzqxlCDk7aeZ+qPjv4qadqXjq207R9Qlu9KtivnSxbTDPIT/CV64xzn1rv9B1dtT0Rbg+WrljuRT2Hc18AaDdRP8KUvLnzIr/AeJm/j35z/wCgivoj4beILuT4Lw3CXMQedpoJt/ou3H8zXt1snVPDQoJa9H3PxnP69XE4pyb2PWfE/j/TtMto47C6t7mRtyySRnPlEY4P5/pWNpPxR1a1tWmQ2t3FkZDjBYc9K8zuPsupyECe3mgTAX1BGc4rzG01G4bV9St/MkSDzsJu6cZzj9K9GnkuEVPkqR5r7sjC+2pxp1Yu0pddrf1sfduk/FTw5f2CtdzfY7kAb4yucE//AKq6W28ZeHLp8Ralbg/7Z2fz618FJqUNghmD75l4U+marSeLha5Et1I8jcgL2r5jEZLg3J8ja/H8D7jB5jjpJXmvuu/0P0bS+tLiMyW91bSqo5ZZsgZ9ap2et6XfalPZ2d9a3d3DjzUikDGPOcZ9M4P5V+bdz4rvNWZIoXkZEzu3e/8A+qvTfhhqlzZ+Po598i+XA+4K+3d/jXP/AKvRcG4zd/NW/U76udzptNx0W/mfdhIwUkPzH5R+NeMa3qgk+Os9q/8Ay7wRKn47ia4Pxh8V79dAkg0sy2V2vzfaBNjAHWuY8J61cajqoubmaS6kkKuZ2fdvJzn+VVgckqUuac2k+iPNzjM6eKwzXK1t+Z9TW9yQ0an++tdNn9449DXmsmpxWWkW1w/QyLxXQt4mt2iD26I7H726vFrYOq5tpaF5HmtGnRarSszqqK4STxJdpl1trdiOnHSuk03U1vbLzJWRZABuC1z1MJUhG7R7WFzvC15csW0/NWv6GvXzX+0+c/CXwdH/AM9PGFkn576+j/PjzgMCfcV8/wDx90qbxR4Z8EWGmPHcXdh4stdQuIh1EMSSFz+orTAQbrxuv6sPNKkJ4aSi9dPzRxPik5/bxiH91YF/8hKf619aQfdavkjV2in/AGtLbxMJkGgStEPPkfagPlqAD+INfWtrJHLZq8TpJGeVdH3Kw9q7s2jJUqMWrWR4fDtNxx2Kl/NYs0UVDO0SIHk6DpXipXZ9dUmoR5nsTUV5z4n8S2VhpaoWwWB8tD1flc/zrc8K+IbPxFpt5dWrZkin8uUdwQOK6qmCqwp87Wh5OEzzD4nEyow2Wz79/uOqpjjIx64/mKfRn5wPWuQ9h26nyl8cCrfGnw3GvRLAH85H/wAK8F8Ya9e6ReQCynt4ZJXfIlj3bsben517r8Y5N37RPhtfvY0iI7P737yevmj4hKza/pB+7CI38xP7vIx/Wv2vg2nGthKcJrRX+e5+X8Rzbxk6dlypbnVeG/HOsrNE0kenSEEbz5e0+2K+9vBl0178O9PumTY0iZPpX5x+HpbT7SVt/wDWeWNv/faV+iXw+V1+D+il/vmNs/8AfbV4PiBh4RVOpFWuerwG6aoVEjs6KKK/Mj7wKKKKACmn/WL+NOoovYL2GMMxofQ1wPjuYxfD3xHIOqaVcEfhEa9CHX8K8z+J1yLP4N+MbrvFo0jf+OsP6114Nv2qseRnEG6EbdHc4/4H28yfDaznl6G1ikX/AIEn/wBauq8Yru8QRyf3R/Raj+EEH2X4K6Wv9y3hj/KNW/8AZq1PFkEf2+3Z+c5x/wCO160qzlmMrnz2aYRUcqi4reXN99/8zEs4A8UcvrVq5TzF8v1FS2UUf2b5farTxIIy7fwit5z94+OhNN6o465hw/l/3ax5k2V2FzaJNFJIv41hTQ/Jj0zXoUJ30NuZya5jmym+cD3roPE4+w/sHfEiX18Oal/6TSVleV/pZH94EVY+LUf9nf8ABPzx0mfvaPIv/fTAVy5xPWMfNH0eR1uXFVdOh+HWqjEkZ/vRIf8AxxK5mdNw+ldXqY23c6/3cL+SrXHy+Z57eX+Neml7sWerScpOTirsoypsf7m+qsiB0PybMfrWhIkjAGTt0qFpfmUeleXKPs22Xh04S1KaptCD+9WjBE8YynRutRvLnZVy3feD7Yrk5+SLOqnTvUTuWfk8v5cZ71QmTMyP/dzWqF3Bfaqckey5EnowH50VXyW8z0JSUYNMt2kf7xW/v1ryWwUg+tei/DD4cr4317U0e9ks47FYi2yPcW8zf/8AEfrX0Jp37PPhMkvc6p4hndTyItka/ju6/hXXSy+rWj7pxfW4RlqfF7w8xj1cV9A/AuwWODxJNL/x7mJY3+rE4/ka9jl+B3w9jV1eHVJhsOWefpx38v8Ar+HeovB2iW2geNvHuj6dBv05dSiw+92Mf7leu719vSvdy3JFTqJ1bX/4BwYnFwrU5Om9v8zproNawThusbbR9MDFcqCZJXmX/W4wn4129/YLLpJjj5QDIb1rC0yNTLJM33lIA/WvTVley/rY8WNSDnbqNtdPePQWW5/1hVsfiP8A61fn58Zbt7z9rXx6W6W9zAo/4CsP+NfondyuLK8uG6Rxbx+DLX5pfEr5Pjv4yvP+emqtJ+apXz/ElJ06NOC1sezkk3OE7LyPpj9m+1+z/sqeb/z38QXr/wDj617bdNh33fc+Ut+BFeZ/Ayy+w/sfeBY/+elvNL/31M9enypkrLz8hX9XWvPp05U6V2tzN0JR5aTWzPin4mSedrviy5/5ZG8YKfoBXx1PY2c13M/2rezMePSvqj4g3GbXxCif62S8m2/hI3+NfKE1pdbcSffyc1VOLjTaT3/zN6sHpJQvYyDo228kIm4OMVa/s94lXa+8EjNMa0ud3y+Z77KhktrpDHu8zaW/j9e1aNynJXZr7Fqm5VFy/PU9j8AW8SaIn97zmr0g27NduWHAxiuB8BIy+FoPO/4+TM3mfTjH9a9Cf/XV59b3qnKYRnBPmi+ZdSXftj2+taVumzT3k+n9aypER4fm6jpWxbI4sFjbo/SsYrlmiq0Ytqy3LtvD5saSe9arIrwrG3U9Kq28XkwqtW23hUZegzn9K66bTklscOIh7SaRMsTi02NwF6UVBPdgRoEzvHWit/YUHuVGFSKsj+iaxfM4/wA+tdIBhiexrl7eXbdha6oHIr5rFK0j0OG6l6Mo32CiiiuU+kCiiigAooooAKKKKACiiigAooooAKKKB/rBTQPYZ/d+tctqgzdTfQV1R+9/wE1y9/8A8fsv+6tdmEdqiPmeKP8AdIL+th3h9NtjIf8Ab/8AZWr4k/aJs9n7QWqT/wDPW1h/SMf419vaDzDIp9Q35NXyD+0vAB8VtOMH3n0pWf8AGSTH9a9DCP8A22foYUNMrpI+RJk2SfU1EE3qfarcyTrJ3wetVn2cbevevb5XLRHFKVlcozRbWEn92qkr71DbN2a0Jn2KKzZD5ueelc3K3Bt6WFTqty0kZV2f9GPyFOR+Ncfruz7FJv8A7tdpKnloz8cVyGubzpbuvRgc1heL2Z1Qk3JX1R5vbCMyTKvRiM/rVT7Fax65EF6yk5/DH+Na9ps8t9vXPNRXzbNT0h/W68v/AL6B/wAK7MLU/eJWJxcJU5Lle50NskccgROxXNfQXw+uHi8cQRL0lsZc/gF/xr5+tIuVj/55hV/8eavePASFfHtrj7xsZf8A2WvUyiVq60W55WOlVdCR61cLF/ZpiXmZ4Plr6A8DCWD4ZW1tjEkkQJPoADn+dfOkjzJGrS9Ag2/rX0Z4XJj+F0FyPvGFiPzWvazdJVnB9Dz8LWjLCqo1uz521HxFE2u6/Z3E3m2wuCLf/YIzu/8AZfyrltI1ezufGEFk8/msjZUf3R3/AKV5l8R/EMvh39pjxNHO+yEzLIffeD/hWdply+o6/Hdac8jn1XoN3r+VfEVJKtVtHc+3qYOEcMpz0b2PsG3utEuLwm28tlTaPLf+M85/z71ka/fW6ahgQpbr6L2rmvBkNxbRXYvp4pUFqxYJ1UnpmvMfEGvXdv4/iiaTY7RAx8dQP/116NTGxp0tUtDy8vwspTfLqdLqutWVrqcskOuyafIAM7Y9wb61y7/FvS9OvUWXxdp14wJ8xZY9rL9K8q8am6vpn1FLrbcAFSPXpXy94i1d7OZ7e6/1m7OfWvEni8VKfNTenY/S8k4boYyndtefc/QQ/tDeELQbpNTJkX/nl0NPj/aa8PGQGBLi5DdTv24r81ftYvZwiJJNkDMa/wAR7Vrw6eJl8q+06SK4CnIb+Edqc8diLWkztqcEZZGXNO5+h1x+1npUU628OmGaQZwJbvaK4fVv2w9TjvTFH4Y0baM7T5/mE/X0r4V/syJHWK3+9k8elSJoWv20r3FsvmeibN2ff8KxWNrdDuo8I5XFXUL/AIH2O37VWuai2JdI0fToF+9Js3Hn2/CsLXv2gtVk0vdpj2ErEHcZNL2hunQ96+TI7DW9Q1PySPPuSQPM8vb+H4V2qeBtWXTN0371sDcO6/Sn9en9qT9Ll1+E8lpNSlFHVv8AtAeLhFKtuNPsLpv+W8UHlkf41kv8b/iKw/0jxPqDB+vlSbQaoL8OLubT/Oj0/VLmQ9kg8wD/AAqzp3w61t7gpceEdYnT/lmfsm3/AD2rOnX3XM3fzOnCYLKVB2jHQJfilr11atHd3t7etJ0NxccD6DvTU8X60LDEM8UOepgi2n8T3/8A110EnwX8bXksZt/COswQfwMdkY/Hd1/Ctqy/Z/8AG7gtJbCMDHyyzpx/3z/WtY1Nev3inXyuk9JRR5zL4i8Rvamca7cKkf3k9c//AKqyf+EpvrkHdNIXHVm/ir6Aj/Z68T3UOxoNGG3qfte0jNa9p+y1rTbd2oaHabupa8dsfgv9a6r2jzWf3HJPO8vg/jj9585Q6hdTFi83Sle7uPMT99z2r6/079kDzp45L7xroXsi282ffnvXe2f7I3h9ARceJPMHGfJgfB/76/pXpUFVlC8YM4a3E+XpW57+mp8O2dxqDsN0m9RjaK6hHvXjT/RduO/rX2tB+ynpcDqsGpj7M5BLyW6ZwPQt069q9+8P/spfBx9CtpNZ1/ULu5kTmOLULaM5HYZBP5UsTNULc6Z5T4xwPtORJv5H5chr1YGHkyc/3KzJLe6eQl1lTnjf3r9qtF/Zk+AUtqtmvhk310qkyvLq8/nFM/xCMhW+hrnPjn8GvhzpHw48GXOh+ENK0yS38RWdtJNao0cjWrsRIJGX5m+UNjd059TWVDOKPtFCMHdl4rOoRhz00/1PyNtbS4xHt5fsPWuy0/Q/E2ossdtp9xIox/qk3Zz6/lX1Zq/hHw9pv/BQrRPDFhYx2mjrr2lefA5eQPG6w+YPm6ZkHav1E8PeG9E8L6XJp2gadZ6bY797xW6bcyH7xP4YrpxOd0MNJP2bb9bfozjpZkqtSV1sfiVaeCPHRRYx4b1NxjgraO3/AKD/AFqw/wAKvH11MTH4Y1fce32CbJ+lfubRXDPiqLd1R/H/AIA6lXmPw8j+B/xQuATF4F8WTMPuldNmYVbg+AXxSuL2COTwF4sQ+YHJbTXjGR0+dvu9e1ftxSZGRnr2rjnxLXk9Iqxi7vZv7z8xtI8OavoLSeDvGWm3+izTWweGWS27ZGfn/jxkfT8a9WtvBF94S0KeyGoDUdNZ2kjEdn5JG8L1P8XT8Pxr7J1/QtM8Q+H5tL1ewtdRsZQRJDMgbHH314OGHY18XeKJvEnwu1qLw34iaXUNBkkY6Vq0Ee0PFkYjf/bTIB+or6HKM+eMmlKya6dz854l4bn7OU6Dbvv9589apr2qeDviDcQSTSSafLINsb/8s+ufzz+ldSdTsZ7uKaOfypZ13KPX1/nUnxN8ORax4R/tSP8A0iaZDsbv2xXhVrPfXXhdbeXzIb20yj7O4HT+tfQ18O01KWx4GWV4yi7bx6HpWraoyXckanLAEuGl2ow9SO+Kt6D4N8VeK7FLnRdB13UrFmwt1bWW6EnuN3tXiKa1BK00VxPcidlK7j92Lt5h/wBwkN+Ffqz+zd4uHjD9lbRZ52s11XSXbSb62gHNqYceTG3uYHgl/wC2tfN53KeDpwqcnxbH2OQ1aWMb12Pm21+Dvjm10hXuPD10ExndGvmSqR28vvmsq01seFtQurSe0ntdWTCzwTx+W8Y5wSn8Oefyr9HyAW9sEYPT8a+cPi58G4vEur3PifRvPm114VSe0LfJMF+7tHqMt+dcGV8RudVRr2S6HuYnKIyg3Bu58ieI/EBmhYWj74nYFh6E16v8PpXMMEw/uAN+NYknwS8XzWTPb6fOJVjLv5tv5YXb1AP8X+fWu1+GNs406KKWH975vluPQr1/nXt+0p8kpRmmfJ43DTjQTlpf9D2rxPMtr4KDIjtKkakFe1ed23iXy7j5p5PMZRuDe1e7RaPYX17p9jqFrDdW7Ru5ilj3o23b1/Oorj4XeAbrbu8NadCcs2LZmhBJxk/IRnpXz1DOMPQj7OdO9nvf9C8p4dlXw3tJytfpb/gnk0Pid45WKTfexmtWLxR5jhZZueq10tx8E/B885Nrda/pYHWO2vsr+PmK36VSh+CWjxXDn/hIfEDnjy8mEbfriNd1dLzXLZ6tNfI6nwvVjL3WmQf8JjH5Y8wht+QuPbr/ADqnJqlrLln53dKvXPwbuXmXyfF0yIM483TEYr+Kuv65/CvJ/H3hrWvBH/CPpJqFpqUOua3Bo1rIMxEyzhlXILt6e1aUMVlsnaM9fRnL/q7jKSbWp3bzaeZQW6npVqK4CKfIeSMHqVk214rc6x4itPiTJ4fudPkn1wvxHAyN5hJ3HJbp1HSu8fQviGkSyXXhbUo8jgJOkx/75Xp+Nd9aGHglzTSuc0MvxdRPkV7djtPt1yqkLql8CegjunGP++f61Rml1RkP/E41SMHo/wBtl+WuBurnxBp22TUNB121iXOWn0rav4NWfH4xhkc5ugijomefxHanTwlGprFxYp08VSjacNPM6680/Ur90jl1K7vVGSGnneTP03dPwqnpVnrGjeIJL/SJZLe4MZDqD8sgHqO+M/rWYviiCQbd+3vn1xVy18T2t55jPP8AdwB+tdbw0lDkai12OdLm1lHXo+x6TaePNfgljiubCxuodgZmjUxMD369f8+tbB+JSTlTJo9ysa5y3nDA7f1rzGDW7UyYWTeD19q2Pt2lvGpMkaHvv715FbK8M3d0/u/yO1Y6rCnypswfE6r4g+I9nqNvDJClrax2m1n3Z2l2/wDZ62dK8G+Hdc0q7j1TT2kcMQ204PPf9KlWXTpW+SSN8ddnauh0m5SBpVtpRGHAD5HXrj+tdM61SlS5aF42/rc8yupTvyaNnzxffCR9A8bCfQtcsb/SZ5dgh4823OeQ+PXt9DX2z4StxZ+ANOs9yM8MextvrXmsnhdbuyeKSaOLzG3lmTcT9K7jwxaT6TbSRS6i91bkKEVk27MZ6fXP6V5PEGY1MXQpwqT5nE97harh8OnFuzZ21FRrPG5+V8ipM57g18g0z7iFSMvhdwooopFhSj71JTW7U0FriH/WH/dNeP8AxjbHwT8Vo33JLFEb8XFexOQuxu+Qv5kV82fG2/8AI+CHj6MdXntYh/37iP8AWu/LVzVk+3+Zw5hT56TPSPhYu34XxRr9xTsX8EX/ABp3ix9+pwxf3QD+eP8ACq/wm8//AIVejSY/1oUfgi/41T8Q3a3HjVon+9EBj8f/ANVd0IP69VlufLZ9Xj/ZtOPU1bSDYob1UVewAeevaq1oHNqM9MDFWdgzx1rScrs+MprqZN8kzlP7gzWLLCmyTb1711+MY+TfXO6mcWN6Cmz9w348iuqhUNYQk5Ra3TT+5pnNRRf6dWX+0BL9m/4J3eMpfSK3/W9gFdHFavLqk7L0AGfyFch+1Pcra/sN6jZjre3dlbn8Z0b/ANlrHGr2leEV1Z7XD9FQrVal9Ipr/wAClf8A4B+LOojDOf7wz/OuZfbs+b73auhvpnuJVK/dkXcf/Qf/AGWsGfyR8h6r1r2ZOUYK62PccpuSlHTzMmXzt467KiKQvGc8kdank2eW+z8aq/8ALOvOr2cbxWp305e5eTJEhjwuz8a0YVVFJbr25qoj7IF96mhffcD2rh5qkdWVGrG+hdWd2bDdB0pI980s0aPt4BI9eRTt22XHrV3R7Q3PiqzgR9rzXcSY9QW5rSlJVJqLRpKbaskfWvwBsTDoniiZk2TXU8YiPrtD5/8AQhX0FZW+pJbspxwfmrL03y7aGW0tE2rDIEY+pCrXQw3U0UbOPvAZFfYYWUIUbc3yPnasZzbe1ijCZYNV8yRfMVTuZfL3c88/hXjt/cePdJ8W6kdE8M2mp2t1MZFurh0hDeg+brjPbpXaX3jKF/2gY/B7/efT2nP++cbf61U1iS9l1sRwTyQw+Uobb3cZ3f0rtrONaHxWscOCqpSacbs4y7vfjVc24+zaL4Ts0AO7fOkmfTO3p+NeUeNPGPxV8FaVFdanP4OgN1L5cYtYPMbjrn06j9a94uLq+tbIpDcyPIPm+btj/wDXXzL+0DfyPofhHSZX3yyXc1y34BP8a8bNnVp4aNSMnqd2XKNSo4ygrM4i7+Onj82TxNqcEASXG6K0RRx/vfXtXiOsX02o3d7cXs32m6ndnMmxF3b/APd+nemTukm1m7oD+prK1hUbwZfIn/LSJ4z+Mb18hOVWb+J3Ppo4enSpuSdkj9JvhlaPYfs4+B7NuiaHbMP+BQp/hXT3r7NNum9IX/8AQTUWmxm38FaDan/ljp0K/wDjoqj4hn+zeAtauc8xWbtXuckqlDbU8mNd1YKqnoz8+PiVL9m+HU9yOrEgf99NXy/NqV55awB9gxke+a+wfEWkQax4WihnxtlXzffk9q8uuPh1ozr5n+mbyMfNJtHHpVQxUacLSVzinLmnY8Kt9WvYGkXfvxj8OtXV8QXkrYL7AvBHrmvR7j4a2rZMT3CY6fvN2aSDwM1q6M3mSgA439qidSEo3jHX0Ouq5SjzTk3Y67wQpHh6C6KbCx5PrXctzdtJ/erC8PWfk6Ykfl7MH866hYf39cM4SbuKg1GDs9yCTZ5S7uv8NaFojvEN3QdKrmL/AEjNacUT5Qp+NKl+6i+ppiZSrx5XZfItxJsdKsSDOV37M/rT0PkopmTfu4B9Kt29tDbSEB927nHpXbRlqmedXTi0+a1jE/spy+9ZuD1orcn2Ekp+NFaSjd3MbTeu5/QlF/yEf8+ldZF/q648/wDIQ/H+lddb/wDHsK+Xxy+E9HhafvVYk1FFV7mQxWzS8bUBYn04riirux9dUmoRcmWKK8KHxJ1DT9RE/lJqNh5aiSMHDqAW5X+v0FetaHr2l+INKF7pV3HcxYG9R9+MnPDV24vLq+HSc46M4MDm2Gxbapy1XQ26KKK4T0gooooAKKKKACiiigAppbEij1zTqKAIy4G1/TrWBqEHlStIvVxx+GK6OsnVTi2T8f6V04af7xHi59QjPBNveJm6O6LcEDG9hh/++hXzB+0pbbPGml3Jz5cmmCNv+ASP/wDFV9P6Mc334V4F+05EJPDXhc/3Zbj/ANo16WEdsbfueRgZr+x03sv8z4OmzubH+rz8tUj1NX7nAnlHPDmqqfckr6Jq556r076LUqS/dHyb6zJW2xt8mzP61pTvsx75rNkffn2rGpBOOp0xipK7KLy4tjJ/drkNUfzLWR9m8Gutl6PXM6om/T5vYV5deMbcqRdCToJ22PO7bZ9quN6bOOPfrVHUZUjfQwn8Wor/ACNaMKIs7b+54rE8TeWNNs3j/hv4s/ma9bK1eaj6/kZ5nU9nT5vT8ztdM5v5j6xH+Zr6C8AIxvbSRU3hbdt36V8+Wbf8VM7f34m/kP8AGvbPCty9jp9pKib8qM12YF8mJOXMqspUFCLvc9vu4rZtIYumx3j496918OyR/wDCrbOI/wAMICntz/8Aqr5ni155Zyrps3RnHv0r6a8KKn/CsI2f+O24/AGvXx9SnKpFxfqYqm6eFhSe6Pgr46+Fpn8Uv4jdIryzubgQSSQdYSnTP13H8jXnvhPVkttPUhJCY7llcN/y0C4x+WT+dfWfiCaxurXUNJuoY5radmEu7qF74/OvkHWNLn0LxlLYJDJDtdTa7uhjLrjFfI47CfV6nPS6n1OX11jcP7Gb1PqvwHqM2r3upzP8sTW6CNP7v3s/0rhPiRo01nplxq1ukbzW8ZZd3UfT8q2PhOc+AzOP+PiOZxN+Mj4/ka7/AMQafDN4Yv1PzH7NISn97Kn/AAruwNN1Gr6nFXl9Un7r1R8W+DfEll8QNUbSby9/s3VFYqgkj3CQc5x9MD869Uf4I6XeQbp72OeEHjbB37/0r47S11LQdfttd0aWWCa1lZnRemN54P1wa/Qn4eeLrDxd8O7PUSYo7rYFmgXqjep+vP5V7+XZHg5VLVFqzzsRxHjKcXadjgbT9n/wnE6zxQSb1ILMse2i/wDhppzeIotPt5v3ZHzLLHu6Y6V75cMkNkZD16r+Fch4cP2+S6upP4pmCfhWuKyDL1K0YXZy4XirNKl3WrPTbU8/T4KaHPciYWVpO4+9v3xg/wDfPX8asS/DDQtPGW8K+Grk/wAJaN5mGP8Ae6fh1r222t3SOMtwMnH6VWuMS3xjPQda6pcMYSTi+WxEuL8yppp1XI8u03Q9Ot51WPwfp6BR1itNtayS6XBtE2kS22Cdu6Dj8K6K7mhBa3i5II3VzOofvb8w+grjzDhmnQjzU5P7l/kXS4oxFV/vNvV/5m5FqejMoC8Sr9393txV77XZSlcXUbyDqG7VxkULhiipG4Xru7VoraI1s8ipGhjxu2d8/wD6q8j+wKz99M9Klm9OW7OsWaPb8zxOO22pVmTnZx61xaQps8xnkQ9ttSLNc78RzvtH9+uepleIWliameYeB10jmTCetTWz+WzJ6Yrj5rm6ihErTR5XoG706317UGjJa1jdezJXH9SrKWsXY66GZUKq916nfNcSKq7Oc9eafFeThid5T+tcQmuxC4UTpKQwK7lj3bM/5/SuitLm7vtDOo2un6rcWcDCKS5is52iT08wx8Dvjd6HHepnKtTej0LjTozndpXOoi1m6jZSk3TrW5B4zvIyql/MArzePUbQX80XmKCApG0/K2c9B1H41f8AtEa7SybFPQ+tb0swqrRingaLd7Hrdn8QJLWZJ08wOvUrLtx+Heui1b4hReJfCxstWdbi3jZZoo5LXkShgikN/wADNeEGWGZAg6mgO0bbGOAOlOVeMpJuKv36mboezV4SaPT10TwnqHxdPjN1uLrXob+C6X/SPlaaBl2DHbDRj86+v/CfiG08TeFm1S0VIwbmWKRFfdtKOyDPvtVTX5/JO5wiOFduceuK9K8C/EGfwjNfz29taTfavLFwkpIZ9m7G0/8AAj+lYZpgaWLSnSVpL8TbB1quHqpTd4vr8j7dorwRfjdpstr539lyxzAfNG1wXUn6BGx+a/j24ST4ueM9U8T/AGaz1XRtNtGbegSwy6ov3gT5jZzkdl/Ht8/SynEzvpt5nuLMMN/OkfW1FeKyfGXwy/h61n027Go3okCXEG3ysAffPNK/xe05ZbNptPdbWabY7pcoGgXjEhDYyo5zilDKcXJOShojCtneBpzUHUV2e015F8c9Ph1L9mrXYJVjz5tttdv4P9Ji5rtIfF/g9ofMi8T+GDG5Lbl1KEBj/e68k968r+K3jjwlqXwqv/DWneItJ1HVNSmht4YbS6SY581Cc7enA71lg6VV148iejO6tOKpN33R86SeRZeFLfTX8udvIQIyemFz/StP4XfBXRfHFt4w1q/e9s3N2YtKlgl2BZAp3bvX+H9al8T2cU90qSt9mV3Hmj+8pkCuP++VNeqfC74g+BPCPwlTRda1uy0TWLa7ma/hnUkli52kf9sxHX6Jn2Mr0sLCFCLu7a9T89yDA0ZYqcqyXXc/PL4ieBdR0XVNSDwwm4s7kpMVk3MWU9TXp/7NPjybwv8AHu1toIZJtP8AEgj0zU4kuPL8lvmaK5x38v8AeL/21r1f43eMfh74l8X6HceD57O7lnWePVp4E27/APV+Vn1/5aV8dappZ0Dx+9sTItrOd8TpJt8ruZP+A5H516lL/hWwHsasLNrrq9Nf0OfHVIZTjI1sO7x6pba6fqfuFGR58gIcHAIyOg6Yz36E/jUjHJx6V8b/AAv/AGkPD2n/AAQs7fxzc6jNqVgPK+1QQ+d9oiH3HOOmQP0rXvf2x/hVAf8ARY/EF4eeBZbQPx7V+YVMlxtOpKLpvQ/QsLmNGtTU4u9z6pvVMmlXMfmPBuib96v8PH+fyr5c+HdqkRjRzIcXDuN/fDHn8c1xepftcaT4j0u80fwxpE9rq11EYbW4muwNjN7Y9A35V0nw3neLT7RI2+TAKL5W7C8859zur1stwFehh6nOrXt+Z8/xFiFJcsVqfTmmFHv2YfehiJP/AAM//Y10AGAB7V87/EP4ot8MvC0evzWUmpWxkEUlovyb89Dnvj+tfOevftv5s3GleHrW3kDFULy7mBGOK855RiakuZLR9T1Mkr03gabuforRX49a1+2L46vdUURtNbndgCJnUDPrtdf1z+FT6J+1/wDE2yt5baK+06dvMOTcp5rKO2PMdsfhiu2rwriIRupp/f8A5HXDGTcnzQsvU/X6vnD9ojZLe/BC3IiZk+Jum3T+b9xIollLyH/d3L+dfC+q/tZ/GS4smW31i2t3bo1vp8O8f7p7V4J4k+MHxL17W5r+/wDEGoG4kGJHYpub6hen41NLhute85I3nNzhoforqOq2C/t1yeJo54DogZCLxZMRkGKMbh65wfyr6hufiR4FtlE03irSxEwyNkjMffO3+tfgXN4r8XajMwn1vVJivQL7/wD6qYq+Jbk7mGqTIPvF491ejWyb27j7SVlFWM6GGqxnOpdLm8tvxP3E1n9oT4WaPCG/4SRL1ucpb/eGMf38fpXhfiP9rD4JM7/2h4d0rVAT/wAvkcLFv975Gxmvy9TTrmfCTw3ZJ6q0HJ+laUPw98V6jmHSvDXiCRJcbXitHYH2+X196j+xsFDRyv8AP/gFypyT5p1UkfR3jP8AaA8Cap4ou7rRPC9vottMoCW8EaKi4zyu1F6575/CvNpvjdDCjC1h1EEdB/CKzdM/Zk+L+pIoX4ba5HG2Nv2i3eMfXLevtXd2/wCyL8XltMnwlp9rGCN3n6mM89MLXqU62FUVF1L22Vy61HC01erL59Dmrf8AaB1iNeNPiuYx03SbWWuy0z9oiecRxT6ZcwHsfM3D8K0tO/Y8+KMt40V5/ZtvwpYQhDxz3Z1z+Gfwr1DSv2N9VtlV9RbULkj/AJZxTwxq3rn52z+n412QzClH3eeKXqfPVZZdU5mk/VJv8FdmdpXxb+1Rhj9owQMjy92K7my+KGmQMhubo2iN1eWPb09KaP2U9Xsre5vrV4NHighMvmXFyrnCjOBs6e+favKZPAt9qrmza7gtrMKX8zzNwJXqa7cLVoYpPkle254GJhCm7uDS7vT8HZn0tpvxT0yWSL7Pe29wg6P5m3Neg2HxHSa5RDLbEHGB5m4mvibUvC8+l2Uun291HdlIFkV198/4Vzif8JC/hGZdKu5LC/aJkEsX32YMjKg/Fd3/AACs3lmGrKTcdVc7KeX0qllfc/UzTNTa+hDRwzqCASxHFaovUjlbfLhl7HtSeCtV0vXPhH4c1bRYpLfTLmwja3hk+/EoULsPuuNv4V0dxb21w224iSUDpuHT6V+YVMTDmty2TPW/sCcUnCp96/4Jmx6rEy7iA57H0rJ1bxhpulTCJsPOOSP7uaXVfCdtc2MrWlxPbXJUhAW+Q57Ed+lfMfiXS/F7X9wZdI1i3tIG+eVdP/dAJ0Kt75/SvXyrA4TFT9+fL5dwvmVL3ZSuvLc+j/DfiVtWlnlLho1kOB6Zrt43RyzKc818weEvFdlpOjtJKZbiV0wAx5JPt26V2Wg/Ei0fxiy3yTxQzqkcaoOFI3df++qWOyWvHmlCOi89zLJsdifa+zmnZ9T3Fz++UeoJ/IivjH476wLv4M+OnGBu1u0X/vlbX/GvszO6FGB4OCvrjFfn78ar3/iyerwf89fE6p+b1lkMY80p21Vj1syq8kbdz6y+Ec/2j4RrN/08yD9Vrn9Vnx4/vm5+S5I/Ra1fg2uPhCinol0QfwVa4yVnvfG18Y/uG8fH4EV24KF8XiJf1ufN51NVcFRuj1C3ffaJJ6irUZ3sfaq9tuNjEzdStWQ+0H3ri7nycVaS7EU0e6sa7izbn61tt83NZ86bzjFbUZ30M6qe62MaCH/icD6r/WvIv2ypPI/ZF0r/AG/ENuP/ACFPXudnB5Nwx/vMP6188ftuXKR/sn6Hb/8ALWTxHBIn/AIps/8AoQrLE1IxxEJPY+o4fWmI+X5n4/X64ldv7xB/QVzsv3jWreSP9oZpPvv8x/ECsO4uNjrivTqVY6JK6Z7HsU9yu/3Xpv8AyyWkaUysM9qgH+vk/D+tefObc/e17G0W0uVbFlfv1oxLuXPoBWZH9+r6y+WgH94USV9DWlG8kTvK/ksqde9dJ4EheT4r+Go3/j1a2I/CQf41yyvicN/eBruvhi6N8a/C5fqNSTH5NUJOElJdB4mpGEXzbH3Pp98ltDfyOY1WObkt2AjTJrU0zW9N1aASabeR38cjGJ5V7jqR+G0Vyslwz39xG6F0MzY9OversFwiyLFb+XE5IyIP4v8Ae/z619RSblNyf2jy2kqUmmeBPpniGb9s24v44fKulAvQf70T5C/+izX0Fc3UIjkaZ9kjneR6k9aqXcUUOsSTGGPzsDcV6n61kys1xdh5U2Qjr716WG5IRcWtz5+hQjeTgrDprnfHjyflGCD6/OtfG37RE+z496BY+Xs+yaG0v18yRv8A4ivsOJEm1iNrb7iK2fxH/wBaviv9ouZz+1nl/wCDw9bgfiX/AMK8rOa65lFvQ+hyiE3JT2seKhzcQb/QCqd5B57adZf8/V9bxfnPFWgreSmz/YB/PNT6JG158WfBlqn+sfXrUj6CVc18bSlKXLFbRZ9A4RkveR+oIGxmh/59z5H/AHyB/jXI+PpPK+DfiL/ppaGP8yK7m9jWLVLlI/8AVidwPruOa8n+L080HwVumi6G6iDfrX0z+yfNpXnKHQ+XNSGfJg7wxhf0FYZjKsfete+DrelV67AT+NZa+YzGOT+LpU1Z2izLmlTkrPQhcHb9zfVF22ygbNhNaUz7ITEO1VY4kMZLde1ZJ2XMdVRzuorW5Zs1VXJbqelXvm887unaq2mptuJPMyM42/rWvJvMg3dP4awb5mXKV2tbNFIf8fIq/D/rT+FUdm69+laNum2ZvfFV7MzxlueLp7dTS6QqacJTKjD+7Ukq7rIexFUZk2XX4Vth6cvaLl3OZ2lo3YlR/wB95f8Af/z/AFopjJIQrom/b1orrlUlF2bOeUHfTU/omZY/tpb/AD0rdiuYRAoLhPqetflU/wC3Hr0LxF/D2kAHOfMuSMV6loH7Vupat4bjvjY6FAvV8F5evTo64/WvHx+T1KTSnJfeGT4nEqcnTpLXzX+Z+g32mD/ntH+LCuf8TTs/g+/jtHR53t3UYOeuK+LpP2k9bk02W8trbRLmFZUjJXfHt3Z67nbPTtj8axov2jLrUdXa1lTS0cOY8LPzXLRwMYzTckevjMRmM6Mo+ySv1v8A8E9Wn3S3lzGekbbPxAGaqeHdcuvB/wAQLbUo5IhYTSCG9jb+JGPUfTn868xuvG90l6/l7PMk+YbpNw/Csu88Vz3FuVnNusuwnd6dK+nr5jgp0HSlK/kfOQw1eFRVPtJn6RwywzWkdxCySRSIDG6917fzqYHMz+2K+INC+ON5pPh+y07+yrG5WKIDzZJGXP02iugj+P7tqEUMtjp0PmdGjlc4/P8ApXyEcv8AaT5YTTufV/23UScnS/H/AIB9g0V80Q/GGIoWa1mxjiQH5TV2D4z2TykSLFIF7JLgr9a6Xw/i7XSuctPimnK/NTa+aPoqivAR8aNFZiPLOR1/fipE+Mujc4jx7+cKhZDjG/gNf9ZsP/Kz3qivEIfjForlsMj46gzDirA+MOkKpKxoR3ImHFQ8jxqduQ6IcQYaSu7o9norw5/jNoYkGQc/9dRUjfGTRGUEIf8Av6KbyPGLVwZEOJMLO9r6HttZGqjKw/8AAv6V5A3xl0Rc5hY/S4AqjN8ZtFZDtsy+Ou+7/wAFb+lVRynFxmnyHNjc1pYmhKlFav8ATU9csFxqBPqK8f8A2kLcP8K9Ju+8Gpf+hRv/AIU6z+L2iLdRvcW5toS4VpEuSwXPrlVql+0LqFje/APR7iCaOe2n1DKOr7sn7PNWv1WrSxUOZWuebRrRjllZPpb80fAFwuLtj/efP/jq1mM22ZvetW8UG6IHRQf1Zqy2l+bHpX0HPaNjmo8jilfchlfcowKz2OQ1abfvF+lZ0/7vj+9WUndWN+WENTIk/wBcfoa5fVk8yN19jXT3MXy765e/fcNnfmuWtD3GdFOLlqtjz+GXGqTQ/wB2qet2/meG4h63K/zq/s8jxDn++DVPVIJ7/Qpba1/15lUj6AnNdWAjaa/roTj6bqYaUEt7fmmdPpe9LyJE/gjbP5CvZvBEsk2ixxy/6vzefzrxey/dT28a/eVVU/XvXtnw5WZL+xtZU3qL8FfbIaunARUq9mebWp8uHbtZo9P1XRfJsXuh/qwqlf8AvoV9J6fc5+HyL6IT+SrXh18P+JeYimzCfnya9x0eJIvh1AzdTbrj8jXrYhU1iXFfZFSrSlhVJ9T5s1cPceIbidfuu5Dfh/8Arrz/AMU+HE1TQJ4oZNl8uHiHqARu/pWprmpy2/iXUB5nlobl/wCdR2usQSIh3xvMGAG7sD1rkxVONSDUtmPDVZU6sZx3RofCCMnwvrwZNjJqG1j6kA161f2Ru9KvrVW2vNbGMe+e1ct8PLa3P9ri18vy/NUnb6ndXd6pDLB4W1ia3/18Vo0ifh1rzqeHjSpwgnon+Z6WKxsq9WVRrVrufnH480W/8P8Ai6eG6XyLUZTyP7nv+Of0pfBnim88Ia3HdRySR6W67ZCvbPQ/hzX0/e6XYfETwCmqiL7Rf20Y+3Q/89IxnK/jj9K+XPEOmtoviV7Av9p0ydw9un91P+eP4Zr6tuSl7OnLVdf68j5ZUXhpSnJ3TPqO+/tjUfCcV9putXNxaz24Jm8vcGQ/eB+nFY/gjxzbaRrkfhLxWbfSZpH26VqE0e2Cct0if/abjb9DXlnwf8Y/8I740k8AeIbvzPD965fR7n/nhM2cxfh8te4eJfh1Z+ItKmhmGyZn8uYp/rMDqy/pXTS5q/vUt1uVGcYu00uV9T1icO2+J4pImICsr9VYdQP9nkY+tUmVLazct1HSvMdKufGHhmHT9NuZE1rTrdxCnmx7nMI+6W/3f61QsfEXil9Q1C28QLbapM105sprWPaRF2Vvp2/GvXhi50qUPaRdpfgeJX5JtuOyOwvLmdI55h93tXKfaZpJGf1PpV+b7Td6TFH9mkt3Bbfv/iziqUdrsjYN5fydS8m3FeRmtbmqxcEzuw1OPLzDllkDZZ9hHT93uzU8l7fvGFSf5R1/d7aqCW2knCJPHMy9kk3ba0vsNzJGpjR3X/Z7V5/NWloesnaFzM866jJcT9fvV1ujWiXltK8nmSnjlP4etYv9l3TEl4ZOAcbq67w6k0GnOuzZuI5+ma9DAc/tUpbf8A8vMPcXcefD0G8Hz7gZ7elT/wBh2sceHnk+bpuq1JbzSXJ/02Qey9qzZ9JujJlL645I49a9aeDpz32PPjjKrXLEadAtVmV0mO/coQHoW3LjP619XfAPSrWf4BeKNKvlt00j+1naYxOUJP2WDzCT7HZx3r5TTT7y312GU+YVV1LFu4rYb4p+IfAltqXhzTLDR9U0rVgUktr5HYsGGCVCuvrz17dK8HifJo1cLBYdax69T2cmzn2VWc6qunpY2PEK6ZdrbadAyXihvLMz2CQh5gxwNregx8w65rsvBnw6fxPbw3NnpukvbRXiRajFGPLlkQE+Zgx+nHX1471wurfGr4g6p4Di8Kz/AA/s7iJooIrY2GnXKzEW8iSRBdrsWUMq5xjGfeq9z8dvibo+kW0l14Bi0+0jmglgZdO1a3hZVjWNN5Z1ViFjT1A/Hn5uVHETpey5I83m7v7rHpYfBuNb28qlRx7JWX5s+hrf4K6DdfHfUtNmgu7Lw1/Z5ksLeDU5GYSKUyWDdPvcfjTfi18KND8M/B6/8VeH7nV7LUtKU3UmbnzBICoRyR7Bs14NpH7TvxJu/GKx2fgXQb/VZJSyrDZ3M77SBnYEdse+7HbGecZ3xH/asn8S/CXxH4F1Xwpp2i6lqFrcafePPP8A6sTRlPmi+8hJIxu68+leNicBmGHmrvT1Pp8Nm/tcLOMIPT+bbddTm/HF3efD/wCKWqeFriZdQWyjgZbiK38ssskKSAMf4sbj9K40fFnQ7aYC9+0wjoT2/Gtya+uPjH8Ur/xRqVrHazX9rCk6Rf6tmjTy8r+CrXjfxG8HQ6D4tEKwyQrsGwrLtDY9R360QhiHSlUk9F0N4zoTtTmrN9tj6I0Hxfp/iMGHRXk1GTZvaO2R2kCD733fwraudYtdJ18x6r5li3kKwS6jdZNrA7PvfQ9K8u/Z9+KsHwn+K11f6lpcWoaZqFqtpcSxDy5IF3h8j+/938Me9fRfxlt7L41/8I3q2hRQWUdss8bSXEe17yMqXjXPomW/77PrXZhKlfmVqbt3HmVDCQio1Z2v3PD/AIe6qms+PNVs5r298hJyRt+7znH8q2ta1fWLTWBaJMLhIJ9yJ3J/h/rXhvhWHUvB3j3VZ4bK5khtrsxz+Um5Vyi4z+Rr2Gws73xHqDSWUn2FEBknmkt/kQH+8ezcHH419JhKsK9NqD18j4XNsLicNXiprR7P8TzLxH4Q8c+IfEU0vg3TNc1R5nMs1np1o8x3nG7dt6e2evNaXgXwn8TPDPj+w1Hxb4d8W+GtNadIbV9TtHhia5OdsY3ddw3dPSvvT4DyeHvCum3+lWtpdw3F35cr3s7uz3ZG/OccKq7uM9dx9DWt8cfEthe6V4P0WB4LyW48QRyOIplcx+WrYyByM7u/pXzOIxVeOLVNx08z7OjnOExGEUJz5mkeJ6zPOb9lVlzECY/+eUYGMJ+B3fnXJ3vw98X+L/GaatpHhi/1Pw7NbiFgv+qeUghmU9ABgdfUVp+JI52vRGr7EeJsnH3Msfmz2xj9a9O8P/tG+CvAHhnT/C2p6TeW9zbRDIt7mOQyZ/5aEM643e2e/SvRzPF1sLySpK8jy8sq0qc5Oq/Sx80D9mn432fifTnh8MefY20Z8pf7Usl27lkjwRvVuPM965/xh4W1C2m1Pwtrll9m17TFjM0e4ts3xiUc72H8R6Yr7jH7V3w2aDfPb+IrNWYKpa1izIT0Vfnbd+lfP3xs+Kvgzxx4h8P6h4X024S9tWkivtRntUidw2zbGSOW24br03cda4cFm+NhU5qsLLut0ejmX9n42k6d1d+Tv+R8u6DdT2l1G7PG8eTHcLMP3flhTnJ7H0/Gu20P9m34oeJ/BFh4k8K6QbrR7wO0BuNQh8wIG4yJHXA5OMZ75xxXHeK7ddMkm1DTk/0a5ZkuLbH97G1s9vn2V9OfsxfHDTPBvw7m8Ea9Y3raXalrixu7efzducmYFe3z5x+NfXZ3UxE8NGthYKdt01d/cfI8F5vDL8dVwNZWfR9O55fpn7N/xS8F6jceL/E+l2Wn6XYW7SyTtqEOVyVXAEbtnOe+PavsX4c2iwraRSLs8oiNQBxgAHIPf71ZnxG+OnhDxV8I77w34aGoXF9qDQp5lzb+WEBlRuPX7prZ8BSOixXCeWXkZpdzSbSSWIOP++a+Tw+JxOIwlT28Unp0t1R9BxN7Kq1NO+23qdh48+E+kfFfQJNC1fUr/T9NimSWX7KqbpDzjlumMHseteIat+wt4FuJW/sfxV4jsCSTKdRhjvA3TGzYsOzHOcl85HTHP0DF498M+F765k1+5nt5bojy8/vAdmc49PvCq178ffAVvGHtpdR1AjO5IYUB/wDHnWvIdTM4S5aTly+Wx7eEx2Dp4ZPn2+8+Z4v2CtFhnR5fiDdTRFgQg0JcjHuZGx+lep+D/wBkH4ZaBFI/iCC68X3DsSsc7vAox3AR1z1HXNdg37RXhZot8Wja/If7hjhXH1w7V12j/GLwTqloXn1EaTLgfuroru5z/dqKtTNpQtLmt/XY0pZ1gnK3tPzX6HOt+zd8EJISD4BtFz/El/OD+Ymr5w+M3wB+Gvhjxz8HYNA8OTWttrnji10/VY2v5nD27ZYjiYOOVH3fXntX2tF478IyfNH4gsGB77hxXgHxk1vTPE/xK+Er6feiTT/D/ilNU1GcdFRFIH/oRrlpxzFyXxfO/wCrMs0zWgsO3SqJyutn5q/4HhulfCPwHbftjt4MXw9ZvoVvEs0scdxOHkdZIwMsZGbaABlXxnPHQ197ad4K8F6Srx6f4T8LWILFsWumQxA8nsBy3qe9fI/hfWLLUf8AgoTcXsMgmtrsSG2k/vKDn/2avuXADYHTAq86Uoygno7HVluI9upVOa9ytb21vbqy29rFaqcZEcaqD/3zVmiivGPTCggHg96KKBNJ7kCQKk7NmpQm12PrTqKbkyKdONNWiYXiP/kn+t/9eMv/AKA1fnyHdLQMn94Z/wC+Vr9AfF0nlfC7xFJ6adN/6Aa/PyzhAsoSRw0aE/8AfAr9G4El7lW67HxHGdNTcE/61NjRtF/tfWrkS8OI96HzHXBCt/d/rXoWp/CMQfs8aHrOk2dt/atpBLdanC07q90g+dCrt02soO0dd30pvw4sra41u/X+EQfP+tfWcdlHL4LtdPVnW3ltxCxAzhWXnP16fjWXEGb4nDV6UISsov8AB6P8GerkVCPJKab1PDP2d9ejk+FP/CMSzwNNp00n2UKnlu6MfNcMnba8jc98+1fRYbJ6YG0HHp1r4N8J6vN8N/2vpdL1B3tbKGaWC7Dx4862lx5cw/35BG34194RnKjdjeVBOPf/AOvmvmeIcJTpYxzo/wAOSvH9T6b2il0JKZJ/qH/3T/Kn1mazdmx8L6he+WZ/JtnbyR/HxXiRg5ySXdCex+f3ia7ez1+5kR9r+Y2B6/Ma6Twjq9tdTp50eyZkKsfXNO1jQZtf8CanfQR7pBDLcj2zjj9K8q8KXsmmapZi7/cl4xn35Nfr03BylTl1SPi5SlU57bo/RjSL6G8+GqSw/wDLK1MZ/AV8GfGWX/i1GkR/89/iAv6XE/8AjX0r4S8XPa+HLnTtn2mOWPCf7PBzXzX8WD5Xhr4ZW3keT5njxX+v7qX/ABr42ngqmFxDUtmz1fb+3oQqX01v9x9n/Cq1+z/C+Iety5/Q15/pUW7XVT+9O/8A6FXoHw8v/L+CcFxt3eVGxx9BXFaGBL4iMuzZ5kzSfmanCu1XEP8Arc8DO5xlhKUFuz0tBtVV9BRJ2qx5eKawxXDGpqzwZYeXLYiHQ1DKm9fu5wDVmoznacU+f3jOdNWsyrZw5mI37uRx6da+R/27rnyvhN4Hsv719PJ/3yIv/iq+0rBWWcepr4U/b+vFj0D4bQg/P5l/u/8AJWsJz568fK/5H2PDuGjGjUn3Pylv2keRXT+IFj+JNc/cIzsu/nGcV0F0uJJm/vO1YZXcWrqcnHVHaqfO2+xVUeWrDu1RbNpY+pqfbtDe9VJulcMKck22zeHLa1i/H/qlrRh+6aybf/UitWKLzkK1cai50mi+SPRkzLvjI9K7n4Zwg/HLwxuHyi8DE+mAa4R/ltJIv7mKSzmktyksM720y/ckSR1I/wC+f60va8tRdiKmG9pHlP0Bn17Sg8oW63Sb2BHpgmqth4i0+21JjcXscQcfKG/ix1/mK+CrjVdWur0G41fVJSvQtO+D9N39KpS310s43PcPnoZZN35V7bzqMoKHL+P/AADjeVztbm08tz9Cb3xJp1xax/Z7qzUKx3l5NufSsi/1vT967dQ09JNv/P2i5/76/pX59TX0zTmqstw7qN/bpWE87io8vKVSylRlds+9JvFejaeEnbU9P84SAt/xMIewPbvXx18U9Ttdc+LU+qR3VvciSziH7oJxgv1K9fxrgvtAWXHrVKcoZyXxz0rgx2PniY25Wkb4bBPDxk5S5vla35jQ8LSY9K674WW6Xn7YXw3tk6pqjXB/7Zwv/wDFVxp25G2vUvgJZfaf2utEn/54WVz+uz/Cnl9Dmmlfv+COur71FxP0GZ9+5v77eZ+YH+FeOfGCR/8AhDdJt0/5aapGT+Ab/GvZZRviJ/uivCvjDOWsfDVt/fu3P5Bf8a9iGkIv+Y8Cm3KTSv8AefPN0ztO5f8AvED8zVDu9XLtt94F9UA/ImqrpmBk/u1o3ZGFROErspN2pBnPFWI4f3bVUmTYw981xVqfOtzf2ihJWZoWcRkZ/wDZx/WtYJu2jutU7CLzLfP90CrjvsIFcyl7XXaxpUrzcbFNov8AiYLWrGmxj74rGju/IuppD0ArT0zUbe6tyyfeB5rpjNpWSB4mrKSfLsaiLudT6UP+8n2/3an3u8Z3dAOKjh5mI9q7qVOSj7Tax5063K3FbskCbVHvRUyRJHK5k6tjFFX7Wm9zLnrdj5Jt/iNettlvIBeguFDxdRnPWvV/CnxwuPC+lfYm0ye7g80so8xFKZ/3vX29K85sPhZ4vhjNvN4Y8QxOcYP2B8N/3z/WtN/hf4tOyOTQvECbfuf6A/8A7N/SurF4PE4pWrQbPocPSpYeDdKaR71ZftKWUaTqvh/WM3GPMH2iHBxnp+Zp8H7Q2gQXvmnwprizg5+WeH5q8GPwy8WxRfvdI1dVP3RLYct9Ksf8K98TwWW//hHtd4HVrB8H6bf618/XyConpGVuyO2jmX2ZSVvU+o7b9rfw3FCsMngvxB5g4J8+HmtJP2sPCpdS/gvxBz0/0uFa+Sbb4feKpZPNHh/WMAEk/ZJlxVaHwV4kedok0XWJZd3A8h/l/wC+v6V1Syac4fw5I8jEONNtyklfzX+Z9eTftU+DrkNC/hHxJDkggpfw1zGtftDeGL+YzWOkeLElAxhb9P8A2X+tfODeBfFXzr/wj+sbkxv/ANEduvT7v9ant/B3iUhY4/DesNKeh+wTcVdDL62HanTg7o2nTw7hbmV31PZofj5pysfM0vxWGPUtfcj6HtWnF8f9MLAeT4x57S65uUfRa8HuPCfiSHdHLouseZ3H2CbispPBfikyvJb+H/EMwX7/AJdo6gemd39K9On9blq6f4HBTy3CQu+e79T6jHx00clC7+I7UEE7oLp1/wC+irrn2znvXqPgnxVp3ja0e50jxLrD3UWHKS382QBn/bb+n418LQeCfE7XGT4b1xC4Odto7H8dv9a7rwSPFng7xba38eha4qq+HVrCb5hW0ateDu4a+hx1sFQb0f4n3XFZ3aj7Qmp6ptc7srfvye/3v6Vae01EoHTV9Yj3df8AT35/75/rXMW/j3Rl06G5vnvNLWRcnz7d4wh78t/StyHxh4XntPtH9u6c8Crnzvtm4j6jtXoycEk5bs8b6vThJwd2n9w37Jqnzf8AE61j/wAD5qqSWmrc7da1jHf/AE9//Zv6Vtafq+mazp/2rTL23vo8kM8Um76Z/Wny/wCNZyqq2jOmMKduVHL/AGTVPm8rWtYz/F/p7/8Asv8AWqMlvrKzLnWtU8s/e3Xbt/6F/Sumk+/VWZEdRu6jpWXtpx1OhYaEI8/Y54Lq6XQJ1rUDH/APP6+tdLbXeoeTiW6uJB6yybvyrMO+J8MeD92ravvX6Vy16spJ3LwtKMLyRbe4L4Bfee/tULptAPrTKDXHc2ajzc0nYcr7X+5vz+lULiXMpGzZ/WrZPB5rPl+4aPcWttSFUUp2RRk/dOD/AHq5bVJcq49q6CR9hf3rmtSm/d/ga4sTG8WztpuyscME26ix9TV5d+59vTjdVF33X/41cuP+PJvqKjDycmopHZildIvx+SHtycZD1658PZ0/tmGZP+WVyAfx/wD1V42PL/0ff/fXFet/D1raPxtpzt94Xgx+Rr2cuSp1Yxvq2cmKnem32TPorWBjQ7j3bP6rXtsJ8v4cxS/3ePzUV4VfOJNPicdC4/8AQjXuaFB8OId3UQEj8BX0GaUYU8c+VWujwcNUUsFFNdT488T2eNXvz3M7H865O3sgXQnouWP4V3GvTtLrFzK3R3IH4f8A66w4f3QMnqK8nESad0jvoU4JXPXvhpaw2ejX8EXUmORv+Bb/APCu41vc/hW/ij/1jwNj6d6434YRO1hqUo6MY8/+P12+rRxnSryEN5ck8ZjV/QkdPxrmp0p8r03OlJwd3ofKdhqk3hPxtFexc6aT/pK+uD/9c0z4q+EU1LwWdc0xpGs5QZ7eRf8Al3LY3D/gWB/3zT7y12fabC5Xy7yB2SRPQH7p/HBrc8Fa6scc3hbXEzZTfLbP/dJzn+YrowGKcJ8kk+Z7Pt/SM83y2cqXPF2XkfFU81zPNa2k5uILuB8QN/tHH88D8q+2fhZ42j8X+H30y9kjg8TaZbqtxbz9XQZ2kfka8M+IvgGXw745kvIT5duXIdv7+7G0/hg/nXm82tav4Y8b6V4m0WWWfVtLJMhXpdxfLujP4D9a9lYqpSfNTR4rpr2ThPbufoQ9us3ksqEwhfMdeynBrhLtotP+LkOlva7hc6UlxEfTaWz/AOhCui8J+K9O8X+C7HxBpckfkXa75IF6wSYO5D9DVO/iS5+MGll4PNxpipn+7uJ/wr6Sc3iHCqnqjwpUIOryVJWTv89LmjZ29yo54SRQyj061HPpN5NeoYo9yjO4+ldddyWtlbrcTXVvaRRRiNmndFjGPXd/SsB/EWiw4H9p2Bj5IlW7hWM/SumpVlO12YSw6jTjJ6KRQOizrcAl43OCCG7VpWmnPFaJav5fy7mGylt9f0rU5Ps9jqen3jDmRba4SQr6btvTvjPvTruKXUdMu4fIjKMmzLd+tZS0V9H8zeg5Rai9ERxP8hPmRpnK4bvirFrb77Xd5MfBPKd/rXzjq2mTwXYurSBPMiuBC23619CeFGNp4EtbS4QJJuZj75xXNRxLbbULW8ztzCFFpSjLmt5Fu5t/tFr5PkxcHPzJurMGmI17JLJDb+WyhW/d7az/AIjaw/hn4U6jqtk8cVxsbZIybtp2NXzlpfjj4u6sIvK1aOOxe3Ev2hdL87CCIZG7+DOfx/CoxmaQptQkr37nLhcP7eLlSS0+R9VW9l9i077PB5UMJJPy967bwtLJY6dqMlpM63BMZEi/wYD/AONcu7wvCt0FkkWac5KN1ZmO47f4c4FVk8Q2tp58cn2iGNi0RH97GP8AGjMadOUYuUVy+hzxoyrz5aUlzf16Hz7+1Frlx/buh6jezvfqNPLyBu8iEeX/ADavnbw34oZUttXjsrKaSTLPBdR7kDd/6V9NfFXQoPHuo2LxXNvZW0ETRsLov+8zt6BeuMd/UVwemfBWySCIHxbpdtF/zzTTHYr+LOv6Z/CvlJZzg6bfOnp2hL+vwPrYcOVa9C3Io+rVvzPJdc8SwXmq+fLYKkkhJaGK3/dZCtgj6Zr7h+Fk8V3+zd4VuJRbG4exuQ7xR7SwE8+Afpk14lcfBzwrCqzS+P8AzJI2WRY/7I4JVg3Xe2Ont+NeqeEJ9N8I/CbQvDkl5576Y0iO+3bkPK8o4/7aGsque0cTJWUm+nuyX4tWM/7IrYKi4StrbZp9V5nrfgW1hHxS1yX+6E/9ASrXiWO1n8ZatFLFHPHLLsdX9CBz+FUfhlci98R6/qEEm+G4iC/kT/jWZ408S22kfEi8gkcRG3dZd7JuQHKrz/31RQUZJqUW0zrx03KnGVN7WPmnxn4WXw34pmtI545dKuQzwOv8OMFvyyteneBfihqMWm266lc/2nc2caRhv70Kn5B+HNdj44+J/g/xF+xFp/w7Nhq+peNtPlY6VcQQ7YophKzZBz0Kk/lXy1p15cWGsR3lmQ6xDeU/iYY2vn8WNeLCrXwFfWlyRffW57NadDNsJ+71lG1z648I3mn+LT4o8QRwxLG9xbiNG/hItl3f0rwT4zeJ77wX8c/BFtb3Mtii2huEEc8kcckmV2B9vB743e/vXsvwwtYbH4WT2+n/AC2/2vaqf3WAZm/9DFfOv7U1p9o8W6TcqkjyWljEJSvbeTj/ANBNdtTEqkuamkmzqyjCLFVY0K3p+B6P4X/aAu38dNp2p2cmjXFyrO8kc8ciSNxk/LyOo+968d69h/t4eIPiZ4LMU8dwGumLOvU4jbrX5w6HJr+p6bDq/hqQS3dm4jnik+Ysm9M4T+Lp+H419a/s+Xs2peKdFlv4JLfVUvpPPVvlGzc+zCfw9G+tehUxEauDdtXdfmj5qtkzwGYVKLhZrbqn/SPpjX1I1TzYuWDbWB6H5V61wdndQXnjK+0y8stPymxkP2dJCc7s/e6dB0rvNZlc67Cq5LCbcg7bskDP5muE8M3vh3xN4w13+wr63udc8PytY6nDH1ifrz9fm/KuvDVqcsXO71tsceYKbfPBtW7HWwadp5nkZLKw5wD/AKBD2zVi80DT9Q0maGS109AVwv8AoaKST05X+tP81cIyjgoM/XvQZHeKRUk2PsJAHeuvEUKVRWklY82Faad1e/dnzjr2k3STahodwhSSAhov3u4EHPbt0Fcnosj6dqayxuVuYThhngjvkd6948c6PLNZxa7bJsuLWMGQ+o/yDXk81nHKvmn/AFMqGT8T1qssqunVnQqK6Wxx55l08VSp4il8z0y6uNPu/Dnhm6so7dZJdSRJjHb+WSSD1P8AF3/ya+sfBjuuj2uOgTY34E/418GeFGm/t2KFf9Sko25r7w8Nuq6Om3qY1z+Rr53FUIwrVaa2VvzR9Bh6s3hKXN1K+vw2t7rEkc8NvPH/ABiWBJB/490/CsqHQdGZQo0Xw+UXoTpsLE/Wrdy+/Wp/bFWYH2k++K6p0oWjoeJWqVaUmoza+dgh8OaEw+fRdD4xjbpkK12Ol+FvDzyRg6TpCDB4+yIuf++f61hxS4da6G0mcMCntmvJxUZr4Wc1TE1nH3qjt6v/ADN2PwZ4WCg/2Lo+SeT9nFW18HeF2XB0PSHB7fZxT7a534DjDdq1lm4PPFeNP2l92b0MTpaf5szrTwR4RstZg1G38OaTBewkmKZYQpXPp+QrY1bxnaaRrOk216itBdyFDKOkZGMf+hfpWdeanb2lqzs4DelfOfjbXJbnxXb5kDRed84/2cHJ/DitMLljxV5VXdI9vD5zWw6XsNF1PteOQSJvVtynkH1FOrxL4UeNzrWix6HqDj7ZbQIbeT/nvGS//oIUfnXtahQDs4XPT0NfMV6E6VRxkfpWX42niqKnF+o6iiisjtCkP3hS0h+8KaA5Xxw234K+Lj/1BLv/ANEtXwYJfnj/AA/lX3h44/5Ib4yP/UEuv/RL18Beb5ixD+6R/Kv0HgWzhWm3ax8LxhUcY0Eu7PVvhlffZ2um9ZT/ACavrzTJRN4W0+Vg7K1rHlR/FkYwfz/SviTwFO8Et28ePMEwI/ANX2j4WuGvfh5pN1K2HktgrD15rzuK6bk4VVszv4anLlnT3sfCn7TWmy6R8Yxqcd1JK2oLHduzQbNif6vy8/xYMSfTNfWXwQ8Z3Hjn9nnSdYviDqcLNaXmP78eP6EV45+1l4akuPh/pHie3aISQO1jcwt1mEuxlI/3fLb868T/AGSPGFxp3xkuvDjtI1pqUckzFnwAV4AH05rmrx+t5dBQ3pn10aD5eY/SuuK+Il6dN+C/iO+/uWTL/wB9ECu0XkDdwcf3s14/8c9zfs/anGlz5BaWHI37d371K8DArnxEIrujOSvF+jOW+Gmn2k+hTJcKHiktSrL/ANdAD/7LXnv7QPhiPQZPDHiqFDcWyp9ivJ/7mCvl/wA3/Kuu8Aabc3AkgDyWy55lSTdnlq7H4teEE1X9m7UrJr/bNZ4u0ml/iMfOK+mzOp9WzK/P2Pj8hwyxPtbpcyejtqeE6BeEaZarFkzJKGRvVdpz/MVwnxD+y3GkfDWxi8vcNWkuG3evmRVe8D6qt1onmXBii/cljCg5bBAzntXiHiu31i0/bA0uOV7g2dzfSSWsctx5gTMJ3YH8PavbzOEa3sZrvH/0pGVGbw9OtBq90196sfpT4RhaD9mpWbyxuguHG3/eeuZ8HR+ZrEE3/Tv/AOypWnpZuYP2cbou20COUf8AkZqh8IKhkuSqbWjUZPruH/1q8CpG0MRP+aozyMwrXpYd8r0jy/drf8D0A9vpT0Tdn2pqfwn2qx/dry5K7uRTinqyBo8A1X27Q1TyVCyb4W/CtFqYVkruyLulBW2huodSPzr87P277ov8QvB9mekOlNIP+Bykf+yV+iGkxYnUn+9/7K1fmz+3f/yXvQB6eGo//Sm5rnb5a59bw8pSwcG1a1/yPzju/wDj2k/66N/SsQNt/Gt7Uesn0rAretU9xm8YKSkmRTuW2+2agqeR9uPeqqPvmNc6Stds2pwitEi1bpvkf8K2IR5TAZ+9WcnUVdjQM6t6UKLe2x01JXs+xJOu2Nz61QHIUetS3L7sj0qOP/VirUbalwXUdLF5aof72aoXH+rFXJO1U7j/AFYrmlLmnY1+SMt+9VD1NXv4zVKf/XGolq7FRjzOxFJ/q6zpvu/jWg3+pqk/Wq5uWISfs5FbGYi3opH54r3z9myy834/6/N/z5eG3/8AH5Yv/ia8FlG+B09Rn8q+mf2WLcz/ABE+Id512aVZxf8AfUkn+FdOEfvpnBj6zpK6Vz7EI8uCQ+u79Sa+evjJNjxjott/ctJj+fl/4V9Jt+6to/8AYZk/Vq+Wfi1J9o+LNnH1+zaUD/30T/8AE179ONzxIVLJu9meNFdkvm/7A/rQU3xs571ak5mVvVRVOb/V11VvfSOSnNTk5W1RUVNsze9ULhN04ragb5xH/fU1ltCQ230krh9pyspTrc11sbNku21HuKu9zUaQ+vPyipPKHltxXFNKMW3qehRVVu9zntQ5kx/t1P4atwqyk9DMc1PJZfaFkTPTFbWlxeREI/StsKvZ0276HNzXlzdUbLpCsGIup+9WLM7pMNj7Mnmth/8AWr/e7VkXSXTzjfjA6V6GHlHkaT3OXERXK5PcmjuHWMh5xz0orOa3diC3bpRUyq0U7cxzxhdXuj64dIVVT5PWoZPIMZAhxmvnBv2ggyqv/CJajM6/ePn8LTP+F+buf+EYHH8Pn/NX6/SzTDQkn07HxFbLcU0n7Jto+j1soHKPs2Y/WoZoYfPA9K+dv+F/LJw3gvUcr0f7Wigf99I36YprfHWaSVD/AMI3qkyLnlb9MRfXbB3/AKVE89w8p+/Y0eT4hWtFJvu7fofRhtbOR0eRNzr90+lQS7ZJSsjh1X7gx0r5Y1D9qO3sbl7Z/CM7uOjf2ntL/wDkCueP7VbQzFo/AtwSeh/tbr/44v8AX8K56mZ4ZavTsdNPI8VNXjG59ezwwfJ26+1RxRQ+YcHnacV8bzftbyyzmK18C3H2zq3+n+ZwP5VJa/tYpcO8i+C7iGXp/wAfe3P97+Bv6fjWdTM8OqblzI0WR1/5Un5vQ+wIv3cTCXGGJ20qRIZCU79a+PX/AGpw8zC08HSOn+3f9+/8C/1/Ck/4aa1IDf8A8IWNo/6f/wD7Bv6VCx+HlT5uZPyMZZTi07ci+9f5n2dxBtk8vfiraXH2kbthTANfFC/tWdVn8L/ZCvT/AE/7/t/qK9e8EfF3/hONPvDDpn9k/ZkjZovP8zG9wmfuLjr7/hSp5jhKjtB/0jerl2JoUXOokvLfr8jsfiNZXF74Mthbpcu6tJjyumcLjNeUyaRNqH7K1xbakgTUre98xf3W4nGcc9q+p/hq1/efDyHU7S6gaae6mXEsHmACOQxn6fdr0V5dY3kbNDuYx/q9th9098/pXg4pvFqNSGh3YGpV5dU/0PhfwHpHxRsvhDa3ehSRrctcysytOmWHy7cbvu9+lel+E4vifL4rgufEtpc20X/LSb7YkwPthfu/j1/Cvpd5df2fc8NWyf7NptY1aW716G03W76Y39/dabh7Y+dff1/Cud4SS3lr2selTxEoS5nBHHwWkt27Yikgj/uN29/xqleWbC5WKBfMlXO5e2PX8K75Ztbby5j/AGPls5/0H/7Nv6fjSi+1c3R3/wBh/KDjdabaiWDk1qKrjOZX5UcCNIiNqzx3NtdQZAZouoJzwaa9hNbzvBD/AKpAD+f/AOqu7/tPVGRRs8Pvhj/yw6Veh1HUdh3QeH89h5brn/vn+tZxwELmixbULpHljLlueq9aTdnj0rq9f8R6jpohbUNE0p9HnnEN5Pa7/MjRumN3qcdPSuWvZGTWHVklXBw5l++X75/DbXnVsNGM9DehUU3dxdyvM+1R71nO27NWZpcuRWe67ST61Djyq51Mqypuj+lcxqX7uPZ/fz+ldBJ3rmdQ3fZJNvTvXlYiXMbKpZWZxEzZ1aNP7pNXJOsn4VjXMixyjZ95nAqxJczW/iL7PL93ysr+NbUI2R0YrllypO5sTeX/AGbb7/Xj81rvdLlNvfT3kHS3u1kf6ACvILzUXttOsQv/AC1ucH9P8a9P8L3VzFqVxaLD9oLhSUb7hHOd1evg8PJ1YuO55tWpVimuln+R9YR6lb6v4WtbuM/uJzGy/Xv/AEr3mWZIPh+qp/DAGP5V8a+GruSXXbW0SH7PZLMPkT7gJPO38q+yL9VXwO8cXmnNsAoXoeO9exXm6mIcmrXPJjB08HCSfU+UvE1t5eqSf7bGT/vrH+FczCqRgbupcAVX1LxNfzeMLq3urCKSCKQxbY/9Ycdx9KvxyRqxnA85Ch2s338+jfSubl/eff8AkbRxMlDU9m+FYePRdahbossZH47667WAWkkB5TAJHqe1cT8I3aTw/rzypsuC8W/3H7zH9a7LXSR4R1V1Te4tXxUw93kh/Kzeu0oarc8O8a6WtzL/AGpBB5V9CcTn+8pxj+Rrz2a3+0Qm5tW8sDDB/Rh2/Grc+q6sqqDB8qxjb+tZ0F1eW+oLcXEP7qZghP1rmzqhB1XWoK17X8jpynG06tKNCe6vY7aGGHxx4Gn0u8/0fVYbdv8AgIxx+eP0r5K1/TZ9I102Fx5UDQt8qt1A5zj68flX0hexvYasusW0klqrjySV6H6/nXEeOND1TxN4dXVLbTvNmt8jz4P9Yw4zj8q6MPmMHBRnueXjaFWnKSjqmeXfDPxz/wAK8+I6add3EsfhPUZiNQt26RhjwR9WI/Kvt4xlvGUd+JPMR7eM/wDAuf6Fa/OvUohJbzZtpG2jbKJf9Yo7k/pX0Z8CfiTE32bwXrc0n2kEfYWn6Tx88D/d4/MV9DQxNSDjb4WfPUJL2vs5q8nt5H0h4iaObQpkuLb7ZaPtM0HdgGHI+ma+Gdas9P0bVrXT5rKR597TyG5+5HC0snlkfTDV+iUlskkLKTbhMYKZrznWPhl4P1u987WdDs71Q26Nm3/K3p8vr7+laY/DTnNTo+ejdt16M68tr0aHNCcd+x498ArhtU8c+IruOe9v9Dt7IxRXsn+qkZzysf8Au7Rn6ivp4RHzAEzvjJU/TAxWB4e8NaF4T8OW+j+HdNt9K01Znl+zxb+JGxuJ3euB0qxr1xq9t4fnl0Qob5RuEbwecsijqpTeuc/j+FdGAoSw+HUZvVdtTy6uI9tWtHReYyfw7pU+vx3jpI97ES429OPWuhihEO75I0LgOdvU59a+bdR+I3xFthby6JpXh7xHE7mN1jgeFkb/AJ5sizcbff1rtfhD471fx4PE1vr+mWek6tpEsSTW9vv4D+ZjO52/uHpj8azwuJw7m4Qdm/vPRhlmKUHUcV956Rr+h2viDTorK8/49w+9vv8Ab/d/rXnFx8MxaaVc2ukanJpAkkLJcpG7bc9vm9favWZH2zogk2SH7tVJtQhE4inuo1lXs3U/SumWDpzeq17nlQrVUpRjKxkX09zpHgSKQ3El1e2NuvmO0e3eE7/rXH6ydRvW09dLtZFub2Hz4yoTDbsbslunbpXoF40c+mNFIkssUrBSG6N9K58SeR4+hvoPnigs5Lbyv+ee4p/PH6V3cjdknojiotRm1Nt3ODPhTxDLI0DQ2+4fe/01GOfovT8acnhDXo51R47dMdP9I619AxTwIZFKbG3YP5D/ABrIuthuMp361ywqKUmmjjpVqyk+afpp/wAE8bk8Ia0+f+PPj+9PVL/hEdZS5TP2Pe7bBsk3cHrXs9ARHkXd1DLj/vtaucYuLsjpVSpJpORY+EVgMzQyeX5UEhHyeq5zXlvxU028vvHOrarHHvswdrH0xmvbfhSjxpfSN91bmbH/AH21eP8Ax+v7m2/Z3+JepWjiO5ttLkdGA+YYZeh7V8hlldwlUmle3RH2edSqexpxWuh8/faolCkvuCk4HpTrKW3Gpu0n+rlAz9QRj+dfnDf/ABE8ctetI3ifxNbM5DRlNQfauVXoF6dutdp8N/iV4mtvG88uo67qmoqtsSzXlw8ncfd3dPfHtRnVeljKEor3ZW6nVw7g8VgpqbmmnfT5H7WfDq3iX4SI758w6lLn6bVxXzv8cQk3xeePO+3OmQpLB/fyXwfw5/Ovob4aubn9nrRL3ftF2Xlz6ghM1+fn7X2q+JdA/aKlnsL+4s9LmtoVSaLoCM5B+ua+fpcrwlKMlffX5HrVK1ZYqNWnKzTX/B/A42zFz4L+Ipa3l82xY5b2z2r7D+BF4tz8UBfp0MJ/XP8AhXxR4b1uPxl8M5pic6xagpcHueRtP6Gvrv8AZXhmufFeqib76+Z+gFY5biJ3lSm7ptfg7n3/ABVRw2Kw6x8F78Uv0TPqnUEYeLFccrnkdjk5/wDZa+WND+Eniy1/ao1vxefFlto+lahrL6kjQXEkciDAG0BeG3Y/i6Y9zX1Fqbf8TmaX/piE/nXDmzTe0L92JH419Pl2Eo4nE1Xe1rH5HneNrUKMHDVT6M7r+0oHEzySxq7OSPNEfmN/tEryc/7X+NKL6Noxunjx22Vwn2SFfk9Ko6hbxxaZLNHBHNNGuV39hkZr6p5dhnBNyasfIyx2Ik7pHo0l3Zm3dZ5k8ojMm/8Aud/5ivG7uzjtvEt7pTSRvFL+/stv9w5/+tXl+rfFO90/x5rFnaWWn/Z4NTntm83rmKV4eP8Av1Xo1nfzeL/hdaeJIENte280m3yujBNuf5iuHN8sjhqVPEwn7z2X5/gd2RZnTqOWFqy+L/hy34bjC+LbSL+IyEH8K+3/AA9xoUSf3Sn9a+KfCDx3/wARbG6V5Hlb5pN3Yn/9Vfaulvt0Yj/Yr4ylOE78i9T63MMI8LSpxTVkctevt12695KsQvvjb2