<snapdata remixID="11769770"><project name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="asterisk, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="setHeading"><block var="heading"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%code"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 copper #b87333=38&#xD;39 cinnamon #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=55&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;violets={&#xD;90 violet #8f00ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>color</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="nearest crayon to %&apos;old color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>min value</l><l>min index</l><l>index</l><l>distance</l><l>color</l></list></block><block s="doSetVar"><l>min value</l><l>1000</l></block><block s="doSetVar"><l>min index</l><l>-1</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doWarp"><script><block s="doRepeat"><l>100</l><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block var="index"/><block var="colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><block var="old color"/></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script></block><block s="doSetVar"><l>distance</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>1</l><block var="old color"/></block></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="old color"/></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="old color"/></block></block></block></list></block></list></block></block><block s="doIf"><block s="reportLessThan"><block var="distance"/><block var="min value"/></block><script><block s="doSetVar"><l>min value</l><block var="distance"/></block><block s="doSetVar"><l>min index</l><block var="index"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><block var="min index"/><l>1</l></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="change crayon by %&apos;diff&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %n"><block s="reportVariadicSum"><list><custom-block s="nearest crayon to %l"><custom-block s="RGB color"></custom-block></custom-block><block var="diff"/></list></block></custom-block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="pinwheel, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>x position</l><l>y position</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="doSetVar"><l>x position</l><block s="xPosition"></block></block><block s="doSetVar"><l>y position</l><block s="yPosition"></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="doGlide"><l>0.5</l><block var="x position"/><block var="y position"/></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><block s="setHeading"><block var="heading"/></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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uBkjKjR3rvPx0BGPC9qaq+T0TQXb6XMebWkLeccycaYwhX09AAYtWkLfuKonh2JHKluf2V8HEv2SoqZn1uqpB6nE8DfsaYz6BoxRqBv/fWDxdFcUcR+V9yyvHchKmv9d4feNRRR60aHx//WcrrlmX5IlV9XQjhptZamk98XURgMNPDmHcIXZMmiFbOOcL4B0/WytA5h3eLvOUdyJ9XVbU5ynkOxxrjnUAWYRFV/Vhd19h+VoNQuqr+tq5rFiN5ZAvsVRbIALxX3Y59dzJlWa5X1XOstY+dLFyMZcqyvIOqnh9CuM/w8PBOqk4RgOhCdJj3/qj4O8SjwhhDmz0kE3sBGELVEdTCxnNQ7gMB6FJVfYSInIMKVlVVS51zdzHGfNsY82Pv/QkRsN8pIniGEJP+TVX3F5EbphAyspDGmIOor52KCR0bOkx4kFGU49+99//RPdkYgv4mOenJnhRqeY0xpxljqH8mnLsGcAQkYxidMHIznHPU7L7ZWvugEML7VRUS2JD3/uh4Lz7jvae+l21Z+EDAsnHBUojIU1X15SJyXW+9dQxt/8J7f5veeTrnzqd8yRjziKqqbhWPj6DHv6LCVVXVc7v3KcuS87xLRA6pqmpWMpfOuX+npKrT6dxy06ZNLI7yyBbYqyyQAXivuh379mTKsvyRqgJeEznZSV7glNJAUmoAtncURUFP3R+EEO42PDz8v4SBIU6xnareua5r6nInxurVq+/Sbre/Y629dWoD6JxDbMOr6h+ttYRe/6PT6Rw0Ojo6unz5ckQixhPARi/7t5GURB6VucNYPgN1LPKvMQy+zXtPjfBOA4KXqk4wlFU1UOLTmwuNHvAFhLenOM4HVZVQ+wrC7hDMIgELAN7hu04fY0Ljxhg8UnKy9P3Fo72Xqj4GJrj3/iTOE/WiTQjhYSJypoi8AqEP8uOq+uNu7WrnHBGA80TkoVVVfa4HTMnzfkREPhxCuFFd18+JIieEwhnHJdZ12i96sHVd13eezbejLEv0rxFU+bb3njk1I/59eRJUmc0x87bZAnNtgQzAc23RfLxdtsDatWsp6fkRL/iqqnYg9aSDxnIgcpwoKDVsZIZz7n8BTe/944uiqEXkSmqA0zERuCAs671/RO8EoxRk4/3Fl/Tr8X6jvOLK6Hl+sq7rR8Xw6k1U9R51Xf9PPDfKU79COxlvmr+FEPAuCTn/mzHmLTQ2qOt60kYKRx999A3HxsZS2Q1ARF3wxl6POSpcUVMMs3mn4ZxDRhLvmNztuKpaEeE7ThnUDud2ztEoAvUvwPfJxpgbq+qnRITrRgyDEDL5c2wL0QzW8g9DCCwOnhpVu1hQvLk7tO6cw/M+YTLSWVEUqGoNRcWtt9McgnIxYww53uu89/t1X1RRFEQg3h1zzDS52GFEBbHndD8HXc8DkZC1InJaVVUsLNJzskFV/zJZw4tdfnDzjtkCu2iBDMC7aLi8256xgHOOetpTROQBVVUhBjEZ0JBjXDE2Nrbmsssug2UMSJD3pCHAiqIoThcROhPdlXC2cw6vmVrdLSGEk3vJUM65X8dSoQaknHOIRJBDZeAhwobG670BghwhhAdaayGDPSpuD+uaMiPC2ElSErGMB6nq41GDMsYsv/baa/f/wx/+0LCKu8dxxx235K9//SslQQwAGEEOQHOH5gYxtMsiY9IIAZ47ghuqyjw2GWNWqSpNIliZ7FAGBas4zvdrqnpPEemg9IXQB7lgY8w5MJSdc3fFi4xkrQehFKaq5FNRzRoXkX/pvk/xuIAp/ZEnRlxkoIx1pKpetnXr1v0hRUVmOdv+l/ceCc+J4ZxDFpP8MufaYZRlSbvFUyZrXAH5TkSwPZ4/utbNKIrihTSOaLVaa3sJbr3Hz79nC1wfFsgAfH1YOZ+jbwuUZUlY81uqug1Fqt4dDz/88OXLli2j5y5h2O9772H9NiMykjdt3br1lsuXLwcUqed9QNQthrWLR/i5BJxd+0FW+lkKm0bVKchZeHvkgA8ApPDqYmOGD0cv6obOubPiXKhdhZBF+BcApCcvDGQ6I9Hn99AoMTlp39wYXk5TAoxHW63W0Rs3buQ46frwtH9f1/UOohddAIPnvzoSoxDO4PzMBSBagpxlVVWAa4hgDqua0irEMjgntb9rROSqEMKn67p+blmW7yK3HUI401rLYoRIAk0jqP8dFREHkYo5pHC8MYYGFIS3J0ZkpFMW9TrC2N77u5ZlSelWs9CJ6YEJ2dDIXia//rFJpCy5D4iSvKyu6zd2n2dwcPBYay05a6Q1P5W0rAcHB29prYV5PS2Jre8HNW+YLTAHFsgAPAdGzIeYWws451CuIn/6Je89ZSQToyxLFJsSCYkSmPulJgNFUZCLXQdZyDlHSdLDY0MCcrLIMpLnJNQLmO6gp1yWJSpUv09Sk8yB0qEYwsUrxDN/RgjhW9ZaPDNjrb19CIHjQg6CRf1rVcUrJETcJDVFBCD/sog82hiDtOWk/XUjIKbvI7v+3hjzmLquv01ziZifBexHJ2MXdy1AUqiZzkfYECUsS84aMY0QwouGh4ffGQGfUHfTgSmGlFnwMAfKi8hBvyZGByDIvZ58MiHduNDAC29Y010LhLNjOBst515daEhQMJxhS386HhtWOnbbSuSiB7C/R5MHVb1LUsrqOg/39kGTlSUVRfFNAJjIg/ee+50WL9Q739Zae9zQ0NAOjS7m9unNR8sW6N8CGYD7t1Xe8nqyQJSEJA8Jo/je3TWmEWgoS2kkGwGPblZwzFd+GQ1mEQEEEM44LqpNDVLqYq39WlVVAGI3sEMAOz61AnTOvTrW5hKqpbQHhvEmFKoQoBARmia8TVVhBKP7TA/fTSJyWQiBFz2f41XS4/exlNFEicmGWdw7Yh46tSHEMwWoXkN+M+o0v4XyKBEZT4zt7mMURUHbQchjqfcwbG26IQGwrSgscqmIPIb9oudJ8weuD0lJPGNAkHNfIiLvqarq3XiaEZQJ06OAhdfKteIJw3RuyrfWrVt3dKfTwYM9aJJ8MxKfiJRQb4wyGDlnBqDIguEs7z155QSWkKZoFEEef4deylGSk3m/sVcvuyzLM+LijAYUqGxxTohXkMZQ+vppEv64nh7lfJpsgWktkAE4PyB7pQWi5wXTeSSyh7tLaABWWLF4VYRQEadoBB2cc4SBV5HzjPnFlSJCePi0+BLmhX5VBHZClc2I7Fi8YohaDy+K4p/5v4jg4UFAAqSOAFyiWtY6vGkRgQj27yEEyngAM7w6am8hYwEUA9baV4cQXqWqWyYLq3P+oijIwSYAvg4XGDJUXddPg2wUGx+gGhW6Aa4sy5tVVfWbKEH5OlomcjwR+T5h3eiBE4aGXEUNL6B090i2IkwPkELaotMRDj/XQP741Z1O5+utVusvIrKZXHK8Nrx7bMi7492kAIqiQEGriQrQyrBXRpOoBWHu2DmJ3PbBzjnuF4sB7ut9vfdEGBIAA/aEz2Fi41VPDDSqUezq7Zm8du3aY0IIF4vIiapK+LkJjZPSMMZ8gXQCuuCJ6b5XPvR5UvucBTIA73O3fO+6YHrCVlUFcOwwnHOQl94Je9gY899oM/e8iHlxAxbse9oRRxxRfu973xtfvXr1oe12G+8YYCSM+xoRgQULs5ncMaIYiDN8v67rxhvsevFzzKbEKPUABjRFZFRVPx1rXxHqAPzJPVtr7VMI60ZGMWD9Y7xAnMLofaKYBaDh+S7tBY6uc+NpLou/k4sF5M7ftm3bvyxbtoz98Rxvy+eRUNUZHBy8u7X2G6hctdvt+4UQ7iEiDTGMDkwQy2iRqKoQsLDHSRHI8eb5G14v9kV9i98B+r+r6p9EhGYW9Pp9d/SIf0J5Erl5EcFTBrAfXtf1F4qi+EAEdOb/ru68PAsEVWXBBGP6QtjprVbreePj44S5OSflWY3iFiPWWlMT3R4YGDiwuzdw6vRkjPl/RDV67h21xZyHd9p62PD8P7ZN/BWLC9ZZ11xzzd2uvvrqSXszw9Ku6/pJzrmvdjqd0zZt2sTzk0e2wB6zQAbgPWbafOCZLFAUxX+IyL9FaUfAtBeE8WZTCJKcH/nW9KLGY4K9S6gSPWLytzCh8Wb/RGh6dHT0EJrY42Wp6tEi8j0RoYQIbw5G7j27ZS1TU4TU9D6W6sDAxWP+lKo+G4IYqla05ostBF8vItTesh251N9FwAa8IHHR7IDPANWy0+ncetOmTZCBdhjU2opIU4ajqjR9wPunreDJIYQviAg51ya/G0K45fDw8EVRaIJQOXlyvNCDmWM8MGVGB4kIZCWADvnOy/FUIULFUDPhaT5DLjJpT0P6ooTpwSKCkMV9jTFIQ9KfmAUAiw8AmzZKx8Amjt2c8LJXLFmy5Njf/va3TXcjBvfYWksOmSjERkhwqgpRDCEQi+Rn90IIfW5VPcFae15VVffrAVlquG9L96Wk983nsZQJve1/ds4Rfn6c9/6HUblsOaVZlFHRKKO3K9Wxxx6735YtW36jqmeJCAQx0grYkP7GX5/pGc6fZwvsjgUyAO+O9fK+u22BWLMLeJ5YluWdq6qCPJRe3kg0vioCG2Smw3tevAAB0VpesF8VkdsQjiV8LCIAJV4qtawoWH1JRGgXSGiTNnjf4nfv/WPT+QYHBx9irf1srCcuY8s8PG+8WPK5AKy02+2bjI+P07cW9i+kLrxbFguEnpkT//AGAWBkJVfCymUeIoLHD6GpF4AJ9bIdoyFQoQsdc7ZIMNI1qIwA/ci6rj+Fp0Y4GS8Vpjbz7AJgNoUQhgec6mup+QVEybES4k7/GjylTIv+xsw9hnKppSWUDiBTisUcz4hzbDzXsizJpb9EVVkwjHUTxGIHJ4heeJKE8P8YQrivtRaBDIARb/qxVVVh89SQoSFvxQYaE2pn69evP3hkZORPUVbymGQ85xw2uTgS4pjDU2BYF0XxLyKCdvi7VZV0AqVlz/bev6Pb8EVR/DwufG5KEw1VvZOInFtV1UN3++HOB8gWmMECGYDzIzKvFoi5VzwbSDgvVdXfJFJVfIHDMG6ACTZxXde0zEsA/XnqPaNwBHW+l1VVBdkGrwjhfcD51NirF++RsCQEIPKkeNx/CyHcPakvRdlDQq6EeaUsy0epKrlKAJjjASQoLB0lIoATnjaeHWpZH4+KW4Rm8ZiRgAR88AzROf5zVMb6jvc+dT6asH1sUAC5ifzt+apKH2EAnjz0Yap6GMpTcYeGTV2WZa2qK0QEcQm8WbzXFFZnzrCauU7AjoUCXi6/N3W1qfFDDCkTfmcf6pRXjo2NHblkyRJsT16aJhR3MMbg9cOC5m80nLhFWZbfDCEcET32n3eHhp1zLJ7workOFiz7qep/0T0q5p011QPHe0ZYGk//qt763iTwEb3uCVlJxEcAToRbaJMI03xgYOCbIyMj5IphnAO4LDRYMOxAgHPOvZS2kZCzYsqgCf2vXLnyJpM1kZjXL0o++aK0QAbgRXlbF9ZFOefwgMitPj6yc1/mvSe0mhisNLYHgPBCn5wIV/GlDfAACKKqwyLyXELVZVkSLn6bMQYP9j2x1hXAPiWEQK7zpiGEj1hrqZFt2t+tWbNmZavVwgOEjET96eMjO5n8LC9xwrhoQKPodGMROV5V8exQd6IlIWDNPOhrCzADagAwyl3UxQJ8f/Teo0C1w4jksUZFCy8vAhqhYYCT2mE890ZSkeOjkuWcw7tFWxlgAewBEECauQJ4hJfJr/IzATCecjfbGm+Ua8K25Eb5iTdIqJfuTcyB+SPIwbVwXbw3KAVCwYp87f542ehCY4PUNME5B4BTY0zzhraq0sCB+eG1MsdzqdOO9/nWqgoJDtu/sbv2d82aNTdttVqIr9AGkfB1WoCdbq1FU/rOsZ3hx7z3RC5YDLEY8XRCIhLe6XRu1q0HHYljhPrJbeM5kxbAs6bf84cX1jcoz3ahWiAD8EK9c4tg3jBh0QYeGRm5YPny5eQsYRBTqkIpS6PcVJYlEom8fBNobAWckvhDWZboHz+hi6l7tfeeYyRhDkhF5PeQheQYCD/gBRJy1gkSAAAgAElEQVR6ptTHRt3ohsVLyU8MNUPGQryCsCekKsAE4AQ4CKW+2FoLCAF6HBdPCqDC2yQHCgkLlS46CD07hADxqQn59pbpxPMCFjSNYMBOhtBFKJsFBl7kvSMI8vnf2u324ePj43jwj7HWorSFhw/5LOXMuQ7KtfBOY0mydOd60xNEiRXHJ1xNCJs5kps9O4abCU3TLOFqVYVsxnyWIypCyD/WPWNb3iUj1tp7DA0NnU9oOi5IOB4gzwDQiUKwCOA+PrOqKuaO3Rt2czz+zbz3E9rYUWb0jjEsTc6fxdKadrv966Rs5pz7UCSLsYB6clVVty+KgnIqwJW+wxPAHc8HY5ouVkQFePYwkq/r+pRF8NXKl7BALJABeIHcqMU4TeccJJdbxtZ9hAvfpKrIBZLTvLiqKl7IvJwBL/J4qC8xvt4tsF8UBeDB3wEYGK/n0CDeOdcIQ8SOPzQGADyoVcUzTWFgvFnYyY+PNaZ4402Ym3wtcoexrR853SY/ygKh3W7fcnx8/MeQwFT1/nTyUVVA8tiYS2VChK3xkAlXw76GPbys0+ks37RpE171xIjkoSbHG+cHQxmgAsAgBeGlw/xNeVtKks7eunXrwcuXLydszCKFc7FwaUKuERS7mdWExZuuT12DEC16zEOqugqwjgsTFid0M8KTZsHxCmstNiScfBgeZavV+n6n00HakYVHwyAPIawbHh6+1DkHaxvhDRYu5Ma5XhY5hNaxzWgI4cjh4eE/pBKiOKcdwtixvhnPeYfIAZKgkNWIlKxbt475EP2gW9b/IkEaQkDXG+ES7L2i2970lSZXjPymqrJg4ueotfY+SdRlMX7f8jXtfRbIALz33ZO9dkZRzu+p3vvTo1A+DRHw9PoazjlCpZBkmubzjKgAtdl7f6Rz7kJVRTLwB5BhVHVdXddDRVGstdb+nHxnfHlTf0vDhnfFYwDQz4qeMgQicp+l9/7yGEIGnGDyAuB4loRZySMCioA24VtIVJtFhJpRgJvvxt8Ih1I7G8PKEJgI5cKkfoWI0CeXBgYQkRDBIAfZhM5jiQ+ghHoU5CaaRRB+pTfxS4aHh3covUoM7GSXWP6USoQIpcO0xrsFIJkbeVn6Dq+J+svkp/kMshY/OTfbNZEDEflpCOG4rlpjPsPDJqzOdXE8OiG1rLXcB+4rrRkR31irquRaWQgAhug50zEJL5ccdNM1iUGZ1eDg4PHWWsqxCJGjiX24tfYGqooyFfl85vc9yFLx/gHMPBuQzp5YVRWiJen5YMGE7OgzU9OFsiyp6eYfJWKEtw8MIdxQRBBaOR95SuccpVt4vbShxHbNKMvyVFUlxDwiIn8IIZTW2u+Svugun+rrgc4bZQvspgUyAO+mAfel3WOTA0DvBfSOxdOE5OK9T6Uv05qjLMtzo5d4dAoxFkVBr9dGa7jVavHih/mK94VwQ6eu64bB65zjpQmAAhYNwFhrb5FkBZMXzEs15oI3VlX1xMhyvZWIPJ22ghGULlPVb3De+DshSHKGiExA4sLTa0Lg0SOHtYxoBx454A3AE2bGo8bTbHSRW63WAzudDupODLYjDIxXSmSX9n2ANt+5yepYE2A0p43z4icDEAI8UdciVAp4EKb+lff+njHXiooGghn02G3CyHEOjRY0bQMhgUV9a+bAVP4cQ7BcD9eXFiQwkZPc53tjmBkQI59L6FhDCDR++JCqvj+SuLADoikHxXaO5OwRQflWFCnh9zI2hwCY0XF+W1mW5H45N4sg2kw2HikXHdW1kI38e5K8jN7uxZ1O52GtVgtSGKHn+8EdEBG83ldT5iQisLZ3YGXHdAYRkpuICAsPpC4/RuOPTqdTbtq0CW8/Af+ZqvqkEMKteqMV+9J3Pl/rnrVABuA9a99Fd/QY1sXjQ/aPOlOA5Vnee/KEkw4EFJKgQqx3HejuzpOa1keVqaadHXrBaDmHED47PDz8sNjnl5Z0MIV5bnnh/zB5UYODg6+y1sJqBZjwlGEiw07G68IrJB94SAgB5jLykYhzUMLTiEFEjxESEhrEEINSXSyecSO9iBcL8SoSm6gthtELK5gQM2Ho4yKYJBBNQhd4o4AFx23m3i0+wcZlWTLX7iYLjYRkBFO8dELJiVV9ZSSRva6u61dE75nwMkBGiJfBeVKdL+dvPPcuxSsA+jeReJTAmJAxiwYWF6mX8fmdTuesVqtFHfTvsWH0ggntnthqtYgssML4iYiQK4dhzoImebWEojk/7OZkU85xHIuwqHgGwYyBt/rw9BCVZfljVWXB9ZbU8tA5ByGNWl9sfQdr7fNVlfA8kpgXRGIc9loZQnjS8PBwk2NmRAUziHAHIzgSQiDiQWkVZUcN+z3ei8NVtY5KX30tLhfdFz1f0PVigQzA14uZF9dJnHOQaQCxf481uORTn9odOux66ZHbfbn3Hg+oAYYYdqb/7kT4Ov7t8na7fcL4+DjEJgahY2QlmzBq7HeLR5lABkWrd5PvjZ8DOIAJ4Vb2WRoFLABlAArSFKFTGLmQi74ZtYPxGAEF1JrwuAA7hDT4fvAZ4LjCWvtVVUVpimPzdzxqwumnG2Mgg3Fswqfpe0WDBzowpQYJePYNA7rdbh+4YcOGCUWmSPYCANPoBk9yvOSDAXS8VexyqIicQM4SApOq3lxEaGJBuLY5PyH5WA7FAgPw4+8pNM3/AUm8d+aXPHDIVoASixa25d8njTEw0fGMudcsZlgMEaKmfIxtYDAzT7zIE0Rkiaqm5gvdWtOcCw3p2xRFcUcRITQPSLvYeKHpiOScazpUdS9WnHMA7dNEhP7K74014izSkAGlYcULo4Y0OXzSGg2rPIIqC8Y3x3vHdRwvIqQtnui9b+Q7u55ZFl1/SDrXi+vbm69mb7JABuC96W4skLnEXDACBlfGPrG83Ag3Pq6qqs/3XkZsnI7X1/S3jWUiANkLvPdvin+DePVUyohCCJT48DIFaPBgeRkeGqUXkVSE1MOLvOmhG0I4aXh4+CfOubcYY54bw6zkeAEe8qaETgFNXuiEaMnX8vI/mzBjJCYB+iwSaIFHwwEAO30/ENNYgtckIjeKSlp8BnigPQzwEvIkdP2Qrv0AQfKUSQiDOtdm0YHd6rqmRWIzYt0y4dfm4y7wB4iTsAf/Zx4ws2+Ymt6XZUl+nOsCBPmZyrIQG8HLT8CdQH37SbYDNCBJ3vwD5FWjkhcsZ+4VnizsZBY8XAPCHwibbLHWHk8YOspucl0D1C+HEB4RS3tgovM3FgVENJJHjjLXf9R1/arIUiZsDGh3vPcAdbIH3jx5YTonPdY5x8KF5hvIYX6QeYvIQ2IInJaPeMCcg7xvUy7lvUdT2qxdu5auVURW+JzngnOyaIJkdxodp7rOC8v6pIGBgRtffPHFqUfzAvlm5mkuNAtkAF5od2ye5otgBq346rpuwpjOuWeiOxzrYP8nhlcPUtUH1HV9nnOOv9HS7sMxd/we8rupzMM51+R5u0tyiqJAg3hlDEXzOWC3gdyeiFBa8n7n3Pdi0wA6/eDuksfc6L3nJQ+QodqE10k3JchBhHUBXl7QeLa82PEiAcKNqlpGD5XwLjWz1PCORcJS8lwbnI9hXP4GoDN4QcOMTp4hwIl9ur9XeN9N7W3M3Sbd4z/1AE7yTHvvMH9PHnfv9/VC7/1tnXPNQoVG94h2JAAm/6qqADDXBrhT6sTiJQ2APRG1IIW9GDIaoh+RrMWiBC+S7bgfhJsB4wu3bt16p8i+BsjxSolCXIzkpIhwLkqiAHdy6yyiUqtDJEDJL1NeRh7+S4ilIMJCi0ImFhtLoAaGUMcBV1xxxXWxZI2QMSBNTh+iHl4yQA8/gAUdcyScvQNL3jnHvAFmrgNb8gz92Fp7SFVVLDoS6EPAYy6n1nXNYiOPbIE9aoEMwHvUvIvr4M45GLCaGh/EPrW8aJH5S2FjQO+U+FL+l3a7fcyGDRs2OOea3q80DBgeHib/CljCev1rVVUJ0CZY0VFGEo+SMUZIkzZ8ZVni9VB3iqcHGFJCghDGOWhBl2WJJ/dEvMQQwnfpD0zZaAQCmhOQV7w1rQpj+Bl9aXKz5HTJGx+iqk8WEcqTur8fiRCF2EYj3BHHT1mExG5AaBenfdLPJBTCi78bTNkdW53abrdfPT4+DlD3fh+TJwxwdC8GmlNDUhsfH79x1Ltu/tTjfUOYAgzTeXfwgLtKmpgbMpVoaQOYgHjTfYpFQ1y4AO7MgbpiUg/c84b9HBdM5F25F5QDke8F7Aljc03k2VNtM2zjMrWHjEIe92y1Wkds3LiRc/MMkINmYXR+VVX3KIoCEZPnxZAzhDgYz09SVcLOsNRPR3M7esw6MDAwMDIy8sMQwhOttUQZqPlO6YSkNHb7VqtVpnOuW7funzudDhGDS6qqSjnpxfUFzlez11kgA/Bed0v23gkVRfFTiEYxTwrJ5eHW2v+mPEVVEXOg1ASGKYzcO8YSlqWpf20UuViRCFjJM+7uduScg8z1r4SiVZVwLrWoeHDkZ+nnenwUbUDkgsYADELNqDA9JDawT57ds2IfX7oWvSyE8Mq4PY0PzlPVh8VwKQpISUuZUOu3rbX/1KWhnACPcDJ5Y+Qt041K5KZ0Lj7AM06Eo7QvutBJTCQBIs0JALujVTUtYKZ6AHYA1wiOHJN8JQuM3Rqqyr0lSpCAMl1HwwaP+V2uCTLa7bFbAvyxsbGDlyxZArktXVcjOxlJYHj8iZHNfXwfWtCQ62gTaIy5T8zXIpgBGe0eqto0QYDNPDo6eu2yZcsIJVN2BAP/axDQopoW97mIMp/8jdD5x2PJGnniM0UErzqF9lMunOOhmkVO2KxatWrFwMAAJWeIr0x0Ztotg+adswX6sEAG4D6MlDf5hwWKorgiEnsgECGAAQsV8Hle1GSGZcpzhUrTSbwMeanTA5ajRLLVn1P41TlHXg+PY21XaVITikbOUVXxhnixk8fkbyfEzjr0tyUMnTzDRm8YFSznHOVReLWAGrk/vOZrYukJtaewaMnxkruktAiA4DiAKd4456McCi8vgQrTx0smCgD7OzVOABgRlXiutZZ8NgxsAIgFw4zfrxVh1UVb5HcfogvPLjxn3XPr3X0ywE4e8WSnwoMld9qdf8YedFiC2JZaFuJBwojGK2288FarddsQApwActPcZ0CP54FjEfbHDvz7nbX2kSGEj2N/VWWhRT6XhgxN7a9zDk8WKcwNVVUdE5XOOC52ZSIQvIhewDugRvnuMefPPeR5pH6c8PRXRATxFhYN3QufSyirQsozGSF2vWLhSDMPntc8sgWuFwvM+IK4XmaRT7JgLBBrKQEhXtZ4eng+hGEJ666BQQv44O2p6ia8FmvtW/CYkAcsy/Lf+BueJOHF+NLFM0GisfE+1qxZM9BqtVCRIueHx4l84UTPWmpFYzicUhG84OStweq94Nprr33R/vvvD2AzKGMhBwwYJNUn/k84FvlI+gX/NuoBc5xGfzm28UueJcBLXjmxiAnLMmfKbhociu3uqCNO26SX/rT3dvXYg7Zd2f6yjsoo174TaO7Gg5GusVv5akrA1hX7jch1W/rx/rAPi5Xm+lT1OmvtF1WVBRHXvonOVBFcqT9uFkhRdYp8OekDwvt4uSxibo/kZ3wO6F6FqhbjbiJCLfjLo+DJ20WEcPIrEc+Inj/phYnQfFQjIw0Ao/qiqMfdENLifeVnLSJnVlVFWRiAjwAJrOmzvfdP2Q17512zBWZtgQzAszZZ3iGWjyA4ARDx8uQlyMs9aQ2j/EQIEmCCdYonBVA2RJtYj4nXdMrw8PC3YtN2POGmww4Wpjk6NbYhhOdbawlvJ1lHQqKUqlAGQ/kIIcxuD+cPIvLFEAJlOXjIaAoT+mxkLFX11yICcYdSGxYI5ClTuBQvi3Ik2L+ERLsBqxscYfL+Bo8pAXC8dubWF/Cmp8jqkhBkbNJ9VG0QacqpZj1YKqg29yeB6nTecu/xp1sIdB+T/VKrwRaeqDHmPEhssQlG93GwKzW8NMcgkoFsJGHsC7z3TS6Z5hIJLNvt9qrx8XFIXeR3iQ4A3OTeIYWx0OMYCVybKATPhIisDiHw3LEYSjKcSfaTGu+/pVrjoiieJSKoqKEVzXOwy8M5R9lTInrx/FKjDaktj2yBKS2QATg/HLtkAeQA0dqNzd7TMRpN5vgiBozwgK6D2ALQiciN2+32Dah/dc4Rwl5OrjWEABP2QhFBS/lfvffU6/JCTvlISkbovMMLGilJjkvD+A/Cao49XBumsIjQN/iATqfziFarRf0qzzgATllT6g6UCFV4wRyDWuVEdOIzlKZQ+uIl3uD2ZOHkFPokd9hjB2ONaDDaz/crAeMkADnBG9qle9Sz007HbzC61RbTwQx9jckWJBOADCM9hPBray1CFqmxRLLdpSLybVVFxIW/NeH/tAgriuKbsWSKzyC6EWHgfjPI4RK9+KGIUPvNsXu9dVjLbMeii2M0z18SIxERWjcC3MfUdb0RedMY+VCIbJdddhmRm10a6F6jKFbX9WDUE2fRt8V7T7lTHtkCGYDzMzD3FqAkqIsIlU6A90gpDqIMDWkHhiqdZqK6EqzZxjNJ+eC4I94nL90DU2nS4ODgIdZaPCxe8pSSUMpC7rZpOCAitBlEDKLJR8YXLscYgJhjrUWW8hhC4bEWl5Ax+yY2MCxs8pk0XwfAGw8+hp9haj8wHrfX62tAWVX/GtWfdjLugC7ZOiJjifwzqfHFtIxuV11kTMp07veuaWt5kM7WWXnLzWKp1TZmnMtuxtSeL00a9B8LirjoIPIxschQVWqh11trkXhM5K1U+sOihlA+wEmel2fjAO/9fmVZwmiGYEXjBnLDz6BTkqo+h3vcbrdv3ul0KGPjPrMNJUyN4kpqAkHUQlW/Sj45RmR4xngW+ElOnp9IWjY9l7uET56RNKb7tXX3duiXw/Y+4ogjDr3yyiuXj4+Pkwaxvd2XduXYeZ/Fb4F+VuiL3wr5CnfZAqkGtfsAsZ8tzF4AChBC6IGm9IDoXZA0rOt6lXPu6dGz4aVFWDg1ZKelYKMYlcLVsRkCZC1eeE3Nb/R2aQbwvyEEhDWaMGh8McNYvkpVk6IVL31yinjpgEDKHeJlwyQmRN1db9udQ01CFhOXGb38X8VQ5072a2treFw6nHuaMZ2Hm6qW+rs1unRpR0ZHdypVmm5vbS8x8g/w7e9E27dKhK1/2GNp+7r6kg37JULTJIBOCHq5iKADDQkODehzrLWvj32H2WU0Rkz+ArGP2mIRgbn+DbgFqvo/9HOeZKGwNYTwOGst8qUTXm+cAwtBPGlKxW5eVdVvolY1IfDv1HVNnfQuDeccEqToax/Tbrev63Q6NKCg+cbNqqpioZBHtsCMb4BsomyBXbbA+vXrDx4ZGcFL3aHNXQwpo9cLEDZdjFSVEhLCh+RXv+a9v3eUtaS0CUIVpKdGdhFvqq7rR69fv37pyMgIHigvVrSLkzBE01UHLV/UksgVRs82lf+QdyZcTdgURSZa5SGyQViZ4yVhCIAWVi5EHJjLafB39k16zDstVkXkc7FUajL77VSKNI2Rd4t8pUsPHJfRvyWPc5fvZZ87MlfSB9j2H8ba3nOZezKh5TzJ8dgXm92PhRmNDqy1pAAoJSJ3z4KlUlXqt/GYD0IoI7atZPF1GIxs7kusSSYKwTEpN4INfUrMPxMB4TlikUZ+H0+YYz4ZEI8iLDDzE4muz0v/x2bkfPHWrbUnWmsvHx8fRzjk8BDC7YeHh5ve0nlkC8xkgewBz2Sh/PmMFijLktIgyn12GDHHhif85yh5SNz28/RrjeUqD/fefybmgwHp5p2ZwprUHFdV9f+KooABi0dErpWX6td4ibMxZTAxtIkQPzrIABEeGj8hauHhNMeOHnlSheJPqZQohSpnvNaeDQhtAtCNxGYaS7QdxmR8VuHg2Z64e3ul7rorPJyMmBLdcdspQT7asB/vebqFwo+MMXeY5jrYt0kPxG1Y3LAPP3l+iEQguML9h/X+gbGxsfWtVuvm1lqUq4imUOKU7m3z7opNIGBHQ8xL80vNNdiW47NYuKWqfr/nOZSqquh+NavhnEtNLN7cbrffMz4+TroCAtb9vfdNDXMe2QL9WCADcD9WytvMaIHBwcGnWWvRae7BBiF0iG7v16N6Ei9JgPFeeM3ke1etWrV8+fLlhHnxGnlp4p024FrXdbsoCsqa8GhpogDgMi6N4eW4qf4yerfdjew5HkL/hLfTSPnfCV3mGS9u+g0Ip6L8NDGW2nZnNIz3A2hGjBhtcGPexmy8751CzzGaMFP50nTnoIyN1ATKZtzXp4QQSE28qa7rT0UZSWqzm0XOJIsF9KgpR0KiMuXRkxBLo+ZljPkEWtkiklo1sg/NGF5bVRWlaH0P5xxAjxznOZ1O5yWtVgvyFwI0z6/rGm9+xuGcQ3HsHt77Rk41LmCpXUdC8wkzHiBvsGgskAF40dzK/i7EObdx27Ztt9y8eXNimPa3Yx9blWXJiy4RotIe3R7LN3jxRE+2EbpQ1a30/C3LEjUtyk0ASCQJ8SgYiGscRFkH6lhdoW6ALzU2GKVXbmyThyIS/+el3+j+dtUKc7xuzeW5eP575R1BESKjc3HsPqw+r5vMBrwb/Oxhk5N2ICWBQAg1wvAFaJBxGA0YyrJ8W2w1OFWomOPxHK+IueMm0hH1wYluoHhVGmMQ16C9IlGRpgNVlJzkb30P51wjW0pNe6fTebK1loUk9//DScd6poM552DzP01V30iZknPu1ZGlTy/laUl7Mx07f77wLLAvvCQW3l3ZgzMuy7IOIaxstVoPGBoaSs3j5+yMUceXLjYTI6pQNfnVyEgm10tdLzXCt4GUU9f1Oudc0xQ+EqlSCz52uyCE8EBrLUQqBDEoNSK3h/h+w2qNL9aU1+XYvJTJFQK4kGNSC8NZXWuDpF26k/3s3MSD9R9ald37iFpVCfP+vZu2wGm6D2OBcbyXs7ZNssVyNddtlSY1kBjmgDDNI/AKj4qKZ2en9o1TMLQB0/3jfU4RhwTy5GFZoKGGBqEvPX/Uf/NMnOq9xxPuaxRF8QERQWN8OISAhCk5X1ZaH6zr+mn9HMQ5h/xmajzxJuccTTxOpsvWsmXLbpS7L/VjxcW1zby/CBaXORfE1Vjn3C9iS7YXee/paTtnY82aNYA7rOId8qIIX0TlqCTYQVlIYorSfvCDEG6KokCnGXClbAliVxJI+AiEq9hAAe1mWgQe0CPG0LyQYxg7iTDwQk7e8K5c53T54dl6gN09AXZlLnO2z5xWGM/NrEgd8GxAwEOeEhlJdLLxWvk7i6omNRHBf4Lc13X6FMsnBI13TRSFZ4yWlAwiJbTLvKaqqn+bbtootlVV9W62iV7rMyKXAbIe7Qt5vn7WT8/g1atXH9put2ksQh4aic4foPAWw+Z/Hxsbc7tThzw35s9HmQ8LZACeD6vP8zmRerTWQkghXHtBp9M5fdOmTRCK5mTE/qsQbHpHYgbzE3Dl+eP/SUHqbkuXLr1kdHSUEDSO5+8QOKDuM4IoIUCUrwhrA9J4IOSEAV5Cjtti6RFM6dmwkKe77ulAFg+8KZearxGFT+b+9F2ebu/Be0qCZ33uWIj9D1EPa4IJEwpiiX3O80jZGFEM7mV3npltJrSp47OR5pGeLZ6LP6oq7SgZ7EN+FUEPSqKeNBVhqizLF6gq5VF4tqtFBBUuWNkPV1VY3G04CJ1O55hNmzYlla1J7eCcI/KCIAyNIl5nraVu/eWR7R9ardb61JFp1obMOyx4C2QAXvC3cNcuoCxLXgRfi3vf1Fp7+tDQEHnZORlFUbwg9ojd4XhJPaq7PKnrBYoedMs5d6Yxhk41Y6oKuxnJydRRZ1MMKT8mekWNSH88Cc8z4E1Y+vooy5mVB2zFEoKfb9LVnNzf3TnITkSqnd3xyYRPuk/JPQZYkxBHYs4n0hV2xttNzwA/n6Wq96UWmMXa1q1bb7R8+fK3b9u27YWbN28m/9wM5xwe6itU9cMiQnkddciE2hEGIX/beOOtVuvWGzduxMuecjjnEAWhLzWEwfdEpa+7xe8Acqa3RpWr+wDOuU9579HVzmMfsEAG4H3gJk91iUVR0BQBIgovAWoo31pVFY3Z52TEfsGoSe3wnKW8KgSsKNQxIXoBmQZSVmw5CHsZbwXxDbSkafCAtCUv1PNiPi2VtswKDOfkAmd5EDHW6PY2u7s/9sIY8i5dVNd1tM3A+LgZwbNN6YPJDtmtGJbueSLWpXaD7IcnzMBzRlP64yLyCjphiciHInMZedIzvfd4xY1+s4iwsGOR98W4CCTK0pTBpXw1eeq6rmFDTznKsuRcj+V5pS+1tfZBMZLDQhLv/PbdnZeOPPLIg5YsWUKN8nrmUFVV6oW9S2bNOy0MC2QAXhj3ac5nGb3MNxpjyEWRa6M7DM0FRkIIpw8PDyMpudvDOQfRqun1OsOYqBNFMauu68I51zCoowoWTFhyemyHd8Nxy9imrvvQe+0zbXWpCTJqVoYbmr9aqm/28JgmjLyHz7zT4bf3hpi6PeOBetPqGnMlbShnw0zu1beeSHHEblxN2Zq1Fu/3HbGGHEU2RDnurKqX1HVNThfPFyGRW6kqpMDXRrDmo3NE5P5R2ANFt8eFEO48DfFKnHN4vXjosJp5hong8BPwbYcQ7jI8PDxBgCyK4j4iwgIhdDqdE4eHhymdy2MfsMBe+7LaB2w/75cYm5+TVyWURk4WPV7qKZ+IslRd11/Z3UkeddRRB4yPjwPmU5VYdHuuqSsAHu6XWq3WCzudziURdGm6gKYzngTb8TJD/OOOXSHNvdoLTjW/S3SpGWvSmrs4+lWp3E0A1mVtI9umbtTQz+HjC2ZH8J18RxjwqbtUP4bpvddNGqKHtc7fzlfVkyKRHa4ArOhLROQ+qnoH7/2vnXOfiVKk5J0pb0MIJLHnUVnA8c0AACAASURBVHNjYQDb+qXITMbmHad779/bPdGyLGmDSCMJGNiDqno03Zli/rgDc19ETq2qivKlZjjnXmuMoe6ZRhYnDw8P0+ozj33EAhmA95EbPdVlxpfGBRHQtqnqq621kJ/wCN5fVRWEkd0azrm7RuZoP8eB7UrYEJihNywvsAdQ76mqG0SEhQK6zSAYuUI8C4Qael++/Zzret9mTsPQe3j20xG8rBgTdlM/ZKlZMT4mW78WQsAD7FUOm81iKm3bMN5j5VgT3FZVyFNIU/KTcDK15gi7bO10Oq+JQhqAKmFvFgHojAOWwyICAx/JSciKH4qCMrRTfKH3nnzwxCjL8pTYjIK65I2AeyxfS6VWkAmf4L0HoBHfuBkNKFT1piJCmPrecxV12sOPRT78HFogA/AcGnOhHmrdunU36nQ61EQiWnCNqp4ZQjiv1WqdhahFCOGpu7syd869xhiDAtBUo/uF29TxsiHdcFQV9iqgfBWNF1SVsOEO2tMLxfZt0zbjjQO/B0c/rukMp9/TCl37h5v88Vp7FfcwyYHurkG6lwOJU8AxIVIR70cF632qSp/p81T1riJC9IdQMYs56oiJ0pBHxlOmxI2WlMfEml/QnPzs+6qqIr87MYqiSD2LOQYLQo7DOYkmcTz+/pyUa07dn0TkgkbMWvUBdV0jxZnHPmaBDMD72A2f6nJPPvnk9uWXX/5dcmBR6vHJVVV9IsrmPTuCMDWUOw3YnmllP505i6L4RuxmM+lmiSHNhz1MWZSMbh13mk1j+Smms1gYTHv04Z2NBzrbiczBPdzhlBMlZ6p6ZSyvw9v9vIicHMuZNtZ1fXRs7ICXSxkb3ipSkvShpkyIGnTyxnwFfk4+mrRHPBNa1BurqqKf8cRwzsHWpwEFQA744kkjGMPvTQcomNTe+9cefvjhywcGBvB6bxE7cK0YGBg4NQtwzPbxWTzbZwBePPdyTq7EOUdLt4fEg53mvf8w4bUQAiHpz3nvqYnsfgHBIH26qp5R1/XbZ5qEc46XEz19pxrNyzkSZrq3SS/ZPQkMM02/+XxPe4d9TWJBbrQ9KtzLit/NS5k4nmqjBw5znhOhOkVzCMh7S6y19wgh0JiD5xfP+1J0p+khHJ81SpEOUlU81u+JyPGxlI1GDp+li1dVVdT0Ng2cjz322P22bNlCOJnex4fFFpc8u3xOyJuFAB7w2/jOFEVxNxGBY4EcK8dc6b1P/aZ30wR594VqgQzAC/XO9TFv59xNvPeIRcxqOOeSfjL7vcB7j2zew4wx5L9ohg5Ba6J+sSzLD6jqgyn1mEmW75BDDtlv//33J9zWT7OCuX5Zz8oOU23cMmI613MDhfn02Xc3oi3IYlsxqnNUgjX5jaFZB4DHgMuAWAa8ATosUcYGGesVMdd8pfd+VVmWv1BVAJswNXleyuLOoT4X5n7cl9THlhDCbRM7eXBw8Fhr7ceit8t+yFwStsarZvFI9y/6Ap9dVdXTnHMvpQ4ZDejIZzC51ndOvooL/iAZgBf8LZz8Apxz/26MeWkI4SXDw8Nvme1lxlIKaiJ5RvCKT1XVn4oI5UovB4QRvffeN2IeCAggtYdEJCxR2KVTnbMoigdFScDZTmtWgNwd0p7tiabbfi484LZdYsYDEcvZjV4w3F1wnN3Z+9y6a7UwGelsxsXEjBvMOI/mORERvE2ELyAZIsCBhztCD19jzF1UFRnWpGYGoe9jqory1T9H8OZv+7G4rOuaUDXPOc0YPg4zOnrXSK4mmVU2QX2L7l+fbLVar+h0OoScudFPFxFIhTQX6bvjUVmWD62qCm8+j0VogQzAi/CmpktyzhEeRvP2u51O58GzlZssyxI5PkJ2PCc/i4QUtHUR6yD3RSjtmd572hC2y7L8garCGr23iPxrVVV4CZMO5xxiCJR77LGxV4LTHrvavg88q0VM30fdOzcknMyzS9qDBiBEdjZ1Op0zWq0WIWcafuC1ApBnhRBuYK1l0Ql6Q9Q6CdnIuq4BTsCXblyUIpEnplRuCQxmVU0a1ZTzDRpj/huCFyznWK9+J1X9Io0cZtKgTmaMLQoRA8FbJmWzR8MHe+ftW/yzygC8yO9xURSI2vPlJzf1FO893mzfoyiKM0QETyHJPBJu46X1bMJqlGqEEL5mrX10CIGSih9aa98UQngcHkhVVTRLnwqEqclMQvmTbbNbYLE7ALzHNJb7tvzeveF0Tqo1LRO2p0rnc6Q2kYSX8Xy/jBSkiNxVVakfJ0QNAxmwfUvsrkU97hZr7TNDCHQ/+mQiXUXVOMhahJwhWk0Ia8SLpH4YYZhvWWu9qkL+ItfM84361v9M913oNlTXwvl87/1d5tOI+dx71gIZgPesfa+XoxdFcd/pRDPWrFmzptVqnSsih6nqV1qt1nM3btxIzqyv4ZyD5UmImZH6CP9ORMirEXZGQOFPqvr42OrtU7zoKL1Q1cNV9V97NW/TiZ1zvKl7a0CnmtduAfLEQXcHmfuy2NQbLXZgF9MyOv/gyw1IzwrPK0CIt4vgBsQnmnuk0qNXkgcWkQcbYxCMIScM85mGJbcJIeA9Q7bCgwZ86dZErpgyufT+RLnKGWN+E0H9ykgAYxFwuap+nd6/Mz06g4ODx7darY+o6lo0zaPHDJDnsUgtkAF4gd9Y59x78GwBwLGxsXXTtTUry/KDqno3PFgROWO6EHGvWQYHB/EevhZJLKkbDc0bECtoOhbRucha+84Yhn6CiJyoqngVL4t5YV6AO4zVq1cf0263f7PAb0Oe/i5aQK2oBFhaczq6hTnwcK9QVUAXb/hwFomqCgmQhiEPUlXkLy8XkVepKi0I+Qw5SsLQH48ADsELIAdUJ1TdVHVjFOxgAUpN83dE5C6xKxcksM/Wdf2qma6uKIqXiQh18nT0wjWHqHjP6bgUMx0zf773W2CuH/y9/4oX4Qxjre6r46V91nuPxzrpKMvyxaoKI5O6xp+NjY2deemll7Jin3EURXE7hDDii4iXXEtV3yoi5JlhgVYiAnt0s4j8WlWXeO8fGpWwzoZ4VVUVAvg7DOfcdyDFzDiBvEFjgd3nKM3OkNGr2xPvirmJaEx2OdIyGsbPsdbimX6dKExkKxNt4byfFhFys9TrQpz6mTEG0Y1Bnt0QwhtEBM+X5xquA94xIEzudwLgSe3gERtjfhUjOaiyUf/LPu+ngmA6a8dc71u7tKNpwfjVpFE9uzuVt15oFtgTX6qFZoNFMd+jjjpq1fj4OBq0ByPRqKqvrOuaZgs7DZiVUbOW7itoKT+nrusP9mOIoijWxbKO1AaQFxqg+nARQWAAtaHT40vqEnJvdV2/aM2aNStbrdbZeAmq+uRuZS28a2stTSHy6MMC1zcA9zGlvWwTUf+YoaXFR91P6XctIk/tmWCjdBXzuKRAlqrqG0WEVoSQnT4cQ9WAIaocFxtjeLYn3pdRKKYBYmvtN0IIpFwQjOF4RIXekpSvpjJOWZavU9VnxPA486FRwzOGh4fP3ssMmqezhyyQAXgPGXa+Duuco4ECZBFeHJtUlcbj3+2dT1mWdH1hhY9oPGG6b+IZ13V92UxzHxwcPKTVav0mgunfRQRiFi8vur7cDz1pEaFmmGb1hOte5b2HyIUG7osA/BiSRgoQdikvsmuNMYlNOtMU5u1zMUJH3/y92a07MMdLCGSkmxpjMQRvQ9CviAiyqnThmolfgLTpk0Tk27E15mZVxYuFecxzCbN5HZfb1ehhHFzmb/AgomdNeJtF6TEwpb3375vKREVR3JFSJmPMEXEb5kjoeX1VVX63TJt3XlAWyC+SBXW7+ptsDEmjvUweCUGA/x0fHz+1twypLMsDVfXT9DcVEfK4rN6f5b2fcQVeluWyKNN3E1Ulf0bThI+KCC+nx6nqawjnxZ69zOHVNHYoyxJSFjWZeMPD1lqOc1tVtVG8vr+LzFtlCzTA2/RfaGzRBZB9SV2q6qfqun6kcw4uA7XB7IcOOQvHXjnU7mMmrWlY/PSlZntAmxTN06fjVpRl+Ya4ACWU3WC4MebX3ns87Dz2MQtkAF4kN3xwcPCWw8PDv0yXUxTFbWNoDFzjpUKJ0Ieqqnpy7yU75xDqeFKU0NsiIj9qtVrP2LhxI6v/aYdzjvZphNyadnLsG0JAR/ehMVdMLgzSC97Cx2LeDZLJh0WE8Bshc4gtC7K5wkz2yZ/vGQvogWtM+7rNJnTGt2NwHC21oSNhJq+XrUm/sFik1eAjI4oDsgAjYjKTNYlIuV8WqluiGA2pF6QnTxaRR1dV9bnJrrgsS/oPfyB6vZyjyUXTd7iqqhlJWnvGivmo822BDMDzfQfm6PzOucoYcxjsTe893q9Zs2bNQKvVIkR2WxFB8/bO0cslRIZ4xsSIHV0QHOCZaFb7kSmNfu1MIIwsZUnXGM4hIleq6o9j6O4YVb0oavTy4oLwlYgseA4Ab18ey0zzmM/P26ZlxveO8pu5NcMcR4t3e3KCDlnjnU4cyqqEIDoT6HYTvhoPVkQIN1NexGjehVFGkkVh7+jutvTDEMJpIvJfsezuFBF5QFVVqMTtNOICFxlK5sjzzrn+JiInVFWVKwB2+6FYuAfIALxw791kX3QAlLIf2qg9uq5rmJ3kWGkreJoxhtwYK3dW/EOtVuvRGzduhKjSDMhQrVaLkDS5rNQe7VchhKcnHdypzOWcQ3qSvqqoDZELZkDComaSpubvFZFHxXwZnw0bY4oYsqbsI5XI5mdyET2Tc3Mpk64CdnXRhtf50xDCo6218BhSKDhFaaYC8iRv+cHR0dEzly5d+kVVpdGDU9VT67rGo95hwP7H6xWRQ2JpE2kexv9570+aG9vkoyxkC+SX3UK+e5PM/aijjhocHx8/1xhztIh8GvCk1+jg4OBDrbWQrshbIQEJWYvw8HdardYjkjDH6tWrB9vtNtqzhJUhZK1H+ScypRtJvmlAmPILiFT0Fkago6mXFJHL0GWO+rnHd+V6CT0jYsA58ph/C+y5sqBdvrbZuOCTbxsZywArGxCFQf95uo5czHYnW1CnOzY29qElS5Z8JxK1KEv6pvf+npOAL98V0j0IfvA9S+/a13nvp+uLvcuWyjsuPAtkAN7L75lzjhZ/V6ewcr/TLcvyhaqKljMKQK+p6/oNZVmyWqfcB/ZlahwOi3mFqp7lvScn24yo1Xyv2FaNlTskk9/iYU8mDoDkJWHuKMqBl/HbEMJKEWledPEl+H/GGMLgaXR7MXjcsKmboW0xMt4d9ev3yvN2+5YFwNWpZZLtdhL0WDChX45BeujSuzF5vq8SkV+GEBCzQcaS78SnvfeP7bb32rVr7x5CeL+qAs7XxOefY/yNlohEiUIIx3jvn79v3ad8tZNZIAPwXv5cxPAxBKm/iMjrRkZGztq8eXOSg5x29mVZrldVmh7QXu06EXlIVVXfLMvyXFXlZcCLAe8W4hXC8pQCPb+qKsgigDArdcqLCFujgoVQPS+y56vqFSJyG+/9mV2gDSHldYjaiwh5NECVY5KbBoQJR/PfCSWhrguIL7pIbN3L70ue3iwtMBtHdpaH7tl8d734yfZnsQqREQ10FqFHwHGo65rvUBpSFMU7ReSJkePAFaeWmz9CrCaE8HYRoQTpZ1VVob41pwMeR13XpJvyWCAWyAC8AG5UDCvTWQgPlpKed4vIWf3WDDrnEBZIK/Wftdvth42NjT0UsFRVFLES6SS1WMN7fcLw8PBPYh9gahZblBKp6n2iwDwMUtqu/U1V377//vu/46KLLtoSewM/jrrGWBfZvNC6WgOSK6YMqXsk4fwd/3r9vbQXwFOQp7izBdodY8Zn7CstVAmrsgDt1m/u16C0Gmz6/Ubt89sRkep0OrfbtGkT7QpZqBKC5vtJTpjnPeWViQSxmB1DJz1WGQRr7XlVVd2/3wnMtJ1zDsEdolfXeu+bEqo8FoYFMgAvjPvUzNI590xjDCFphDWoOTy30+m8d3h4GHnIaUeUkSTvm76g7w0hfMJa+yVeDNGzbVSBYhkGyjzfDCE80VqLfu7notYtLdZowUbpBPE9WM3UUSK88c5Op/OOVqsFEYuXEZ+nJukT8+vt0xuJWO1evNVlYmRbDkPPdG/3tc8F4SozmtIXO7/DtkdZmlCKNaJhe53wdO+6Sb1m0iZRIGOMWnpVPZrnmX7CQ0NDl8QWnLQdvFcEXhaSfJcAXjxmhGYeHkL4o4jQyIHzPMF7Dxdjd0erLMuPqup9o7b7O6qqOmN3D5r3v34tkAH4+rX3bp8thpUBYcgdSN/RxYVwMB7xjI27o4fKarwpheh0Oi9vtVqwk2+tqqNRDYh58tIh9EaI+j+juhWtDG9ljDm/1Wq9pdPpQDThdwD5KSJC5xbKLfAGYFpv4KUlIt1eyo6CBtu5z41d5qLR/W4bOB9gz1hgTqIZMxxErGktWRp0dJsFdHen6VVcFOL9Ug8MbwLNaCJQj6jr+rzIsXhFXLCmPsCJQY0qFpOF7IXABnXFfLceVlUVi9NdHocffvjyZcuWvT5WO/C9+mOn0zl+06ZNdHDKY4FZIAPwArthabpFUbxQROgyRF9ecq2ns8oOIeDZnpXCY5NdXhQFAKzxTkG/36rqJSLCapr8Mt4rIWTAl7wt/U//bK19VqfTOU5ECGf/wVr7kBAC+xACA1hfOT4+/n5EPEQEfeiJmuKueUyVo5u8rKSbCrNA71We9p62gMQOFf+IlkyoU+76qdNzem3s7jVqrUW9Dc8XXgV9fglLU/OOZ5wG38Xfq+qRIvLHGH6+2lr7qH5TRpNNuSgKwuAvj+I1hLhJAT2vrmsW43ksUAtkAF6gN45px7AyX8DN7Xb7jNHRUddqtU6PYamz2u32WRs2bKDedodRFAUvh59EnVtC2Qls8ahv2xWug0AF6QoABphZcVM29HVjzDPxkEMIjxCRP8OuRpRARGpVpTsS2s93mMK8O4LwDK7K8gPEbP17DkUv4Ed1j049+cVz2Gs5PZ8sCvnH71+IPYHJATP4PlByN/EsQ2JU1W2qSgMINKEByV8ddNBBj7zwwguJJs16lGV54xDCi0SEDmaWsLi19jujo6MPm6716KxPlHeYFwtkAJ4Xs8/tSZ1z5GP/LfX4dc4hRE9Hoqeo6hcJT3vvqc2dGLFpwz/HHG7TZi22VlsGIKsqjM9EoOpE9jIADFjz3CDyAcsagH6Jqn7XWvujCNbsjwAB4ejeso5pL15UVGWSZge7E0+cW3Pno+2mBRbgrSQXDIDyrBNmJv3DojSBLz8p9/s2Iht4qvTnVtUv1HX93F0x17p16w4LITxXVYlwpfc0splPrKqKOv88FoEFMgAvgpvIJRBWjmUOv+x0Os+m8cKqVatWrFixAo8YML4s5ok/ny7ZOUffYNoQkqsi17V/V1OExExufkKcinWNhKcZvJR4fuiTSl9gNHDxjOmzitd9lGlJe7v/MH33oLaojmtizkxxQ+Ykh7hIbvYivww1rMD66zi1B3kDO4VcIvmQhenEiIRC+l8/OYRA7+E3ExmK7UBnHR5et25d0el08HZhNaf3Mz2H31fXNQvaqYueF/lzsRgvLwPwIrurUXeWfr9n1HVN2KwZRVEQKn5KZEGfNTAwcNbFF188Gvv7nh3DdzCkUws3VvlJtzaBMWUXrPxTk3IOzYuKbfnsd7EdW6PVO5vuRnbpUg2jo1M+jwccbMzf/7zIbla+nL3HAlbhLvM0T8ZRmPhbFJRJpELC0D/w3t+9KIrX04yB7xdSr93fvX4ucs2aNUe3Wi2AF/WsdHzOW4vIaVVVfb+f4+RtFpYFMgAvrPvV12ydc5RFUPT/7WXLlj07Au2zrLV8sS+MHvG98IjHx8chbG0qiuKtIkI94yei+AakD6QlAVz+pQHQ/hf9fOPfk6hGszIHeK21yE62jbXGhCkX7LMSTOBQrZNupmPf/01+Zvt6CvJGk1mAfsE6U7SlP9NRz/4b7/3DiqL4uIgcD3DCiaB+vr9DNPrrxwK8aLfH+uHEpOaL8/LZKuD1e9683d5hgfwy2zvuw5zP4rjjjltyzTXXvF1VyfOSR3qYMQYlqz9QUhTzVZQOEZ7+PGAcyyzoBQyDGRIJHjOeLCxpfk+Dl8N9VXWdiLzAGHPjLvGBOb+WfMDFYoGGvDt/FzN3aYzvquqYtfY0aunxemFDdzqdR27atIkSpBkH7UL5XooI9fNEmpJ4BwvcH1trnz00NPSLGQ80yQbOucer6svqui52Zf+8z/VngQzA15+t5+VMRVH8i4iQi/qsqn7aWvsuVV2N9KSq8n969J4awXaTqtIx6SHGmIovsYhchBJQLEfCg04dXfB2zx8dHX3g0qVL8aZRy9ppqLVGpvKCV7auNX/twCTtayzfX83Wa/Mj25exrueN9gZilRUaT+/ZC9/uPwsRnnuICPwJ0i+Eoamt32lEQiSL3+daa8kTI1zDgphoUxLA4bBUEDD753jv37ELV9Fyzj2H88QF8dcPOOCAR/3iF7+gBjmPvdQC+W22l94YpuWcQ/iCe/QM7z1EqV0a1BBGEH4QrQZFhJU1+tAoaP2Tqn7EGIMHjEeLR3zzKHmJEMGLjTFIS54YQRgATqv1Zj6q+lsRgYDSr+D99usg5aYmyHZm6cSYw3KSXbJX3mkuLTB3budczmo3jwUjmsUo3u6HvPf/zvEGBwfvZK1FYpLWnz+MKRqEaq4VEWqD2f5OUVOa7xFERo7zd1X9xpIlS54/WdngdHNdt27d0SEEqh343nLML8H1qKqKGuSdxvr165eSktrN68+7z5EFMgDPkSH3xGGcczQ6YFWLjN0P0GKmmcKunqssy0erKiFm8rYQqYgHoqBDL1NW6b8mFK2q1P9+Kq6kAUeahxOGBrQBX1bViQ3dYPAMUn9TT3kW72e8rIPXLNOrLx3Dq87P7q4+CHm/ySww/TOspiNioGrxvaFaAE+4MsYcoKr/LSIAL8BM60HK+s5R1W+LCN4uIIu0K7wKQLKpu6eWOC5qz5itPGVZlvdTVYD+bpRGich5IYQX13U91HtxJ598cvuyyy77iLX2VFW9yHt/Yn4E9g4L5JfY3nEfppxFWZaPUlWaKSBlx/eehgnvCiF8ZHh4mBKgWY3Vq1cf2mq1PiwiiGRcHj3iNcaYrxFSFpEHqOpAzAkTJkPpCtDlBZXY0Dw3gDTi9hPea3wpNc+UNUvHgxndwVOe1UTzxtkCe9YCu75o3D6vtD+RKUCP6gFY0dpqtU4kH2yMoT4/1QwDuJAaKWPiO/NXVT1ndHT0+Zs3b274/WVZ0vXsmqqqKOnbaRDJIu8cgRcgJ33zQ1V9Q13XP+3doSiKM2ItPtEpIlV0NXv88PDwRCninjVxPvpMFsgAPJOFrofP16xZs5K63alO5Zx7emQm08eXLzSrcOp2PyciH6mq6huznaZzDhYzOWCOByBDBjlIVb8vIqj9UMvL+TYaY46FdCIirO7ZHuBNY3dfZEZXiJHr9nDybrYGytvv9RbYnsGYtsnCHrkGu53sT9USD603xvwqaj6zkMW7pRxvXfSIAUoWzXjBfGdJ6yCocWZVVV9yztEZ7DXGGFobAtJf9t7DyZgYELZEhHcAJEpO/gciUtba1w8NDdEIZWLEBfvTReS21PRv51AKeWcEPGb9ntgjBswHnbBABuC94GEoy5Im3w8UEep2311V1f+bbFpFUdxbRNBdZrXNF+uqGC5G8u6jnU7no5deeilftr5GWZaIy9M44RbkoJCRjApaCG8sRRkrvjBgeXZCCNQkrqX5QxSnn/b5aeuKLeOydb9/iGH1Na1pN5oDjd/dn0Q+wnxbAODj3w7cgV2dFJyDlhEz3mjN/GMg8gHG8lce9O3/tqMuJx43CtCuABCNMYeICGkZvFzCzYSr/hzB72YRjAk5f2Dbtm2vW758OepxpH1IL6WI0l289xemGcTafUhV7A9hiwjUVVHxbsJLHhwcvHur1TpTVU+Ch0GL0BDCSt4P1trnDg0NfXJXbZP327MWyAC8Z+3b99Gdc3QWekJc4V5N+z9jzLm9EpJ8XpblyarKqplShkYYA+nIKBf5RWPM+7z3qFL1NYqioBzibfQ5FZG3IiQQvVzCZazaedHQDYaXACt8VvS8lxCkb6Y8dQ44PWL4KtFnmWxWk+SCu8lYvPCarG92lPu6p3mjyS1gVUxoyMbGHKgtc50E04nqG7Ox2TJdMto28oEtMjpojLlz6vVL5y9CvdZa2heSn8XzZVF8har+NHYMA1DxhAlZ31RVP1nX9WPodLRixYqDx8fHTxMRWo/iPaeqA1I+L/bew+FAWOcWIvJSY8wpEfAhQvIeuH1cBHxIVdfXdX33ya6LUiUY0957ujXlMU8WyAA8T4af6rTOuefRSSh2YAHw+AJ+WVXPresastTEGBwcPMlaSx0iQNh9L1mFk2N6z5IlSz66YcMGPNZpR/xCcyw8XPqV8nKg6xG6znR/uauI8LJBLQvPOHkf19sz1OB3hPvMlJ7pjubP59wCUy8g07IQGsRnReSfUrekuJDl+3do9GBRtOJ7/CLmZ619SggBjxn9aBa1q6O3DOCS8uG79grv/ZuOPvroG46NjdGKkBA130MiUp9WVRbhADbzQPOdnO+RxhgIV7fkPM45tkeghxJDQBl+Ru295/uexzxZ4Hp7ec7T9S3I01IqMDIy8jxjzP9n7zyg5Liq9P/uq56RZFu2ZIKxkOWZrtLIRmCCARNsMHkBm5wWlrQsS9glmMx/A0veXTAsGZYMNiwGE20MBowxBhMscEBgjap6RpZwABxkK053v/s/v9J7Q2s0WT0zPTPvndNnpJnqCrfq1X333u/77utQs0LH2Tn3IBGhxvRtEflOnuffCReXZdkDnXOfEZHWtmhMXJwoTvw8ryX73YkMkqYpIh20OgSg9RFjDEIb8ICf7NHQvABOxjF3J8YONadKPRonCp7o5PzfwXpm+QAAIABJREFUk25jmp5IEYPiSRqtgzZrxz3bpxbdOekQD0Ak6wRwkfrQLuccc49SESWlDxdF8fk0TaH8sbD9PfNaVR9lLU2OSu1rNJ83ich6v8B9j3PuzCRJzlBVdNvh79/snPu/22+//Y3Lly//Z2vtv/rs14CqkqViP+c7515GdC0iOF14+mTLWAjwDvlokiRv7+/v/0sHPRaL8lSiA+7g275+/frD9u7dS23n9SChrbXnOOfu4ykP9yEqttZ+u9FofIf+v729vfe31sLnhXsY7m0oYbGivlVEPmat/UJ/fz9pZVJZb7TW/k+e56SWy+H3c4nn9Z6lqkxkVs3fE5GHqCrALI4xZMUsmWnxg5G3aL/otxMUIDr4GYqnNmsWCJ3DENQgO4Rz+0CQkqxWq49g/qoqVCToSkSvfaVkqzF/8S0Mcd7MV6La62AkGGNYVJPRgtdLVAti+t9BPosI5aEwqDd/VFXpSAagC8dL+huuP7Xpx4sILULPHIsjPGuWigcatkB0wPPgYVi9evWR3d3dRMN8PpIkyXs47Xq9/gTvjB8pIt/GIdfr9e90dXUhQUet6D4jLo+XRBAROM9zfUkvs1L/MR9VvbhWq12apumlIgL6OXAecdirRQTAl5ok6VZjXLdrbK9rCT6JI1ogWmBfvffRRVH8rre3955emIP+2ICtthtjtngQJUp0LIhBMeMwy5Swd5o4XRbEZKHuJCJHesMiU8nvSVmHEtAe9qGqu4wxjzPGXCkiF6D5zn5VlQYPZxJJT4e2GG/ozFogOuCZtW9b997T03MX0I5enIO2Z+9lNbtmzZqVXV1dCAGED2IdRMe1ZrP5XhzpGCdCIpeJy2qdn6j3kKpahyMWkeUiskZVmfB38PWo/dSutFLZtcQ1uofc/upYbb3wCXbm+dHxWZ5No8djjWYBxDn+yTm3RkRO9wtbyjdHApDyNVowHTyr1IKhIOFcQTcjjsPvt/jthxe1vgMTc7VMafv9sL9tyMrC4TfGIMRxwZIlS2yj0QiSlGc2Go0zp8KMiLd1di0QX1qza++2HK1arTLBccRwed+jqu+t1Wo70jRF7g4QCHWk+6sqDvlyYwwk/aeRcR7lBFqbilM3ppaMtN6pxpiHqSrfO1JV/ywirOKpK+/rgIQwSHe3yN69vByGNaLbcpFxJ9EC888CzCXSxXRKQqADsBTv2J3w6kXkFlUFMLlMRO6oqqSIiWT/yCKXBW+Lg+V7pKP5tAraEAWTjobtcEFRFDhf4xfnUJZeo6ofqFQqZ4Yy0/wz4+I54+iAO+Bep2l6jXPuC0mSfHIq9RnP4wWs9WycsIggnAFYgwmLQABykqS9QEKSrr7er5hba0dM8JF8Sl4kvDTOV9WzvITdPwAAYXU+0mTuEQ9pHHrxJYO7mybrAHPGU4gWGMsCXrejBDzNyhCRX6nquSICjgMBmxDpgslgQPUDqFVX1RAJ8/uR1D7EOz6pqhcWRUG5qBwe3fxaEcHxApo8syiKrbNycfEgB22BWXsQD/pMF+gOPIL5/4kInEGiSLoQfclae2Ge5wAqJhxr1649XlUBa6H1iiNuiMibnXOQ9llVA9z4tnPuBmstwI+niQi0hOHG3x7FiSMeOfFD3Zi/4dipQZGG3r+BwspD1N66Gxhn+UyN3wp4wkuKG0QLzCMLIM/BxBlGZe9jy6kyr+HboooVUsetcq78G8U56sLM/9Hexzjmc6y1oY/36qIoDu3r67ujc+61qkrU+zHn3PsGBgbYTxzzyALRAXfQzapWq89BclJEqOuQasLJgTwGZMHKd9yOSIA+PFCLyYygBg7z9dZa9GIBh8BP7AasJSLQFh4qIk8dMfFHi4j3W5GrgQRS9jL6q/VETClB0Jh9acAOuoXxVDrUAoDl+YzVGXMGTnsscRpaGZKV4t17uEdMj3Z46slX0abQ991mLl9mrX2Xc47yEI73k81m88zBwUEaqsQxDy0QHXAH3rQsyx7gnCPl+/eeWM9KGXAUE/JCHHJRFACmRh3VavV+vkb8QL5jjPmD7/d7tu+acm+PnmZlToQcVuVhf7w84CmyEJh0v15dtszIbkrEcUQLRAu0WsD3+y2bMbAwJuc8ioWC0ybLlIsI9CTofqW6necYE/V+1td4QU3HMY8tEB1wB9+8LMvuZIz5B1WlS8qgqv5SRNBpfrSIrEK/mVR1s9m8cDSKQZqmTFzQmNxn5CMh4iODR234X5rN5qFJkkCRQAKT9DdI6Nb6MNYZCbAaK0IuLaldXUbqMJ3iiBZY2BZo7f41xpXiUIlgmX/43Nb3bWuEHP5NXfhjfr7Sgxthj0+IyKNJN4sIuu3UeGmDGMcCsEB0wHN0E9M0RXh9GEwx0WlkWfYM74yJWj8FQtkYQ39eVsmrSFe1pKqRoytHlmWHo4Klqk/1ijv8GieKw93GpHbOfcNa+1JVpfUgL4HR0NITnWL8e7TAwrNAeEO2T3RrZGqaubhDVd8sIgCyiHB/gGAOjldVoRR9WVXPrNVqCODEsYAsEB3wHNzMarX6VBE5B1EMEbkSlKSq/rxWq13mubZjnlWapifiiEWEyBgpO7qwJEjfqSq1ICJYqA4o4Hy10Wh8u6ur67HW2n7I+M65Ez1vllV06OAC/YgXA3xg+IekutmuLd1mxrqYfZ1l2vdmm4NbGQ8ZLTCRBcaqBZfKc169CpEbIlyEcFCzegSoZuavr/FeM9FB4t/npwWiA56j++b1nhFQJ/0Lr5cWYjhEaruX8RN5urGAV/QQTpKE1DTOmEmOsg4UIehDOOBWz1ZyCkXkJlWleTgdUFhtQ+Z/l5eVZFFQoHxljLmrB4CN0+VovA5Ic2TUeNhogc61AHOJhS54CwQ1zkfn3aOYWSx/2Ge1iIDPtda+L89zcBhxLGALRAfcATe3t7f3BBGhJSBScqyGiWThCz7Ik/SJjH+eJMllmzdvBlC130jTlEYJOOP7e0oDvF/AV4iz39FPeu41XVN4EZBm5t/Qifg9yKmg/Uzz7/9qNpt38OdU1q/GMdOoTlqTxAiQUzqXxxEtsLgtQLkYVDPz6HeqivOF8XCZqn7IWvsQarzW2m95reaNi9tci+fqowPugHudZdm9VZWOKaAkkaJr+tZ/X4DID13BOfdAEcEhE7mWDpkIuTVtjSO31pZRsTGGtBXO91a/4iayxdFWPSLzAMfqjxsQ0fs4wtY2jHOVkhC1f7/yAy0XGyN0wNMUT6HDLBAWqGSfoBSeTF/gSqXygUajcbKIQCdC8IYa79WcO9KyS5YsuYeq8nl2s9n8p8HBwSvacV2I9zjnXl6r1ThuObIse1qe519rx/7jPqZmgeiAp2avGdvap6Tf4Pt1ohELkR+xdlzfjcaYj1Qqlc/V6/WVNPVW1eeIlE0QAGKVKWu/or5sx44dOw899NCyTuzBVvT0vStpblLUqnq0F3hvlaEcidDkFA7++YiKHDP2zMQdz60FRJiipTAN2aSRc4XyDotlRtmf2xjzG+fc/1hroQfiAL9vjPmGn6OUhaAaMp9RzGLO04ih5pz7RK1Wo8vZlAelqkqlcrpz7rnI09Ja1GtIQ0kk47aOV01RFKTF45hlCxz8C3aWT3gxHM47Y9LKLxGRU7xmbLhX1HDh/4GCJoWM5ORvfZr5KGMMIC20ZcsomZeDiNBt5SF+W9LTxLK8FEBCMyGJeuEO7dN4bveYlBOeTIh94Int15qw3ecd9xctMIoFdJ+iR2g7OJ6NbvFz7Srn3PtpL2itfaZz7jafjoZmSFaK+YgDZEGMMwcgyTx/z1SYEpxIT0/P0iRJ0KB+I+0KvfQsh0OHmnlOU5VQguL98AX6FMcbPTcWiA54buw+6aOeeOKJXdu3b3+xqp6B9OuIlTaKOihmEQnjTIMY/LV+BQ3oY61fiV+tqt1+FQyX2HpaYmsqmu/zmVH086QvPm4YLTA/LRAyS6EXd+t7Fl49LQSHPD+YBfCPPBASNkPhnHtbrVb77iQvXdI0pY8wkpf8PLzle01VRY4WTAmCO8jQflVEvlYUxTfTNCXT9uKiKGhZGMccWCA64Dkw+nQP6Z3xc1X1n3yqqpWlGNBOOM/bWe2KCJOb3yPCQUqLlS8TETEOVsPBaY9kO8bnYro3KX5vzizAQ9uhkD8wWLtF5Pci8tlms/knay2ZKOYx85Col0Yp/1Kr1c6dyIB9fX2nNBqNF4oIDpcOZa3zldT3D0WkX1WPN8bA7UeQ53vW2uudc6eQEVNVUs9E3X8sigLWRBxzYIH4op0Do7fjkKeeemrl2muvpa7zMl87KqlGft8hqt3recaIdADoQMSDaJnImM5GpNFISbW2O2MX49GP2nH6cR/RAovFAq1Zpa87515jrX2/LyEBjCRCfWOe52eNZRBAmnxPRB7uHW5rhor948QpR1FGukJV7+aFedB7Z9v7GWPolIbSHfVlgJ1fWbp06ec2btwYujItlvvRUdcZHXBH3Y7pnQzOeOvWrX/ngR3r/Yq4JPr71TU/6aqCmPs5qrpTRB6iqg/wae3Q6WiSJ9DBscYkryButogsMDvo/JG8+7EMjLNkAhGpvqUoig+O3JAOacaYM1T1FGMMXctCl7JQHuInzpb6MY6XbmdHisitqsr/YT+gmoVzpc5MpPt1Vf3OFFLbi+gBmbtLjQ54bmxP3eYf6vX616699lqAGu0clTRN4Rj+a0vNGJUs6kuBB8wEpqk36On7qSotEA8Rkfu0tChs5znt29fsvAjbf95xjwvXAojYJEndNBqUY6Y4xGilYqTZGIvvTuqZLBOZKbJMvG+pAX+wKAr6eJcjy7In+uYrLIgR0ykRiXzPR7D8H4eLUh1RLCljQJSo3vG3oGQXSko4eeb32d7pXjrFC4ubz5IFogOeJUO3HiZN0+cZY6AVsDJllQpn92IR+XWj0bh6cHCwXdJzSbVafZ2IvMKrW3EagLZwxExS/k1NGD4FUfHVIgJQg5dATEPPwbMRDzm/LaB2idNk2ZA0djVEh4LYzfBFqep3rbXwfslYQT0K3cZw0sFRD4O4fC0X552KCKAqmn4GBDaqdzhgPqKqAyJylnPuvIGBgSvntyUXx9lHBzyH97m3t3edtZaJ+FiPgiSVxGSCPwjxHmI+9durh4aGrhotWvYdkz7qnPsmaMdKpTKwadMmuh6NHEmapmcaYzgedV+cblhl/9lau9yvtqkRtWEcRJo6RsptsH/cRTssIFaNuoN9TY7EOLb641Ihi+gWJ8vcH0LbPUS+XhwnpKD/rKq3iAhSscxd3hO/UdWzGo3GeVu2bBloxzXHfcyeBQ72yZq9M13gRwLhfMstt9BmEM4u6EYi00JEEM54qE8Nk65mZfsLQBZEy0mSPNXrSQOywIFTA8KJQj2ghSGr4kE+zrmBSqXCz6Wq+l7fqjA43OGIt2WFPeNWT8SYZodCV2f84uMB5psF2pUVuhznqarQCkkbg9cIsrBh5Yojbjjn4APzb6Jl6Eu8Fy5S1S91dXWdd80118BwiGOeWiA64A69cWvXrj2+2Ww+2lr7bFUFxQjgAqEMZCqJXkldc//43WZVvUZEcKbQG4iAL8BJO+f+UUSO9fUkOILUjfjen6A++NoS7QdZVc/IUBGVfT1R44gWWCgWANQIl36fZOvUB+lmIt9Qe6aOu0NEaKqCsA5zFaeLghbOmbT1OStXrvzOhg0bYsPtqdu7I78RX4odeVv2P6ksy6gl0ZT7MajpBLI9MpWqCr+XWjJoSZwyE5nJy0++V2pBq+oNIvJLgBxIWDrn7uzlKHHI1KFAS44jwEHHpUk60dbs80FkoufBrYmnGC0w0gKTiZIBYjF3gxgO36EtKTKzLIRZbEMhPNc59/VarfbDaOaFaYHogOfhfc2yDKoRzbqRqzy5pY/vJrqteGcKlYG6Ep/wUggoTKTufkXUnCTJRuccMpWgMifz8piHFounHC0wKxYYbf4ENSx+7hctk2JGTNpTBKnpspg+24Oo4OrGscAtEB3wPL/Bq1evXrZ06dIQHb9ohKgGq+ybRWSbj5KPDqhnnK1HVQYR5pFiHPPcMvH0owXm3AIB3RAYB2SacMQh04TTpT3hWc1m87w2sh/m/MLjCUzOAtEBT85OHb9VlmWrVfXrXhWL820l7Y+WFG699zHy7fg7HE9wAVkA+h883pW7d+9ecd1118HtHW3Yvr6+IxuNxpHW2js45/h5pHPujr6t4Wdqtdr5fHHVqlWHjLOfBWS6hXUp0QEvrPtpjjrqqEMPPfRQJCpp3gAymgE9AfI+IC3qTrudcxdaa5GqA3F9N093YHUO4COOaIFogfZbYHihKyKXOOcustbC370DeAz49/4nNEG4+HQzgnZE9yTm7FKPguZvKGnRjIV9guf4eJ7nr2n/Kcc9zqQFogOeSevO8b7TND2RLkoiAlWJ+hOUBuhJ9B0FtAXYAwBXASWipTvSHJ95PHy0wMK2gKoS9VIG4h1cimkAqtzX5bD8Xfi0GoI/XoVojmctoOt+qaqePzQ09JVt27ZBQ5zyOPbYY4/esmULjIg4ZtkC0QHPkMF7e3sflSTJSxDSwME550Ajb0evtV6vH7F8+fIrZ1MIPcuyv1PVN/oG3LtE5Hzn3HLPO/6rFrQIkjqd2lVmhu5W3G20wOxbwIOwyl7ciHE454astZf7/t+ZMeZYT1NiGwBbUBBpNUra+btT6RVMiarZbPaKyN1FBMlLOqKt8c1Z7O7duw+PKew5eAZm/5CL44hZlr1VVZ9GQ2xBb3YfHYjaD/+G8gP9hwFdCFoCKSW4uei93kCbMJ9iuhWnzfebzSYpp/L/1tpb8zynjjSlgfqWiLxBRJ7uFbc4dmgGPrwgqxjRxmRpR1M6g7hxtMDiswDvAN//d/jiVRWBnHcbY5iLdDoCLAl1kBQzg6wV8pO/N8Z8mUVzURSwHA4Y1Wr1iCRJelWVrNe9vLIeTpx0NmUl3jsIfgC2vE5ENjnnNlhrL87z/PuL7450xhXHCHgW7kOWZdRYT6a7CeAJJpaqXiEipKHg7FKrZTUKSpJJgrgGg5osTpvtdvsev2wXqA1MUP5OSgoOMA4ZtSzUcXDkN6rqTTjs4MRFZHu9Xr81SRKOBY3p740xPf54+4GxKjYxDcf6YLQRCb6z8OjEQ3SoBcSImWaeKCCjmUA7aIJirWVu43iZz2EO/sYY878i8qN6vb7LWnu4tfZ4EeFdcoIxBvEcegGThi6xHaO0Q8bpk3W7xjn3w0ql8uXNmzf/oUNNuihPKzrgObjt1Wp1Lfxda+0pOGZPDfqpMYb0E0IZ9zfGPMgY0+ud8litzkIv0OCkS4Ucuh6pKk58mV95E+XiSUvH3dIZKXCE68ZI92jtzJOupcYN7S4Fa+fAVPGQ0QILxALl9JmMmA1zmEV4aOTQ6rDDv3GszPPWOjFzu0Ab2hjzo0ql8sNNmzZNRRs6Wb9+/RH1en2Fc+6IZrN5n3q9/o3p1pUXyE2b8cuIL9UZN/HEB+jt7T02SZLgjOkBehTgCmPMT5vN5qVdXV17VRUFrNexYvYAjdYdj0Uj4vflx0tR8u8QPcMRpkXhOOpXE5973CJaIFrgoCzQOneHuyD5bmVhjgbZWZov8M5mDgO4usI59/nu7u6LKpXKbWBLnHMgp48wxhyhqpS5yn9T8rLWjvp7r8DFgp2FOqNbVdGdfmpRFN87qKuLXx7XAtEBd+ADsm7dulWNRgNHfLKI4JhJN/1UVX8qIkTK21X1Kdbax6kqerFByH0/MQ3fVIHIl9TWaKjKDrz6eErRAvPaAq0R62QuhIiXrBRSsT/zDAVKUkEjmmiXBTTlJZDKfJjLw47V/5ssGBgRUs6kttnvVo8ZKX/vgaDd1loW+BwjVVVS2lCdfq2qG4wxG5xzlw8ODoI7iWOGLRAd8AwbuB27p+XgiBryPXDEOGQi5Xq9fmN3d/eDVPXRxphH+rR1aAA+MlK+zlr7dVX9gap+1oM0ohBHO25U3Ee0wMFbIMxFol6cLWDMP/uol70HxgIOGvDkMlWFzQCwE6ccAJWmUqkc02w2T8SpA84yxvBhQX45jhaHy2dgYAAJzDjmwALRAc+B0Q/2kD09PaSTyujYa0GfRISMM/YR8jbfQemZxpgHU2P2q+hwv+N9P9ibEL8fLXDwFhgrWg5OGGcJBSlgOEgN45DPE5E7wgUWEZDP/PwDfwPY6VPPfR7MWUa1weHWajVoTHF0iAXii7hDbsTBnAYydIccckhrDRnHTM/gnzrnforilTHmuaStjTFQE0oIs3fK022ndjCnHL8bLRAtsM8CTMOS7UDv70A9VFWYC+A9SBUjmkPki0OmVvtnEfkFdVrPoqBERVoZR1tGt3yKoqDpShwdbIHogGfh5lSrVaLVLSKyJ0mSPYcddtiemezpeeKJJ3Zt37794ar6KFLXInJvzzG81tOSmNAQ8eEbTv8ZSLqMacbWpLPwCMVDLDwLEOX2q+rncbLW2ruiRufpiICtAjiSCUYNl5ISvw84jz+ISE1VB0Rk0Dl3vbUWeiPAygo/W/9N32JVrYzcJvzebxu2Web1puEQs2B/aVEU31h4t2Dur2j6L9+5P/d5cwZpmpJCItJkpcuKF9k5bA+6eTeO2fN5w09oCKP+rmXbvc654W34varSQ/TjfpXM/m/x3ZDgBXNstGSroB694709MV3aNHW4yNMbNjFmTK7w9HYZvxUtsEgsgBMmqi2lKP01t1IO+VVAPaMFcLOqXi8icP35XkhRl//2OgH8RDGr4budlf8Ov+Nny7a8E+6oqncSERbl8Ir5HC4if3TOAeLaa619dZ7niIHE0WYLRAfcZoOOtbs1a9as7O7uXqeq5UdEjjPG8IETTF2HNDH1mW0icp0X0fiCd9g4Vpx16XCRrQsp5HC8Fk4gzpWVMkIbTOayubefrKCl+T0AjkDcD+3R4rMwS89CPEy0wCQs0OqISynKVi6/X9DD+2Vhz7yG87/UC3owv39bFAU9wcvR09PTY629uzHm7uGnqvL/fnqIqyoKW3yurtVqaMbHMQsWiC/dWTDyRIeoVqt91trSMXut5vCTGhB8PxwvDhPniYMFIYlc5Z+9cAcrYmgKRMGHiAh1IqLduzrnjhER+gDjlHd6ahL7YptAXwp84cgJnuhmxb9HC0zNApNhGJR1YBEhU8VCm38zZ0NnsjeKCPKS61X1eC9by8Ia6Uq240M6e5MxhlIXWu+koeEBl07XvzOCky1/0os4z3MW53HMkQWiA54hw6dp+ifSOHQuofMJ7cT8oajhsGrlM/zvkXUb/3dWsjhKVHH4N5/wHSJXxkhkcxDbaEVQkmJmu6ArGSTvWtNe/I1tIihrhp6JuNtFb4GRzpj08K+NMeeo6jM8TaiLshSZK/i8XjceJ0nWi8X3FmPMlcYYJCVpU4hYB1iO4GiZ68OOFidrrf1df38/0rQTDVm/fn3Xjh077hC7I01kqvb8PTrg9tjxgL1Uq9WfWGtvU1XQidRVWKUSzZJu3qqqrF6vBUDB/5vNZjNJkoa1ln+W/+antfYk59zTrbWkhVghK3+21sL7gx/MTxp0A5iAmsA9ZQKTsqLWjCwlkfTw5PfoZ5zvaPd/Miv2GbJa3G20wDy1AJAOHVm+HfNaRqMflVmoIDHp67aAr+Do3u47JC0REaJaPst9VLuTxb0vT+GkWUh3+QU9i3UW73z4PY6cqDos6Pl7WNC3vg/eURTFv83TOzGvTjs64Fm8XVmWoTxDzbdPVeHp9YkI/1/lazGbRaTfOUc6CYfbnyTJi+jp6ycKEw96AilnJhMOPnAEmUA42ntySR7oFeq8rfc5OthZvOfxUNECU7BA6ZhbOPth3gY52RJg5aNh5v1wFgwMCHOe94Sqlg7YvzPYhg/lKspSCHcA5CIA4LMVhoZzDvwJP7dGFawp3LGD3DQ64IM0YDu+vnr16mVdXV1rkyQpnXJw0t5B06S7dMx+9UoHIwar2DDCirqMev1qlwmIJN2gtfYqWo+JCDXkI3y0zGIAvvBEz8CEDlusGHWTXv23w2RxH9ECC8UCRK9Xw07wcxouMGAqkMibnXP/LiJHisgxLNr9dlCWyHqxCC9ruKra7XnDZMkAcZJZ452BYwXNXH6KoqDlaRwdYoGJXr4dcpqL9zT6+vru2Gw2S8dsjHmMqh4HuMpzePF61GyHPAUBpRxWxtSfqR9RMyJFjVNmOxSyqB9dZK2lAXiaiH2FM7qfhvQo1p7QCS/eOxSvPFrgoC0QQJAjM1UsqEPzFPAflJagItHPFwQ0Qhvhg3PFycYxjywQHfAs3ax169b17tmzZ0/Fj3q93mWtrTSbzUqSJJVGo9HFT1JHzjkI8/wsU0mhniMiXfytpb5zlIhQXyaNvdqviqkNBfRkmLxktaAyMaFxxKH3KCtngCC8ACZywrNkqXiYaIFogdDb16ejyyB3hFVam6uUynbh4+vI5fbIDZSF5X0NH8hUs0APUXOpR+DLVbwXLi6K4rQWsGa8ETNsgeiAZ9jAYfdejAMnh1MMCGUcIsAJPmFi8Hccalj9souy1uN7+7ZOxACc4D6W/24R+eDf5cQd0Td0lq44HiZaYOFaIHi8ObzC0Wo+473Py3dIqQJkrfP14uDEx/oe9eFL/DulO8/zp83h9S7IQ0cHPIu3Ncuy56gq4hoBHNW6smVCjYVMnsWzjIeKFogWmC0LeFCVeKc4Jg0wqFn58xqOXMdpMwpyeqe1lrIUmgG0F4SRwYdBLRiUNTVnFvsEBwC0DvNIa8pXqGndqqpgSfbUarUS4BlH+ywQHXD7bDnqntavX3+Yb5Td2iCbuiyp45JCpKp38A89tV0EM+D+UvMhlRwkLMP+W1NP0z37MWu6Cp1iyWFGhnYa4wLI8sDDCMG20fj8TPcOxO9FC7RYoEUgpywT+f8HjAdblkG3/33IeAWEc5lJds7BCwaE9RfHjD8eAAAgAElEQVRVvd1aC+WR74CMPsRayzuo7KLkWxe2ArSG/y0iW5MkuXbTpk23x5s0sxaIL9AZsm9vb+8p1tqLvAMlxUzdBRAFq0kmCk2wIcf/ya9QAUjR95OG2qxW+fly59wrINv7um0rrYjJV/da0gCu2DcylfyeVS+OvHTmnn4wDQcuYdrPkJXibqMFFpQF2g1WZH91AJX+3XCDqpIWvh6Nd2utcc7R//dway1aziCl1/gOSjf6bWnAElDQpZP1VCOi4jjm2ALRAc/gDQDB7JyjSTaRLhPkTs65UkDDN9Au/93yYfULX+/P1lp+wvslRYQqzgpWr6xmvdQklCIcbNB1hiOIA6a+jBoONWX4wv0i8j1VfZP/7m9F5Euqirj6O40xw3qxlYq67mXG7rq95bGwXifecWpxRAtEC8yQBaAOAY4Mc5o6LZEtTRj4sIDn78xt5jjOFKoRYj7DNCNr7bXLly/fOpPd1mbo+hflbqMD7qDbvm7duuXNZrN01BM467ANTpfeoKWGLJfinSxI6BUislxVSWcHhPNoCjwHWGDFnd2uOx7tluVXVoafj/pJL9LkmgvEbuc9EUe0QLTANC0wMkrm/2SvqMkyb3GwSNgiuEM2i5rskZSpvPIVzrcmIj0IbnhNeDJmh4rIa/I8//40zyt+bQ4sEB3wHBi9XYfEYSNFyafZbI6MrKnz9HoJTLRiQ4/RSTlhzrHSra5ZR2u25YzJhpf9w+OIFogWmIwFPNVvTI11Vf2Bpwf1+D7dm1WVEhXfWamqd7EWyeeyGxr1YZzzMV6alrIVtdojnHNnDAwMXDiZc4rbdIYFogPujPtwUGexdu3a451zJxhj7sFHVe/hU9xX015MRK4SkatVtZYkSdfQ0BAp8AeJyH/5FPb4x+8AzsVBGSh+OVqgHRaYmt7zfkes6LLdDdkNFiT03mYV+yFV/ed9DEMZpCevx24ETi9ZLbYji0U5CdGNq4wxl6nqRbVajTR0HPPYAtEBz+ObV61WrxARnC4gLBCPm1T1t9baS/I8v3i8S0vT9BxPwuf7tD+ccOzj9E8oXTnhfuIG0QKdZYGZXWFOsHdaiFLL/bm1dkOz2bxUVa9Fj7mnp2dppVJJjTGZqj7YGHNv/u2pRDuKoqAUFcc8tkB0wPP45mVZdrpzJVcIRSzSV8eqao+IHGuMWcPE9ivrQeccfULL/ydJYuv1+g99KzNW278WkftP1xR6yPLbZdft1K+Gh6ioSqQpTdem8XsL3gKBe8uqlv6/b/aCFzjc8IGqWATZSVVFfrLgZ61WIxqOtaB5/phEBzzPb+BYp3/qqadWtm3bdqxzrsdaC2ADp4yTDh9qSCNHu2kU++1/ZuOMBXoj42XNewu0PvdjZJGCMh7XShe0i1T127Va7Ufz/uLjBYxrgeiAF9kD4lsiftgY8yjPUR7NApN2xGKloW7CZg6LzMrxchejBSgRo8g8UV+w8qVrTcM1y8Yp0ATJYAGoRJmKTBI139B2EAzHD5xzZ9dqNZxzHAvIAtEBL6CbOdqlrF69+silS5c+UlWfZ4x5rJe7BAyy07c8GxIj3V7VauTzsK/iO5m6bwxvF/iTFC9vshaYLFYCdLS19nLkH714Bg4Wru9aEfkNPGCvH3C0d8oQg893zv0MMFalUrmyv78f7Ecc89QC0QHP0xs31mn39PTcpVKpnOx7/dLvF/1WOAwD1loAHz8xxhxvjHlA6JpkjbW6b90+lrzkpCPiBWbOeDnRAjNhgb1WjHW6Hz+fOUpnsiAzWR5XVX8pIj+EwSAip4jIr1QVMNZ6ETkOJ62q4DuuF5Gf5HkOsyGOeWKB6IDnyY0a6zSr1eoaEXmW5w/e1xizSlUvFZFLjTF8XuujXvoJ380YgwLWRmPM/QBtlULsVirGTQowhWAA3ETUt+KIFogWmMAChx6iunNX6VSnM1oXviElDeOBD9zfHSKCHG3ZSME59/6BgYEvTudA8TtzY4HpPhhzc7bxqAdYIMuyw1UVHWk6pCC2ATEfGcu/eK1puISIsR+Boo5vAoEgO6muUe+/7yE6trUr1pimm7jYFe9XtEC0wKgWaGm+gMwk8nKkoZGbpQc4tWHmJkpXIzuk0aFou6r2q+ovAs8/SZIt/f39aMvHMY8sEB3wPLpZo51qb2/vUUmSVI0xJxljEOO4m6qCcMbZItQeqApMaj6ktZC3Y2K3jv0VsmJNd54/GfH055EFmHthnjLz+EBT4jOEvrtPNS8REbJPZKFa391BuIOfRMY0eNkCojpJEgR4rqjX61u2bNly/TyyyaI41eiAO/w2r1q16pBDDjkEScl7+doPaWS4vkcR1frTZ0KSHt4pIvQBZVXN/5nAaMjijEFXMnmZ6COdb0dYQTziayIUaUecbDyJhWeBfR025+KdGFLNNGAAaFX+8ApZBzjaUg1n32kGZx22GenER7tH6MYTcfOhs9KAd9Sbjj766N9ffPHFsevKLD7Zc/GwzeLlzY9DUce11vaKyL2cc0/yXN070MNzRKQKYX94cvoJGCYdThh0M5/gZImAqRMh7o5T5v9rVRW92PNF5G+MMY/xv1erVo/QI+Q2e5s0SxZEHNEC0QIzYQE12hRTZqFCrqn86TWgf+Gcu0BEvk93ozzPy0YrEwzb09NzuIiwKC8/SZIcraos1O/qhXrurqrI0vK7O4rISr8w572wRFWhOj13ogPFv7fPAtEBt8+Wk9pTlmXrjTFn+8bYTBTqtqw6Q/NtHGnZ69e3IbuFeq61lm4p1Hfp88nqlbovH7oeof2MktXDfP0XGcofL1u27McbN268mRNL07SMiFX1DyKCig4r4UcbYwBnjRkVE5V6hPSkri9uFC0QLTBpCzDvaTeKZjup4xN9J7TWHeB8+40x30PTvdlsXj0wMIAedBwLwALRAc/BTUzT9Ou+n2fhnLtGRG6oVCo379ix45brrruOSHVSI01TiPuAqWhHhqPFSYOQxNHSyJsJzk/uMwAP+ITI25GWxtED8ji4EWvFB2e/+O1FbQEPxgqylHQ7+oGfx+A6cMgs0JmrRMtgONiWiDUXkcuNMehH48CvGhgYuHFRG3MeXnx0wPPwpoVTTtP0mdRxrLUV51xFRLr4iWA7HEEf3SLeTmtCIl4mL2knlHbaOiZETrf1aHFn0QKLxgIBYEXWay9pY7Af1IF9jZjImWwZ/YB3O+d+JyK/aImWcc4RVtGhj0t0wB16YyZ7WuvWrVvVaDRIP8Pr5Sdo6Nt8+zJAV3B9Keiyau5I8NVkrzVuFy2wgCwAnuNWVWVeLlPV3SJC9ouIl6wWc7WVmTAM1BIRwFolEEtVAwCT6JjvMOfJbIW6MfuHnkRNuUxhx2i5c56i6IA7515MeCYnnnhi16233np/6r2qyuckuL2o4HgVnbuoKhOQeu+KEYIZTGBI+4Cy4BxuNcbABw5I6gmPHzeIFogWaIsFmIssikNambmYFEVBF6Ry9PT0rLDWvsAY82TAmR4sRbSL9CS9gekrDN0QBwwvmFITfH+Am/yt9RiktnG8ZL6Y70d5B01tmd9f7pz75cDAQIyW23J7J7+T6IAnb6tZ37K3t3ddkiSls/VO936+xSB1XiYSExBgFite/h9oCa3nStqZic7kPcQLdoykL8z6tcUDRgsscgsE7i+R71JqwR50CSiLD3P8NmiFzrntRL2ewQAFERwHOI8ha+2lzjneATjXVEQAVV5mjPmNiFwDirrRaBAF30lE7uQX3fxcY4xZ7dHQOOzALb69KAr+H8csWCA64Fkw8mQOcdxxx92hXq8HZxvSyaSRDvNAjbCqZXfUece6d1G3eTIGj9tEC8ydBVrnKI6VCBUnynwnMg7UQhbORLXgO8hsQRVahsP2p85+rsV5qupyay0dlbaq6p9FhH2y+H6Qqm6y1uKUf45zzvOcvsL7jZ6enqVJkqw2xjyzKIp3zp1pFteRowOeo/tdrVbvZ60loqVuy4doFnoBk4NJSESLshUiHGPVg8Y7+5LUzwaeSxz4wyWow9ebqDURPcfnYI6eg3jYeWwBK8a46eObRGSnc+4mEdnsnHsrEaqPUu/s6UhEqiM/ZLJw1jeLyG2e30/9F7Wsbji+PsX8oxUrVrxyw4YN9bVr157UbDYfKCIPxCH79PRlqvpzVb1sYGDgV/P4LszrU48v3lm6fWma/req3suniFhpkmJilUo0S00WJ4vj7VbVPUwuTxlihgdZOtJEDFa4f1FVnDW83kFquqyOVfUEEXm4B2OVdV5VBT0JuIP9E0mzGmbVzLbUi4+w3WaPGyrPw0Ba2ue644gWWJwWmEX+OzPtt8aYzznnLhwYGNg0nsXXr19/5K5du4YdtXfY+zlpfqeq4Xeks3HYQUcAnXjeJ4h24KyhO62iDmyMuYQGLs1m87LBwUGojXHMsAWiA55hA4fdp2kKwIGVKuhH0kooXTGR2ARHjHM9xAtsbLHW4jzDZ5unG20dKbieZRliGo9VVXr94mRv8I6bYyE/yUTE8bIvZOf6vBIOE5K6EbSkONppgciNbqc1F+q+SDPzYQHOCAttFtMXoFa3cuXKC4lgD8YA9APv6uoqHfZIZx3+75y7i4jghAFuBkGg7UVRxHfDwRh/Et+NDngSRmrnJl48g96dmxFJF5ErRQRN1m2Taa6dZRmrW5wtn8f59oKAMqgNHepTUsuJbEFGeiEO0M9Et3zazgFup33ivqIFFqEFRirR8X8yZCzIv2+MuTBJkgv7+/uvmWnbrFmzZmWlUsFZP7Qoik/O9PEW+/6jA54HT0C1Wr0HzlZEcLr3E5ELWCXD6UuS5Emq+jpW0qSinXMo5AyqKo0ZUL66u68jB8cb4rNAU2CyUwuOI1ogWmAWLQB10AOvlo7SnSycCRmzmz2eA7W7C4mOly1bduHGjRvL7mZxzF8LRAfcofduRGoZoNR3VfUCay1UotNF5BTn3J1ptOBpCzjRu3rEZFNE2C5QC6j5UNMh9U10jPNtTX1N6zlIElM/ZKm77fadFmnLOKIFogXaZ4HR2AyAJ+EA45ABZ5bO2Fp7YZ7nv2/foeOeZssC03rxztbJLabjjJJapmaMes0FeZ7/JtgiTVPAWSjokI66HBEOEbmnc+7hIgKSGsfKghkgF18Lqjqt5iTq3ddWad9G8TlYTA9bvNaZt8DESEbAj0SwpJkn0mRnqjJX91Oy8+pZ1Iyp3YKOvlBEftBoNC4cHBwEVxJHh1sgvnjn8AaNlVqu1+vfHdk8G8lJ59wxqnqsqj7KGPNIiPQtkSxXMuqqmTQXDttaS/ckdKHXeQcNyII0GBEyjjo+D3P4PMRDLxoL4Exv8mll+L3wevnJwJGWnF/voMlihWzVmAZCK8BaS2RMg5YyOhYR2o4SHW9cNJadZxcaX7izfMNGpJaZWBc45y5BtQYusI9iiWRRquEnH/ScAVSx/WirZRzoHh/QdnlZOkAc0BtKhRyfnt5FarrF0UL8Z4LzYTXOxI/PxCw/E/FwC9YCYU6Nd4HMXZwmqWUWw1d6RSx0AO7JgttnsnDMaDrDbAgys+PN1Z/RZU1V7w3aOqSq9+zZc+G2bduIvuPoAAvEl+0M34Tjjz/+6KGhoed4xPID4OOJCD19mZxBThIHiKJNSTuijaCqPkBEMo9ebr1PaDnD5fuhMYa2hv/rnXTQlsVRM5lJM8Pz2wTCGo6wMeZkHyUTKQdxj9aoOT4PM/w8xN0vOgvQNYGiUOvcul1Vn2yMeaeI3NcvrsFy4IiZs0f6CJi5zPdYVBM1bzbGfBrKkKoiOQk4kywYIhzWWoujZV7vl6r2mgFb/OL9BJwx0TE/a7Uapa445sgC8YU7w4ZP03SLiMD5ZYLRKqzfOYejvRbZuHq9vnXZsmVrVfVZzrlTfRtBzooUFPQhuLvfxdkODQ1tYPWapimp6KeKyNPoGaqqRNB/8Lzi01T1F9ba3zvn0IZ9hG9FSPTM5LbewUODQpqu5CD7fdGcIYzgmPe1Q1MRI/u9RGbYcnH30QILxgII5iB08UyvfvW8Wq3G4rkcWZZ9WFVZpMPj/4GqnrFz584/Hn744bwX+lR1nXe2d/ccfhbXOGOaKRQiskNVoSLepSiK58P97e7uZgH/Gr+QJ8UdRHwC+4EomPc/8/+Xxpjv7Nix46wbb7wR4Y44ZskC0QHPvKHHlGVAjlJEcIJMDoQxWI2yOv1RnudXtGjCmr6+vjs2m82nGmNwunzvXOcck5C09TP896Ep4GRJWZNOBrDFKhr+75CI4NBJdRMN0yeYbZiQ/JywVWG4kNaHJgpmzfwDFI+wMCzgqYGknE8uiuJ3I6+qWq2+VEReTzMkn7l6Z57nZ4/cLk3TO/sIuM9ai4Ne63t/ExUDymSRj3PezL/5aa2lV/hLjDFP9BmzIAICOwKlLEpelLdOL4oCmmMcs2CB6IBnwcjjHaJarT6uVqsR4R4wVq1adciyZctwuDjevzHGnOvTVEw0GjZw/3CerGJD424ibX6Hg+XfRL6sjst2hB4hDWc4dEmiDkxtCUAWjb6hMIXV8sTW2Ye0jtqVE1sqbrE4LDBRM5ThzJIXzUFWdlBENqrqr8lKWWuRj/1vr9t8u4h81jn3/lqtRplq3NHX11dtNpu8H0qnjKP28reAL3HG/dSGkaJ0zq0VEWrE3xSRb4vIhs2bN/9homPEv7fPAtEBt8+W7dqTZFn2VFUNjvc8ot09e/acS/rZ05VQx6HOC0CLGtBNHpxBTZnU0vVIUtIblJUtKSo/8aAvAcg6zqe4mdA/McZsEJHLSWWPlMbz7Qsn75C9FbycNKvsKX+3XYaM+4kWmCMLBGnZ0QCTLHh/5IGR/J05yCKZrBUloLLTEc1SVJU5zjbIyVIG3mCMeetYC/bxrpVuRzhiEVnro2acNJ91vh0imBTAXTjpS4qi+Mc5st2iOmx0wB1yu6vV6uOttaXjpUOJiHxt796953Z3dxORombFh/TRicYYuqUwkVkd04CByXOLb8bNFdGgAUoC95eUNGANHDOTm9XvpyqVyic2bdoEspIaFMd8m69TZ75GfLRv4HCAhURFdQr1YNEuoxIkbcl0h25rHWL8eBrRAu23AHOybCc4yq6JgikJnaOqzOXjROQTQ0NDH1++fHl9aGhovXPuFGMMAK3jvXMG/UxGizkMIOt8Vf1IURQ45YMalLeIhlWVdwzytuuKorjbQe00fnlSFogOeFJmmpmN0jR9eAuYii4odCmiqxHC6He31t7dgyuo5bI6BdBVNnLwBH6cM+CrAdStaK5tjGHi7PJR7QZVJbX8OJyrtfaTzWaTfeBkAWjd3zn3IBFhcoeGDaSqiJxbhy7Vyp66cUua4iasFU/WWr7Pcdv2N9njxu0WuQXGRGW03S4j09H8H9wG5aHyufe4jK/58tDfGmM+LiIfH6lsVa1Wj7DWMrfv5nUAHpwkyb1HNmdp+xXEHc6oBaIDnlHzHrjzLMseoKovMsY8waOcqQEBiqJmA0Dqd6pKTRaZSVbARLbnVCqVc5rNJmjHNxtj7sPE9alkUrxlCpmfSZJs2LRp03Vpmn7MGAPVgUkPvQHnzKQHkXmtiKz2K95PJ0nyxWaz+XJjDC+AqAs9y89EPNyCt0DodJSr6vd9Zulexhjak7JyJkomLYRwBkDMF4rIxc65T9RqNeiGcSxQC0QHPHs31qZpSsqXFBI12at8xAs16Wpr7fZms/lkEM0+LfUtVYXDS3SKIyb1vDI42mazSXR7+eDgIFJ0B4w0TZ9MOttaC6Ixx/Hmef7nNE1fYYx5izHmS845HPGLRASaQ7kgH0NNa/as1HKkWezJOifXFw+6aC0Aj/9T1tqPishdnXNvMMY8qYWJwIL6h77rGbx/IuIvLlprLeALjw54Fm/u2rVrX5okyVevueYaQFPmhBNOOHTHjh1QiIg8SQWz+t2JXKS19hjnHPUdPgCkNkzUrHu8S8my7J9U9dV+krMIABk9Wvp3ZGu0WbRQPFS0wIK1wOdE5OmqCte3dZDJYoFM9LvEbxOam9wAAFNVKRn1ERGToq7VamS04lgAFogOePZvYpKm6RnGGBwvUS1R8WFEs56sXzrcdirUnHjiiV3bt2+/RlVBTIOqpN4bOiUFCxBtk+4icqYGHUe0QLTA9CwwFhWJhTdzDGAkqnStAK1AqSclDZ+f+jCKWAwAXd/wc/fxOGFr7SciZWh6N6eTvhUd8BzcDZ+KRvP1G6r6k1qthtNtu6ZFmqYPM8b8uzEGRGV4KRD1hvsOFxjlG5wxYh0MEJZQIFipx2h4Dp6PeMg5tMBYXYzGAW6N8icWuK0tP5lHlJ0oJzGYdzjfbV6Olt/jeOnhDR4kSMUOS1G2fI+F+vWq+lAEe3DGRVFcNIcWi4c+CAtEB3wQxuvErx533HF3qNfr1HhJa5PKYrIHPmIdwr9z7h6+DSGXELi6AL9wxvARwwugEy8xnlO0wLgWOGjswGhOeIL2gksrxuxhpvnhaYAwEMI7djcylKoKmwHnS1TLvIROyLwj2i23hf+LKAZVKi+Qw6KZRXJw3Hxnt6r+SkTofHQjNKY8z8+Kj8b8skB0wPPrfo15ttVq9W+9jN29vZpViHShJ6G0w8qZNoa8AFihI0vZ5VWvoDkdKiJMaiLfEC3H52OBPB/xMmbeAlZoO/TX46jq+SLySBE5S1XJRv0URoO1FhU7pGaf7px7rIgwJxk4ZZwxjpv5G7oj4YzXG2NO8nSl0DoUR8wRYTawLVksaEw4Y+Z0HB1ugfiC7fAbNN7prVu3rrfZbL4dLnELfYh7SlSLGg99QFkh42gPVVWaLtzknGMFTlcmot57qCpIS2hKpLxKor9/AcTnYx4/H/HU594C1HOttegt36aq4D0kSZLn9/f318LZZVkGNuN5qvp8r5CF8w3xNFFyaKCAtjNUpoQ2gyKC8h3bht7B8P9Ja6N49bFms/nxgwFuzr31Fv4ZxBfsPLzH1WoVNPObRAQVHUYoQ+F4AXBQU0L5igl6sYh8iR7BxpiX0pZQREBRkt7id6y2+V7ZfQl6lJ/coV1hfEbm4TMST3nOLBDSxJxAiIdpuHK4l34kUv1eURQsmkcdWZY9UVWhJgHSZF62grponABqGhlJHDvKdsxh5GWJlFl4o3yHEt5RInKeMeYTRVH8eM4sEg88pgXiy3WePBzVavW+iLL7VFRwuOUq2Ue2/I4VNo0W4P5+Zc+ePectXbr0JFV9kzGm6mtQqdd3Ru2KPqJEv6TAQk1qtGdiGKHZ8jLAaYdjLvf9SjkdHDeRNfvEoQMqiSNaYDFYIDjKVvAiC2EWxeAvfuyce7K19v15nr9tMgZJ0xR5yHcYY2grOgyU9J3Ovq2qG0UERw3QkuOi945DZqFd1pY9qHJQVd9Xq9W+NJnjxm1mxwLRAc+Onad1lNWrVy/r7u5+vbX2BZ4aRJejkrbkHSHADCY4E+0bcAbzPKdRg0nTlD7Bb7LWInfJqnuFd9RlRyRjzC+8M6fzyh4RwXGS7gIocp1v4IA+7GH+bxN1eZnaNZagltYgYWpfj1tHC8yKBSYAX41zDmX3sRalK1LOvR6cBeDqhUVRfGEq14AzFpFXqSqiHQG0xTt8g3PujCRJbkZD2lp7snPu4TRZ8IvgO3nZ1xK8ZYz5z6VLl35848aNILPjmEMLRAc8h8Yf69C9vb0vsta+zBhDqzAmDc0VGr7vJ4ALZCv3qOpnrbXfzvMcDely0N5QRP7Nq2fhoIlsmXT8pKsKfUiP91Ewjhmn+xfqwV5LGmnMi0ldkzZT1Q/GKLYDH5J4SrNvgf35RhNR9MhOIS1Lb1/0n7f4FqLMuQuLonjxwVxAlmXrVfWVxphn+ZITNKZdIvKapUuXfnbjxo1D1WqVNPXJIvJQD8DEaYP/YLG9V1U/6oU9OL845sAC0QHPgdHHO2RPT88DkiQJLQIHPHoS0AUo5StU9Txr7XfyPAdgdcDIsgy1nU97x009iHuM4+VnSAmH1LHzIJGLVbX8hJ6jWZa9X1XRkiadRf0KVCXHfEALtaLDrBdPJ1pgZi0wxYAY6hE9fnGEKM9Rvy3noKpuT5LkWZs3b/7lwZ4xztg59x8i8iBf+mFR/R0ReUee578N++/p6empVCqnqOpzPNiLxis4ZBblFxRF8S8Hey7x+1OzQHTAU7PXjG+dpuljabggIkE845ci8kXn3HnjNeTOsgwN6VfTPUlESFFzb3GevjwrRMOkxXgpfNM7XERA6P85PKg10zXJOUcfYVbMfOd7xphHtvCJZ9wO8QDRAp1qgUk4YebMjap6JxEBKPV7a+1nnXOo37GAZTEL8lmHhobWbd26laxWW0aWZXRLeoGIPAcQljHmOmPMF0dzrn19fehQP0xVybb1FUXBQj2OWbRAdMCzaOyJDpWmKY0V1tARBS5fo9H40uDgIBN4zJFl2d95jWcQj6XDdc4d4uu2fI+mD19QVdCSV40ncVmtVt8oIu/2zpsUGyAteg4HRxyfl4luYvx7tMC+kg8tBu/j+/lSPtphrf0WkaaqvtSjmykvUat9qwdltbVRtnfGlKMeS8mqKAqi8Dg6yALxhdpBNyPLsrfkef72yXSsz7LsRar6Kj+Rq543iJMNqa73isjnJkPI7+3tPcpaCyjrWBFpOucAjwD4Qo/2Wt+TmFRVUNSastUOWp1oykcsT574fzrfjN+JFpiKBUarB//J0wDP91Ev+urwdGm48G/050YmVkRoP8r376Oqb6vVap+ZyoEnu22WZafnef6dyW4ft5sdC0QHPDt2bttRqtXqy0BCGmNqInKJqoKsJN2ELN25jUbj3MHBQRzxpEaapvAEAW7heBHq4HukrXG+N6kqNAZ+Z71EHi+LW1q4w0hXjvkcibFGS3ZEHNECC9oCRLMsWlvnAqu/mgc8Mn9W+7nE3NrunHuPiLCwfYuqfoUe3aCmnXM4YnSe4wnAKWkAACAASURBVFjgFogOeJ7c4Gq1+ioRQYBjm4jcoKoPYBUtIl+rVCrnbtq0aWAql5KmKdzC1xPV+iJxaE0ISASPCd0JitLNqGiJyNvyPH9XtVq9QkRAYNqWNPdUDh23jRboRAu0g2bH3IFNAA6Dawy4aX4CiKScRF0WRgKfpSJyu6rCzUU8B6lY2hI+RFV/Tmq6KApEN+JYoBaIDriDbyxtBG+99Vac7utV9SYcIdGnqp5rrf1anue/n+rpZ1n2GlWlQxLI5vIlQRcWY8znmPgiQv14pecOnwtfUUQAeP2C2pWIvNy/RKZ66Lh9tEDnWwCsYpkRnnbpgi9S82VBe61vlsB1s6CFgsTfVooIDrji5SmP8M1RcL4AofgbjvfZcHZXrFjx1g0bNuDc41hgFogOuANv6AknnHDozp0736mqLxYRUluoVZ3tnDu3VqvRVGHKo1qtvtAY804RCStwSPq8FGj4fbyIUKNCQQsZO6Ls3zrnXmWthUYBH3kVijrOOTSk0ZeOI1pggVpgf8LvyIvsMhVTH5ZqLhHNzKUSM+FH8N4kly4VkQd6/ASe/XpfwkF7/duerw9Yi/2UnHy/D/b5GwRxyHYZY4iGP7lADb5oLys64A669atXrz5y6dKl/6eqD/dEefoFf2JgYOCn0z3N3t7e00XkA95psoqGjsTqnA5JCG18jWjaa0V/xjn3XRF5NJoefrttqvoDVf2AtfbDXvJuuqcTvxctMO8sMLLL0cgL8NgIlObopc07tdWD8+/AJii7Hnk1LJw0rId7ekeMuA4fasJgLBDxwHGzy0s9UAsAF4hpIuU4FoAFogPusJuYpulVzrkPDAwMIKYx7ZFl2QNRyvKi7aCqUMlBCGCNqn5PRD5ZFMU3OUCapu80xiD+fq1fzf9URDblef4fIReXpikrc/oLM0il4cjbNyZ6y7XvSHFPC9ECKhRT5urKiGxZJONMiVxDu0CQzjhUsk5hhFozi+GfGWPub4zZ5OcWGSlKQ+wD6h9zjgYLRMiUhl6uqvT6vtw599bY6Wiubnf7jhsdcPts2RF76uvrO67ZbH61pWkDMpPvy/P83VmWUV+6Lc9z0trDI03TrV5+8tN5niNB2fo3WqRBjQggrdGdb6T8dMT9jycxqxagVtuaeqYVIJ2P7quqUPpgFTScc5+y1j4GxkLL2YXvIlF5tjHmNC/5ClgLZgHpaKhMx3iKIc76X4ui+HmWZf8PHIeIvH/Pnj1v27ZtG7zjOOahBaIDnoc3bbRTpqeoc44G4NRwua9bVfWNtVrty5O4RFbpof9oq/O9yBhDI/HxxkSauJM4/NQ2icHy1OwVt56yBSaLiAbVzNxhDgRQI9+9XFXvJiI0YKCbEYPsE851tW9+ErqRkWJmvkJDom0oWA3mHDK0J8BKEhHKQAAwiZqpIX+xXq//sKurCzriE1T1rbVa7eNTvsr4hTm3QHTAc34LDu4E1qxZs7KrqwvtaBwvY5Nz7nkDAwO/mu6eq9Uqrc++5VHX7GayL6TxDsnLg5cVqGteKiGinu5pxu9FCwxbQHisDHnodg8e02Ee+wHzQFXP8Mp1jzHG0BwhcIH5EmWf3znn7uej4StpzKCq640xbP9/xhj0m8MYog+wc+77SZK8yBhDw4YbfRSMMydzxYf2ho9X1bOstRtUlegaFTz4w99ttwXi/mbOAjPwwM7cycY9/9UCnqIEKOrvvUjGVbQpGxgYIKU17VGtVj8lIqzCefPs98JpAZlMZf8jX1rtcOZTOX7cdvFZYEaeMbfk6Nvs3uuZF6Evb9lDGxCWMeaDtVrtrZi6Wq0ikkO6ORSl9/pe3GAoaP353DzPkao069atW9VoND5GJOuzUGAroCC9cMWKFb+65ZZbXiQi/+A5wx/1kTBKWl8QEeb600WEftw4d/oCg5yGsz9qs5bF9yh09hVHB9zZ92fUs0vTFDrCc31K6uO7d+9+y3XXXYfM3bRHlmWPVlVqUdAjQHOC3CRiHW2MTDtTF+Z3Y0lVHuQLcXxayLQvOn5xoVqAcsqIZ7c9zxDpXhEBvYxkLN2EqL8SlS7zHN+zarXay9M0fZsx5v