xWNdy/8TE+m41oWz71+le5VjaET5bEcznds3I32xp71oQzYYMOcVh7kXG7qelXI7hlxu6HpXn1KSlqzA6+21DC/Srz6w7RgI23A5964s3fzR/pUEt3+8PFcTwFOctQsnuWdY1N3ik3yb8HivDfEt4ZNYB/u5/pXbarfbfMHrXkWuXO24jbrkt/SuvEpYanyx6npYHDxqq66HWaFr11putWd5YyiG7hy0bkcZ44/GvurwZ4ktfFXgq31a1OGcBZ1/uyD71fm/bXyLb/ADHk9K9e+Gnj2Xwx4zgW4fbpd6VS4PuM7f8A0I185mWCWJh7SO6Pfy3MJYHEOT+CW6Pu+iq9vKlzaRzI25HXcp9jVjPJxXx7TTaZ+kQqRlFST3ClH3qSjvmgqWxyfjz/AJIl4x/7Ad3/AOiWr89o5PKhjk/28fnX3/8AEaTyvgp4mk9dNlQfjgV+eLHZYFPSML+WP8a/QeCfcoVl3PieK8RCNWmup6T4Ab/iYzo3+qWdS/4sK+3/AAuIz8N9B8r7n9nw4/74FfCvgWJ1t9bmSTbtkOR68Cvufww7v4D0pnTaTbLz68V5vEy/dUn6no8PS+OHYw/iXodt4i+CniDS57NtQka0eS2gRNztMg3RFfcSBDX5I+GtauvB3x90XUoIA32a8jaOK4j2uZFYuufoyn86/amQrmMEjcW+Qep6/wAga/In9o3w7f8Ahn9pLVdRniCQ6jdHUrcg9baT5B+RVq8fKJOd6be59XF3jyn6z6bfW2p6JZ6hZyJNYXlulxbSg4LI43KcfQivDv2gbqH/AIUosaW8zXK6nB5cj2RYIMnOCRWL+yp4zPir9mKLT58faNCu2smGP+WfVP61pftEXd1D8ONGieP7Pp0mtw+bcbupCSYjx/tZ/SuXDU+XFpeZhJ3py9DX+GJU6AxT5lLL82epwc8dq9kuRD9kuDcRtLBsxJGEL7lIwRt79a8r+GX/ACAPvZ+5gf3BsGF/D+tevyY3ktwAuSd2K6c7lbGSZ4PDvvUZT7s/NLS4ToHxg8RaAPMt1s7+WO3iZPL/AHedy/J/D96tTxTpsU/xk+H2v+RmO3uJEuD6llG3+Rrqvjrpkmi/tT2/iGezEEOsWHkxTeZnzfKxn6Y3j86kVYb7wosq/wCtit/k/wCA/wD66+qwH7/AKG3LqeXnzqUa86i+2mvS6t89z6RtAg/Zat1ZNjG1yB9XNWfB1i0q6hv6F02/kaRxLH+zxAH/AItPRj+OK0/Ay4026OODIv8AKvnIVHHCTa6v/I46NKNbGYajUTfucv3K9/wN94/KYpTAmzn1rWuYA6lhWSR29K5Kc+bY3xmFdCdmvQjbqaQf6tqlAxUc33K3vY8ycbamhp5HkyA/xDb+ea/Kj9t65Ev7VEcA/wCWGhwL+Zc1+rlgf9Dx7j/0KvyF/bJ1Dd+2B4pg/wCedtafrbx/4Vx8vNVPr8LFLLYJ9T4hu+rfjWEZfLLD+9WxenNxn1FZLruJreULK44TjFWSKjfez61LCu7d7VAYf34NOWH/AEkmsZuyOqMbovJF+8Faoj5jQp5gIJK+uKrwJsA966Gyt0upo4ZE3RtnJ9KuhHmaHKldWuV7vTbP/hFYdS+3eU+4r9l/vdKxfK/eqhj8uIDJH1qe5skXxzZ6ej74GnyR6YB/xqko23QQf6tchfzNdc4uCumV8KJWh+dscR/w1UaL5Xq9J/rBn0rPlXdM/tXE+aT1ZdXkVo31Zh3MWLlD6ZqozbmYelak/wC74H8VZkiRjJc9elYVJW0NKTa0SuUCm5jxnFNK7V+tPfy9/wAn41E7bce9ZxlytMmq4rVshHLFP7wYf+OtX1z+ypFu8P8Aj7UP+e1/bxf9+42/+Kr5FM6LNG7vt2nIH97kV9xfsw20I/Z21HUAm03WuXAB9doX/wCKr1cutzWfU5cfKMKTs73Pf5Bm2Pv8v5//AKq+VPiZI5+Mt7cIm/8AcRxn225/xr6ruHeO0kdugQ7fzFfLHin9/wDEDV3/AOnpv5Cvo1GE5rTY+XlOVOnKx5bcJOJmlMP36obJ3k/1Nd5Km1QPWs82u1/N2F9v6VtKhFqyONYmUfh0OYf7VHGBHB87dKpeVdGUPKmx+/vXXyIX2t5ew/zqvIhGEP8AFXFUiqTuzpp1JT3ZBA8jWqB+3Slf73/ATUqcZT+7UVz/AMe5rjk3J3Sdjqr1ZucYX0Fs13WR/wB6tEfuli981BZf8e4qzIm/HtXNi6vs6MpfkcWLrSp0247kEs3LVLbS5jKl8A9U/v0hRYrWWV+Ao+96V57q15r9yxWx06R4Of8ASFj3V8PleUYzHVpcknFPq+h+WTjjFVlNczTfyOl1TWrGxcNJN907fs/rn/8AVRXjdxp2tPcs08Fw2AW3eXtziiv1LCcOUadJRnXbZDqY2lJx5Wz2G/8ACVtaabN9nwZVRynr2rx6+h1BdQKmeOF0Qff79a+l9V0DwtBZB7rXfENxaCFZHaW4upFXfnpt4HT+L/GvLL7TPArF4LbVZ720RsvH824Z7/Lz2/i/xr9IxMY1LOMbP1/4B9Jl2FxWHTjWq3b2PG/7V1my1+zge6jeC5uFibb7mvfIPBxeyluP3kxIAXZ245/nXJTeGvh892rG41WeyUhprlvOxGf4QP1ree58JwSwTQ6pdzWUa7JWZ5lIH8OP1rHC0503aULrzPQr4aNZq7sMuPhr4fvVFzqen/aJkztMv8OeuPyFUU+FnhiZjiytwD0Hl7sVsC98GRRyvFqmsy2vBI8yZgvWoTqnghFFwNQ1lIP4su6g/wDfX9K6a86ag70kzjeExMZe5UaXldfocvP8PNCsbljbWtuhTg/uPWqNz4VtfJ+yNbRuPvLst+ldbNq3w9vJYzLqbmy58wNO+49P7rr+ufwqv9i+Fd5c70n1B7RPvKLuZd+fT529PbrXHK/s/epJLtf/AIBcZ1W+WNRt930PKNR8A2MsL3IS5spd21J4o9oT61y2radqOg+VHewC9sFBP2zuOnWvoH7L8JpLnyrT/hIXQcyL9vm2xj/6/wDSqlza/CA3sU6STvooyLpZZppG3cYwf4e/1rGVCLhdRt89PyOtVJqPLKo5eVnb77HzFqNvZ3VrFcwOZEYNtP5V9FfARtj6jZyD/X2J2fgw/wAaW5tvgSpluEsdV8sjG5byZl9uN64/Wrvw+Hhxfit9l8NvJHYzWc8Z3yO2MruGdzt/dPTH41w0cLGWIinZfM9CjipVsPLli219y1Pvn4drMnh7U4/4Le+b9VX/AAr0QPC7Bz1NeU/DPVHvLHUIrN7a+HnR3MvldY/3aqM/Xafyr18GNwZTxJINxHpXVjpJ+4mY06s+a61XURtm1dn40L91qjVXZ23fdH3acV2/jXLH3o8hrCXv3Gqu4t7VG0bDU7Ej/nuD+I6VZj/1o+tQ3LqksO7vLx6fdNZYud7eRzpKnNvufnnepLdTGS6/1rcSfQdP617B8Ert7f4iX9nHnym0uV/++Sv+Na+o/BnxFczXE8H9l+RM7TJvk2n5mP8AsN6e1dR8P/hnrPhbxxb6tf8A2PyhA8X7iTd97HX5F9PevrcRj8PVwahGV3p+h59GhVp1+apHQ9dltFFx9uWaSIvHvIT+LIFeV6xdIbl93mZLHBfvXshVdscLPsBZUT3+da+TLzxU0HxE1RHntnRL2WMRy9X2yN0/OvisdWhOotbWPdoQqxg+VaHoibzaRluh6VHL1X8aoWvia3vYzEkZjcryueB9Kom7eK2cN0LcVw4ijGFpKSZ2Oo6kkm7FqR9r/c35/SuV1V97H5NmM1rm9R4CH/Cue1DYYWKdwc142LilBybOym+XQ4a73idXXorc/nWqUSRldepTmsW45ll+takCbtJz6VjQqJpWZ1VYNWSe5P8AZ4XsrbzeqTb1/AGvefg9Yo3inXvk3u2lWzp7ZaXP8hXhMMqGzCyfdxzXvnwjleP4ganCf9VJpQkT/gB5/wDQq9/C81SrBt7HlZlKSg5N7I9/vtPhzEdmyUXceffgV7RqK+V8P5DL02AL+IrxXU5POu9PX+/dK35gV7XrPHgh0/uwH+Qr0qraxs16HFGC+p0r9TxldNtZbeS3k5jY5I9c1jP4atYZGaO12xhhg+tdfF/x7R/7gqXykliYv/CRivXoUqUl7yPIr8ylaLsU/CEaW+pa4iJszDH+P366K6hd9CYxtiRo8D29/wAK57R2RNZ1tU9Is/8Aj9dJdzFfDjyf3RXi4WalVlFM9jGQX1W73OEtNLWG3eK5Y3sqsSJ/72e34U3UdGsr3SZrO9tt1rKMN7D1q7DcfaELehq0qI8Z39ulfV1KEJxjGeqZ8nGrOg24as8CubGbSdRk0bURv8s/uJ/78TfcH4YP51e8P6hHoniT+ztQijbTroiOOVv4HOcD8f6V6P4k0OLVtCf7Kf8AiYwAvb/T+L+QrysBdV02WGb5Zl/dlvR+38q/P8bhqmFrNy+R99ha9LG4XllI434o/C6NNXn1GwiSPTbphG4XpHJ3J+uf0r5zj0q/s9Qjs5ZI7PU7G636bdQd3XkK314/WvvPwvqUGueGJvDmv2kct3HGYpUbrNEONw/3f618R/F3wlrHgT4p3GnTSS3GhTgTWk7dGQ9FH0/rXu4ecpRUW9z5evTp05vmTVvPc+0fhd8Qbfxz4JZrgRReI7D93qsCx7mVudrf8C2t+VW9R+JXh3TpZvtk+oW8sbFWb7HuH59q+CPAnjO78I/FKx1S3MjrkR3FuvSdD0U/rX2ZqumaTruigPDENM1Qb7O5WTaYJQjF4j9FJr1oYl4eHvLXp5nJBUatada9rne6B4nsvE0Es9p9oaKPbsklP3856Dt0rq44JJnUM+2LHI9a8++F2meT8KNFjuV2XMFsIph5m794HfefxbdXaeItbi0PwZql8sElybe2aXyIpEV5sfwDd657elep9ZkoqTt9x5sKUZOVm38zjfEfgG1ubi4vtLuf7PvHjaN5NjyAhsdUXr06np+Ncl4A8FXfgfxlrV6ur6dcWN/ZotyN7yNI0ZOPnbr988Dpn3qlN8cNIuNO02Z9LnZ5o1aSNruFZLQ5CgH6bj+ddN4K8Wnxn4d16VNGvdGfS9UexInnSQTAAESDb0zk9a4KEsuxVa8Hea8n/kepD69GlaMfdNzxPrNvq1w2g2syLdQMbuYt0SJQoIH13/pVnw/pEUXlwbY444B5cSJ2XqD+OaxIvCIXxwusTXO/I4X6139o8cX7pE27Tkn1zXbRoy56lRq7f4HBiq0KkkoadyzLDBDYKAm8luK5vVX2+ItP3HypCr+WP733c/0rojcoupwI38b8Vw8usJrev6XcL/y6XV1Efw8v/CuhVFTqxi92edFe0i05nSxzOIl3x7Wycn1q0X3qtU0lP2dW9WNOD7vwrZq7ueepxV2tbFjfs74zUb3EYlQOeucVGz7cdeaillyIh/01H/oLUpq8Jej/ACOmi3OStdar8zvPhsiHSL+ZeiyNn9a8a+L8EOp/A/4gaekyW0d1pskcs0sm2JfnXG79a9n+Fiovga6d+6Nj82r5/wDi/Ok/wC+ItlD8tzLpU3kP/dcOmP518DgKSlgpJq+vp1PrM7nK8YX+G34tH5s6n8I9MLTLN4u8MxKhVUMUjsrYUZ+707dar6f8LNGttY+Txj4elmkiKomZtzdOlLa6W0l7qNleNtkXT8yTf3pMJkfyptto99YxQXU9v9laR5VVPUBBg/rSrypyjdxbt57dOx6dGrX5lRjLa3TzR+xfw1txa/s0eD7IOZDbWhUuN+04Ttu/pXzd8dfDNp4x1LxLZXiRshnV1Zo920rEn+NfT3gsSJ8JfDNu/wDHZBR+Ln/CvmG98Rx6h8ffG+hN963vNq/gK4cxmoYeEUtj6PAwnPEVXLsfnRbMfhj8bo4jdx3EN04SZVj27ASAv8z+Vfpn+zZYxWni3V3T/VNI8sf/AAJQT/SvjL9pH4ezNb2fi3TovPWOULeR/gdp/D5q+3v2dmDXN8RH5nyNmT8W4/CssJRhUqxnFWtf8mb1sbOng/qvTv8AM9qvGd7q7Zum4Y/WuZkX/SFk/uE/rW7fvtvLkb92ccenWsQJtJPrX1fDkLc7PiM+ehEJczFvWk1DEnhy8Leb8qKBtk2j5pETn/vqp/n81dvl477qjkWGWUwHy9zcnb7V9HXjzQa/rc+ao1LTTPlrXPhd4qvvFWoapZQRzWl3dyTErPyvmMX5/wC+q9u8BaVc+GPhXa6bqP8AywlkYjzN2M4rqL/VrDSdHnvLy5t7a2ThzLLtzj0HeuBuPih4AvtLlt01q3mUjLLFaz8MOmWj47n734d61xOY0p0uWqldJ69djzsJgIwzF11LWXnsdz4RsEt/izEkXEbfvV/4F/8Aqr63tV3eHREPvv8AIv4kV8o/DzUE1bx8LyJ98c1qiofN3cLnHHUde9fVpUtYw2y9ZIhGfoSGP/oNfmuGcNYxWz3P0nGU24wTl0PG7XxAl18Rdb0t/wDW2l86H8QP8K6aKaYDaOgNfNN3rK6b+0Vr+pxeWLa71B3Qt2IAU/yFetW3iiyNqN11bsepHpmvo6qThG7sfMSqJzdnsempK/G/pVv7Tt29682h8U2qEtHMnHXbV9deglXf533q5XTsr3VjKnJVE7rU9B+1jy6zbu7/AHfSuS/teOLlX3butV7nWQ8HXpUe0jD3lqXGNmO1C7+V+a8x127/AHkf1b+lbl/qEkpbZ26155rdxcuY9vTJz+leXjHzJyPbpU+WyvuaFvd8r2NdBbX8ccitJ93Hzf7vf+lebRXZikjz1PWtuG+3S7vTFecpcup0qmmfdXwY8f8A2vRYvD2osEuYObb/AGoznb/KvpRCHBdW3A1+WOh+Jp9L1q3vLR5EuYnBXb0x3z+lfoT8P/GNv4n8IQ3qSRySbFEoU8huev5V4ObYHl9+K0PZyHM6mHqewrv4tmekUv8ACabu+b607I+YDtXgWPuW9jzX4tyeV+zp4mf/AKYIPzlSvz/kPJT0fP5s1fePxum+zfsv+J5/7q24/O5ir8/JJ8of+ugP5otfdcHfwah8Pxa2q1OyPXfh66Czmjby8vcDG76NX3B4YVk8A6Sp2cWy/d/GvhX4WSILWWduqXChT6Zcf4V90eFgw+Huh5l8wHT4SPb5BXFxRU56dH5nqZHTiq1Rp30Rvn7y+59M9jXxv+1j4IbWvBOleKI1iuDHjTjCiYP707vMJ/2PL4+tfZNcf498L2vjP4U6z4bu0V1vLdhBuP3Z1+aJv+AuFb/gNfKU2lJNn0yPzm/Y38XX+mfHy88HCSMWOree825N26SEZjcemfn/ACr6u/aGNwvhrwbavcWcltJrY8+3dNpLhGbzB/u7/wDx6vze+06x4D+OEGp26Sabq9hqHmvGr7Qkm9VkBP8AsyKV/wCA19+fGrVtF1vxL8OLnSNTh1G2vo5bnEd15myJlgMZxn5c/N9cH0r361KLxkJp/F+hlif4UvRnsXw0Rl8Pys7bmZkGezgJw34/0r10bd/PXtXkfgBoY/DO6WWOKEvgFn29K9OkmtJ0QJcI6DoY7llP/jtefnDcsbM+d4ZaWD17nyz+1rpbSfB3RvEfmEvpmpLEkH/PTzivP4eWPzrzTwdqHmeGI4y291DBj/3zxX0Z8b9IstQ/Z51+1VJ7i5aAyQ+ZO8gXb1xu6dR0r4p+GerO2iQI/mCZY/LITttNe7kVSSg6bV73OzOaUZJO2h936ncPb/AXw+U6SQ2iOd+0AGJa0fBOp6Wvhm8kW8tVtorgoSsqkAjOclq/Pv4jXF0niW0V2uUSYAZ7cdj9c16d8Hvgrp3j/wCFVz4h1zVbuwjeV47aC0KARbeC77hyOnA965MVQo0aPs5N3v29PM8OFSrPG05RspK9lvfT5H25/wAJJoUjhI9UsJGP3VW6UH8geatJHHMd6NuHrX5R+OdC1fwB8UL3wxrMdv58KLLBNbBBFPC+djjb/EcHOfasW01mVbpXinuICBjfFO8ZH/fPX8aKeUwaThPf+u5via1Zv98lJ9rW/wAz9c5I9hNZ8xyw/Gvkf4DeMPEI8fxeHtU1m41XS7u2d4heTvIYXTBATd0zuOfoK+uY5N8vHY4P171z4jCzoVFGZ49erGei0Ny02mII3Uj/ANmr8Y/2t9SS+/bY8aun/LJreE/8Btof8a/aSED7Kp/D8zX4SftG3Dy/tVfEx0PTxJdxH/gMp/xrzKck22z7Fr2eFjH0PnG9m/eLz3NZU1wRtGetaUkNy0p2dwM1H/Zl0/Lde1aOpDuYwpXV7mO3LA+tXIvvrWlFpWoBtzJvA6e1aC216jKPIj/4HJtqeePQqlJU6quQwReahP8Adq3FKYZcb9n9ajL3ttK0nkx/RZ+tW7Oa6muDI+n7OOD9o610wulzI3nPXma0Mho/s+ti/wB+/t+dQvGh1hrh/QkH0zWw13Ngx/Ys5J/j3V03gpLO/wDFUtrf2Ue6OIyQlu2Ov9KVGl7ZuXVGmIlTpU+dHn8LJK58u6jdmJ+Vuv4VN/ZN60rMtrcyZ6HtX1Rb28cOmBovL2lN4Va8l1H4p/2b4vOnPZbYlcI0393Jrp+ptfFsedHHVJwclCyXn/wDxyXTNSSdzNZXm3sV6D61zdwhS5kB4buO4+tfbsK2Wo6dFcbI5VdAwZu+azb/AMN6Td2/k3NlZTCVvLBbqufSqxOBpxjpI1w2aRqRalofED9z6VTa43MRv2Yrc8UWUGj/ABB1TTI4SIYJiqDsPpXMzvC0Y+TYRXmy91cp2qTceZLQmaba/mb9+xQ3/j61+gf7Ntt9n/Y+0Rv+e2oXkn5yCvzvOxbB5U6orE/98tX6XfBWD+z/ANkH4fRf89NLEv8A30zf4V6eVe++bsebmd5Q500rHokvE3mN9xVbd+VfJWqfN4hv3X7jXT7fzr6qvJcWsr/884nf8lNfKM772V/767/zZq+hh8R87VkpRd1qUWfav1qmzbm+5v8A6VM7bMtTIU2mS49cf1rdtLc5fZ3drkXOfubP61XlXfLH6jNXPKeXdKn41VkSRlYP26V5eIqUl0O2guV2KpTZK3vVe55iA9TVyVNkKe9Zs3+pP+8K5qkm6fkdsZWdzUht0WziLdT0rL1k3kGkzPb/AHkiaQf8Bx/jWoHdIhs7qM1UkeVopBsLkrt+gPWuLOJKNFNxvqtH6o+az/FSeHlGKaen5oxtIuNQuvDUc7n/AEiaPePwq9ppeeEyXf8ArN2K4zxNrraL4gGmW8OLeOFWX6nOf5Uvh7xJc6j4gtbJYeJASfwxXvqvTbjUT5brZf5nTSwsKVGM7fr+B6H5aLOXRN+0c+1FMZGkmkQR4Yggp5m3diiu50UvhSYoSUFaV0a97YvqX7Ntlbslwl8unWyyebHtyIpCnH/fNfNN94OX7XDbr9n+zsxc+Z1yXfp+Vfq7aaRodvZeRBp8CRp1XyPlqvd6Z4Y8vfc6RpCRr95jB/Ok+KKk7Wg9Nme1R4dcE5KS+7X77n5OL4X+zPbRBC8bSyBfT+Gr0/gaRLmGOK3uDKD8pgj3Pz2H1r9PZJ/BJjVIk8NIE4CrGisf++v6Vbi0/wAOSWhki07S38zu0cLD8Kyr8QyVNtwu/X/gHbDIoyV1VuflPp2itDqr6NqVtcEGR9tpPHtdSccn6/0qVvB0um63bWPk/Z5JpdhT0DdK/VpNH0VQrvpOju//ACz/ANEhb6/0qlP4b8NyXImbRNHM56D7Ii5/75/rXE+IKc4Wcbf16GiySb2qXfS6Vj8wrHwh9k8VS286b40ZlP7vdiuR/wCEdSH4lCRbXdaibDHy9uP8a/Vh/BHhGa98+fw/pcMmDkrHt3VmweBfCtsZzb6fb2ougYn8r+LPTNby4lotJOLVjKWSVb2smz8x7Lw2178RriwlTdb+YXgHl7sYU5/pWNp2ipcG9SOCJWitnG9k2lcE9K/TCz+Fei6VLqbaamx7qIxTf7oP/wBevEdK+Hh8PeD/ABZpWpw+bdPqr/Zz/djYjb/Ku3C5lDES5Yp9fwVzjxGXzhF8zt+R8PaXpl3d+EtcR4LkQx2+/wC0dgVJx/Oux+At1ND8TJEu55DM92yqzdw0Un+Fe32WhRwfs06daxw75jd3C7/+ee13/nn9K8M+EUX2f4x6MTzI+qwxs3r+/FaUa8qcoVo7u/5HDXhOpRdOjNM/Rb4FXDHxB4409pN4Fnage2A/+NfRxh/elvVsfkBXyl8Ir86V8WtfjH3rzTdo/wC2bH/4uvon+3byRMhInUtgbu3ArthK6bl1PHo4eVBvnWp1y225fXFWYbfaHHrWBBql4LZTsjTP9zvU66te+auDT9nUlstDZzubpsgrA+tZd5aEQOeuGFULjWb6Msyn99/BmPcPxqnY+JJb/U3s9V+zYMbFfKj2nPvWGNg8PG7FHc6IPsiQf7NQTXccLK0k8duv99n24rC8T6yPDfwt1zxPKImbTbA3Cq3UkEKuP++jX5wa/wCLdb8T65d6jqV1cm4ErJ5P8KrgMP8A0Kqp4qEUl3HgouUmj9BvEFzo9rAdbkm+1S2YZ08qTcH471+feu+ImvfixrGqcLHPqNwyJH1XM8nWuEvdRnjhkWKCPzGHLL149a8uPilbbWp4Xnt/PyMiXt16VjWjzL31bY9rKlTowneV2fU83jOPQNPTzPtGHIP3N3T/APXUsnxStjGJoJIl+X5xOm0n0x+v6V8xS/EfVhai1h/s6YAcDy9x/CsK38Xa/rviW00q5EGlWrSfNdSwcD2FebmcJxrOrFrXp/wTWjClKMpJn3l4f1+HVvDq3USFCT8x7GrlxcboXr5O04a1pcDQWPi/S7KESEhW03zvx9v61Q17xf440k2kuneMbfVXM210s9I8t04OOffn8q5a8K0YXktH5r/M0w0YVNb7Hvl1LnUZfqK6u28mTwlOZP8AWrt8v9c/0rwzwnrGoXWiWc2p+YbyS1JkaU/O3J6jtXsFlLv0WFOm9BWGFg4upFPa35nbi7JxSRsQs/2ZWX7yAbq9x+E1w6fEqJX/AOW+lXOPwMf+NeFWiuoaJehC5/77WvW/hZKkXxd0WNX2H7Jd5/77Fexhbtxvrqjx6kZ8z06P8j6e1NduoaCP+olD/wCgmvcNWOfCcX/XL/GvEJ4/O1PQh5m/F0sn02g/417HrE27wJbH+/EG/MmvUrVpSxsm1e1jxKEJPCxuurOEiVCgZ/4elZmoajCoZB94DI/CrE0W5FPqK43Uo3R5JE7Ag/jXpYic6dFuxwYdKdbXob/g26a41TWJ2+65iA/Df/jXdavEG8LXA9VrzL4flxLqcb/wtGR+Jb/CvQtb3jRZHj/1irxXkZXTU6vM9z6fG07Ubx0Z5VHqKWTNE3VjgVuafeNvaFvurgj8c1zksTy5mk/1gPNa2mywyt5UvUY21+hTfuJHwlK8qklI60qz2gKttOc/X2rzPxnorxFvENlHwjBb+y/2P73869LXASOIdBTZoYlgnWaLz45Rtkj/ANg/eP4cV81mWAjVjJJanVlWYyw1a72R4LM9xFcxarph8y6j2sqesXp+HNP8f6Vp/wAU/h9FpeIo7mcFbTd1ScAcD6n+VWNTsbnQ/FL6ddNtsZiWtJP7yen4Z/Ws22aXTvFSTGTdaMdu7+6T0r5LC4mpRm6Tdj7HHU4YulzxhqfBtxo+raH4ovNJ1JZLfV9NuwksLdCwJwRX0t8HPH1poni+18N6y0c3hrVJwIZ5dmy0ujnIO7+9kdP7tej/ABw8BR+L/Dc/i7wxBIPEWlWyG7K/8tocfN+W39a+QtIkiklS2u28uxlcHEnWA84kH+6f519GqcqkVPaS263/AC6HycZ0XTTjeKejP1MUQWyTWtvFGkaOQWi2eW59Rt/DrXMa/YpceG70OskqtGYzGv8AFu7/AIY/WvLfgh49t/FOjP4V1m5l/wCEq0xj5Dt0v7cZ2OPoAf8AvqvWru7uY5Nsdx9pRnYk/wB3pxX0ODq+2haCdluceLw86DUrvyPj+eS/tvG/hmSHTLy+sNFvZvNZYHkzuTj7vTG09fWvoP4aaa9pY67IkdwsN3fC5DSwPHneg4G7rjHb1rtkWS5yFTe3eo7rVTo9h5lxDJ5IcBgvfg15mA4bjhK7qwe/kdWP4hlXw3spqy01v/wDfkRFiXb1PWqEn3xjrzisaz1W71q6jht7WS3tEtYipf8Ai3F/8P1rpEsliiGPvr96vd5VHc8WjGM9VqjEb7Qt+jyS+RGjht39PxrKvLG207VtNeCLyHuZJpHX67Ofx5rp7y/WG3cNB5zBGwf7vSsvVN72elzN0eNsD06VniZRq2lJarYjEPlTUFqWLV43f5+x4qw3k+c2KrQ/8e/4UD/WNXfUV1E8anGpGVmr3LTRJJExT+HrVS5/48WX/YalP31qvqEoi0mc+sLf0rlxa5KE5dk39yuevgVKVaMWranrvwxhMfw+bHWRyv6NX5iXF9Nd/tT60ZJNrRa7MkY9doOf6V+pHgA/Z/g5Fc+sRf8A75V/8a/JnQZFuf2qoEk/1dx4gkB+rF8fyr88wVaMak5yWnJz/wDA/wCD+B9jnVGTaqTV72V+2qORl2XWv6hcTfusSyF/9rDcfzrsvF9rC/ijSLdf3UcVpaTr/t5kH+FYdpbhPEPibTZ/L8yDULg/N6Bxj+dd54n0pE+Pvgi1Xy9l3YRK+3/ppG6f+zV3OvyU3H+eCdv8TUfwvf5GX1fEUq6cG2o2+d9D9LfC9jEvww8Nj/UKbJZN/uWbFflJ8SfHD+F/2p9e1kDZCni29t7+T/noHnOz8sN+dfrJ4edh4M8NxD/j3W1tx+J8tx/6FX4vfGLSm1fUPjDayQ+dqP8AwklzqFov+20vng/gJmrxMdh063I3e0FHTyad7H0lLERjXqVHLRJX/BH2ZJHY+K/ANy0b77ae3wvtkrmvWPgVajTT4ijX/VQ2rRr+GP8AGvgn9nb4gu9ifDt5c+YkTCW1J7oRjH4EGv0N+FDJFdeIpGTYGtFkB9cyL/hXBgqj9oo9EerXjQlRcl16nTai8c0t8ZH8kOvyv6MAMV8s/C/xynin4aW2lX02/VbKIRM399Rnb/I19Mas8Mmh67t+UywzRs/91Cx3f0r84bKafwD8aWYr9ogjmzIn/PWBz1/DH616WEzWeGxjlF2jLdE5fk1PNcsnCKvOGq/X8D7JtNSltrYrHBk7sSH1x0/rWVqZu4fENtqNqmxllUv7iuj05Y73QbXUdKbdFKm+L2U9B/Orp06W4t5PtP8AriM/lX6fVqKpQjJvdH5H7KrSk1NW1tY8T/aX1U203gjSE/48Lt5Lq4/3lWPH8zXyhHdTCOSYfdki4+m+vq34+T2l9qvg7Qb64is2nt7iS1maPcWkj8nEQ/393/jtfKrQT22pzwz28lrIFJeFo9ojYsMgfpXyzUeWdn0Z9DXwntPZyjHlSav1P0p+CVo6iz3/APPOMj8Vr7AuZWh8MO6HLKPueoxyfwr5Q+CS7vD1mfRI/wD0GvqjULhIfDF1PJ5eyC2kf5/URtivAw7SwsW9k2e9jY89eUfJL7z84fG0M+j/ABM1CFZTPaXFy08b+pyMj8OK7/wYmmeKES3vtd0/RdijabmN28zrnG30wM59RXFm6sfiP8DlvraSP+3bXcyxp/GqyPXGaDNdT30cJ/cbSPtCexyK+nw9almOX+2jolv8j89x2HxGV5i6c9U/kfVy6N4QtU2v8RNHZwSAsUL5/Juv4VQ1DVvCuhpE7eINU1IPnBstITC4x1LOuc54xnoelfAnxF1fxd4P+JF7os1zbIj7ZoPNj3ExtnbiuBvPiV40t1KWer/Zmx8x+wQyA+n+sRsd+mPfPFfLqvCpQ5knftf/AIB9PhcNKo4yklyv1/zP1H0TxT4V1XVIbePUPEAkkOFSXSEw+fdZ+PxrqtRl8D6Zcrbanr9xYgDcV+y7jz7b2x+n41+QMPxT+KeCLbxxeWkvVWtbC2jk49NsHP41KfiN4+vGF1qniq/vJ+jSTpCrt9fkX+v4VMZ00ru9/U9L6o9oTS+X/BP1pGrfCvzF/wCK0uJk7L9k24qKXUfhDLJ/pHiDUOPumK03Z9c1+SP/AAmXiRpZJF1e8VmxuK7Of++f61VPizxPK3OtahgdarkpS95kV8LiaTVpo/Xdb34KKjCTxDqZB7NZ7SfoaYlx8AVkZ5dR8QSZ9L3bn6CvyIbxNrpGBrWqc/e2zvH/AOg9fxqo2s6q7ZOtaoG777+auarUw8dLfjb8jNYevN2ctfQ/Yx9W/Z58vET+MBj7xW9Qg+n3kb9MV03h74yfCTwXPJdaXH4muAkZ2pc3ybSB/sqq57dc/wCP4rWOoX0+q2sVzq+oG3kmWJz9qeQJu7lW5PT+H/CvorRvhp8LrvbNrPx0ttKlXvL4P1G6JP8AcG35T+NYYl4anDVN3/vP/M6sHldfEP3Zppb6K/5fqfUHjf8Aaj+LPiDxDqEela43hzSGkzaWVhb+VLHF/CXk6nPbHTBryK5+L3xQm1DzpfiH8QCxO0L/AMJTfrGGPQ7VdQO/TNeZXEdjYa7PYaXqB1XS4cC2uvsb2olHOW8puV6Cq088oJEILOWUAAck542ns+en414kKi9moaO3kfVRwsORQqHtsOv/ABt8VfDO51M694/17wkZTHcSX2u3LW7unXak837zGedvTIz1FedjxH4rTUAh1/VPKUbSnnbkx6Bd7bcfhn8K+97LxJ4Is/8Agkh8PdI0LWtBE0lpaLf2ttqI+0/ayP8ASfMXru87zd2a+UfiTZadHBY63bCB7j7Stu09uP3UmV6A9yO/1FelQlKFNyp+709ehlVlTnVjCVmv+AfTvwYuJH+GaNM8jTXGF82IfvO/fsPWvVLb9qTSvCWvSeE77wkjLZusL3en6gpE2c9Fxndxzz3ryD4QOlv8CrSRP+PiMBT+Ikr5j+I7L/wvHxS0j7JReA/XMaUZ7Sc6FKLexOVJUqlWC0t/mfr98O/jJ4Q+JMTQ6RNPY6nGxzY3y4kwOpHrXq4QB8BMKTkjsc//AKq/GL4O61cr8YfDFnHfyWhuNXsYBMnbzLuGHH4+bX7Ow8AoxYyAfNnvyef0r5PF4f2Nle59RTU+S8j8pf2t/CcmkfG2+1S0so7S11FUvEdGyGlckTfj5isfxrH+EniW/wDFOj6Bb3s/mrpsksUQ/u525/8AQRX2b+1loNtqXwJ0vUm8z7fa6iLa22+k6/N/6LWvhj4HaY9pDb2L+Z+5vZU+f1Dc17+Rzc2orTf8iM2xT+pSstkfpT4e1jSPCnw0l13XrxLHSbKIzzzMWyuOBwOv3qwn/aW+D9vcGE+I7uTaoGUsJvm78HHPWvMvi/ePp/7E/igxPsk+zxxj/gUif4V+ZkbXl1d28EC3F9eyv5MdrAnnPKSzYxD/AB/X+H8a5MdQjKo5S1PnMhxEo4GPqfpl8Qv2o/hLqPhGXR7e81yTzJVM0h0uZlVARu57da+WvC2vadN8WNan0aR5dJmvZZLV3R1LKQvZv6V51qnwH+J+h6al9rmhzaTbOgeKOaTc5B659McfL2qLQrO+8L6layXn7kFvk9/X+ld2CfsJQcVo/N9T0cRiJTpuLPcfikyW3g+w1d8ERsCRnqOM8d65bwD+0pfeBfCjaRZ6zYR6fHO8scVxCkOwt1ALfe4z06fjXfavZp4k+CmrWhffK1kzw/7+OK+FpYWgmET43ogWT/fBO7+lVmdapTrSi4ppdWjx6eX06t5rRo998afEyH4gfEEeI7zVtKuJI7GKytVR0YiCMuyfd95H61h298PtkUjvtDg7PRsen6V48sSShg6byKdBam2nZoXuLYPgt5XQ46Z/OsqeOjGN0trbF1su5110Prnwfrfiax1nTbjwrbXlxrW4pBbwQPN5qnG4lFdc4wOTnGa9Tbx38aVRTdaXd2ds9z5Ecks0q5fcAQG875vp/D+NfLHgH4u+Jvh1q8+o2dto+qj7I0Ua6gOFBK557Z4/Kvcrb9rrUY7oXT/D7QpzHJh2h1D5ScDOwdvf8K76+ZUYylN8vvLqtTylk1ardxjsfoT8OJ/E9x4A3+LLRrLU1u2BjIblQBg5Z2zn8K/Gn4x+HptX/ag+JV877Iv+EpvhH7/v2z/SvthP25fD0Xh13m8B+IodSSFmh23EbQ+ZjAyW5Ay3bPevzp1XxFr9xqU0huZ45JJXklCySMoZ2LYG7jjP8P49q+TvCEpc7Sv2PsfZVZ0FGGljEn06DTLbfO+8dvwrMbUNGlj3b9jD9adqF1qFzB5U08k27P3u1c7/AGfJuATr3rnnQi3dbCp4WW043NX+2bGPcwm4XpVYarbTXAdJ+oOazF06b7Y2Y947+1KbKFJWym0nrW0JqGqZrHCyvaKaNGLULXyfnn7nFWoru2njlSOaTO3+CsX+zILj/gNVLnQYXaPPl8Z+/SjKcpoxq4eXwsv6Y0bDVRdTSbIbZmTd65Feh+EtBvrO7j1hv3rTMRn+6GAx/KuN8NeGLGTxDHLdZ8iBTIRF0JHTNfTPhnw3pXi/4R+LoLuxCXukae1xpU0U7xsk7g7c7evCN1r3cBg5yi6qdrdDw85q1qFaFKGkZbnITXV1GXkkn4ib7v0z/jXzvq9jE/iG8+TDyzNLt/v5x/L+tWGtdQS0jZdR1lS0Ywft82CoJxj8d1c9Kuox3Qc6hfuwPymW7diPpu/pXHPFVOZ3Wx7kMCqL5IvofR+hu9r4csYy/lYgXanpVia8uVd2eTegGR7civnqLVvEyw4XXtZRV6DzNw/CsnU/FPiu2sZGi17VZNkbOVfocY/xqFjUt4s48Nl1RSk5NFrxeIb34m6xdnq9wR+QFcdPp0Ms5x1HStazvLi5hhursA3E0Ydm7nNWS8jyt5fbrXH7WEbvX7j2qUGo8jRytzpDnRbxH/1UkLxn8Vb/AAr9D/Cl5Np3ws8NWEEcbpb6RbKN3/XMV8KzxzTW7RM5jVuh7Z7Zr1ey+Kmu2enWsEmi6XcyQwJCsru6lguf7v1710YatCMXrv8AI8rFYCs5X05T6V1nxBcnw/eJIkaDyj92vANSvEJRl6sBms7UfilfXulmFtC0+OU/eMU7/ru/pXGDxLeODm1jQA8hJN1evRzKEI/xPkc0crqSekdDuDcb7kc9AKikudsp71xZ8QncM2sjnvtqf/hIf3f/AB63CcfnUSzCEnrIyqZfVhvA6r7W+fkqj9okeeXf7Y/WuZbxCN3MFxjvTTr1m8TZgvMj+4m6svrFOU7qQ1gpRjzuLR0LXG1sc81G6b1z0rCGs2rxrsS4THXzY9ufpTW1y1iZd8mzPT93upfW3zcqYlRm/s6HXWnkwsryvtYKdo9azruViiyxwgsXOD61ljXtPZB5k59v3e2rlrqVldS+RBNyWGR61wY7FKElFyTbPOzXB2p25W7+WhW1fRLLV7LM6bbkDgeuaboOjWeinMFrtuCOT64//XXT38DWUsbNDwy5B9cf/rrkb7xAkEx8xJEjHXbXp4bEXaltYWGo1FQsrpfgdUk7yRK7QAT+YAp/OiudsNWS5mQw/aPnB2UV6H17zF9UT3ifcl5qENnp8k8+GiiUylP723/9dfJ3j/xvfapqkaR3lzY6ZNcY8uOTaDkd/wAq+lbmP7Xbvbt/q3Q7q+afHfhC9jSI2cEk0TTliU/hxj/Go4edJz5ZaN7HrZ5h6jS9nqeY+I55zrumXKXMhie2iijlWTcV2785/OulTx/rfh2/8P3Md1cfZZrdIpn/AL/lk4/9DP51lazpF1N4T0uWRJGK3Dx4ftnb/hWq3hW+8UWHhyyhglRba4kEknmbY0Hyff8Ay4/Gvo8W6MYNM8DBxq0ZWvqfa/hfX4tZ8M22oJ5mZI1LF+9ac93+9auO0ZE0zQ4NOgeKWKCJVDRybkJ74rVa4kcYT8a/M6tSXtpW2P0FRm6KlIkubt9y7PfNQx3b+Z8/4VRlWZWB8vfmod84GPL2ZqoTbehNOVpGo124vUZeg61z/iCEXGnTSReW0uOUb+IN8h/9Cq8nnxyqdm/d+lSTGSbMTJsL4C+/zCvayBy9vqzws3g5UnbuvzR8/wB5Y2Nx8M3tf3a21xPNK6J/CZF3/wDs1fHelpNoX7Q3iG0tv+PWHVp9n/ApB/hX3RpWhzr4UispZI1X7IjIrdWPy5x/wHdXzZrnw48Vn4232q6Zol5JaMbbz5kj3BZRBH5n/jxavrpxca0XD3l91rniTpRdWrFRXNZfmj33wFfC1+PitMcwS2U6yL3YlY8f1r0iD4qaZpN+8Wr6dqttCmI1kSDzFYDP5da8p8KaVqln8aPDlze2VxEkcoEjSx7d2VPT8q9e8SeF7DVZn8y18wbSR+JP+FerOhNVXTX3nnVMR7TSStY7PR/il4Hvy3kavsZsYSW38s9/zru7XVNLuwslvdRuh7pXx5deANNffB9izHn5h6+lXPD1xrngbWQ1qsmo6M/ySaevTHYn9apVZ0X7y08kTUrxqU3NdD63ubi1dsI+/wBfasK7svNZLiLpEfm/H/8AVXM6T40sdUs47rEVvEp2NGvUY7GtmTxGbtWttPTZv6n1Heu6tgXVhdPRnE8ZT2b1Mz4oFLn9kjx8i9Y9BnkP4Af41+b80nmNu/vZb8yf8K/SbxKJLr4Uaxp0P/HvJYTrJ9fKevzPgKxaZbW56RQJGn4Dmvn3g3QbSaO3BUHL2lWXW2nz7kL+XuUS/cLDH17V2sFpK1unmfZvMKjHm9cdsVxvl/MWk9fkrs9O3yaem77qj5a78HSjUptvoKpUnHTlugl0m5MBMn3T09K5qfSVEjEdR1rtbmb/AEPGeg5rl7x90A+tcuLw8EmY5a2pOSVvnqYL2jq/7pwsg6D1p6xeZGfPTbIpGT61aj2eUd/4UzeiCXZ3jOa8yUY04uSR6nLKc9ZMleaOHVbdU7oSfwxXsHhlvtPhiC59dw/LFeAXtxs1TT/+uZ/pXtXgeVJfhrDu+8Gm2/8AjteDQXJzPu/1PRb5kkddaS4kUf8ATSvWvhhN/wAXg8OD+/dTJ+cTV5DYuFtv3v3TGdv/AHy1emeBLpIfjL4TmSQJjX8H8bWvWc3BtL7NvzRxY+mo4eV9f+HPrtfk1bQl/vX4T/vlB/jXsPiN8+CoE/uxj+Zrx2Zd+raIqvvd5yy+3C16/rx3+DlkbPmEkN+GK926li5N72OGN6eHjST0R54P+PdPpVeS3W6W4gk/1TAZ+vap2/pSr/y0/wB2vV/5ds+UjUcKzku5keE7eW18SarC3VYx5n0+bH9a6m/3/wBlvu/1e1dn61jaU+zxnq/vDB/7Uq/q87DTpSuTgcjHy/ie1eFhJuFa6dtT7WpUUsOm1qYsjqpMbCPEi7SX7DvWGGtGjW4sp45oEYx4T+Er1/nXFXvj7wzp2sJBe6lo0rKT5sMd08jw9OSq9O/X0qnc/GXwhZ7xaR3utBv4oLXy1bHYtJ1xnt/hX19TNMLTq8iqqy3Pkp4Gtzt8rsey2kvnQI1aR+6K+cpvjvYpZn7JoT2sfV1e4SQ8dOF+736/0rsvAfxN03xxq00UFrc208UJf970bHpXG84w1SoowmrsmOAxG7jodz4l0WDXvD7WEo2TH57a4/54SDo1eMyRyi6nsb395cQqEmj/AOejc/vfxx+le9JMrQr5ny4Act6E9P5Vw/jHQH1JW1i3XZeQjMyf8/C9j/wHB/76rxc3y6NRe2prY97IsxUG6NTZmN4O1mS1uW0a4kjZQD9kklj3IzH+E/pXgnxZ+G0ul6xL4m0yz3Wd27LdQwJtSKXjkfXP6V6dJG95p0F1BJtZCSkvoy4yteoaPNY+LPA89vqUEcl2Itl1btHu/wBxv0ascuxUakHBv31t8t/wMs2wNWjeUvhf9I/Ou31nVfD/AIu07W9He4t9a06Ybo+00X8SH6gV98+D/FGm/EHwhZeJdInjlhkJS4ResMgxuQ/SvnH4kfDyHSteluWiitwqgi4SPaWHZa5TwZ48T4Y+P7LVfLlbw5eOsOvWs/QQjhZh/ulv1FdWEx9SCjVp6rqjgq4KLpWqbvbofdFtp6W2ptcL1fGfwrSdUJlV8/vMY/D/APXUdpcw3ltb39rPHd211GJUnT/lpu5z+W2pJP8AWmvfdebtO/yPKlg4xekfn/wRsMXkqUi6d6dJ5xwPWmUhbb+NL61M0qRvZ9ivcWqmPF191ulc7rG9Y9Mii/1KXR2/9+3rpnl5A9a5PxK/kPpJ/v3Tf+i3qJ4mTtfuvzRw4imrczJrPf8AZhv6bFx/3yKsO+zGe9Zdrc7rRPZF/wDQRUrzEEP/AHa+lmr1ZvyR5jowcr2LZljx8/4VR1Bt+lTpDxlDupPN3Hf/AHqguJsWzD+8pFebmknHB1LdVb79DrwNGU8RCCdk2l959F+GZZIPgChbrFYO4/DbX5AeDxJH8ffDN1N0m1QTr9AvP8xX66ZNn+zHfjfsKaLO3/kM1+P3gjUEn8cfDDVZH3xxWTmT2T7ON39K+BwFC9KdTdqKj9zTufeZlSf1a8nZRny3321v87WO11KGyk/aIvLpv+PO7usJ/vEtmu/8ZW8U3xU8CyJ5nm272tu230ffj/0E1xyW0b/FvTbpZNkMmrzTJ/ueY+3+tdtqSWesfE3TdQtbq3R47y3WQS9T8zYx+tdOIU54ZxSa2/BpiwVF1MepKWjT/BNn3xowaysbC1TzPNiiQx7v7w3Yr8ofE1rFe/Eu6uv+XfUZZ7eT/roZZo3/APRgr9brn9ysUxjRwlojlm6DC9vzr8mLi8077Jol5NdRoEllbancttx/KvNlSrTrOffod1VL2Sqt2PkPStUn8L+JYJ9Nfa9rfmBR6hHKH/0Gv2k+CF62o+AL+/ZNvnaZGSfU85r8U/FWnSaTrOrxy8tcXzTD3DOuK/Z74DeVF8Fomlh8ljZxbT/e+Q1zSg1U943p13Klyp6Ha6ns8u5DxeenmEmP6Ac/hXyT8UvBk0lxPNbj9+pNxbv/AM9AfvR/jgV9S39zHBoM8758pZCD+NcHrlpBqugvDH99B5tv/vVvLD/WsLPS8uh14HOa+W4ym2+WN9fO54h8DfGxMv8Awg2rvhxK0lmP7pP30/4Dhfzr6TMhEoLptjEhBPrgGvhHxhYaloHxCttU00bWNwJvM9WU/vI/+BZX/vmvrbwr4qt/FHgmw1a2bAmYxvF/zyZF5X8M16fC+Yc+G9hU3h+Jn4hZJyYiOPobTtc8C/aRmjXxl8N3K7lWxvTF7HMHNeX6ReHWZbKz1SOS6njwUu16Aeh/KvQf2jJi3iz4dgdY7C9x+Jg/wrxLQdUvG8TafbfwtOn8zXfW5acZtRWzOCKcXSsrH6s/BeON/DVt5flsIFQbl6nOev5V7v40uFtPhD4ju3fYE0yc/X9zJXjPwcXyNDgzwzBc/rXo/wAYbxLb9mL4hyvxjw9cgH6pXz1Oso4KMn3KqVf9tt/KflP8EfHEmh+MUsbt43tp5POj39gRz/MV9SapoUdhrsWrWSRtpmot5nyf3jj/ABr869Pl8u6s7mC/jjkj8p0ZpNu19i7R+PP5V+gXwo8WReKvhyNMuTHJdrnEaybtrj7x/H5fyp5Zi4YSqox2kTnmX0swpc8viWxynxu8IS+Mvg7/AGnpdru8QaVIsqn0hX/Wf+y18LTKJJmdPuuxcD0z/wDqr9LYb6WLXLi3vbbzLeVWimT1jHDH8Mivir4yeBn8B/FCeGIZ0nUE+0WD+qnkj8Mj867sbF0ZLm+0eRkWLVWhUhU+z/meSBCiN70yP/WNmPf/AEpY5v3betQs+5s/3a4J1PdPYqQp07W3Bv8AXv8AJsqKR9pX3qO4uN0QB7VAJv3amuadVW1JV5vlRI8smRs/GoGmkLhH/i6VFcSuYvk/GokuHWD5/wAKSxMeWyOpRjy8repuWV2ttdq7ZLR9B612sPjia3K/6LsVhjPmbc15XHcbrkZ7VeH7y4z/AAqOa46tNVNZ6s6aFapTkrM+gdF1RNQ01JVTYSef3m7NXbl/s7+Z61wvgr7TJps2f9SpXZ+tdfO6MxC9R1rxKvNGpZM+hwsVJqb3I44rae4MlzB5qkHB/u1esIY4xiA4DN+7HpWWv3zWtacyYX/WEjbSfM92dDpXu7n6MfCiLyvgIjH/AFhaLd+Zr5D+Jd3j9oDxVzjF5/SvsL4WReV8C9PL/wARXzPz4/rXxr8Sv+Tg/FuP9X9t+X8q9jMpv6vSmup4mXaymibwp4om8OeJtP1e2jklvLK6hvbZFfaGlt5FnTP/AAKNa/QLTv203uEjefwWbkhcMIbzy2Y7m/i2Nj5dnp1r809Jtjc65boD83mDZw/XnHK9O/Wv2D+Gf7OPwf8A+FE+Dru68G2V7e3Oi2s1xNNdTMxkaFNxHzjHNeHKtRSvNXZ7mHlOcbXskfLPxf8A2i7/AOI+lWGi22gWei6NBeR3jlrkzT+ZGCFw2xQfvn1qD4XlH1+BlQhooisjt95nJJOfzH517V+0N8HvhF4O/Z11zXdB0ay0bxTFLbjSw+qyt5kpuIs7Y3dskR+Z+f5ePfCC1LSW0nOGjibh+OV4+X+H5dv1/CvZyavGUvdhZL/Luebn8ZSo8t/6R7T+0Vc/Yv2Fb6X/AJ6NCP8AyKn+NfCPwy17SfD3x58Pa/rRb7FpesW944Q/P8k4fgd/u19pftST+T+x5p0H/PTV4f0Df41+ak7eSiL/AHl/qa5q8176YZHL/ZY1O5+kHxI/a4+EXiHwdDYQ6N43vJlnEkbrpqCNCpK9WkUn7v8ADn8OK+SdY+IXhjxNJdR2Kaha3RuTcRLNp8mePUs7Af8AAcfjxXgb8yAlN4PX2qxA9tFewyqmwrnd79Kyjj3DCqgo6X3NalOnKupttP107bH314H1NtS8K26u8byOgMm087MHOR27V8ieNtM/sj4n61ZHvcGZP9xvu/yNe5/CfV457ZIhJsDgEj1xn/GuT+O+nbPiBYarbpsjvIWWY+uzbj/0I12ZtK9ODOfCzcMROlJbfieH7wiDPenxuHl47VQ84iTA+4OlW0fev0rx1FON2zvqpOOpr6Xp0ms+M9H0dLyOw/tDVLW1M7dvMnRMfjur6jP7O93KyrHfWm5ZPLy+/HzAPn5fXd3r4s8QTTW/huWWN5I41YeYUZ1Ptyv49az7PxRq9siTWWu+ILdtgCrFrcy5Hfjev9fwrenUoP448z6DqUMRVivZyUfVn3defsra2fh5qfiNdb8PPHYwTzSwo0iytHChdtu76D8xXxdf3MEF0UGRGVVow0m5grIrjP8A31W1p/xT+Ka6BJplh8RvGsWlvE0T2s2rPJCwbqrBnb9Md+tcdNZNNIjPII2IwyqOC3c575rhnJOqm0dFJVqMbVmr+TuB1CDd1pPtsDdzxVe70byrPz9+/A/Kp/COgNr/AIhliDxosUe9t1TKhGo9FqdE6soQdS+iGSXUHHNRfaIX6dq9lHwy0yJIg80eWQO233qx/wAKy0OXaqO7y/7NH9nz7nI83j6niQaFpF9qkTyftD5z0r3MfD3QoF8p/M80dd9I/gLSAm50t3QdPNjRsfTd/Sl/Z0+5Es8oxWzTPGtFE5up/scHmOImJfzNuzkf5/CvYrfWtT0/4KeMDBYybr6BoZrhZ+mMY/maux+FtJto0+w/Z4T/AMtPKjRc+mdv49avrp1ulu8Lz5if749cf/rr3sBjVhqLpNXbPJzBQr1Y1NfuPm7ZIsCrKZGcAAs0m7OAP8aoS2nIIB5r6Zk0XToLYkQx+UOrO+2oYbbQJUIhkt2mTqPP6Z//AFV4jwzTlJS3PWlmcnCKdPRdT5rjtJCGCx78/pUq6NPIpxBJ5h+7tj3V9JtDooHzPbpIv3j5m6s+a78P27b5rrT12/d82RFz9N39KzlRqNaTZlLNIJfBc+cJ/D00UbM8Mm4/eLR7cUeH/C0erarcjz+IQN437cZz/hXuur+I/ClppjXcuoaXFGq4LpcQ8HIxx3r89vDnxg8b2mvNaeFp9HvrEkJE0tv1DAdDH16d/wAO9ejhMFqnO7HWxkpUHKNo/mfZMHgPSoY8j98xJ3fPuxVuTwhpjW5GzYR0r4u1D9p7xxo3iy507UdM8Pb7cATHy3ViQeMbvqeleyeNPjD4h8KeDtBvBp9p9t1CzW68qf7jhgMbf8966ZwhF+5DU5V9ZdNzT0PXm8G26wF/4VpU8F2ckG+L7x+9XyHP+1L42Dm3fSPDcRQZ2rHuIz6/lU0X7TXjYxof7P8AD6x4O4eQ/P8A3y6/rn8K9BZHVxcVN01oefRxlahK8m2fVU3gi1K7HP3jx+821YbwXapMIo/7vP8ApFfM9/8AG/4qW3gaDxE/hvQ7jSZWPzrHMu0Lj/bb19q5uz/ae8ZzM8sehaPcIQNq+ZMoTr1/z2rjng5TnacdUdlPFVlFtPT+uh9aDwLAkzyfvP8AgMm6kk8DI4EiPImf73evmOL9pvx4b23gk8PeGoY5WxlJHZj/AN9f0r2zwd8R9Y8WeFTqN1DBCxlMQEXT5ev86mWXRt70NCa+YVqTVmdRN4PxAyrN+8AytfP/AMSvGGn+AfGx0XUILi8kaBZV8rZ8ueud3r7ele/T69qTW3krwquCfr0H86/Pz4x6hNr/AO0Lqkd9/wAfemxrZH6Lkj/0KuHE4a8lyxtbpfU6qVeU4+0+JLc7+L4x6BJs/wCJfqqAuFO3Zg59dv0716X4H+IempdDxTf6fd/2JaSmOWbyPMSP03+nQ4+hr4yt7R4tN3fx+cuz/wAez/SvofTCll/wTtup2fZcy6vJt98Y/wAa5KlCOHqxcI2ZFfMak5qlNXT7aPv5nuetftFeCtX1c6fZSXk0z8Rr/Z/yN/unt7/hXMahrcerQRxQfLKXAWOQ/dz6Dt0r5O+GOj3PiX456VZR3OyZmeXf/uL0/HNfT+lWT2vijTbC7h+zSGUNn0wx5/GvTVOk7KT1Z9bw1leBxNCc5z99J2Tdzury8v8Awl4aE6w28xYxo583bt3Zxx3oro/Emnrqmn+SkMdwg3BnbqenSiu6pRaatG58ny4arJylK2p96SaGhdlSTdnqP7tefan4IefUnb955efn2fp/WvoORbVWUjy8nOdtZN08Ks3vU0qUqE1yoqc6dSLvKx87N4ASRtkfyoejy9V+lbFt4A8qBQHl+X+Juj/T/PevUZZYPOHXvUwu4IoT85QmvT+trladO7+44qWAlTu+ZanNaf4dMFpt8vb059a1E0vyM5yN3pWidThWEfvqz5dZtUb55uvSvEqYe93ynrvFyjBJ9B/2P/YZ/wClPj0vz5PuFNtZ0uuWu5Nj7/WrMGtwf9NP+AVlTwnNJLlJxGJ5Utb3LL6J++9fekuNBR7cb/wq7FrKO4CRyP67q1luXeJSkP14r6DAYHlmpHi4zHfu3GzOPTw9H5Y2fjR/wjyeYu+Pf6V1/mvn502+nvTh5krfIm/HX2r6KL5VY8ScHNXTsYS6DbiIq0GCyHB9KpavaCBFQvvVY049Otd1b200kigpsHf3qxc6JDMAP4qJSdtNzDkktbnlF7ZaeLWGZ03sw49ulUhoNvcW3niGPYP71ezLormBYym8J09qnh0JzMAE2A9fesJVasVdsHSpVNJRPBo/DMLNK1okaF8eZt74zj+tbdno11EgRI9+3r7V7Fd6VY6ehe5ubO2D97idIwcf73XrXJ3PiLwTpaSSXnijw1CR0C3iM35L/WslnTg7N6CWXUG7JSTMV7SX+z5IriH5JUMY+pr8tJbG7s2igmTY8USr+HOK/SXV/iv8PIUJtdfOozHI8m1s3YfUlf615pdfELwNcXhlvdBuPEIY8rLb+Xv9gZP6fj2rzK+dUlPmk7rtc9jB5fXp0nTaevzPiHfMVOfurXU6fdr9iRV+93r6J1/xJ8L77Spo9I+Ef9k6iRgXX9qouCe+1ev414LfWi2l5tC7GYliu/dgdua7cozeljK86cbrl/H/ACM8wy+pQhdjZ32hD65rmL1981bx8vy28z8K5+/8vP7v8a9bGSVVpNHzmDhaTM0vt3e9RK+Vkf8Au4qufM85tn408PIqP5n4V5VaEYrRHvU/hMW9L/braRehY5/SvaPANwjeFJlXqN+f0rwzUp9lxZv1xOB+dew/DudI9Dvo3/57kj8c15CipVEmzvp35dD0O2m+ZP8AcrvPBs3l+MvDk393Voh+Yb/CvPbXZh5I+oBrr9Cnmg8VWNzL0OpacF/7/iu2lWjCcUtdTkm25Wa01PuCORx418Obfum9cn/vh69m8RvC3hKPP3gi/wDoK14tFGh8UeHGfvM5H4xGvUfGmoLYfDCa8SOKVbaxWVw3XARelehOS+s1G1fY5IYNRoqnHVo821jXdF0GzjudTu4raAgkbvvNjHT868t1D41WxYw6HoNzdxM4T7VeXHkw7T1+b+nevFru5uvEfiWbxBrjm51CUA2wl6W0WTtx9f8A2WpFSV7pFPltlvmZO9ceJzzETi4xski8LlFCDvUjc+qPhZrd/rmna1qOrmzF4xEcaW1v5KLGu7b8v4nnvXSeN90vww8Sbug0S4x/35evOvhNKqeE9RRfvJKuf/Hq7nXL3f4a1NP+nKf/ANFmuGhWlZ87OqrQUY+5oj4dvov+JlcgLE75BAbrgDkj6Vz+szz2OiR6jNa3v9lzTLDFqH2fzIvNPRWP8Pf9a9b8I+E/+Ej8Xosyb7GHY8/12Db/ACNen/GPSbGX9j34jRbNhg0NpofeSFldP5Gqp4eaoTq1Ve233oyr5lTpzjBq58a3bkK8SJsOcShT8m7uQO2a9+/Z7tktvGGt3S9Tp4jb/gUi/wCFfNOmXMtx4e0xrridraKRv95kDn/0IV9Wfs9xO+j67qDfdBVV/wDH63yyEaleKSt/wxtmjp06F11PptjmJR/dZl/JjSK7IGIbaSNq+7HoP51ABtjQf7INODbVPvX3vtbxUWj4anJ+9JHlHiLT/wCwdWkuhbbNKum/fL/zwlHU/wDAs/pWdaX02ja9DqMBlkjGNyr0dT3P0/rXrlxbW2pWE1pd8W0gxI3oK8gkhv8AS9cutIvkMMkHz20n/PSE52/l/WviswwtbCV1UpRsj63AYyni6PJW3R3viHS7XxZ4LDWkUUszoxgl/gbONwf6YGPxr4K8c6M+i6vLYX1tm3kcpGV+4T3Vfrx+VfZnhzWm0q/bTLoeZp9y4a3k/uSnOB+P9KwPi14Fs/Evha7vViijuMBJA3WNx3H1/pXrUKkKiVSC23+eh5WIhUi3Sl12+Wp5H+zr8S5tHvm+G/iGffYGUvot7/zzkOcxfh8n519keYVLKV2yA/vPdu5r8oL6PUPDvjHypZZbO9s2D29y3RZB9xh9Ofzr73+EHxG/4T3wasN1JFb+J7SNFvd3WbOcSD/e2n8q7ofupLXc86ryzg79D2nzjUTynzE/Gq3nsiA4kKkkAt0JHXFNa5Lr6V1xrTvfdHBNRUbpEks373rXFeLZv3vh3/sKD/0TLW/NcbZAM9a43xZJ5cGjy+t/j845KzkueSMqlHmpt3LthN/ocP8A1yX+VSvcbZ3561kWkmyz8vPQA/mop6TP53y/d719M6tpOdtzyW+Rl6S75Wq883m2s3HSP/2ZahldGc7eo61JavtnQesqfzrx82alhpXXb80evlKviIv1/Jn0T4tl8r9kjxW4+9/YU4H4wmvxBlvdRsoIGt/L81Y1KFo92Mqtftb8U7r7B+xL4vm/vaDMP/HK/FKMfaxGOm1I5N3p+7Wvl8rxUuSSWlj6utDng0JH4k8WXEMq/brLsSGg5GM9K7f4X63q99+0P4Qtr6fzrWe/VJP3e0AgjFUr2wgsNBsC6eTLcSbo3/56+v5cfnXffB7T4j+0JpEM0e2SK6EwPritMdVqVKLjGVnpr80YZdBQxUbrv+TP1P1y8W28J6/O337bSron6Jbvj+dfgHr+v+IraWPyL2S0tpbZZ0C/x7yf8P1r95fF82Pg54zlXr/YV0y/UwN/hX4P+J4hJ8KdJ1OX/j9iRYpvpIBt/wDQTXIqzhFW0fc9x1IRvHe55zd31/fLHJd3UkmJON/fg1+5PwP2f8M+xFU2nyYsn1/crX4XRw40w5/gnUf+PCv3c+DUX2f9mmwk/wCesSfoo/xryViv9pT3f/ABqTh7rsXtdMQ8KN53QsQK8+W5uLJPJ8mS4gxlFX3rvfEw8/wnJEP9ZnK/hXmkU/2q1cH/AFkQAb/P4VeGxcqddNs6K+HWJouNtbHAeONEi1jRHixcRO5Msf8A0ydfuj8cn8q8i+GXiq48M+PJtBvQ50+9kZZUb+CX1/HP6V9KTQreWEts7bIjGSz/APPMdm/A4/OvlL4keGdQsvEf9rQeZbYC/bdnecdX/wCBjb/3zWeMbwWO+sQ2kfU8J46nmuWVMsxG6TSe/TQ3/wBpGUnxf4DeR9832W9Uj0UfZ9v8zXjXhX9/8VvD8frcp/Otj4h+MH8XeF/Bd28MiXekrcQTlv8AlmG8kKfx2H8qzvh0yXHxq0KFX80vLuLevSvSqY72uGlLqfOVsueGxNPD1NJwjy28lrf59vxP2G+Gdp5HhNPaUUz9pXUFsP2GfibcN97+yUiH/ApU/wAKvfDRXk0KEr91Xwa4H9svUUs/2CvF23kyS28bfjKK4cVBzy72aV2rfmjyqDU8Yk/P8j8c3mf7THG0myMIfx5Net/CHxxceFviHYvNP/obyAJ/vj7v8zXhCyYUj+6zL/48at2l20N2CH2ZGPx7VniJKdOMY7o65zhCqro/XnX4INZ8F2/ifSX3ucGf/e/irzr4reGYviD8AbhIP+P/AE2Lz7X8vn/9BWuU/Z1+I6az4RfRNRMVzMEEJgbqwG7BH0/rXs2k3kWg65rOnXQluNPZCyI0e4bucAfTNe3hpvGYSFNr3obHxuPoTy7MXW2jM/KNhIkkiy/61CQ31quJd7Ej+D+tex/HXwjH4f8AiQ2s2cO3RdRkEka+Xt2S/wAf/oS14TgLLIGffNvJYegPT+teXUbV4tH1FOoqyjNLU02udykelVDKQxxVc8YPpUUtw52hT061grG9pP7JPLKSozVDful69PSn75GPz9ulOUZYJ03USlyK8dGXTjT5knuTIm7Ge1dR4fif+3o/LfZLtfH/AH7auej4dE/u11Hh1UbxPHu6hTisHWclqdHs49D1TwaNmszx3D75HX/2Ra7y68PwzkSjrsBrzjSUmTX7LHQ3Ar3ZonkDF/4TXjVaXLfXc9jCzvGx5odJmhnwE3g1eh0+YFT5ez5h+NdhJD5kgH92rtrZbp4z6MK51T1R3+0tFo+2vhhFIPgHZq3UBSPwNfHfjrTbm9+O3ieZujXxA/ACvtX4ap5fwDsTnpI/81rwG90i41D4v61Fa2txe3E+pNHHbwf6yZiBhV/2j2/GvczOLlGEUePgKnJOUe55poPg3Vr/AFKO202O9nvJsRwx20HmO8hI8se3z7a/bf4aaRFofwR8M6XFYvprQWEa3NvJDsdZ8fvi3qS+6vJvgb8ELH4faYviDV44bvxjcQAAkfLZocnyx/005w574H1r6PU/KOckAAntmvlq81e0dT3Iwurnn3xXR5v2bvHkCWn27zdBu0MXrmF+fwr4P+E9oYWjilGGQbFHpjt+FfpZeW8V1ZSW86CWCVDHKh7q3Br4x0/w9baL8Z9esbVPKhi1RxGn91Djb/WvZyCV5tHDnSbwU7f1qjgf2vrh7b9nDwnE3SbVYsfgP/r1+cs5bzCB0Dtn86/QL9tUeT8IvA2njqdQmlH/AAGNf8a+AVtrl7SN26MisPxVanEfaMMBSlTy6lczpdvy4696ZHsL7X7jirMlq+CX7dKpFM3A/wBkGuC7Wx104R+KWx7l8NNSFvqFtBF0LDdXsPxh08aj8GH1CKDzZtNIus+gGAf518x+Dr77NqcLb9h3ivsaGNfEHwn1Kyd98c1mVPsccV6+BqyqYVUn9k8/HQUcRCaWx8MB1dI/L/1caiMD0I5P/oVXU/1g+hqvNpstreSWp/1kMhjb6A8f1q5DZ3RhYR/fOMV49aqot36HerQake2/s/8Ah3RfFn7UfgvQPEdqNQ0O7nuTc2pkdRIY7WaVD8vo0Y6+tfmDa6rqur/tM6poCXM0NndeIJLfy45XYqWnyq4b1UjpX6o/APxX4R+HX7SWg6/438Q6X4d0tLG7Zpr44WZ/LCJEv+0TIMfSvyP+G9yZv2n9IvJ2EUh1B5i925XbIZmfk9NoRuM+pr08NRlJ6bWv+DPLqxq0KUpVZbtW+9H9L17+zx8HNN/ZnuLr/hXXhyLWLHw61ybtLQR3BuFtiSzP65/rXy98Vv2VtAsfgVrV54AGt6P48srYTwP/AGt50cxiX95EE/hz8v1/Cvs7xh8Y/hIfhZ4gsofiP4Ku7m706azghh1e3dlZomVQwU5XndwfevIdc+PnwqSGe7l8e+Go5g/mywrqCZ3MiEjC9cnb1rylSq+z5orVs6MZjJQqU+XWPVLrofz1al8YvG1vq15YawbbEEzRzr9m+aNwcbSe+P61e0T44+KdCuzd2yWcskmAY3TbuAzj+Zr0z9s+L4e337SMvir4fXUF5Z6pAZNYjiHEV4MbznvuDL+VfLvhWxGq+IbCNmElokolIaTaqhfvE/8AAC9e5hsNGfK0uV+phjMROEb307WP0b+BHifxn8abjxIkMllbnRYInmt0+UsZvM2/P/D/AKo/X8K67XW8a6DG9zqc1xbiEbSBH5gA7fP/ABV2H7Jfiz4V+B/h5qUt6l7o/i/U7tTqeo3I8yG7ij3/AGZYz/DtRzn/AHhX0x8TNO8P+P8AwfFrHgTXNGbV40f7XpvmozXMJ27uG6Y29vWuueTK3O5O/nseVTx8Z1FF3/rU/N65+I1/DdrbLr1wpmbCr5e3P+c1wviP4v65oHiW20yfVLgxXJMan1zitT4wWXhjToLXxDZad/Z9814bUW8Em1wUH+sXy/7ue/8Ae4718iXGkaj4h1/+0bhbhw0Jit7V5HZpHDbhI271x29DXM6CjSlTerez6LX/AC0OqrGpPF+2g0oPdPV/efc/gNfHnxF8Gapq2h6pebNOlWBwsbtnO7H3f909a8/8UeJ/HOjareaNdavqlhcxD7y749+f97rjHb1ri/g7+1fefAiy8Y6PL4UsvFf9uSoxLX/2drZxncPuNuzgemNvfNY/ib48Wfxd8a6jcR+F4/C897MbuSZr/wC0bsAAAfIuPun1zn2rfESwaw96avJb9j0uV05Rsk/wPO9a8Q/E6LULi4t/GOuNCT84S7249P61zkPijxZdyst54u8SLJtJ3JqTrjH+7/WvToNzy73aXaxBAbpz3H1ri/G1gmmL/akLyIruscoTvnp/Wpw2MpOPLKCsXWaUHNuzOZstc1e5mma51rXLj5gFkn1OZt3XOK7PVdQuV8PaZFPe3E0M5ZWEs7yc/LjG7p+FecWFvqF3fK1rp1/dRvLj91A8h+X/AHenXvXo2p6HqN5Z2z3OkarYKOVa7geMORj7u7rjvj1FelWqU4QsoXT8rHDGcJu0dZHifilb7SfGX2K4j2KAGU+oNex/Dq0RbmC5Xq7Kx/AN/jXNJ4TTxZ8VrO3vZbhZZD5bvBJtdDsbaB9efyr6U1zwFp3gLxZZQWEtwbIW8TNHPJudJPJ+Yn65H5VnCcVFtR07HNmU4ynCCet1+Z8Q+I5TqPxe1FFTc8moiOM+jeYmP619Q/HaeBNR8BWttJvS18GWCSD0k8v5v5CvnDQ9Mlv/AB3Jfs8aWUepmVt3orn/ABr6H+K9nBf+JrO/sZI3spbGLydvQHHzZ/SuOMKLpKbunLp0PTr1eStNeS/Q+ZrldszT46mrtnvNs7qm9XVlP4o1d9F4DvdRkeQXul2YwCN4+916nt/9eqo8HXNrdSCXVtCmWNl3RwXPmMw3DOR2r6jBZhRp0HHnseHipys2otvufbXhWwW2+FWiad5UYjFjE0ol+426NcA/rXjnxN+FGnS+G73XvDaR6VqtsfOltYvuTqP4R9ea9a8O+JdM12x+x6fOQLYLFs7AqozitfWruG08J6rqDPvazsprh/by4XIrzKnvU5trXp95zYXESdWKb17dT8+LC7SfUo/LfcygOV/55NvTKfh/Wvrv4YGGD4OafAn+t+0TySf8CkOP5Gvnf4I+FbHxD8XV0zV4ftOk2sKgxee8e8gYH3evTvX31qHwt8EeH/Bt5fabov8AZ99HZmZH/tB+ASMcN1/CqhhniKTrSekevboRiK0IZh7C7v8A8A4+eZktfOVC5j+YexyMV8F+K9Lu4Pjz4luL9Nj3WpZb33YZf/QTX3c0hgg2P1J3mXHTcU79+lfIXxguUPim3hg+byNNMjv/AHszMo/nXgYm8ZaK67ntYWvGnFxlszt4fAmhH4JeCdTnidr3UNPe7kbD7QDLIoDFemcHGfSs74oeHbXwt+y94bW0kvQ96pkFtLcPJHFgjlA33c55x6CvYPFjRaN8PPA+lfx2/huwiz6brdG/rXnf7RtxLB8PfCGkJP50x0yKSMf3Rnn+ldMacJUW7amrhTnWjFK6f6anmH7ONu0nxu1C58kzSQ6XLv8AbJH+FfcM9ja6raqXhktpsfJKv8PAr5L/AGabMnxF4m1GKTa7WSKB64kG7+Yr7FE5cr5KbYiWyfU7mzXiLIqeIm6ik015ng4mnWeZLEUqsotdL6HG6VoupWviwveXsl7p8fd+x7UV6BGiryvU9aK9CeUTk/jf3nRnOPx+NxPtW0tEtv8Agn3ZI7rGWk7dK5jUYHk2zJ3zmvWdX1v4WaYH/tXxp4ahHOAup7m468Rf1/DvXkOrfFf4S2iTRaf4t+25zhbW3eTGPdv6V9JiMRhFTfvI6MNSrStaDsc64n+0hfetGOydtjPzjpXmN98WfC/9oNJHa+IdRQE7cWyRj82qI/HDT41C2Xgu5LD+K/vNwb6CPp759sd6+fWNwtK9mezHA16kOWMXc9VMOJselZV5EmW3/hXjt/8AGvxNcyFbPw54b08j7jOZ5GP4dPzrmbj4heNL0nztRs7VvSCzghx+PVvx6fjWdTNKLi7M3oZXiotKa0PdBEm+Py9+c9Fj3Zrp7C3uDh5LWVI1x8z23B/HtXyNPrfiO4k/0rxJqrhvuqkiKPf7v9apy+eygz3t5Pu/57ybs/SvOlnSg9I3LnlFaX/LzQ+2JdR0W2kButU0azK9fN1Hyyf+A96WT4g/D2ytyt14x0ZZMcJFvkY+v3ev418OJb2ayE/Zt7n+KrTpttzjgHoKS4hqL4YJMiHD8L3m2