95A5fZnpYFbFNEvtBoNF4TtN69HOz7jTHPbNnuQufcCwYGBm7085Oo+G8Q7hARENWkqgFloR2PJjzvBJxyZoz50NKlS98ae/529iMeHXBn35/9zi5NU1DNf0tqS1U/VKvVmHwHO2yWZR9WVVbZwYEGhxkkKcNzMvz7ILmnqpeICChNXkC8aCb9TI33Sgza0RWTmEYJuo4jWmBOLVA++16gZqO1lvTx71X1nEAdEpHvOecea62F3kcqGDnJ93kNaGq4qMcFkQ72B8f3Za04jeOOO+4O9XodR0zLwDBFziyKApaCybIsdc6FqPgaVV3uucL/sXLlyktuueWW54oIWTEQ2czH9xVFQUOGODrQApN+WXbguS+6U0rT9JXUZUE0t+PifevDz4gI6OgQNQR6ETVbJvBodCPk8xrW2lu9MAcOmDEyAm6NfFv+3erP23ElcR/RAlO0wNQCYiJcqEWsBNF0BsOACh3azdR0cXZsQ2r6bMBXzrl/FBFSzkTLiNxALbqE7kc+NR3mGyI7CHKckec5QK1y9PT0rKhUKu9TVVgIHBO1uufVarWvh218QxYWzpzHIXD4jTH/QtvS3t5eAFyvF5Gnc27Ix+Z5Dko7jg6yQHTAHXQzZutUfP34Iz6NzYsF58gHZ1tHlIMJPQr4CmQ12tA9xpg/GGMu9cCTVscLWCT1iE9eOiN0CWbrKuNxogXaagHoeaf6OYEj/j78XBHZ6pxDLQMQZO4V5Y4wxpBVos/v60BIq+rhPlK9yFp7pKo+tDUlbYzZKSL/nOf5F1vPet26dcubzebHVZXMFyCtnyRJ8urNmzcz/8qRpunDfJ0YyVgWzR8pigJAWDmyLIOG+Jq2WiPurC0WiA64LWacPzupVqunIcLhNWeHub2+uUJQ8eGCWqNXuiuRansOlAlV/ScvOI+AB6nncqgqABAQnt7xHmiXSQK5ymOPpBariIrOBNJ1/ty/eKYzY4FxAuJWvANCGTRNKLnwcOdV9YeqitocC1bkJO+sqihWQeF7njHmvcYYBDnO8NEygK17QSXyi1cEN5yqDllriaJ/VK/XX7VlyxboRsNj1apVhyxbtuwMVX2ziCyj1egRRxzx0laN6Gq1usZa+0ZPZeIcP14UBQ1X4uhQC0QH3KE3pt2n1dPTs7RSqYCifFaLUg+TFGcXUs0jwVK3i8hHnHOs9B+uqhfUarUnpGn6IWPMP3rKBUjQ66hntYh/DPvkSdaESXfrYWb5n3aaHat1+kL47TZb3N/itUBIO7dagNTzeapK16KQkmYOfU5Efq6qiGmAZuZ53t1sNp+XJMnj/Vx5j2+o8s+eRnS8B3JRvgFYVfFOnO9SJ37FaL2Bsyxb4pz7D1qSwhE2xpyZ5/kBWJAsy96PhOXmzZtpqBJHh1ogOuAOvTHtPK00TZ9kjPmUMQauYIh6iWrv4o+zH2rUq/d80DcPB9BB27Tn33777V8/7LDDUPo5wUcB1JTeBQWjRRGIZwpJy6MnQEVz6HDc+By284bHfR20BQBbkezxACsi3xJExY5F5ApVXUH/XiJXYwyce3Sb/9c5h7Y6Eq6kq4dE5MWqeplPRdPdiB7AO1WV1DS13d9Za7+uqtR7B9inPxboaiJsQFrMp/3GqaeeWtm6dSsLYeYnUfW/F0Xxvwd94XEHs2qB+OKbVXPP7sGOOuqoQw877DBkJHHAQTIP9R7SZeX/RxHFQFGHVNprReRnqlp1zj3HWkvajFU8qTdW3leJCC8OVt9QPoJj/2Kz2fz3JEmu8qno0Pxh5MUfJDVpdm3ZKUeLip+zeifI6uB4Waz+1ncNC3KS4CQQwWBeUJmhqxipZhwrzpSOYu8VkSfnef4dzjrLsrvxd1VFvYq/QfV7i7XWOOfOtNaeCrjRl3XY72WqepKIvLYoik+MceWSZRkNXK4qioKSUBzzyALRAc+jmzWVU61Wq0/lBeCdLShnJnturc08lQLHOMyVVFVkLH9rjHmZMQak5WEiclcR+bJzjh7A6NNC+CcNBwAE6T3AJvwsnyPqUx4d/Z+eFxyc7/jOtvy2sIOpXGLcNlpgXAtMDeg86q7CA0mU+3uPbob288iWBSdgLLoYAUz8cZIkz282m9RdmTPfMMY8TlVfWavVoBCWo6+v756NRgOEMohonPU9ReTEoijulqYpc5Y09udJTfv5xTzdjCPO8xxgVxwLxALRAS+QGxkuI8syEJdM4tN9BIrTpJ4FIGS7pzwMA6cg7qsqVCRI/DhgEJdv9FEuu4VCgeAAUTPfC1QJnDratiCgcbSkv0jDgQZFDAAReXiPN6sqQJO/Diu73dLuJXbX3ihHucCevw6/nKlmXcj0hE+3iJAKRnGO5xmwIXVgAIdbjTE4xoeg4VwUxXHr1q07pl6vv85zcpkncHnf0WqfarWKRCUR80mqipIWnGFQzc/08/A/vegHHGAWujR4gK4EgyGOBWCB6IAXwE1scb7QED7q67Os2u9MfarZbL64Uql8QFXp8xsGf8dRP1pEblHVd6sqKbevWGu3qyoO9nMeqcl3DsORew1nvrtMVcm94XwRJOgVEWrFf/HfJa323CRJPkvaepJgrAV0N+KlzK0F2hD//lVKkmf6DyKCg8WJ575GDO+Xkg4RMA7616p6P0o4zWbzuMHBwRt6e3vXWWuRqHwanZKKomAf+400TR/sU9c49fdSy+3r66P0U5aDrLUvbTQaLKjpgMQxNzvnXhjbEc7tE9aOo0cH3A4rzvE+fEMGOqmcYq29UVWJSlep6justUsQeA8pM1W9VURQxnmiMYYm4u+G3F+tVqEYkfYian27tbbWbDYBblGTYpWP0yUVRos0RAhO8dEvTpu+pWsCl1hEblJVOMKgQhlBis8Za5ETam8v4Tm2fzz8grMAyGY+4CRwuNSAcaJkdd7sUc7MMZ59ePHUggE04kgBRJVa0ar6lFqtdh7/Xrt27UnOuVVFUZCWHnXA5/WOmHT2e4qi+Jzv1f13xpiXFkVxQZZlUACJpCn/oHJFBB3HPLVAdMDz9MaF007T9F/oEwrtAVk830gBh8jEZ+KSOmaQSvuCqlLbvZd3vAC0SHlR88Uhfw/UpSf146Rba2CknklBIxxPjQuuIyARXhY0HOdZgkIRGojzb15gvKjYT9CTHEsvep7fiXj6HWyB4dSzqu6GRzvaubYCEkXkj/B5vTY6m+9RVRap0IdwxteJyErfHIFnfjPcXhH5qv8daWcyQm/N8xxU9KRHlmV0NwKshS47YC1UsCgNfbRWq6ExzZwle/UKSkIi8rIA9Jr0QeKGHWGB6IA74jZM7yTSNO03xvSqKh2MEGd/iqpu8lQGVsiIZqi1lposlAYEA96d53lZawojy7IHALiCM5imKY2/aZGGA/0dDVtIs6FzW6lU3tBoNJ6sqgh5fNUY82QfFfOCu3r37t0PpClEmqZX++8RMVMfI4ImHR7HfLNAWzK5U7zomYV6j9W/OjjpVkoeVCAoSOHZpUnJm51zUJDASXyZDmRkhUTkani+RVG8MMsyFrI0NwGwSLbngqIoHjdFK4CaPt059zpr7VKP0ygzSqSk+/v7/wi3P0mSb4jIx/I8R84yjnlmgeiA59kNaz3dNE1BScLF/ZZHKbNShjYBjQjOLwIZCMLDP3z37t273z1e16RqtXqmiDzDA6+Iom/yUezriqL4ZpZlz1XVz/voAA4kXEm4jJ+p1Wpo0rIyR6Qe/VkGUQHRMYuDMLb79NlkLT9V4Mxk9xu3W7wW2G0MUfD+qHtVpVUgDrM1S8NGzKvQghAH/gMvyfos+PFQ9jySmeYIPy2K4h97e3sfBb+35Xtbdu/efbfpdC2rVqtPQdfZl4NY0IKeJiX9zcV7CxfGlUcHPI/vY5qmpKBQvCkDXZ/+vbtHZxLJwiX8fKVSefemTZtwxqMO9GYbjcYXPIKZtFdZ71XVz61Zs+YNF198ccMjM7/sU8lEtiCrm75dGtEwzve/jDHUm0k3wwNGjJ7aMPUwtG7fWhTFe7IsowsMC4U4ogXmxALWJI0uPayxV7YH2dSgh84Ckai3fG5bBpExzpntcMI84/TtPQ5er3fED/ASr4CtSqqSL+8AoGJ+0sTk4bVa7fLpXHSapqjYgaxmbiJ086miKChBxTFPLRAd8Dy9cdVq9VciAuKSF8KPQS8bY/7bvxxQ2rnYWku6GcDUmGPt2rX3cs6hS4vjDd1beAm9oSgK9ksqjF6jOOjwvPAy2lyv1x987bXXAjrB+SJNCWqTxQApa5w01Al0bi+jXowubZqmL0YsvqV14cheqfP0jszoaccsQBvN66PXI0UENDOZIp77cp3on3Ge2R+KSCtrIKSug6Pm/1caY1jwIiN5itdg5v/dRVHcN5xymqaUas5WVZDSZIxeXqvVmCvTGmmaQil8kzEGOtS2JEme0d/fTxOUOOaZBaIDnmc37Nhjj713kiRfFxGEMX6fJMnTms0mFAfQkDjDjaSbi6IgAh53+NTW2d5p41RBTIOKBmRSjjRNSbF9OtSTeYFQ+8rznH6l5ahWq49HI7cFbBUEPqgjA9rKnHN/b639H1U9TkR4SQUOcOQCT3Sj4t/bagFVvRzhC7/TVs1nMj8Ar3DAUOxoH4ikZBihPhyiYMo0gBNBR6OGhabz88FT5HlO1Ds8TjjhhEN37txJypj0MePsoihwpNMeWZb9g6oiBQub4V21Wm1KYK9pHzh+sW0WiA64baacnR2laVrAtaUGtGfPni1LliwBfIHEXaGq/1Gr1c6fzJmkaUpN6TWq+n8igjNFWvINeZ7/pvX7PT09PUmSEEXjVIluX9qq6rN27dqHOOdo1VY2K/c1NHYB2vQDxphnqirKWG8XkfNVFcGPXT5q6PYi9Ih1UCeeYWf8V0TRIUtUd+0F7RPHaBZQEW7ogjHOiC5cXBhqbiCaGdd7jjsykwAb+1qi4ZqqIoARqHOtIC72c4WIsP0FqvoIBHBE5NmwA4qiwAmz/fCoVqsvFBGiXxgC+d69e0/atm3bzQdj6N7e3g9Yax9ZFAU84jjmkQXiC2ge3SxOta+v7379/f2/pv6LYxORXSLy6jzPiWQnNdI0JSpFseoXCG3AE67Vav8z8sugMFWVbiq8fAYajcYprW3Ssiy7j6oiRJ8ECodP79FKjYUA5/gjEQGp/X1UfOAMq+ohngpCf1POf3+lrEldxdQ3qlhjGvu9Dqe+j/iN2bEAvSiJQts8Qoq5bPvnm4rwDkRyFaAVICq6EwEkfGwLWJDtWRwGPXVOa9gRq+rXRIS/ZdSOnXOPs9YCZlx7zDHHnAaGovU6siy7Eyluf3yi7odPJmPVZlvE3XWABaID7oCbMJ1TAJFMeizP8xdN9vs9PT13qVQqcIF5eUBTgstI1HuAvmyapnCL3+73/Y2iKJ7Sepyenp7jkiSBphQiA14kdEq6wdeAadlGDZiXGS8nUNKIeBDphu+EhhA44cBXnuzlTHm7JDHabA7Xsaf8/fZ/YS44Pu2/inm0x+CAtxdFsaJardLS7/3GmF8iB+nrv8hNIr36bmMMES3AqnCjQoq6vGSf8eFvOGc6HvGss5ClCxLpaCh7xy9btuy0jRs38t39RpqmbyB1TO7ao5qh98WxiCwQHfAiudlpmsLtBUiFqk8fes+tqeRWM6Rp+iVjzN/6Vf6ri6Kg7dnwqFara+E94lhVla4w9C/9BApYxhjUfNCPhqZEfQpd2z4RQbIPoBcIU6IN6sOk/FgMtNaMJxDqICyaXOo40EkridHGVB1v9I0LdWYALKSu+zMReYnv4UtmBlUrnkdAUvB3cdavAQbhGyuUz+Uo3cN4fnmWqR0jhPM2VYUtcDcReYEx5kRVvcfevXtP37ZtG7zi/UZvb++x1lrkWu9vrf1GnucsrONYJBaIDngR3GjP38X5EvF+31r7hv7+furIB4w0TYlqqSXd1Gw27zs4ODjYulGWZetVlaYNvJCo5RK5UteCWoQOdVC9+hhiBSgP+e+TZg5ITepsRBfsg+iBFB2Nzk8VkVJAZLq3xRprnHHmCfcbMt/+dWvGcLp7XBzfm1nti1mz4aTQ4pRJvN45Dhfw4hN9X15KLiwe2Q80unvgRJ1z4BlwqmFxGJ7PcDwoSSwseXbhvjMfXu7rwCd7fv29d+zYcfqNN97I4vOAkWXZGap6JjXoRqPxsNZSz6xZLx5o1i0w7RfdrJ9pPOC0LFCtVt/Ny8CLc7xyLC3anp6eFUmS4GyPUNVLarXaQ0ce0Nd8f+LFPnh2bhCRpzjndqCH6x1pnbowvU69GhY0D15MpKd54eH44TASDTMQDTnHGAPaujUS5uVGVDGpkWjFNKVhlnUbs7fukS/TLSHOdPQ70/uflMXG32gEaKkNe5z1XbQqWo08OM8m0q3/SqrYc3fvWqlU+prNJprqcHiJaklNP1xVcdCbrbX09aXOG56sABpkf5RVQv9gFp3/WRRFKOHAJoAieP9KpXL6pk2bcNYHjLVr1x7vnANUSQr8ZUVRoM0exwK2QHTAC/jmpmn6U2MMXOHPr1ix4p83bNjAS+WAkaYpabJfeqTnv7e+OMLGWZY9UFUv5EVDq0JV/c3evXufdMQRR+zYs2dPP2AwVvy+yTiCHKCf6ZAE4OprqvpU9kWjB158/oV1o2/sAKUKMfsuEQGYhYLQpFJx1iTmmMMPNX/ceZu5y4pmc9vNVHqneVPngWOc5pXNydcqK51p3DLDwPaxr4ynACc8aknD129vKIpidZqmr0TQxhhzSVEUDzv11FMr27Zto7MR7AK4vlCWQBn/2Cu9wettjYbDsXDE4BwQ8QDguNda++rNmzdfwWlmWfafqvpg0t61Wg2u/aijWq2iKY2O+1eKokB8I44FaoHogBfgje3r6zu52WzSdYUXw7OKorhorMv0IgEoWTWbzeY9BwcHrxm5bZZlDwXF7LmORLifLoriVS3OmR7Em/zfn+VTaby8iGARjX8M4Cu4wtCYqPuKCOL2vLBIeVNnI0VNv2Kc9Ut8GnrU51OMNWqcWZYkzaSrYUmf7tgDanb6qevZfgwSk5jmcH+K2T767Byv605q6n9u0ytmejlylKoA/YVsy34XTj3XWvtveZ6/iznT399PB6/hkaYp9LqHisgfVDV1zp0yMDDwq6BA1wIm5DuhFsy/ca6086RHNiDJNxVFQXoZzjygq4fW6/XTgojNaHcjy7JnNBqNS2hpODt3Kx5lLizQptkxF6cejzmWBY499tjerq6uT+R53qrkc8DmaZq+xxhD7em7tVrtCWO8CBCV/64XJkCE48V5niPMsd/IsuzC1atXP27r1q2kqFEBIpqlddsJqook5oAxhnQfTpdUM9xi0Nc46qqq3uY1pld5WlKor4EepdZc6kkHFaPEGtNzZ6fbbrKNvfXRo5zWE+yk4LZikrJO7aYdqs+TZ18gh1eMloHoQQ4R023VDIWeWuPvbrgWLCIoUEEJCl25Rr7ztNlsVkdiHcLu0zSl2cFpqgpX+Ehr7Ul5nm/0rQPJ1LTqnHN27B9eLwAEOo9BxWNukTV6da1W60/TlHaCj0iS5PSxsBgHaa349XligeiA58mNavdpZln2fVWFKkTKmRfCAcPzgEOXFWq3TxqPr5im6UWq+hDUsqBViMgdUAbyLz/SzEQJPHOodOGQ4SKT3uOFuV1VSWXfv0UEgVIkHWg49p29WD777uqq6FC9IZOqEYsRo+12dtOLyAzncpguM7cLa4oOG+1epZQOeF+2YjpjhLCLsWLUHZjlaBXGaOXmkmUJ+e83GmMoizAO6IbEc1er1ej6NeqoVqt0G3uuiNymqkmz2bwPDtvzeWmEAlWJZ5gFKowAVhw4YXSaoRbRnGStMeYd3gl/LE3Tt4kIbQdPL4qCtHUci9AC0QEvvpsuaZqC1ET/9rSxHGq1Wn0qvU15sYjIr621p423Wk/TlCj5MdA3RAQKE/1QPwcX2Dm31/N89zjnnmitfSEOlVScc47Id0BEruNl1Ho7vEgHETDpa15s/Dlo8RLRbDNGjhnZ1aZ1H4mKNkU75jmfkcVAhz7DuL+ScT7NMQrlZ6p7Cih9Mifni8jj/Q4CSqD1uXhPURQ0EhnLCQNmfK1vQgLo8IQ8z5GhDLXdl/pe24CxeGYBFwLiOsvT/6DjwTGmecqfVJXM098TXTebzdNjqnmqt3ZhbN8xL6aFYc75cRVpmm4cT7auWq3SvvCTIgJa81tFUVCTHXOkaYpaFsAUVv5/U6lUUM0CCb0MnrAxZrmnIH0YnjDO2Mv2sfKnTgdSGn3o4GD3/eOv/VRBlfJig0tMDfrHzrnXJ0lCa7aAnN7v/KyRhZ/ibffjNs2ovu2n0QIznsK+Q9p5pHPl+QrIZZ4jaHMBIR3Qy+VhKpXKXcfrGlatVs8QEdDMDRG5fteuXXcP7QWzLHsOrTp9hM3ikOceVsEyEfkoMrGq+re1Wu3r1Wr1LajXUf7xOtJPrlQqp4137CnYIW46jywQHfA8ulmzcappmr5ARD6kqrRpe3lRFOOq81Sr1bN9xLu3UqmctGnTpqvSNCXFfIJ/0dF2EEQoIK3V/hqoBd+kqvCSg+PlWQwvRiIIImiUtPjJQoBYChH9i/I8f1+aph+EqjGKAx7JBeVFCPeytVY3G6ZcNMcYM3Pd7pT2xBYdvvct6WtUqdBzpm0gWuVl0xHf65osEM9HQDRrURTjwrZ9S8Av+4xMf+tC1ncWYzGKdjQZoUeKyJWqSvoZUCRdxf6uVqudW61WTxYRVLPAQmz10flpeZ7T3zuORWKB6IAXyY2ezGWmafoSEXmvqm631j578+bNdIMZL/LFOdORZadz7u7UxdI0/f/tnQmUZVV1/t8571V3QYNMNutDbAAAIABJREFUrSB001X33O4GGwEhzIKoDMEBUNToX2MUxzhF0DggqCgSR6JiFAecEWNMNIqgEpVEjZiARhBD0/fcauYh4BBousqqd3bW7/73eevW61dT0w28qnPWcklX3eHcfW+dffbe3/4+enpP1MWOvsj/1Ag3gqnosQSgwr8RkIAli+iWhRCdU1LYfJf8L0YRS5vN5qva7fZHvPe7O+f2FpErjTFL9HjmiN7xo+qLaaPReD26qcYYpNsepPHge52t9GCzIrWY9t5b3hTdc5pUzyVjIyJkWxikgNnAMW5REOEyYwz/TR863xwpZNDKnZ5hsi5lWUaq1J6Pl2UZjvUyJZH5ZV16kBamm266CbWyJ4rIr1R1ifa97fRih6EdXBRFXUObliPAi/uEEJ4+MjJy41Z6p+myDzMLJAf8MHshD9V0nHNvMMacLSL/FUI4ZWRkhB7dKUeWZR8zxryahc4Yk1MPc859stFooPfLQkk7E3VdyO1vAuHcaDSOUDGGJcYYfv94dZixUggNIPVgCDtYFBEuR6/4eOrGxph1tIzkeQ6ylZQ3kQz1uBHt2YyRzEbv/bbOORi3iD4ekrGQ6r1b0sAdYY+Bba434xv3qoHyaIWjpa3XiM6ZNPM2egApYUCADLiaYXjDKdfT0mRYOL7uzEe99/EaUznhg4wxtClxHFrXfNud4ZwDgHWWiEBWs5uIUAumzY5++F3VCbNZpYZMp8GHFeT1iFar9dS1a9cCUkxjnlsgOeB5/oJn83h5np+HSLg2/scFa8pT8zz/W9Cc6A9v3LhxWayDaXruKawpWv9FJxV082+MMbQmoZxE9IqTJRJm4HSjjCFaxiySBLY/AqQFUKzdbq9vNptX3nfffXtsv/32fxJCuFQJPoigSS3jiKkFkzanRvwzYwzO/SFjgYiUmLOx//w+pmcYPKvoOjxi6a/s/969X80+ZER4p90Ral2nN+r7cmNqvHxzhyl4CieMoxwQkXuNMUTLHE9GpnstvNN7DznMlEM50bk+3+CPvPdR67c6J8syVJG+xsesvOngKjieNj7m9hfe+7/XGzSdc6SkATBCfYnQyiYiKfP7W1l4T5cc8MJ755OeWJl96JOcsh2pa2cPCAUt4bu996TvJo2VK1ceG0L4uiI+aR2CYQtO3YtFBN1hImsWVRbSDoBKFZQiDzTpvceLyIuplyGfCHK0KIp3OOeoJRPVxhQjWsJfNsZ0iEFqGqxb2wH3dCStRquS0mtXbJxp9LDArBxww5iNDZEYiRKhYlD+H3QzwL3qOtqexuarGiJCxgU2KgZEL4Cw+D0ZmV8bY2i/izsD/v936kQnrYcicn1ZllEzuOeLdM5R9oA3etdGo/E97z34hs7IsmxPY8x3G40GkTzz/3AI4cvWWhxv1mg0Xui9R0WpGs65k40xF1KJEZFDyrKkYyGNeWqB5IDn6YudzWMp0w81qRfEmtR05ymvNPXUu7z3LDiTRp7nKCARZYBOfqxGsSx+72o0Gl8SEQAxRDEshp0eXq3jVn2U0F3S4tFoNN7svf/i0NDQULPZvH5wcHD30dFRIu/na39nRfsnIijQUIfm2oC1aG+6QVPS1KBZqLfW2MSREPnSc7zF+4631hM8CNcVY/CSs71T3aaId5BFweHuYIz5VgjhyYqip88XWlQyHpQeYJ9iA8fg26COioNjkOqlF5f1jlor317s3eX3/JyNIc40/jvOd5PItsd3vxiuaE0tv5eNYo9jYHg7We91rvf+rCzLLlEu6jO892xsq7F69ertx8fHL2cTAeZhtoZLx/WfBZID7r93tkVn7Jzbx3tPlDDtyLLsmUoTeUdZlj0XBdiwRATUM/UxiD72EJE/M8ZAVhDpAHGIMfLtbh35EilCEflgWZYXMCFNd+Nc0RlGo5XFkzoftbtLlMjjdwrIIspgQaYujKNnkzArso6Znn+uv9/y+KO5zuCBHy/NHcS0//DA14i5tTd1b2q+aIyB6hTnFftrSR0zL1LH0bPDt/y42lNTntiN70J/Bi/6kXo83xnljRVKh4qk5iBgQv2Oqv+vXevT3vuXz2TRPM//AeSziLy3LMtI/NE5zTlH5ghHC9DwTMUzsKn8KxH5RFmWYCo6gw1tQkXPZPX+/v0D/+Pq7+dPs5+FBYaHh59lrQW1+Q3v/TN7neKc+4gucPsbY/5NRFgcWTThgj4cx2yMiU4YB1zv1yQIprUDZqwvRN7cFStWPLrVagHeIqJ4jSo1QXHJuf+ufNKQ5UNqMKpkHxxPewk9w6Qvqc9twn7U4xlmc8wsrFV5hkq0eJqDZ5eCndXdNvsgabYapj0NS+TE9k+U1r0/muo5ttYzcF0iX/jBGUSs9O5SduBdXq1oZzR9Yx8v59BqdnsNdMcGjNQuNVW+t9jOxjfIBo7vGSDfI4wxN4cQ9iCzEqlOlRo1oqgREXlNURR/N5O1nXPIfgK0eqf3HqrXSUNFTdAkXhxCOGdkZIRI+FVlWSLlmcYCs0BywAvshc/1cYeHh59trWUh+0fvPbXiTQbtS4gsWGsPFRFkB0F74nxfwu5ekacAZ1gIWUxZMIlmYnQKmpQI5LKyLElXV0PVYw5RdRnSg5xLXZea3b+gQRxCuBY2IVo4lImIhZeImJozXNS9+oJJWUZaTNDYOGwW5i1RMw7NhrHtLU19OdcXN8PxhgojueFpRnubfRrNjVMmR7bIhqXWRsZcIhq+KkdolHuXinjgSNlQ8bu7Ef8wxoCwj98TT8Kmi+iYdjaAfWhUgw+IkeWtGhXzLdJ/S+0WZ8l3Sf8tmR3oJNerkhfUkx0nLCL7lmV57UyvQrsBYHsjtcwGdNIgxTwxMQHKeUdr7cvWrVv3uZmumX4/Py2QHPD8fK9b5KlQZBGRr1BD897DjrXJGB4ePspaS70K5wtj1p6Dg4Mnj42NEfVeyuJmjAEJTR9kBMqw2EVSDhbC240xVxVF0enX3XPPPXcaGBi4U2n7vqPtTdyfNfsrxphHAnhxzkF08Eh4p7Wvk0j4IvqS0SquT1gjJxZbFnI2AETToKr/zRjDz6dKV09iTJrOuIsaVv7YCH3xd2WatiHt6bgi8YFT/r4XnePmfHeRCEOUppR6bSTKiBkTHCs11BeQKtZIl5QydKk34SzVMf9WW3kAYOFkie/vp+VNRCLHOPiECNAiQiXSjixuRMY4cFLEALb4RsEVxN7iGYk6ogGcc+dDZKNKSJtEwhyn0TIc028tiuK9m2O8dE5/W6AvFor+NnHfzh7OaBahfynLsqc2r5LR/0xE3m6MQXlpe+/9KXmeU7P7pTpZolUW0tg6AliFdCILOEQI9PqW3vvX1i2V5zmAG9o6/tQYQxqyUlHSyHbfsbGxJwwODv6JiJwLXWaj0ThbgTdQZ77eOReVaTrfuIh81hhzqraeoDt8N3VtCDs0CsLbdFpcmg3zh3ZDIrBnS7zIrZW23by5za02232Pns+yGfzN1Ox5D9TrQQvvx38rhSnOlvcH4p1NGw4S8Q4G0enXjTFHishSY0wE29H7jYPFicdMC8fzbqFAJTLmelWkHEIYstbSo0vbGhEz1JF8A20IafS6sVeY67S99z3pT7sNlGXZh4wxp0MEUxTFJjVhjs+y7H1lWSIWkcYCtEBywAvwpc/hkacNgfI8/zZsPzhUqPmKoqDNiJ09LRZPMcaMKciFdiW+NSKZSAnJYvpDbS/CKU4aBx544Lb33nvv8e12mxQ2gBkG+VCAXU8gFeico278ExGBZJ+aIJH6i7Ise7MxhoiiTjN4j6aaWZSJjJjbt4wxCJ7H4+op6KjvOlsQVx1Q1h9/V61mozExVavUtK9+uk+oV7Zgql5bshmgmb8NexoXNcZAMepUmCNei3dxi75rUtHYF6eIUhfR63+rslZMXf9ea7g4Ys7lfSOEACKfeyDsgZOtWpsg3XDOgZqGKYu2Nu7LNwu72i7qkEm9cA73HvPed9qepjOGcw7H+2jv/Qvn8HeXDl0gFuiPhWKBvIx+ekxdWFjQiErvLooC4XF29Dg/kKDrrLVHiwjHRC3WqAXMoaSn7/Xe4wB7jpUrV+4dQiBFHSMZopdnFkXxPW15Itp5u8q8/XdZlhUK1jmHc6/3hbLII/zAosoiuk4XWmp+tLkgd0gKO9Yh8T5XK6p2yrqwMl09vKLaLkt2BbmT5zotVHvaX3ZUhnq9ONV13iP+ToFNOLul6nC5eHUDFbtfrVSRVZuQiOxkraVKTTtafY0CZIWjBBfAzzeKyFettdR8n6WlBZwtz1lvTeKcQX3neysfNA6Va/A93NRut1e3Wi1qy9CbPt1aeyZ9uCiCiQipbu5Fvbny4VP1wffT33Ca60NvgeSAH/p30HczQLBBRN6iCy1kBRXIBUq9EAJR6T8aY/YTkYN0sQLUQp2W2isLJCxX40VRTJIf7DaEc44FF/AVi/EdjUbjzLIsP6tO9kzQ1Y1G42Br7ZH333//Xbfeeus9eZ7DQ01KutsxRtAVKGnS4CCuWVAj0QNRWj2q+RBsXzH6meIlcQ96jWON8AG/y7Bkx3vsht+zGdgiY9osszXSCJsl1VjPLGwyTxFBCYuaaxzUXdGGxuHS3kP0Gm1NqveNxpi34Xj/Pw145WT5phA0qPp9Nf3MZoj08U4iAliKg6kZnyIiL4fAQr837sdmi3dagahE5HJ956CemQPvbRGpbv03oL2/NMaQKbGIMuR5jmDIzhplf0MdOP+O35b33ldRdRrJAptjgeSAN8dqC/icoaGhQ5rNJnVfUs8/LMsSjVSc7yNF5D/5H9y3WuelrgfvLmnjRcZU1FA/YZFcvnz5cVdcccWUTTDOORzsu3XxpC/zfd776t/qgG9mcYRb13tP7TD+HEKGDnJVQTQAwCJqF0f+t/RjighECAerY6iIRWq0mJFHeKoItwJx9aAw7P46Zh0h1xb4h/sXRsYgAqR6OeDuPlpsRfsQ0S1AuzorB370ZBHh3ZKRwMFRavimbo7eGG8gIqgGAZwjGl2hSGmkASF5oSYMA9aHFC8AsQZ9wDcqSIs5oM9LlgQHHNPYFZ84mygibmst/eacO+G9X+ScY7PBBoBWOBD6/K5OQnOm9/49D/cXlub38LRAcsAPz/fysJyVtk/gZHGmF3vvIZyPjg+5NYAw9Puy6BGVQEQf6Sr51n5hjAkhhOPKssRRTjl04QPsQq32X8uy7JDw53mOeswFIYQ3RsIOLrR69ep9JyYm2BjUB4t9XERxHNQbqSkzXwBWLzHGUDMkimUxjtHdtGnWbicy/QvrpHOndcaDjYG7Rhvjj7KDixthlODtYTvo040sU3HTEtuGOv5S/yOuMThYHNnpNbR5/N0PNaMCT3LclK313u/jnAMJ3xQRsgJEv2Qs7hSR3TVa5r5QlwICBA1N9uNxIYTvWWufrMQs1H0BV4FZAK3Pxi2ipDk/4gKa3vuB5cuXH7Vo0SI2C78ty3IX5xybNxz4D8A2iAiofRSVLvXegz9II1lgsyyQHPBmmW1hnuSco26LqMJHvffnRCtkWfZ2a+3zSOeFEN5vrSV6xIOwYFZOVAFZG1qt1vEzCY8752gxAZVKRPO6oihYVDvDOQeRwQbvPf2/9Z+DqiYyi44uEvNzDHOBhB+puHu893+VZdk9xhiiY0hDcM5EX/xN4IT52VSDGvP9IQRS1BfUWJNIlwYRqaNk6053SgdsjPk5NcftG9uM39vYGFWdtuqHVpN+nHWbldqWFC8tOlUtVyX+qPnG9WSTFiVFsm+D81LAVX3tIdocyPMcJa7lijxmU4RTRVv3osh8JSKfN8YAaMJxErnG7AaMWb8viuK0uHnTtqXPiAjiBoD/uCdiI5/S87FzxAZUaXG+jaIoHllrEWJD91ERIb1N1oW2JlD8f+O9J0uTRrLAZlsgOeDNNt3COjHPc5h6XigiMPx0yAWyLHsaC6SI3DMwMHDCxMQElIBErTciK6gtJqBOcUrHz0Quv2rVqoPb7TapwkAKUNOJMxo7z/M1EO13HRgdHosr9ycCGgasNTw8vJ+1Fq3iKmWttUbS5ftMcY2qAVnrjlzvKu/9katWrdqr3W6DwmXgEBhR+7V73kRRUzl25grqlih8yvTujIaYFjvV8+yIRK7ar2rP2Otg5lj9TwFMkKE8UVPx0Rl2nxedO/+P83qnpqEjJWlVGjDG0DNLzfXjKFwR3YrI+8uyPMM5R2RMehonz6aK9wZAi1IDbW5ci3a2A4wxK9rt9hJrLQQrKB5xP1D29PtWdJPW2jeJyHtEBH5pBr3kYBbWG2OGKK1475/snOMaq8m2aP0YJaVzjTG+KIoKi5BGssADsUBywA/Eegvk3CzLAFy92xjz9qIo4GOuxqpVq/Zot9tICP7RWvuEEAJtIaQBYbY6SoEytB5BsnDMyMhId3p4Ews65ypEsjHmz4qiqPRSZzOyLLtN04Kd6EvrufybnmQc6x9V8PzHeZ5/UESoX/P7mGLkOIBd9dErFb1ORM4uy/KiLMtWGWNQaOIasV8U0BjRMP/GoRKtUacmjT4Vqro9Pj6+amBg4MGQoJuKRANAFCFt7IWOGxgiSCJ7MgOk7XlWsgCApEAKU4/FAQOsitF/XSIwrjOFMeZzIkIEu0qNHLcMqGvt5pyD+II0Mz8nU7E0yzLUtHg33HM7ETnNGENNdlsleWHDwvGfF5HflWV5epZlkKvQI3yKtfZpIoI4yIHqcD+rvM+n1pDNFTlMZMFC9KMsy6/ofLjnqQDFqGV77/9sNt9kOiZZYCYLJAc8k4UW+O+dcycoIIa0M2TynaEpwxwUcgjhr40xpKFZ+EgbAmohQmHRPsZ7D0XltMM5Rw8ohBxTck73usCKFSv2brVatCvFQbQFUMdYC72vVIxIjUbj4xEwk+c5LSegoPkb+K1GWAC0AO7EiD0SNkQnUUnfwcRUlmVVA1Vu359qapKUZoxwcV5sToioWrRkhRCg9OTfmwxrLWQgV4YQAKlNlcKeyYS9ft+d9p4UhasjinrKvxMR0rB1CUCenc3EN0QEZrFYM2Wj5AcGBp42Pj7O5oLSROdeXe1Gsa7OvUEjP0lEflyLnpk394DSlCiTUgAIeTIOjy+K4mfOuc8rrzP2ZQNA29E/caKI0E8OaQsZhN2bzeayG2644dYsyxDlWOy9X+ycI6sCHoHeYOO9N1mWQfDCt8oGgpQ3AK9YgoBUptqIxOuICN84G9HjmNPmvIx0TrJA3QLJAafvYUYLDA8PHzwyMkIasDOcc//IImmMOWpsbOymRYsWQXSwXnmYM3W+zRDC8SMjIyy6046a8AK9wXNin1IShUgvyGIPg9EOimaFK5po/HrvPU6iknubmJjAuUa2rJ8SkQHEUqm7mGqOEnV1B3yNtfbiSB2Y5zl80+8i1S4iSCHGCBegEjY5CiWnRqPxMSWXQByeAQMUPdQVAMha+0o4gZ1zLOywPcU6cDfqFufD/6ZiY6KmGWX1KoCUbkJiVIsT5J44XZ6LdC6bI8QuiD6xSWyDipEyJBhniwi1U0bctFCHX6HvDufX7exxzOjjErlS/+W9ECX/h4i8S3VyuVbF+oEmNJSjxhg2I2xU6NGu5ACHhoYGm80mNX7uAWCObAubKqLRDZptYUMFIvp/QOfXshNXhRBeaq3FCZOyBqV/78TEBL2/2JsyBClt0P0HG2OictL93vtHQIvabDYfa60FNQ9r1oFFUdCLnEaywAOyQHLAD8h8C/PkLMvea4x5U6PReKb3/pvKfEXqmYUMnVUWWSKa53QDqKaymPb8En3uUxQFkeOsxtDQ0F7NZjPWYDknirbjcPg5EoU+hHDiyMgIqWIiGrikIwMWjoy0L8dWbEw6JrXK6M9wfDIwMLDr9ddfT78opB9sRDgPUpDH1M7/gqZnSVGjT3wL3MLGGGqKVVSptU+elb5WUOVvdM7hVIgucT44UHpq2ThUgCc9D0fJJiXOkbo7KlREsCj2QG1YReIaifKfUfyiEquotdLg4L9MWtdaW6Wga84/Pg4AJ2ga4QYHQczPyQTQL1tFy6otHRnL4nlxMxDT0fyc5+OZ4XbG6T23xjQ1Qg95o9GAH5lomFYksADV5iHP81eLCC1k1ebEGMNm5js6p6+ICHzlFetWq9VaBtiPKJcNmDFmDTViETkLwRBjDL3sFyrAC3AhmwBsxu/fIiIXWWsRVPgEgD19RurdbCp+Zoy5ss5dPquPNR2ULNBlgeSA0yexWRZwzr2NdG6WZZAXUBvDuRFV4oyI7k6lhjabi2dZBrCFSPJT3nsEHWY9atFvJMVgEUUgHUWka4wx30d3tX5BresRLeGM/kWjNBZ+1J5iujQCt+qR5q+JjoqiADBUDecczw0qlnQmdJgMrkF69KkqJsHPSHOS2ibNWa8Dv4iID9Bau92+oNlsXhZBQbVr8XcaaRD/1xgDj3VkleIwWMhQ1MHJ/7MxBqRvRAfHaBnHRDqe+5OpYMPEPEgFQ0ixt54DEI36bCeaNcZ8PIRwuMo9xtotG52x8fHxZTfddNPvVq1albXbbc6N2YLIehbtGZ0wxwyJyHfLsjzJORftHNciasnfURs8BTQ8OtCAsWr2JtvBJu+O8fHxIwYGBrgmmz82LhBj8E5/xYZGz+EeOPJtYXAzxkB1GbnLSUW/0hhDeQWbME9Q1y9qNBof8N6z0eyMPM+PZ+70bJMSL4ri+7P+WNOByQLJAadvYEtZQKkicUpItNGq8UmN0F7jvf/0bO6zZs2aRaOjoyyQvwVwM5tz4jF5nj9GRGK0zMJJvyiRN4s+aeXd6CXtWkCJgqCZJM38nyEE5k9fMXOIQu84qpiGrm9S6Wt+SlEUAIKiA8axcW9q0FWKmzo4mwBlg0IJh0iK9hvYtxida46Nje0yODhItAzKl0UdZ462bYymSWPH9DrTAkkca83cFycK6xQoYBwRfdoIWIAMxgnG/twqNa8At7UiAqKY5+XdMa9fECHi/Oh17aLl/A3kKsoaRZRNVoEBaQU93ZVEn7apgRlgROKTCGKrHLoxhnQx2YOdvffba92f9HcV3WubGLYY9N4fSA8uBC5FUVRR7/Dw8JHWWvpxI70pxBvcCx5y0uqxlUwmJiaW3XjjjbdnWXaQMYYSStW3q/PkG6CN6D7mkef532qJgMwDmyfsvyMp9u5vUtnW2LDdtnz5cjcdocxcvud07MKzQIqAF94732JP7JyD0pHWjidBlK/tPG8py/Ijs71JlmW/hLaSPs2iKIigZz3yPEfflcUaR1Q5F1WxYaUn7Qt1ZQXUiSPPc+p8pMmpJ7KIg8ymJggfMVzTHIrTwglG/WF+Rtr23+u9x8PDw6uttaR/ORYnEElHXikiKOFsE0I4rNlsQjRBjRQnWE9Tb9So7MMKKmIDAtjoGCW6wGmh1gTgiDnFmjWOmmO5HhE6PdMAwWijISKnPklrFZuIWPtlfqTacfBsOkgp43C5BzSMIJ2JBH8cQjhCz4sIcYzCPE4SEYhLqIMySDG/yHsPEQYpYlrBcMYcDzMVpCz1+8donHmfbYw5vyiK+5xz2K+iphSRn+s5e1prjw8hkL3AqT+Dcofeh3Yyass8O2C755RleUme5yhiHSsipKYpCaCMVUWwzjnmtQ8UkytWrNit1WpRD+aYJ6OIVRTFs/M8/76IPD6EAK3lt40x9DvTkoS29aSR5/mzVKrz2yiAzfqjTQcmC9QskBxw+hw2ywIaRbDwrzHGnCsix+iCOindO93F8zxnQYc3mlTeP8xlIs45gEpEfTgJHBIp15j+BBV7f1EUOK5JQ2UKrbX2rBACizgRMlFs5TyNMSMiAsI59rzGdPEN1L3rNW3nHHVkWlpICxN5VVGaiNAbDeOWGRgYWDo+Pg4Ii7Q8Tqej+0qkXJblE5xzLyeDwPnW2j8NIdBjSoQKT/F3NTLj2WJEy8aHVHAV9ZPq1pag2621kEWQTo4tQZFUhOe5Eues6V02HtRMcWDHDgwM3D0xMUEEzcak4t9Ww8GdjbPH+T2n3W6DMmYzUUWzSDkWRfGZaGTnHIAuHCBzJSXcoW0ECGeMIXpGfvD5MX2bZRl2QVSDi24AUW+tPUdEqL+eCbEGEoJFUVTgsKGhod2azSbOEQfMPmP9wMDAfmvXrr1XSVqI6Hkfod1uL1u/fj32xwljLyLeHeEtFxFUuyoEOD3nw8PDu1prrxWR+0C5a4877/G13vuP9fiWaKfi/b+tLMuecoNz+abTsQvPAskBL7x3vsWeeGho6OiBgYFHi8inReQjdWrK2dyEViAALTOJMvS6Vo0oH8dC5Bz5n3EgECwcUBRFvTWJBRguX0A21Ie/pL2tr2Pd1/5XeIVPExHE1GMKNTr1X3vvAQ11hipCnaYRcCWzSApcRF5nrWXBxlEBTCLSagwODj5idHQUAFUc53jvz6qlSK+21p4eQqD/GSdIWnxEgWSxPYYoHQnGY2v1aiT6LtYonfQuaVSOpx4eiSq45zeNMfTEwjj1eWstkTebl/ePjY19bvHixTgqNhFRuhEbYFuc+naQVExMTKxptVo4ciJsnOy7y7Ik8qyGboxAVnN/NkhslOI6UzGVaZngvFp91dbq8tiPOu3+jUbjIO89rFQQYbwihHDUyMgICGXuA7Ul2AOuDZDsMu/9i7VnOPabM/dPeu8rvd0sy+jlvZBSSVmWr3TOvcEYg9Y1AK33FEXxzuHh4aOstTCtfQY8Apq+ke+813eYZdl5xpg9Um/wbP7i0zHdFkgOOH0Tm20Bbedh8fuu954e0VmPLMvQ4j18rnVfbqB1QOqsjGsUeIPjIBpk8byyF02gc65yAK1W68kTExOfVPpHolgiYNLNRHJEj0fURBm4B/VbqAdxzJ2RZdn3jTGkPKlTxkiZiPNKELr0ujYaDWg5AUgVg4ODB9QcMMedRPp26dKl2++www44i78SEWqxAKl21h5d0MsgngGRX+fEAAAeYElEQVQnUU8ltUuqmQgOZ0yr12uttUTQgLMQQiD6i6An5g5vMYMsA+nUq1U9CEeFA/6p9/4ZGiGyiUBQg7pypZervNkA1EhTn0NrGSQX6vxwVC+r28U5R9RMaYD7gRyOtX02S0TNZCtK7z3sVNFxQ4oSGdZubzabj2+326TMn+u9/3udGziBTouVcy7SSHIN7Ha+9/7zzjlqykTUZDWY/+7ee47FcaO0BDag0nnW/mKelfpwBdpSSc1zW63WUWvXrgVLkEaywFaxQHLAW8WsC+OieZ4DaPqC9z6Ci2b14FmWPVMlC08sioIU35xGZCfS6Axlm0isz8IvurDjPDrDOQfDFYsp7UZEPdBnIk1H/bca1Ae1HYr0LU6vg8w1xiwtimKSQoJzjugy9ixzLL+Pc/m9MQamKIBhOKxPj4+Pf3VgYCCCxv7YbrdXxPRozRExT2qqEJng8CIpBmlnUrBE9UTb+2iNF8eP48KBxfnifLFFRTChx3MLrotAwc+990epyAA9un/03u/knKOOTi80QK4oJ4jTvIL2Ke3tBoDGHAA94UjZ7MTe5uoxFBkPdSmbI1Lpsa/4j9RVRQTH2242mysgzNBnN1oL5nmx4zOIesfGxk695ZZbfptl2edoHaq3qeV5/nSVnuS52Whs12q1SEWPOOe+ZozhGowP1VuG1HFTz2cz0nTO4bxpFzs8AuyccyCpH+u9rysfzek7TQcnC8xkgeSAZ7JQ+v1WsQD9s5sDXnHOUbfFkeAYUDQCsUvbEST91DffWxTFl7on7ZwDJHaEtfbpIQQk6YjQiNwq2bpGo/F3IvJBnI/2zCI2wCACJb0+qR1l9erVwxMTEzgjnHUVTSkRSdVupM7nn0XkxVrXfBXOg5YejcqqWmT3PFeuXHlICOGHSscYa77QedEutJ+22Byu+soVKxWbGVWf4r+rPlhlh6LVpvq31mz/W+vbOJ8nac8xc79OwVUge8kE8MxEzbEODtoZh1ahlemlNcZQd4a1CuKUuvxj9Ujq3DmfmjfEGttqpgCecDIGbJwAcJEhiOewiXi/As6+5L2nxtoZGgXf5b3n3cVziOJjaYB2tn0paWidmM0WNuZ+uxVFQQaEueGYb/Leg4RurFy5cv92u30Vvb3ee3AN1ciy7GNlWfLMaSQLbBULJAe8VcyaLrq1LOCcI2LDaYA+xkkCxsEBgLx+qvc+tsFMmoI6hKrVKcsyUsSksEH9FvAEo8aTZdn/M8YA3IqRE9fAYTy2W0RCo3hIL4juYkvMVSCLVfcYdSNaenC8tLPsEBV21MH9ojty1EWflhlS13VpRBwxBBDQLYJAjo4pilVQkyVy5u+ZFO8SavLKKBVr2VyeNHYLZ16W5XHOOerLME7BcEWdmgjzNgB1NcrJqj2o3W7v0Ww2iTIRvGAubGKIpsk4bMJv7Zwj0n8MUSWbgYhy1ro1jpm5w6tctW7pIAqOWQVptVo7AKyqOVv6yp8XQthtZGSEjRPlCJDoFRELvbkhBHSHL0cwxDkHSxabMWr7HymKgl7zniPP8z+H6UtEXlWWJSWDNJIFtroFkgPe6iZON9hSFtBF8osaYYI6xQmcoECaj4JqLsuSCLbb+XIsEexrQwjfttYCDoKMAicHivsnRVGARv6EnvjK2gW+SX20xzUBAcFbjfOPf0ekMmkzgoOY1CrtR4CJ/sA1siz7L225gpCDqLojNl9zMoCWoEdEOhGwGLViUuWXiMhJ8FmTmlW+aqJIgFo8C+hiHCybARDKp4sIQDD+m/uRGscZcz1aa+iHpZ/2iYrOxpZsJpB+JApl4Chxrr+31h4eQjhPRLwxBpQ4rWOPhE5z22233eXaa6/FcXbGihUrDmu1WiCimQO12GfrtdhAUWdGUxpO5timVJ0LMAoCDL3QK7r7yRXFfqv3PvZGR0AW59H2BeUk2Ywj+RayLPs7Ywwoc9NsNne74YYbAP71HHmew851XK+Ifkt9w+k6yQJ1CyQHnL6HvrFAnucwPT2KHltr7QkhkFmsaqTfw8mgBdvrYbS2iNj6YJ7nr4IistFoQL4BqOqJg4ODB1133XV/1F5RHGqHV1pETijLEkfV7dQvUQatSHSBA7pL67Y5rSzGGKJ0nDziEudHEBgR8FQ0nXmePw4QlNaSiThxgnBMfw2qRRE5z1oL0xWpYMBW3BdwFrVWHDF6utRyOTZSLI7SlgXXtV4P0BwsVAC3Xq2AJRwYDpMIm/o4npt74yBps3pBCAEqTVDd9L1yT1K6ThHnHXKS2maC9De6yc+x1tJHjG0rWULlnd4dsFpRFETwcZg8z+/VHuJfFUXBBqYzsiz7ujHmlOXLlw/UCDCo3YPgRkWLtqrTIT/RDAM1Xr4b6tFXR0atqT56AGSQu5Ah6Js/jDTRvrVAcsB9++oW1sQ1PXwRaUZjzMtCCLQUIaDwDlKtrVYrr6cro3WyLINoAUANEefrnXPQHJIqPkpJRD4AWYfWDGF8+qqI/KWev857H6kXux3wnTX0M8jcCHAiZYrTYmNAdAoY66nwWyvtIg6ZtPaqsixhuZo0hoeH91Vyj0roPoSAti01XWrYTwb0xuZDOZuphSKjBxiKWicOlFQ0KOljRIS0MhsEwFzUcSuqRYBLZVk+K8/z54sI4gUXoDoEcEtEvkw/t4LLYmqZ+b6l1Wr9g8pPVuIV2k+MM65s22OTAiL9aJSHnHMAt4jS2TjcrrSWANiu7W7vyvOc6B2GK7HWrlm3bl2d65uIF/T3jUVRVIpUDM2OwL6GfWNW5GbAV845onz6zbcdGBjYI/J49/oLQt0qKR0trLXloXza5IAfSuune8/aAqoTjFD7izUS3NsYAxEDi/PXvffQYG4ynHNVVEiqc82aNdvRBrRkyZLtNmzYQPsQrF2wYrGAP1tEiIpB9JIyBWT8kl71QNVBxqGQzgSshITfG0TkndoGhdMmPYwz3s57X0kQah2a/0RFiGi013whBoG1ifD+jhDCrmRqNb0M0xSKPNRNAXqBJqbWyv9DfXk5mrcKMDrAORfFGtgIgKLm2vzsa977561evXr3iYkJUuXf09QyaWVEDZACRLs4rg/Y4uMAkhBdEBGYtKi1kwUgDU9KuBKPqI+hoaFDm80m6fQ3K1kJQgqA1mTJkiXbb9iwgah12+40tNoqaim/23tfkXTUnC1MWE/Dsdd/TgbDGDOM8MXg4ODho6Oj19BuVZblpXmev1NEQL9/da796rP+SNOByQJztEBywHM0WDr8wbeA9mX+DQAgnKK19jIVhyfCWkZLTa9ZHX300a2bb74ZBipAR0fleY6azwuhk1T1ngu892j04hxJxxKRkooFFU1rTkQ3T7q8MiSdLyI4R2qukQ6S6PoC6o/qxG80xtxUFAViCdwDR0b0hlAAjnKTUeO3xsGSil1krYVmEqe+K5GwMSbyRUMgESX0iFaR6AMJfhVIYEU5IwNI7Zn6L8eDGP9yWZY4o7gpAIyF2AESgYjaU0v+SE3TFxT298uyPD7P89NCCAjbA1YD4IRoAapIk2q58cFgsWKjsnz58uU333wzvc5kBkBrPyOEQPoayk7k/aif151sjIJHo+JSl7Plut+p00QqgvynIYRnjIyMfFvRzu+/77779r/zzjs3KPjugLGxsd1obXrwv+R0x2SByRZIDjh9EQ97C2j6mdokCOHXqTA8zvEuapNFUVzR6yGiRN7Y2Ni2t9xyy0bnHKIH1BshY3hPWZYAj6qhvaA4oYrXGBrEsiw7qkddi/9Zqp/L3w8kE4i5nwnSttFogLQlOiTdWuKQi6K4CNL+RYsWQfUI0xPX7tneoiloWmuIALk+ThjKRBDaPHPsraX+Cpcz86U1C6f2DUBEmmL+c62L0scKPzTcz9Rcidi/RQ1YnxtQ1ESr1VqtVJTno3ccQsBOOFVqttz3FqLcPM/ZRZCCBoWME6QFCMDY6rIsK8avLkcKGhxGK5vnOSCuqk4fN0WaFbi5l+iBOu9WCOG4bk3p4eHhM6AT7XbOSkW5ZyT5cM59GBavsixf6pwjA4D9IA8BmJVGssBDaoHkgB9S86ebz8YC2i5TaPqZlDIOqqI6nG4hdc4RcbUhmVBnc7dGb58i1Rp7UPfaa69dxsfH14sIbUmV0MDExMTuKOlM4dgReCBNC2UjDo5/E4FSk/6Ras8CVvrDxMTEY1SR5/XGGFKwRMBTcl9HwhBjDI6XaHGdMQZU73nqDElHL1XOatLl0FbCUkXK+p+0Hzimi3E2kKRQJ67adtRpw3xFlE7qnbrvrt77ljJY0Qt7inOOXuCKa1mfDaKSCklNJAmzlzHmRE1dA5SChQpaz0ljaGjokGazyfHPbbfbv2o2m7w7WpDG4V/Osox6MPfv1coEShxE9G+890Tv3c79Hmg7y7KMNfvGsmXLdl68ePH/gHwuiuJCTlD0OdSXX9RU9Fnj4+NLkVGczfeXjkkW2FoWSA54a1k2XXeLWCDP85eiB7tx48YV22yzDREmPbCkD3dot9tZN5NUvGmWZYhDoG4zBNgJMBZRL/zBxpiP1hd05xyMSAjA76YcxJNoErsfRFG1HFtRWBpjTiqK4lvOOSJfUMWAg3Ay/+u9J0olwibVTV8qjm2N955oeJOhc4FgBAYrasygiF9jrUVvGPQ0DpN2IVK20DySBiadTIr5cmPMESGEL5Zl+Wql+3y6MeYeEUHs/kwRIX1/cFmWtGIxL3p0n0g9Vak1lzJn5xz9vqS9ibQBe0FzuQ/90Hmen6Epcd7F34vIs9E9rhNk1B9MCTRuJCrN85waciwZ4LCxA3M6rSxLuKknDY2Cm2NjY0vIYszmo4IFy3vPpqQaSl36rRDC/iMjIzc659g8lEVRJKTzbAyajtlqFkgOeKuZNl14C1uAVhMWYFKuiMPDeEVU2HPkeX4lPaqR6EFJ8+mrPVhEkJCDfKIazjkYsH4rIvT22na7ffT69etxeJuMPM/pfSWFzd8OtdJd6tEbBBREdDgW6rU1UfiKmILUcq+aZs1ZvMxaCyEEaG+ixUMHBwcfde+9964YGBjg31GtCCF4Us8xAo5qRyCdL4GfWcUi6H9mnoDVADOtstb+fN26dcjx8exsSs5otVp7tNtt0vsv8N4v055omMKInmH3wsEDfLpMZQchGaEOTusPx6HvO1UdGFDZY/h9lmVPhblL+5UL7/1qTUPTK11lKurDOUcETCT8Zu997E+e86flnEP7l1T4SVmWgUDfJF0+54umE5IFHqAFkgN+gAZMpz84Fsjz/LMhBOqWOITtkYub6s7Lli3bZvHixTBCPcV7D2sTjgYpvA+IyFu993n93DzPqVMiAfgJgEdlWZJ6ncqxU2PF6eHwoG28v+44tOcYRPKvQwhngMDV+1eIaIBk03Fn53n+FiJ+jVrZBByCQ9RrUI/lOqRrYfKCDhJHCB0ng2ek55UI/pXDw8PPstYiiEDUjfN+R9TujQ+3cuXKp4YQQFafXJdaVJ5l1JN+JyI4Ru7ZkeXL8/y/ROTVCkRDlegAnPjatWtRgJo0hoeHD8bpt1qtg9auXXuVprqjetSJ1lrUtIZ6paG5UJZlMFndEe2wuV+cc44MwWXTbdw299rpvGSBzbFAcsCbY7V0zoNuAdXepeYJkcbJZVnieHqOLMvoF35CXLCHh4f3gwhC+1avqGu75nmOrB5RJenPNxEdl2V54jTXRtpuyBhD+pX08yVRTnHFihWPbrVa1xhjiGDf2m63t12/fj1gqqp3FScmIhcCCJrq+kTjILE1Av4ebU7ee1LNXKNKwRpjbhcRIlocL7SV9PDyt3xHu91+XEzLa207Mj8hsHB2t9123333bbfZZhsUlN5VFMU74rycc/Q240xjDRgH3On3VWnHxdbaz4cQ0AomXY0wB6joTYY+/3X0/DrniMrfqyjrb2FzxCoajcZboJDsPjnLstOMMX/TixJ0Lh/iypUr9w4hsBE5LPJAz+X8dGyywJa2QHLAW9qi6XpbzQLaRkLf6CRd3l43XLly5TPXrVsHOAqgETVLwEhH1CkM+Z2mREHmUqvdqbu3tPvaWsslCqX3FsfINSHA4D6HhRAAWr0bXWHvPZzK1Yg9uaR4y7K8aBoHDxEGBBn0tJK2RrShkvtTtaLtVC4QABgOmGNwfjjI9uDg4PawetXvS+uTtZaa7lm91Kc0Bfwj7z118s6I91PebezzM+89RB/Y7U+stV8qimJvrfFyT/qb6aHu5YABj4FOHth3332XbNiwAbYuBhH2X4DghkCElPQU52Pzix8oehm94uR8t9qfaLrwHC2QHPAcDZYOf+gskOf5S0IIa8uyhBVq1sM5R9sMgCn6RmFY6ow8z4mscF5EZXd67zvyhFM4Alp6EIAgQtynnjbVdimQwbdaa+8piuJcrqG6ySCyaRXapygKSDx6jjzP/xWQkrJHEQ0Cbqpqn0plCQCLfl/6j3HAoJv5GZHqWDfBhzp+mKxGrLVvBizWfWNFPJPi7fAr6/3YWByqvc0gjanTdhScSOurLCG9w9WzTZVGzvP8JBH55saNG5fcdttt96OGpaIXvzDGQJiBY0dEAWKPTUaWZR82xpyaeJpn/dmnA/vAAskB98FLSlPcfAvkeb4Mbl8FP4HmJRXcGcgUwtlMPZO0ci8pw3hwlmU7WGtBIcPmBJ8xrTkdKT4iberTiEJYa/8ychzX6DDDVECleI88z5EM3EsdMKld0rpEhzhglIog/6BeDfczIKxKrUiZsXCiAKbqz8fvaKf6D70W15w0YBkzxgwWRUGNun4umxKieTYpFRtVF+Ds/cq9DCvZb6AFFZEdy7KM0e2k+2RZRtT+qbIs36r9zvBHA4wbDCF81RhDBHzOVG/bOTeGyERRFKhQpZEs0PcWSA64719heoDpLOCcewXRrTHmwhiRxuNrYC3Sm9tPFb3VnOPRCtSCOeowY8wPiqKAEaoazjlqv6gF/TWyh7WfU9+k7tstv7fJ1LMsuw3tWuYColpEnluWJShirg9yF1asO7RdCrpI6ByJ2mH8+k2dXIRzFMDEZuFyhBaiM6/fWAFVRK+TwGekaxuNxqXQUBpjcMCm1Wo5BO/12tSezzfGUMOFYOSvReRtvdqJ9Hjq8PtGfm2lCd1Tr8/miBJAVe/uNbIsO3cmMYX015As0E8WSA64n95WmuucLaCSe4du3LjxkaQ+6xdYuXIlfND0xtKXSksMFI9TDmgYG40GDEqgdj+ofcgQg0QHjJOjP3e43oeqjpNr9ySrqN9Q667VZoDUcLvdfkQNyEW6lvQ19wCNTR/rL5E8VNnCf/feoxncGQrcsjjJEMLFZVmS+p00siz7jDHmJb3q30SdqDkp0GsPETm2LEvELeIz05KF5CD81KSwSYOzUdlkZFn2+Hr5wDmHqhPpayJpbGsGBwd3uu6662ibSiNZYN5bIDngef+KF+4DDg0NDTabzfuNMe/rJcauSF7qqAdo9Ee6dsrhnEOL+BQROQdSC+89ggt1Z4fgAfXMy8uyvCD+QqNaeJxfOpPYuyomDTSbzZXtdhvd3krIgeGcQ9jgD8aYi0IILzDGHGuM+Y6IIChBq85P6xG5ngPbE2ly1IC+VhQFsoCTxtDQ0PHNZhOJQiLg7hQ9zh4qShz3WSLy+rIsIUSJc4JDm3G0Kkm9qV4nnunr0wid1jIQ32weyB5skiaf6Trp98kC/WiB5ID78a2lOc/KAlmWvQppvaloB5UFCm1gaqegmqcdSomJQ6vSvpHlquaM4EamReiYOtEDtU9jzHbW2kPWrVuHRvCUQxHFSBEiOYgzOrZ2fcQncPpIMJ7GfeA1FpETjan+lOF4nsRxrGle6sJfgwCjKAp6mDcZgLWazeaRN9xwwySAW57nkG28SESeZIyBvOMy7z39x9WAcQyGMTSBjTG7gGj23lOjnXYzU3um98GrHUIgpQ/o6wuweM30LtLvkwXmgwWSA54PbzE9Q08LOOfugkvZe39EjwNgZSK9em133bTXxbReTGr0rQjChxB+UpYlyknVGB4eXmGthfOYtqFJqWylU5xSMah+P+ccDp7+YtSAqMt2eI6dc7CA5SLyPCJwYwxtQ+eFEF5ujCHN/Dn0b+vXy7Lss9qzTN80bTyV+lP3QDnJGPOKbhCaUmNSu91ZRJjb7d2EGM45kNj3t9vtE9avXw8yetZDuZvhdD7OGPNGatvee5jE0kgWmPcWSA543r/ihfuAiLTDoLRu3Tpqs5NGnudHhxBIy54xlZZwl2OkTeZH1tr9uwXiOS7P8ydAstFoNH7gvQf4FQdi9ESDlZrQTG9Da7ZQOgJ8QsqwQ7fpnCM1e3gIAVUoemdp2YFi8WxVLvpAN12jMmtBsUl7EyQgF0/hgGHQQtjg9PrvIRdpNps3W2sPEhGc+KI6wIxjnXOAzCBJIS0/5/QxOr7UskMIn7HW/kBEHgPn9Ey2Sr9PFuh3CyQH3O9vMM1/syyg+r8v1TpuFK6f8lp5nn9I06sddHOXg4YB6l1aw0Q+sBo4ehH5gSKmZyT/1xQ0Dvv7MGrV+3aVBOQZ9913385LliwhWqR1CrEKHH/TGPOmoig+0z0vZZm6KoTwsalIQJxztCnd7b2PtJady2RZdp+19swQAsxX5xRFQQ9y/fdPQ7FJpRfRbd7soTSV9AP3ZNTa7AunE5MFHoYWSA74YfhS0pS2vgWcc6B3f15HK0931yzL1hpjfC8HpY72ndBPGmOWFUUBtWVnaCr8c957aCynHdRijTET8Dlba0+uR9t5nl+E3KD3fjDP87ORTxQRnB8RvhGRU7tRzlqj/a4xBp5oBCwqucW5jDzP6fH9tfYD46gz7z1kJPVnJIV9aTcIbC734dgsy54S+bPnem46Plmg3yyQHHC/vbE03wdsgTVr1mw3OjpKf+urY4/tTBd1zsEhjIoSKd9NBvVZFaXfRCSCdiLqxr1oIHtcivYjwFyNHXfccfDqq6+u/pvhnPsK7UekgJ1zpJVBeX+43W6jvITO8NO99wC1Jg3nHDKIgJ3ejibuTM/a43wkB1EQepyyZv25974T5evcqE/vXUdtz/U+6fhkgYVmgeSAF9obT8+7VSwA2ljbgJ5fv8GaNWsWjY6OEoGeUBQFoK8Zh9aMUTSapNrknMPpHdrFdoXDpnVoNIRw6MjICBuFSQPeZmMMqlBv8N5/YcYJTHNAlmVQWkJAMklQQnt6L+wm83gg90rnJgvMdwskBzzf33B6vgfFAvTvhhBeOjIyMucUb4+IE4dKHRSqyc7I85we3jUIINR/DoJZuaE3SQ1z3J577rnTwMDAHaSsZ+pDnslYRx99dOuKK66Y6D5ONxqj7Xb7gPXr10/bajXTPdLvkwUWigWSA14obzo951azwJo1a3YeHR39tNaTJxFZbM5NIaew1n6yKIpJ/bCgoEVkRXfblHMOpSO3ZMmSpddccw06yJsM0NUigj4xak1bZcAs1gtxvlVuli6aLDAPLJAc8Dx4iekR5pcFQEIrornTgsQTap15p7IsYb7qDOfcpY1G4xjv/aKpLEGvbq8+4fllufQ0yQL9ZYHkgPvrfaXZLgALaCvSs2bbU5tlGRrCT5uOAtI5t84Y8+OiKE5dACZMj5gs0BcWSA64L15TmuRCsgCgKmvtgTPRVkab5Hn+cRHBYaNRnEayQLJAn1ggOeA+eVFpmgvHAitXrty/3W6PTKWr220J59wHG43G8733j144VkpPmizQ/xZIDrj/32F6ggVuAefcexqNxsF14YYFbpL0+MkCfWGB5ID74jWlSSYLJAskCyQLzDcLJAc8395oep5kgWSBZIFkgb6wQHLAffGa0iSTBZIFkgWSBeabBZIDnm9vND1PskCyQLJAskBfWCA54L54TWmSyQLJAskCyQLzzQLJAc+3N5qeJ1kgWSBZIFmgLyyQHHBfvKY0yWSBZIFkgWSB+WaB5IDn2xtNz5MskCyQLJAs0BcWSA64L15TmmSyQLJAskCywHyzQHLA8+2NpudJFkgWSBZIFugLCyQH3BevKU0yWSBZIFkgWWC+WSA54Pn2RtPzJAskCyQLJAv0hQWSA+6L15QmmSyQLJAskCww3yyQHPB8e6PpeZIFkgWSBZIF+sICyQH3xWtKk0wWSBZIFkgWmG8WSA54vr3R9DzJAskCyQLJAn1hgeSA++I1pUkmCyQLJAskC8w3CyQHPN/eaHqeZIFkgWSBZIG+sEBywH3xmtIkkwWSBZIFkgXmmwWSA55vbzQ9T7JAskCyQLJAX1ggOeC+eE1pkskCyQLJAskC880CyQHPtzeanidZIFkgWSBZoC8skBxwX7ymNMlkgWSBZIFkgflmgeSA59sbTc+TLJAskCyQLNAXFkgOuC9eU5pkskCyQLJAssB8s8D/AZwH+Ca/PxiLAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="513"></list></costumes><sounds><list struct="atomic" id="514"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="77.52730251034275" y="-135.45154006534045" heading="335.4999999938959" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="35,35,35,1" pen="tip" id="519"><costumes><list struct="atomic" id="520"></list></costumes><sounds><list struct="atomic" id="521"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?&#xD;&#xD;ANSWER: Makes sprite draw a line by going forward and then back to it&apos;s original position.</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="10" y="100.33333333333334"><block s="clear"></block><block s="forward"><l>100</l><comment w="227.33333333333334" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.&#xD;&#xD;Remember, you can use Visible Stepping instead&#xD;of adding WAIT blocks.&#xD;&#xD;ANSWER: </comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="10" y="221.33333333333337"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?&#xD;&#xD;Use Visible Stepping if needed.</comment></block><block s="forward"><l>-100</l></block><block s="turn"><l>180</l></block></script><script x="10" y="331.00000000000006"><block s="clear"></block><block s="setColor"><color>255,56,20,1</color></block><block s="doRepeat"><l>500</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>36</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="44.333333333333314" y="500.02380952380963"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>255,56,20,1</color></block><block s="doSetVar"><l>x</l><l>36</l></block><block s="doRepeat"><l>4000</l><script><block s="setColor"><color>255,56,20,1</color></block><block s="doChangeVar"><l>x</l><l>0.05</l></block><block s="forward"><block s="reportVariadicSum"><list><l>100</l><block s="reportDifference"><block var="x"/><l>36</l></block></list></block></block><block s="forward"><block s="reportVariadicSum"><list><l>-100</l><block s="reportDifference"><block var="x"/><l>36</l></block></list></block></block><block s="turn"><block var="x"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIf"><block s="reportGreaterThan"><l></l><l>72</l></block><script><block s="setColor"><color>35,35,35,1</color></block></script></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="240.97493489583331" y="816.5238095238097"><block var="x"/></script></scripts></sprite><watcher var="x" style="normal" x="14.2433234421365" y="14.2433234421365" color="243,118,29"/></sprites></stage><variables><variable name="x"><l>190.45000000000897</l></variable></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>