fXZ+Mfw+tJ323uu32en2fRvlOP9qR1/TPvjisW4/aB8J2t3utfDHiW9YdGe5tbdR9Q3mk/8Bxj34x8rs+yGP3qMzJtJft0qv9YsW9FY3jkOGi7u7PpK5/aM1MMz6V4O0qNX+815qEkjD0wFRR6+tc7c/tA/EGVW+xJ4e04H73lWe4+3Mn49Px7V8/zahBtI8zZj9aZHdpNGFjnBP93PJ+g71yUszzGcmnO9zWjlWEoxfunrVz8YPihdlh/wl1xAp+8LW2SPH4r/AFrnbnxV4u1FWXUPGviW93fwNqrqo9flX+tc09pqMWmfaF0TWbi3AzIYrB9pHuV69+teS6z8YvC2h3slpcw36XCkjyPIeMoR67uv4U5/W27yuzWnQoqXutI9YmzNOy3LvdOP4rh3Y/m1EdkiShkREz12V80337Q2mR7haaReSHsXk2iuRn/aH1+WRo7bTLO3jP8Ay0eTcVrmlh8TJ6JnTPEQc15H2QXRJWD49qctzCr58zZXxTbfGLX5vEeli7e3W1e9i8xov4ssF5/76r37xiJdH+JOqaRG++K3K7fbcoY/zrroZPUrNRekmY1cxhSTbR6Tc63ZQtIZrrZhTt96wdT1G1nvY5Lebzt0Q3e1eSl3LmV5Nu0cVuaXclrSOXfvwTX1uSZK8NJXmmfH5znFOvRjSUXodLO7quU79a5q8mfcN/vitd/30qyc1jXzoyMG6j7tfR4uTlZJHz2AldS0Msy/vhT423Tt7Cs6Tfxuxt7UR9e5rza8FyNN6no0vjRz+uNtmU+syivW/h5Jxc2//PMg/nn/AArxjVn23AX+84r1LwBe51XU4+my2j/ma8Sk7YhL1/Jnowaq05Jo9itH2Tt+Nbuny/vbf59m25jf8mFcabsHVJh6zH+QroJH2aXNL1/0dv6V1xp2q0qn81/yZjNt4eUpa2t+aPvy0Xz/ABxoqb9+7dJ+ax/4V6T4/i8z4RXf+3Aw/LH+NeZ6bIr+PdEkb7zeYB/47XqXxJXyfgnqpl/5Y2rbP+BFf8K9Kq1yO5y1KShFNs+F54sLEnJ2rUKJ5dxG+Dw1TXRYysG6bsj8QKoocIx9HX+tfNUuVylZndKm24yWx9BfCn59HvOvzy/yzXe+IY3/AOELv2TlobeY/wDkNv8ACvOvhJceZbXkPrn+tem+I49vw+18H/VpprGX/cyM/wBK6sJTXs5X1Hi/3dl3PJvhJCn/AArqe+H+tuLnD/8AAVXH8zVX46X0Nv8AsyeI9Pf/AF2qIlnH/wACbcf/AEEVj/DDXrWCz1Dw7NPHEUka5gVv4oSMk/hgfnXlnxU8bReNPFsdlpYSTw3pzDy7lf8AlrJ/EPw2j869WvjIwwMUvt6WPHwmWyrY5tq6j+J4peMLaxjT+LyF3fko/pX1v8A/3XwduT/z8ajJ+gX/ABr5I1FmFyZH+8rmQfTcuK+xvgbY/Z/2d/D0n/PbzZPzles8ipWxUn/KdWeVIug4wSsrfme2LJ5a7PSneZv/AApsj7hj0qMPsVvevsaVTni5WSsfFtpasm8zZ+NYHiHSRrejARP5eo27eZaP6N6fjitVHLSN609v9U2emQTiuTE4dVoOLdrmmHxEqVRVI9Op4tbH+09NlnkixIJmilT0mHU/jXoGgapLqWnG0v4s6jCPKmT1Tnafw5/OsPxRZva3/wDblqvmxN8s8fr6H8OaxvNliuIdStG81kGS/qD1H4V8zhalbC1XGS0Pr61OOY0lVp7o8o+MHwv8yO41bTm80jdKr/3kXHmD8MrXgPgvV9X8I+MLPxBapLA8DGTavSeLuh+tfoHNJa6z4cDzJujI+U+h7/0r4z8daC/hf4gXNmy77C5cTGVvuRezfXP6V7dKU3pN3v8Ah1PKnTo1H5o+zNE8Q6f4l8E2mu6W8Zs7xd+xesL8bkP04/OrZl+UV8ffCPxmPCHjSTw7rE/k6FqMu+Ar9yFufu/72R/3zX1pu8qUgrt3fMvup6GurDV5zupO9jgxmFjTd0TTS4gNcT4offpWme2ox/yauklPmSu3pXIeJ/3mj2f+zqEX8mrtpStNM86pHmjYsRvtgj91/qanWbOaxrabECD0H9TV8y/KvWvVk+SS8zyKlFKV2yzJN8y1e0n994gto/WQVjb93U5rX0NnTxPZOOgnUH8a8nOXbCyk/L80e7w65SxMXFXtf8me2fGW3uJv2M/E+nWe83dxp3lxKke4nJFfk1D4A8VaZdeddaRqsSWsebiZo9qhMDNfr/8AEcInwUhReonBP44r5P1eNJdD1NT/AKxbWV0/4CvNeVlWEjGDqXO/HV39YUUte1z5S8ZWTN4I0RimJLVxPE3dkfCDP/fVdh8EbPzP2oNBc/6yZzI3/AcJ/wCyVnXjxaz8GvCsrf8ALe1uRJ9Y2TH/AKEa7D4B2kk/xq8P6i337dXRvocY/lXFm1anCm1TVtV+aPQyv+PFy03/ACPuT4o3/wBh/Zt+Id6vMkWiXTL+Chf/AGavxb8V6Z9r8FeNLD/lvZ73/Jy3/s1fr98dJWg/ZI+Jc1u+2ZdEmyPUEV+Xslkz+N58Jtj1OyEKn1JEiH/0ZXm0254mpzPodTj7Gtebep8tWlv9p8KmZvvrKrt+BWv3Q+ESbP2WNEH95Q/5qtfhxY3D6ZaT2i9IJjbn/gMnl/8Astfub8Np0tP2XdMgXqsMRb/gS/8A1q8pwcq11sj2Zt+z20YvidgmmKx6DOa8p85LXW/Nh+5LxL/T+Zr0vxS3l6ME9Rn868vl2SxurfexxX0EMLCpRcbanz7ryp4hScrL+kaUpW2vE2/6lufx7Vx3inSLfUdCukkTesoxqH+5/D+tdLp/72Ge0f8A1nHl/rn+lZ+pIY7YwTL5pU/vI/Ve5/DiuClJYqlOjPfp8tT0pSq4LE08RR2Wp8cyaNFoXxFaz123E1izBbuDby7t0IPbAx+de9+FPhx4e0LxDZ6lpAuBPN86ebc+YNvoB/DjP+cVjfEXw5HqfhqS7V/OvrUZf/agbp/3ztP51o/CfXpr3TrbS55fPe0ZQkn+w2do/Daa8vD4nkpVKVVXfQ+6zrDf2nTp5jS2tr5H6K/DuMtoFq4+5t4+vevBv25L/wAj9jCC3/5+Net0/Rq+jfAJzo0cXXMFfI3/AAUAufL/AGd/A9h/z08RpJ/3xE//AMVXs4io4YKikfBYacVjU1ra/wCR+VALx3RK9B8h/An/ABp3nJ9pyOveqssu0jnqA35gf4UiMjZ3546Vxpz5ea5rVjT5ndbno/w68WTeFPiba6mryrCHUSbenfGf1r9Jv7Zj1LwTZa4gikglKs8i9UOOM/r+VfkqGjD4XOcEj69q+2/2dviAuq+Fb7whqsm1zbhceuScVeDxUcPiHV2UrXMMbgHisIqS3jex7T478LW3xC+Bl5bNDu1mLfJZP/ebjH8q/M2+huLDWbm0u023cLmOf/fHWv0r02+n0DxLqeg3cflqszG3k+oHH418v/tMeA/7E8dWvjbS7PboGoiGO4X+7MA24/ju/SvQzfCOOI9vD4Z7nicO42dWH1epvBnzM8u6RB9aRT5c5P8AerJSVwqhjgBAFHoMmkd92D1xXnRjdn1PIX3n2zN70LcZbPTFZvm+Zx/dprPsX61lKVnYunCPMubY6a2vXeYKvTBzXYeFrhINXDr1IOa83gm/0c12fhh3e+uNv3Ratn81pOokXUpQfws9y8Ixfa/Eaz+jGvZ1l2xFPSvHfCjpFdPIPvK3zfkK7w3u+MN7mvMr4qEdT08PG0LHQht0v0robNfMljT1df61wUF3+8610tje7biIf3pFpU8TGVrG/s9D9AvAEOPgTZR+kj/0rnvhZpMN3+174dtpZPJY6u1wrf8AXCKWbH47K2/h7M3/AAouxZem45/7+RVg/DHU7aH9snw7JPdrZxnX7uDew4Ms1vcQwj6mSRBXt5xrRT8jzMhqcleXzP0vhUKqqCcKoXb6YFO/iNKmMvgYyc4/rRXwM5b+qPpO4wnAUgbiCT+hr581jTYYvj1rIhQKss6SN7lo0z/KvoU5yMeoz+YrwfWLiIfHHVUP3k8n9YIq9zI5uNepbt/keTnv+41Pl+aPlr9sqz+2W3g61H/LnM0v6L/hXxPpZ83TPxLfmT/hX3B+1Xcq3xE8OQfwHT5Q/wCJTFfCenzR6frMlof9X5hKfj/kV3QinBye56OVQ9plNPyZdnt9x+5vxWe1om474fpW3ebDcF071ls+x+/NeXWtd3Rx3cm0kJa2qLcCRU2bevvX1R8ML7ztE+zn/VhRu/WvlqOT97nnpj869n+Gt68F2bUdFAY/rXflk3F8i2ZzY+Dced6Wscb460f+y/ivqFqr7UkbzVHru/8A1V0/gP4Q+L/ideXtl4StrKKe2iBmvr2QJBAWzs3kI787WxtRunOOK2Pi/piPq+ka2n3tjA/+O1474K/aK8cfDDxLrumeE7+2spb7DTefZJcBvL3bflb08xunrV0spq4jEzo0o3ktr7MuWIlJRq8+v2tNZdtelnZ9b2sUvif+xB+0NDea94s8Qav4Wk8OaTpct7cXY1Tzbfy4R5jCOIojtL8ny7kXHOM5r80fBqNqPxKiurN3tZpJS8E84C4B3PukXOR8rPnAOeK/TLxl+0V8WvGHhbxhNrfjzXPsN34duoZ9OgjSO1nQxMGQxr9zOe/XmvzP+G0jN4piliaSJotPygXquPL2xr9Bvz+FexTy3EUaipV7XeyXoZ4zB0q0Lp+/LdvrbU/Rb4j/ALHfxv8AAMVtrXiT4sfD95bi8is7axtrq6jjLuzAFVa1UMwYNnBbHHTPPlnjP4VfE7wZrltpGueP9DkjkZh51vpTsFZdu4Fm8rP3h03fh3+pPgv+034a8FfB7VvB/iK1uL2+ku5Bba5bXDRgQN5ZjimC8naVcDPq3qa+VviL8Z7LVfFfxPjZheQTXb3WnRSyOrIZvLiZot33ui5x6D1rz6uAq0241t+gqCqui/d5WrWs77tLseMfEjwLr0+mW9sPElpq6s2Sy2LxhenJ2u2evfH41dtvghe+BvD+ha1deJLO/ivZQW8iJ1K5U8Et/Su61WxvbT4e/D6fUJfPe60UX7M0W18Sys4BPfG6vQfitebfAHhqzH+rFosi/wDAgP8ACvRwlFOi2nZo8nPOWhiPZt7b3W/4mF4f+KmlaL4CtdBbwjJf/Zwyrcprnk7uT/DsbP6fjmsHV/i3atZyxxeFb9cNwkWpIxP/AH0i5/DNeSPd7fMj9HNXdG02TW7+bcI0sbdN1xPN/q4yfug+5wcfQ15UMXi5VuWNRnj/AF6dT91GKaf/AA5meNPFV/4mjsLSz0rWYJfmCpdBMJnbypXr05z7VBqGly+CvhdDrF00k19O4HnN/FwePwz+tbaalpujQHUri3kaV5hFBBN/rJCP4j7DPH1NeZfFHx/H4v1uCztJd2hWK/6v+9MMbx+GB+dethqcVF87vJn1uDUpQV9LdDwzxAJpbdbv+OSLe34k1n+GbjUp9Zt0sJPLu4T5it2AHXNbeuTq2jSZQxSPho17A9Rn8A1dnp+of8ID8EJ9Ojt7f+0PFKrfT3kfW309shQf95s/981x/uXJua0Xmbu17M0bvx/f21m0KQac02MyTfxMTXFy+KNT1WYJfPvt0O8L2B9q4mW6O5ldt0oBWQ+pHf8AIin6T/qZ5PRCa4ZwbqrkXu/j94pxi4vQ/TP9nGNLP9nPRJVj+z3dxe3Lsf7w+TH9ai/aXuWn+GvhWwSTfeXOtoo9gBz/ADqT4QW/9nfs++HIPWNpf++tv+FUvipEdd+K/gDR/wC9evP/AN+7eQ/1r6bGUvY5ZGy+G2vXVpHxOClJ43To9jwz4cW8bfG+0tyfkjkKt9UP/wBevU/izqPm/EzU5D902KxxfgDn+lef/CZfN8f21xs3eXLjPpyf8K2fiCXu/G17Gsm8bnJHp0rOnFewvF+8ehV5XmM5LWyPl3RtC1+68WpZ6chee7u/Jj9PnP8A9auxu7bVtC8VXmnX6Wa3dm3lShepx0zXqXwy06G5+Nfw/U9J/EtrHL/uCZWP8hXK/E2WW5+O3jDUR/qJ76R4s/3M7R/6CaiNCleyun6nqUMXBwb5VocBceLCNREH2FC3TK9D9a6jwbey+JviVYaBcW1ukEoLHyupxjrXh7Oi6y0q9TJzX0V8GtP874uSal2g0yT/AMeK/wCFdtLD0V0s+551eUIU5O1j6p0jQrPTNPWO0QoB8re+P/11zPxGuvsXwL8auH2SSaS8K/8AAmX/AArsQ+5D0+Vic/UCvHfjTdSP+zxrttAZPPuLm3iG30yzH/0GuLMYz9i1Hy/NHn4CNKpioPr/AMA4T9m5Ul8T31/JJvlR/JP/AAFf/r19j+Krp5vBao33S6Y/WvlT4AwR/wBm3lzH5n+kXhlbd6kBf/Za958e+IP7E0HSZX5ie5IYdzgf/Xr0qNaVPL5Xeun5oeNwvtMx9rZ69L+RzFzI+xolfaASWHrXyT40dNU+I95bKkamRghLd+a9V1L4lpHbGG00/UXIjYBu3zE15p4WgTVfjb4XkvfKhQ61DJOH67N/P9K+Sr1HOerPo8BgYxhZrR2/M9++JC+b8RhYb408q6jT5O+0H/GvH/2h7l5rnQYw++OLTVjf23MuP5V6b4hmhvfioEtXjeOS/aG32dk818V5B8VrqHXfiRNHcTyxNaEQsF6Ns9fzrqq1YUqXLbcilgnSzKpya6bHU/s+Ryw+FdcuV6tfiCP6YOf6V9OrdLHH5cf+rjG0fXvXxl4O8T3HhHSWsLZLOS3kl8zL/e5r1m1+J8DxoJLaVv75ToKdLE0+XVnLjMPWlVvyn0ZY6nuYLv2YU/jRXitv470G4yv2ySxlZSNzjp+Paiq9unsc/wBXa3dj1Bfs5ZvLQqvY+tTx7Odn414LL8cfCcd0dn2y5kAJVEj2hq1NI+JI8RRie1tbi1V2wFl/pX586Ukr8rufpUnG257T8gkVn7dKjku4BIRzxXnkur6gdql9g7e9V5Li6kALzye2ylFVG9TCUotaM9Dku4eMSeX+PWmfbrZOZJ8+ledh5mlX57h8fpTxv3Sb/M7ffrZU5t7DqV/ZWV73O5n8Q2cO0B95PT2qjP4oUKBsldj93b0H1riZTUyMiRK7dcYH41rGi76mTlf3uVHbX19qdj4YTV2gsvsZcK5b7wJ6f1ro5NM1BdL0q8klLfapkyPL3BQQcGuasLn7V8Pr3S5DH8qM6b/9x69htUMngrRp2MeQtsq7PQBM/wBK+rwGV0KsLSR4WOzfE0ruSVkfJnxd8V618P8AxZZ6PDL5zS24kgu/I9Ccj8Miq3wt8SzeLdIuptXeS7kWbDSL+7xnP59Kv/teaYbHxV4Ovkz9muLKUR/USDP8xXmXwHk2XesxekJP5moo4GlSxkY9P+ATicZXnhm4ys2e9ajDbWuswGJ5HQOCA8m7GGWvsb4eSJcfBrw3dI+zzNNhB98L/wDXr481mHM8Let0q/mUr62+FM3mfALQpees0fH+zK3+NfS4ajRo15U4pXXU+Tn7Srh+So/h6vX8DvyWMqRibO7JK54bHqO9ef8AjD4XeAviDpktt4i0GynZuPPit/LljPqD/Fn+nvXoEko46/jUDNuYe1dtWEZxaexhTnOlrGpb+vU/Nz4t/shapoOjXniDwF9p17T7cFpNOT/j6VB/Ev8AsjnP4V8TGHyrggGMgMVYJ0Vh95T7jjNf0CJN5EiTbtuwksP7y4IIr8pf2o/Aen+Gf2h72TTrP7NY3tjDeRQ/3WcuWP48V89jMF7KtFxZ9FluYSnJRbuz5hknNta/advmNENwX8Rz+Ffd3xS0q903xVYeIpJJLnT7/TLR5rpekREEe1T9cn8q+R/DfgHxL4xknTQtIub8QxgS+XlVQtnbufoudrdeuPavpbTbP452/guHw5r0PhifQY4BE9jfCBjtX/ppH8xP1/DvVUabpTnWlszbF1pSfK2n89TBe4Bt87Y0DqMBeuD3NbGmH7LbGL6Gvon4f/CLwF4p+Hdlql7pd3azMWilistUulgQpjoG47/w/wCFZfjv4Sab4e0z7f4a8oWkBP2oT3bzMM4243dOjdOte5h63u83Q+dxboWfs5anlAud0LZ7CsS8uEjUu/bpVl7cpIQc4I49Kwb1AvmZ6VpXg4tSWxlRcUryM83cJWaT1xUK6rbHajPsJ6e9QlLVkO3kj71Zd3EipFKh+5Mua8t/vb9DvUZKcba3ItYdltjIj71J59q77wAyRXly46ywDP4H/wCvXnOtS5Ereriu18BOjeKot3/Ps39K8qUWqqS1PVipcl2j20f8haVv+mx/ktbwk863uI9+zbbufrxXLWzwqI9vU9K39MkmbXYuPkAJ/SuiE06sovTlt+aOatDng0ffvhCT7VrXh3595FnCPyiSvUfiTP5fwv1SH0hrxr4VSLPpvg+dfvNo0IP4Qx16/wDFREb4P6uW5IsuPzFexGcZSryT2S/NHLiqVpRVz4i6zZP3Cg3frTh92TH3Nny/mKhklcROrdA3H5CmF3e2Yr02Hd+Yr5eLSm5M7az5eVH0D8H+E1h/7sx/lXrfiFfN+Guvn+9pj/yryX4MbPK1nb1+fP8A47XsPiP/AJJz4k/68Z//AEUa7cvqxmmkZY2lezufn7ey7YYI8/dhH8zXMzS/erWuPup/1yX/ANAWsS66is2nOenR/qdOFqOEHY53VH3WFw3/AExdfzFfdnw+tDY/A3wbbemkRN+Zavha7iluNttD/rZmVPwLLmv0FsXaHTbC0/5ZwWsaL9dozXq5JKo8XVb6HkZzCKoRorY2nfbBSxvuiFZjS/vm5xS/aduO9fVKd2fIqjFSsjTdtuPeo/NrMe4349qI5UGd3J7VUo3VgpLnv5Fq6PnQGEqZA4IKeo9fwrz8wSaX4gaxkm3adLk28nqf4h+GR+dds80vHPy1lanDBe6e0DN5bY3B/QjoPxrxszw0Z+8viR7uS41wvF/CYNs72GohWk3Wkx4f+6R0/nWV428J2njHwrPY3UPlXiqXjn/ven8qu2UzXKzW1yvl3EJA2eg5wfxxWhbXBiM0bx79qfL7Vx5ZipcsqV9WdePw6jJVYq58GeKtOltLdbaaTF3YzYkb++vY/hj9a99+DPxMm1iwTwxrtzu163J+xz/89oT0H4YH51p/FXwNHrNqmv6dFuuo4990i/fMYxkr9P618rX1pfaRq1tqGk3MkF3HMs1rdfx8dEf684/GvQpSTbk1qjx6kqkvidkfoS1xtXaOfmIz6nvXF+Orr7L4I8//AKeYR/5FSqngLxnbeNvh9BqaCOG/iPl38C9Vk7sf97B/KpfHL+d4GX5N+y+t/wAMyCumFXmklYiNJp+9oWFbdd3B9ZWP5k1e/hH0rIhl/dAbNmC34/O1Tx3G0Ef3q+im7KLPBe8omiH25963vDWZvHukIe90v8jXKGXy4yf71db4Ifz/AB/px/uyfzrws8u8JJpdvzR7WQxnRrLm0vf8j3z4rfufhNbx+ixfzavlq+YSWmoDZvP2WQZ9AVOa+mPjVe/Z/BGkrmTm7T7v0NfKN1eoulzSO8kSmGQF3HThqrBONPDrmZGJqRqYnmW9z5t0WUy+G9F00Sb7KL7Qyj0JYZ/kK9u/Z7ss/HyAL/q55Pl/4CG/xr5Cj8U3NhpaQwzZSKWR0l9fm5r6b/ZN1L+2P2iLpJLr7Q0Vk0ko/u784/8AQT+VePnTw9WHuabfPVH0+W017dqL+FfofW/xpGf2U/GUf/PTTzH/AOP1+bVzbiMaBIyb0hVV+hCjFfdH7Uernw3+yBrt4HMcUl7bRbuwBMmc1+V158QdLSFkttat5Ui4VI+qnvmvMwsYQ55NfF+Aq2Dr1nCpHr2VzhfEOnXVp4q16KZAjPrl1J9Q80uP5V+4PhKNLX9nXR7YfeOCfzr8bNM17TNc1q1jhfzLpriHJ/7apX7O+HbdLX4H6OrffWb+tZUqFKEm+ZnbTrTlG0tLdzH8YNutUj/uqK8xlt5EmMidgM0348eNP+Fe/D6212WHzxeaitmo8xFPzgtxu/3e1fFNz+12bjckGhXsjMOS08OOCV4+RvT2/Gu7LsdSgnG542Pwk8RNO2iPsm8S4hjS+TO9G/TvVq723lil3b/6sr831718RQ/tQ6zcDbDoskew/da8Rd2fZUXPTvnrXvnwd+JUfjTw/NHe/wCj3KM7iLHT8e9cOZ1qVOop0H6nv5Xg5VcO4z1O5vZreTTZIZR5sY/1yeqdz+HFcP4E8NS6B8btURmMlrc2ZmtX9ULDA/Cm/EY+LdNWCXwta+bITvkX7P5m7djHP8PQ1q/CLVdW1CWO01q18rUIZ90keemfbt0rx8wjTqSi46M9fK8TiMNRnh5q0X/w5+jngldmio3/AExH8hXw1/wUCuZpfDnw1tok3A3l1Ix9Nscf+Nfefg8f8SSO48jHyAZ9MZrwP9oTwFa+O/B06m4soNTt0kFncXUvyRl9u5fL/jZtq49Me9e9m8W8PBrpY+awrUqs7rQ/EzdmHcX3k4Yj0yq1VNzliDniuu+IXhbWvBnjEaVqdpJZyBMossXlu3+1t7A5GPxrzlxPK/0rhnJWjy6noKjG9pKxr/aY1+/n2rq/Bfi1/DHj2x1a0n8h4ZVaRv8ApmD839K84eFxjeD7UkaqrMrpuDKefSkvf92xrTgqUlOK1R+tEupaT4y8I6Ne6d5j6gYjcrKv8SYXH8jVPUdHt/iB8Odd8D6u8lyJ7QzaaG/huV+7/n2r5x/Zo+IdvHJL4T1WbbAIStq390nOR+PH5V75di40LXvOXzYJIWEyIvTrxn6jNexlrli8E8M/ijsfGZ/BYPMli6Pup7n5s6/YXGieN9X0fUU2XdndtFP/ANdABu/pWP8AaIU/Gvrz9qDwLbzQ2HxQ8P20Q0y7VI9ThXrFM2OT9cN+VfG8kUgmZZOoPA9BXgNtSkmtj7uhWp1Gq0X8SLZuIWYVLvR1Gzt1rLaGTcNqbvWrMdvctgqmwDrU+0IrVYc25ejba31rtPCjyNrkhXtCc1wzjMO09e9dv4Vt9kpb1Uf1pSlzKxik76qx7Bompvb25EnQhf612MWt2xVQvXvXheo6mbCweQ8rk5HrVjT9YvF0hNQ8jybXpn+9mvOhTc22uh7FGtTUOVvU+hLO+V3yh+tb1ndZ1BR618+WvijCKofYo5Hvmuo0/wAR+ZeQLv35kX+da06EnJJinUgotpH60+BJvK+AegsP9YzNt/IV8+WWslfifqcZby3/ALQ3K3/TQOAg/Hca918ASfaPgT4df0A/9CSviW+8RJafEfWUY8xavMwXH+s/eN8ue2f6V7tWj8KueXhaklNyjufun8JvFsnjn9n7wz4ont/s097bMJU/2o5HiJ/HZmvQwcvXwx+xl8QbTVfAWt+Ap/LW+sG+3Wxa58w3CTE+YgHby9if9/PavuRcl5CdxGQVJ6YwK+Hrx5ZyR9HSblC7EP3cZZf9odua+MfBF1MfFl/NPJJLFJqE43t/FiWT/Gvsm6uIbWzkuZ3EccSlyx7Yr4L+F93/AGlaW9wr+bE8u9H9c5/wr3uH4z/eu2jR4/EKToWfX/NHk/7VOr+Z8f8ARoh/q4tFG38T/wDWr408RXP2bWrOX/nsn8sf419J/tRXuP2qWj/556Lb/qX/AMK+WtdP9oeFoZh/rLab5f8AgX/6qylJJyTPe4Yq+4qeyZvxaj5tqnsKf9r5I7mub0VnuvLt1/17Fsn06Vsi1sLdXjutQkSZT91Y92axlflutjLFUHDEcsupa85IuW+83Su/8G6m8GuQluhdcfrXmieRKzCC6kULjJe24P49q6jSS9vfQTLdW7BevlS7iPqO1ZQnyST81+Zy1YaOJ9P/ABAsRqnwmuLlf9dCqyr9ADn+lfmx4p1PTdM+JZvdWhkn0thkqjBfmPv1/Iiv018NSwa14CSxkfesylD9SrYr8sPjXoeoW3iybTLdJ5LsF0VYi+SA3HC9evevp6L5cZN+RwQoupQVJfZ/rYp6n4v8O6hoXiXT9K0u4064l0mWNT9snm80MVxxJPIFxj+EJnPOcDHkPgqwm8JT3uqavpck9sLVYV3yRrnMkefvcnt93/Cq2iaB4n0Q3r6lp2qWNvewG2LT2zxiTcQ3Bb72Nvbpmux8a2mpal4Cit9DstQvJrmZXcRQPIRwFH3enQ9a1VOU71Y7roclTGThVUJRui7qnjTwtub7LoNvbzqzIGleRiRuOcbuP++f8K8V1vXbaLxFciz/AHMLqVC9iWBz/Kqx+HfxAhaRbjw34lSNm+ZmtHVf/Hv6VEvwt8X33mwrpmoBWRsfu9uPkbrWlXESxCUY6nbGEaK9zRM+ztXvk1L4d/CGNkkUr4QsYQU75iSrnxKneVtLt28zFrbhRu/3awIoLkDwjZXaeXPaWdvCw78Rp1qf4r3TJqMkMQ/fJbjb9COa2wkksPOF7M8DOZSq4qDe3/APF/DFqmtahL51zHa2ogzNK38ABb5vw/rXW6z4h06PQIdN0zy9N0uAAyyJ/wAt1H3n/wCBcflXmFzoeu3Hg03Wlz3iW+SZIoLnyxIf9ofxY5+mT615jca/fW1tJZ3vnq6HCrjkevPeuKlGFGd+W77nVTwsIW5XqbfirxHNq+u3H2ZfLi2hIE/2B0P41xduqIJfO/1owW/WqMmouwynmfN13VTeV/MVmfb8wLe6fxD+VYwrJT16npU7U/hNfSNM/wCEi+IthpgeOOzVjNdySfcCJg4P1zUXjrW/7U8aXC24jjtLZRDCkX3Ag4BH1rubJovD/wACbzWUXydS1KUw20P9y3H3z+O5fyrxbINxJt+4PufSuXEyjLS4pU6c3dqz7iFEW1JXqetWNO842d0kP3mjb/0Bqgk/1DV2nw8gtG1jWLq8+5Z6aZ4v+ugljVf/AEI0KcZOKlsaTUfZtJn6L+CH8v4ceHVf/WrB8/8A30+K5bxGwvPixDKj7bnT/D93eR/RE2n/ANCFbejyrpvgnRoDysFmDP8A724t/wCzV5X4s1T7D478ZXFr/wAe7eFJY5P+201vj/0A19JmeLtShCJ8vlVG2YqV+/5MzvhbDt1d/MffDlCf97Zu/wDZqtXBaTxzfzyf6x5nB+gBxVXwJL9k8N315v2pHOYl98Z/xrCtZDK3iR/M34sbmT8ilccYODTZcpqGJqzf2i14AjvJPH3hlrH/AI+oLw3Kf70e51/8eC1xPiu7a88Xa3dSf62S4lRv91CUT/x1Vrv/AIWz/YviFpGpNny7SC4um/78sv8AWvI9bKINYb+Alwn5Bj/6FWuLlLninFX6d/vKyvC8kZSm9+h49cJtvJW/2zXu3wf8Q2+meKzHczJbwzQ/NJLJtjXH978/514Gru/3uQF4rs/Dmwac5brkYruxU1Ckm9ztdCNWVqj0Pti48d+GYlA/trSmCqMGL94rfT0rEfxl4T8SSDS5ymoRiVJDC1vw2G5I+i7q+RLiV5b+QF9gXp71oaTcXVpdT3MD7wkRLV4GLxTqwcErf8DUr6hCk1UjG9j6Z+EgGnaBA5WMStktsj24yFyPwbdXW/EPW9HtLjTBq10luoRvLD9Gztz/AErlvh/5kHhS3WSPcXgMufTd/wDqrhvjndQnVtLupZzmC2wq/wC9t/wr0YVJ/UY1b7nApe1zCpKV01toQa54n+HlqpUfZ7mXep22tv5hY8/eP8P9efSub+Fklpr/AO1/oVsEki02SS6dY2PQrazY47V554XtYNW+JOm2U8GYri5Rc+vDN/7LXqngYLb/ABjj1zT49kkBmnT6NmA/+hCvFw9Pn5pdT36s5xw7V+35o7S1El38Y7NYfvNeSw/grkj/ANBr561nXdN1H4n67c3U/kyT6lKz+/IX/wBlr6P8NSKnxQs72V9q28Zhx6ld5P8A6Lr51uvDVnrHxJ1K2ijkQxzsjOo/usV/9lqsVQnVtocGFzClQr1pSdnpqasNqk0e6zm86LHHtT2tJIiN/fpUo+Ed4NIk1DTNbcTKrMyt2C1Q0XRvEOp6ahOriS1EhXHl7jletcUsqq1FyxVmaQxtOCdSbNONCjqA+wkHFFb48I3v9nG6n/tGaFiIg3l7QM//AKqK6KeWVoq05K5zzzKnJ3SZw/hn4cXlxPFe6nD5UYwR5v8AF9K+gdHsLbT41htoY4kwMlP4sV1UmlxxtGsX3e1aUWn8Cvka0Jppylc+7hHlRmrzMg9qllt9sgPrW19h2Ffepnst0GfStKcLe8KcXKNkYXlH5atLbblHPStWO23R46YqUW/lsHznFNfFzEqMoLVGG9p071GbT90x9K6sWnnL5nrTX0/pWtOo6kG1pYTqu2i1MrSEha6xN90Cvd7dmtfh1oVwiF7aG+Ev5Ar/AOzV46lokLK0qb4/MGefrXqlzdbf2YtZvLaD/jyu7eVM/wCzKH/9kr3MmxEowdz5rNKNXnu3ueD/ALXETj4aeB7t02QW97Jaj33IWr5y+B77fG1/py/6trR9v4BP8a+0fj7oMvij9lewgEW2+bWIWj98eYhH/jgr4g+GMeoeH/jjbW97F9mjS4ZJYP7p+bafx5/KvRw+DlLHU5PbX8meZTlKGGn7yf8Aw59S6o6CSQv/AMs+R+AFfSXwfvEPwZht0/5ZzvIf+B4/+Jr5qu1f+w/Mf7xj/QtxXv8A8F7pG+Glzp7dRqEjL+S17dRRWJlJLc8eEpypT/rqeuu+9vpVmD74qNC7SOW6cAU/fs6nrWjehvQScbN6kjvseT/aUL+bLXwd+2XaY8Q+Dr4pvjn0eWBv+Ayr/jX3eJNzYz718fftjw5+H/g3VW/1aXdwjfiif4Vhj8Q4UuS250YKssPUSetzx79mKZCfFts0GYzFtT/gLp/jX0brbRNpYITYd5H5M1fKn7NN/wCR4y122X/V8sv4otfVms/8geacdrcD8zWEKsnQZxZjFfXeV7Lqd38HrtpvhtNG6b1iu5AP+BY/wrd8c6dbQfBnxGf3duv2N2eRu3IrkvhHIFsdXt/4/tmR+INeh+Lmik+HHiaCLy/PTS7h33Ju6RtivRg4ToON9TCvQ9o04rY/PTUbtBqhWN45Ywow6fxcCsG5uJHil2JI+Ou2vLtT+I2vJqYSOS3WFEEbfuOvyrXpVrdmfR7WZ3jeR4VZtse3rWVLH+0moytdbHZDL402pSb9DG+0TAMPJuOanPnmBD5En1btWgX3ufamSb/sj7emRmuWvJxnzI9CM21yrY5vVmdNP+d9+eg9K6n4f3Xl+IrZf70Ev/oBrjfEV2lpZsy/eOM1t+Crrd4r0uf+84H6GvInadRN7nXB+2oSht/w59EWk2bbPsv/AKAtbmlOW1aMlN+N3/oDVzyjyNOt19UB/U1rW0zjUAU7oUP4qf8ACtHSv1MKlSmrRb1Pt/4HXG7w/wCDl2bP+Jafx+dq93+MJ8v4K6if70C/zFfNv7Okz3XhnSY3/wCWct2g/C5kr6R+ML5+DFxH/cVf8/pXpU6941JW3sZ4lP2kWtj4juk23Up9X/oKqbtroPVqJ32Mv+7VZpf30X+9XhwVuZnTRq6pWPpT4J/Lo2rJ/wA9Iz+hr2Dxeuz4ea4v/TpL/wCijXj3wQdG0rVif9aIm2fnzXtniJ3m+GPiLzPvJaSfqo/wr08qqJQlc5M0+OJ+c11/rP8AgC/+gLXPXoLokQ6kEj8K17hi8iIELkZx7c1f0zwzqeu6nDBDDtjDDe/90GuGMo80mmddN88VLsM8GaJLf+JotRuv+Pa0YMfrzj+VfXFpIRYRlv4lDj6HpXKab4ch0jQbe2tkxEg5f++e9dLbNm2Vf7or1+Hlycx4mdwSkpF8OHJx2par79nrzTWudq9DzX1XtD5xqHNzbFrdt/Gk80D/APVWctzun69KcZiZG5zSlK6G+aS0Rbll/dHFQNK5tgF6fxVC0vy1Tdt7c9qUXZmsa0oR1RRuomjuY7y3+aWLO5P7wP8A+qnSRR3dst9D8qDqn9096kl3HAT7xz+XeqFtKbPU2WT/AI8pj+7+o6/zFfN5jhHhZe0hou59HleNWJg6T6k+8vZmMJuD8MfQV8y/FjwrNo0smuWC/adJdx9pj/ut/Cf1avp+eBBP5kf3G6Vk6pbWepaTJYX0HmwSqVJ/u100cX7RJ7s8+th5Qm4J7nwt4A8bXfg/4kPqayG9sJiVu4/7w/h/LLfnX2FrMyeIPhtHe6R5UrP5Vwol+4ArqTn6Zr5L8aeCbnwl4ymRUkbSbgt5Wz+Hpn+Yrp/g3qupat8QD8Mo0e5gv4Wki3dYQn3nH03Cu/EezpU+em7d+p5OB9rKu4T1/AtfEH44aj8OPC2nXltpSai9xLMBLKm6F2V+g+dflG7nr1HSuk+CPxDuPjJ8Sbuytdd0LT9PhsftbW0iot1bTZ2M7BnbMQ3DZjH8VfRHiX9nLwRq3wRfwnfR6ijupla5hG2aFj/y1R+yn+IfxbR6V+XHxv8AgL4p+BPxIsBa6r/wkOhXWGsNVtYPJB45V09Rlee9fL1cfjFeVR8q6eZ9HgcPgXK87KSNnxv8e/ilo/imXT7TVrOCEPNFbTNYQ5nKTPGJFPfOz+VfVn7F3jzxT8QvGmuX3iLV7nVI7BraOASwJGscjed5u3b1ztTr6V+VmpXup6rJFc6r++nWAo03dQA+M1+l37AMI0rR/Fmo3flxwtew+VI38X7s5/pXNXzCvOrGNSbs+nfQ96hg8PSpylFdGfTv/BQnxFd+Hv2MvDNxaTvDNceJIowUneM/6qT+71696/EkeM9ckldL/Ub24JUKgnneQLhRnG7p1HSv2h/bV0+H4kfBjw14d0w3N/c22pJe7raze4WEqNoLKv8AvcZ9DX5f6p+yp8UrGV5UtNPm0+MfNfzXQtdwJLAGKTkYz/D689qzqYupB2TdjlwrwkcFFzilruzxseKbn+yGtppv3Tn5q/Qr/gnttvPip41Mcm9I7GAj25l/wr5Pj/Zo8TNo8l9L4s8KoYyG+y2cU9xPJ6x7ejZ9vSvvv9irwZp/gTxT4khtrmW5v7mxja8EkDwtEcvtTY3TGW6VzxxDrTSg7m1BYaEGk43e1tzuv29L5ov2BwI/9ZceLrRR/wABST/GvxNMTt5Xm/6wrz/30a/eL9qXSfCfiD4K6BofjOTUI9E/t83Uhs3Cv+7hbv1/i7V+f9j4Q+A8pgXRfDGoauQquTearfM75HGV3qvY+tcuOxDckn06FUM3o4WMk3d2ex4N8N9Pu/8AhL9Ja26fa4fM+nmLX7gaIgX4V6HFb/6hs/nuOa+IvDNh4VtrmztNK8HadorlxtfA3Dg997E/jj8a+4NIha1+HvhpFfbutDubsee1duX4hVpyk4tX0OCOMp1MLBpXu+uh8j/tl6df6v8AATwnpOlwyXUzeI/NeBOr7Ynx/M1+bSfDHx/O8csnhe5sopACjXV2kKngdN3X8K/Xn4yWcNxolmHkzEPNMj+Xu2/cx/Wvna98K3l34Aa6t7C31OyAMiiWPacp3H0zXDUxVShi50YdCa2KxlNKMI6Puz5X0H4O+I55Ikvr3w9Yw48xvK1DzGGP7wjRvXvjvjvX0D4B8PJ4K1eFY/GOjPHL88kf2N2b8CyL69s/hWPp2o6LpV/bjWdWs7eeUlpPPk2iMDGAP8+lXr/xb4Dg1VWOp2cyEHbPB+8x9fSuPE43FvTQ4o5liqc/dpJed2z3298UaROlo0V7c3U0bksgg8tX6dPWuu+H2tNr/iBS0ckUcc+Aj9v84ryHwxptn4j8PLNpbx3UWN6yPB6V698ONGSw8Xw2m+NpXbe4WPbjPSs8NTqSqxnNHqYOpj5p/WLWfkfe3hpIY9G2RdREN1eLfEa+tLTxy63mxopQg2OeGwG7d69r0FDa+H+OqxHFfn/+0D8VPDXhL9pi60Txjoms63YW0MF0IdL1P7LPsbdvGPLbepwueVxjvnj7fOsV7CjBQjzN9DlwEYVK0lPY8M/aF0GHxj4n0fU9ETTi8Fm0TJFbeWUwRjJ/i7/Svmdvhrrx8pXgj3Sk5Cnk49u/WvSPFPxyW6+IN3feENDfQdLZt1rZz3vmeSh+6c+Y3zHnPC9B17ZkHxu1OW9V9V8PWd846Ss+4++P0r494jGwi5NJI92FCinpN/NaHLN8MNdihXFlqMKL95vse1T+Pes6Xwatu/8Apl1GhXs/7s+/1r2CL466fHxJoUkTeqdFrr7D44+Hrm2CX8kqRf3HPH5bGz+lZQzDFp35NDpjh6U3y+0X9fM8E0E2fh/xZY6rY3sYubSZZAyPuxivt7SNPn8YfDe68V2+qXOq6ojLMbZf9WF5zv8AyGPxryBvHHw61O4P2y10KWHPyi60tGU/VmRf0zXr3wx8Y6Fa+OLe30p7SKxdeY7VEWNR7Bfr3r0crzmpQrRtBq71OTFZRHE4epHdW7r/ADJNK0yw8U6XrWgalAG03U7JtkC/ciuFB24+uT+VfAXiDT9L8PeJ7rSr+yzfWsrRSfgeK/Qfxbp6+G/immp2Mm/SZ5xNL7An/HFcH8YvhDo2v61B42tmuIIr6LGoXMUiL5dwuNwO71BXp6V9HxM44essSl8S1PkeDq9NUKmFeri9D4a/tbSR10/fj7tSxeIYAj+RpdvgdfNj3flXtUnwHieZWtNV1Hy3GY18tJgPf5emffrUjfs+ayYfl1ezRT0E9u8ZP02o2fxxXy7zCEvecl6M+vjh03rFniA8Uzl2MNlbxbevlJtzn1rotBvZ9RmuPtEexCAT79a7dvgzq9nKyu+lXWwHGyR1P/jyL+mfwp9p4N1Wytwo0+RUJKsUk3A5rpp4mlPaVvyIlGafLFX8jPs7VI9Iu9WZN0cBCxn0Jz/hXH3Fzrt9dEyzYAOQPQHp/KvcL7w9fQ+BNO0O0spzI0pd18vcT0xj9arQfDrxVcoDF4V12TDkBktHYHp/d/rXdKMKcleaOWjB1J6rbojx6LSbuZxveN27bu1dXpXhrURcM7Rxsm0ZKdhuGa9asfhR4680EeEvEGDjH+gTV3+nfC3xtAyyzeFNdjijUu7vp74UDry3T8K7KWKpP3eZHTKhG3vRdj7c+GF/Bdfs/wCjT2r7o4pvJA9Cvl5r8x/Fd5qEPxQ8T3Mb7B/bV1+P7w1+mfw90+DSvgfptrGZwsb+f5WeQ5ZOo7V81aV8M/H/APwkGseZ4fuprW81W4uYpHeFYgryN9/zHX04xnvnHFKlyKuvavlXn6GLgor3dD508L/EXxP4W8TWXiPRbu9t9X04+dbT2crxTIT+6OHXgKRKchvvcehr678E/tb2z6NfWHxZ8ZftBx6isoSym8JXliIZLflQXSRlZGBQ4YZ3ZPoKG/Z/1jUFWS68H6LvxxIt1ZKHz6Hz8/l61zeofs2SwTedceHLm1ycKbXXFZee5VnYcf7OOv0p1KGGknGMlK/bclVJwfuNpHN+IvjDqXxC+MSW3hPWPij4s8DwyokL+M7xJrlG53bwrsFHAx0z+FfoF8I1DaPZEN5g5+Zfu9uB9K/PWz+CXi3wB8Qf7ctQ76MSPtEzvCxcfwjPtk/nX6K/CRJF8O2b7gIQh4wucMrbjleB0H3v8anD1KdmqWtjHOo89JOXl+aPiL9q3XfK/bL1q3/u2Nv/AOz14jo+o29zvhuOUlXYPqa9U/aQ+Ffxd8aftteMdb8K+BrzVvDcjQxWl82q2S+cViG4Bd6njI65615Pa/CD436NNDPe/D3xFbwwuHaSAQyFVHXBidv1x7d6+fr05SU21b/hz6XBVqap0505L3bGdJfNYX0ivJseNin4Dp/Opf7WSYrI7789PaqPj3TXsNbsjKjQmdGadZY9s0bfL979a4sWWvtAZLbRdZvrQfcligeQf+O9PxrmoxTg2+h72e0lUl7aKtdI9Pi1GHbx17VZg1N1votzyoC3G3ofrXlBu9XghAl0vWIMf89bR1H/AI9/SoYtdkWTEj+WQwOPL2n8apL+VaniUXFaS2P0d+GeotNp8e2SNyqAkL1xznNfL/7SelNoXxoS5tYxbRXkXmxt5m0seM4/MV6d8G/ELyxQXKybw0YB/Crf7VmjG7+F/hfxFbwfaJ7a9Py+zRnP/oNet7f2uEoyvpG9zzJuVObi9Lnwtf3mpapi2urq4uUQZjEsm4L64/Ss+01HVtIvo7vTLmW0ulBUSKeMd8jvXpNlFos2mRSySeU+xT5X907BmoLmaxjjKw2sbgjln7U1WlGPNGo0S4QfTXuYlr8UPGlvtiF7p9wnOHl0/knvz3rtdG8V+KdRtN15e6PFHKMAf2fy30PavFNd1my0WVr2XGcHYkX3iaseHPin4J/stbbWdE8Xm9zkuv8Aqyf4c1vTqVH7zbZzVGvhZ6prRU/FXSbUvHJsKPKUPHPTjt3rmvHU0dx4/QScwPIIVHqSVo0PWF1vxhHeRwrDAHUxA/fxz96qt+G1T4yaXAuP9J1aKI/QOGP/AKDXfRd3c8edSKqpK5e8EaStv468ZeFby22tBmUejBwDz/3zWpqfwv8ADOoSXMt7oulTHedrP94cDNbGsQrpH7YmkvE+2317TZIkHqfMOf8A0EV6nLpXm2/m+Ty/7zPrnj/2WlhoKXMmdeJT5oyTPmWT4L+Dy/yaZbjPX7/H02/1rNT4EeE5tT8tEuUmY5iX7S8a7unRvvcFun9a+m5dOQWuHTZg8e9cl4uuYfD/AIN1DWFfbLBFiEert8o/ma0r0oQg5FzrSqNJyaPnO/8Ah7o/ijxPc2+l+ZaaDoijTLHyB99Y8ltx74LHH1NYp+COjeT/AMtC2TyvU/Wvo7w14eew8IWNq8YV0TLn1dvmb/0IVoyaZslf5N+f0rnp01PWtv0Na1Z2TUnofKrfBTTkVtz3CA9D5e6sS58Bw+EZIp7O6kuPt86WTho9u3ecj/0E/lX1lNpziZWSMpjOfevKPiRZmCDw7FN/q7zWYl/EZx/OirQpqP7vfQi85wep3kMzjTrRHPMkKgflj/2WvM/FcUhGq3gP7sqsT/8AAc4/nXpDXIEMcc2POjj8v8B0rh/Fkb23gxCyb1nn8wf8AB/+Kr0MU4yhG+6PNwnOptWOf8L77X4f3Ak4t8fzzXPWvl2uj+IPsr7GewkQD1DFc/yrooZvK+Glo+zZ9oh3fqaxIAD4I1aJU3zTbCv0G7P8xXOqia5WiaMNZSi9jqvAsUdvJrFyybLODwvdID6ykR7f618/6xK66NvMkas6/MG6lj1x+lfRFtILb4H+JbvZHGn2CCGNm6gtIM4/IVy3hPw1qMl8Lj7LIkaZ/wBJbofmbpSVb2deSlrynpRnKML3PlP+zrz7UIhBcEMcg9j9K7PRLee3ufLlhfO35d1fWcmjWcuUuP8ASHY/erJuvDFkMLBB+8yQPx//AFUVcTWxFRSlayLVaSjzM+Wb23uRcOWgwGY4rR0lHF7CjpsLEYr3DQ9Gs9TivRNBH5sE5j+b2p2v+E47DRY7+NI0Ec6j5e+f/wBVcNS3NqVhsU6l2lax2XhVzDpsYXqFCH6N1/lXhfxZuDqPxWmS3/494IVRfr3r3fwyyxvEW6Bxj6npXJav4XXUfEV5d3H/AB8NMxb6dq78TSthoU76I48vnzVqtS2rPKPhzYmz+KmkancPtt7ITTsPUiCRR/6Ea77wjZXFn4fE6QnGCpPqD8w/9CrasfDkNnpWtSBN5FiwB9ORW1b2r2fw/I8zcwdTGPTIrlw2FhSi2Xisb7aoowd/wOM0u/jtpfEU0ybGtrffF/10JO3+RrmfA9lLc+LdYu5ji4eR5pD6MRzWsfnsL5ym+Rpxu9utWfCUU0Ok6pJAmxmDL9c5rpw1CMqy+f5HDVjCj7sknfuYT+OryXQtS0/+zvs6oXT7T/f/AM4/WtfRPGkPhvw9pdvPa3MpuPlEkXQ59fzrirnS55/Ex0+P/j4QeY/4/wD6q77QNHttX8D6O2oeV9m0u8llvt3Xyvlzj8QtRTnUqRmpO9v8zur04+0hG/Kn/kdl4g8XaNpthptpqE4hskbzJB3y2MZ/I0V51rWnX/iPxFcX0qSvFI5J3dNo6Y/DbRWznP8AlM5YZX0k2fTyaHdeW+0Y6ZqZNJniVfO79K9iW70jfhLWNMdd3ergu9P8g4gj8v8Aj2V+SwxM4N9n1P1OWEjpzO6Z5HBpjuPkTfjr7Vpro05tnfyPu16Yl9ZIq4gj8s/d3Vfi1TT0UloLfPatfrsXuyfqsdunY8mt9GmyW8n7/wDSrcvh+62oUh69a9PfxDbnEfk2+09/SkXxJZxxtHFPBn+IelNYyEXeK1BYV7W0PNLbw3dOzb4OmMVoHw3dKFCQdetd3F4kjgd2Sa3G7qe4+lVdS8eWsOn4udUl6/KrdPfFKOJnOZhN0YbyszjV8JXrv/qfn6iszxDpt3ofhz7X+8FtcSD7XbpJt84p9z8tzfnXU6j8UNB0/TRPd3ISIL97y9xP0rz64+KPhXxjYahpVlrUrTPbuqQzx7Q52luP++f1Fd2W1MRQrp1k+X0PPxUaEoN3TZzep+LJZtWguikkf2cLLHatJu5Xp/M185+ILpZP2nY7mGDyLe9kSfb/ANNOd/8A7LXmF98X/E32dvsz2UMLljGzR7ioDFeP++aydC8T3eq/EjRZb6TzXab538vaG6dK+zqZnSc4Okn69j5ueArQjLnkrPofaN3MZNMuJ/RSfyK/41658FvEdhYwavpVzPHDcT3Qlg3HkjB3YHftXjSK82k4i/1bE4/SuRv5dVsrW6OmahJYX+wiLZ1b/wDV/WvfnUipwb+/5Hy2Hc6UpQ5tGfoefEfh0oBHdXMrgkCP+z3wT3wV6/jTf+Ek8ML/AK+9kt5f+ebWE3H/AI439Pxr8TNd+I3jm91S4tb7xJrqXETlDsu3hB2/7vX8f61j2nj3xibhSvirxAnBH/ISmbNeZLM487tLY+ghkzsrWV+m9z9yx4o0ESL5eoyOTxhLSZcDufuL/WvmX9q+8sNQ/ZytEsJpLqO11qExXDRuu8vHLkfN6bR09a+IvB/ifxVq7/Z7nxP4hmxyv+nzcetXfFcms3HhC8kudX1m8ijbBiluHkB/766dO1axqxrUZSlC6RyLBRo14t9Db/Z5neP48CN32NcfJ9fkFfaWvDbYuu8vtm2fl/8Arr8//gleSaf8cdLuGwEkkAVO469fzr771FvMt7of33Jrpy6pJ0pJkZpTU8VzxWrI/hzqyLr2owHUJNPkWVdjLB5mfvflXqfiHVLe38OatJLcyXiPZulw7We3chHPNfIGv3M9p5xhuri2KnnypNu761y8OralcWqrNqN86N0DybhXZRipxbfQ8qo2tE9TnZPBGgyTTzDTt5eVnibzd2EJyOO3erC20dna/Z4k8tF4Area4VE2yGMn1XqfrWVeXafZmCSbPX3pVlGEHJJHZTxFepKMWYknMhX1qNrjMDxf3aj+0IysXffjp7VSlvoGYDnivMU25XSOmcLLd37HKeNF8vw1HN6Mf6U/w5rw0m0stRKFzEd/0ABzSeKZEufDDqnY1gWdxFH4ejglPJKov4kf4V5uJjLmvsexhOaMLtH1NZ+JtOufC+jXzTxWkN7Z74Vbq5z82PpkfnXdQzB5bd1SUK0AwzDhuD0r558H29hq/wCzV4aN0LnzLCe58gwfeH74Zx+Qrv8ASFvdP1XX5UmkuJDsnto/L8yQkOnDJ/FnIx+NVQqzT95e6P6no3fc/RD9muJfJDt977bdY/7/AMlfSPxnn8v4RXEkz7YlVR9c18k/shX19qHhl73U4pLS+Oo3JktXj8vywX4Oz+HOD+VfXfxf0+31f4Xvol2zi3m27in3oz2k+i9/rXfRcJYefLo/+Cefj0qVSLep8SPZ+YEMEm6PaD9M1Xl0x3iUOc/OMVjaddarofi7UfCPiMeXrdm/m2lwP9RfW/O1o/cD731WuoiYPbmRfMG87lVugJ64/SvDjOTm23sdkYU7KSZ7r8FPksdbi/uQD/0Ytev+JOPh1ruP9Yba4C/iJK8g+EskP9vT26f62SEGT8M4/ma9i8QDzfBuqHjixcV3ZbVUeZtGOYScWmj4q07w9bLco935rnYrGJej5Retev8AhvT0mhhtYbWOJCcqq9Rj1rgIP3SrnoVGfzNe1eALrTY/EFkJ3jQOQp3965qripN23MnGorOT0Z0dxoU0uiMZY9gUfL+FcWXwx9uPyr7r0j4awanFE8Ulu1pKnOOxIOK+KvFekHQ/iBremXXl+ZBfSJ8noCMV7OTTpe0nBbo8jNKdSa5lHRdehkNNlaptMNxqufLEylO3Wk83zbnH92vp41brlseC6HMrTWhY37vwoDbfxqAtskbpz60nnewqkjP3o+6o6E5bcPpVdf8AWPTHm5FV5ZjgH0rCpWcXZGlK3NqTTu8ZQrnbzmpra2Ot2F5bW/8Ax8xqHX9axDeq4aNuuRiuu8GK8Hiy9Z/uSQAD868XN5uNKF38f4W1/Q9zJ6cYtyRj6NfpdZs7t9lzGxQj1xWDqjyf8JIkNvdSCaOZdsay7Q4PXI79K6/xBoscXi3U5rS58i9WYug/vjAyP5V5rqUjb5byM/ZnPEkP90jv+Of0r5nEVkqbjF6n1VCnTk7uN/UreOtDsdf8J3VoyRG5DExKsW0q3fJ79q+YvhAmreEf21Brt9Zee1hbPA6+0nT/ANANe+mW8vWIhk3seDWammrpmuxXh/1zN+8/p/M1yUM1r1KbjN3sPEZdQhiIVIRtv+R9VXHjMNGt0EELSxKEj/ujnP8AMV5x49bwL478GxeHfGGjWGtabFOJ7eO6+6JR/u/P6fd9Oe1ZDXf2u38wvsTYN1fPvxjuNVg07Sl0ia4DuZfmgk2uANmcfnRjMfVq0+W9kRSwFCMuaX3nS6v8PPBAu4pfDfhjwtoyJMCy2Ee5nb/b3fPx23epx3qKXWrrQ1a3vEltrFGIGyParV862uu6/HEwttdvDLGmSZZNzoe+f89q2NA+M2s2d4NO1D7Rfkkjf9o8vdj2/i/z614M8RKD7nNj8neIeldw7Ldfoe4zeLLu40vOiXVvHMxHlnvjvmnyw+PNbt47Y2NmbJx+8utm6Q/7v+fSuXtfiro62QOpeG7a5t/42urHzip7bW7f14q8PH3hSeyungsrnTmmjKOLW33K2fu5X25/M1rHE05qzdmc1LhiT+KpzI3x8LprqyCXR0tWRgVnkTbIuepP5V638AfC48N/GHxc8l4mo/6HAEuU6P8AO3H4f1r5rvdK8a6/pgm8NfEKPSrZYgscFxpPknqMDfX0P8AYtR8Jy+JD4313SpdUuCscd02rbi43LnC9uor0cBWgqsVc7FklPDx51uv+GO0+Pd14Zj8LeHT4qupLW2QyvC2f3f8ArPm3Dv8Aw4/GvkjWfir8EbbT5Fi0ka/KrbV8ix2ocf7Vel/tl2Wqa14U+HraFHc6jaQPc/a5bWLco+ZduT/31+tfm01vcvcDcjoQuCHj2nqa75VKdWtOo2tehdXDez97lv8A8HQ+pvDPxB8Max8bNCtNC8KSaJNc3yIs7XP3AVfjHbNfpVpsJPg7QYwuxIrBQF8zdyGbJ/Gvxy+GMDp8e/Cxf/n6OP8Av29fsBbPv0qwT+7Yq/5Iv+NbZc9JKMrEVsHChQhyRSt+p8h/taeJtX0Hw/4aXSdRvLF9TkuIZRBO8e8L5PXb1xuPX1r8+WvtQuPMt2vdVnRHIy87yDPf73T8K+6v2vJfNPw/tvWa5f8AMRf4V8SLb7Io15+7/U1hTglJt7m3LaCW9zIEUmyRVfeR19RU8UbiMl+y8fmK01tt79+KvJa7RnqcMP8Ax1q250k29tfyMZSnBbaH3D+yuiXPgOeF/ufbZ8/9+zX0N4Rsng+Ml0v/ACyMibP++Bn+lfOv7L8n2bwxrVtzxcMfzSOvpzwiu/4yXjt/q/tHzfkKrCOnKlRt3ZdVOKqJPZfnofX9gEj8OsrdXi2j9K/GD9siRr/9uvXGYfLFplrGPw31+zNqS2mfL90AKn4kf4V+Ln7R8c2p/tpeOZpekdwsa/gDXr5tT96B4GU000pPeDf46Hy8tvsZu+amS33546e1dOumbWbpzViLTCzHpxXmezT3PddZdTj3tH82PYMetacVldOoRE355Ptiu3s9KPnAJF5srkLGPVj0FfevwS/Zbs77QrDW/GsEt9qM+Hj0g/6pF/vP9eMfQ10OPPJcsdSadalKDlJ6I/PfRtE1nVr/AGWWmXl5KRt2wW/mEH+le9+Avgp8W18R2WpWngrXYIEfeZZ40hXHtu6/hX676B8MbHTrSCz0+xtrG3j4C2f3fofp/WvRIfh6CgUpIxJABbtUSwLb1lGL/E4Y51habcl0/XQ/OzUrO4n0mKK+hH2+Fdl1D5iMQeMZ2/Q9am0vT9O1zwtqngfXpp7TTbyANBc28iLLaSqfl27vXPb+7X0x8c/AUXh21tvF8OZLGeYWeov/AM+7ceW/4ZevmOWK2v8Awhq10j77qxLYf+/tKlH/AB5/KvXwFSOKw86VXXzPnMwpPBV44yi3b176fqei6Z+z34ctExJrfinV5vlDzT3aKSQB12/XvXV/8KW8KxW6q0epoT0ZbvcT9a9P+Amur8RvhsfMmjl1qxl8u+3fwqR+7/8AQWr3hvBk6wKguI5ACeF7V5csvwFNuEnuejPiSvKMZOTPi9vgppggk+w6vrttuHIWXcp9MiuUm+BN097mLxDbHnpLpbsT9WX+tffcvg1/syCJxu/iqnL4OnJhRmBy35VlLLsttqTT4mmpK+p8A3fwG1pVLLN4evcdB5jwt/49/Ssib4T+N7OzK6ZorxOf47LW9xbHtvXH61+jOp+GpbeOJYyGc8LWFfaRNZXEduV3yYy3tULIMJVd+f0On/WdSdpQT+R8AxaT8VNGt1hL+NrRu7Pc/aEGPbe2P0ptx8QviLotssOpXsTWrShHa80ra75DdGr77/sWeWPd5I4qmdHma7iXZsw351f9gql71Ore3Q3oZ3RqVFHktfzf5Hzh4XmM3wls5BkSvAZS0R+XOSeR2rgR8ZdR0zWDaT+HhcQxOVE0Um1m+tdb4DElt8FbdGOdsrrt7NkjrXoF58N/C9/bw3N74etp7iSBWZ4p3jb8dvX8aSpV69GNSnq+x2Yh06VZwqPY8hf4/eH2u1hutI12F26yIfMEf4f56V0Nt8bvBE1s0cl1rKkY+aXTHUd+69fxq9d/BzwXMHI0vVICOhW/fA/76/pXNt8DvDly0qQ6vqtseyvL5w/KuGrTzGL0gug28LKF1UaLfibx54W134f3lnpt6L6aQD935DxkfMOu7r+Fe9/DACLwtPGcjZDkxeZtAyF618qar8MI/B0MOpRan9uUXCReX9j8kncfX+Lp+H419h/DqMxeF4mWL50j4h/3fnz+G2vRy2tOUsR7RKLSX5o5cyXNGMYz5r2/M5TXLmA+JdT8ua2dluPmijk3GMYHX6/0rxTxl40+z38cdu+zTLdw8vuR/k1wfiXQdYi/aS8TXIUzxtqMkok8zaPnAfHvjdWZrmjXWqWPlTzxBMncIJNxH1rxq2Mq1IJxW57eAowoTcJO9jxv4h3Fp4lN1qFi+/8A0kSj/P4V7D+zn4jN18PtU0UTyRXOnXQcBH27vN3f/EV4xrFpa6D440ixuXkewu5zE+/s235f5muF8A61rPhD4pyJpmoyWLXFw0VyFk2+YgY7fyy351lhKtOm7T3Z9dW5q+XqCd3HY/TWO4d7gfavMLjoXk3Zq+GhdH/c202CP9aiNjr03f0rzHw7410We2itnuri8l4Up5m7cw6/TrVzWtcmtdcBsIJICw+43+feuyWKwyV2fGLDYqU78rVjmPHFi+meMtM1O3gt4Vkm8t/KRFznHXb/AFr0WTTdK8U+Bf7N1mzg1C0J2vDLHuDYryfxRrt1q2hfZbqy2yCZT5393rXpvga/+0+FEt/vbG27vWtsHUoylUhHoXmjqc0W3axzb/B74Wg7IvA+lWqkYzAHjY/Ur/WsXUPgL8Mbm2bOj6rbhgQRa6w6tz3Bb7uPbr+FeySrsuWX0qlJu3Ljp3rKrSSlocccVO1jw+w/Zy+Fdhp+yLSvt7EktPq2nJfOfYSt6d8e1c/qv7MHw71GC4S00jw/aSzKcSfYvLwe3Ef9fw719JnZ9nO3rjmoVbav1rWnKWzZrVlOmlrc+LdO/Za1/QZ5Z9N1vw9dWynEEPmPCUz/AL3XPHT0rAX4A/EKw+Kul6rd6Wbmyt7wS4tbzcG4OMivvuCX9459qZEyNE27Oc/LS9vUUrLY5p4elUV5I/P74qeEfEC+LvB2s2ukajDqVjdNLOv2fhYWZd2T3+7XpX2uIW7O8I8tzvx5e0gEDH8jX1zHLLDIW3yonovQ/Ws+9ttOvH/0zT7O6D/349xrto46tF6IbpKrJXb02Pjq71GORSIk2BCSn5GvFvFki6z8W/Dvhn/l2trWO+vPrk7P5NX6A3/w58HXybjpEdg5OS9ufLLHtx/Fj9K8wvPgHon/AAk15rWn61e2+rSRYHn2W5QvbDfjXXHMot2t7vX+vUynQcXZM8TMka2jCL77MXX6H/8AVWfJMm1PM/1nOa9C8SfDfxJoYWUQR39oI8ieA8n1yO3/AOuvKridopirpIkgPzBq6nWUoXWxlKlJrVF7zU+8vGOD+NeP/FqL7V/wh1v/AM++r+b/AOQ2/wAK9He+2Y968w8aXT3Ou6HD/wAsjM5f8NuP61Mmowc47ozhhnUhJp7fcLeS5klkD7CIhIP++FrjPGlzNLpOk2cz74kheT/vvZ/8TXTXs6lJzHyACAPXpXm3iCW8Or2yeR5Ssg5/vVrjFzU07amWGpuMuZ9C3fN5ehWIX/Vqi7av2R2fC24fZv8AtF/HHn0yHrA1ifFlawH5pMg7fXFdTpmqeGbH4cRy61qdnazTXYEYn6oV7D65H5CuZStTfcrDyiq1k9zd8Tr/AGb8BUG/ftNqMemDJ/jXQ6dp/wBk0K2T/npGJv8Avof/AFqyfFN5oz/DezSa+gM9zcq0Vv2MaY3EfXctdBbanFdabCzPbx4ULGvogHy/1p0+V+8np1Oicmp3RF5X3qqtAhZfMPyK4Y1oSbDgo8b567e1VLg/uQvqc/lWkldbXRi42knHQ89ske2+It1Yb9kUztKnvnr/AEq34sPlaHo6795lvSPyH/16qauz23j6xuEfZ9oSQH/gO3/GofFzPNd6Qjvv5Dj8Mf41xTqu/KtjpjGUasot35Ua2iFwYUXoIufzNaErosEuzHmk1mabb7IZlH3mbePx/wD1U10vEvH/AHmxT+tdVeVnFnLhlOcmuayLtzLnwpep/wAvEkJT8yKzLi58v4b3Qb/WRysjfgFq4z7LdMyb2LjPt1rC16Zx4UuHV9oV23D16VnCpaDhbc0lL2Ur2ucrpMf2iOQh9kjRsV/CtLw23k+Cb68Z97xb3b22/wD66wdO/f6JO8abcRF2Pris+9uJYPBktla/62+j+b6GlQbop21Hil7SpF7Gz4N8u48/VWQt9pmJY+ic7v6Vb0pJxpXizT7SbAmkRmHpGGO3+bVo+G43t9Ds4oE37IlhT/f5qzod+h+LWtWMEOVn0mSJo/WZZIsn8M/rSoKtz7XuFCgpJycnoQatc2+leE3Nu++eSXZb+3C7/wCa0VkXTLqPjeJI3820sg0bP/ek3nePwwPzooqTp82siVKL6np0PxSn2/8AHrcP8x59Ktt8TbqRAU8wbeoftXzf/wALK8Nj51W8fd1DR7aQfE3w+sqyDSLyRl6FZNo/Gvlq+U4enFKas3sfSQxuLtzbo+i3+J+qcND1Tr+NIvxH124DFEkfd12184TfFiz3l7bRY8npvk3fnWbP8X9ca1kW00/RrZdwyfL3MaI4HC06fM46HQ8wxcoXk7n08nizxI0xZPtEW7r71PNceIpIRdzXMscZ6u7bVX6mvky4+JviaeJwb2WAEDIt/wB2D9fWsGbxZqk4Vp7m4uW5x5r7tv0rpw1DCqScoJHDLFYhu92fX19q+m6dpDLqHivSbngkwwXP2hl+o/h/rz6V5jffEG0hjlGkWkjyBvllZNv5V4UPEl8zAjqOlXo/F2srhR0PSu6UcElfl+5f8E56n1ybutjstW1bVteuB/a11etbY+63RSfSspLHSbBo5tYSS4tRncW/hH+f5Vzp8Sa5JcswTev8Va9hfrqsrWt7a7o2xuPpXRL6nVS5XZ+aCpRrULST066mzeeHvBniSyjTQrr7PdMD5SN9xzx97/PeuX0nwpqeheNbf7RHt8m4TDL9xuT92l1Xw3e6Lex3envIls5JUJ7Y/wAa6C21HUNQ0iG2uJJHcOCm79f6Vh7JKSTST6GmIVT2Wj3PrTTG+0eHEkf7v8f5V5N8RLJ5vDshj/1aycfjXr3hsf8AFAWG3HmGPEv9P61xPji1x4SvpYf9aK+hxj/dxl2Pm8FRvW95NeZ8Janbzx6ncf8AXQ1mwTTCR9ybgo5PpXa6lp08+syNg/aME7uw9j9a9y+Fn7PVn4/8Ptd6n4l/sbcufs1tbJIR7sW+7+Hv6V8bCnKdR8quz7N1YOlvsef/AAz1ayt7mR7i5t49uP8AWybcdeleg6h4i8PTx3cU2r2bxy8MqPu/z1rtvFH7M/hvSp9PTRfGjz3hYCRZ1RmwAfuhenU9fasS3+BmmwLBlta1ACDO/wD1aqRuz9c5r3cPXqxh7PkVzzMRTjVkpJ7HnfgQwWvxmtJbSSN7UyDyyv1r78nlkn0RNn8UYz+VfBlz4dtfBnxs0HTbfeNttHcMHk3EZY19wWtx5nh+F+7xB/z/AP1VrlfPCMuZ79F/keNmE22rXVvI8b8e3v8AZ3g3VrmZJH+z27OArbehXvXzNcfE6SO5c2ul5Lnexl1XdngYwtfU/i77JNYXCXqzy25zujiidi/4r0/Gvmu7Pha2u5X0/wAA3ss8bf6y+nnaJh3+TYw/PH41y4qtUVT3WvRnbhKFGpC04XZhS/EnxBcREW+mWXH96J2P4Ff60ln4w8UzzBblI9PQnh2gfn6bv6V7b8PfF+t6XrX2vwz8O7eWMRfvBZ6THbrnt++VFPr97P4c1vfE668SeNdO028v9PsNBuYAwSO/vI8fPtzhm5b7ozt6ZHqKyqVWqblKp8kVPB1Php016nkYvsaf5lz9p3sOLjy9oJrk4dM8T6lrkg003rW0hG6Rd/Pp938etdrqGkPBolvp+qeJPDNmrcs9n590y9OqdD+HvVCBfDujXOxPE/inVMgYfTrPyyv/AAGT7n4dcc9BXNhk4XdVyszLCZdiKMuaeq/roaVl4D1KJzJqst7Nbqu5w+/APYfN6+3pXCeItMEdsLy1ijtnFwI5IF6qDnaT9cH8q1dU1HS7iQ7Z9XvN3T+0ZUaRfwXpn39K52e5zb7II9ir1NZ1azUvctb8T2adJJczbXy0PWPhxqQsPBN9oN1NHDKiyyRbu4JXd/IV61od/E/iSJLeaOaGdmjG3sVj3n/0CvkCG7uoLhJ47reygjHpmuo0PxtfaZf2xnlxJFKWjf0G1tw/Hj8q3hilDDyi3dsfsHOV1sfrt+yr+7l1gf3dYKf+Q0f/ANqV9ifEiZf+EbHmf6vzFz9e1fF37H+urrvh++1JE8uOTUiAnoRGmT+NfU3x68SReFfgBeeIZljkS0mUFJS/lnd3IXrjHevXyWu/ZO2h5Oa4duoorU+evHvhaTxX4eUW0kVt4hspGm0+dupPB8of7+B/3zXl/hbVJNW0yU3UcsGo20rR3kD9IpF4IFeXap+114csSY4RJdTI+ZBZ6c/zg9lZnXp7Z61R+HXxGs/G3xn8RapYWtxa215YqVWc/PlSc5G9sdfb8a589eGupUmm+pGTfWuSUKkXFH3f8IT5l5q0/wDftcfka9x1dc+DdZb+7A//AKCK8F+C8udS1uT+9Fj8sV7b4lufK8A6+3/TrIPzUVnhKnNTsdOZQtKKPiSbU5I/NVP75z+dW7HXbu3xLFPJCwII2965u4by3Rf9nP5mo0uduc9/QVye1vK+1jSvB8kbM+vPAv7Q/ifQdLazWXz42QL+99jnA+uK5/4hfFDStc8cX/iLUj9guNRbz/Ii7fKFyfrtr5oN4ot2D/6piFP1PSvnX9ocX174a0CeF5EH2h45tncKF2/zNd+Gx1OjNSikc+KoOvStKbS9dD7CvPiz4Yt1G69lwM53ybRXL3nx58EW4Pmahp6Y/wCmm4n61+Sx0bUJNmySR02/xduTUsXhad2JL7D3967Hntpc1jghkftPjqXP0vv/ANpzwTbTqI9Rs5Dzwlcpd/ta+HIZX8rzD/1wgSTd9d3T8K+CP+EVmXbmfg9a0bbwxDtbMm88ZrJ55XlK6irG8sjoRg76n1/efthWbKVtrLUMjv5EMef8a468/a21QsfLstR5+5+/SMf+O9fxr58Xwtas2WPTpV1PDunhgHQP6e1KedYi3QI5BhLc1rnqsv7T/im9ba1kBGGBB+2biPwr70/ZX8SX3ivwdLqt71kk+UeVtx97PPevzE/sDTEtmOzYOAT+NfoR+x3O8Om63p+f3EF8Gj/ENn+Qrjr42U68HM9NYSnQpP2MUkfTfxMvrnRvGWkSwvIkFxKsMu3vuBx/WvH9buYNLvfsxmziPCrL3yT0rrP2lvEep+GfhtonibSnxcx6qsap/eJU4/kfzr4f+JXijVvFp0bW2fNhNpUaOn92VWbf/Na8/F051K8qkOpeAxXsqcnKOnqe46j4+8N+HcJcajm5LZMEX8P1/Osq3+Iln4m8Q+TaW88Qh2ytJ5iKWUdR839K+NxFEZI2Z444vMBLtJtxX0P4L8LxpJqGsRpHdR3NoqxSLJu+cH5f5muaVNQV2/eNK+P/AHblH7j6b1W68MwfDC413Tb7UQBbNNHZSXKbVdQNxAXrnI6+lfFd/wDF3xBceIYLiWC3ns1yUg8naeT3b8K9r8Wabc6P4b1ZITJ5N1pt0bgL2cWzZ/8AQq+R7vYLtFTzMBB9/wDGt5qFVJcqS6+Z85l+Jr1pynN7HscXxDOvXAtb7QdPa12ltssvnFcDsP4f6/hXdeDfhhrHi34dzeJPDN7Z2yS3LI0DQcJjpj9a+ZIZnhv7co+351Yj1ww/xr9Nf2RbXZ8ENMSePbHKZHz67pz/AIVzLDwlLkjofQTx9WNFym+a1j5Q1nwf4w8Pa3FYarqmnl5FZkH2NGzjGeW6dR0rnZYdesbOS/j+xzFTjchTIx7L0/Gvcv2zby50/wCP+l6bZTXEVq2ioZRF0b95JjP618SQvdW18txaXAtpUcMr929qmeW68vNc7I41ciurX7Hq9j438S2t99tnS9vI4zxCu/b/AOO/1rodS+K1zqmk/ZmsnsQ/EgXfu/8AHv6Vy+neIrnWL6I/arey1AgR+VcR7o5Semfc44r6m+GHwysvHXw2uX8Qw3Ok6lDMeUgTzwFDcnd2PbHvXBLBtT5UjR1aajzOqeC6L8UIdJEENjqmowSqf3oljkZPb7vHr97/ABrsZ/iN4U1YKniLw9oWrB+DK9lbs7evzfeX/PpWN8VfAuifDHx/p2jSXUmoLc2K3COY0V1yT9/b+mfQ15wz6HIW8q6t0c9B5m0/jXNGnVu9LWOmjUlbVn0H4X0P4aXPiWzv/DVlBY6kHysMWpSYGQf4W4H/AAH/AAr7ghR0j0Td/qP7Piz8vs/fvX50fC/Tw/xQ0ydb2NljlGIkk3b8g/4V+jGdmnWsnQf2aBt9OTXu5TOp7KSlscOaXnUjFHyJ+0T4O1TxZqvh19JhE72NrK4X7TBGTuKdpOW+7/D+Pavj/UvAfivS4vN1Pw9qMKnLrJ9lMinPX5ug7dK+1fjH4nOjeNLWJbWS5dbYEFZNu0cZrw69+JUaWPm6fdXmmzZ+R4p/nB74rlxGYVYVeWKudNPB4epBOUrNHzz9jkAPOD/Gu7kfUdqekCI+V685/wC+Wr3mDxnHrWpINZvdK1yQL9y/jjmkOfXdyOn8PX8q0TpngaWzMt14YiSM53to6mGRPciThvbb05z1FbU85suWUWcs8pcKcnCVzu/2aJU8rXFbr9sGP+/S19XeBbdm+JN056b1x+tfPHwuj8N+G7S6vdMfWIYLhVC/2jEitHg9ivXr39K+jfh00dz4y1CaN/NDXZO/+9wK9DL8ZCUqULPR9jkr4eq43a2Pqy2OzSkf+5z+hr8SvjHdfbv2lvFsv9++Yfkf/r1+1bMbfw4JB1V94/BW/wAa/EzxrazS/FbWJpfu3EiOv/ftK+hzTkWOeu6PnMDCajUdjzscAp/drTttgjDN1C8U02/l3DJ1xV6GAswP8KkH8c8Vy1FBxtc6vaRXxHvX7O/gePxV8X47m/i8+ys03iP/AKalvkP4Yav2n8OeE307wrHABumeUvK/qSF4/Cvgr9hvw1Dqc81xP/x8HUpZZPpGBj/0I1+pzQhMkdzXLPEKK5YnjZxiqzkuXYw9M0UWo8x+X421sNA4RjnqOKmjOc1OwyOtcUqjbvc8RUozXN1PNfFvh+PX/Buo6FfPssNQiaC4by93ykcD8TivzW1XTI/Dl/qhv7byG0/zNPv4fL272H3D/wCg1+twtVYEsu8Yr5Q/aH8FW9lrth48s7Uy2l6yafqsGOE7xsPyf8q78BmPsK8f5ep6mEw0sTSlTmrytofIvwX8dS+AP2gtIv7yYQafqBFlrMZ7bj83846/V9C7QqzYOQCD6+n6Yr8VPGXhmeDxbe6dFJKNM1aY3FpPH99XODtH/fsV+o/7PPxDX4kfs1aTe3ckX9uaegtb6L/logXKxlvrsb8jXqcRYdKUa1PVPfyPHwlGSpOjN+9HY9kHU0HG4ZKj6jNWvLBGT1piwFpTnoOlfN8y3IeHndJIoS3ghnAFrezZ6mOLIFWHVbmONjF+EiYIq8bbCZppgbAx1NHOr7m31Wqk00VjbNG5cKoyOcVTj0+1eS8lMQZ2iOfyNXp4/s9o81xLFDAo+d5H2Bf+Bdq8a8WeMfDOn3jXVp4ktri6hwfKhffg5C8v3+9+FXBOpomdWAwk3iYRjFpN6/LU+UNFLL8PII402bYi35Ov+Nfaw8K2F7otjcrcNbzvbRmT/aJUY/rXwjBqU+neFLa1hB8yBlZXzwcANyO/3q0b/wCMPjnUIhaR6uLa22BNtrbeWTj+8e//AOuvSVbka5J8p9PmWX4qviFOm9H+B9KeJdLtdG1B4rq9t4IQM+ZLLtP4DvXmF34h0pJ2W0m+3bf4/K2j8D3ryW0vNSvpib29uJ2JzmX+lWbm5htlCtPyOtbVMxrTa0vbqXQwbp2U5Nsl8U61c6klralNiG8Tb7819MeAontvCh8zogb9RXyBJeWl9rNhHbvvmScEe1fZHhVyfBFzNK2xhbOCc8kbDxjvmuXLJVHTqTZ1Znh4wlCx8ma3qNtH4n1IiQJvu5N3vgj/ABrzzVvF1nHFLbwzx7hnIbqfpXAw2XjXx74zv1sluNC8Pw3EiRtJa+WXKu2Srd//AK4r1jw58CbaN4ZtcvdWvp1bzGee93KQ391fw/lXAsNKo5OLszrli/ZqKsfO2uaRrXjXWrO30uyubhoJvNI8zap9P5V6P4Q/Zu1PVvFUet67P9iXduEMb7s567vyFfXWmeHNE0a1AgtLZIlA+bytpOPfvTbzxrolhKLSCa3Ny7YWL1x/+unDLNU56nbPPK9SPJTumT+HvBWjaFp8IigjIiG3cvVvrXJfEeGys9Akmt0CSJkqe+TjFdqHutVVl+1Rxq6gmNe3Wse80+z+w3QlTzojETKvmbd23p/M12YvDU50nFRSPKwuMmpuVSTfkfJEWu6rqGsNa63dXLxFTgS9B6Yr1/4ZXzG4ksWfeUcY9gc4rnvEXhtL/wCMEel2UflQi1jlRPM3bd2f8K67Q/BGq6NqkWorP5CBxub6f/rrzMpoVqNRu3uns5li8POja9mem6ldzW2swxRJvDZ3H06U58lVYybyeo9KbdIZLwzN8zuozJ/fxVdldYjs79a2rx3PFhWcFaSJj0NQL95qCrtEu99gGce9QBNvmfPvz+lXCFoA691axdR9kn1BqKF9yN7NSR/cqQfeqZOyuZOd0P37XjHrIKg/1c8x/vSGoZP+Pn8asp/qzVpXjcUNxA278KWkRHeKXZ2xmoxbzMmfSpNW7IlLFQSEjkGMEPXh3xO+HdrqPhS91/QbeOPU7QGaeBf+Ww7H/gOD/wB9V7E3mF/Kc9elaekx+dqRsSm+OYCKX/cY8/0pq99C5KEWufZn5cXGrgwkzx75C5LH37ivOtauBfeNbJIkKKN273+7XrPxo0D/AIRH9ofxhoY/cxx6i0sXujgY/ka8gi+fxday793lo34ZxXr+1lOKucWOoSStT2ZavdkDbV4IxmuJ1qVrnxFY/PsijJ3/AI4x/KuwvPLlti79A5xXE3Jjl8W28S9Bkn9K3xSuoo5cKoUU4Xtfcp68YpdShi3748ZH1GMVt2WgeH9XsopNch+0SopDJv25Hb+VZl81s2oSyLnPAP4VNb3sKW5A69qmcVTik3ud1TDSqWmmtDprPRtLtbMRadD9ntQflTfuxVryVtOYydzf0rlYdTdfN3OVHGPepE1Pdv8A33SnGryq0VaPUuKna1jopLu8kIw+wL+tVZb66ZQjz/SsMajJ5p2OG9faqcmphbkif7p6Vzz5XK6ZSoz72Idevrh5LIo+Xgl+Z/7sZI3/AMhWvqd7Fea/p5i+ZFhOx/7y8Y/ka57WdRs4dEZofvSsIz+JrQnjmOuWA/hW2RaqEeaSRhJyb5W0/wAzsLebyNIMvpVGTVN0Rm37AKl1TbH4XKJ998Z/z+NcN9ouYyyN0AGK0xE728jHDSUYSudtbv8Ab3jPn96qeLpfL0mW18zf5kez6ZxXHC9ufnhX5RMNhf8Au5q74k2pBZRv8z+WqB/72P8A9dc6d3Y2h7STtC33ieTNH4THlJI6x24DFY92Nv8A+uuNELyeKLa1DyPsQSsHj243f/qrU1HVb+w3Jb+V5bRDfu6+2PzNcjpdyftzXDebvdsnd0/CitBwkknubOE7WlJHpj3MkEL3Fr/rQmD+FZHg68uovipp983+vkkdB+Kmsua/SU/P/CQB+P8A+qrUOrfYPFOkzW/zPY3KXAT+9/D/AOzUOrJQs32/MzdKKXvPQ2baxm02e4VpNkglaRvfcxoqLxBO8fiy889/KHmESJ6fxf8As1Fc+MwftqrnzJXM/YxeyNrSf2Kfjhe7TJ4U07Tozn5rrUEz+S9Pxr0HRv2BviLJbE6nrfhOwyeAty8jD14X+tfrhYyZfB/1f8VSSQ5u5GHEf8NePKm5LllKz7H0FSvCUbbn5gWf/BPjUCwN/wDEXS44j99U0t2I+hb+ldjZf8E/fDETqbn4g6rMh7JpCYHrgt0/Cv0Ilm/dEVGJf3S0VMPzWfM9Ap15L3Ukj4itf2E/hdBIftviTxZd9MhI4VB/wrprX9ij4Fwff0/xJqTfxLcaptDfhH/X8O9fWby4w/8Adojlcyb0/iU5qHQdtDb2ku582R/sifAG0gO3wX5hPVJdSmbb/wCPr/Xp2rYtP2Y/gNbR/J8N9HOep+0TSE/X52x+n417mju8R3+pxUUU3l3OOu6ilFKS11D2su55Kv7PfwRtnSSH4ceG/l+959p535eZ0/D8e1asfwU+Dx2SQfDTwexHf+yYeK9QlP7t2qvDL5ikf3a0+r05Su73E604q9zh5PhJ8MTbqg+H3g4Beg/smGmx/CX4ZJFuHgHwchHQ/wBmop/8d/rXfs+B5X9+ool2O6+mK09go6o5nVk3dnPwfDzwCkCGHwxpELp91YrTap+tZ9/8KPhvq+VvvBegTsOf+PTdn613Cf65amZ3S4j29DnNbVKjm0mTd83Mjxg/AH4MzXDTS/DTwjIScApb+W/H863o/hB4Dh08Wtjosen2WMGKOZ49nptK/wBa9HuHhkIT+I1Vt3eO4aNugHFc0KEYp+ZcpprVanj19+z94Cu9xd/EyKc7QniCbb/3zXm/iP8AZS8I3unl9L+0z3Snhb26maPn+8a+rFffCPYmpETc30oaUFzN2M/a8utkfkJ8Tv2f/FPgjxVBra+H7IaDBcI6yabI7Jx1LbvTPGPevTNNnEvh6NVYSrs3iXudw6fhiv0c1C1jnsrm3mginhkQh1l+5+NfM/xH+HiabE2raQn7gxj7TG3+rT+7s/8AHs/hXq5XVcHyye55+b1b2dj5D12aa3MlxbPJDdR5aOVE3bK8uu/iz8RFm8seJLtYuVykW0kD3r2HxLaLEJVdI0yjFdnevmm+hc6lKrdN5xWeYTd3YeTytByJtV8aeJNWVo77xBrM8ZzvWXUfl59FrjnMhkAXBUn72OT+PeuiWwYy7VIYucBM/M30Heu70r4R+PtUsjd6f4O8Q3VqcESfZvLX8D/FXkuTS1Z7Ljf3jySS0cRrK/bpUENvtnL/AN6vcpvg/wDEFICjeFdQTPUd6x7r4beLbOzIufDeqRhe6wPJ/wCg9PxqVUh1aNPZtxujyl7dHn+ft0qVrFGVdnbrXWf2HdwOUmsLxG9J4Hj/AC3dfwo/sxk+/bbM9PeojCk5p3Q4VbLl1TOVXT/3bn6UNpXnQbW/1e1t35V1QsgrD5Nn9atC3xtTpu/xFd2vI0loOU3Gzb7fmfot+wrCLL4Ya6F/1a6++3/v1FX0Z+2GPtX7AviaP/npLB/6NWvA/wBij914F1CH11aT+Ve9/tZPn9kDVU/u3tv/AOjBXfgZ3w04nLmc4/2jCCey/Q/Dq98NJ/aUhf1bH/fRr2H4HW4074t6dBF0u0eBv0b+lc9eJvlf/eb/ANDaum8AO0Hxi8OBfutcNn/v29eLJXhOP9bmlL3Gz9QfgsEnv9V29WhMx/4E2P8A2Svf/EKZ8Ea5z920l/8AQVr59+Buw3uvFfvG0jz+Ve8a66J4N1zf3tJcf98rXtYFWp2PNxafNdHwVcy/OozjAP8AOs25l+aPB9alvpU84bDng5/OsSWX5hzXDHeRetSzatY1vN/c9a83+JNqmofDWeGQ/cmSQfhmuzjl+Vuc1zHiuVP+EQug3UrxVJyjrF6lxpQk7WPlmaCBZSPUlvzqMpGkL7Pxq48TfaMt0JO2q8geOU7ejfeqaScb3d2x1JRhFxSIwkbwpvPTpTlt42fKc4609FRSSvU9aVnKMvyb81qzGE7uxOXK27L61Asfy7qkb96o/d7cU0IyyLtGAetLlNuRPdj0O6VP9hw1faX7J83keI9btv7ssM/5+bXxXtVpjt6jrX11+yxcJa/FHVYW6yWIcf8AASf/AIqscauWcGdNGDnTk1sfS37WVus37Khmk+4NShY/8Cz/AIV+dyzfa/C91pRH+pl86D8Ov9K/S79pu0e6/Y98SlukQhuB/wB/E/wr8ubOXy9Zguv70n82b/CuzGVXOqoLTlR59J+7GH8pi3Eu6dnn/jxmvoz4HXCtZeK4J/8Aj2s7GJk+rSf/AGNfP+pQ7NYnk/6bZ/OvfvgGBF4Z8eXJ6fZUH5l64cRTSpvl0HipNUm0d/8AEC9juvhprl8/+uXT5F/DfxXxswcH5uhAI/IV9i/EGOE/AbUtn3fs+ZPxkix/WvkZk2Svt/1Zzt/76apw6tqePlcFyyvuVouZkH+1/Q1+on7Lls//AAo3QCneNmP4E1+acEHmW8sn9yIj8/8A9VfqX+zfY+R8DNGX1gZf++sf4Vs/cqx+f5HrNqVCTa2/zPlz9r+Z7v8AasJdN+zQ7UD25kr5Hkt0eM7k2EdPevr/APaetptS/bC1WCGHzWi022TP9379fMWpaMbK5jD8THO4enSqwtCcuadtCKNRqNr2Rz8NnKVx2wSv1HSv0u/Z5muJv2fo2v32XCkAe4+avzshTe6L7/8Aspr9Gf2frTyv2WdEb+/vT8w9TOnLn916nZGjRkrvc+bv2rXeb9pi0DPvVdCtse3L180LaGZtpr6e/aT/AHn7TmoD/nnYWyflHXhMUX7sfJu/pVU6UoRaau2c05W929kdd8H4nHx70iD/AJZIjs/4ba/TBZ4byxS8HRYRt/4CD/jX50fDFGj+Kds8CbLx4zFF9Gxu/kK/QnS7VbPwxHaD76xgP9cGtlRlGPMaSnGdKFVOx8jfH/UZYPi1pdof9X/ZKSf99E/4V4BDHo1xC0d1BJOrnLqse7pXsHx2fzvj3HH/AM89Kg/Uv/hXj0a7ZZPwrmWV0qifN1HLNWmkh8XhvwzfTmeG9ksYgcNC1nu+nPatC48NWq2qrZag8ceCQ6S7Tx7VBCiPu39unFWUhTny/wAeKz/sSK0hJmrzmEY2sknucQtpqx8Sxmy/tW5k3kea0m5WARs1+pvwUt2Wx0/egQ/ZoN3rnyxmvjz4YaXa33iO9F1D5qxhCp8zbtPzf4V94fB+3kGoymT73l4A8zdgDOK6MFhalDGqm1ouvqVjqv8AszlHU9y1ycWHga/uy8iLFaTyfL3Kwu4/9Br8c5dfvRr082oJb3Ucsvl7Ly185CIwEHH4V+unxDk+xfAfxPdr/rINGuJFHr+7K/8As1fj3d2aXEVpCyfZLmCBI1m8vdj5Vb/2atOJKbniPcekOqMshnD2Uozknfo9P8zu7SHQNZgWK48LW1hFkf6bZ6lIqDPYRLwmf9rr+BrUm8C+HBc7or/UbNQAyxy20cin3DLyP+Bf415C3h6YoT/bUk7n721NtUpdEu4o3EE14Zm+5t718/Tx2JpO3tNPP/I9WWFw0nrBP0P0z/ZR8Y+B/hXrE9n4l1u3sLOe2l8mcxuw3syY3bfu/j1/Cv0CsPiT8OtauGj03xv4buGDYK/2gqMWwMjDkZ7dK/nL0+w1vS7gXd7plxfwA5dJe49q73TPH05uGg0jwxJbyjAcI+3B5xz+ddH1yUnzON33v/wP1PKzDJaNdaXivS/6n9E1tNBNl7eaGePjDxurA/iKuJIPMIPU9K/n/wBP+LHxW0PUEksptQ0SMkASRajJIPxVeB/wL/Gvobw3+038bNKW0VvE9vqsSLuZLrToJAfbd94V11atFRXLJt+h4lDhjEybdOSsj9gcEk56V4/8bLKDVfhNFoLzRw3Oq3iWkAlfajFvX9K+Z/DH7WXjLUNJM+q+FPC94QMI1rdTW7lh3YnIx04HWvFviX8VfF3ie4fXtU1RVMEym1sbeN0trdz90IH7nHzN3wKdGtCDU5apG2HyXFe0VrJp9STxLpaT+GtS0fU/LXU/D999jEsUm5Aq+n5Vvfs9eJv+EI+OllPsM2ha7L/Z147OAi55WQhuMqwHPUbjjqa8U0HxHey+K5rfXuZNR+fPq/f+Yrv4tOk/4R+50veFlB8wDHzHuuD2719PhcRRr4aUJ3d/keXxDhXTxirRilLy1/r7j9XNMsLTTLK4jgS/lEkrTSy3l9PcsWPGd0xJC4AwB8oxxXPav8QPBWiO4utf04ToDvgtZDNKT2GEzt/Hr+Br4o0fxtqPiTwpY2l9qV/dSWsQhNtcXHmBQvHyjtnv64HpTp2tmHmPDtfpt9K8P+zVGdpSujpwtD2seaS/L/I+idQ+PWmsJI9B0O7u5T92XUHSJP8AvlSSfxrzTU/in47uxIj6zb2EMmcxafZGEx/SY15mt2FmLhNgQHFSafY6z4nJtdH0rVNUkDfOLW2kkRPTey8LnnG7rg+hrshQo01dR+89Cnh6S0kZ2papqt5eTSXd7cXwY/PJPcec5+rd6znSaS2Cxf6tutez6T8CPGmpXCT6q2l+HoVxkTS/aJGB9ETjI/2/XjvXsOkfArwfBJGNUfVdWl2/w3H2aNmHzAhI8en8WfbvXNUxUIyvcmWKpwkqcetj4Wvx5cLQ4zO7hIx6k9q4/XiPC2qpFrxttGuWXels3+skHqn58/UVRuNUmu9ODIklw7Sr+7d3YqgYKOW9Nvapf2hPh/4j8b/tYanB4fEotIJbZ7idZNoCm0XIP0xWvuuPtL/16npVOajzRe6/E5zUvG2oRaf5lha7YifkkZNzN9a4Rte8X6xrrI89yYmQ4ijj2g/WvqrQ/hVazaFax6ynm3UYVVaK5+8gjTG4d+/616TYeC9C0mDatlFChIVmWLaT16nvXdNxpwvCCcu71PMUFUqpzeh8vfDTSru21qFrt/nd8hO6+ua+/dLIT4czFvui3YH8RXyRplta2v7TPiHT4n3xQCBlHpu8z/CvrDUJk034B6/qUfln7Jpks4Vu5UcVz4LE89CbktV/mZ53Rbr04w2Z5ckmjaZaeZI8aE5Lbu9cFrnxb8OaHdRWK+XM0j+Vlf4S2Mfyr42i+LPibxnbzT3uoyxIzkJDB0wCev5fzrnpbiSfxp4bkWMLNLrNuC3dsOOv50VatqfNbt+LsU6FB1HTe8T7L+I+q6rpnweOspfSQl5EiCr3DdK+TJtauftzXltcSQ6pA/mW9w38Mo5Ufjz+VfT3xhdG/ZisYR/rftQ3/wDfx8V8ettErI/QOR+amvRVJe9B9DWtzaOPQ/Qv4beJR4v+E2m67nNzKhivPedMbz+ORW9NzayA91b+lfP37M15dSfCbxvZy/6m18SuYv8AgUUef/QRXvF1PvnUdwwH51xVm0nFbDtUjKN+pxFtC8f7S3yffa0hx/49XvHiaJI9J04/8tWD7/8Ax2vELSPb+0A0P9xFP55/wr2/xum20s/eEVGFd8E5dycbU/exj/WxwFNbtTN20j3AprNuT6Vzt2Q6TtIfSdZ0HqDRL/x41DB0ao9oTUleVi3FF5aIf7xNRT/60fWnhdyk+lQebiTHpRzc2hTq+60WZf8Aj7P0FWPK8yEH+7VXzfu81Z875Ogoty63M4TsyuOGIpd+1xSLN+/7Go533y9uKXPzaXLoRs2u5Cz7pm9q0NMLpqiSr0jIY/nWYvetfRjjXYx/f+T8yK3oQtP7/wAi5pbM+B/20D9i/bSvPL/5b6PayP8AiGr5O0t0fV3K9fKbNfUP7at2037cdwo6W2iQofyNfLukuiy+evUquf1ooVOVRf8AN+mppjqc+VKP3FjUH2eX7qK4933eJH9gK6vVX3hpM9jXEQS+dfzRnOBg49etehUrc1nbY8yhD2UWpLcgu/8AkIOapSXeAo64qDU9bhnvfs0UHkkfKx/vVQR0UEN17Vycr5ro7sOuWDXRml5vne22hn2wvVNZn2tuPHaqzO7NlO3WtoVEnruaK7dlsaEdwiwNv79KeZYJoo196xpLt/L2vHv9KRZvKgL+XsyPzpVZNPmRth17JMuyRpe+LrO2H3I5FL4/T+Vd3E3na5JEP9WrfL+FcB4eTztXik9ZM/lXcafcpda3IGTcwlIB9KznzxnF3OFwpqMnFWNHX7yGGxt2l6yBgv4Y/wAa89mu3MqlPuknNb/jK4/eWsUkm/Zv2D0ztrgGd3Vd3QdK6JYt88pvZmtHD01HnZ0sV+iTJjqTk/hU2qXr3+o28i9CQD+FcgZVjT5up6Vq6ZeOdZtYpP8AVMrE/hiuKtUb1krGdSjKT93Yf4lu4FMsPWVUGKw7HyzpoI/1n8VN1+N766maN9ke/A96hgaS1g8t5N2FGKUsQ5tWVrHf9ShGKV9WXP4zSQn/AE9lb/VuCG/AFv6Vi3l7ciMC3j3qW+f+lXoriZbi3kZNnPP5GrhVlzK5yTj7N2joup3PjaT7T43k1Af6u9hinX8YkX/2Wiq/ikobbRpl6tpybvzNFXVgnL3Xc0Ubo/eKB9kg96syjzZ09s1hROX8snqM5q6LjLkZ6V5UIKS5nudk6EovmYy9TYv1qGFtsI96sSPvjPJOKyS+y7DehqPYWlzXJ5rmgz70P0qsj+WWf0xTk+W8V/8Anp/T/wDXUF0u25J9az9jd3uWWg8kgZ4+/WqcrSLOm/8ACo1+6x9KqzS7/wDgNaQp+8aup7tjWkffbD6VGHRYl39+lQwy+dCsdNml8lRGP9Zn5aHK0rGSjfQuxuj52dutPNUg+2OMnHmHO6rG/fCfYVpFu+hMvddiUfdbp+VWv+XP8Kxw+y4X61dS4xKR61o1Ua1IdSyLdu+0n3qJ4v8ATQ1VM/6Z5vpVk8ln9alR1MqtPkkmWA25iPSpFfajD1pi/wCpWlP3DT3NZpxat1KtxFm2ZvcVz2o20N+k9vMm9HiKfTI/+tXUMu6D6Vzt8m3BPTPT1qeV9GTKPMrSWh+f/jvw/cHxjfWlpDvAkMaRf38H/wCvWR4O/Z3uta8Tf2j4pvYtB0cYYw/8tJgc52/TAz9RX1t4l022HiZbiOHyZmBwf73SsNmc3CrJ99eteLmGZTU0ktj2cry+MVpHTuU9I8IfDvweUHhnw7G12vTULn77Ed/1q9qGoajd5aWTzP5D6VEU3zP7UeSfSvGrYqpJavQ9mjh4UosrWsRLZbqetTnbFdhW+83Srlsm1m98VIP9dJXnTSbva5rFxvoyhNYrdArPDBPEf4ZYEkH/AI90/CufuvAHgq6ObzwroTyH+NIEjb/x3r+Nde/31qcLuH0rVe0Sunb0Lmk46nkl18Gvh5dHc2k3NqPW1k2j8a5a++Afhx9r6freoWO1t8Yli84ce/8AD/X8K+hGiyp71FDDh3+lbRxlbl5Uzglg6MnsdJ+zz4TbwXE9qk0VyXJczK3LZ6ZHau0/aXs77V/2cdQ0q0gkmumlgaMJHuP+sFO+Glu7aoGTswz+tdr8UIfN8ISCb7iyLX3WWzl9QlVktrfmkfN4iEJY2HP0v+R+LviDwxr+nayVvtI1VJCGBZ4PlOHb/GrHgKN7X40aBNImwrO4x5e08xv1r9BZ7Wf7M+xC8G4kDPHbqO9eFeOtO0i0+I3gvUba1tra9ubi4EpjtvLLbYxjJ/i+8fzrwYZjFuUZRab2PVWDXLzLY+pfgKn7/XT/ANOqH8xXuHiF8+GtV/2Ub/0CvCfgC4EGtN/G9omfyr6A1iP/AIprUn/6d5z/AOQGr6rAWlT1PJr2jU1Z+dl1d4MQ64U/+hGqEtzuQdqi1C52XCj/AKZr/IVhTX21D2rhVOK5mieZ9FoaUlxsic1w/iPUjL4au4B1bFGo6t5UX1zXneoag907BOx5/GkLmv0ZzEi3KTEN07U3yXl+926ZrQa3mkRT/SojaPuXf/KgWi3bKZt9npzVuzih+0Hzvu4qc2g2rSpbhM980ry6DU4vRFTyc52f6rJ21BKhRkz3zWt5Q/uBqPsKT8sgQr09804qo3qDgmtTNV9jrX0r+zdcY+PDR93sH/mteAx2jhGDdB0r3L4Ek2Px306Zv9U0bRv9Wxj+RrmxM+VJea/NG9Cq0+Xofe/x0g8/9kbxlF/zzsxJ+WK/JgncwZf9Yyqy/iBX67fExXvv2aPFVoiebctodypT1AhfH86/KC4097fVJraVPKkR+U/u5rvxcWsW0n0R5tKH71yM66tPtGlpI3+si+9z6kf4V7v8IE8n4a+LTx8+oR/oG/xryOG0kcSRRp5peI/J68ivZ/h3ZXuneDdSW4XyoZNQHyemB/8AXrixVZp8z6J/kbYmqo0pN9mWvH1u5+Fl/Mj7NskWR5m3P3q+dBDNPAw2bMt18zdmvqLxfplxqXw0vLPT7ae5eTU4CoigeQjAk/u9OvevGrPwJ4rmukhPh/XSWUjLafPtPJ79B+NTgJwWFpu/VnmZNQl9TjNa6nN+H7S5Pi3TrVUjmEkmwo/fNfq/8FIXg+G6QqkcLxoyEJ/BytfCPhr4JfEBNU0y7uvD2oDTfOyzRJG2I/4twXkdvve/vX6GfDCBNJ8JXVq6PHJHEwRXj2kJg4/rXbSrwqYmKt3/ACPWVGUaMr9T4Z/aT1RP+GlPEWm2qeTLGqG4k/56ZHH5YP5180RW+/cGk3EHmvef2gEeT9sfx3K3RriLH/flK8Y27Y5PeutydO8U9GclP91F9SsII44HZuqgsPwR6/Sj4M2r2/7Muhxt92bcw/4FEn+FfnPCiSSxo3U9K/S34QRun7NnhlW6CFFX8baP/CuTExvWgz0MNHlp372Pjj48n7Z+0l4gcf8ALIxx/lEleRRJutyD2r074tz/AGn9obxfL/dvRH/3zGn+Nefx/wCrFd8KScdTgxLvWlS7HoHwwt93xUsD6I381r7tveEuh6Mf5LXxL8Ik3fGGz+lfbVx+6jf3B/pWMZtVZwW0fxHTj0PjT44ojfHebd1FlFj9a8daIbgZeg+7XsHxmff+0HqHtZQf+zV5BL9w1tGepnVbSsiUok8flp261biaGKJFl6p92s+EfcFaCt5c/XqK6IVLSOa0tbo9d+GDiLV9XftLaDH4H/69fdPwrfbayn1lX+VfBnwyl/4n8g9YWr75+E8X/FNI3+yP6152Ef8At7h2O2tV5stp9LHT/Gi58n9lvx5MO+izR/8AfQ/+tX5c3sPmapct/dcr+pr9Mvj1Pj9nDxJD/wA9Utk/OUV+YF9F5euXA9JXT8mP+NetVh/t9T0PDi5t3voVXyJhh9hHSrlte3kcw/f/ACgdPWqiqjSnf68VbMSAIyDoeaKuBpVPiSO6lja9LVTaPoz4E/DWz+NvjCfwpeak2itGgmS58h5hkbuqLjPQdXX8e3tGvfsJ/EvSZLm68J+KvDmvbGY26uHtZWz2Eb7ox/wN29sc5479i29+y/tVzD/no0EX5rNX7DFssfavmsTQpxm4paEvN69787Z+GfiL4DftH+Go5Y9X+GWsahAmT9otPIuIyO5Jh+Vf6/hXj0+neLI7p7OWzGn3KH97bS3XltH/AMB796/owXqD6VR1PRNI1yxa31jR9K1m2wR5V/aJOgz1+Vgf8iuOVGmltb+ux6tPP602rrQ/ELwfqckHh+1s5p44r1MghR94Hrz3pPFpeK08sf8AHrvyD6sQa/WbUP2ffgxqN0ZZvh5olm7Nktpm+wwcHkeQ6Y/GvjP4v/Cvw1o3xqvPB/hy2uLLTYtNt54fPup7hkZzJ/HK7Z+72x754rqhSdWrFQOqhm9GenK15bnyNqmj3dv4c8Ka3m5863tmY+V0xkYz+Veh2XigXfhm212F/LlgYLOfY+v5Guv8O+CNb8RfEKx8DW2n3GpalcwS/OjpFHHGu0GWWQ5dIl3DdsRs5GccZxvEnwe8f/CW8ubLxFo9s2i3bBbDUrS8S4tp3OcGJuJMAE/fROvGece7g8VHD1EqiOPMaEsbqnr0O20XQZ7/AML2niLTbq3vIbuSRjFB5e/K7c/e57/w/wCFez+EtL0i+s4J9e8Z2OhxkEPbf2fPdTDH94dB+FfKPg/xNH4Y8MX1jF+6kabG7+9EM7P1MldlZ+NJJnjWB97Ofn9vSljMXCrflVvO/wDwDLA5bX5XdaI+59D0L4E2JjurvWbTV5B8xl1eeZLZCOp8t8Rp/wADHOOOhr6A0HUdE1Dw1BL4cudIu9FAxbyaZJG0HuFKfL+Vfl/fy6g+jxzDgN1Pp0r1T4Wy+J/Clve3miatDBHqap9qje384ts3bSF9RvbntmvJhhnWTvdS6X2+/p9w61KNJ3hLTqfe+o6jp2k6a97qd5a2Fqv3pZ5Aqj/GvLtf+Lul6baTN4dsbjXp0jYiYP5VvjaTnP8AF0/D8a8Qnd7l2utZvbu+viTl7ufzZgPQt/d9F7c1l3GrWtvayMX2bfu1vDJ4L3qjTfYwjiEn7rOD0v4aWGlRE3AjluI3bzDEPkU7jwD3rsUg06xsvPVI0VSAS1cxqHiVnWNkkDLvHzN8yqSyqCU/i+9+H419RJ8DfCs3ha8stbv9Y1HULi38tb0XLw/ZmxkNCi8Ajd39K7quIw+Gio9y51XVknJ2SPlnxL8RfDvh2F/tV7HwuAi98186+LP2hrjUoVtvD0Eds0u6Nbpuq7MdP++q5H45fCDxx8IfibI2vvearo1y+6x163idoJVwfkkLf8tRkbseor5wsQ0WoWaSK6uybseXtTBJwRXfhqVGtHmbujmeJdOXLaz6H1r8JNUuNQ+JFzfXs8l1fTKvnTN0bGcY/M19mfEu+lsf2MfiBcR/8s/DU8h9eIzjH518M/AqLOr59ZG/nX2l8ap0sf2EPF8j/wDLXTVhH/Aj/wDWrnrRpRw01DTb80OMmsRC+p+FXgnVvE+jalKj2tzcWF4y3AMvRdyL0r3HRtRN1468IyMnlquvWnH1mT/CuPgsoLe+MfogH6V0Xh+KH/hNvDq+urW//o1arEf7v9x0r3sW6nc+4fjN5KfstpLE+wvNbbvwk/8Ar18cRTN/aQCvvfcxX672H9a+w/jcDcfszx2FskjzNNbbdnb92tcl8JPhKwSDxFrqyGPeDHbt/wAtSO/4cfnXVSqKdLVCr26nqnwa8LS+E/gjaWFz/wAfl5M95J9GwR/Wu9mf7ReM3+w/6KavSKSxTHyoAFPt2H4Vnypj8mP/AI6a8mpTjT5rLuTTqxbUV3X5nOaJK837ROrTr0Qxq34xr/hXtHjSRE/suFeohYt+O2vFvC58z45eIJ/78qD8o0r2Xx//AMhfS/8Ar0H9KqhG2XxXdlYxXx8l5HBFdsufWkP3zUb/AHaUSbM+9efOXKx+zJUbbn3pXbch9qgb96Vb+7Ury4hwe1aS9xopUebS45G2oPepA24/Sq4ffEtI3Sq5ubQylDlZduP+PVPrTG/1p+gqA/6lPxoVdyk+lJwshEjO6r8nfrVUPI27f26U5H3TEelQ3H+vjqUrsai27IWFtrOPXFdV4Ws/tXjXT4+7XMf8640IXmY+hrvfAiNcfEPTApysVwrn8Aa6sMpRqc0Xqr/kZ4mXs6d763X4tI/Kn9qvUPt37evxAHP+j3oh/IV4TYY8x+nb+tei/H/VItT/AGxfiFe/xtq0kf8A3yf/AK9eeadMwtpN3TjH61WAqydqr3dzfH0535FLawmovstHb61xtsq/aZ5X6uOK6TWpv9CHfr/SuTgm/wBGl/D+tFapJ1LszoUqkVds5+5R2nOU34Y7faqredGw89NkRrp5P3tsR6VTMP7g0Ko3sbT2Mky5VQqF4z90+lQuoUg+fgnt6VpzW25I+M4zVdrHevParvLqzeFRQjzMobd8q/vN+P0qlf21y8DLbff71fax2Pmnx4+YCn6guSpqLol5JYIhl/1qjDfjXV6dfxI8iSnmUErXLN5Zwj/xdK0I5baCW03YypOP0rL6wlKy1ZzVoRkuTlZP4nu/+JpboOgirmBsZwr/AMXStrVn+06szhN4wMVktbyPKmxNmM596qVOTXMzWlBKPKkRs0KStCE3ntWzZ6Tc3B3ImxUgeX64x/jWM9tMkVwQsbyhcpu9qpHxV4qj1ACWGP7P5Kou305qKcoxknLY3rRnNLS1i3vidMTZ3kbh+P8A+qqklvi3kYdDinwOZo/nTZIDlvfP/wCqrkibLc981tBJ1E0DUpSTb2Kluu23X3FNMLy3qsvRGyfyNWLV9in3qSGTdeS+y9fSsU/Ztre5zSg5SsjS1KaK48K6NJ/F9lI/I0VVuLuPUPD2nxPd7vszSYHpu2/4UV1OFhRrJKzP3ULu8e5nLgdPQVdhu/3IWvhj4U/tPW1zqVr4e+IMslpLJgR6qX3I57h/0x+NfY9lf2t5ZR3FnJFLbycxyRfcYdiK8ClVVTRbnq1KM4a207nUK+Gz61nXUm6b6c1GJf3qetR3bl5I+netp05W1MYJydkWpJPNtIbv3x+VWZ7h3kjdehXmsiR9lq9Rb99tH+NYqhGTtLYbaUrPcuGVPNk29e9Upn3xt6Ujf6sVEn3JPwqqs0pKy2HZvYsW/meT+7/GpJHkQr5n4YqnFN5XH96rT/6sN61zqHNIGpLVoch83dnoKsQ/uWPvWbDL5bOD/FiraPjJPeuyLcY2RNzQmPmQhv7tNjmIjAz0qp5opd278KilGorp9QWpeLmSJk65qaDhAn92qUCb93tinyJ5cYkx0NbRhqZ05c9y2H2yy/hV0Puth7Vmuf8AS1l9RVi3l8wzD+7j+tP7VhyVlcuBUaA7uo6Vh38T+Q277ueK2/8AllWXdNt2j1zTqQtFmSalozyzxTb7pYT6Bv6VxwGIsV6J4gi/0OVveuCdt0uPQV8hjqV57n0uVVm4WWxRKIz5f+E8VNuRmQIegOadIm7HGcVWdHWVNgxnOa8ypQtF6nqub6Ev8b/hV6P/AFNZG51nbf36VZM3yjNTB3XKEKig+Zq7LJ6mgdRVNpuQetWkl6V0XsrFV5/iX0TfGfampFuDp64pY33svtVwnbbyOv8ArFQla0hTurmG+h3fw/Ty/Eqp6Ff616N8Q7WS+0G3tIkklle5UqiR7s4U/wCNeefDCT7Rc/am/wBY+Q34H/69el+NbgW+o6NnpJOqfmDX2+Eop4Npvt+Z8tmFW+KirbHz5DYX9tKwlgfOwAwSptTq3WvLfGPgW71rxLpuoWtrema08x9n/LNM7Puflz+FfT+r6pZJbAnqsWw/gT/jXm8/iCy8/bv2c15UMLKi24pP+ux6tPETnZapF74OaJqGiXN/HqEEkLTRrIu7v97P9K95vFlfSZo4MmV7VkUeZtByprzzwVdw3uuhYZN/7ls+1eiy7hb+Xz5aruc+ZtA+te7gHy03y2/Kx4uY2nVUn0Phy4+B3ju5ZGhtdKSJwXVnu9pOWNUpv2cviDdAA3uhwA9d87yf+go2Pxx+Pb7IuvHnh+3k8uS5smdOG23HK/WsWf4reErXltX0uP8AveffJHj6buv4Vyywck3J1EXh+eK5owfqfHsv7J/jG4ceb4h0P5v7sE0mP/HFx+tOt/2NPEP2kO/jHT0B+8ItMdj/AOPOv6Zr6ouPjx4FiUwnxPoYLdQt8kmP++en41gTftCeBoGK/wDCS6XIR0CfvD/9aiOGu7e0Np1JOOsdTxe3/Y8LOwufHF6pGOE01FB/76n/AJVrQ/sb6Ezg3XirWHI+6YoIY/rn52z+lehP+0v4LTIm1OUxeqWjsD/3z/WqD/tNeCDIEh1G7cH7oWwf/wBm/pUOnSjKyqO5hGTv70FYyIP2QvC8e3Ou+ILkDqPPhjx/442f0/Guhtv2TfAjL/pE+uHb/fv0+b/vlF/XP4Vz13+07o0cu2K11e6Vf+eVukf57uv4Vi3H7WGnxRlU8N645PdpIVqvZwfVtmrqTekUvmj09P2V/hfGB5mmaheEd5b5+Ppt/rWjF+zR8KIwd2hSIewe7mYH/wAfX+teFy/tUTvCDb+G7xP+u92ij/x3+tYkv7UXiBmbyPD2lAdy9++R/wB8/wBaijh6MXbmd2RbEeSPpqL9nj4Wxud3hjS8Doz75D/487Y/DH41s2Xwd+HmjXi3Gl6Zp9vcjoYk2kYr4+b9p3xXIriOy0uA+izzSf8A6qseHvjz4y1vxhbadP8AYoY5mwCkbsT/AN9f0pTWFpu8kyYyxE5qHMj7dvNDspdP+zXd9L9mYbTG33cVxkvgXwjaFoLbT9KkP3i7feqlLbatceH4LoazcwTp+83eWigfKTgbvX2r4c1X4u+OP7QuYF1u8giSV0CJs7Mefl9feuyNGjdcsW7/ACOeu6yfK5I+ivFsOmaPqEcVskcchY7QnTjH+NcxHdDVtdFjs3N9kmkJ9Nq//Xr5muvHPifUZ/8ASNavJ8HOGr1rwDqN7Jp2oa1N5kzwxKql/fdn+VfPYnDcknpoyM3zL2WGcZQuvwPcPhh5MHxc8TrdHzbRLNC4/ulvJx/I19CG/wBBto5EkS3R+T+97gs2MV+fHjXWru3tPtNm9xbS3CgzeVJt3Y6Z/M15e2vancwtHPe3mMDAafrXsZdThZaHmZbXqww6hHS23mfqcfE2hQopV7NMddnet7wxqNlqXjGKSzkLhYnaZY+m3jk1+WPg/wARDQ/G9rdy/aGjUEOm/dv6V9deGfjj4R0HQrqdXuIr2RQBGse5x1zt/OumFR/WFHRLX8j2XSdaldNyI/jL4CsvFNvqWvWeLbxFbys4ni63ka42xH9fzr4qkilTU3ju7aS1cDc0TfwH+7+H9a+qn+JSanq0t5pk8fkNJ5ifal2vvHTI79TXM+NdZ0aa2ims/CNvfarL891dRafz5hxznvXjf2jRjXdO9mevhcglUcYvr3PBF0q+TTo9R2b7ebKp+GM/zFfpb8M4jF8EvDiFNhWEMf0r4m0q01B76K7utGuZbYoQ0csHlhCQcEetfdHg0Cy+EPh6W5xOsFgJP9XuPfAH05ro9pKXwu5GMw6wcWmz88/idded8efFsueuqSj8gtcIkv79ea9d+JfhLWbD4ma3eT6deJDfahdXKM0e0ENPJ0ryxreLYVKSO684btXvYT2nJqfMYhwm73PW/g0+/wCMCe0Rr7cuE3aREfVWT81P+FfFvwajeT4gCdk2BwoHvjP+NfaFymzSrU/7bf8AoNeavtHpSjG0bI+Kvi/L/wAZDeIl/u+Un5RL/jXlm3EmfWvSfi9L5n7QfiIf3ZU/9FJXmEj7Mdea7aJwVY2lctv92P8AGpCm6Ae1UYpssetacWyVPm6jGK3lfoyObRnoXw43R+MwF6NEc1+kHw0jz4YtFj/iUF/wz/jX5z+AUdfF8O7osLOv4Ff8a/SbwJ/yKdv/ALUzP+YX/CuPK0qmY1W91Y1xCay6EV1MH4+yo/weto1+9PqsKN+Af/GvzKvyj6reFn2FJ3jHvtP/ANev0h+PMkJ8HaDaS9ZtTJX/AIDDJ/jX5nztm6lUdFcgfpXd7T2uNraWtY8vCqU4u6sRfP5nzPvGeParsXVf94VTTiUP/drVC7oRcegrunNza0NKlFNa+X5n01+yldeT+2BpcH/PaW3H5TL/AI1+1JGEH1Nfhb+z7qP2T9pzQpufmjI/8jQV+6Vw2Lsn1Y187mdCVOevU58xhGNR1O9i1DV8HER96rQv8opksn7yvH5W2ddKrGlSvuI4/edM5r4j+Nkfl/te3MxfcD4ftuPT5pq+3UkAPPWvhv44s7/te3oPT/hH7XH/AH1NXo5f/vEV6/kTQ5W7plv9n1IW/as1C4j6nw1cI34z2/8AhX0j8XtCg8Tfs3+MtFnt2ud2nPLCq9fMi/eJj8Vr55/Z7i8v9oq8P97w7P8A+jrevsq8tYruxnhnRJYmUgo3fJrLGJKvqdeJdSnaUN1qflb8Ifgfr3jz42aemuWdxpegaRLDda0bjrdIQziFfZsnd9BU3xf8Fz+Cfjn4gtI/Dcfh/Qp7gTaOLb/j3khbgBP9pcfN/vCv1A0/C62ZNr5htggY9CCTx+GP1rjvionn/s5ePl+zw3RXQLqTZJ7QPyPpWdTESVSUtbO2l/NG+EzqdRqb159LHyH8N7NJNIsrd035iJH6V6rd2Gp3GvW9homkXuo3CxYKQx/IM9N0jfInfG7rzjoa8r+Fo/4pWwk3mTzAzbu33DwPpX2h4BOPCd5/1/N/6Ljr6XH15YajFx1bPPc5rGShfRHmWhfBrU78JceJ79NOhYZaxs/nl56hpR8q9vujnv0Fex6B4O8OeFoYLfStPt0dc4nmHmyng8lzz3ro/Mx3pPN/fp+P8jXy1fEV6vxS07HoRlRTTS101Pyw0zd/wgluWyxLn5vN3A/Meg7V+qRgDhB3Ar8qtC/e+BrI/wB1m/8AQzX6qS3GxUHtXXmV7wsKbo+3queuxzet6Ppus6FfaPrFhZappV5EYru0u4fNiljPUFT39D2r4g8ffsS+CtR87UPA+sHwoEjJjsNRJlt8j7oEvWNeTge/tX3hLLvkNYOpMA0UB6y8D8x/jSwlSpSTUHa54FXHvDzvFXV/zZ+X3hD4d638MfjbJ4O1v7IdSgijuZDaSb4WWXdtKt3ztOa97+NGg6n4k/Y31jw7p/l/bbsKY/Nx5fykfe+Rj37YrC8Tv9v/AG1fEc3/ADzhsov++bda9q1Rd3guwi/3j+W2vrMDD6xh4uf2v0O3MpOhXU1ul0030Pyxt/2dfHUt/nUU09wOB5EV8yZwMYP2VlH5r+PbW0/4BeK9F1ay1nVZLO2Syu45cNKGLASL0HUfiB1r9A1KPfvI/cAD8K5TxsYU8GXzjORCR+ZWt8bhlSw8rN9PzRvgcXGdVKMEm+vU5m0tbbV9JsGvbO3v7f7PFKIpI92Ssa8r9P8ACuiVVSV1UYG0MB5e0AHOBWbpQdIIlboACPxUVfluNzTD0xXFBcqS7jrSk6urIZH8ty/pVJz5kU0/91Cf1FF0+6y+lZ1w23RXH99Cn5kVxYhXbNaXxIz/AAPLu+K2rXX/AD2uQv5On+NeqePlzqdjB/cGfzdv8K8g+HKqvxO1VpI98a3aofqHTH869K8c3DH4kzh02SC2TP03yYpxjy5fBjq3nXi+xyUi7bt/dzTf42qosv8ApMv4f1pzS/MvauByclZI6OV9UW1/1y1Ykfa2PWs55eU5p+7dt+fZilCydm9QtHoi6qbWB9TU0ibolPpVJm2Kvz7s/pSB9yE+laT2Jn8Jp7t1so9Ke3+oWqRud1oB3FNE37tayTszAeX2zL75pjvvZ/YVG8371PxqCSX96a0U7sTdh8f/AB9fga734eSeR4oa437PJDSfXCPXnYbdKPYGu08PXw07wr4hu3TdHHpc7E+h2NitsNOdnKK1X66F4iK9pBvyPxH8f3h1H4zeL7rfvWbWbhj/AN9muYg1O5tItvl74l+57etNvWaW91G4kk3yz3s0hHoC5xWRK+2Ffc1hTXsoR5rprr6nfVoJYmairtpGpfXj3FqXdNm7p71nwrizY+uKp6i+9o8/cx81Nh/1I2/6v+GmpNzU0vmcssLG95IkD7bjHrUU6FWJ37M/rTnTdIh9M1XkfdIQc+WPvVvzpfCrAouL0ehcT/jyPz76gf7o4qFfM2N5WfL7VUkWZ2HtSlK6sOXtrXWi7miiM7df3X8dQvCnnNsx5dRotyjqV6d6d5qyXOJOq0/aLl5WUsPKUeZydyOSK342Y3d6h+yzS3cRHRc0+ZrdZmc+ZwhOF7jjNPsvHmjW3ih7OWxvPsotNsTL03Hrn9K5a04QhdOzHQqSaabILhHjuhv7U5Z9y4HaoZWhuJlZsbiN2O4B6ZqZYkC/J+NdrhTmoybbZpKPMrDw6uw39B0p88SS23ydB1pg2Rq2/v0qtI6PG+zt1rJ1Xe0tQjKcFvoNS0+TpmpFsdzZx0qS23lQq9CDmmx3SCPyV6gndROpZdjopSb1RTkh/wBII9KgjXy7mU+q4rW6/jT1soXVml6j7tc062nxXFJuL55LQ461sXt76XZ/E2TRXV/Z9xbHRelFdKqcyTMJVXJ3SLUtr5jHnAAOPr2P4V9rfsv/ABPuLnf4D1u88yeFM2k3/PQc5H4YX86+NEl/drJWn4c1G40H4i6V4it32PbXSE/QnmvBppq8l0PVwnNVbp31P2WWcMC38QUAn1xmod++Ss/RdQGo6Dp9+r70urZJfxI5q9cJtkB9a61JSjrozNTSnZ7oltn2X7+4ojl5f/erPL7J42+tTFf3nm/36you7b7EzjzF1m3L9KoH71Sv/B+NNn/1KfjTnVvpYhQ5dQjfYTUqtuz7VCV3W6e2aWNdufetKdTSwpSurFio5X2rj1pS+1B71Ezbl+lVh6iqSszNIv2/7u3z/epyvul+lV0TdCKkjXbMvvTlGmp3W4pSSV2rkjNtl+tOkl/dA0kxwhPoKjSXzIsf3aKsrxM0m/eT07F6N99l+Iqyz7J/qBWTavsuW+lacH7y2z3UmtcPsKUuWLZd3bkrLum2w/UGpFl/f/Sorl9+fataqvBkYZcrueeeKrmeDwFrV3a5M9rbNMo8vcDtHevzzP7Umq2OpyLqGjadeBWIB8zyWHP6/wBK/RzVIvP028t/+e0Ekf5qa/GjxJ4Qe08SX6Im/ZPID/30a8SeEpVpcsvvPTwmJ+ru9j6k0/8Aaq0G4ZTf+G7yKJsb3gufMA+orvrL4/fDjUolK6pc6eFxuN1a+WEz6N36V+bdxZyQ3Sqf3TZOBn71QiK9F5nZIoHQr3rilkqU9Kmh3rNKb3jr6/8AAP1u0jxP4f8AEEavp3iDRr5Djaftm5ufbt0rpTbzLwsiSL2KPuFfjk+o3lnMuHnjlJ+RvM2kY9K7zQfjJ4+8OMhtfEOolBgLFLJuQ1nPK6kXpJWOqGOwzWrsz9VEtJpQ2TwOtTx2iRTrt6kHNfDvh79q/UrNo7fxFpFrqMYxvezl2zDPt3r6B0D9oH4f6+sSrqkulSuBmC/h2sD/AL1efOlXpz5aisdF4VI+6z3K0Tbbn3NWhsZjG/8AEK5ix8SaRqLKmmavp2pOf+Wdtc+Yf+BD+H2/H0rWBG8/aE8oD7y+larF+zaVgpYZOVmz1jwBbompBU4+U8+lb3xNjkWz01orrfL56BV7jIPSuP8AhzcQt4muAv3Ag2frXfeNLmCJoGnTfOEH2f26Z/pX22Fnz4Nv0/NHzONpwhiUeDa9putr4auUs4Lhr4W4dQ332HzZ2f1/CvinXfGGsWl5PBLdXlu/mOhEkm14ztbOfr/Sv0S1DWbOSwTfDJ9siGcL0P1r5u8deEfCPivWvt95ZSLfCQExQSbftGP4G+v+NeRNpO7O2lUxHL7ux0f7LWuz6yPFtxeTyT+XII0d5N2cImf6V9gX8kZt32ybCWKj3JUYr5s+Efhux+H3n+RMI4LwFzb79xt/RPwzXs99q0VvPZyLIkke/cqP05R1z+G6u/L66VKbRwYzDSjNSnqfkJqclxPezTXXlzT58s7uwXp/OsKWETwLHIkaQFsPt9e1fVdz+z3rs2pM41nRhabmCyfPu5dmx8vpu71vJ+zk7WsLQ6tZwSqDvlaB5PM+m7pj+tc1Go7ybZrRjWatBWXmfLfw0vRa6xrfh29+9PaSrD9CR/8AWqbUrJrHXJ4D9xGCL+AH+NfTtt+zbp9rrCahJ4huDeIwIEVoig/99f0rsLz4K+GNQu0urzVNVM+3bIFiRd2Pdf616M8Thfq8Yq7lHy3uefDL6tGtzRaX4nxO7bUHuKp73eT9326190QfBP4bJkS2WqzP3kfUHwPwXp+NbFt8H/hrbNuTwxBcH/nrLeO278G/pXnUJu7ik9TucG93c+C43uUxs79asPcXUeyR32Y6V+hC+BfBFqEEXhLw97f6GjH8S39K1bLRtCsZv9E8N6PbbhyYrCHnHTNW684S+EcKfvH54WseoanE8dslxc7sFvKj3bcZxmp4/DniK9ufKt9I1O5duMJaOxH/AHz/AFr9G0+zfYtj21vGmT/qoEjx9dvX8ad9qAtvJR90S/dHpXPhsbP3tEOeHTd2z8+Lb4YfEOS4Ij8HeJXTjDNZuq/m39K9I8KfCfx9beLbK/utFuLKKFsnzbhMn8G6dO1fYcT7Y8jvTmmO5aKlacuw4U4p6aFm2muf+Ecjsm2LcGMxktJuC5U/88/6/h3r5LvPgNrk98Zm17Qo45GZwrxzMwyxr6xBeUqV/h61Tkl/euI03/3j6UqtecrWew/qtPm5ne58yWf7Pk0rlLnxPbxDHSK0dg3/AH06/pmvTNA+HOk+HPDU9kNTku2kZdzLabduM/7bdc+3TvXfzXdnEp8+6t0J6CWTb+VZD6jpyrJJ/aFnFEuN7o+7bXPOtVtqxV8JRqwcJrRnN6h8MPDeoSxjULrULkEfIsQ8vb65P5VND8GfAMcKAaRqNzj7xl1V2A/4Cv8AWrN14q8PWMSTTavZiNs7XaN2LY642/XvUL/GDwZa6ftOo3tyQeRBaOwH/fX9K6MPKUlZsyjQpUYWjKy8y8nwq+HkWCnhyzdx137/ANd33vwq/H4M8JWnNr4b8PJKv3T/AGem7826/hWJp3xQs/E+vnTvCnhbxb4m1HaP9GsdKkkYj1Krx6/e98d66630/wAd34Ms/hqHw/bxn5jrGpRwzjPUCFUYrjHO7HUdcGutUHLRNnXSV1e6sNihggUxwafBGw6+VbpGB6fd6/jVhFuWkUN8hZwqt/cB6/yrQgs4w2ySdGuAQGZH3K30Oxf616XZ/Dp9c8KTS6Le+XrccZkih8rd9oIU/JntmvLnh3Ju5nPFQg9WefaZ4cn17TbqbfjTovMAk/vlRzWbomoX0vjnwpYxPK+lhAsm3p8u7GfzNamt6mfCPwAg0izMdrqk8LrKWl3FJiH3Rgdsf1rA8Fatps3i/WG2y2r2WmWqBW6GVo28wj/vla9OlClHlhB79ex4uMxNSpRk2ml3tpuek61Y2V54d822iilRNwbbJtI56muNsfCHwGu1T+2dIt9Z11z+9mlu3Xn0G11/XNb8Wq2WneGNWnvHjdZbNhHu6iTnbj9a+L/GOiXN5q5ubKyuL25eMM6joG7124nMHQlFKz9V/wAE7eFsqp4yLeIlyvo9j6z8ReG/h9oOt+F5fBuhW+izG6YXJineTzuBszudsYy3THWt+5CraWynh9u7OH45Pden418kfClNbh8bJDqEMltsZdsTfw9c/wBK+trkk3JReZjtwMckZ557Vy0Zyd5NfodmcUfqWIdHn50ra+osnwv+GXiBxqfiLw3JeatMMSzJq9zHuA6cK6+vfNZ198DPgwY0I8K3EZOcH+3rrP8A487fpivkrx98QfGPhv4ua/Bomu6zDb/bW2RRXqMqEBc5Vkb17Y/GrOjfGbxqtvHLq2qXd5CR8waKFSD258jmnLNqVN2lTv8AP/gHorhLE1KcasJqz7n0TL8DvhCscmdJ12P+7s1p2A/76/pWUPgz8KoLiMfZfEDROTu/4myZXHpuRvXtj8a8h/4aA1VLt0u9Okuhxy0iLgf8BRf1z+FbFj8abPUZip0G4klGOIrn19R3qHnsHpytLQlcH46PvJX80em3nw38F+HFh1Dw5/wkPns4jxdXaTKAfTai4/HOeOlfTfgvMfh+2WD7gQJ759/zr5O0/wAY2fim6tdMtkuIZYpkllili27MZxg9+9fYHhR5Bo0cifxZz+INevkuJU8ZVko9O1j5rOKdSjRjSqKzieOfH6Ce61r4f6GkwgmuNTm2vnkDyxnA79a81/4Zs0S5kNzN441GIyPkp/ZiMAdq5wWdf0zXZfHS4gX4keCLi/1DTrGKwtJWxdXiQmTev8Ib72NvOOmR610Nt4t0O/eQRahZyAyOFKOjD77d1/rWf1tQlNc9rmeBwVapHmjF/ceR3P7Muh4Ji8d3m4dN+jIw/wDHZ/51Tk/Z0ljtALfxpZTrjo+ibT+fn172up2jKFjuomC/3af9ugeNh5nmcVH1tdJ3+ZvUoSjpOP3nz54d8A3Xgzx7Z6g2o2WoG2cSYREVsKy5wGdv0x+NfojF+0z4U3eXNofiJwgCb4vJK5AGerr/AF/CvjfWdhlJT1Oa5/e6mPZ3615GJzGo52nqXDIcLWXNLT0P0Dtf2kfAbN82n+J0Pp5EDfymrRb9obwHOeYfE0IXqTp6uOf9x2x+OK/OkzSea2/8KDcyLG2xymevvXOsXFO7j+Jv/q9huXlTdj9H4/j78OCEVtS1aIOcbjpch2nHGdo+tfNvj7xNo/jP9pHUNf0G7kvNN/sS2iEj2rxHerTbvvdeq9OlfO0d3P5Y+Yv/AErr/Cc0k2q3KOD/AKrjP412YDEKWJjyqz16vsyK2S0KVNyi3deZ7v8ACjxBo3hX4ySavr11JZWD6VLGJlgeQK5ZNudqNjoeuPxr6Z/4W78NHkIXxdZqVwGLwzIS2OeqDNfAfiGY2+nrh9hVRj3rjRd3LOXafhgMU8VWh7e0l/X3GccBDE0m3o0fpZH8V/hxJctGnjPRlY9fNmZB/wCPYz+FYHjz4ieBLz4A+PrCz8ZeGby+n8P3cdvAmoLuZzA+BgV+eL3syY/f9aqz3szxYL7x39q4K2KinZBh+HVCftObb/L1Por4WAQ6PZW8hKbYlVyB8pfuAe+a+tPB/iDR9M8P3lpqWsaXpl0L6T9xd3SRHHy9Nx5/CvkT4YFTp1oV6knP5Gsz4u3b23jfTwn8enpn8Cf8a+pzFweFi5bHmxwyqYnljoffY8Q6LK2Ytb0OT3jv4m/rVi3v7S8ec21/YzmKJmbyplfb8p646V+TTXs4YnPWopL132h/fH5GvnlVw62v9yPR/wBX2/flN2X9dztvD2z/AIV1pO7y8squpTvlm/wr9S5kOFz0ycfpX5T6ZOY/BOnr94PbjK+ZtJwT/jXoXhnx7rmkKkEWp6hBAmAkX2t1A/756/jXqVqUKzioy19DCrgpVZzlGPb8D9DpU+QVy183lalZ4Te7yhV/MV862/xP15fKuUvblJFHy7rl5M/8Ab734dKWT4p+KJ7lpTqN1uxkhJtgOCOqfw/1/CtqeX1aSbk1173/ACPNr5FCrUi5ytZrTc8lkf8AtD9rvxoSmyQ3duje+yBP8a9t1ibOixD0Uj+VeA+G7+XWfjl4l1q4cSXF1qOHPmbj8o7/AJ17b4p1ubRdMsXiMe2R/mDRoxOMdNyN69sV7WWV/wDZacuzYZnh7490Ydjl0fere1cZ47Oz4eX7/wCxj82Wugn8aGQSubI7yx+aS0hYfh+5rzjxd4hm1Lwre20vl4K5ULAkePmX+6i5/HNPMMxpTpOn1dvzR1YPJqsain2OitW8q1gTv5Sn/wAdFRyzfvXzVKe6eCxjuE8s4iUHd7KK4268SSM0jM8asDxt715OIzWhR5UzseBq+02PQJJt1iE/vVhX0v7uOP0U/wA1riJPFlz9mKtNx2qi2tvMY3d9+DxXHiMzw/RvU0wuW1aU7s9K+FUCSeMtWDdTfSY/8drqfiU7xfF+7DdI7OHH4hq5n4QR+frE8y/fM4K/maX4s6qifGjUIJfvpbxZ/wDHqdeqqGDpX3exlChOeMlC3wmAbjE4f+9TkuN1yWzyK5FtWTyk2e+ab/a31rz/AO0l1Z6X1Kr2OxkvtzMPSpvtCPbrvrhzqnmfLzzTl1tFYRv/AAdKmWaQSvcPqVXsd01wiRxFPfNPa43W5riW1tNqhPx/ebaT+3kT7/fp+83VtSzGEtbmTy+qnzWPQY7jFnGueuaZKfkD1wQ16BmB9KtDxJA20bN+P0qpYmk5XuYywFWT2OqS75cemKi+1nLVyZ1tJZJPLTZjGfeqja0iN8/OemOKaxVL+axtTwlWPQ7Jbjc7Y/1gHy1d1q9+wfssfErUj9+DQpVb/gX/AOquDTXLbkyPthH3vc9q5j4h+LbW6/Zw8Z+FbW6jXWNYtlSFWk27ghOf/QhXQ8bGMbSZywy+o8Qm/wCtD8p5TvvZbj/nqd1Njt3ubyNE9813s/w48Uw3bf8AEuikSJvLUrJuLHAzTX8LeNdHKfYfBd7qsvLeW0iKOPTd/SpliKEoXk9DrnhcWnaGxxM0UFldZvvmiX+D+9T9Qu9Pms7ZrD5Vw25P7vTH9aseIvD/AMTfEOnsW8A3mjlshikiN/6D/WsfRPAHji2h8q98K6pLbg/PIibsntRTx+HXxSX37GiwNTl5mveKg86Vm8qTYB973p+fJ6ybyetdO3gvxNG++bw/rAYdP9EdsDt93+tMfwnrqQtJJpmqDf0DWjr0/wB7r17UQrU2mlJanJOnWTtJKxzfmb/+WmzH60fI/wC6aTzC3T2rYPhnWggP9l6hx/0wqGTSdSgx5+najGOx2bRVRaT0kghhuZ2uZZt5UcLj5RUMaRJeF+jitOS3kdgi9R94dx9agk094gGd9menvTw+Ic5O7WhVKKleLK1yksjKx5Vqq/YbNSDNB5rnof7tXy22Ipv35/Sgab5kS/JI+7+72rSOJjNPyHyuMuVbFA20axt5fQ9vSgI6Rrt79atyWzxxmJEkQjruojspxGD6+1TSnGrF2ZpGmr6xsioUdom3U5U2wirL28yY4zn2qPypR85GAvWsZy5WROVNOyIIf9e/0qFH2QH3Jq40SFS69W61QlixW1OKerIlVcVdE0D71mX6f1qWW4hNqI5eqfd/Gq7furUD+9SCGHyd0qbyfu+1czUZ3klax0umnZvcdbygkgdD0oqZ0QWQQps3fdorf21+hlJ2djW/5em+tSTKxt2YdFQ/nxitgRQiIj+Pr+VbeiaNc6xfxxx/euJFjH514zr3T02PYy1L28W33/Jn6SfCy4lm/Z68ILcf8fCWnzfQgY/ka9DP+urmfCenHSvBOmWL/wCthtI0f8Aa6x/+PevRor2lM4qqbrO2xTm+430oj/49h9RT5V3WyH0z/SmI26Aj0rjjK7a7CqQtEuT/AOvX/dpsv+oX8arltoT3qbejR/P26U2ro5k7MYP9X+FRD/j4X8aPky2z8arji43t/q1+9RCPLK50ON4l52xIR603bhSfWnvzGjr/AKtvu1Hv298ZroU23ZIycLIvD/j3WqgXdJn0p8NwyvhTkEjNPu8G/Yx91G+tFzLdGMoRatJXRJv3R4/u1HA+2Yj1pke3ym2/e3DNT3LusybO45pzk7D5ko8sUSj93dZ/vVdjuNtwB61iTyyeXHv9eK0RL+9H0FTTcpSSaMZylFXaNpW5f/aAqjcxZdW7nNW45v3JqKQ+bC/tXetrBGq0uZHI3wWKcE9WbYPxBr8yviDZPYfEnXrdun22Rh+Jr9N9QUxpIewXd+RH+Nfnx8crT7J8fNeH/PUrJ+Yrx4/DKJUFUk+ZPU+epkRxh03+ntVAWSLcqUhPPWtd22zL71XllxJ1q6ba0Rt7n2tyrLaQ5xNAeelZ02j2Ulu/+ils9/StN5X3BU/Gmr5kb7nTfu6e1EKrknfoa+yppczRyx8LWUq42bt3T/ZrF1Lw/DYwB4J5AVzkL2r09XyQdm3FcN4guPMuxF67v6UpRjNcqQvaVY6xVkZOnP4hhQXOmPqDbPvmKLdt9Mnt3rtbHx18RrWa38rV9dtEaQKSuovGAe2VXr+NbHw/tkmktYZTF5avvYN3xXW+LrmPUvESGOFIYo2ADL0OPWuSnhISTfJqjqhmFZKydj74/ZU17Vdb+GiX2r3U93qq3bRtJKzsSB05b+le8/FXVPs+gx3bJ5r2rPK6euInr5X/AGaPE3h/wd8KJH1TULJAJ5HVV+983X+Qru/jH8S9BvPhtff2fdS+fNbEQo3SQHrj9Pzr08DVpfVlRW6IzKFSNSEktzz7QPifZeILtbNvMtS6pnZ/Blf/AK1ex6ZpWjabdx6ldfvndD5c8se7Hrj9K/OWx1e50/W4biNpI4QVbCybcE5yPxr6z+GXxEg1XTJ9NvrgQ2sgKyRSybjCexH15/KvMlFU5uLe52SlOrS9Cfxle3llc311oWY5g27fEm0P6Z/X864nRfjXrGn3KR+IMTQx5WTyo9xH1r0PUtEi1LxdJpsbyyW8MQYyN0IbOMflXk/iX4e3MEM1/aTRyjJxvk27cV5U8K9VfRn2WW1sFWpqGJPc9G+N3hm9s0szPLY2+c+Y6bQM139h4q0O/wACz1fTrxB0P8XNfnwLG6gkaYTRyyxn5wsm7b6V1eiati9jF7eiyGPkfytx/Pt2qoqpTWk3Y7sTw1gpWlSq/qfeJuolfzV2eWeSzdPwrDufFOhW8zRzanp8DHr5sm38q+ZtP8d+LdMnxFfJqejKf9VeHzFlH+yP4ff6j0rqV8R/D/Vrq1vNR8K6doeopIGN7Ynyz77h/F7fjXRSxVtJ7HzWM4bxEG5U1zHqt18RfBdoQs/ifRwVzgfaOR+Hesab4y+AokIbXvtLDoIrPdj8a8t174X+GPE9/Pf+F/E0drJKxk8q6tf3eW9W98V5VrPwo8baTG0p0e51KCPJNzp58yMj3Hb+tddOtRclaev4nzbhiItqULW8/wDgH0VP8dvB8e7yv7Ynx0/0NFH5t/SsOX9ofQo2PlaRrEnp/pEOD9R2r5PuLKaA4mhuIJhnKyx7TWa32mVsP91eldlNxckZzlUSu42Pq25/aXhVdtv4V8wnoZrvb/6K/r+HesN/2h9cuA5h8OaFbAdC95MxP4b1/rXzgkKEHaee9SqmzPvSnhoSdzndeSR7dP8AHnxnK+IE0K1XnOyzdj+bO36Y/Gkt/jN41e7An1T/AEdxsdYrPaOWXvXiwRWyzyBQv8OeW/DvXVaN4b1rVZA9tpeom1UBi/2fy1PzDv8AxUq1KKpNWHGtKTSPv/w+1/P4dkk33Ds64Debu++F7dulfGnxA1nVl+Lmv2D6heoltdsoVZNoOQOv5V9y+EIZIPBVkCgSWNwrDv8AdXrXjmt/D3Q9R+JV/ql9ks8xLr2b61tCpQo0HKT2NmputKknsfIYdrqR0lcTMV4TzNxfkV7Lptpf2/weu5buHyLUagI4V/3hz/IV9Babpei6ST9gsrKyIQ7ZV+8cK1cZ48lkm8B675XmNK+pIjO3Rgbft+VcntKdVXSPMzWFXDxbbv8A8HQ6f4L/AATt/i94SI1fxQPDmk6PclXRLLzpbgS/3GbKJjy+dyNncMYwc/X+g/s4fAzwldwXKeHT4jvI+Y7jWJJJlYjqfJXFue3VF/HnHk37K17HH8H9bjh+5HPCn4hDmvpa41D/AEY/Q19rk+Dp1MLCpLRPofN2nRpxgncwPEeoW9lo0lppGn6fo9qi4ENnZx26Y7YWP5fyr511O5muJXM0/QnbXr3iK7SW0bf2zivFb50d5NnbOa8rN68IVLR6H02XKq43vYZZusdypZ/MOOK938CaoEMSS8hlKoPU18+20vlE+4r0TwrfeXGjZ714mHxCpvXqd9egpwa3Z1Pxs+Gz+KfDNx4q8Pxf8T23hDXtr/z8Qp1P/Acn/vqvhT7TqVrftqGm3ctjdgEKvmbYyOyv+uPxr9JrXxKxhWKNtrgDZu+4W7Bv1r5s+LfgSF7y68Z+HIN8rf8AITsV+4P77LU4+lyrnpKwZTiYRvCqub1PjfxB8S/GFxpkuhXcVtp5ZX8xVk3LKvHK/wCe9fRPwT+JWkeNvBo8Oa3BZr4o0+2AVbuPd5sS527Ppzn6ivDvEehw6t4fuNgxIq7ovZfT8MV4toc+raF4zh1DTJpINRtZP3Tr/eHQfjzXPDGTlUi1JtLf7j7qnlOHxWGaho/Q/QrWLWwsPiH4cnsYYIPtTO0qxR7Rkbf8TXWyFhKXXvPzXkXh7xdD4v13wje+VJBqEbSLfI//AD0Krk/jivW7h9scf/XIfzNd+FtrfqfDY+hy1eW2x5hrfwe8MeItWuNSu3vI7qSRiTB+HWuWPwO06zdxZ6teIJO0/t6fnXu8M37mo2fdFJWdalTnLlaNsPmmOh7vtXbt0Pma9+CL5lJ1SObP3d3auKn+CmqR3Ba3n85R18p9uD2z+tfXDRPL9zseab9lk6uOnSsZYVRWjPao8S46mrKR4b8MfBupeHvHLtq3meY6DO6TdwM4/nX6C+HR5WiRSL/qzCgX/voV8yCLzPEemf7Mh/pX0/pnGnp7Rj+Rr2uG70VKx8jxFVeJqxqT1kfFH7Uc81x8YtGtYfM/c6KxYL33SN/hXxrLa3UGoRzNZSbgvys0W4/ge1fbnxO8u+/bl0Cyk5D2MBx5e4HHmda6t9D0iW3Cy6Xp02ARnyOeprxsXGcsQ3c+n4e4sp0KHs3SufBMPijVo7lYIn1SPHTbcPgfgvT8a6dviL4q0+0jCa1qMIA+7LI7A/8AfX9K+tZfB3haZiX0SyDjuqbSKy7nwF4dnhdPIuYlP8Pl7lNYSg7a2+8+gXEmGqO86eh8zxfHPxgtoUS90+cr3lg8w/8A1q3IPjjrJ0wSyz6G9yg5iaw+/mvSLr4NeEpGkf7Fb7yev2fk/Wsaf4LaF5A8u1t0HPTfGT/3z1/Gs+SHVGscdllR3dOxwUHxw8UXGoM8kGhiED7qWe3H413Ok/FOJtK+03UGnbieRFc8n8NjY/SsaX4M6MjNm1uWQ9T9sdQPoG6/hXOTfCC1juJWt572DB/dBYtw98n8q55ypN8qOjD1Mqqp6JWPXYvinopRXbTL3DAlmSdNuB/vIv6Z/CvXvhtrdt4ikuL/AE1AliI8KPMRjnnP3f618mx/Du5iWNEvf3qncR5e0nHr+dfSvwO0yTQfDd3p3WSVmkkPrnOK78C1Gqrav/gHhcR/VIYeNSjpzaHdeNNSsNN8MzXd9P5Nqu2Nzl+rZxwvXoeteav4y8HJDCLnxJZ20m3aontXjyB6M3Xr2rZ+O9hc6n8Cp7HTvM+1m7gOF7j5s18Y3HhbXoZGdLW4RVOCfU8Zp4qjFzu5W8jHh3L6NXDKLlZrqfW8HiPwxcyYt/E+hT/7LagmT9A3T8K1JXspLRmt3t5Mxt80U6SA9P7vT8a+IXHiO3yospJkH3t0e7Fa3hW91BvH2nKLb7PN565/d7cjvXN9XjLRSPVxOR04Qc1VvY/VT4YJK2i6dj7gUfyNc18adkXj3TCvX+zOfzrpvha7DS4/L/1LIN313LXzJ+2tea5ZfHfwZFo6XkslxobbYrWTa7Yk7fnX1GYp1MBQpr+tD87ymnGvj2pOyV9yYGTUtRhtInjifCt5j9gM5p+kXCahe30VvNbhIpDG1z6f3v5V4p4A0/xlYeELvVNc07UIsJuiE8m5wOd2f/Ha0b3X7d/gdrWr6LLeJd7sNGsm3zOoK/jXz2FqU6c7tao+mqYecpezi9H2PfdM8XeEtWv00DRdVstR1WMMkkDdXK4yR9M/rVuC5iWUN5vzByue2R1H4V5X8JfBdrDpenaxc3FxdzXMQmMksm7YTnMY/wB3+te6yeG0vXklin8rB4H96vaxdXRTjZP0PBo4X6rVcZNtM07PVn8kBn3gDj2rVXWvJkinz/qn3fzrioRNpc7rLBHMF+6XqKTVvPmP7iOHJH3e/WtKFaLTVZ8rs/yLq0b2lFdvzOl+HX77xfqEv/PW7eT8zXqnxJvf3+kxf884W/XbXBfDC0Sa6nmfszY/E1t/FbVn0/xJaWFs/l5tAW/pXXKbjl8PU8Sylm0ktTjZ751tFCvsBzmuL1OVJYXiV95flvbFV31/UEjkVb29iHcQPtDfX/PrXNXOsSXVwkMlzcKxkH/LTcWrwq2KlKcbn1dKjNxtsj0XWbnHhKD/AHIx+Wa80ku/mk/3zXY+K3eDwZbBfMwWTJbvXl8l2m59vXcc152bP9+49icHGyaNZLhH37+2MU1Zk88bPXmuckvtuapfb3M4ZO3B49a8yO56cqPI1rufVvwXHn2yr6TOf/HTXD/GW6/4yN8TN6mEflEtegfBdHFkm/8AhAP5hq8Z+Ml15n7SfjRf7moD/wBExV9BniUcFh2zwcq0xlSn2OQS+2jH96nfaNvOetcoZsIG/rUM2oYhI9K+VdWNtD6epBTkm+h1kt38yZz3pXu/3NcGdR+UU5NR6/4VzSnrewezid5HcFoh7UklwVxmuDfUZONn41C2ozbl60Qq3dkkg9mup3rXuxfv7M1WGo4Zvn3Vxz6i5jG/8KpjUP3naideUXZjVFPZHePqMPHm9f4aqT6inl5Pb7tcOb7fJJ14qv8AaA+72p08V7245UZwV0jfutbm8t18yRB22964i7vZ5Lknz7jqauyTZicZHNUWizGD2rnrYmV/dlqXGEGrv4ik9xdGVCk9xxmomvrpp8O8j4/vVMP3Zdf71Nih/eM3rWKrSTu22zf2EIx57akgvp1gI/vVatpnKbn79Kr+TznFOjTZJ9aulGfI9dyFV8jpLK7nhmDwvsx1963G1G6K73nkO7psrnbf7grQ/wCWdbxrzirXORUrX13C41CYxkefJz/frImuSgjklfeedvtVt9/Oys6XzNw3/hXasTJU2+a4+VLVkjyNcoN6Ruh5w/tVQC1ldpBZRxdm2x7g2PWl+f8Ag/Gjc44fv0rzY4irWk+V2f3mnJFxvYHTTxCyjS9OO77x8jk1TbSdDMBaTRdLmJ/v2iNj/vr+lWmXGD602uqpXd1FIpUIKPMVDpnh5YADoWlop6hbRFz/AN8/1quug+D5GbzPC+lknu0brn/vn+tX5O1WB/qjXRSxkoW1MsThqcLNmS3hTwWVz/wjmlpn+48y1UPhLwWY5F/4RuybOOVkmbFdFuxBj1o8rNvu9aVXFV1q5W7ChhMG1zcibOXHw78FyRbhosYz2WSZcVRl+Gngd2AfSLhPTyruZc/Wu6iiyVqTZtuaUs0rtpuT0Mp4Sk38KseeD4S+BXlVv7Pv0x/0/v8A+zf0psnwp8EMriOHUISP+nvdmvRRL5dzjj5qil5lJ9a1p5tVckudkSwNK3u6Pueaj4SeFHjwz6pGOxWRG/8AQv6UV6OEL9O1FVLGzb+NlRwlNLVXPknTbd9XkWONN7/e/Ada+uPgz4FefUINfvk2WMOBae8vP+FZHw9+FM10tpqd9H5OnhhmP/nr/wDq/rX1lY2CWVjHBBH5dogAiX09f6V7da1SXMjik6dGlyxs36m9bK0lyHb/AFg4f/e7/wBK2GfcMelYMDl50i9a1unyf3a7ue8U+x5NV3RUm/1bVFZttOPUGrzfdx61m3EXluh/vNUuaatYxpPkTXcmkXbbKc9Sf6U4S+XFGP7wphfZdv7pUDuzaUNvTd81TGlCbtY2lDmgzTP/AB7MfXFUnfZEPeiN0W4+XqU5oR1eEb+xNRKnZ+87kWUY2ZMH32y+1RwruuG/ClDQopzxmoPOg8yuiVVTkrdDNJS0TLTxYmz6VP8AaNsWz1qqZUwoTnNKIvlZq097qylTlB8zHbtqufWpUfdams9pQGwe1CXAE6j1pxdmZQbgnbqaL8Wqn0p0VxmAj0qodhnBfr2qN5UjmwvVutTy+9zDunvudBG6NErP2qeW7BhEMT7Aw+asAfd3U43G6Nge1aKaW4lB9CrqDxxxAK+8gkn8jXwx+0OmfHulXn/PfTwP++T/APXr7Q1Kb/Qn+tfJ3x9jSXw1ZXLZzCZAP+BbP8K5JTjKpZMOVx1ktD5DdtoNVlfcze1RXJm+0bRjAAI/GqMvmZTf+FX7JPc63iIKk3FO5q70X7/fpUckyLh0/h61SC7lz6UpbdGR2FCoJvQUHKW7LPnZXf8A3hXB6h+91dv9k12Ek3k2LNXFSK82qqy/dkfmtKLk4tNbEVanIrnqfhNkhlt1d9m/p74//XXQa3BtvGlhffkc1w0bJaTQOsmwpjP413dz/ptjDJv37kq4R5oOXYipVSaTV7lPR/EE2l3LTr80qY2J2brUl7r15ql7JeTfZlf+5F1XPrWGWSO4eFv9YPuVPJEhtiR/rP464qcuRtdzqr4iScbaEqly7Sv/ABdK29C8Q3Oia/HfWjy+ZGeY16OO+f8APeuZt12yD3p8i7rgn0rdctR8stEYUMQ6Tu2fbvhPxZH4k8NpNpc0Wn6kUO1vL8xVbvuT+L2/GvHfFviDxza65JZ6pq+o3aFmCFY/Lixxnan8PavMfCfiC60LxNFc2pzj76eo9fwr6IlfTvFPhqK8UR3qMDl27NxxXn4et9UxCjNKz76nXicE8VDmozcfnoeKaZLMmstdXk7xRk4Yr/ET0zUOsve2epee7x3Sfe2r1x2zXW6hZNpfyXtrGhdsKV9Kw2MWnao6akvm6ZOAA3/PInof1/SvVrYSGIg5RPMy3OMXgqnJzv8AQh07xBY3KDfZS6bKuMSL0f6/T+ta7zahqKtFaWttKg6zfxNXGajo8mm34jwJrZ8vBdf89Qe34cfnTI4LxmUWiXEpP3kij3bvTP6149bC06a1Z9zguLsVGzdNS/M7TTfEOoeHdVMV19obP3YuzY6/zr0/RfiLqUccdzaTSwyA8xPHuFec6J4J+IF3JDLNZb9IlxuF1Ht8se31/oK9Il8C3K6UYYZNPeQj5U7j1rxK1OjJ2PbpZtgcbpODT720R11z4w8MazaLJ4o0TRb5sHzDLFtbn0P4Vy8ngv4a6/Ox0fUW0J5PuQ+Z5yMT/wCgY/XPtXE3PhPVrNGEkBiI6ns30qnElxaRs2/Y6/rVUqro6wky6mR4OvF2ejOok+BGqm9L2utaDNBn5St18+P92tqz+C+lW7BtWurq6YffURbV/A964zS/F+r2moMIbnbICNi79u6vRtP+KWrwTqNT0SK+txjzC0m4/hXRicfiIR1lueLLhWVCLsrp+Z0umeDvDultv07S7KLbjLtHuZq7iMMIYs5C7htHl7QK57TPHPhPV7gory6bM2P3LdAea6hYFmjZba5t7mNsf6rqv1rhqVqqmryet/yOWWHdJcrVj0Dwq2NGcermuQ1qL/ioZz6mut8ORPCio/YcfrXI+I32eKT7k172KTqZfRk3ax4tPlhWsluZqRbMuO2R+atXA+Kl2+GL2y37PN1ORvri3X/Gu6SZTdGN/wDVyIUP1JGK8m8R6p5viW6spv8AWQX7D8lG2sYYlUqLa1/4Oh5+fu1Bw72/O59BfswXnl/A3WY9+/Gpgf8Ajgr6XuLjan+8tfIH7N9y1j8FtStZU33B1meRz6BiMfyNfRou8lTv357elfaZfi5xwcKfY8SGH9pFPsU9V+/IfXNebX6O9wdnqc13mo3G+BxXDSrtk3etePmFeUm0z3MJGcFboYpt5Gky46dK6zSm8to/aslbv5sbN+P0q/Hc7mHybP615tOTjK6O2aurHo9rqGIyvoBUd9qB+zYGGyCrJ/eB61ysdxIkY2d+tK1w7qd/4V1Ku5aM4ZYdRfM1Y8b8aeGTZyTajp0ebYsWZP7h/wA/yrwHxBo5nm/tGNNjqp3+/SvtOaVdjKU37hj8O9eL+KfDkVhcNcQxhLJ5PzJ615eJpRUuZH0uW5jCnyqxxXwML3HxFgjftcR4/J6+rLpPLiKegP8AM188fDPTfsHxYDWn+rlWQt+n+NfQFw5j86U9VTn9a9jBv3Ty88nF46o09yuHRU+f8KGmj2nZ+NZEF75ltnuWNRs+1s+tcs63O3ocsFdWLksuWFQFnZht6DrUazfK1VWmzKB61F7Gkadnc0NLRJPGllGvUsd36V9P2qeXooi/vR7Pz/8A1V8y+GYs+M4D/tCvp23Hl2hx12Bh+BFfQZJHmhJnh5x/FifD3xFeaT9vqy8rpapBu/APXpk0x3Ix6uu8/iTXnfi21uW/bDvdYl/1F1qJiP4Qv/jXcJLEYSw6AKi/go/xrwJu9Sb7GeSUuWEtdywJjsaq7S/MaqSzOGG77vaovP8AY1nKbS0PooOysWZZflrKnm9TmpJ337fbNQj7jVwVXJ6tnVChzLcpibO6qErO7YT8a0JYvMmQ/wB3NQnh3HpiufnsdMbQWupTW1fBd+fSvTPA/wDx+XI/6Y/41waJvZPZhXf+Bovl1Y+kL/zFd2TVUqmpzY2nCVFyt2/Mt+L0zpcb7N+0V521lBcgPNbW78cebHux9K9B14JJbuH/AIZTj8lrJtUhSYfu9+QK7MbgnOvJLVI5KVeUIWRyR0TT5uH0+zfHTbHt/wD10n/CK2CTJcx6dGjJzla9D86GESNsKdPxrDvddSX/AEZP4s5rJYeHLy7P/I3pYufMe8/DLYNMs0PC5+UehwcVnfFjUY4PGtlHcpG9yNPTO/0y2K0fhmu2ysfd1/8AQlrhfjs06fFPTzH/AKv+zhv/AO/kmP619ViK9sFTnbc+Yw0I1MdZaJ3v9x5Vr+pCbTHgCRp5iug29wUbNfPeshPB3xCGmNBHLYapbKqFv4W8tP8A4qvdbbwxq+tXA+xw+b8wZT/dro7z4HT+Lri2uNaeSIqQEKxbsEY79q8KnKVe7imme8sY8NJWdkfMeg/Eq48NOug3/lrbQyNhl/gFfTPg3xreeINMgl0uykvYWOBIj7cV7B4d+BfhjT2ikubKO4vFVQ808u4kDpgdu/6V7DZ6DoujRBoESMIOQ3T8K9GlltdR529vIxxmeUamkI2fr/wDzeDw9LfaIElh+zTzrhmkk3FfpXl2teGZvDt+bd/NZvMHlu3Rs9cfpX0ld+JtKtS8rTWVuij5nbqB7V8//ET4gW2s6vpQ0ZzcW1mZQtx2Utszj/vn9K6MxnSVPkk9TzMAqtabb2PRvhxZ7LSOI/6zzGLfiK4f40yo3xhgjf8A5ZaTBj8S/wDhXovwum+02UV08nmyuh3t614/8cpfN+PF0P7tpF/Ws8yqxjgKFnqZZbHnx859zza5u02Kqe+aw7mLzLm2m7pMP1NNX/XH59nB/Gm2G3+1rbzHLx+bz9e1fMe1qe0i13X5n08qejPWvGjY+HOnn+9cxf8AoqWvDym2YH1x/wCgrXtHjbd/wg+m+Z/rftCZ+mDivFJP+PeLP9z+pozz2n1uUX1SKyym40VBa2ILj/j4FSLzIg9apt985qe3z53NeNOpacf68j0ZKSWqPsb4I23/AB6j+9tP5GvnH4tTlv2kPGLf9PxH5AV9LfBIZTTz6Opr5U+I8v2r49+Np/8AqNTD9Fr6viKCjhaEG9jwcsXJiai/l/U4ks7btvbrVOXfuG/HtUvm/eWqv+qnVum6viZ8ydno+h9LPRpdyKTtUe7b+NFw++XNV/zqHCKV5GkJcqLG7d+FRydutRhA34UFNpHWs5OSXNEq7loh6fdaoD980PJsI461Hv3fhWkEmuZ7jVOS1aDZv/Cnr+5RvemF9sTe9IW3249qwnHqaXS3ImlyxHrUTx5wfWkdNyN7GnRpIsY2d+tZkucUrpjoljCuj/xYxUD7BIET+HrVg+Z/y0/Ckpp2ZaXNG4w/dFPTqacq7mq3s2bfSuqlFy1Qubl1J4OlXw+yP61UTtVpl3QfSlKok+V7mMvekVXbdn2qmf8AWNT9myVveg9D3qkr6BUpvl0Imfbx60gTawPrTEzuOKeay5rSsaU4pR1epFJ2qI9RVkJvlX2p4/dNIP72KutU5mpW2FN2jcrsu6Dd6U3dujUelKybXJ9aB9xqcFeNyIx5kA+41Rfx/jR/H+NWkTcufStp0vZ21NpaQsNP/Hv+NTnP2ePHvSo+4kelP2u33en8VZytbUwhuQbCxyU349+lGx5+ETZs6/jUjpAhG7qaWNo1kwnfrWajbpZ9DaafKQ/Z3X75HPSirBhzKx55oqrT7nPyy7H00sQhEEa/6sA7R6dKfL9+q7vtvR709pUZ9j87ulfbU5Q2Z8lT5lJtsmg/1wrdh+5XNb0+6n8HX8atW9xvZovXFb05LmsmZTfNPlN1tm5d/XtWbM7Ryl2+6OlW0m2xlPSqsrbkb2rSduXUi3vcpX/1p8zfs/rUivuVhv34H5VSjfa0vv8A/Xphl+asOaPc6XK0SV+JQac0vmRY/uioRKnkSb/wqq8yeWNnWk1fQy5ubRFuT/j3FMVtsA96oRXCKz7+c4xT3uUbGz8awvyyKVOSd2apl/cp+NCS4bmsYzfum7U4Pvsm9q1jO7sVJXVi+8uZ2NRvLhayy21R70nm4rSLUXdmfsrm00220R/7pqxI++QSj0FYC3BVW96jF2+WweO9ac8ZaA6Vlex0iXAbI9KbLNgAjtXP/bE2/L170qXfP3wn9axp+9fyM0rsmvbozQmKvnX4xQ/avAIj/wCeUuf5V7jf3G/P7zfXj3xGg+3fCzXIv7ts0n5EVknaqmdvwU+Y+BtRkaS/lK9A5BqtvRVi/unPmf0q/qx8u8kH95935gVlzOjzfP2AxXZGd9LHFKur3aH+b+8bb/q/4akRt2faq8fk/Nnk1KPJ2nGKim3VukjXnjKOjIr59umS/SuT099+rp7Gul1h0XRFCdzzWXoaImuiR+yjFdUZKnHuzFpNanYO8K2/73qV+Wuz8F2qahpl5Fs3ukRkj9sZzXFSIkgLp3JzXQ+CdTTRfiNYTTf6iSZY5v8AcPWngaypVUnH3Xv/AF6kYqKqQstGiLVI3ivsSJsdl3Gq6vttSPWvRviDoyW/iG5MX+okfzIf9w4xXA/Zi4CjqAMDufpXPmND2FeUXoa4ecqsbdiETP5S7enegyqYmC/eP3q6fTvDGtalNGtnpd7MADuZ/ujPT+RrvNN+DurXiRPqTxWEeflCfebPX8uPzry5YmhFXlNHXSwdaUlaLseOGKRrb931avRvAevalo/iBEkXzLSSMrInr6H8MmvadL+DXhe1VJbz7VqhGMxyy7V/Ad69G03QNF0mP/iXaRp1lgDa3lbWX8e9efiMwp8rsro9WjllWLUjjNR0+HVfDojYebazIrC4/unsK8X8RWdxpDG2vPKnTpG7dQPavqW6iSYMz5Ld27H6VwmtaJp+p2MtpdQ+ajA7T/dPY115Rm0qckp7fkY5llH1iDaWqPJ/DM1qktpZ6/bW99ohOT9qj3CMnpt+vf6CvpXSP7KtrKNdJhtILZgMCCPbkDpn86+SLtbvRtZm06+mjuLVciOd+pB7D6V0vhHxxceHr9LO4JvNMdxtjk6L6kV62cZW8RD29NbHj5NmjpylRrOx9RycyZ9ajD7ZV96p213De6ZDPBLHNAw3Kye/b8KmJzXwdSU9YyPtqb5bLuT7o5JGR+R6etYV74b0nUHdJrWRFP3mSTbmtSirhUduVG0nZXPOb74c2B3LZXez+6ssm7P0rmP+EZ16yuWjKRvajqVr2/8A5aU5UR5Pn7dKxnUm3ynVSzXEcvJP3l5nz/cafdpchlgkwnde1Sx69qmnSxtBdSoVPIava7iztZp9rpu9D6Vy+oeEbO6LgSbmPQf3a3pVI/DJHSs0o25ZxRb0b4j69DDFJcT+fF6V2kfjnR9VX/T0Ns397s2a8nj8HXsFtMtnBcSgY3GK28wL6ZP8Pf6/hXPvpOq2VzI8qOyDqFPI+o7V0c/Lq3Zfgc08Nha7vdI+k7eKyvkjNhdWVzGQcKvVa8y1/QbmDxA8z2two+Yqex+U/wCNeUxySpqwkt57yzkJ+bb0bHTP+e9dnZ/EHxBpf7ie6+12QxvjzyfrUzr1Wvd2PKzXhaONhywkke6/Cyzm0bw1q9qUkRX1DzTv77o0/wAK9a+1r5fy9e9fO+jfFrQZIxFKktkDjeyxbgv1PavTdN8VaRqEebS9iuE4+ZZdx/Edq9+jnsIQSkmrHkT4exGHSjOPzOqubv8ActXPTXeNuMHrRcH7RKAH3huntVR08vCeldFbEqqlZ6Mx9kqfutaivN5rL04q9A+0n3xWZ71NHL5jEf3a54xUXdkyiupvpM4xt6d6u+cnlfL171gl/L2ue1LLNlEf+9mrdSNtCeSK2NMzHcao3wguLNo7vPkEEH6npVNn349qVP4v92s51dNjSipKacXqc34Rs1sPi+ttJ2gkK/Q4r1AyxR2shH8SMM+nBrh9GRG+ObFvvDTnx+ldbLPhCskm392dg9flavXws707HJUUnXXMj5U8C+N7jSviBqejavPv0ifUpY1b/nmxPH5/0r6HjeRQVX5yOA/95e39a+TtS0qTSNdkiaLcsxaULj725jz+H9a9J8AeN/8ATI/C+oz+V3s7v+7/AHl/9BrzI/aPrMxy2l7GFWlstz2W4eRtnmds4qBfv0rMFbg5Oef8fxoDKynf26VM9jwpQsjpPB3zeOVj/vYr6ZUfZfDkxH+sUbl/DP8AjXzh4EVG8bgp2HP619EmXHheUehP8jX1OQy5aEmfKZpBwqq2tz468Zyv/wAL/wBLtB99/NuH/DZitbcjSOV6sdx/GuU8VB7j9q6zRO2lA/qa7COJng3v3GB+FfL4i8q0rHXk1OSpuTI6Kmghk81gke/OM+1aSaY8s8ayfuQ361MaMm7Hsc8VrJ2Rit2qe2hmmnxEm/19q6hLKztbpAfLmYf3+1ah1O1jjZUSNAOuzvWv1T+bYcalneGpzCaFc3MxMn7kD9at/wDCOWUe1p/3xHT2pt54gQAhH2Yzn3rlZvEZVnHn8tS+r0Ie8mzOp7We51V2NMtNNkwm0mNlH5Guc8Ca5Bcap4vkD7AustGP+AxR/wCNctfajf3lvMkU2Ts3D8xWP4ctbjQ9S1hXkkdrm68yQL7jitaNWmpqxtGjJw2PUvEWrJtby33nmuIj1O/kKhI96Z5PpWvaaJrOragfs9lc+TIRhu3416XpfwxvHjBupNkQxvWLr+NTWdWpK0TSMqcFroeax+fNGMvvPp6VNHpz79z+oxX0jYfDqwistyQybVQ8v3ryf4oaN/wi19pF/bR7Iri4jil/Hp/M1tUy6tSipyehz0MdTqzcFuewfDxXTTUVPv8Al5FdLr/hiy1PxQt/cw+dK0agn+7iszwH5iWqeX6Er+GP8ad428bWnhnVZLSZN9w8ayfnmvqZThHDXnsfLzpSlXairs2LbR9LtIc+g6elPn1zSLG2YyTx24UffbtXzRr3xc1Ce6aG0j2KRya8t1TXNW1M+ZJe8c/L9f8A9VfPV86w1N2jFtnr4bKJVPjdj6m1z4yaHpNu7Wrm7lXPzRdCeOtfM/xO/aB8b6X4iMFlHbWFpLCsyMv+tdT12/T+tc3DE0ynzuvY+prmPG+kT678PLqBP+QhZyLIf93n/CuGGe1sQnzPTsfTZPleCo1FGpG9+p12jeL73xVoseqtfS3cb/6wSffQ+/1/pWo12/lsVk2xgYx6182fDm7/ALN8RXFpN/x7TuC/+8M/419CQFvLdm7cj6VwVm4StJ3T/wCHO3MsAsNiZQgkkv1PdfAnxO0rwtoYS/stQuPITKiz2bzkjP3vw6V5/wDEDxTb+K/itquuWyXEMM7gLHPs8xcAfe2/1rgpbv5gtVpPMOCmPfNdGLzSrXgouWx4mEy2jh5ucVqy+83TBq7pTJPrtpA/O6ZSPwrn/wB5/Hj2xWronPimwT1nWuGlKUpxTfVHZVkowbZ6n44ML+GtMTfsJu2H1xE9eO3BhUKvmb9qL+HyivWvHwK+GY/9iYfrivEpl3yPJ6sa6c8n/tcpdkiMrw7dFJbIGlSSUBP4etLH/wAfq1S3bmI9KvWPzXXl/wB7FeRGtzSSt1R6E5JRaZ9wfA5/Ls7Nx/rBt2/99CvjXxi/mfFTxM7f6w6tc7v+/jV9t/BCHZZ6dH7qfyNfC3iC583x/wCIWz01S5H/AJGevpuJqt4UnbZHzeRU3KvXqLqYDf8AHwv41Vm+9+FWy++KX2FVf4R9a+Lm7u59PSpPmV0Utu5/pTpYcqnXvVn/AJarR/y1aoctLm0uW9rFSNNmevNPP3asHb/FUUm3b8tT7XyE7x1RnvxKT6U37SW444p7/eqJk3L9KI1HfQ0jFOPM9xxffG3tinoyJCd/rxT0h/cLTvJ9zWc6Cfw6BcrI8bSHZ260tXI4sZ6mpPK9q6XK9gKA+9T4+9WJF2496j+fPy9O9cU/iKjo7iD7tORNxHtSfJn5evepYvvGuiNZRjZkThd3LsK7XHvST/6w/Snqm5c9xSu6NAwb7w6U41mne10Ry8upmv1qN/8Aj3f8KsyK7QEt0HSqBbcgHpWjfOuYaqX0CL/UtUB/1o+lWV+430qJX2EtU3a2LIj980+PvTmiLMsn9+pSmxV9TUva9rsmewKm9W9qrlH3GNP4+tEvVKkCb7dvatXGUWtNzOHxBFF5T7Zev8NXG3bV3dO1VfJ/drTD+7U+9aKMpO0UTVq3VrFrfs9eaRpsqfn2Vnb926o0++fwrKUGpcrHG/Iy/G2+UnzN+P0q8FyufSqMSbgD6GrTNuVR6VpXndJ9iby7ivKikBuo6UVC3aiuX2vkO59Jl97n2ph++p9KqF98z0p2bTv/AAr7yo+h8wrTRIkvmySj+7inQTeVK3vis8sqsdnfrSfaChx/erNOzB4eL8jpo7ncxqB5fnkrGt3dZCV+6etWxKn2htvX+Ku+DcoWRhywpy3IxN/pOaa037/Oap3ju0mV6DrUTXCG0G3qv3q5oqU07q1jq92UdzZ84eX74qq8x8mSqCXXmQY/u1Xa52sR61y1JOJEacm/d1ZL537tqljk/d+Zv2Y4/Os6V0VdzZyelV4rx5WcN0XGKyhVd9Wa8vL8RrSt5LIm/f1P50rXG1VHrWVJLyPWkVtwb2reNVJ3TM/ZScrqJps+1c9c1WWb5mrKkmESP6mqq3G9OO1TKUpO7ZtGlK+pvtdolzFG/wDHnH4VXlu44rpkTv1rL80+tMkfdET/AHazhXcZqxcqatqae/cN2/ZTWu8KR5m/HassXOY1HpTXucLg96qfNLdlU+RaWLRuyWI9a5PxAiz6FfQH70kLY/Af/XrUeby5Qf71Yeo3BkOz1BrGDtUSMpUIKDT6nwHrtu9tr08TfdErY/Oshe9dP4umceLNRRP4bh8/pXJwvO8igR7z29RXr865p1H1PLnGmnaOrJJE3xn2pFt90GfStG30jW73UFS00/VruUn5UW38xfz/AIf613Vh8LfF1w/mXdrbaWjYybqbayj2X/PauJY6OHbfMvvOunSqVI8qiePX7bYgv1pmkpP9vAhSRy4529q+m7D4L2ErK+p6jLMFxkQRbVf6nvXo2k/DjwvpciSQ6DZOR92WePc34Vy1+IqLVnq+510cmrS3sfLeleHddvpQkVrcPluP3W4D6ntXpGl/CLxLc3yy3CWVpEBv3tLubj27V9Lx6UUh/dJHHF2VI9oFaEVjDHGhPXvXi1M8quXuuyPXpZPT5b1JXfTQ41vB9hqOlWkd+8swjhVHK/deuh0nwdo+lrG9jpdtEF6v/E1dAiowATtVortC+9cmJx+KxEk6k20jbD5dQw6bgixHGjL83m4A4DdB9Kk2In3O/WomTeq+1OjHlEjP3qw9o+m51xhG+iJl+61V2fY3rmnuu3B5yaiKb6cZVG9TOVWMH72xFI+/HtVS4tftdqYgm+TOV9q01hwG6Gq+worVNOrdt7WN4Ti1dbHlPirwla6ssn2tPKfbgP6HtXiB0C4sPEEVndrHN+8wm7+Mev4f1r63uIfOGPTNeX+KNDM9ozr5nmqfl219hleeSppQb0Z8bnOT+0brRjqjK8LeJpvD8y6Rq4jk0xpT5dwv8J9P1Fe0w3UV3EJYpPNQgYb1HavlfVGkNnJYzmRplX5Ebv7/AIf1rrvhr4pubaRtH1KXz4Sh8p/p1H4cV151kVR0/bUrWZhkWcxb9nW0aPoSPvVmPfzt6d6zYboXESun+qZAE/Wpgu2QH1r4at7r5T7OXwrzLM7om3GcnrVYzZ71DP8AfFQ7N6Gopq8iOVRVy/G27PtUofacetRQw5hBqwluGy3pWtL37ilVi42R1/g9ANTucpG4bbnd2+9VLxdp1nPqRBgiyc8r1HStTw1/yEgG/wBX5Z3UviT/AJCp2/6vyxtr6SStl6X8v4niX/2lHil14PhlkeW2vbiCYfd83p+Fec63Y3mmT7byHeXztl/v4x/j+tfRSPsZW96868S3MFpZaPLKkbyXGpPGm7tkDNcFKmpPRHoY/iStg+WSjdI8Fa42Tu3k/j6Uqa5JDOgife+eB6V9T2/hTRb3wxAb+yt5d8QUt3TBPT865S/+Dej3S79PvbiHOSE7fhXTKhp7yuj6nCcSYbEU4yrJr8jidM+KWtaXbwrIkjwr/dr0bSvjFo99Ikd/5luWIG9u1eY6n8Otb0mVEj8yeHn7/fGK4uaxk067d5bLymHU/wB6sJxSj7rsdU8HgMUrwaZ9o2+r6Xf2UbW88bRMMh2/iq1FcQFjHC8b7euyvii28SPYXSzp5kPPO3viu7tviO4hjdz9ox0SWTb+I+lTKtWpNLlujyK2RTv7qsj6rVty/Spo32Sj3r51sPi9CJ1gmazk3cCRp+vt+FenaZ4wsruDzPMt0zj/AFUm7P1roji4WvJNHj4zJcRQmuZbneSPvlPtUJ6lvRT/AErPj1S2uUCxz5J7eta2kQ3eq6/aaXEnlB5VzJ6V1Uf3kly9dPvPLrfu03PS2pHoVts+J4vPSzI/Ouj1LMejXAHUocfjXq2q6BY6H4E2lPMuEYiST1zjH9a8Y1QiKwvFD7g0XA9MsK+hngJ4PmpSer2Pm1mlDERjXWy3PB9W0+O+tptPvUyyszQP/dJ6/wBK8WvdOvrbXVM8eJo3yr/3sdK+w/FnhoiZwvMrxq6D1+UV5k/hW91kCJbSWOcHiVfuj2P1r5xqrTqWetz73JM6hypP4TY8G+Jo9Y8NrFdybdStgqsPUHOP5V3USB5kJTa+eT61x+j/AAt1uDUbfUBe6dpLD7zRx7mXH976/wBK9nstLtITF9pkjkuVYbike3sefxrqdF1I2aPNzLE4alWvRd09xfh1D/xOnH/TVq97Zlt/D0kknzR4YFPU9q8T+HYjk1vUFj6LcSf0r2bV3+y+F5pfS1NfT4Hnp0bPY+LzKLdZO10z5+fwpbv4wl1u6n33Ls3lx/8APMf/AF/6VpGKygtikrxpIpJAfvWDdeIXydncc1z82oTzMf3e9v5V4lSUIVH1PXw9GUYJN2TOmlvY42PlpGqjuvesufXtmBXPvDqVwrR/6lW/Wp7bSZdux/MmfsFrjnim5pLRHaow5bNkz68XBA61mz3d5P05FdRaeFr+6kATT5EXuzV2um/DXfIslweePlq71pO1tC+ejCPc8TW3u5J9zeZnPAXvXRad4Q1nUb+OSGyk2EHczV9MaZ4F0+2iBEEcLcZLfxV1ttpFlbj/AJZ8f3K9CnlMq0dTknmypfCfPmk/Cq5kG68fywT9319a9M0r4Z6RZ4kNlHM/GWbtXocl9Y2gQkYC5yfM2gVhy+M9NM8iQTW00i9Vjk3EfWuyhlNGm/PyPH/tOvXk5R0Ni20SytoUCrGgUcBa0RcadZx7pPLwo6t2rxjxJ46v7bTJmhg8kE8N614jq3inWdQk3TXVyy4+URdB9aitmtHDPlUNe7Oqjl08Q7ydj6i1z4meHtNVlaeOZ8/dTtXzl418Tv4u1SOOa2xp0M6zQp/fkH3T+HP51xbPJIqtI4cn8xQvWvCxOe1qs+W6sz1KGU0qLU022j6t+Hlw08KyGUsRHln9WPUfhgV5/wDH5Hj+I2nMr7xNac+2Nv8AjXa/DPnQ7FfVv6GuA/aAuD/wsfSIh1TTlx+Jr382aWXQUdLfieRg0p5nJv7X+R4BPZIsqyL945zSHhQPSnO0zY83p/DURcJ1PWvhaq0ufYRjFK1h46Gltp1ttQWZ/uKfm+lQSXGCAe9M2u+dnoa2ozsi43TThozyTx9pS+HPG66nZf8AHtcEzxfXjd/MV6L4f1RNY8K299/y1YYf8On9aseItKHiT4X3Wn5/062Bmt/oPvf0rx/wDq0mm6/c6fJ1kTn6jOa7JJuDadj6atRjjsI5paxt+aPbFbazdTmleX9y1Qqcsp9UX+tWW+6tefKST1Wp8rGEE33RWjmzGa2vCz7/AIiaTj74uRt/I1kP92tjw0+PiZ4eT+9er/I110Y2rQXcxxf8J/11O9+JP/ItaDn/AFn2lt1eN/8ALNP9wfzNezfFF86bpCf3bxq8c/5Zx/7n9TVZp+6xdTrojXB/AUJP9ctamm/8hSL61EH2fjWhpn73V4s9jXFQqqVSKemp1znaLZ9y/CF/L8Oq/pA3/oDV8F6m/meKdVf1vZf/AEI19+/CuJB4ZjkbGYoGcfgK/PIytiMt91xvX8TX0XFMoz9lZnh8ONt1GkNkTfj2qpLsgdHc9M4of988gpjP/onl/wBz+tfF+1tKyPqINc2u5Nvjki3p361UP3qYib4vXFO27fxrnlKUp2bOWsrysFRydqk27vwpQu1vrWkYWdzalBKN2yJIvNz7VYjtOSR2q3H/AKs0wcFqznOUnyxV2TSqqbdnZleQYIHpUdWnTdj2qGRNmPeqjVlGNmrM1cEld7kfz/wfjUsfmfNvOPSkj71Mvel7Wfcwddp2sQyfw1Wk++n41MfvVFJ2pxqtvVm06dNNXWrB+Id/92kTlFf+9Sxrukqyi7Zm/CtHUj0Y0oxd0h8fQ1KX2IPepz8yGP8AvVRfjKf3aiC53ykSiua7K8rox+btUR2/w0r/AHqYEDc9cVrXdmvIa9nfQZJ2qvJ2qxI+4gelNZQ2M9qqk7u40ruyKh6iplfZj3qZUMaseKpy3G9gvcVlVkpS94p0n1RGz77ur5/49hVSKLLE+tXSkaRjf3qVT5XqrPoKMI30QsPVfxpJuZsetWlRGiXaM460jqi439+lFCU6rsQ5a2KZt9sTH1qaG3zAW9KmSWGPI2b936VKmwvlE2Z61q4OMrMydSN7SVymreWzDk0pfey4zSTf681A77V470OyWjOinZrme62Lrb9o2/jRUKPvgX2ope/3M5Q5nc968rnf3prtuGD2qis3mqPb0p4xu5zX20qqto9T5eEZ8miHy8baj6ROaqTzNFOdudp61WkmSVfl6jrXJJSlK7ZVBVKSd9S5bXGZpB3BFbUE37lvwrj0fbM3vWpA25W9sVt7R8tkRVjzamjdy/u6yjL8opbz/j1/GsR5vKvx70oSkpXuKMnFWSNgy/um+fZQJf8ARvv76zPtEjXGU7Kc01JX+xtv9eKJczd2zSFCTfMajy5szH/erJ80qNv9yoHlxHVYTHZJiuaVRt8qRpKFkaYu/NVl/u1AbjYD71T875Y/xqr53+kNRC3Nq9So1rK1joVuN1rVETf6Tiqn2jbFj1qqz7Wz60Tqa8pnRl7O5pSTfvT84T+tV5Zv3R/eb6ovK4Xcib8da0bW0nnh8zyM596iTSV2XF880NjmxbNWdJKBIcmt9NMmfOf3IHXnrUy6fbxKxfMzHp7Vk68Yq51RoSk7R3OX81zxGm/PWop4Z3iX9wRucc9q6VkctiOPaBTDFN34HevMrYzX3NGdFPB3laZ89X/wii1TxTc319qItYJZSW+x2/mSfn/DXR2fwy8HWCIq6d/aci/de8Tc7fh2r16WGHAz171nHZEx2Dr1rkrZriKkN9jspYClGSaRzkekW9naFLa1t7SM/wDLOKPbj61ct7GNoiX7dK1GlTcu/wDCpJJU+zfJ+NcFa9031PQqUoTtojOMSD/V8461Ij5if/ZxTTc7VA9aYcn5j3rJxUtGXTi17qehYF3+7Vad159ajj+834VLQqzXuLYmUrOxLH1NX0GY6zP4TV+D/VilObiroidTQm2/5zSgYqOV9m3nrUHmvjCHr1qqdSTV2xcilHUnlP3eKakm3PHWozE/lEv36VJEfKi+tae0S3MnTitUSq+/PtSn7wpnnewpd4b5v7tbTcYtWd7iuSbEdTv7dKy7u3gZQR2zWh9p3fLjpTWh+UmtcPWdO9kLc8a8VeFxNCbyGPzXXPyf3uleSzWBjzLBJLa3iAkxr0/Gvq2e28xhhN7849q841/wd9one6sW+z6lgsB/fHcV95k+fJRUKzPiM1yeXtfa01axh/D/AMckzJo+uNHDniG4Xqp9D9ePyr2xARECy7WJz9R2NfImqabqaai1wsRtmVvmi/usOh/H+lez+BvGFzewW2n6tP5N1t2qP7wFc3EmTpw9rh7am2RZ4pv2VWWqPVT1FS7tqr9ahRQgKjkZyD60/Oa+FpVFqrao+tUlON0WWmfauz8aTe7qd/bpUcSb5fpUjrsEnvitoy5nYFSb2Oi8Nvt1lucZjNaviF90/wBIxWDoT7dQStrVX3yyfSvpMJb6hUi/L80eBiqcniotrY5pzi1P8OVxv/u5dK8l8bmG3sfCqSfNKl9MY5P72X5/kK9fifbE6t/q2Pzfka8e8fypO3hFNm5YrpOfRCW3fyFcWEhGNOTSOHiNNYe68vzR7VoLiT4eaU/8RjOfzroI/wDj3WuU0eZh4agDvuAT92PRMnH9a2EbdGPateY78NTkqME+poy7DEQ/fpWDc6TZXisJoY5sdN0e7Facfep1fYre9aSqKcHBrc7U2lZM8y1PwDptzC7JZWW8Z27o9p/D1rxXxN4M1fSoHng0y5nhOSVi+7x619Y79+6olYKzdcnt2NYKDi9Hoepgs3xFCS95tdj88DHO2pFXtvJOfmi7r9a9A8P6hFZ38caSfZ7jjaP73+f619Yal4R8O6tuku9Msppzn51+8ua821n4Pafd2rtpl3LaShs/N0H0qcRJezelz6Gtn1LEQSkmmO0/xBfpKiyc7sZPrXunw41Pb8RNNkP3iHz/AN8NXgA8N6lokUEU0f2ryR/rcV6b4K1Fj4z0uJP9c7dPQDGf51eSqpTrxttc/PuJkpU5RWt0fZ/jbUYbf4SXd/O+1V2nHr+7SvkT/hKxeXA2N9nQOGjK/ffHUL+lekfEHxR/aF/Hoi/NaQwOWRvuM5243V4frMGnaHp3l3/y6w8PmoifcXP3dtfe5jiFWxjSlokj4XAZavqcXJdWe2rq1tqumx3+3EsahXhb/WRehb68/lU8OrQ+UT5m/wBvSvj3RfG+rQ60Irh5Uu2k2ptj3Ajtmvebb+159PiLz229hk/u9p59a8TFYqnGtKcnoz3MpwnuNRZ6HJrLqT5D7B/H7/55rOl1gyKyl95IOa521sdQW7VpJ7fBrYu/D5+wm7Mkbtjnb2rjqYyDj7up3ygouzep6j8PF8x93qw/rXqnirEPw31st8qtaFWf+6CRmvLvh1b7NEU+rD+teq6zYte6EtgM7ZeWHl7gcf8A66+to4f/AGO/ex4GIqtV0kfHBjmb4y3unxJ5ulQWysr+rMP/ALGvQdN8LapdRxlIeMDJ9B2r3HTvCGm29wrm1tkkYDJij2k49fzrr49OgtBwmwEcV49PKbyt3PQhmMqcLM8b07wDO/zXE/THy13Wn+DrOAZMAJGMn1rq2vLW3Id5NhHT3rl9W8dabZwO0k3zofkHrXfHBYeirykkc0sRXrO0I3udPa6ZZxOP3ezb+tXpL61tEcr5e0dS3avAdS+K9y1zKtna7ww+/wClecat4t1m9yZruRkOdqp/DXDVzKhCVoK7/A3pYCtV92poj6X1H4iaRYRsr3tsWOcJ3OPSvMdT+K/mu6afayrIM/O3Q/SvDHuTJh55JGJ6b6ja4RVwpznrXlYjN67do2R6NDKqMWjsNT8X6tqLGOa62Kc719fSpvBU0kvii63cqsJ2n1zmvPtu+Xd6V6D4Dbd4qkB6CE5qctxEni4ym77/AJM6sVSUKEkjofE93/xIY17bxXmD7DKxfu5xXpXihoVs28rrt+avMUfcp9jSzNRlPmTMMrSdNotr5GwZpW8vyZfL/wCeZzUUWzzfn6VMdm2XZ04ryFC00z01CMdUfSvwq/5BOmfWP/0KuF+PKb/iNo/tZP8A+jDXZ/C07bGF/RCPzNcp8el2fFjSk9LMn89tfaZtaOWQi+h8rlq5cf63/Jnz1s2wD3Jqq+wvhup6VpFN7P7Goo4oRKxl6j7tfFqpFvQ+w5pfZ3M427Kyu2cdqn835MelTmXEsgB47VTdmaQbfujrV2uOOIlF6vUdb3k1tfJcwcyRncqf89T/AHPx5/KvIviRpX9k+Ik8SaemLHUclz/z7zcb0/DIr2NPKJ2fxspqve6LF4k8Dah4cnGJJ4y9q/8AdkToPxz+ldNKVtD18rxv1epe9ovc4nwh4iGsaDFHI/mXcQEcreoH3f612LybH214B4Tafw/4rFteReRNFMYp0/2gcZ/Gvd5G3Sbh/q2GV/GoxcPZyT7jzLBqhVU0rcw5n3svtW94c2D4jeHHk+4t9z/37krBi+8a1ND3j4jeHnH+rW+Xf+RrbL1etGR42O/gy+X5no/xJ3mz01/+WTXXyf8AfC5/pXjIbbBF7r/U1658TXf7LojN9xzPt/NM/wA68sVNttn1rizSHtMTKfcWClywuVtyt97qOlbWgxtLriI3TII/CsSRcjPpXS+G33aog9CKWDjapFDrybg2fb/gNtnwu1Obr/xLZR+SGvzsWbdlu7s3/obV+iPh4+X+z74jm/u6RMPzjevzxIxHH7gH/wAdWvZ4ph71I8bheclKpdkUibSD61H5Rk5H8NSUofbkdzXydWPJJLufVNPmumQneI2C9B96jeqxKF6n71WBDnnPJqRLfJJ64qG7IJtJXa1K6RZBb8qfvL8dxVrvimt0qYyu7CnKzSte5GmcHNRK+xm75NRn7xpjS+WuP71Ob90ScJfCrlhnLL34qqiI8/zdR0qD+PPrVhX2r9ayg3fQ3lUtC1kMlR0m+boelDLuhJ9KWSX92aWNt0f0rZ2Su9yOXmiR7t1vj0qWL/VGp4/9aKSbq1aONml3HH4bEA27jup42/w0+KLzY8/3aJN4wo7VnTle77C5ObQUb8DZ+NQDzBM7t0XGKmj3c7s+1Ob7prRO7sEZJPkIG5G/+9VU8zAeuan+cyYTv1qV4ni2M/8AFnFZNvmsiZSipWTM5rX9/uqVvuqPSrU3+qX8aypEd5Bsxx1qVTkpczRvye7cWdHfbs7ZzUKwuXAfjPSrkaOki7/wqQb/ALQ23p3rVPUzc2loQ/Ytu1u1SScKo9Kt7lWPjOT1qFd0k3y9B1pykrakwqyvqyDfsRz9KnhmzCaVlVWbb1PWqMhk84bKr2sXHlQUqbV0tbll5sK9NW4x5Y65zSJ9pLqB07077PtudxHJ61PInuJytLl6kE/MwPqKSSLzfLWpymyVj60u/bGw9aHCEVexrWqzkk77BHx+49BRU0MX7kt0oqPrDWxz+0qnrYVGlXZ261BcSv5vy5qktxsg9Sarfa/3455r6+Tsrnz1Kn7paldymX7dKqR3G65AOOKa9xvduelVGm+c8ZrP2j7DcEldjbqYfbxWla3GGUf3qyJv38JX05qO0n3Bm+g/KnGUm9UaKjFq6OnnfbC59awpp9qAetWWl/ck9axpZfmNFV2i2L2S6mizbbMH+9Qkv7iqavugT2p6ictthTfnrXNGo2xOEYaiO+8mqEr7B9a2/wCxr2TaTD8p6n0q2nhyFMNcTyc/wrWc8RKDN4UpzWi0OcZ3a0XZ2q1Zw3MyFUSV+mdvT8a6y30zTY5B5MEhYfeLVeKMkuETYKyli+ZWLp4SSlqc8mg3KgPJ5UIP93qfrVl9JtpFXzJuU7etbrpuCef26U54oRBuCbyOntWftb9DqWHtrYr29pBDbr5MGfU+tPbfKCETZt604Sv5QVk2DtTWiyyneEz+tcHtHC6SeppCnqVGifd8/wCFN8r92avyfurf/Wb81S37lFZ16sptN9DZ0r6XGFNlsKpH/j4H1NTXP8H41Vzhq45c17rc3p0+UhuvvdKw7hNzKeMDNa0p/evVB1359qwrVJU4XjGx0U1eRQ4l4/u1HJCOCOoqcptY+9NKB+vam3LS73KlNRepQlfcUHcZqeL7wqwECDio5fM+XZn3qa0EmovqOE3e6WhI/wB5Pp/hUn8H4VWjR2J8zt0qZYvnyK5ZKEGaud0IjbbnHrV9LffJvqIRfvIz6VaE2HI6/WuyUnUSklojkq0r63HSpGY1Dnp0qTYi2o2d+tVpJs47VH5vvTiruxSlaNiVfvNT/k/j/CoPNfGEP1oeNyuX79Kl/Fa1yGrkj+TweeKha7hCbR1HSq3lfvKvQqqqd1O038RD93UqxXDyM4bp2qby88461JJsyNn400fcanBu+ho6fNATZs5oz9qcRfdcDKt6Ui/fNRScMprtoTnRqKF73OCMFOLucR4m0C21K3nnSC5juoVMhki6SbfX6f1rwJZpFmlJwsyPvD91PbP5V9bMPtVuVPzBBgp/ez/+qvIvEPhIyXst3aJknPmJ/d9P61+h5RmMHFU5u1z4jPcodOfNRVmXfBfjUaokVjffNeqMM/8AeA6f1r1BJRNEJB0zgV8nXOkXmmagt8I9jK+RXvvhTxLFrMEVjNP5V1GgwP73+cV5fEmRwpS9rT2e563D+cfWI+zruzR38H8f4VK/3arDmFGP3iSCfXFWDxEK+KoyvJrsfUNprQ1NI3/2uNntmtXVN/2ht+fasTTeNVV/7prY1PlS/wDeFfRYK/1Odl/Vzyswv7aFjI/5dpT/ALI/9CFePePrV7ay0S5UfLIibvwkm/xr1N1L8f7DfyNeQfEnUJk8NaLDF0S0+b/vqssHVtCXRnz3FjpzoJt+8rfmj2TQth8F6U653Narn8zW1D/ra5/wrcGfwNpGeq265rqA21j71NSKfvPc93C/7vTFl+8KjVsNj1pXbfhPWmDj5P7tHP7tjdoiKbbhj61aC7hn0pq96dUJ2ZIpbdx6Ux9/lnb0706g9DWzV43AjVFdAF696w7GJbL4oaVdP8qi5A3/AN3Na4OJCaqSSeeZIzF56AjK/wBa6sO3T95dDDFUVVpOD6m9rFjBpXia/wBRvo99lcyOyXD/AOrDDGN35/zrxT4iyJrN3ZSlzNc2rK0wX/VyxH+Bfrj9BXrMuqXM3h5tKdbe9swMGSXqvsK4BdHnF5MqcQf8sx2HrivWqZnHlU6PTc+ewuAn70Kr32PF9KuItQ+Mn9oTcGIhYk/55J2T8MH869+j19vkSN9jHge9eA+KfDmp6XrsmrWseY9/72T+56f1/Ko7LxDqcOpWq3r+bbZG1/X1/pXDWvjaimnoup7WHrwwvuyVn0PsHQ77R/NiGqeZIX/5aJJt8v8A/Xn9K0tZRLWaGa0eSWzkkAjZpN2a8osWl1KG3+x9G2sfoOtd5q+rx3WmaZZWse5YHDOfQjFYNJRavsdfNUq6rY988A+Tb6PL5jxpHvBfd3616LNrOnm4gRXjaMZ5Tt0r5Q0/xHFp9ysN28jpvLqF7E//AKq7aK/kvjHMvmfagwK7/Svo8PmsZUlT5fxPnK2VSU3LmPY9Q8b6TZF40ug7gcr6V51qvxMc5S0gjGc5duo+lbl5oI1LSrXU0ijnvlIDq/b3/CvlLx/8Q9J8OeK7nSbho7m6SY+Y6y7dvTjHess1xtVJcrsRl+DpQk3LU9H1PxTrN/MudUvfL5yi/dFYTTEq7M+926nvXL6b4m0nVtPR0nkG5Qx22smB9WXj/vr/ABrWintrgPJb3sU3ZlWWNiPqF5H/AAL/ABr5uc3N3bZ79Oso6KKsL537xuaRpvl65phfaGGzZnv61VaP5i1TyvozsTvG44vuLVGv+tNIW3Oo9Ksx/dP4VnzS5rNmcnZXJlRGiJf7oU5rt/ADs3je9H/LIQR7P/H81xyffjHqP8K63wQnleM7r/bh/wAf8a9LK/8AeY/P8mc2MaeGk3/Wp0/ig7PD0z+lwo/PNeaznypSn+0T+dei+Ll2eFHb1kT+teSz3XO3/aP9K5MzbWJTRllFJunJrY0VlXa27r2qMO7I+7oCNtU7Z8Ow/vYrQZduw+tc0Zybszrqzsmj6W+FSbrNj6Iv9a5j4/Pu+K1gPSzH9K6X4UNttLYerf0Ncl8ef3fxF0X/AG9O/qK+6zlf8JWHPmMvX+3J+v5M8Kn++KrMm8fSpFR1hBXPJOaG3+Q+/wDCviq8HFqK1ufYR1dirJFgA+XvxTDcbMLs25/WlP3FqSFN7n2pR5krNEz35REi84Mewpwja2k8+J/LmjBaN/Q+n41ZdNir700bOdybz2PpTU1F3ZvTqKO55f8AF/SIreDTvG+jr5Nlc7Yrr/YmGMn8c/pVzwdqr6t4diab5p422s/94dv61317psOueHLvQb3EsF7tWIf3ZRnZ/M14zoP2nwz4mk0y6/czWtw0Te5rtqxjy6Pc96l/tmCUN5R2PYYrISzlf71aWmW4tfF9gvpMKohtyKyvvkYArV/TP+Ris93+s84bq58NPlrx9T5nEQ5YyUlsd58SH8/QtDH92eT9fLrySdNjn3Y/0r1Xx/8A8i7pn+/L/wCyV5RJ1X/dqcxhzYuq/JBh5SfuxGf8snrc0CHzdVi56MKxo03ZPYV0fhuX/ipoF7ZFc+EjJV4uO9zXENeylfc+y43+yfsyeKl/56aFP+iH/Gvz/VcRK395E/8ARaV96a5+7/ZD8UH+9o83/oBr4Tf97KfbP/obV73FlaNSrGSW6+48HhjeoV92049aa1uHYN6VZ2up+XoetG5VPy9T1r5KEdT6+KuyMcSIPrT5fvClV98q02T/AFxrG/7y5yVVyyuMD7QR61UdNt1GfXNSS/w1DTguS5UY8yuSSvtYj+8KqCPLMauR9GqD+9RLVHTGVlYaF2xt71Gu3b81MP3qfH3rKUbIHK6EfbxtpF/1y1P/AAmo0+81XTo8yvclX6EjPsb7+zPv1qNn3svz78e/Snsu6M+1Ma33QK3pSjFKdmy+aXVFld+fl+7/ABUF0WJwvU9aRcmBUqRYkjVi2Mt0opQUZ8qd7j5yPZtiU+tKN+0beneozv3/ADdP4at/wfjTlFt8sloZqPvXK7KjKSvVfvVQmlfayoee9Wjv529O9PjSFsk9RVYmbjKKWwRr+9axQjgkaMO/bpTz1A9Kuu6NgJ261Xk7VpTXMhOk5uw1m2w49aaIv3an1qRNnO/PtUq7N3yVjOdnYUpwguW2pSkizjqKRYsKx3lauOu7J9KpM0zNti6D71bUtdS4xvG5D5v73b5m/wDpVtF24PrUaWp8wOc571qn5bFm/uisWm6lkaxldcpB/wAtI6jf/WvVVlkkw6Y5605In538+lbWitU72OGcPfIpIvMcH+6anCO0BCdutPWL5W7VH9ndkkKdRjNHtIvZnbOPs4pdxTFN5A9aKUbxGoftRS5zK52rTeXIw/vVXnm8ry39TVN5elQtKduAm8mvrG0ldngQXIjQupNs/wBp9VrPW685markNjc3MI3QYHY+lWk8PzcsZC47j0rzsTKCi5NnZTp+00Mh7jbgetR70FzHuk2lug9a6BdJtlb94m8j0rQhhgiBEMP1rLE4le64m0sFZbGRb2kszt8m1eOfWtA6PbCPMk/lMe396r8YcFtsewd/erCeVznGe9YPGSa1LhgVbmaK9vp+nxRgtHvJ6GtIPGsLKibAag/c+1SR7N42YrKWKVtynQpx1auDo6xIUPXrTRv2Hf8AhUvnGORh/epH5hY+tZKrOpp0N3SUJJLZk6vsij981As3+mE1UZwijPeljffKM/6sfeq/ZeZbWhcM371qPOPrVcttlbb/AKs/dprNuI9qXJbUh66FsPvbr0qOR9rd+arzb/Nh29Oc0jb93z/hXPaMZc0noTGmr6iyS8gc80wLt59aR32Iaqfadu73rCtZ+8mU4Loi2/3fv7KzpfvD95v/AKU37Qj7tw5HSmJLMN+OnGK5JzbWjudcVLk1RFJ95fxrNk3+bJt6d6tz+fKB7Vn+U5kw3fpRGm7czIi0ndlOX7Nu+f7/AGqHe6kiLODWxJZFbct61UH3celDtbR6mqqRbsmVFiffuc1bDblx6Up4UmqbSyStiP8Ah61KhC95jnsXV/1gNNeXzJSP7tV4TPvOenerreVtT+/WiUr2ehnDciSXy8j+9ViJC5JqA7943dO1TB9m33rOo7aF1L8ujLrW5ZVPpTR6Z6VCz71X2pm/b361UabaujGnBc13qy3g+ppjsiL8/OelQb9yNz0qOT7iU7wXxOxrUUVHYUMjO2zt1p1Rx96lH3xRo9jlUbsA6L9/v0oLo33O3Wnd2qNX2zChO2poo2Hj7jVFt3P9KeX3ytR7+lNVX0KTJQvl7X9KdPbvcWwmT+E81B5qScP/AA9KkjlEOWj6fxV34TEvnSexzV8NGabS1PKPFenTHVVcpuDA5Pp0rzS/Q6eVure58mdDuEv9wjoPx/pX05d28d3all++w5+nevC/FuhyWs3nIkrWBLYK9AeM5r9IynMIzh7OrqmfBY/K5YdupT3O58E+MY9d01Fvz9l1JVCzf9NBztP869DgPygDoDwfWvlPTribRb2OezljUpkhl6r7H6/0r3nwn4rtNb0rZt8u7Ujz09M5wfxwa+T4gyf2MnOmvde57+RZtDFQ5JaSR6PDL5c8Y/vVcueVB9qw4ZUF+ip261fuJcyioyeH+zzRrmFFQqK7K7vslBH3sHH5GvJvFS2uq2mg2OzfKxBf2w3H9a9VmZWtHZhyBxXCz2sP9sx3Vx1Ql4vwxn+Yrjy2HPKcDyOL6kadOmk73t+aO/0uNLPR4YUj2beD+VbivvWsO2laSwiJ+4w3r+P/AOqrSPtz71S1lY9mlKyjDsjTLbfxqOSUCM1TMx8tuakjffD9K05DdS1JkbzY1T1qwzbFVPSscvsbqRmk873NYVKLT50ZTpczvc05JcRGojN+4WqazfKagMvzGtIxk43aNIqysTG42zgetIf9YzVUkmxjikR/MjcDfnjAXvQnZhyJ7lpp9y49KrCVzNhenerUOm39xCWW12Rr95pe/wBKEsbePzPMP2iTj93H0/Guygru5hOdGD1MK/s4rm3ljP8AGMNXh+raFc6ZqUtvJHviJ3Qn09f6V9Mmazt7HzLy607TbZTyJJdrfgO9ec+Mda8KXU0NvZXXnTS5w8kW0PjH3T36/wAq1wtT2NTdHkZjKjiHaLSZ51ZazqWm6bm3utsiY2p616LpXj6wl0Azap/oVxFjfL65/wD1V5pqESQXI+zpKtwo4LdCO+Km0b7CNXFwvzMByn9496+gq0KdXDOS3/4KPFWMq4eaUWvmz22O/tbzSY9QsrozCT7jf3sV6D4L1u2/tyCO6HlS9j/erwN7h5LUeW8kQYn92nar2l6pcxTiON5HdSPvV81TqSoYiMrbH2FCnKrS95LXsfoTo0mbfzYG8yPI3Fh8n0J7Zr5W+OX7PGm694yfxlpktxBNO4+2wS6h/o8ZH3CB2zlvyrvPBHjBXa1tpv8AWovzfj/+qvf7K4tdS01oJ4vtFvICssP/AD1B/h/GvtPYwx1G/U+QxMJUK1m3Y/LWTQfHng5LqPSriS9s1JAjgneQAdym3p759q53+1/FOnwQ31kd5E26Wdd+/P8Adfd+mPevsT4jeELjwp4gmurQ+Z4fuGJjn/59WGMxfrXkdysbykSxR7lGSHj3cHofxxXydTC8tR6bHvxi6qi6Lued+HfjIs2vC112IWoVz5hij3FPc/X+le02viTw/qVnHd22okRSEhDKm3fj0/OuBuvD2j3Nuzzadp90X6CWz3Y+h7V5xqfgHV3Ej6SdLRP4YVl27Pw/z0rgq0nKVlK35ChOtRTjJ3PpGSa1lti0d1boB/0027qghlSVCEjjfb1ZZN1fMtrp3xG0xPIl0nTtVt/4R5u5o8dwO/8A9ajTPHesaB4pL6oL1LhSFkSW3eOGQdgSv3sc9ema2p0ZbOSNMPi4yu5KzR9RJ5e7Mj78dB6V2PgSVH8ZXDJ/yzhOfxz/AIV4XD8QNK1FIl/0e3kYZYLHMyDPpXrXw2vrW+8UTx211Hc4h+YJG67c5x976dq1y6ty4hO21/yN8VVi6Da/rU9F8Yc+CZX/AL0if1rxnqWH+0a9q8UceDpk2b9u38OteRzTJHIAybWZRt961zJL2iuTl65YPzIre1TzNz/hT5dgfEWPMBGKqy+aWQn7hzVy18n5s5z3rjhGN9EdyPqL4T/6yyz/AKzjd+Rrm/j6m74laOfTTx/Ouk+E7oltbsnoc/ka5P8AaBRh8U9IkXo+jrn8/wD69fX5n/yKaJ8tg1bMZy/mPBWuNl2VqNthmzJ36UybZ58e3r5YzT1TePpXxrdkfWqpaNh8nkfJjr2xUmX+XcRjtUXMXtmlEvzc1jOo1HQSZeU/uWrPP33+tWpW3W/0qoj7Vx60e81e5SV2KpcKxSTaMdPU9q4j4uWLXnhqy8Z2cW69i2W18n94fwH8Pm/Ou0eI/KR1PSpEt0u9Ou9I1TnT79RG3+w3O1/wyfzrooVVF2Z6WBrqjVTZ514O106no4BmzNEQgk9fb8P616jpaebrVsrPvkaZN36189on/CF/Ea6s7j/V2zhB/tqc4f8AH+le9+Hrr7RqumTw/wCqllU11UYOVZSWxvnuDUKfPTW56D49/d6dpdv/AHjL/wCyV5Q8OISvpXpvjxUW408r1Jkz/wCOV56fu1ljJ/v5z7ni4VSjRjDt1KsabI/rW3oUfn+J7OBf9Y0ylfwrDEfm3Kp9T+VdN4djz4utpl/1gcBaWXUrVYu/VGlary05OT0s/wAj628TD/jD3xcD986eQ34MtfE5i8pnJ/ib/wBlWvtnxr8n7I+uMeZJooUb/v4tfGctt5kzH+6zJ+TH/Gu/ieNsZJ+SPH4dl/sdo63ZnOQcD1qCSBFwW79KvTQCJR3zVJd+5gnOetfMtXPdTmneWxA0UW3jr2qoyzqx29D0rQkt5hg+vpTVR0zvzz0rGpG0S/axKP7z/lp+FNdNy59K1A+xWqjNMhYB+/SsYbj5+ZWKCvuSQegpX/49RVkW8btuT8atNa/uOnFb3NU7RsY8H36fJ/rTTvsn7xuaRrd1X5D161moe9cTb6EJ3fw0Dd/F+FNG+NmD/wAVSBdsLH1xW6lZmkYSjHmGPnevrTyyKBvTeT39KiXbt+anjbztrGUOZ3HGq7+89CeF0ZW2SbsYyPSkCb3brxUJbb+NBdn+7jjrWPM4y0M50bvm6FtU2KfeoP3nzbPxqMbv4qUru59K6oSlbmbLUoqNkhgR2Ry3bFTxfu4wO7VHv3celOCb1PtRKpzrluZSV1YdIm0g9zVeRsYHrTGiTdluo6Unmv0Y8DpSlH3GtxS0hYcF2qW9agMrSOQv8PWld3aVNpyO9OiSF7s56jrUuc4yUZK9+vY2opOOowKzN83ariL5eH9KeypFcLIn8PWoZJ98m6nJcysyJV3F2WxofIYvNfvVRrhGOEHTrUUbb5AKdJF5YkP97FNRi48vKzOcW486HB9/4U9F3Pn0qkq7kz6U7dk49KqUIKDRouaVOzY4tunI9Klm+6n41WZ9rL70933BPapnKnJq72HN8zT7CjbtO7r2op6ruXPpRS9/7LVvUR6Mmg2TcmfLDqPWr6WNtbY8uHr1PrV1ZvmbtTw+/wDCvQnjmo6nNChGmtNiBpUCAIuzHWoJpsqKlum2qvbOayzcKDhs5PSudzjUWjOmcIxaSW4u/er+1QpKsZYN1bpTXdwAW6HpTP8AWDP92uKq3si407sfIZjg/wAJp8TFVfyupxuqAvuGPSmH7wrSUJzSfMtC3SS1bLkbu4k39ulRb0SX5+5qKVwqp15zUBfc6+1a05SSs3oEIQlK1zZjeFjkdqhaVJLohP4etUh0FId+4FPxqpOFtyoUoyTtpY1z0FC96qR5yPO/4DV1XRVGz8a55O6916nPKLTsgqWPzOdmfeq8txsUY69qoi7mEmZU3Afd9qzU2nqwSk91Y1pPP4z+tRNwpMv4Vkf2hJLO6onl7cc1IPus00/m/wB0elE6mhXIOnlSRgE/h61HGjvOu3oOtRtqFtEkit1PSo4btjzH0pWXLdlRg76MtXaIoG3qetVC+yL61XnlnlnPtVV0mfAPSua0Oa9jq5ny2bLAudspqpLfbJG96P7PU/MrhCetNbT/AJlPE2P0q5VHay2MuWPRlX+0M7hzzUSzbnb3rSaLCgeXsxTCu1frWXMUoWZT+zu53p260qbxMA/bpUgbaxHrQy7Vz61M5K2qL5ebQsBd5PtS7Av41Du2wp71FJNJkbPx4rKM5XtF2RnThz3Lezd2zR5SdW7dKpo7vnf26VPGu7PtWsFZ36mdSPQWR0bATtUVWgu1G96Iv9f+NFOMo3u73KUrRsQx96kqST/XGo6006iSuyOTtSxo7525464p9LvdYm2d+tNJS0TKcHbQPJf+IN7cUbNvrz7UebJ5a7/wo3xv/rCTjpWT5oys3ci62e4lFMfyxgpnjrURl8wEf3aU56DUrO5K27zE29O9QSPCknJ5PWox/rGpG++tb05tx0Q5VW1ZSJ4rqONyQf3R+/8A0pmqaZDqOiu8aebCfvJ61HKm5VPpT7a6eKbavIP3q9LLMc8PNRcnqefiMLeL5HY+efFuhSaRfeeqeRbSA5/2CMY/nXI6JqWoWXiWG4tbnyb7JJb/AJ+FH/LP8c19bapocOpaNcROnmpOPmX1/wA5rwHX/Ap0eLzoJ/Li3Ehf+eZ7fn/Sv1LL8TRqqWHqvp95+e43BvC1XVo7LdntHhjxBDrOnx3aL5U8fE0P/PI/3fwwa7K9fzLZX9TXyx4f8RzeH/FCTumbiQCOc/8APVe35c/nX0Np+t2uq6RBdWZCwnKbP7pHX+dfOVsueEnJ20Z9LSzSOKpxs72NS6bCsv8As7/yU/41xl7b+TZaCP8AnvCz/rXZTANYn+82QPoVbNefalfT3GqaDJb/APHpDpUUa/UPJmvBy2XK5yOHiX3uReh6Pp/Fiqf3QKvVnadLusEc9WHNWBL+/f8ACuCU+dyR7kLxpwsWd+wfWlEvymqck3QetNEMhVvLSRyf7naqu+XlSuzVOL3FmmywqMS/StGLStSnt1zDJ5fcv2rdt/DtlHbrLcz8j+GtqeGrPVaGFXEU4b6nHs0kjBY0kcn+52rStdE1WfcyxyRpxktXSG40y1YJZ2u9h99vT0/rVGfXpoxNuk2Qj7wruWChTknKbuc08yUY+6EeiW0ODeXRkB6r6VqWsMUN0n2C13J3k7LXlOv+MvJ06VLb7PLMxzE08e5Ex1z+YryvVPGHijXE8q51S5aEEf6PBHtib6VdCSk7xeqPncXnsb8l9T6P1zxV4S0B5JtY1uyaZ8/6LF/rGI9Pzrye4+Kes6tqf2TwraRW0Mh8tLof6yIH+99cfpXC2egDVtVhl1iDdY4GIT/ER616L9ltILeDyLK2gVAQqx9ccdaxrzpp3p69zf6pjMZFNy5PzMy70mTUEEniHUb3UrtTiRmk2jI6YrKHhPTpdb+2vayLNwMtJuyB0rtIoXZS5QordPepvJfzF2njvXHLEVGrJ6HfheHcLTanO8pLqc7e6Za3ditoIcyKCY/6/wBK5R7EWmZSmxhwffFelSKil9v3j1rm7+xe/spY4/vryOK9XKczjRlyOW5ebZZRrR51GzRi21wgliL/AMXSuqtV3yZh/wCBVwaEo3kT/eJwT6Y//XW1pl/PpusQQ3UnnWNx+7WT/nkT/j/SvTx2Xe19+DUmebluYVaUXTnt37Ho2mXN5p+qCeN9ij7/AL19N+BfFsVzpkUbOXbIz+tfMyhlDIz+aUAUN6itLRdUfStbS5XoCM1wZZjZYabTei3PbzDBxxFHmvc+57zT9O17wxPYXsUctvcJg7uoPYivjPxd4Gm8MeJpbJxJJAWLQzt0ceg+nH519IeFPFsOoW8JPUgZrpvFnh+w8S+E5raddjsMxT/3G7D8f6V9Pj8JHF0lUgtTwcJKWFnyvY+FmtJFc7P4etN+cH5+3Sur1SxudF8R3Wl6nF5V5CRn/aU52n+dZztA5ANfEyqcs3CSsfRUISqq6MYXQGcpvA6+1Yl5o2k6p5i3llbzRydTJHuK/SurlsYZFBHWs82MyTDHQ1XOnswnCadrXPK734U+H5ndrNDCBkh/L2hD2r3f4HeH5NFvrqxmuvNmmiBLeoXdj/0KuYa3mSfI/WvSfhozt48IftA2K7MApe3jd/1YjEUYOi+jN34uLdQfAPVbjT5tuoJdWfkt5m3A89c/0r48svidr2mR2S6lZfaLREG+XzNxb1xX3L46MafC6+kkj3gSxj891fL9/wCGtC1BZY7q13bzkHuM+lLOY2qxuzhw8ZSi3HdE+nfFbw5q0MdullcwyMMsZLjyx+A/i/p+NdRp2t2Wpal/o7788Yx0/HvXkM/wt0BCLjSHuEvkzgSeh/u/l/KseDTNe0Dxfp0ML6i9sbgE/wB0c8/zrCjGMo2TO2NSso2lFWP00+EpdUtlbpuAH4hq5v4+jy/irpUH9zTAfzNbfwpLHTI5nx5mxWb14Zf8a8p/aq8djwb8ZfDVtLZfboLrRVkkT7p4kf8Aj/h6/j+FfXZu5TyyhGK1PBwkIwzCXM9I/qeff8uo+pqmz7W+tcDD8YPC0joJ7S902I/eDW/nKP8Atp3rotJ8WeF9cvZF07WtOl24yksu1lznoPwr4mU5xdnc+kc4y2asb8b75hz0qQ8TNJ/dqldXcUU+0zx7P4Ssm4GoBdxyxP5cgfHX2rKpOTiehzxcU77GnvIG7+/TkVFbL9T0qgkvyqanZ90Q9qhVklZlcvNEvycIDJjj7lUjcSPmNu7AL9aI32Jz0PWpDND5beV1/ipe2j0FCDvpqcH8VdDfUPBEPiq2SSW/sn8m6jX+IHGz+TVnfB/Wpn8Q6bp10ksUhvVaJH/h4bP9K9Vt7qNUeK4i+0Wtyht50/uK/wDy0/4Dj9a8K1ezbwT4ta2dtjWtwJ7J/wDnqoOVb8cmvawVS1pWPYoyqYjL3h5PVbH1L8QNhj0SRf8AWMkof8CtedIu6ZfautvfEFp4m8EaNqtqfOMsTGf2kwu6uaT7rfJsrhx6UsRKD6HgUYuEY0n9m4pTZLXTeGv+Rv0//rstc6n3/wAa63wtGkvjaxRuuSR+GK3ytQWJgmupGLlenKPkz6W+JMzx/sm34Xo11Bn/AL7FfJY2lwV6lTn/AL7evqP4sSPH+y6Gbo95EF/DP+NfJ7yvHPJt6Mea6eJq6ljpWeyR5vDztg0vMtyOilQ/fpVO4iTKsnvmopHRYsr1PWoxL+7WvlpRu7nvWuPGZEI7LVZ4s5qffu/CmltrAetbe25Y2sbQqactjLeEhGpVt99vV1V2SyyfSmryzP8A3qwoPVruKrdx0GG0xAhHvUEnGB6VbL7R9aqh98h9qIyvFvsTCajursjD+Wd/pRu82VW/vVPK+0IP72agK7Tn+9RCUZO0tjT219LEclvEsu6X7x+7UTW+9DjoKmLbWHvUrPuVfahuado7E1PhMhrQbu9Ma2dV+TnPWtSQYxSw/fNb+zly8zNa8nFxaOfZJlb603Zct93oOtbcyI8x39ulNVETOzv1rOTkleO5PtpvS5iMsiMCvJ/ip73EzRgdMVsOsjY2dutM+zu/3+3SojKLfvbjjFXu9zDid3Z9/bGKtR96uy221RWbJsizv71Zo9VYnfpVR/8AVvVgvugTye2c0+GKSVjv7dKmclFXZHLYrRtiED1qdI85ao5IvKuD71PGm6Nj6CiE4yWjHTupaaj1mwhX0qpI24H2pzNuVh6VLE+2Ej1rSKk3orhVUl7zQIkjwrs7dajlEkagP/F0p6LtnB9af/y2atU+X3ui3MPa+RnpFiUy+lW92/a3rU3Q0hXdz6VjKVOctdTeD05hSm9R7VE0G5lPpT/9Zx/dqN48YPpWS5oy5m9jJxTldkknEYGelFVi2bhB6ZoqZVbu/MV7y2Z6zO+1D7kVG803nnyumBuqORN+DUGzZcR++a6vae7y2dzs5Hy2RYkbdGc9cc1F/wAsV+lNmR3cbE3Y6n0qrJ+5w8z7vQZ6VhUklHXclQlHVjT96hd/nLs/Gno9tJl26npT+gyPu9q5fe+2rD9o1sTJ532sbum05qouzLbeu7mkluEZkD9s4qaN4HIz0FNLkfN0E5JrVDo+cj1qX7Jk5z1p52CSMr2zTftT/aNqc+tdF3KF0tCVFPZDTF5PPXNO87zI2H92o5t53bx16VGLfy4ll9OazpRjUi3LRIr2UupLJN5VsPcVELnfEvz7MfrUFw0kkYKfxdahW1copfnNYzSpvVWY7KOrLL3G1h85fNIbjzI2GMVItluGfSpI4c5j9aupLla8zKXK5XTMQwud5T1pRbTugFbM37kBPSqay/O1Xb3blJXZXh0l/PDOPpV82mNwx0qFrjap561W+143OByvSsXO6L9mWFi8pm96R22yJ71SW4uZGLN0bpxSiGQzKX71DYpUrq1ySSbEp6VE82YGqVIf3r9e1EqbIT15qHIpe7Eoq25fpSnlcetXI/8Aj3FVwm+T6VEldWJ9qyl5XlyZ/vVZH3asSpGipv75xUP7v+DPvVTj7RoFVl1Eo+T+P8Kli/1lJL/rTSjU5Xyg6gsWzcdn409uWx61XqSNN+falyXlc0lHmiwki8vB/vU1fvU6RNmPeo6KqajoTa0bF3rFVNvvGpY/9WaJf4aqnKThqzBq6sQ0o++KSmOu7HtQWnaNhX/4+FqF/vtUqRdeCak2beoIzSd+hJA3+oT6VWX/AF9XHXdg+lRl93HpWsacrczGo30GKu539qV12496mi3+Z8ucd6SVkWYbc5PXNaUo3lYzguZN9ijL/DUBXcpPpWnI+5E9s1XZN7D2qVU5rqwOK6lzTr1IZUjk/wBW/X8P/wBdQeIdLivLBxt820dSCnqT0P4c1nMiJJIW69q0rS9+dIZejcLXuZdmyUlTqS/4B52Y4aFWN2j5c8SaRd6LqJgmO+PeSLj0HZak8O+JrnQvFCS7sWL7Vkt/Trhv1NfR2veHYbzT5yE3l1yPavnbVtDuNOvnCQAg7ht7kd8V+l4XGRxNFQqPV7H5pjcJUweJUlG8T6NttSivdPiure58yNkwsnrnD4/DZTdW8MajNqGh6bBJclpYbaF5IuiRpBGrZ/IV80eHfE7+G9RFkWkm0y5cRraz9pSflK/mf0r750PRvEmtaPo7abYxwlbdQ11P3OPmC/Tj8xXyM8nlhsbOD17Ht5hjqWLw8ai0UbXOButPms737GuHEP7uNu7qOmfzqzbaNqtwflgjhj/iZ+9e83HhK00TQ21CT/SLjH79u2fb9a871G81M2vm2tl58UpIVfp/+us55RLn57Hq4bOfaRiovb5mRD4ahgQS3V0XXq6xdB9a0Fn021XZbwRn029T9ags/D2ozwm+1i5/s7TwMvGn+sPsv9fwritf+IenaE8trpVlHYxKCBJff6z6j6/4Vvy06UbtanFjs8jBPml8jupH1S8iItrGOBV6yNLt/Tv0rDn1bSrCQ/2rr0ckiA7rdf3f/wC1/T8a+d9S8fa3rEsqLe/uHPMske4f8B/z6VZ0hYpomDwS3EjY3StHtB69K46mKa12R5cM1xNZ8tGnv1Z7xYeLdEvIWtrGbzPMyFXytu38e9eQeLIr6+1S4sxJtBb92jJuRvUt9OPzoGj2qzF3SOUnpG3etK2ijiVhbJHFnG5F7VwVakqnvTXMehQ4cqVoOVWTTfYwU8Pxw6fHHPefaJAvzuqbUPsv0q7Z6TYRSKYoP3x6H1rfiTzJQk3fpU2yCN5FP8OK53N2stF2PfwWUYXC2cI69yFIcSgFNj/xVqBEWNd/4VktdJv2R9aib7UWUt0PSpjvqekbDPAi8dTVMzTF8DoelRrE8rpv7dK0GtBhDXJXcb6ITdkUfs8jnLj6UotHDFox8w6Vsw8cUyZtsePWuiEnJqS6Fx2ucvLo9rP56zZ8+XH5jOP51y82lTQw3NneRebyNx/u9dp/nXcCL/SN1VbyI3QKiTaVHA9a9jKcfHWMmfP53lEpSU6aM/w5rV3HKul38v2lYiBDN/eB7fhgfnXou+GRxH3PSvCrp5m1RrOUeQc/u5feuu8MeIpU1j+x9VfzboDEL/3h/nFezmOAU4qdNWPPy/NEpeyrPU9i0nWbjRdTjcf8e+4b/wClfTvh3xFDqmlweTwXAIf0xXyKEhVCC+3Bw/vnpXX+Ftam0bWo4t+61JBrgyrMXSk6cnoetmWAlXinHR9D3Hx54MtvFuhNJbReRrcKs1vcf3xxuH6CvleewntLmVZF8u4U7JY/Qjv+P9K+zdP1SDVrPAfbmPKD19a4Lx94GF7aS6tp8PmXaQgyQ/8APQev4c/nXpZtl0K8VUjqzz8Di3CfsamnmfL7XE0bYxU9vd/vP33/AAHmtJrQTEuGLYJVvYjqKgex245PPrXyKUFfl3R9JFSUPe0RJBdwm5YeuK9D+HrovxBYp3gbNeYvaScbOfWu9+HULxeOPn7rx+tduU1pQrJPW5x4vldF2Z6B43Rbj4a6gG6hkx+tfPcunzxSq46FBivozxi+z4fa2f8Apkf5ivAbnUE+17X9sfkK9DO8QqdSN1uc+Wx9yWpm7pUOD071PazIb1EXq3WryTQll7ZpsiQrKD6sK4aMoVNLnRLC1G+ZbH1f8Km8zTIYR/rFClf++xXnH7TOlaVrHxV0U6tZR3uzRSAH7fvG/wAK9Q+F2z+ztO2egz+Rrzn9pJHb43aZs7aPHn8zX1mYpQy2jZ28z5jDNxxeqPhPxR8MJb186ZdG0gCjyoIj09cjvXl2seBtZ01QInvJLtOhS18v/wAe719Ujz4ox7k01m3JunMeF6Bu9fIyqSvaO3U+gq4FPVHytYSePra9/wCPW4uWiAI82Xzsdeg/h/r+FdvZ/ELxJZJLe3FrZ27phZBPBy3Xp86/16ivYLnS9KuomkktY0JP3kfaa43WfhnpmqTyNb6je2jOPvPJuUVmoxUlKT0MVgJ30lb8CLSvjTaPMI9XgSKBBklIHwxP+67enfFdZpXxa8N3V15cjyQgtzKtu+FHbJbp+FeI6r8H9ZtoU+w6jbXagnLeZtJ6Yz+tcLqPhzxL4e1BpntZJI2wGMH7z8/TrUOnBS54nZha9SEXdbdf+CfdVtrVjqEZexuo7qLA+dZdx59R2qducH1NfGWna9PoFgl4sl5YTDkh43UP/wB8+nv61sp8atbNxAZJ4mhLbflkdSfru/pUNNvQqnilC93ufXmCyhf4W+X8T0rmPH+jP4g+H4vIn2anpbb290WuW074j2jWlsjWsjyuoJZJN1dRZ+JVk1eKVjJ5DAq4bsDxW2DcacuVvc9WhWdKpGotjiPhZ4gtDq58P3k2LC6czxN6P/F/Sve41uArTx2UlzErFTJ5e6NgOm707/rXyJ400u48F/EOSbT32Wzyi6tv+Bcv/wCy19H+G/Fg1/wJaXfnSbfLCvs9a65pwftFsu2h1ZrQ/eurHae520Wj387PcJpd55Uq8GJNsYx6fnW14LhkXx1awyJ5ZRjx3rjLe4vhnZe3sNu3QLJtDfWu98Eqr+OLZw/mOPvHzNx/H0rfBv2lePr6nzWPVqMl5Htnxql8r9nLw7bf899VX9B/9evk0fuQ0foT/M19M/G6Td8JfCMX/T/Kfyir5eSRZYi7dcAD8FWoz6H+3TXkZ5Ir4KHqxHl61BE+9n9qcd247un8NATcrH0rwnGTnyxPZ+zYJO1QN95aYzbmx3FSxDG6sat4PU0pvoPKbo1PpmhZsIR6UjvsX61UD72aiNnG7NrE6vuZqR9nG/8ACojv2nZ+NRRtJGXd+3SlzfyvUTV1YlbZt+T8agDbWPvQH3sZKR5fMwP7tHI9krdyYwsxkjbpE9s/0qdHdUOzuOaiHQ1Vk/1lNUI/a1RbViV5n8wb/wAKtxSpsO7k/wANZyJ5jbPWrTJ5cQT0qkox12QLUsSO743dB0pI03Z4zioY22p9aeW3fhVwbk9tBSlZErxYwaj3M3C9qgk++n+fSnnoKxXIqqew0m43RMm7f81U5kR5fn7dKc33arLJsZuvNOpRbd90VSdRSVxSka/cP1pG4XqM1In72Zfb1qSZY0YGT8KmUIyhyqLJlU/eFCP/AFh9eKnm/wBR+NSpLBNmKiTy1wi/w9RV0FTg7S3L52tikR+4BqJH2sRv25/WrEn3QPWqq2vzM9OnKnUba6DjVlfUsTLthB378/pUP/LCo5Ow9KsMu62i9s/0pOtyvYmbUndq4xf9SKsM+21HvTIV2sfU1G7bZm9655NSd2jCjBybmnZLoPaXMKrmphFm3U8nNUJP3kYPmbNrCp5HLSYD7yAKcG09NjWb5lYcsPzMfSiov33/AC1+7/DRTlTuy3UPSZl2wD99n29ah37Lf7mzPf1qvHv+0/L071NPsx8v3v4qxTjGTs9TelVi9ZbjvOPlr85T+tRv+9x85fH6VGP4PrTJPvmnQgoNt6sqDirpPck2bfxpwbapHrUMfeph0NYSnzxb7FEartZj61Mibsn0qFfM3ts/Gn/vh8/92tYO0A06kjPvZY/WrK/d8iqqO4yz/wAfSkkRVjy3U9K2hWUlytJCaprWSLEmwSxxt/DnFWZLdJ7cMn8PX8azF3eTlug6VO97tsgvc1lKUL2uYWqOV4K6JGTZbqPenu+2xT3NUYJssG9amLo8jb/wrOdN2utjTna3RPJN+8P+6KpM25j7VN8h4TPNL5UMfM3Vvu001y2ZMqtlexTk7UwLu/CrjdOOnaoBvZ2jXo3WiChfYtSbjdIj8h2+Zc4HWnp5IyG6jrUotFCsq/eH3qYkPlb+OtSp06sWmJyT0e49VhZhjrUDRP577unakb79NrGdNWslobRkorUeibH+tVz/AMfJ+oqb/lk1MbPlJ0pwc7WkjKS15uhOz7LdqribMRqCUE7ai80xcf3qbpuSsgVSLdkxWfe30p0felj7mmzLvZPbNKM6kXyvYslfvUUKb5j7U9YTsz6VKk3zhfSono+YUldBs2St70jdqgd3a4bZ261C7OuN/fpVRV1cxnT03LEj7VX3qu8vSmeb9akjYtnGaat1KpyjsxqtuVvakj+834VL85OE79alS0c5L9+lOSVvd1ZMqlJOxXdtuPeiNtz/AEq55Qi6pvz+lAQPIMIUx+tFdKCV3qTZ7rYr7d04PpThKd0n4UsqbJT71EzbVPvW06tpxdh69CMs7N8vTvTTtz8vXvULTDcc1E9yFwPWlOXMJyl1ZbG/zBt6d6q3W3zV2/e706HJDse9QSpvlHtUwhdjp1LO4+TotRq+yQe9TiF8fJ+NSrE+w76KVp3v0Kb5pFGQ+ZIfnKYqF412YZy57VbaL/SFpkq7d3TmrlRTWi1M5rXlLdjqSR/6PP0CnZ/X+leca5YrqF1Mu/YctsHrW7PkOWHUdK5G+1iZLkxy9P4a+jwmYygo871Wx5lbAUKzcai3PHj4Zu2+K+l2kqbY/tQnU+vlkP8A0r9ddIceHvhjo9lb+XJetbDy4W/j2AJ+mP1r81orpJtTtXMZeRJ1KH055r7u1HWd3grwXfJ+98susv8As5iOP619Jh8dWrKdapvpY+NzHJPYyhSi3yq5Z1STVdSc3eoXu3DZ+xxdFx61g3U11cTecjxQwINx29V2qetYg8RAt5E8kr27YIC9B8o61p3WraSdBaOTy/I2H7r7T+NYyqe1fLfXsVLDqys7WPn+XxfrevtcQWN0LGKJDE1xCm64fJYfJ7DHzfUVn+GfC2kaBr51jUoU8R6m2TEkkH7lM9ZG914z9a6Od7LfcGw+4z/89N1UTb3jqDv2L/Ovn8XUq0Z2p+6duWZNhpS55ydR+eyKV/pukXeuS3bWNmlwzZP2aPap/wBr8f6VcgjCFUXhew9KfHaoJd0km8j9Kc91AHZfSvNlOc3eTufSU6UaatBJISW0TzNzvsPb3pY5YYlcb9/SqElx5k6LD3zmhNPdnlZ8nOMfrWeItG0X1NHqrE1xeqpxH941RRLm5uxu6dq3bfT/AN0tacdlswcUqU3TeuhMKepjRaU+7c/1FaMdpjA7itVZCi4qRJsq3SnJwb5uprOn7pUEHlqDTHZTgN2p08qdG69qzi8zPwm8dj6URndhTnyGzY/ZxdkydhxWVeXUPmskPqd1SHf5R3yb/QelZoTfcN7VTV1Y2ilfmZGOWPvStaFkbH3ipxV/ysR56YquHLMR/dohenJSRTnCWjZzU+lWH9lOzJ/peTtl/uVxhtnju9+/zJkOUb1r1doUmIV6xLvRYY0mI8zL8jb7f/rr7LLMzjKKhJ7nw+dZbTjepTVv+HNjR9UmutMiab7+MV1UcmEBEmwsOK8Z8+W1uFjDyIUOV3967/TNZh1C2R3fzJQAG9q582wFWL9pFXR2ZTmsasVCp0PZvBXig2VzHbXc/wC6ZgF+o/8A119HWWoJdW6kzZnYAH3X0/GvjFGQKrQ/63OVr2HwR4teK+htbn76gYrXJ8115apWaZdp7SJo/ErwJJYQXHiLSrbFq3/HzD/zyPY/jz+VeILgxrjjIyR6V9zWd9BqOkNE/wA0LjbIn94Gvmbx94Fbwzrk2p20G7RZ3JQ/88W/+vn9K1z3LFRiq1PbqZZXmEm/Zz3PN47farkd8V3vghMeMLZP7ymuGciPeZfmkYAq/qK7DwNK/wDwmduG+6RxXiZdLmxMEezjnak13O58asg8FXls38UnFfPVzpm+T912HNfRvjRdvhrUz6xf1FeGu4S6nyesp/kK6M5qf7S523ObK5NU5NGE1i9vbJv/AIs1HbRf6T/wIVuyPvxyTiiL/j5T615dGLpLmv2/M9W6UXJrU+qPhOm2G391H8jXH/tHvt+L+h7/APVHSU3/AJ12Xwt/1kf+6n/oQrz/APaUh834s6J7aSP/AEY9fZZzUl9RTfl+aPkMotLHO/meFyvauSE+72rPksUckpz61TeGSHBTv1qP7dcpwvTvXxUa7voj7F0U1oLJYuudmfeqDxTxAmtAagm0+Z1qd76CSyA7VU8Rde9sZuhNanLy3M7MBk8VPaXDL5hlJKcZBTcD161pOkLxA1RMSFiE4z1raWIjFKF9GSo1EZd3oPhzWJGF7pemzBurfZvmH49q5u6+FGgToy6f9tss9Ax8xD9B/D/Wu3FpLGwaPqxrtdD8NXd4yzXHEfGKIRlJ+6jzsXUha0zxzQfhlqMOqrAJ4pocj7qbSPrXutv4UtdN0WWKRMySQlS/91cc/wBPyrrP9D0q3xG+xkHz1wmta3HfM9vv3xPkP/T+tenGFCMLz3NYV5zS5VZI8i8RWDeIvAjafcpu1HTroi1/6aR5+X8sfrXT+A/Dd9oPh9zd/KJmDvH/AHetaElraskIh/1sWfL+hxn+Qrt9A8MXur31uIP+PUfzPWs3Gdb3KfU6vrMlGzL9paJNBI6n9yV5ruvAVp5fiCJF+4yttr0Xw78PrSPTIYrg/fbB/I1xfg7yz8QNXtof9Va3jRL+Br1cHgp4etByPn8TjaVWE1B3Oy+Olxt8EeB7b1um/ktfM54AX0J/ma+hPj426y8JD0WT/wBp186Sf64f7x/pXiZ+uXMZ+aPZydP6nSa8xXfYRu/1Z+9UDvvZdv8Aqx92q3leZe5/u1O42v8ASvHkjvnCV7tk5TdGp9M1C77go9KWO6TlX/ClfyyuU79aiSuiXG+hEH2nH96mlcLn1qN+tN/5ZtWfszRQsrETlwcp260nmzScN91etSsm+AVMF226+9bym20107G0LW5WVl2FWC9e9RrE8TMY+d3Wpf8AlpVgPt21VNSpxcnK/kQ/Zc1kUHeRMb+/Soy+8fT1p9y+6U+1Z+3dJ9Kltz95aA4Ra0LD7xjZ+OKdF5249cd6sW0RCt+FWGTCketc7rSTszWk7aDDswNv3u9NPBzUYh8qTP8Aeqc9BWkIRpSXNqmYt/vBqy+YrD+7Vd+HNWKhuOLRn/u0Pn5rx2N1Us7leR3WIqnfrTo4ZDHl8+1MgTzIBJVqN92R3FOy3e5E5czuSQJslPvT5UDynPaoz/rFp7OEAz3pkjBbxmRS3aoZ9gchO3WiZw6jHaq8Ozzzvz7VLv0JbsiNV3M3tTxFmRe9SSojynZnjrUYh/eA+lEHNvsKFR30GSJslNCPtyPWlZ/3+7+5Up5VZP71KVm7NalUvaQvcFXbk+tLtRg27qPu1C33lqQf62P8aiV4LmRMl71yuyOrfN0PSnxpvkHz7MfrSSdWp0WPL5zW1WjFx95XudUIaXEkt3aX5JN+OtFShQzA88UVEU4qyv8Accyw9up2vyeYdn41ZD7E+tR7M3G3qE/rTXzIzD+7WU7u3Nod8FZ8pBLNmQD1qLyuSfWpVXaze9SB9qt71blzQ5LXNZQSWpFH5Ucw83qfu08zJ5rbiMdqhaV9x2/d/iqtPN93yjzzurmlGnFdmTFQbtHc0FmTd8hHvip3mQxjf+FYSu8jAPJs9KtrF5ag79+79KyU43tLR9CJSlCWqJDcbSfJ/GozduZow/fpTw238aerblb2q+acvidyorXmGScyA1J8vy7vwqFV3FvapkXbn3pxk4u6Lc7osDydox17UHf/ABdO1Iqb439sVKqIIdj/AMfSpdWUJc71FDcgbtUZ++tSlkQsidutVmbc30qKdmm2XUdolndtT61Es3zNzUNB2eU27r2q24R1sc3tGtixv3fhUcnamfN9m+bp2o37IlrOFPnqJ9CpRTg29xKPk/jx7ZqVJevWkkuNuASTmtJS5H7ujKteDEXZtbZj3xUYTeT14pevPrRv2evNYvncua+pUZcqFKRrE3md+lNKWzwLu6jpTxNlW7VBvLseelaU2+ZN6g5q2yItgRJMdOMVJG/l2+/0o2bzk/lTlh+VsVlVlzSsSnTbs2Vmcuxk/vU3dtGP71KyFG+tSQpuc+1JUrscrRWjItu3n+9TCu5h7VpPFH8hfjHSnGZAqhM8daudLkmlfcxc7opfZkbbv7dKtLbwqopkj78deKYH2n61rCLvozGfwssfJF9zv1qN5hxULTfIf6VTaXLGiEk05Nao6KXwluSbpioWm+XsagLbvwoDbfxpuomrNFNXRBK0kgITn1qUW7rbq78ntTi278KjdwmM96iUnay2I5eXUqyeZLE4T+HrUMNu7IS/bpV4OH6dqeOhp+0tGwRqu+iKL8MB6VaT7lIv32pxQP17VrCHMiJqT1aF/efwfjTGeRUPmfhSNiJl96mZ96r7VjPexCir6lEPvc+tSLCkqHf0HSpzs/i69qQK7ff6D7taTXtGlsOXLFXSMu5t4I492zfiuWv9MhlHmiH5mziu7aH5OKpPEhyH/CnUq2nF9jSnC6uePXNpc2kvmwRiOYnCHvjvj9KvR+JNWi0ttPmvbz7CuCFbpuPpXoE+mWshy6b/AErPk0a1eGTZD9a9XDY1w1TOHEYfnfL3M7S/HN9aWZhuIJJtinazybcCt298RLe3EMqSXMbmJSRHJuH41hDQbZhlk2EdPeoJ7F7aP930Ndf9pSqLl3PP+rezlex6Hp3ipfJFvfwRXtsOCG+8K0k0XRtUna40fU/sFwRnypegPoPrXii3c0M5B6ZrQh1MJ80byRyccrXFLE141NEOWBozXNaz7o7XUItY0y5lXUtPjSFfule/v+PFUbVoblt3Rc/KPSoTqN5qemxWd9qNw9kXBK+/aun0C18OXdpc2mrCJS0mI5pf9YnXGz+v4VvUnCdN82jCjGvTmkldCwWkccWV/i61aRAmcd60JNBu9Njb7PP/AGnBtLLu++oHTP51zX9sxbVa8tb2xYsQhf7r46/lx+dcNag4SVtUzpoYpVG01Zm5G+3POM0ye42be+c1nreQyrlXjf029R9asRb5lcN07Vm4JK7Z1IX7SG68Y9qUOH6dqallskLVZd9kYBqeeK1Q0rkBQP17VNAgSQ471VE3yvVmF98J9qidbmVrDlDQik/1p/z61Wiba7e9WJvuGph/qVrJXvoaxq8qtYill/0cj1qsIsruqxP/AKumR+X5Y349qt1Ut3ZmNT3mLC+6XHcVZmTepFRL5fmjZ+NWS22THrXfQxXKk7nNVpx5Hzao5XUdM3w7l/1mfl5rl71rqw1GO4t3/eJzKn98D/P616yQkShnzk9K5XWtOR7eSZU3xuCH9q+zy3NqdSCpt6s+IzTL6tBuVM1tJ1S11fSoru2fIIw6f3TXRRSPG6mJ9kmePevAba/uvD+tKtohCbsmP+8O/wDn3r2zTNUtdQ0xJ7b5cgb4/wC6a87HYF0anOldM93KcwliaXJV3R9DeCvGG1Us533yLtB/Wvbb6Cy8QeF2sblfMt5xho/U9j+FfElreTW2oxzwvsZP1r6M8A+MFu9PWKZ98oIDe3WvfybNI1oeyqanDnGXypPnieO+KfC114Y8XXFjM3mQZ3QP6j0/Dir/AIGfd45iHopr6j8RaBpvivwmbO7TcWQmKT/nk3GH/DFfNmj6DfeHPiYNOv023iMdkn/PZez/AI/0rzcVlqoYuM0t2Xh8xVag4PdHX+MYkl8FXxf/AJZtvH4V8+tsCxhO+XP4/wD6q+g/GH/IpXO/P/TT+n9a8AZtsh2/cP3ax4ilyYhQ7I9DKvgZEn3acH2zL70kkuMZojfzNyDvXzuGfJK3c9Rz5UfWHwkfdp1v/nsa4/8AaJ/5LNpH/YEX+ddd8IOLXT0/uzp/OuG/aF/5Kf4f/wCwT/7Vkr7bM6bWX00n8J8lgVyZlOPY8C+Ty13/ANwY/WqckUMsTe1Pk5fZ/eqJn8tSnpXwuIhHdn1yhKa0KMtui2h2fjWJJbyMmV5x1rckmzkZ61RaLcre9Y1cK42Te+xtCNRK0noc/JLPE4XrmtXTba6ur1VigklkJGCv8NbelaDNf3yJH9zHzV61o2gWGjWImk/1gOa7cLgpNq7sc+LzFJpRWpnaR4USKFLjUfMBwDhu1a+p6lDp+nkR/cBwlZOreJUh81Iu4ryu81O9vb8kYwp4/H/9VelialPCx5Ka1Zw06VStUTlsdDqWp3N/euUfYmOfeucOnSNcbon3zE8e1WbSDUL+6S2iTfOx+Q+lfQHgvwCtvcw3N7H9oudo3/7Gf8/pWmFp1KzXNsa4mtRw9Jt7nA+FPh9c6leRz3aea2R8n97rX0xo+i2Gg2wlk/0MRJlpG/1cQ77vr/Spru60Twf4Zlur6byFQEqf6fjXzP4x+Jl14ngkt7U/ZNNDHan973/SvbqVKOEildNniU6VfGXktInd+N/i/DLDJovhW428sst6v3D04X9a8cg1J2uBIZHSQHduQc57nPbNck8qtO0qnhgBn1xUkU3znBrwcXXqVnzSZ7FGjClT5Yo7S61e81KWKS51C9vkXKxrPceYI+mcD+HPH5VnSvvkqhDL8wqTzc3AT+9XjPndRLmZ2wj7pbiTdKD6Usr7pcelQK7l3QfdXrSMyrIuOp61MZznF67DiruwknUUittVvemM26apv+WdT7OL+Lc05eXUrFtzH2qSP7rfhTf4jS0/ZxWqKjV12G/8tKsf8s6iX/WilO7zW21nJ2ROkpajod/nHbnHenuyqzY6nrTU3c7qSToKaipx1NLQWpn3TblHtTLfoKJ1LAn0piPujAPapjC0t9BScWtGaas6jCd+tLtlU5PQ1RR0V8N1PSrqKwdSeh6U5Sg5ctyWuXUeFVlYr1HWog25iPSlf77VGn33o9i4+8tUaRV48xIehqhOnmEx+tXHm8rHvUZl80Z6baTlZXsgUrFL/UxLHipIZv8ASBUEtw7navbrSRq4BL9+laQ5rcy3NKFCyeu5sCX5jUFw27Z7Zqsib8+1WYk2s3uKh3lK6dyZRtKxUaXySGpqr5jeZ/eqEf1NX4nCR896HJxV0TKGg7/VR/WqxfdG/tirDqJ8EH7tVpsiEqe1c9KKV092RGnruVy21R71GZ9s6DPWlTkqPWnrb7ZmYd6ucFFXZo42V7oVuWz606PvUrvugwPvj7tIH2RLnG8/epwjHdIqVHmhuFIW2/jT1n+VqrF90wrVGUaTirItRzYzxRVQ/wCsaisnSuylJLc7Z/8AXtTfN8vg/wAVSbkbcG+8OlRo7LKd33T92sIe0VJxS0OtVbTSF3yJ86U+OKZsyno1OludipnPfpVSW5eQBUz71z1KkYRuzfmb0RfXyo1bP3jVYujt8nbrWfHb75CZs/7NXVhSJfk79a1ioNrXcTgkrvcdRUiP5eX9KSR/MIc96KTWrStYgWPvSu23HvUPHtUseOcVEoyk/iQ1U5XexCbjDqOealZnVQUPXrzUuzeaYYfnXiorYhXV+gTd1zCJK/O8/SpllyrD1qeFdjfVTVYf6sfU1UU5q62MeZy0RH5WZM+tTMmwCkR9lwnvS3Tu4/d9qig4U3yzV0zZczjytkLxeZKh/u5qFt4u1VO3Wpo/O8r5unerCbfJfHXv+taw54J8/XYiVRwVkRrvy+/8KiZdzn2q4f8AjxqCNEaI7n2EdPeuXCzvc0p8z1bICu38aP8Alk1O2usmGfeD932q/Db7XB9a6JS5VcmpCK96WxlOm6OP2zSJD15rZdNrNz1qm3Q1nGHM+YcWnG6fyIo4cSd6ZLF/pifjVlIvMhJ/u0xP9YR6VpyrqS3ZDDE/zbOveoUifc2/8K0nKLGA/fpVZE27zD360NRtoyL82hCV2/jSVIN/zb/wqrs3T7vQ1KQRp2dyanDydreb1/hqo82GYelVPP2yY9apouSui3N94Y6dqgp7f6rPrTQMoKynJQjdkKPLqNZtqn3qmX3zj5N+P0q6z7VO7vVJpoN37vr/ABcVVOSnsNTV9Q/5aN8mz+tNdd2PanBw/SlopOTu2thtxasmRxpsz71JTh0NRL/rHo5byuZypN7MfR/GtFPRd2T6VokXHnirXuRnzN7bPxo2O/8ArPwqc/vOP7tIV2/jTFzS6ogMI8tsVJHb5jB9KG7U2to1HayRm4uUtCU8celJTAu5gfSrO52iwh4HWsZVZX5WjWMUnq9Ri/daq8lOO/cd/wCFA6GtKTSkmyXC0uYypU3kfWtBIv8AiXEe1U7n74+tX7fm2UetXNU78yMpxcnoYtwfKRffNZby5yvrXYTQFYCfWsqW1WRELdVziiFR82gvZPqtDl201ZGLNnnpUUmkxeWTzkdK6V4XG3d0H3aYWd/3a9D96qVebly7kujF6WOJ2XNvK2z7nepE1RY5PnjLsOh9K6yVYWXYeq9ayp7RJuE/GlTxEJX51YzdCpHZ2Rf03xZd2LmSK62x4wyetaE2rWeraO1rdQeUHJLP/ezXHSaO6ZdKou80auPSuynCpL+HsclSMJe7JfPqby6Pc2Mkcmiv9ohBPmj+7np/X8q6GHUZII1t7tPKcciT+7nrXEWmrGBg0s0kAH3WXpn3rat9ViuJ3+1pbS3DL80/8RHanNRrxtLdHO6cqavCb9DsYrtGU7J/tGerVNw3vmuSstHsru3mCeIbqxuGP7v91uUH69qvjw/4+s7ZmtX0XXbRV3eZ9u2uoH+z7/0rnWDqbKSXzNI42pTV60GvM3vsb/eXp35qKQxRkDzNj+n96uG/4TvT4Y/K1pLnSblWKu/2bzEYj0bt/wDXresr/T9WhD2d1Fdxno6nn8R2rL2VSMrN3PRpYqjON7myty6thk2g9D61b27493pWc2+FBG3TtT4mRlfdjI6Vclyq5fOnsOklTkMOR0qi0rmZd3TtVg78/N07U0ru/CuZKLmnLYm5djffGParcH3zWQF2n61eX7tbpyWq2Bq6sXHbEuPWrIhDW5LfcJG76Vm79iGra3G2BV9a7KNRwtNboxnRurHC+KNCihv/ALVaJutZAfKPoR1/mK5/Rtfm0jWFe5X7Ta5CvH/d969Xd4wNs8ZeCQYb2PavNdf0u6tZpVEEgycgp2Wvu8vxtDG0OSo7M+KzHBvA1eeDsj1O1uIbmLz7eXz4XAKt/T8K3dJ1G40zVkubd9jjr7ivDNE1Z9I2M7yNpUhAcN2b/Jr1W2lElpHKOVIyv0NfN4/CVcBVvHqe/l2MjjKXvdD7H8E+K473Src+d8jDAHqe9dFrOiWut2kEqjyL6GbdbyeoP3h+OBXyDoXiGbSdRWRH2QEjzffHT+Zr6i8PeI4buwtJ4pN6sOa+syvNIYmlaWjR4GNy2VKTqRPNfG0XleHtTDL5ceCrp6Ed/wAa8Cf7sW3/AFfljbX2R468Pvr3gyeXTUke9VSy7fTvXxxeJLZXJhlSRH3FW3+o614PFNCrCpG8dz2smrKpCzlqNHanr/rV+tUuvPrU0P8ArRux5eRurwMPVjdRejPUnK1z6w+FknlSWsn+wo/NhXDftFM//C1dCjHRdKBP4yPXd/C1UaKAn7gVNv8A30K8/wD2jpU/4XHoYT/oEDP/AH8evvMzqxeT0oo+Vy+V8wS9fyZ8+yOiyHHXvVWVw6jHaq+/eT9TU1tbXV3qcVvapvkbP4V+cqtJzvFao+ycIL43oVk5k55XIyPWu30bwpcXwDtB5UEmCp/vV1PhzwX9nVLjU02SLkr7+v8ASuj1LXbHTtD8iGSNGBIO7uK9p4SKgp1Dzq2Kkny0yBLew0OxWFT+8A5/CuD13xQyrJDH0ORXPa54jnub51sZI3tB02+vesKFLi7I+Te5/SnPHybUYLQnDYdLWaLQee6iL+ZsyenrXQ6NoM19cDcnlRKPnf6//qrY0LwpeXkkXn/uoeOP71e86L4etbG0Bk/dRKBg/wB6tMJlam+eZzYnG8vuxMDwj4TFpCk0cHlxEjMn/PT/APV/Wur8T+L9G8G6AVfzJL7BMEMX+sc8Zx7DIz9RXJ+KviNYeH7Z9O0hftF2gO4/3M4wf518w6xrVzrGryXd3L9plcnM3972/CvQxmaKjT5aPQ56GXVatRSq6Lt3NXxZ4v1TxPr4ubueMxjPlW8X+rhzjOPc4GfoK5NopkdWP8dTxW++YGugW0/cr8m+vlXXnJtyd7n0vs48qitjGt0d5AH/AArTSx2yE+tWVt0RwXTb6VejaFkI7jpRCeouSMdSmbd0tmKfjUcTyNw/bpU0vm7hn7lNRVbO37w61pOrZX2HGd2WN22PHrUKxEsx9acIv3goMX7xj6UlyON76lvVDWi2gynPy1DG2+bd61Y/1vy79mO3rTTLtUx7Nu3v61lNNxsa+0fLYmPVqhX/AF1QofNlb2qyybVX3qYcyjZoxfM1ZsT/AJeaa+/z/k/Gnr91qbGm64FYuqk7Ml030Jhv2/P+FSJs3fP+FSKmy5HNMl/1xok4zVhwpS5tUUp9nmnZ+NVIUVpm3dR0q9L/AA1Bt3SqfStIQjCPYqlPmu+xHJE4kJbkD7tNR9z7D1qbfulYelBQN1qZxnOO+glX96yRiahrVtp8gjuvuHOD6VNZL9vhM9vffuuMLWsLcPA437BxkZ602K0htgTEm0v94+uP/wBdbe1as07WLlOUla5B9mmY4647+tSJaPzu/CrX/LNjUkc3mxAdlrGUpp+03sZxgk7spNa/MKla32wfWrRfYp+fZmqpuNu4b9+a1hUlNam3M5aSBIsKp9KpzTYnI64qbqrH1NRQ/wDH4tZRldNvoLltqNj/AHpJ/u08/vOnVKtPs+1/P+FQybPNOz8aXtV0ZM5WVyPzscY5FRyHzce1OddzL7UsibNnvUSmkvdQ4LmjcZHb7sn0p/l7vlL7NtWY/uNUDf66s03J2Sa+Q1EQQ/vV+ffUcibJT71Km/DbPxpI9+X3+opc0oPV3FJWRCH2A89ah3bt3tU/z4bb071CNux9vXvSpytddzWMbLmvYZH/AKw0VOF3WuPSitDz4um73Z0L3bnATv1qErIzB5f9WOtTSecYuOnamKkjqu/tUU6lRp+00Pbpxe8tB5l/dbF/1f8ADUxhzCh4/GneT9359n9amZNqr8+/NcdOpBxktxSqa2KuzZ6c1Ij4BG8Jmh0D4z2qFrfcykdqdNKUrJahDclkXbg79+akgi8zef7uKZjAUZ6VcX7hrTkmpWsbOVkRSpujI9KdCmyE0BNzN7U7Zt/GsqlVbR1MJ1nFXSGh9rt704u7xNs7daa33c+lVxd/OyGtqknUimlsazTsrrcvRuFtz53f7tVo3R522djzTdu/mnp+5y/pQpy5bNHG6Mea6JP42p6d89O9Cfvsv1zQ67cVKdmdN+aS8iTfCuRF1P3v8/nUbo6gFO/WnQ7/ALQu3pnmrEzorAL1P3qhwTldilT1uVkd1zv79KfvRvvYyOlOW3LsDV6OxjYZft0q1Sh2JMmVZnZMYwKsQo6uN/fpWrKiJFhPxqkfmUJ/erOnyyTaWwXS3FT/AI+z9Kl/5bNVc8RlF/1i/dqSL/V/N/rP4q0i9SZOMlZMSb/V1nH71acnaq8ib8e1KEOS5m4NLRlUdDVcvtnHvU06bdvvmq9XG8nZFVK8pNeQjPudvaqqReazH+7VpvumqX/Las41YyTvpY05eaI6TjC+lR0pTdIenFRyJtx70tJaJmLpXVrg6O2CnbrURlcOA/4UU9OWxUzquK5XqVVp89tSoro122/t0pJER5fk7dcVYW3RbpmbnPSkkRFk+V9metKcVoorVlxVlYjhTYW98VNVdn2Kf+W2f0qqbiRQwSAc9T6VrGfIrX1Bq6NBu1NpiecYUJfcp6j0pR5H8XXvW6aUedrUlJRfMx4Tc49qtiLC59Kqr5ePk/GlKeYwT1qXG/vEud37srMs7s8elG3d+FIEWNdjfeHSpF3eW277vb9aEEou127jP9X7Zpd2/ikj/wBdTXXdLn0rL2jUrIuNFy2JVtPmzxzRcwvEItvQ5zTxcbNorNurtzPhO/WrlOVtWTGMozV0ErwoP9o1nu7yK0bdG6USpI7IX/CpFiTbl8+1a0YtPmTCouoQ2+xQp7Voj9wm/piqHmoOI8+9RSPI7ps7ZzVu7ldsyv3NMv5i7/WqZfZI3vQiSNGd/bpUQhTzDvH0om420ZNRxtoxZJsgfJuqLdv42bf61aeFPJ+T8afEmyIe9YNmlVc0VLsZ8liZNppq2nlK3vWwvenVNlPRnPzW1Of8nlqqSW6OCH49K6eRN6/SqDW+5q66SlHRM6oRi1d7HLy6NC4LDr2rDm0e5jYtH0rvngK44qvLFlQD0PWtKVZwvF9TGpg+fWJ5tNc3tqw+SR8d17V0OkeMb2xxIbuWNFIzvj3AHnFak+n2Zjb+9XKXekvLv8voK1lUi0CwskrbndavrPh7xPbNH4k0fTryY7SJ/I5PXFcxYeGWbTjc6FZW8M6TNtWKPbkcYz+tcudKnhUNUsGoXVjciSN/KdT8r+lbqdVU/dfyPNrYTDt2lHU6ibX9W0Zh/wAJBYGC3UEyTemO341paB4s0XxIWk0m82OrYNr7+v6Vz99q9vrFra/2qiXrRPkB+j9M/wAhXayJ4N12yjtha6dpc4jCq8X3lPvUypwnD3pWf4E03iIys2mvXX7i3OX88rJ8rjqvpUNcNrPh7xZoNjJdaZqn23S4v3hEvTA6Y/M1l2Pji7W2iTU7GO3ikJYTr79ah4afK+VX9DX6/CMrT0PUo+pq033B9TXKWXiHTLh02zxkH7rN3rpYZ4yWaN43Bx9ztXmxm5NxaaOxVoTXutMnj/1lW+61BG+/PtRJ2rqpza0QOKaLjNtVfemlYp4XjlTeG4H41R37PXmlEz7gUz71tg39XnzQdjlxGEpzpuMtmcB4kgudMtp7cJsiwfL989f6VheDvFctrcR6TqD7Lbd+vavX7mL+2NMlsnSN5cZj3dffH6V4zrWgtbXjLLFIMk/e6ZHQj6Zr7/B1KOPoNSWp8ViKdXLK6dNaM93hYM+5X3sy5HsO1dn4Q8U3+l6vFFk/Zyfn/wA/nXz14Q8Rzrd/2LqTec5A8qf++Bnj8Mj869j0EiTX7ZgnmnftC+o714MMPUwmKSWjex9JLMYYnCuTS03PtHw5rKahpkTqwj5B8z09vxry34teAWubabxJpNp9ouDk3Nt7DGG/nWLbao+g+J9iSbbAhSB/zyPf8/6V71ot1aanp6XMDfvGTaj/AN8ntX1k1HF0eSofMyjVwtVVKb0PgppAuFDblHGP7p7inQyr9pQN1LDFevfFz4fNolxNr+j22zTJJwZ1/wCeMv8AEf8AgXH5V4lbzH+0P7wMnDetfBYjByw9f2dt/wBNT7CNeNWEXDV9T7O+GCuunRluhhGP++lrzb9o7f8A8Ld0AJ30Rc/9/JK9S+Ex87TYIm/1eFLfgGrA+NXhsa3+0Fp8zf8AHrDpEO78S3+FfaY2jOeX02l8R8nhcSsNmE4PdHylpejX2ozCK3j3Zb5ie1exaH4bsfDcX2ud43uWADBu3X/GtL/QNFtRDbpvUZyfTFeeeIfFDvmK2nxjO4enpXy9NUsKn5n0DnOuvI6TxD4shs4yi+X0JGz8K8WvdTm1C7lcfdJ4qKaa6vLlS77+Tj8a3tK8O3Oq3qQBMrkFn/u1hVq1q3ux2Z2UvZwjqte5j2elzTMAse+RiNvtXrPhrwY6ulxLDJ5mOdse6u48O+EIbZY3SDcTgPL64/8A116TLHpGhaTJf393thjXLJ616WDy6EUqlZaI8/H5hUqSUIGLpWkWum6K93eYt7cDLSSptIx6V5F4v+I7O1xpmjXEsfULdN0A7gfWsXxv8Q7vxG76dp7yWWlKx2lP+WvT+WP1rzR4ZJ3wHkdCMZes8fml2qdPYeW4HllzyepXmEt2skgOcnJ+p6n8aqx28yYz0NdHHbwx2yIeo60pRFYBO/WvnK2Jm2e9SXLK5StVVVbb14zWlbJvm+lP+yny99QKzozBPxog5tXuaOT5uZGhNC5UhO/Wsn7FMsjN5ki+y960IJZ/m/CrImcK2/8ACnzS6ozcU5cz3MbYzcSRyLjoX709ECZx3q4z7mNATf8AhT5r6Cm9CqfvCrA+7QybCPepim+NfaoqR90U6vO1psQn7tQfeR4/71SyLtjPamf8sV/GsaabkrM2cGocyE8ryo1WkPCk0VBO+2LHrWjlLms2EISa1Ged58nk9M1oW8SRSKrZz2qpbRfuGPritAxYgjPpmiUeZWMJ1OUsOjO/zdB0pmzZ+NMjbKsPTFLL/DWSm4u1i4S5lcbIu7HtUDxdKfSH7tWptPVWCSuQFdrD3qyn3aqbd0n0qVk2qvvW9Wk1bsyoxvHlLB8v/lp+FRS+X5Z8v8abH3p5+7WCpXdrmcI2qJDFbbBj1psa4kJ9aZ3aqry+W+P71dCpPl5U0zVyblypEk/8VRD/AFS0CIytuz0q4OFAqXiFFcr3HKEkrtFJN+75enerysqrhep61Gy7iD6U3duOPSuZ2lLUnoPkULgl9mf1qtLwocSb9v6VM3SqJ6mnOkraBbm0Y1E3OZx/DVp/3tvvx0qAbNp3j6UkTxqzhO+OlP3pSTa2OiDhFaolDbo1GeRT18zdx07037OH5OaljhEWcZ5q5NRV2jKUKcnox8uz7MdvXvVD+NPxqa64iB9KpQy+apXzCmKjD0Y2dgpVuaLVtiynyyu/93FTNzGz+tQpF5YY79+79KR13Y9q5Yxc6mjtYV1LRjm25i3AZwcUVEV2xN70Vv7KX834D9nSOhD7LsR9hVwRZdm9adtROX/CkNwhiYJ260VYuMU11PT+zYXYikb+7DFT3CI1ydhPAGarjZLEpft0pyypuwnbrXnyhRk9fiIUWndMT54vu/dPWk3o/wB3qOtWi6Mo39ulQyeRx0/Gt4csFoi7Ld7kfTn0qRLjdkZ6VHsgf+ML7DvUiBI8hE2Z6n1qJe9K4m7Ik873NPjlTnd17UzPl8/3qYz7pU9qaRz2965M7s5Hm/6kdarS+TvTyY96+vpSN/rTT0V2zt7daq7WqJlG7LEHf593Tj0qzN5f2ceZ+FQQRTNuT+9VoWm9Skz7Nn3fx/8A1VjefNzXKpwtJFZfJ/d469qjeJ5b5N3QZxW/bWUKRhvM30oWAzvz93FW3fpqZ1FeVjNFuysNvQ/erRt4Yec9aVtkgITA29aqMrqx2d+tSuZbo2TSWpZKIksmz8ahHU0iPsJ87v0p5ZG+5261TaejFq9VsMbtSrs53/hTX2cb/wAKhfZxs/GkoR7APnVG2lMcZzVfziOPSmSP5ZV/Somm3Qu/96lKMYq6Q0rsnL7/AMKilfbA3vVItuhPtTR/qUrNyjLRk89pJEqtuX6VHOm+A+1Kv3WqA/dfp1pxSbu3d9BNa3IUPlL9aUzJtO8D2pq/eah9/G3y/ffWnM1qkWkm7MhR0aYhT0604/6w0pSVsf6sgddlJsgXGep61iuZzu0E4RirpEUnalii8yTP92ll8vyz5f40ka5iB9Kqq2o3Q4x5kEjbLnbUEkQMmT/Orq3GxWXrVc8zD3qaSkveaG4WRW8oA5HalDbpAPSpzb7ZWPPNHld/SuipyOm3cmLsyAvtkI9aBFGWy77M9PerSScFalEcZ5fv0pQceTRkTxFnawwIiqNj789fapEi8x8/3ahlVF27O/Wkj70kzJJud0P2Zmf/AGad5vHlZ61G7bce9VpZfnQY61alqbWl1RZeXGE/u1GW3fhTduNp9asD7tTye9cZAUd4X2fjWN++iuW+TfmugP3aoTS+WwH96tofEBCss5XHl7c0pt5pRtY5DdacHwR33VbRZA6lO/WlUqW0MZ1NeWxR+zrH8idR96pY0Kbs96sSb/NO/wDCon+5Uxd3YUH7wjJvdfapGi+Vc04f6uP8asH/AFQraENTGv8AEVFQIGx3qB/v9qnZA55pAgTp3rSpTtG5007uGjIourZqRtm35sZ7UyVHfbsGcdaI0dN28Yz0rmi9ROknvuMh3+Yd3TjFWP42oqGU/dq3WpreVmYNWlYWUZ21XePdGRVqJNwf2xUTI6N8vQ9azlKUl7sjRK+hiHT087e/4VY8lBGQke/HWrz7ONvXvTdm9D7VUXpotTqhJx2MSWJy2Fh4PWqF3plvJGu+PYxzjnrXaiL/AEZapyWxbPHShOqtWc8nGU9UeY3OhOjeZH0rKc3VvINnbrXqb2W4n2rMn0tHOXTfjpXTDGSjuY1cO170NGcXDrl2IZI5H/cFdskf9/8A/V/WrdnNpI04WotLZgxyY5Y9xGfStWbSUKkImzPWueu9CkjHmR5zXZTxKkvddmcuIozqtOSvY6OPwbpF3Cstrq8tpcNyIPs37rP+0e3/AOuue1Kw8Z6HMJbNPtcEecGCXchH07VUD6naQAiSRFH92tew8W3kU8a3L3Eka9V83aD+HetHKMvijc5Xh6aXu6SH6N49E8wt9VgudMmBAaXs31/z3r0GGYTR/abeaO4hHIkXqfrXH3c/hjWEP2rS4reVuBcLFtIJ9T3rkk8N6rb+MWg0S6uGgRd3mRvtC56Z9a5/q+GlLezI+sV6PxwPY/tUJ+Y9T1o+0I0qlO3WvDrzXfF+gaskNzF/aIdjsj8zcXxjJ/DI/Otyw8b20822+aSzfjzHXoPY10/U5wjtbzOmnjqctHdM9YWbFySP9Z/DVy7trfXNFkspP+P/ABmH+v8ASuYs9Rtbu2LWs8VxGAPnXqfrU8c7rcB0++pyKvD4yphqsZLWw6+A+s02ujPPtRtrmzuGguPMW4RsK6/w16l4D12H7Zb20vmNcoy7Xb+LrVXWdNXxHokcsRjN8G+UN1OPSvNI7G4sb9pJPMsr2ORmV26MVx0/OvtKlKli4RqJ6o+AqU8Rl+JtN+6fYviO6UaDqO/o9mS31BXH9asfDPx7Lbaj/Z145Rw4C/TFeF6D43XxF4Ymj1D5tRhiZJJP747fyNZ8ErwXMc0P34wCtePicfUpYv2ieh9RgcJCvRk+Xc/SANZatossdwfOgniZJo/+ekZxuX8ePyr5E8cfDW58KeNfMto/tWh3A/0ST/nmp/5Z/wDAf616L8OPHv2i2isJ3w4UDy/7/Wvb57Cy8Q+Gp7Gf5g5BX/pkef5/0r6Gtg6WNpKcFdng06lbL6zje8Wch8Ik3aVYqPuqwRR6YB/xqp8Y9X/s/wAfi38zZu02I/XBf/Gt34f2Mmjax/ZsiYaK5OH/ALw3DFeL/tKzuPjRoar0bQIs/wDf2ajMZzoYCL2uaYSlGWOfMrpfqeK6x4ne6vWCSb9xINc0sMl1cEsm8nke1W4dPa5nUW6ebOx4T1r1/wAL+BLqeRGuYdrkDCf3a+LoYWpiZ8yWp9ZUnCjHXY5rQPCNxqW26f8AdKSFA/vda9/0HwklhZRwBNuACx9a3dD0OLS7BTKkSKnBLVxHjD4iWeieZZaZNHLdqDnb/DnFfURwVLCQTr2ufPSxFXEVGqb0Op8QeI9L8LaN5kvzT8pGn97PX+lfLni3xdqfibVpZZ/ltEOxE/uisi+1i51XVZru7n86eQ8j+7/n+lRQ24acMenevncbmc8TK3RHuYPL4YeytqyrCm6Vl/hUDFaKxYX6VOfswLBM7x1qBfN3t/drwasuaVj0oUk3qOL7oivpT44NkYf1pm7b9z/gVMZ9zr5fb79SoW1FNRTskWfM/ho8v+OkCqVBXqOtKZP3bLWkJuLugULMcG3qYvWtKFkS0MT8+lZq/u1Vv71Wi++H6URk7NPW5oU7hEWQFO/WqxbDAetWi2Gx61G8ecH1qUoroCs9GNZdqqfWmhtv40112496hY/vFquRSVmXCKjLRalxG3Z9qe33arhUZcv2HFKXRuE7daiUow0SCpGT1aG92qpIm+T6VLO+2LHrSQxfIGxRZODbJi7O5cRNsEdTnlFT+9UYbcoHpUcn3l/GsGlbTQzavK5YHyxsn901A3B3/wB008fdpsjbYyPWlFQTTvqOSurEZ5+f+9T4+9RldsIPrU6/6la65rlaV1qauo+ZS7DJO1MC7vwqekL7UPvWSqe9YypxkpavchK7fxqN38sB/So5mkdSE/Gn21p+4d5vbbVT2Naj5I+9o+iI2T7SVk9KlPlhQH/Cg7N2E7daSsqnLTmlLZmdrxuIWjT7vfrUEsw3JirHTmoX/wBKwn92tYNXTUTrh8A+NfPZD1K0N/rvK9ah3+V+7/u1DNLl0HrnFKt7k15nC1eoOKZlkTfs2/rUKptZvn35qYLtUH1prrux7VPNzaG3LbUcvl8+Zn2p42A74/4etMSL7x7ih5uAtKULK41N30JDknf/AHqhmcqoz3pU+QH/AGqe0SeXub73atJU+RrzNFOSerEH722X/Zqrt2yfWpFd2Yhug6UrcRk+lE1zKxEFyp+ZOn+rP1/xqEvtJHrTxc7rVh6VVMqeSd3XtXHCHMn5BK7WhOF28+tFVWlcwKG6dqKfIY3S3O0Ozcu/r2qR0R4fl/GopJk8o7PxqEzHZHXHOpFOyPZhBSV3uSyJstKjDlLTjvTziWMZk2gdaZss1P397H9KUqkXCEZLSP4k81pWHKxeJT6U9XRc7z16VXk/hx93tUYTzDs9azi05qzf3F3voX/OT+DPvUcju+NmeOtRRJ5bFPTFX9u5RW8m0tAkrK5SXfvG/PXirwVGUbuo6VoC0862jT1qWGySNyrx79v6VShUlG6RmnzvlM9IZucdKsxQybjv/CtZXjRcRJsk7VHM+7bu/wBYM7qSqX+J81vwM3FqViMLtUe9LUdLu2qa2lCLg2jKU5J6skDlPxpQ5eVc9qkD7rdfaqpXcc+lc3Ly6iU7smLbZWHrSj92Cf71V/N7elNaWTb8g+tVCXM7Ggkruzjb0H3qhDokq7ep61Wlmm3iot7ufn/CnzWlYTV0XvO/0rNRvM/2kbPxqr85+Rf4utSI80eUPQdatsj2Ykju8h39ulQyf6s06aVMqB1Oc1XbEQJ/vUQ3LpwtIHfZAu3/AFh+7VhH3Wvzf6z+Kszzj5ntmrJfeorlanTT00N57Ef/AC+fhUcv+uNPdN7L7VKU2Q/WopVPeRnDcrRpuyfSllm/dkbN+KEfazD1pWTbHn+9XVOg4TUlqaT2CJ9yj5NlJL94VVfrSxcy49aiSs+aWiMk7MV+2Ovao/8ASf4/u9qsiLy7nP8AepGbbIe2aFU5n7pTndEaKrFtvJHWpQmxW96b5vvRu3fhV2W73IEG/J2fjSGJ5HUv/D0qaN9mfepN+/8ACmAJ/qmHpioCu5vpU/mmPj+9QMHJPemrX1Ar/wCr9s0hl+U1LN1QUh3eWu3p/FUptStJWC6W5WRt2/2xTQu5j7VZ2q/3RyOtJs29sZrRuyC8XsyuV2sPent91al2bzSGPDA46VrDRcwm7IqS/cqrF/x9/iatM+6dx6UhTdg+lYqNk13M3O6J1RGfL9ulXN0DRY9Kz0l6j0pxbcPpVVl7Wy2IHnyt3FRPsGCvaoN6Jv3de361Cvmys3PyispS5qiQFk3SA4ft0qRJ0ckR9ajgihIYnrxmp9qJyn412wxEI6X1GnZgIpvMBl6H7tTRrtkf3xTFl8xsf3anP3FzXPW55K9tCnNNakZ+7VRl3Nn0qzJL5ceP71Iqb4c1rFXhYlcr0TK27ccelLUyLt3+9Qt5m75PxrKUFFXbG6dtQpw6GmDzP4/wqKX+Gs3OMloyCOT/AF1RD74+tTR7PPXf+FXDsy238a2p1GtEjaNa2liufufjVkf8e6/jVGU/N1/Sp13+Qu3p3pezlKV2jOUr6gv+semTJuUe1SjZk7fvfxUN0pU7STb6Dp6ySMeS3359qoPaHnvW0X2lvc1EP3jH2pu3RFzkk7NHNTWmVI9awp9H3yZxXoTRfLWdPDW0MTOC3sZVFGUbWPP7jSngVHQeuapQ6hdWU5KcY6n0ruJ7R5enRetZE+nw9+vetYYh35mrnLLCRkrGRb6uD4htr+8SO+MJPlh/4M4z+eB+VaXiSTQfEejSyWgj0zWEw6P5W5JV/ijJ7buPyrNn0xHx5fUVSGn3kLE/wH0rvhUVTZ2ZxVcJGPxLQ0/DvhSCxdJNFur6wu5wJAPN3Qg87kUdsf1rpJbXxBaX5udU0+2bS4yB/of+tBPc/XFcdHqN1pxJtpJElPXb3x/+uuw0zxtcDZHe+ZcLt+dXrqXLCN5K4oJ25YM6a3EsEVvLCkiFjuCy/fx2zVjWdLTV9Ju9RhhEMyIBKf73XH8jVe18Q6ZewIsM8afP/q2/grqrkyWlqLqF433Jj5fTvXp5fVdBc+67HFmOGdeNnHX0PnC2NzoniCW+HmbAjBtvT8a9k0GSz1HTLaQvEjsqk7epz61n6/4biu/BUmoaWkss6PuEafxZ6/yrjvAWk6tHeGWJJIrd5m81G/hIr2MwVGrTVTqeFl1WtSqOnrY+mrW6hstPtvIn/eRyKw/CvoHwB4zh1CFlmeN5d235+1fJTw332TbE+wd/etDQbnVdF1pLvzv3Z+9+H/6683DZk6FRX+H+ke1jMucqbad2z72i+W5t7geXgzKw2+xFfOfxysLnXfjJ4ce2Tez6GgP/AH9lr03wZ4pt9Z0iBFffcdTW9rOkwahcJcFI2lB5Ldq+pxUI4vCQh0R8tgpPD1m3ueJeEfAP2d4XEP708y/0/rXr0keleH/Dv2nUfKt41OdzdePSs3W/GGjeD9Jkad45J9oxGvcjp/OvlvxX461XxPrc0t1JJFD2jTsD0/lXk4rMKOXw5Ir3j2cJhq2KnzVXaPbudZ43+J9xqF/cWWjiWOyAwZG6SemPpz+deOLJJdyO0sm5wcn8ajaJ5ZUCpIqLnlu+a1YLdEjJXhu9fH1sdUk3Os/Q+ipUXTjaBBBEgkJk+53qcyp5jCL7g6VKW3KR/dqt/wAtK4JT5ne+h6VPl5ddxxbcw9qm/wCWdMb7q1C/MZHrWEqyvZFPYX/lpT5W2qnvmi3i8sZ/vVLKu4H2rSnOUpWbMtHoyBJeo9amRduT60wRfu1pV/dt9axdeMrpByx6InVNzZ9KtGVsKqcj+KolmyuPWmMm1kPrmqgnuik7MWREUgr1PWoSu5SfSkkXc+fSoi27j0oc5JXaIcbyuRltzEelX9Nnjt9RDy2v2pcc/vdu38O9VBz8n96g8fJ/drSNS3vFWNjVYLBILW6srrzWnL+bB5W3ycYxz3zk/lWN3pw/1bVmP/rWpOHMuYErkjp5l6U9aulGjVEXoOtVLZtrN74q68vCUuRrVahOlzK1yYMioNvU/eo3bvwpvm/u6hDK7ncm8jpUymno9x06fL1LI++Kim61H8/8SbB296KIW5tTRq5Ov+pWlO8KSvQdarltqmq4d2Y7eg+9SlTad09DNwuE10dpWLr/ABUsKuyBn6jpTTs8xdvXvVkdBU69DW/u2FffJJHs6Kpz+lQxu7QEP2JxTpP9XTF8zYuz8aqMZ37GfISQrmZz6Y/rSM+6Zh6U0eZ/y0/CkKbnU+lQ7X13BpLVsguXdYht6H71JFcosB2/ePWmF83LDrioD/x9N9a19p7trC53a6WhMZfOkx6VK9silC/OaWL7hqPufrWMm0tDZRvG4+SNFjGz8arJ98/hVj/lpTD92ojKTerOejLmu+xKz7YCPU1C0X7pH+tNiVCXLdRjFStM3ksjcjtWvNy6mzV0RrMQpGartL81PHyRMf71PMX+iF6ms3C0kRKndWEhfdu56VK3bmoIH3RyDfsxj8aY3Rvn3/0pqpJxvculBWsyZtm35/wqBPJw/pTlR2h+TnHWqrq6yrv75xWUXPnTuOlJyu5dCxEqNMSnY80VZtOZNn96iqlRg3dImWKs9joE5dl9cU828iOGQ9etVmhk2/IPrVhN8UKh/wCLpXDTo+63B3PUhLldyBfOluXB6LjNWniTau3r3oVCrA+taMUTzMEXoetJ001a+o3L3rlBEdciPHPWrUNo5uQX79K0re3hjndSOVxmrrujBAg6dapU52tYwqRe6M8WSNOC77cdPetEwwC3A378fpTmTcoPpUEr7oSPSnGKveLuYvmas2WYtkTJs79abK+6U1BH/qRTmXdCx9Klws+YIQ1FPQ1XjXdM3timG4RVCv3qNtgZZk/h610P3ZLzNuXl1NCRNqp71Dv8uRX9KhaXzbcv6ULL51oy9wK5Kk6k5WeoXUtGiRj5svmVaRi0RHpWYq+RAxP8VPEw8pa0xFZKcU9xqMk9GSTZxxWd/wAtKlnfft9s1Bv2dyM0va+RdpS0bLDPthx61E6OtuGHQ9aRZvlaqczSMp2dutbxm4rnRklaVi4qK0OV6jrVZpX3YTt1pLd5FjO/v0q0JcqRnrWftZTlqakCNIytv7dKr9n+tTsm1s+tU7nftXb75qx3EX7zU+lj3i1Ej/w9KYvzMz/3qBpjZF3Y9qI12596kpy96UnZXCWmpDJv8v5ajG/yxuq5THfYuay9rL7K1M1O7IU/1gqu7bZ296SS780lPSqoh+dmropRg9ZbjbsiaRnaI7PxpqLMypnp3qaC42M6+uKsrsKsW+8elc9STjLTYlTuyLyk2fL171CibZ/rU483J/uUvy9vvd6uE+aVjaFr6ldv9dU4+7S01l3MKblaVjnquPNox1KPvVKqbV+tB+ZlT+9WkJcruZydlcdL/B+NOKb419s0kvESp/dqGJ9hf3pN8zuEoc0WSMmyI+9Ng6vQ772X2qwfuimo2FFWVhjJvx7VBLFhQetWv4TVJ3Rc7zjPSnJ6FFJpgHIPanI4fOO1MeZMnZ+NUwzvLhD9aOW0ea9hN2RoN2qCXeYsL0PWp4Ld15cdelXHTbGMd6iLkn77sR7QyVtISik/ePWri26Ivyd+tAbax96C2XV/7taOUEtwUxSu38aBvz8vTvTm5VX/AL1Iv+uWspVopXRk8VyytYadu4bevepwu5fpUDf66rKPtjPvXZiJe6ma259RNqr16npS7GfqMgdKgZtzfSm1kk+W6DkLPlle3WmOxTA9ahK7lNV1/dT/AO9S5m/i1QnCyLDRPjcvTvVJ3VmwvUdadK++T6U6F9iv+FJ8q2RKV2QUh6irCzZYg9DTvJfqnekmU4WQiuETnuad5y/5FRSI6439+lPg6PQ0nuKG4NchVwOc1UJy5NTyf6ymBC/4UlCKd0jVya1Q1RnNI+Bhs9KJEdMY70wIz/e7VpDcxjzOd2xHlMkLA/w1XVNyj2q1s2fjT1+61bKXLqKrG3vGZMgVkGMZzVOSxMmDWwq7mb2p/lJjLfe7VShzO42vduc8bHYw96oTW+2fHrXYfZ3YfMOO1I1pmB8DEn8NV7N9zNTXVHFHT4iD5vU/drOn0QHkcg13qW8Kp++/1tI9oJsY6DpW0ak0rXMJUozfY80Gmz28u2D7zg5/D/8AXXVaTr8/9k/2VqHbIi/r/Stt9O+Q1mR6YjXoL54PFehg8RNzUTlq4epbRaGrDdSWugbYehOD+NdjoUml2ljErPbpK/M3mdT6Y/Wualt0SwQR9cVzMtvevdBR5eCeN9fQrEU40239xxUqTm3zaHtV7dwxWoeNy8ZPyY6CuU1Ge5e/hMfSU4rjRd3NiI/N8tlVhlF/irop9csJRCwyr5BZeyfWvJrezlLmi7M7I0bR7o9g8N/2l4f1C2mR9iFQz+9fTXh/XoNV0RAj+ZdnGxfVu39a+b9KuLXWvDcZjurJnKADb1XHrS6Z4mGha69ul1HctED5ipJtx6f1r6LCYp0UlJ6Hz+Jw6rc3KtTS+M+iQW0ya/a3Wbcy+TeR/wByVsf4H8q8HFsyyEu+9t2B9B0/nXq/j7xqniAJZ2sHlKIxJOfM3bsdP615iAQAR91huH418zmeKp1a37t3Pay/D1KMP3isyWL90p5xmpN+7vnFRL1q2dhhAbqelePKnrc9FTuyA/dqv/EanEDoxdvun7tMkHmMo/u1E9inoRn7wqVn2w/Wnf6uP61XLbt3tWPMlq1c3jT05iQP5kap609NoyjdV6Uu/ZZfUc1DHNyprW0ZR0iw5ebRln5v4vu/w1Xn3kqE79aRm3TVOPu1MJO/vPXoYrlU7JDbSKSOYl/4sYqabIcyf3aRH2PVeT97I3tWj52tyvae9axVluGdwy9O9RK6M67eo61MIhuan7dv403JRg7q7LcrEqttGPWgptOfWov3n8H40m+eMb/SuSlPlb8x1YuKSWtxs77YsetMjihMQMvU/dpxLzTJI465xVkKqsd3fpXQpc2hiuZatEaIEzjoelSL/rRS/wDXP8aad24bq56MPZya7nSo3Vx3/LzTl/4/BUi/6s0hfYua1Va8+Wxh7VRlZiz/AMVQHiEGqVxqHzLH65pIIshmPfFaVHaDM2mneWg/zvNkwf8AVr96rQXdCdv3B92ofs4Y5HalKZP+7WFObclY6FT929yRl2xr70gfappFbdkelJJ0Fbz9pbUnkb8yu770f2p8X3VqAYyeDTvpWSduoKnPsWG+8frVI9TUh8zbhM+9VdrySbH79Kz9v7yXMVGnK+pKXdeIiPMPShInM6mT/WH71WoU8sFPSkm+8laavfVBKSUrN2Bk2zj3FVpv9cKknfai/j/SqSTfvWFNRr/YWhSk4+8rtepoRvsjPvULfvW+lDTZUD1pUXbk+tc6hKlF8ujZdN2i33GD9zKr+lPV/MuC/rQ3OE/vVG0nlKYuaVOpTckm/eGptuyI3/17/WnR96hC72J607/V+2aqVSzsU+ZK7RM/SqTttce9Wo33Oec4FQwf6lvrVxld2FGd2G7dt9qlflEHrTUbbIR60iQ51MN6mlSftbrYwbtVRrwReXbqf71FTiLcoT1FFTKFmZVKvvbGokX71/wqVYkMy7/wrRbZtXf+FM2QyfIPvHpXL7VPRnpqd2V5YEY7k6L1q3b/AOrA9Kj8px8jdF6UGHEbH0ocqlv3j16FSk4q6NJoUlA3vtx0pgRIJFCNu3daqR3GyIDrUguHc4Xhf4qdTETnbyM6VJ8ru73LG/dK3tS1W+SLlerdaaZt0ix5+9TdpQbjqP2cY6pE8v8Aqz9KhZ9tn9RU3m4TZ/dqrvje6AfpXJQmqjd0NTvoJFslgff/AA9KmEUYjUp261HcRQxkEZy3SqKvKrt/cNdE4+7a9kU1dF2SXhR3FQO+7HtTQys3y9e9WX/49qFB2stiVCzGwPgsn96pXfI2f3arO2IYx65qFo8rn1rDm5ZIqUuVXEl+8KhZN6n2pn+qm+5v3fpU5l+VRs2Z/WuuommknuRUk1ZLqV4f3TP71OJXJwucHrSqu2TPrUOcTyfhWNSlFR5pakw5nItSxJtRl696qu0jSoE7dacHjBw3U9KZIiLgp361jCfNLl6FKcublaG/P5r7/wAKlR9uetQcj94P4acuTmQ/xVpUpRUdDWxMzbl+lVUTeze1SMm7B9Kikfdj/Zq0pKneLsyZO2xJ5Pf0qOSbBA9KhaV5WVR0HWpXtUEO9fvd6VJOUveeplKUmrNEL3DqAEPXrUe135fPtVhU3eUPTNRtF++rHD2cpRZpGbtypERXb+NJVtoYdi+bnP8ADTfKz06dquWGjF8yKTlHVorVJGu4M3pUpTZ+NKHRc7+/StKlTnsYTfM7jf8AWcf3alSEgE+lMLo2Cg6daa03mlR/dqoVFazNIzvHlJHfcFHpTU+/TJf9Wn4/0qFf9aKmlWjUuTKCtqEj7bk+9TBtyj2qIojSMX7dKrz3CJGAnPrWjdkTGCb0RoD7jUwdTWfHcB0FSeaB/wDqrP2pD51K1i2W2sPelluNsIqotwFVhnrUDJG75c9elLm5tC4xk3sX1uHeL5D061Sm86VTnoOtIkUfJTt1qT7QicN+FbxdlYt0rrcW2ih8hsjJ7075IpPk/i61A+oQxkAdW6VA8ssxH92lKdkYUYqTd3sXbm6SKFQ3VulFqXlUlug6VRitITdIR981sCJ4kYt0OMVnGpdjc481kyqybJ396Qxed8tW2n3Rovpmoiu3n1rVMtK7IPNEP7n0qRF35NPG3+KmOqtgr261cPedjObd7InSPGT6VMGzGw9Kzw+7I9KkVd2faud1lrfoZzi4q7JGbafrQB5vrxSeUfekK7a0XLKN0xwUZK6YhXaPrVNk3yHrxV9dm1t/4VB+73HZ+NX7S0bEc7jKyK2xE+/nJ6VG+/jdnH8NW32eS2/8Kot5O1cVajeNzqUFJa7jG+8tTq7ovyHGetRDbn5akRC+faocXLRGSXLIkEz4O859KlSTdnrxUXkoP9Z+FTRIih9nfrWsZRStIUqV5XGy/wAJqE0TttkHvUPzyDK9F60pTb0WwOFkTB9oI9aCTEmem6ogys2F6jrVgvtQD1NEPiI5ebQqK25m9qmjXdKD6VaiTaHPrQFdpTt6DrQ5Jy5WjJrlkQly0jLTGt9rB+tWwiJ93qetLT9nHoim7oYsuRtqQRZVj60n8a0fxtWt/dsEVqQmHljTI4f3rVZpsj7YGHrTT0sRKo72RW8vbM9IY9zr3pFXagPrU0WzLbvvdqUbX1CPM3ZssRWzupCvsH8XvUw0yzQ7pnLsfu+1SWGz7WftP+q28fWq/wC7+0vv/wBdk5+navUpTio6MyqSWxi3tvG0xEfQVg3VphQa6i4TdcZl6D7tZzsjNIqJv9an2r5rocaMXG6Me1ZhLHEvRutdEb028flRfeb71VDaZt87Nmalt7Tp3q3Vc/dbMozUZ6q5owrNIYmbp3rRjRI3d16jGaZEnkRHvuFML7t3tXCqqldIvmlKWmxO+0kO3VulCK7bmboOlSxLutgcdKgZ/MJi6A0nzJXaNFTlLRokLZIHpU/yCEF+w4qvHF5TlaR32kD1qL82hWHm2n5DWuEdGRPxpPKzGp9aekfVqsRtncPSsKjS0Zq4x3UdSsq7Vb3qEf6xquXCboxjqKijXbGK6KbpyjqyY1eV+ZFRUsn+rNEf+rFYyUm+VbC5pSldsdD0b/PrUbb93y/jUtMb/WKa7JSvY0BEZyd34UyVdu33pjy+ZKR/dphfZE3vWEqf2iWyOR9mPemf61wtU/nkn+XoOtaQiQIpXqOtcs6bvdAlZkgfI8r+5Snoai37sj0pa1lRcGroJTaV0In+sf8Az609u1NqGZ9qjrzVpRv2L95xu2Pd/KXzf7tZ00v2tSfSkLbwwrRtbXCq3elRnGTdnsKKV9WZ8FltdH9a0VGHYelWG/1hFJRVp6XE2+bRaEdIUD9e1S0VzqUYu8noMiCBOnekdN6/Spj0NRJ96T/PrV+0jutgjBN2ZUCIrnf3oby9vyZ96lkTere1QyfurYD1rac4yamnsJt83KtiuN3njb071ZHk7j130kK/aJY09M1HcfLcmP8Au1hJuT0R0/ZsTHf/ABZx2pjdqgTdztpzbsfNTpyjzJp6Gbi1qtRT/rkpZP8AVtUMf+sNVmTfqC+1dSnJbrXoaq3LdvUtW/3lq7MP3v4VB5Xf0pPkl+SX/VjrXNTkqjfRmdRtRuh2OailTdFn0okZDH5cX+rTpTV/1VYyoQjPm6mMakr6jBcbYlX1pH5gc+oqSLZ5x3+tNuNm1tnSrjyJ3tqbKavqVV387OnenfJn5OvenpL5VuF/vUkR+Z5cYxihStPmNI3T97Qh/ebhs/GtG2zu/e/e/hqMcqX/AL1aVv8AwfSroys2rXuc852mixIzrbAN0PSipW2bvm/CiujnqLZWNp1uZ3sdRFFNHJk9GqVXgju956jrVTzX/hPHemO0TD/brz07M3rvmV+xqu6OxlXvVa4uEMY3feX7tU0dlyD0PSmz2+5Q2elZVIyesdzWnG8CXzftapHJ2zsqod0NyUbp2qaRC2nY9CKGTav1AqISfNZsyw79ySHbtyfSmxvtZ/emjd5Yx070u1W5HUdamrVtpYJx5lYsC428HnNIOedm/P6UkU6Irq/OcYpA6KrlO+KineclFBGCSsxJN3G1Ng7+9NVoQjA/eNPL74V9s1Ubyd/73Gf4ahubTVh8q6ICm1t0XfrTfNuZv3a8DvTwwUNjp2qszozHf26V0yhONo23M1RlzJssq8kalF+8OtRK8jM2/t0piuiI238arvcTBGjgTcz9/Sr5rQ5epu4lp+MN6URv5+R/d/rVVdnkbZpN0o+8PSrB2eRHs6c1nBTb97Ylq+hY/wBVA/vVbf5iBPWgf6tqZH95vwrWUI20RKp2Yj8Msf8AdqVk3qvtT170kjusZCd+tRG8HzaCqfCNCbIX96iR9iD3pzRObdWeqoiwWPpUQnKzTe5pD4C3/ruj7MfrUcsX7s/Pv/pUe7MbD0qSNN6fSuiFRtcqdyZSSV2EcP7oc1OibM+9M8lv4en8VBKRH5ep+9XKlL2iujJ1E1ox7pvx7VA6bGX3p+/f+FKPvV0szlKSV2x4/gqWXZ5Q3de1QH/XJUT/APHwaqUuanymkVdDG37vm6dqjkXcq+1Wn/1K/jVYPtJ5xmsprVS7FezISu38aSp2l+Xrmq/m/erB6yuNQswLoikv+FVGu/MYiI/d61BczZXFOs1RTlup+7VJq+o53sTK7upD4PpVc2m6YKf460Bv81933e1SBtv41ouV6WMLS6ox3t/Ln2elX7dNit71ZLbvwpp2bTvodCL0RvCppyinoarFNzMfT/69RyS+XkQ/xfeqvHE80hLduldNCEYv3ht2RJ5pG4DqOlVy0z7hL0/hrRW3CjmnhAnTvRh6kUpOUjnt71yslviBTk5NPVNkg96dK+0AetJHFkEnqfeocG4uDlq9jRzVtSzu2lferAbcv0qqq7c+9TI21vrXLGjKE1czabWmw5224HrUD4jwT/FUM0x884pI3L7s9q6ebl1JUGne5Mjh847UMgYjPaopH2Y680ifvcnn5awl78i7y6seYnzmP8eafHE4yX/CmibCsOwqwX3Qx+2a6IuysTPYQS/vVWmsu12PrTHcJjPekR0d+eo6U73Eqd1cRfvv9P8AGq0r7JxSyb/Pbd07U0fhQkluxwp6jpX3wCqiruX6VM3XmlV9mfn257etdMZyatFGrvD3kNWE7hVrf9li3f3uKrvMOP3YX39aj832FQ41EtTmcpTlqxJBtlC/j+dPP3RTQ278KUvt49aybSV2bzfM15BUkbbcjuajWLLg+taEUKBSX7dKuPK1dMiexFFF8+6ntKnmsrJvPY+lLK+5kEWcDO6pVeGNd/8AGKwdK8r3M4bkao6tlpN4PQelTt91ajd3kw7dD0plddLV8pjVXviu4TGe9NDh+naloH+uWuj2XmEFZjT99al/g/CnS/eFRj71c8pWYvZ+9cr7N8x9q3NMsUmkkLvs2Lx/n8KpFdyg+lIJdoZv7tbQinq9R1F7pZ+z2KXOLieQxbjkJ1NFymmIym0gvfI58wz9D6Y/X9Kz2lBO896idw+Mdq6XVko8qshU8PpzXJ3vkUBY02Rn7tRM++3Y+1Q7N7H2qRE2kjk5rGU5JXbMpVLMpMjsV29B1qzFEnmIV6/xVK1pkq3SphHu2j0rD6wlujSEVJXYFMSY9auLb7bZ29cUxYvl6VNHb7sv/drdVYuN7mkaMWyFYtq+b/doZ1dwzY3HpU0lw7EIvQcGo3SFF3Y+c1ztXdyJe7IH3+WN3TtUMabmfjOMVF5rySkN0XpVkLlc+lKew276EikxK3GM1EG3MfalZty49KgR5EkfZ3xmtoO0R8rWqLY/1bVGvEwPpQkjtnzOcdKVi5X5B9aOZS0ZLcuqEeffNt9KkZNqqfWqqb97b/XirJ+4tRUUYRukSNpypG7fP26VE7bcD1po/dtn1rKrFu0V1Bbl6RESH5O/WqL9avI+9Oe1Nk+5W8qzilZ2aLfvKxmSdB9azpP9S1a0nl4O/wDCsu6RGgbZ+NT9Yb3VzV3ceVEMHT8q1URWRt3UdKzrYmKAe9XY3359qzjO80yLJbvUVd0bNu6H7tSB8qT6Uq96ZL9wfWtpVNNgtciF3+824rOu3Kz/AO9V1E3h/aqstr5s6H+7XHJXdxxi07ouWybbcH1qyPvVAiFAoq9H0NK1jZTkndoGXco9qFXa31qTft74zTHl6ck04u7sZyld3K7f65qSnO0jY8vt1oRpFz5nfpWjXKrhGSTuyGRN+OvFIgEWevNPnlkO1U75qDynI3OcntVXvG9y+aEtB8j7ouKZ5Xm230pjvuAB7VM3FqrelHtXy2RlLSVorURIfJQP3FVpFSSdnfv0qb7QWt8elNZi8Sd8ZrPmk92Ny6SkMjhTf8j7PX3qtIm24Pz78/pVxBJzt6d6lDQqrA/ePWnCfI7mntIONimsvlL9zfn26U4XCNIu6HJHSo7iJD9zv1p6WvlQK3rUyqczM5xjOadrWI5LhllIZNgPSlX/AFTn1p7PCyETfcFV1++23/VfwUWXUuVK6sWG/wCPOq6vtQc4zU0fenH760Sk0tNiuVqNkQ+bk4znNG3Bz61F8n275/wouNnmJt981XLeNzNKSd2ifZuheoNmyI+9P/u08th0HrUKF+tjaFZRd2XbX/UmrVRxxYKP3odnafC5wOtdeGjTlFtK7RjFU5XTe4p++tFTh4VHPU9aK2tP+VGEmouykdKsX+ib6azq0SBuozimW8v7s1M/72BvavGc1LRHpzc733K53bl3dO1TDoKqFNqinx/6z7+yonGcVc0jZrV6kzOijDfePSljWZZQV6GoJFdpMpJux1pqyzb9uKx9vU6MRNO7rcr5nfpUKy/v2q9GgWMmfv0qs+zkJ3qFVqQg40+oXXUqF9199Kth9jtyRms+aLywT/epYZVjUBurDiumlV933tyZWkrJluV9yj2qmrIsjbvvfw1G6u87FgSO1N2lOgIzVe17FxjO3LYfK80i7B0PSqibw5Rv4TxVgOVlX3pruXm57UnUnbc2fMoWaJhs2ru69qnO/wCXd07UyP8A1dSrEkmS/wDD0rPmk9GzCWiuM2b5V9qb5RN3VjYh+7/DTXnRYGVvvHpT5L6GFJcrfmV22RT/AD9+lWFmh28de1VAjybS33e1WCmxAa3hGElaErnQkNlR53Qt91elTL8q/SoUl8yRR/dNTS/frKSSdmE4trQikmeTATPy9aRPP3cU78DTWMg5Tt1qeSMtErGcYST1Qi7/AD5N/tinF9n400SvJMgf+HNBi8yZz/doqT95dLFSSa1JEffn2px+6aYmOQB0pX7U+a6te5EYU76EKffape+aYQDxxzTlt9qsTzmpftZfHqbckVqkIf8AXJ+NNL7Jn96YE2TD3NVT/wAfdbQqyStFXYmWZH34OOlVZ7ndsB7Zpkn+tNV5ZfLiK/3qr2r2cWgSux5mHltioJps26gf6w/dqxbWu4BvWrAt9s59TTpVfeM5z5WZkFvvZC3+s/irR+z7BIfXFWmTYi+9Cu6K2zv1rCLam0uprDbmIFXbF9arSPsB96dczPt/ecp3rHVLy4mbEm2Ffuj1raXOltYykteYtfa0j3BurfdqEedMzEcgVegskYEyIFK9/WrpSNGQJ+NYc0Y+89wU7sy4oZtxz071cbZCq46nrT5P9aaRe9dNOpF6oc7cowOHzjtUiruz7U2RN8Z9qWNXVBt6d6TS5rsj2MOW9hXXbj3qNk3Rk+lPdUYgr1HWq7tukUemaJKTXu/eZ8sESCUCJQaY+JZU9qYo/f8AX0q+n3D+FXBpLXc2hVjblRn+T+9epoosK569KlKb91Rxp5e9/SspQu7jnLljcj87EuPSrOHlj+Tt1xVba7y+anfrmrIZ2UB+3SocGle5j7bm0sVHt52Vm9KdGjtGN/RelW/+WbVXn/1cX4/0rooVZJ2YDZX3RsPSodu63J9KB96lP3iPWk5p1EmBG1xtiRM9c0Iep9asJadWokZ0wid+tav2VgIG6GoFXcze1X4lddxfv0qRulZyk7WWwpOyuZ/ld/Sk3K3DdulTLL5ZYf3qfsMnzVaqWjYjnfRFcbf4fxqVE359qlCbFLHNNjuN+9euMVTr2g1YOaXVAYcc5yRT4/3uQeq1CsSZZm69qnid23Bug6VUHy+8Jty0Wg8AR8D+KjZtYH1p4+9VofdojW95Oxh7ylZshj+634VGzYbHrVh9+Rt6d6iOzPy9e9aSV/eCq7RZCIsyhqkT93cEf3qeG2/jThNjsaylVsr2NKc7wGNEN7P3qGN9xcelPkl5Ws9n3zvVXvG4rJ7kkzuj/L0PWmxSr5oC9T1pjLub6UnlPn5PxraPwMGo9ETMm2Vj61JGgfdntSW6Ou/f3xipW++tRdrVK5lKmpaMlSJhudO3WpPKc/vH79Kar7XX3pWbdIfalPEpR1NIpxVk9BkkvIWhE2xufXFDc4FIkSRklvvN0pKcXG6YyZd+xdn41eTf5Tb/AGxVFd+75unapmfZGPetFG6uFn0I5HRHG7qelRFnZhu6dqTfuY04cc+lS3bUJOcVexOvC59Khnuv3W01G8+5glKiqMlu/SsVDnmZyoprne41DmMH1qQNt/Gmvt420g6Gq5bSNYy0sSeb9aVW3H6VWjbbdY9f8atSJtfd61rFXZl7T3rD5X2wCod++Nacr7Vb3pi/vWb/AGal6Ox0QtzahRSldv40B0U/P36Vcqn7vlMakY8+iAbs/L0709dmG29eN1QPcIuAnfrUbPtYH1orq/KVGLvox0jFc471Rb965yelNl/e3J9qsxJsI96zjBp6M3jTlJ2ckRxQ/MeRV1k2Q0p6ChX2K3vWdSvNaHKnzXQi/wCqqlNxID6U+Sbg81S3b5MVdPmlq2bKXu2JhPvYIT0q0E2lTnrSRWuV3VajTdJj0qZPmfKKMlF3Yo6ClDbfxpH/AHc+Om6pvKzFu7VLlb3QUXKaktiB23Y9qjLhOvenFNrn3pVRHzv7dKluyNFVtNKwwOHHFNd9jL70+WGPyTs/GoLe33Pn0rd1P3TFON9SdpEZVZuo6VG1w7qVYcdqhuH2S4piDzNx7rWajeNyErskit97O3pinyh/L2J070wTY46kU15JDhlH7tfv1Nm9E7GsI8ruVrpvsdkrxfef73+fxrJgV7mcTPUs109xdsrfcj+7+PX+VTpD5pB/u1vBxgrsmpG+pYi5uDH60sjbJCnpT8YgYY6UhHyR/jWNWqmrrUzIGeRnXYc461NvcR+W/wDH0/CrG/ZH1qo0uWI9amMZTWqSNKknUsrEQXY+30pJ/mjWP+9SySCHGf46hZDIyt2retyys09inGTjZotR8RIn92pZPur+NQhdsJpRF5iKf7tZR33sZOmo6tkcm8YdP4etEe85d/4ulSe3pSH7tXKM7XvdAotvTYD1FWI6pRf6x/wqwn+vT61Cim7Mv2ZfbkL+NLGgbJ9Kgb/W1cH+rauqDjFWSMKjknaO41psKRjgUVWT5pHTpux/WisVCxlztbyOkZHVV2ADPWljZ1zv79Kh37UjBfeT+lTbAqg+teYm07ps9eVSztYJJeg9aYEKMCO9MZ9soHrVkKgUF8c9KKlSTi7s3jTur7llf+PZ/wAKg/jj/GoZHRMbMc9aZ9o28etQqbUeY0dKChfqOmbbMfeo/NcRts/GmyJvIPUmo9ki/c79a3pRl8T2MrXLQ3y2jb+3Smx2+YifSqrPIrDf36VZX98o9vWueo5xlzNadzB1HCWhHyJdvpVnpFULRbGWXj5asK/mKGrVOq48y1NqNduaT2KyIXuPpUnlf6Qamo+c8J361jBVOdSkTVcHIcy7VFQvL5eB/eoktnGC569KYYU8pt3XtXUpc2hHJHsHDdj81SR26CUFup6ZpqI6ou7p/DV1fL2/vM+1ZJuMrJXKSpp3aKcqTJKfTtUJieVhu7dK0XWBoWx1HSq6JtX94Tz9ytfaSW8WN1U9Exv2fYVaraMjRkN1HSoRu80bunaoJ3dZgE79awjH2sXLaxLstyWTdu+bp2pqJvU1JFE5Ul+c9Kkb92v1q+aUY+7uTJxkrJlaWL92TSRvuiA9KC+5z7U9V3Z9qxk21rEub5mn2Hf8s2qORN8ae2al8r61FNF+6z6UUfjQiu0PzLVlU2L9aqtM4iQJnjOcU6LfMx354ruauhlvftjast3Z5Dt/GtVrd2VSvRetRlEdhEvXvWUrw95CbsjJMTSzx7u2cVMbdEl+fv0rTkhxbGP+7VRIfkya5XVvK8tiIzuxr26GDcnbrSxvsjxih33SKPTNVpm2muqm09n8inFS0ZbZ0dSX/h6VQlnyQYeqdaoyP5kqirEdvtlU+taSbSujXkjGOiGtaPMwlc9elWkTZxSuu1qWNN2eM4rCpUm47mZM/wDqh/n0rPkd1kUL0PWrxhz8nTdVXZsDR+laTUXON1qAoVFGV6nrUi79rbPxqmIkgR5X7dKmS4SSD5O/WraildIUmkrsN5Td5vU/d/rVVppmbYOjdKV1Ctnrmm9eB3qParqR7aL2D7Q6fu37dKYeSDUqWiecrP8AhU0iI0ihO3WqVWDe4e0Ix1X6/wCFWg6IPn79KYU2KKVe9VzRezG5c2g7ej/c7daKKim4t2NMxv7yQ9u1NqokvmJj+7R/A1Fxp+9Yll/hqIbP4s57VND9yrCqjZ39ulHNy6kupySKwR2Vt3T+Gq5Ta/1rWVEAITv1qu9lubcaxpStddx+35tLkaoHTnsadxD680+MeVIF9anCoruW6nGK3W4+ZLVoptMNhx1qOJ43Z/M7dKtBHaY7ug+7Vb7PuuWPpV2b2M0oymmkJKsbMnl++ads2RfU1MzhFUGm74n+/wBulONOV9QnK2hBEgcvntU4AjOB/FSHy/MTZ75qb5Nnzde1TJa2MmQNFyrVI0wAAPamJv3Nv6dqfSq1uaS02F1EDh+namum5lPpT/41qJn2Tn3rRRTV2aQepYD7l256VYi/1b/h/Wq/m/u6gFztYj1pWj0QqlO+tyzJ1FVpH2lR607rKh9aX/lq9S3YztYpOuMf7VKlui5Mh69KtOm5lPpU6zceVnrW+IlrEpO5TESbsoenWrJlQABz0okm2Y6/J/X/APVTBsn+dx9Kyi0nqMXejfcI4681NG+1X6GolhTcNn41a27Y/rWl4y0SGopuzKxfe59qaU3YPpSyfcb8KavMQHrmsno7FOLS0egCXdKIv71OEW2dh120iW+ydWqw0recFXp/FTSTdmSldkq3G1dvrUcibmQ1daFPKDLw3eqJlIOKqUZJaFOLSumKybFU1E8vmYH92nbnc/L070HZn5evem6UlDmZm5StqyKoZf4assu6F6qlBGof0pwpxtzJmkqvtGlYauza27r2pYkZy+7pxinookzJ61Oq7c+9WNxtqNSL9+rCpJpcOq+lMdN2D6Uz/WfRaqMlF3ZzUqfJfzFRw8wx2qxJ1qo0uGUDpUpfeo74pL4uboaDUXdKfap3Xag96hwPSmOzxwMydutaucZaJgtBGcxpI46jp+tVtk1zH5kr7R/D70+KJ2xK/wDF0q8IvlqJRsrlwVVu72IUh8qBfn35/SnU54umahZAki471zp+0hJ9gnU15SSkbpTz0FV532wH3qXzODjFakWM65/1RpkCbo1PpVuH96px2qfKRH5+M9K1pTlDTZlRV3YdC+5SPSpS+3p/rD92okdHmGzt1qcPtZx60qii/eaJu1OyFjPmElv9Yv3qJJQMA9qqOm1s561GP+PiP8ainyOWxunJvVFvzh7/AJU9ZRtNQt5m5tnoM1Crulx8/Q9KcarqRfN0M5S5pcpOsgZmJ6DrTJruIrti6/xVG7+YXT1qlI2z936Gs2ronDrml6CnmUH1q6f9SlRQRSFUdKdK8zSEHoOtOU4Qhfl1NZ3fuocU3ID6VnXDeZEYl/1h+7U00qxQFl696rwJvcXFVRo+zd77l8yjGz3I7a3RA6yf6wY3VowW6NvKdutVynn3Af0rSPFqRXPiZOLuiYS5nYrysVgKetV4E2yA+tV5f9cPxqYfdz6VtNS9nZrc0nHlVyWT/XGmjoaabjdGw/u0K24J+NZKXLEyjO7ImTc2fSpIZss0frUcv+uFNjZwrBO/Wq1lHQc4OSshJJsXHl+lOe422/1qAQv9pUv+FWSmJBH/AH6qdRVGuXoOnyR0kM5+yZ7mgK/lLKv8HX8almt9kIHpVZ33RIM9M0RhFv3ti3Oo1aGxIGmkQse5rTtvM2Lv9OKzbb/XVoYc3Cheh611qaUeVPQxqcvLruW5U3hPaodhT/lpsz+tTLEkcuV6t1pk336znOMVdHJJuKutxBD5qsTP92imn7h+lFdKo3V7mXtJPc15nRVG7qelSRu7eXu6DOKJOce9MVNzA+leNOq3Hb0PpJU7K46T/j4NSSbsx46c5qwjK0ZD9ulQvs3fL+NYRc+xklYCU2jbjPekL7Y2x3oD7VYL/rD92iGLLuWz5hxuonUaV2yakXKNkyORy9uuaSJUcoH7dKsldkye9Ol/1laKrGVNxJVOXLZyIGhTe2z8aVF2n60pdV+9949KYZnLqG6H7tZRhZ3OmjyrRMunZs+f8Krts8t9v4014s7T0zT412yj3q5PS7RlV+IqhC8X0q9Emy3FI77N9Kn72HPpWdSUKkk2rWJQxW2lvel37xTAhVj0Apx27Tu69s1um1HTYbQ9V3N9Kmf93GPeqCM6ytu6HpVh23bKnmtqXOCg1fUaG3MfalomTcqH0zUKS/vlStsNVVS7elifdeyJT92qfneSGerk8Xyk+tNjRFtjv79K3jOLmopicR8cqTRK7fhU7xRy7NgJx1pkezyhs6U2X+GuSu7TsEY8zsW1RIGAf+JTiqqxQ+SWx3NVmd0I2d+tL88jDzP9WOtZvVBJWdgZ4WYjuKZsmeRc/cFXVhBXjmP+GnBAnbrSjCnF83XuJp9BrxJ5abeveo9uzmrKo7KxTt1quZ3WcK569KcaTlNOTvEVpdUN+0M3C/dH3qcsqFTtPPegvtLt61jXEv3j1pwc5X5NkUld2NTfv3e1VC+xjjjNU4/3sY9qnSPGT6VcVUb1asZSevKLI/mYFRm32fvT2qUspX5uq9KqG4d3KN0HSr5eXUFCzFcebtfsKWJ90uPSnRxZYn1qxKPKVPfNZ1Hzx5TQrt/rqnXbt+b73aov9Z68U5dkatu+8elZOMYwtYiewrqzYLfdHSoXbdgelMd2KNI3Rfu1C5jaFHf+LOKuFC+tyIfETbPM+T1pAnl/JzxTIfL3N5f400vsum98Vbny+6N1bvlsTbd34UgQJ0705pRtXNCuGViO1TRtTi4vqHswVkV8P36VBtRb8MnfrUUk3muo/umrOzdC1Nyi9mJrlVybvR5vlnH96ov9VD9aTfvtqFJJ3ZnUjaSY9+ZYz65qPZuujnoOtKNvljd97tUcjuuA3Q/drVYjl1i9Skrsl2QrK3ldT96goH69qSCJvmYdP4qtCRcMq9e9U4uouZsvl5dSsECdO9I331p/lZl3U6ZdsA96lQsJzuiRH2ofcUkb7pD7VAv+qFOCI7fP26UTi2tEjKewN/rTTk3c7asrFDtBpH8mLGOp6Up1vZ2h1ZgotvQi3Mv3u9RySZiI9aqq7vqJ3dB0qy3+tWtYSna9zes5NJtbDBD+6VqRh5jAf3alX77VKn3WpynUa0Zgm90EaBIjULLuVvag/eqNv9alRzVI6sTnLqx6RfItWtiLH8/fpUBfbA30qFH3qfanGMW+eTsjSUbNLuP/AHe47PxqKRymPepaK0lOEVzX0K9m+hVLl0Oe1IEdkBXoOtWG37129O9EsyRhQvVs7qx9v1hqNQkndjI2RpQF6jrTnfY7e9MWZY1Yt1bpTI5mlmO7oOlbKVRxuwqW5dRgfe7Z7U8PtyO5qeVC4T2qHySBk54pcxrB0lAkjTbk9zRMjvF8nbrTVfKkdcGo0fYze9HtLak8kpbbEsUL+WC/QdKtQvuYj0qvG+/PXipl710L3omXJKM9UB/1xp0zokI3dT0qKR/LKyelSDM5V/Ws5rlVy57Eab5VUt0H3avRxJkF/wAKasSbcv26U4NC2QPvDpVU4p6syirsnnlT7KVTp3rJCbST61fO7yzu+7/DWfKm9h7U8TedraJCpL2l0KW27h60vlfxVGkOCT2FNklG9F+tVUxHurTYr4GSPcbbZ17Gq8abyD61Zjh5BzVzysR59Kzoe4nIzp06iTsrplcrtUUipv30jyoFYP2p0cqG2ITv1ojPlT1tcei33IlTYWpxZBw/fpUpiyENTiJPLy3UdKiWi5rX8wsnuQRQQurn1xUZt4UnBp43yLIG+6uMU8Ii2/zVac5RvJ3KoydOLitmVnmQMwR9mOvvVVX3Tj59+DUcrIGITvVuBNsOfWqo251cJzbjoXelvv8A7tKvMO/1pkWzed/TtTP3IuWPcVbrxlBvsYLneiYh+9SiTYre9UprhHmKp261ELdGYM/GOlKKU1qWoVFuyw0z7vkOPWkzJP8AI5znpTm2Mqwp/F1pUi8m4VfrXPKcab0RrCbi7oQJ5alPTFEITc/mJv8ASrLdabSo6RfmDqScrtiho0U7P3OevvVdpY953vv9Paptm+Rfao5If3h5pt2Kc11RH5qD/V/jSh0dh5meOlHk+5pjJGjL5meelEXd2EnF6JE03l7U2e+aqum6M+1WW8kKp9KRbiFmx6Vo4xWsth8vLqVlTbD9ah2o0nz/AIVfuZUxHs981AP3qsePlpKUk7rYTnJr3dyZNkMZ29+tQNL8rmoRN/pKjuKraldGOAEf6w8LUuDnLQlU5SfZ9yrIft9/FB/dJNaMg3+WP7vFZkEf2W3QH77ctWtC+6NvworOTautjonQUrN7oVV2uvvTZX2hx60Btsn1qm8rm9AX7vesmk9G7Eug7aMtp+7hz61Gr7yaeiRKXJ6nGaiGzzDs9eaupDms+iOduLlZarqEj7YyPWkRXUKU79afJt2ruqtJtAV0/hrOUYxmklua0nLmVmRS7/tB3/hU6JvdD1xUSxec2/tVhrfaqmqlCDVubXsaTrzWlyN08ufzPSrC8rv/AL1Vtvnzp/sZ/X/9VWOkmPSrheK0Zmq0k9RJO1R+V5v4VYb+Ghv4aU1dbXZ0814lnTofJumf2qyy708zzNnJ/Gq0T7VI7nFWkic5Kff7V0U5Wj5nBP8AiaDVl+Vl3+Z/SkihBZz2PSiZkgUAcyt9/wDp/WpAf9GV61lGkoNqVvLuUpTZIIgCTRWbNdYQn04/OislVgluYyoTbuf/2Q==" style="margin-left: auto; margin-right: auto;" width="320" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Model of a hypercube</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="font-family: inherit; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-size: small;"><img alt="" height="213" 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" style="margin-left: auto; margin-right: auto;" width="320" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Fractal made on a laser cutter</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="font-family: inherit; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-size: small;"><img alt="" height="213" 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" style="margin-left: auto; margin-right: auto;" width="320" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Exploration of cuts made from different paper folding</span></td></tr>
</tbody></table>
<div style="font-family: inherit;">
<span style="font-size: small;">People were just begging for one last list, so I shared some non-visual examples of past topics:</span><span style="font-size: small;"></span></div>
<ul style="font-family: inherit;">
<li><span style="font-size: small;"><span style="color: black;">A
variation on RSA Encryption</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: black;">Workbook
to teach Egyptian Fractions</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: black;">Scaled
Barbie</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: black;">Map
projections</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: black;">Efficiency
of product packaging</span></span><span style="font-size: small;"></span></li>
<li><span style="font-size: small;"><span style="color: black;">Different
ways to calculate pi</span></span></li>
</ul>
<div style="font-family: inherit;">
<span style="font-size: small;"><span style="color: black;">With the last list out of the way, we spent the last 25 minutes brainstorming ways people could start to incorporate <b>student posed problems</b> into their curriculum. Good times. Good times. </span></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><span style="color: black;"><br /></span></span>
</div>
<div style="font-family: inherit;">
</div>
<div style="font-family: inherit;">
<span style="font-size: small;">To those of you visiting here for the first time, welcome. Please continue the conversation in the comments. To my long time reader(s), I'm back from a pretty
long break...errr, hiatus...actually, I like sabbatical. Yes, let's call
it a sabbatical. So to you, welcome back.</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><b><br />
</b></span>
</div>
Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com40tag:blogger.com,1999:blog-1075593398139537131.post-59206738316559261232012-06-03T16:28:00.001-07:002012-06-03T16:28:36.080-07:00Some Math Behind the Venus TransitIf you're still in school next week (before I get a bunch of hate
mail, this includes me), I recommend throwing out your lesson plan on
Tuesday for the last transit of Venus in our lifetimes (unless you happen to live for another 105 years, but even if you do,
your eyesight will be so poor you won't be able to see the next one
anyway). Finals on Tuesday? Finals will be around next year. The next Venus transit won't be around until 2117.<br />
<br />
<b>What is this "transit" you speak of?</b><br />
<br />
A
transit of Venus is just like an eclipse, except instead of a
sun/moon/Earth interaction it's a (surprise) sun/Venus/Earth
interaction. In other words, Venus will be directly between the sun and
Earth and will appear as a black dot on the sun if you look at the sun
using an <a href="http://www.transitofvenus.org/june2012/eye-safety/281-six-ways-to-see-the-transit-of-venus">appropriate tool</a>.<b> </b><br />
<br />
<img alt="" class="thumbimage" height="203" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/30/Venustransit_2004-06-08_07-44.jpg/250px-Venustransit_2004-06-08_07-44.jpg" width="250" /><b> </b> <br />
<br />
<b>Why should I care as a human being?</b><br />
<br />
Because it's super cool.<br />
<b> </b><br />
<b>Why should I care as a scientist?</b><br />
<br />
Transits of Venus (and Mercury) have played significant roles<b> </b>in
the advancement of science in surprisingly diverse ways. We've used
transits to observe that Venus has an atmosphere, determine the distance
from the Earth to the sun, and to confirm Einstein's Theory of
Relativity. This week scientists will observe the transit to learn more
about the search for exoplanets, or planets outside our solar system.
Oh, and it's super cool.<br />
<br />
<b>Why should I care as a mathematician?</b><br />
<b> </b><br />
In my own humble opinion, this is the penultimate <a href="http://101qs.com/">101qs/WCYDWT</a>.
If you're not intrigued by how humans, for example, figured out the
distance from Earth to the sun, well then...you're most likely not
reading this blog in the first place.<br />
<br />
<i>How far is Earth from the sun?</i><br />
<br />
The
mathematician James Gregory is cited in a few resources I found as
recognizing that the distance from Earth to the sun could be calculated
by observing a transit of Venus from two points on Earth that are far
away from one another. Edmond Halley and Joseph-Nicolas Delisle both
came up with different ways of doing this, both of which required
observing the transit from different parts of Earth. In 1761 and 1769
(Venus transits come in pairs around 8 years apart with a gap of around
105 years between pairs),<i> </i>scientists made epic journeys to take
part in this measurement, including a trip by Captain Cook to Tahiti in
1769 ( there is a great account of these endeavors in Bill Bryson's <a href="http://www.amazon.com/A-Short-History-Nearly-Everything/dp/0767908171"><i>A Short History of Nearly Everything</i></a>).<br />
<br />
Here's
an outline of how Delisle's method worked. Two people with accurately
synched time pieces (another challenge in the 18th and 19th century)
would observe the exact time that the transit began from two places on
Earth. They would not see the transit start at the same time because of a
phenomenon called parallax.<br />
<br />
At some point, the red observer will see the Venus transit begin and will mark the time. <br />
<img alt="" height="150" 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" width="320" /><br />
At
a later point (because the Earth is spinning and Earth and Venus are
orbiting around the sun), the blue observer will see the transit begin.<br />
<img alt="" height="107" 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" width="320" /><br />
Using
Kepler's Third Law and some high school geometry, you can determine the
distance Venus has orbited in this short amount of time. This leads to
the absolute distance from Venus to the sun. We already knew the
relative distances of the planets (a mental exercise I'm currently
trying to figure out without using outside resources), which is where
the astronomical unit came from. Once you know the distance from Venus
to the sun, you can determine the distance from Earth to the sun
using--bam--ratios. <br />
<br />
<br />
<br />
A simplified version where you ignore the rotation and revolution
of the Earth and compute the time difference solely based on the
movement of Venus should be accessible to any geometry student. <br />
<br />
<br />
<br />
If you want, you can also figure out how scientists knew the
distance between the two observers on Earth in the 18th century
(remember, this is long before the days of global positioning
satellites).<br />
<br />
<br />
You can actually take part in a modern version of this using the following <a href="http://transitofvenus.nl/wp/getting-involved/phone-app/">Venus transit phone app</a>.
I believe this app uses Halley's method, which compares the length of
the transit in different places, but I'd need to go out and buy a smart
phone to confirm this.<br />
<i> <br />
</i><br />
<i>Why are transits 8 years apart, and then more than 100 years apart?</i><br />
<i><br /></i><br />
Another great math question, this one accessible to middle school students. Here's a nice chart of past Venus transits.<br />
<img alt="The Venus 243 Year Cycle" height="178" src="http://www.lunarplanner.com/Images/Venus/Venus%20Dates.gif" width="400" /> <br />
<br />
This came from an article called <a href="http://www.lunarplanner.com/HCpages/Venus.html"><i>The Venus Transits: The Pentagonal Cycle of Venus</i></a> which was helpful for me to work out some questions I still had after trying to figure this question out myself. <br />
<br />
This <a href="http://www.bbc.co.uk/news/science-environment-18278591">video</a>
is a good place to start to understand what needs to happen for a
transit to occur. It does not however, really explain why we have this
weird cycle of pairs of transits 8 years apart, separated by over 100
years without a transit. I spent some time this weekend trying to figure
out why this happens, to mixed results. This articleConsider the
following simpler example.<br />
<br />
Imagine two planets, Sixer
and Decca. On Sixer, it takes 6 days to revolve around the sun. On
Decca, it takes 10 days (so according to Kepler et al, Decca must be
further away from the sun).<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="312" 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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The red planet is Sixer and the green planet is Decca.</td></tr>
</tbody></table>
Because the two planets are tilted relative to one another, there are only 2 points in their orbit where a transit can occur.<br />
<img alt="" height="192" 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" width="400" /><br />
<br />
If we mark the days, this means that a transit will only occur in two situtations:<br />
<ul>
<li>when both planets are on day 1 of their year </li>
<li>when Decca is on day 6 of its year and Sixer (the red planet) is on day 4 of its year</li>
</ul>
<br />
These situations are highlighted below.<br />
<img alt="" height="378" 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" width="400" /><br />
With
some work using the least common multiples of the year lengths (and/or
some modular arithmetic), you can determine that the two planets will
reset (both celebrate the new year at the same time) after 30 days,
which is also known as the least common multiple. There will be a
transit on days 1, 16, 31, 46, 61, etc. This means the number of days
between transits will always be 15 days (or halfway through the full
cycle).<br />
<img alt="" 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" /><br />
<br />
It
turns out that with this model you'll always end up with transits that
are evenly spaced. Venus and Earth work in somewhat the same way, the
numbers are just not as nice and the relationship is more complicated.
First of all, we actually orbit the sun in an ellipse, not a circle. We
also move continuously, not in the discrete steps described by this
model. I'm going to continue to ignore these issues though, and I don't
know how much this affects the actual transit times. Another issue is
that the
planets don't have to be perfectly aligned since the sun is (relatively)
ginormous. To explain what I mean by this, consider two new planets (Hex
and FirtyFi) with years of 6 days and 35 days respectively. Again, a
transit will occur when both planets are on day 1 of their year. In this
case, though, that is the only time the planets will be perfectly
aligned. Let's assume, though, that when Hex is on day 4, the planets
are close enough to being aligned that a transit will occur if FirtyFi
is on day 18 or 19 (again, remember that because the two planets don't
orbit in the same plane these 2 spots are the only times that an
alignment will lead to a transit).<br />
<img alt="" height="364" 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" width="400" /><br />
In
this case, the planets will have a full cycle length of 210 days (35*6)
since the year lengths are relatively prime (again, this is the least
common multiple). The transit cycle lengths will now be irregular,
though, occurring on day 1, 88, 124, and any multiple of 210 plus these
numbers. This means the time between transits would cycle between 87,
36, and 87 days.<br />
<br />
<br />
<strong style="font-weight: normal;">Try some different
year lengths and restrictions to see when the transits occur. If you
want to get into some serious geometry, Venus</strong> orbits the Sun in 224.70069 days while the Earth takes 365.242199 days (approximately, of course). Venus's orbital axis is tilted at 3.39471 degrees and you can estimate or figure out how close to 0 degrees this angle would need to be for a transit to occur.<br />
<br />
<br />
<i>What other math questions do you have about the transit?</i><br />
<i><br />
</i><br />
Oh, the transit will begin around 3pm PDT on Tuesday. I'm
planning on using a telescope with a filter and a pair of binoculars
projecting an image on a piece of foam board (do some reading if you
want to try this as you need to be very careful about not looking into
the binoculars and also be careful about not melting your lenses inside
your binoculars). Happy viewing! <br />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com4tag:blogger.com,1999:blog-1075593398139537131.post-87961512679433224912012-05-05T16:28:00.002-07:002012-05-11T14:15:23.204-07:00If Lincoln and Douglas Had Been Math Teachers"Punches are no longer being pulled." -MSNBC<br />
"At each other throats." -CNN<br />
"Ugly as a wedding dress inside a slaughterhouse inside a divorced vegetarian." -Fox News <br />
<br />
As
you can see, the 2012 debate season is heating up. And by debate
season, I am obviously referring to the debate of how best to pose the
following math problem to students:<br />
<blockquote class="tr_bq">
<div style="text-align: left;">
Draw a rectangle on a square grid. An example 9 by 3 rectangle is drawn
for you below. Draw one diagonal.
How many squares does the diagonal pass through? Develop a rule to
determine the number of squares a diagonal passes through for any
rectangle of any size. </div>
</blockquote>
First, the back story.<br />
<div style="text-align: center;">
<b>The players</b></div>
On August 12, 2011 <a href="http://function-of-time.blogspot.com/">Kate Nowak</a> posted a seemingly innocent post on her blog <a href="http://function-of-time.blogspot.com/2011/08/good-problems-follow-that-diagonal.html">sharing this problem</a>.
On par with my general google reader habits, I read this post about six
weeks later. I liked the problem. Liked it very much. When I got the
call from Gallup, it got my vote for being a <a href="http://www.withoutgeometry.com/2011/05/teaching-problem-solving-part-1.html">good problem</a>.<br />
<br />
I
worked on the problem myself. A pattern eluded me. Worked some more.
Had a particularly helpful insight. Now a pattern emerged. Proving this
pattern now eluded me. A few false steps and insights later, I was
satisfied with my argument for why this pattern would in fact continue.<br />
<br />
<div style="text-align: center;">
<b>The set-up</b></div>
On October 29, 2011 I used this problem in an <a href="http://www.withoutgeometry.com/2011/11/talking-habits-of-mind-part-1.html">Escape from the Textbook workshop </a>as
the context for a meta-discussion about mathematical habits of mind.
From some perspectives, it was a great discussion. From other
perspectives, it was a lovely way to spend a Saturday morning. Alas,
history is complicated.<br />
<br />
<div style="text-align: center;">
<b>The tale</b></div>
The following week I posed the below "problem" to my sixth graders.<br />
<br />
<img alt="" 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" /><br />
<br />
But
where's the problem, you ask? Exactly. By now my kiddos are used to
seeing things like this. They know that the first step is to come up
with an interesting mathematical question, what some might call a #anyqs or <a href="http://www.101qs.com/">100qs</a> or "what
can you do with this" or WCYDWT or WWJDWT. For now I'll ignore the barks
of "Who cares!" My students bought in and came up with a great list of
questions. Here's a selection (edited for mathematical fanciness) for
your viewing pleasure:<br />
<ol>
<li>What is the length of the diagonal?</li>
<li>If I change the size of the rectangle, how will the length of the diagonal change?</li>
<li>What's the area of the rectangle?</li>
<li>How many squares are in the rectangle?</li>
<li>What's the area of the triangles? </li>
<li>What's the perimeter of the rectangle?</li>
<li>Does the red line cut the rectangle in half?</li>
<li>Can I walk around the blue and red lines without crossing my path?</li>
<li>How many times does the diagonal go though an intersection of the grid (a vertex)?</li>
<li> How many squares does the diagonal pass through?</li>
</ol>
I gave them 20 minutes to work on whatever problem(s) interested
them. I then shared with them that I found #10 to be particularly
intriguing and had everyone work on this (if they weren't already) for
the remainder of the period. Oh, and again the systems were already in
place, but I didn't have to remind anyone that they weren't finished
after counting the nine squares in the above shape. They were all over
trying to find the general solution. Anyway, conjectures were made,
simpler problems were solved, but no one solved the problem completely.<br />
<br />
<div style="text-align: center;">
<b>The wire</b></div>
On November <span style="font-size: small;">5, 2011--a warm and rainy day in Palm Springs, CA--I presented this problem as part of my workshop </span><span style="font-size: x-small;"><span style="font-size: small;"><a href="http://www.slideboom.com/presentations/440289/Palm-Springs-Presentation">Making the Process Standards More than an Afterthought</a></span></span> at CMC-S. As I am known to do, I <a href="http://www.withoutgeometry.com/2011/11/cmc-south-presentation.html">blogrecapped and blogflected</a>
on this presentation soon after. Dan Meyer was at this workshop and,
being the Brad Pitt of the math ed world, picked up on a subtle but
important choice (actually, I would call it a mistake) I made in my
presentation.<br />
<img alt="" height="76" 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" width="320" /><br />
In
short, I posed the same problem I had earlier posed to my students to a
group of teachers and asked them what questions they had. The problem
is that I didn't explicitly tell them that while I appreciated their
answers, we were going to focus on one question in particular. Another
problem is no one asked the problem I had set up on the next slide.
Anyway, you can read the details on <a href="http://blog.mrmeyer.com/?p=12004&cpage=1#comment-356135">Dan's blog</a> if this recap wasn't enough.<br />
<br />
I
am indebted to Dan for pushing me to be more careful about how I talk
about posing problems with both students and teachers. That said, the
piece that fascinated me the most was the assumptions in the comments
about why this #epicfail occurred.<br />
<blockquote class="tr_bq">
<br />
Part of the problem, of course, is grounded in teachers’ fear of what
would happen if a truly open question led to something that exposes
teacher ignorance.</blockquote>
<blockquote class="tr_bq">
Expecting students to play mind-reading games and then disrespecting
their ideas when they fail to come up with exactly the “correct”
question/answer seems like an error to me. </blockquote>
I don't
think this is just me being defensive, but I think these comments are
way off the mark (at least in my particular case). I have zero fear of exposing my
own ignorance in front of my students. Feel free to ask them if you
don't believe me. :) And I did <b>not</b> have a "correct" answer in
mind, I just had a next slide. A later comment by<span style="font-family: Times,"Times New Roman",serif; font-size: small;"> </span><cite><span style="font-family: Times,"Times New Roman",serif; font-size: small;"><a class="url" href="http://naturalmath.com/blog/" rel="external nofollow">Maria Droujkova</a></span> </cite>actually did an excellent
job of describing what was in fact going on and how this could easily
be resolved.<br />
<blockquote class="tr_bq">
[Y]ou have to
tell people, explicitly, what it is you are doing. Here is how I would
plan it:<br />
1. What questions would you ask about this diagram?<br />
2. Thank you! If we had an extra hour or five, students could solve
these fine questions and more. Hopefully, forming the questions helped
you to get to know the diagram more personally. The next task: ask just
questions about things you can count.<br />
3. Thank you! So, again, we could pursue these questions with
students. I prepared a question of this type ahead of time to
demonstrate the next stage of the process. I like it because it recently
inspired a good discussion in math teacher blogs, and has some history
in Olympiads.</blockquote>
<div style="text-align: center;">
<b>The sting</b></div>
<div style="text-align: left;">
Fast forward to today. I posed this problem again, this time using the updated version of:<br />
<b><br /></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-1MLjxygzsjE/T6Wz-NdA4iI/AAAAAAAAKZA/mJ5QDdPUREM/s1600/Counting+Diagonals.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="174" src="http://1.bp.blogspot.com/-1MLjxygzsjE/T6Wz-NdA4iI/AAAAAAAAKZA/mJ5QDdPUREM/s320/Counting+Diagonals.jpg" width="320" /></a></div>
I
made sure to preface with the fact that I valued their questions and
would love to have the time to explore each and every question, but had a
particular question in mind. Once again, teachers came up with some
questions (nowhere near the number or diversity of questions my sixth
graders came up with, but my sixth graders had more time and more
training). Once again, no one asked the question about counting squares
(which, I will remind you, was a question one of my sixth graders
asked).<br />
<br />
So I'll leave you with this question. Was this
another #epicfail? Should I give up with this particular problem and
just include the question? Does it really matter? Anyone at today's
session reading this feel cheated? Maybe I'll see what <a href="http://www.101qs.com/">101qs</a> thinks. </div>Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com6tag:blogger.com,1999:blog-1075593398139537131.post-73699391040507669772012-05-04T23:14:00.001-07:002012-05-04T23:14:05.932-07:00SUM Conference: Day 2Here's <a href="https://docs.google.com/presentation/d/1pEOBXhogAV30SVHPkv3qe_o3YphSWMZXBryRE_AKZdE/edit">slides for today's session</a> which will focus on doing some math and reflecting on the habits you use. We'll then create a lesson and/or an assessment around mathematical habits of mind.<br />
<br />
Careful, there are a number of really good problems here. :)Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com0tag:blogger.com,1999:blog-1075593398139537131.post-87797081884291833782012-05-04T15:58:00.000-07:002012-05-04T15:58:01.944-07:00Saskatchewan Understands Mathematics ConferenceThis weekend I'm up in North Country working with teachers from all over Saskatchewan at the <a href="http://smts.ca/">Saskatchewan Understands Mathematics Conference</a>. Random? Sure. Thank you twitter and thank you <a href="https://twitter.com/#park_star">@park_star</a> for organizing a fantastic two days. After a fantastic opening talk by <a href="http://www.jamestanton.com/">James Tanton</a>, I led a 2 hour sessions this morning titled <i>Beyond Polya: Making Mathematical Habits of Mind an Integral Part of the Classroom.</i> Here are the <a href="http://www.authorstream.com/Presentation/woutgeo-1409453-sum-2012-presentation-day/">Powerpoint slides</a> (I will warn you that a few of the animations did not export correctly, but it's readable).<i> </i>
<br />
<br />
<br />
In short, we walked through my ten <a href="http://www.withoutgeometry.com/2010/09/habits-of-mind.html">mathematical habits of mind</a>, brainstormed what this meant to us and how we could see and teach this in our classroom, and did some math.<br />
<br />
Starting with a personal reflection, I felt that the session went well overall. We did, however, go too quickly and we didn't spend enough time doing math. In retrospect, I should have focused on some of the habits which would have allowed for more time to engage more deeply. That said, hopefully some of the participants will come back for day two where I hope to give more space and time for participants to work. I am also finding it hard after every conference talk I do to get a real sense of whether or not my session was at all useful to people. It's one thing for people to like a session (which even that is sometimes hard to gauge across the board). It's a whole other animal for people to change or evolve. I was super jealous when I heard that <a href="http://betweenthenumbers.wordpress.com/">The Space Between the Numbers</a> got an email from a workshop participant at her NCTM talk on proof through logic puzzles saying that he had created a lesson around this talk the very next week. Anyway, I'm learning that conference workshops are very different from the classroom.<br />
<br />
<br />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com2tag:blogger.com,1999:blog-1075593398139537131.post-39621879923387737012012-03-28T10:59:00.000-07:002012-03-28T10:59:42.094-07:00Technology Through TimeA visual of digital technology my 5th and 6th grade students have learned, used, explored, and/or benefited from this year. I'm proud to say that I'm continuing to increase my ratio of<br />
<br />
using technology because it helps solve an existing problem : using technology because it's available<br />
<br />
By the way, I created this as part of a <i>Technology Through Time</i> presentation to parents given by ten teachers intended to give a brief overview and scope of how technology is used at different ages and in different classes.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-fj6mIuHuTnQ/T3NQ3sQEZ5I/AAAAAAAAKQI/MQsAnxmdwaA/s1600/Screen+shot+2012-03-28+at+10.44.36+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="http://4.bp.blogspot.com/-fj6mIuHuTnQ/T3NQ3sQEZ5I/AAAAAAAAKQI/MQsAnxmdwaA/s400/Screen+shot+2012-03-28+at+10.44.36+AM.png" width="400" /></a></div>
<br />Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com108tag:blogger.com,1999:blog-1075593398139537131.post-83683368610599634882012-03-28T10:28:00.000-07:002012-03-28T10:28:25.651-07:00Escape From the Textbook Winter Meeting<style>
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Below are some lightly edited notes from the most recent Escape meeting at Willard Middle School in Berkeley. Our next meeting is tentatively set for Saturday, June 2nd somewhere in San Francisco.</div>
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Escape from the Textbook meeting: March 24, 2012</div>
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<br /></div>
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<b>Introductions</b></div>
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<br /></div>
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We spent the first part of the session exploring the game of<b> Set. </b>Over the course of the morning
there were a few other games/ideas mentioned including <b><a class="zem_slink" href="http://en.wikipedia.org/wiki/Eleusina" rel="wikipedia" target="_blank" title="Eleusina">Eleusis</a></b>, <b>Attributes Blocks </b>(similar
to set except with physical blocks), <b>Spot
It</b> and <b><a class="zem_slink" href="http://en.wikipedia.org/wiki/Ricochet_Robot" rel="wikipedia" target="_blank" title="Ricochet Robot">Ricochet Robot</a>. </b></div>
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<br /></div>
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We played the game for a bit, but then worked on solving and
creating mathematical puzzles. Below are some examples:</div>
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* What is the maximum number of cards you can have without a
set?</div>
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* Can you make a strip (a train) where any three cards next
to one another are share the same number of characteristics?</div>
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* Games could be created with these cards similar to
dominoes</div>
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* Start with some number of cards in your hand. Continue to
play cards that do NOT make a set with the cards on the table.</div>
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* How many cards are in the deck?</div>
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* How many different sets can one card be a part of?</div>
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* How many different sets can 2 cards be part of? What if
only 3 characteristics need to match (or be different)?</div>
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* Is it possible for all the cards to be used? What is the
probability of this happening?</div>
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* Can a subset of the deck be organized in a way to make
sets with no extra cards left over?</div>
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<br /></div>
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Our group then began working on "<a class="zem_slink" href="http://en.wikipedia.org/wiki/Magic_square" rel="wikipedia" target="_blank" title="Magic square">magic square</a>"
problems. We determined that if cards are on the four corners of a magic
square, the entire square is determined. We then saw that this was also the
case with 3 corners (and that it would be impossible to create the entire magic
square if the 3 starting cards made a set).</div>
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<br /></div>
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We then shared our work with other tables and talked about.
Some comments of note:</div>
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<br /></div>
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*Students who do well anticipate teacher questions and
understand why they're being asked.</div>
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<br /></div>
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Ways SET can be used:</div>
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*the big picture of "Here's our universe. What is true
in this universe?" Parallels other axiomatic systems.</div>
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*sorted attributes, categorizing</div>
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*union/intersection</div>
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<br /></div>
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<br /></div>
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Interesting to maybe think about how the cards are exactly
the same mathematically as just having the 4-tuple (0,2,1,1) with four
dimensions (four different attributes) and values that can be 0, 1 or 2 (three
different options for each attribute).</div>
<div class="MsoNormal">
Kim then shared (and asked us to reflect on how this could
be done with students in a more meaningful way than just telling them) a way to
determine which card is missing after playing a full game and ending up with a
number of remaining cards that is not a multiple of three.</div>
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<br /></div>
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<b>Break</b></div>
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<br /></div>
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Shared some summer opportunities:</div>
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Promoting Algebraic Thinking Summer Institute: <a class="zem_slink" href="http://en.wikipedia.org/wiki/Lawrence_Hall_of_Science" rel="wikipedia" target="_blank" title="Lawrence Hall of Science">Lawrence Hall
of Science</a></div>
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Center For Innovative Teaching: Hands on Geometry</div>
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<br /></div>
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<b>Assessment</b></div>
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How do we assess content learning? (I would add habits
learning too)</div>
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Rigor?</div>
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How do we evaluate assessments?</div>
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Am I testing what I think I'm testing?</div>
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How can we use assessment to understand what sense students
are making of instruction?</div>
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What are we looking for and how do we measure it?</div>
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Targeted, selected observation...</div>
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Engaging students in self-assessment</div>
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<br /></div>
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Some assessment ideas:</div>
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* Give assessments with lots of questions and then at the
end tell students that their top scores on 5 (or whatever) problems will be the
only ones graded.</div>
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* Ask students to solve 2 of 4 and give different point
values for more complicated problems</div>
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* Have small skills, concepts, and pushing quizzes that
students take weekly (with a choice of which quiz they take) and can retest
until they show proficiency</div>
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<br /></div>
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Big question: assessing what?</div>
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*students making good choices</div>
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*have you learned this skill<br />
*access</div>
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<br /></div>
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Next time, talk about different kinds of assessment.
Thinking about bringing assessment questions around a particular topic/skill/concept
(probably one middle school topic, maybe proportions, and one high school
topic, maybe systems of equations). </div>
<div class="MsoNormal">
Brainstorm ideas on how to make assessment a better tool for
learning? What do you do after assessment?</div>
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<img alt="" class="zemanta-pixie-img" src="http://img.zemanta.com/pixy.gif?x-id=d92c4bd2-c5f8-4e96-8ad5-e8e3cb26d820" style="border: medium none; float: right;" /></div>Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com3tag:blogger.com,1999:blog-1075593398139537131.post-6756083296296426412011-12-12T17:34:00.000-08:002011-12-12T18:31:18.825-08:00Where's My Hovercraft? Part 3: The Typical Student ProjectWelcome to part three in my N part series on technology. In part 1, I
bashed Smart Boards. In part 2, I shared my Christmas wish list for
improving homework logs. Since my birthday is on the 28th, I guess this
could be considered my technology birthday wish list.<br />
<br />
Right
now I'm finishing up my statistics unit with both my fifth and sixth
graders (moving this unit from 6th to 5th grade, so I'm doing something
similar in all of my classes at the moment). I've never taught a full
fledged statistics unit, and it's going really well. Here's an
overview.<br />
<br />
<div style="text-align: center;">
<b>The project</b> </div>
Our hook was this slick movie by National Geographic called <a href="http://www.youtube.com/watch?v=4B2xOvKFFz4"><i>7 Billion: Are you Typical?</i></a>
We then posed the following question: Are you a typical 5th/6th grader
(throughout, I'm trying to keep the idea of "a typical 6th grader" light
and humorous with the understanding that this is kind of a silly
question)? Kids brainstormed topics and questions that would help answer
this question, creating categories from after school activities to the
environment. They learned how to write good survey questions and how to
use <a href="http://www.surveymonkey.com/">Survey Monkey</a>. They then
took the survey (which ended up being a whopping 150ish questions). The
data was then downloaded and kids spent time learning to <b>summarize</b>, <b>convince</b>, and <b>predict</b>
(what I presented as the three overarching goals of statistics). We
explored ways to analyze data both graphically and numerically and kids
put together a portfolio of their results.<br />
<br />
<div style="text-align: center;">
<b>The product</b></div>
My
goal for after break is to make our own version of the National
Geographic movie. While I consider myself relatively tech savvy and
relatively proficient in editing photography, the movie making business
is completely new to me. Even <a href="http://blog.mrmeyer.com/">Dan Meyer's</a>
simple drawing of a box and a diagonal leaves my mouth agape. Btw Dan,
I'd totally pay to sit in a room for a day and learn the basics of After
Effects from you. I'd also be open to a list of sites/books that you
would recommend for novices. Anyway, any guesses how the NG video was
made? It has a <a href="http://prezi.com/">Prezi</a> feel, but alas,
Prezi does not have export to movie functionality yet (really...come on
already). Those of you with experience with these things, am I asking
for trouble? I'd love to teach/work with my students to create something
as slick, but worst case see this becoming something where each kid
creates a slide or two highlighting a statistic they found and then
putting it all together into a slideshow/movie in power point or
keynote.<br />
<br />
I'd love some feedback/thoughts from people with more experience.Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com1tag:blogger.com,1999:blog-1075593398139537131.post-58056070537072065682011-12-09T08:09:00.000-08:002013-11-17T09:12:19.852-08:00Technology in School: Where's My Hovercraft? Part 2Last post I talked about the difference between figuring out how to use a technology that is given to you versus looking for a technology to solve an existing problem. Then I went all Negative Netty on interactive whiteboards. Today I'm going to talk about searching for a technology to solve an existing problem. <br />
<br />
My students complete a short <a href="https://docs.google.com/spreadsheet/viewform?formkey=dGFDUDBCTVhxZWctSWFSTEowdm9ackE6MA">homework log</a> every night (ah, the advantages of being in a community where everyone has computers and internet access). I use this to track how much they complete (important, since I only want them working for 30 minutes and often (purposefully) give them assignments I don't expect to be finished or don't really have a finish). I also use this to help prepare for my lesson the following day, get a sense of what questions they have, and how well they understood the assignment. Finally, this is yet another space for kids to communicate with me.<br />
<br />
<br />
Anyway, the tech issues:<br />
<br />
<ul>
<li>Right now students populate a google form and these data are transferred into a google spreadsheet that I look at. Unfortunately, I'm the only one who can see this. It would be really nice for students to have access to their own homework logs.</li>
<li>It would also be nice if this history could easily be a way for students to organize their digital work. If work could be easily linked from the log, the student and I could both look at old work.<br />
</li>
<li>Filtering is possible, but it's slow and clunky...especially now that my spreadsheet is quite large. It would be really nice to be able to quickly filter by class, by assignment, by kid, by understanding, etc.</li>
<li>At this point in time, the file in general is becoming slow and clunky. While I could start a new form, this makes filtering by student even more time consuming. </li>
<li>I wish it were easier to analyze this large (and potentially informative) data set. What's Jonny's average perception of his understanding on homework assignments? Has this increased or decreased? Is he spending more, less, or the same amount of time on assignments?</li>
<li> I wish I could click on a comment by a student and have my email pop open so I can shoot off a quick and efficient reply.</li>
<li>I wish my students would have an email automatically sent to them when the log is not completed...or for the ability to automatically or quickly contact parents.</li>
</ul>
Ok, so who's going to make this happen? :)<br />
<br />
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Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com7tag:blogger.com,1999:blog-1075593398139537131.post-75583276243705748422011-12-08T13:15:00.000-08:002013-11-17T09:12:54.700-08:00Technology in School: Where's My Hovercraft? Part 1The #pencilchat discussion on twitter has rekindled something I've been thinking about a lot... <br />
<br />
There's a big difference between being handed some technology and then figuring out how it's useful and having a problem and finding (or creating) a technology to solve this problem.<br />
<br />
Let me get my Interactive SmartBoard bashing out of the way. Just to be clear, my definition of interactive does not include a tool that:<br />
<ul>
<li>lives at the front of the room</li>
<li>must be connected to a computer to work (and even then...) </li>
<li>freaks out when it is touched by more than two people at a time</li>
</ul>
That said, I am still trying to find ways to make this (expensive) thing that covers my whiteboard more than just a whiteboard that occasionally spontaneously erases everything (it's the only time kids are allowed to use the word "dumb" in my class). A few weeks ago I got together with three other great teachers to pow wow how smart boards could be useful. In the end, we spent a bunch of time sharing "here's something else that's kind of neat" but someone's insightful question at the end asking if we'd learned anything brought everything back into focus. We hadn't yet found a way to make this *much* more than just a chalkboard you can take pictures of.<br />
<br />
For me, the smartboard falls into the tech category of "here's some tech, now make it useful." This is too bad, because I have lots of unresolved tech issues that I'll address in the next part of this series.<br />
<br />
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Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com6tag:blogger.com,1999:blog-1075593398139537131.post-15496141227275645342011-12-07T17:13:00.000-08:002013-11-17T09:15:23.055-08:00Asilomar ReflectionI led a workshop this past weekend at CMC-North Asilomar (this is a math conference for those of you who do normal weekend things like gardening and watching football).<br />
<br />
<a href="http://www.slideboom.com/presentations/459842/Asilomar-2011-Presentation?pk=fd02-ce9c-dc1a-f4c9-cb51-a86d-23dc-4816">Making the Common Core Standards of Mathematical Practice More than an Afterthought </a><br />
<br />
This was the second iteration of the talk I gave last month in <a href="http://www.withoutgeometry.com/2011/11/cmc-south-presentation.html">Palm Springs</a>. About 25 people showed up, a number I was pretty happy with considering it was the last session of the day (a beautiful one at that). I feel the Palm Springs session went fairly well, but that this talk was more polished and more interactive. Three or four more times doing this and it'll start approaching good. <br />
<br />
One of the recurring themes of the talk was promoting productive failure and a culture of working on hard problems. With this in mind, I'd like to share the critical feedback I received (thanks to those who took the time to write feedback):<br />
<i>Give more sources for 'good problems'</i><br />
To be honest, most of the good problems I have are from a mishmash of sources: conferences, colleagues, blogs, students, and sweat. I need to start putting together a problem bank as soon as I get over feeling intimidated by Sam Shah's <a href="http://samjshah.com/worksheets-projects/">Virtual Filing Cabinet</a>. That said, here are some good online sources:<br />
Alan Schoenfeld talked about the <a href="http://map.mathshell.org/materials/lessons.php">Math Assessment Project</a> <br />
<a href="http://parkmath.org/curriculum/">The Park School in Baltimore</a><br />
<a href="http://cmeproject.edc.org/">The CME Project</a> (a more traditional textbook in the sense that it's published)<br />
Someone at the session recommended the book <a href="http://www.amazon.com/Thinking-Mathematically-J-Mason/dp/0201102382">Thinking Mathematically. </a><br />
<br />
<i>Show how to connect to content standards.</i><br />
Right now 99% of the resources for math teachers center on content standards. As for the standards for mathematical practice, we are the 1%. I see the discussion of habits, independent of content, to be necessarily in order to raise the status of these processes.<br />
<br />
<i>Heard this before. Glad will be part of standards, but didn't we already know this is good math teaching?</i><br />
Maybe this comment wasn't meant as criticism, but would you prefer that I talk about and model bad teaching?<br />
<i><br />
</i><br />
<i>Thought it would be more about what the common core is</i><br />
I zoomed through the connections between my habits of mind and the common core standards of mathematical practice. Feel free to download the presentation, though, and take your time looking at the specifics. <br />
<i><br />
</i><br />
<i>a little slow</i><br />
<i>moved very slowly</i><br />
I'm not sure I can drink enough coffee to keep a Steve Leinwandimo tempo (that's a bit faster than <i>Prestissimo </i>for the music novices). That said, I think some parts can be tightened, especially the beginning of the talk. On the other hand, I'll take "a little slow" any day if it means work/reflection time that leads to someone learning something and changing their practice for the better. <br />
<br />
<i>I would like to hear about or develop rubrics to assess habits of mind</i><br />
<br />
<a href="http://samjshah.com/2011/09/09/and-so-it-begins/"></a><br />
I run my version of standards-based-grading where topics are broken up into skills and concepts. Kids can take each quiz as many times as they need until they show proficiency. I mostly use projects and classwork to assess retention and connections. Along these same lines, I give my students assessments of certain habits of mind (no way to hit on all 10 in one year). Here are some examples. <br />
Assessing Collaborate and Listen: Sam Shah writes about the <a href="http://samjshah.com/2011/09/09/and-so-it-begins/">Participation Quiz</a> <br />
Assessing Pattern Sniffing: Here's one version of habits of mind <a href="https://docs.google.com/document/d/1W6ysFwXuzbamkzbuGNr8QIe5Gl1m2frQdj0h1SbxqUs/edit">quizzes</a> my sixth graders took last year.<br />
Assessing <a href="https://docs.google.com/open?id=1timC0y02oZHg-_RHZjaevEsMbwqtPzV07IdRoDMiUpGlQZYhROc4Pi_SYl6x">Tinker and Invent</a><br />
<br />
<i>Wanted to see how he views implementing the common core. Not sure the premise of conference is accurate.</i><br />
Hmm...I guess I really failed with at least one person on this part. My views on implementing the common core standards is that they should be implemented. More importantly, I believe that the standards of mathematical practice should be implemented.<i> Really </i>implemented.<br />
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Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com1tag:blogger.com,1999:blog-1075593398139537131.post-54672952665425023472011-11-27T20:32:00.001-08:002011-11-27T20:59:37.583-08:004th Grade Student Standards vs. 4th Year Teacher StandardsOne would think (and hope) there's been a bit of thought put into creating a framework for expectations of students at different grade levels (the <a href="http://www.corestandards.org/">Common Core Standards</a> being the most recent incarnation). We don't just say "Here's all the stuff kids should learn. Make sure they are done by the time they finish high school." <br />
<br />
Does this same differentiated framework happen with teacher development? In my experience, the answer is definitively no. I've never been given a choice during school/district run PD based on my experience/expertise. I rarely see PD that focuses on a teacher at a particular place in their career (some conferences have sessions specifically geared towards new teachers, but the idea of a session specifically geared towards a fourth year teacher just seems funny).<br />
<br />
...which begs the question: Why is it normal to talk about something being fourth grade content, but ludicrous to talk about something being fourth year teaching content?Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com4tag:blogger.com,1999:blog-1075593398139537131.post-53323491310814775322011-11-24T08:11:00.001-08:002011-11-24T08:16:49.825-08:00T Minus 1 day 22 hours<a 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" 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" width="320" /></a>Having absolutely nothing to do with the specific content I am teaching my fifth and sixth graders right now and everything to do with the long term goals of what I am teaching my fifth and sixth graders every day, a reminder that <a href="http://www.nasa.gov/mission_pages/msl/index.html">The Mars Science Lab</a> is set to launch Saturday morning at 7am PST.<br />
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Good luck Ben, the rest of the team, and most importantly, MSL!Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com0tag:blogger.com,1999:blog-1075593398139537131.post-42016293854201192722011-11-05T13:03:00.000-07:002011-11-07T20:44:34.526-08:00CMC-South Presentation<div style="font-family: inherit;">
<span style="font-size: small;">I had my first away game this morning at <a href="http://www.cmc-math.org/activities/south_conference.html">CMC-South</a> in Palm Springs, meaning I gave my first presentation outside the comfort of the bay area and more importantly outside the comfort of lots of familiar faces (thanks <a href="http://blog.mrmeyer.com/">Dan</a> for providing one familiar face). It was also nice to meet <a href="http://twitter.com/#%21/johnberray">@johnberray</a> offline and I very much appreciated his enthusiasm.</span></div>
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<span style="font-size: small;">I'm making the slides available, including the notes to myself which might make some of them more meaningful if you weren't there (on the other hand, I wrote these notes for myself so they might just make things more confusing).</span></div>
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<span style="font-size: small;"><a href="http://www.blogger.com/goog_218093434"><br /></a></span></div>
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<span style="font-size: small;"><a href="http://www.slideboom.com/presentations/440289/Palm-Springs-Presentation">Making the Process Standards More than an Afterthought</a></span></div>
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<span style="font-size: small;">Overall, I'm pretty happy with how the presentation went. Maybe would have wanted a little more energy, but it was 8:30 in the morning. Maybe would have wanted to be a little more coherent and structured at times, but that's something I always have to work on and is inherently difficult when you let (expect?) participants to actually participate (I wouldn't want it any other way). The best (ie funniest) feedback I got was someone who rated the workshop a 5 out of 6, noting that we're never finished...a recurring theme from the presentation. Also got some helpful feedback from a few people who were expecting to learn about the <a href="http://www.corestandards.org/the-standards/mathematics/introduction/standards-for-mathematical-practice/">Common Core Standards of Mathematical Practice</a> specifically. While there is abundant overlap between my <a href="http://www.withoutgeometry.com/2010/09/habits-of-mind.html">mathematical habits of mind</a> and the Common Core Standards, I didn't address this directly. Maybe next time...</span></div>
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<span style="font-size: small;">I posed some open ended questions at the end of the session that I think are worth reposting and expanding on here. </span><span style="font-size: small;"></span></div>
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<li><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;">The practice standards are broad and are not delineated by grade. How do we make specific changes to how we teach? What are appropriate ways to address each practice standard at each grade? What habits should we expect students to have when they enter my class in grade x?</span></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">Resources</span></span><span style="font-size: small;"><span style="font-family: inherit;"></span></span><span style="font-size: small;"><span style="color: #6fb7d7;"></span><span style="color: #595959;"> for teaching habits of mind are few and far between. Where are new resources going to come from?</span></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">The practice standards are easier to implement with good problems. Good problems
are hard to find/create. What's the best structure/community for doing this?</span></span><span style="font-size: small;"><span style="font-family: inherit;"></span></span><span style="font-size: small;"></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">No one talked about habits of mind when I was a student. How can I be supported to teach in a way that is so different from my own experience?</span></span><span style="font-size: small;"><span style="font-family: inherit;"></span></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">Are the standards for mathematical practice actually valued? The amount of text devoted to the content standards versus the amount of text devoted to the process standards seems to imply that this value is cursory. Furthermore, are habits of mind valued beyond their ability to help students access content? Are they valued as mathematics in and of themselves? </span></span><span style="font-size: small;"><span style="font-family: inherit;"></span></span><span style="font-size: small;"></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">Developing habits of mind in a deep way is not an easy task. How do we convince ourselves and our students that this time and effort is worthwhile? </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">How do we redefine success from getting the right answer quickly and often to the messier definition of success that includes making progress, having an insight, solving a simpler problem, creating your own problem, helping someone else, etc? </span></span><span style="font-size: small;"><span style="font-family: inherit;"></span></span><span style="font-size: small;"></span><span style="font-size: small;"><span style="color: #595959;"> </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">Will habits of mind be taught in most classrooms if they’re not explicitly assessed? How do we assess these things? </span></span></li>
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<span style="font-size: small;">And two questions that I'm thinking about based on specific feedback/questions from participants.</span></div>
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<li><span style="font-size: small;"><span style="color: #595959;">If so much time
and energy is expended on mathematical thinking, will content skills be
lost in the crowd? In other words, is the <a href="http://www.withoutgeometry.com/p/draw-rectangle-on-square-grid.html">counting diagonal problem</a> a problem about factoring? </span></span></li>
<li><span style="font-size: small;"><span style="color: #595959;">How do we create an atmosphere in our classroom where students don't think twice about asking about something they don't understand (such as the vocabulary "relatively prime"), where failure is encouraged, and where students want to be challenged? </span></span></li>
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<span style="font-size: small;"></span></div>Avery Pickfordhttp://www.blogger.com/profile/10433339146333801163noreply@blogger.com3