<snapdata remixID="11693199"><project name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" 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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="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="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><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><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 cinnamon #b87333=38&#xD;39 copper #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=54&#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;purples={&#xD;90 violet #8000ff=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>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><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="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block s="reportModulus"><block var="which"/><l>100</l></block></block></script></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="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script></block></script></block-definition><block-definition s="change crayon by %&apos;amount&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 %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></block></script></block-definition><block-definition s="number of branches" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="pinwheel, branches %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos; thickness %&apos;thickness&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="setSize"><block var="thickness"/></block><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportQuotient"><block var="backup"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block><block s="up"></block></script></block-definition><block-definition s="asterisk, branches %&apos;number of branches&apos; branch length %&apos;size&apos; thickness %&apos;thickness&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches %s size %s backup %s thickness %s"><block var="number of branches"/><block var="size"/><block var="size"/><block var="thickness"/></custom-block></script></block-definition><block-definition s="polygon, sides %&apos;number of sides&apos; length of sides %&apos;size&apos; thickness %&apos;thickness&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches %s size %s backup %s thickness %s"><block var="number of sides"/><block var="size"/><l>0</l><block var="thickness"/></custom-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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PHAKizeN2c77wEK/B6L+gcu3z+yDGVCr6O1+1h92hScI4X+MekMcjrl8j91vCiowgr5zVC/+jW8OhRoOhcjhkfHjlSKXWMmOQSyPW7z6ff89MhN9u9OnlPTgOemNIYcgCYTHUScnKqk+tZIJfYm9q+sDGl7TnT3lSLvGDlGRr8rNHTEMhlyLWs0dMIyGXIyXU/4KWTHx01A3LpdJhMk9l0eHSqfzkdOicj4LH10lQnJ7ym7ZwEkDkZtnMSZo2gBKe8FnhNCo5PnI/hkRPya0Fr/iTAkoaMzmDd9tPqCnv02BjoNazhpr3oWIBKT7eY7bfnjxwDlUy39qJjFVRSPYt9qWG5ljrnNVTg7EbQybSd6n+m5mfujw+7CysIV9RDf1Hf9fyREVVR1wDAMohpO62IZRY0EiwkhMM8Y0Fvco03gU/gDGxseusHOQA8jac3Ocml01taLDYNckWxkIVAKxYCcuWLPy8E48Pu0UrBG1KAJesEfgw5UJUEbMkaK+d5oX/0iuGRI2NU5/O6ZTlHEEC9EXaOYvgh4hJeNy33cARoeKF/ZBqDjUboHyH32/bIYiC1tB76R8h103ZGEfBCL/AP5zUAXNQIOovletx2XAV4iRf4o+kaLvGCzmhr/qgDlfiUfJLjvy9avufHExtl9+20e34lyOX38yTk0ntyOMKQk/fnGGYScgCUTGlyn6e0GOCI8lQnIZfanngkW6Davmjy+lmd5Ukodzg0aM13TsJK6naww5GvU+u+aP7ytZwI+02NM52MdPKTzZyc6soTXn4tyHgJRXktyOtFNnZa8ycglzRks2iVNYkA9XrYOUpqeIXlHh4L3fJfu/XCzpFStxwTAYzleoZsret5dDEQzdA2xxCoC1jb/TS/3B5ZXCF1gRdyjOMSwMVe0Fm8KQBuzl90AKjKtYg0QQD36mUTH0aAexMLGsHcA34CM8V8tMeQgXKHixU428s63I1ALgGeBJssFv0gx8VitqLABSIvBBuDHGUXdr+LfOOQS4GXQo4uTeCXdtyXe4Hvrpg/MhJn69aws4gUvKkRdBxeA8J/eGFnRK65oCDCFY2so1cIb/ZCf6Q9PHoYIb3FC/2Fcr18eNFhFayk+5ZzCAG83Qs7hyX3ugDf1uC17S5AorN5MkutSzi8fM+vfD+vd8+vBLm4d6+ucDikk8HAyye8MuRyu16z8TW7fvQEVJRY9/3sem1fTHUzbc8UeP2se63Js0aOy4FXtu6lk5E3gvrkN3psPhEy/OR0SLl7ISZC2dj1m/wS9wIpaexkvASkBlHZCAoQSojKBk7qs7zGCr6R9cn7+Zr1iQreVM90+2gaXjHsLoyR3szanqnndJ81HCMty3Uup9hc/5q2RTxrG0G9lTW/KQDelLLVskeuAFDLvMDf7A8lb/YTbkpCTMy/dgaSrjYDW3l6Q8ILy51s2tXOhBmDjSp0WSPw3X6Q61cs+OJUWSHYGOTyi18WBXmRy7WEXLZ+hxd2Dl1uOYdUcvjZ7gIguKoR+oek8IMrvdA/dNxedDBC5V2NwF8wbo8ejEDZWuzv7ByoqvAeL+gc3LJHDgLAq3ndnu++OK7A8kbgHzS+s3NgpYrX1AP/ILnPnT5WKk0v8A9szl98AFbiZN0eHtmf/0pOek969ATAuHefr3evWty32zjkZt6fllPaptr1+b1qCS2e2JDgjHroH1eGXG7Xa3ZoH7teNn+ZjZk0dtLS1Jo5YdeXrfvcvZDAk42dbP4kINv26GIiSiY2GS+nN3ldyOZPOhkyXmvg0obvMm7y5HWh6VxAVNOz0CTrM9fqCnv04BjonV7gH8L6VL21rtt8n/VJoN6d6nnRwQrUu3PdIqh31wN/wbU7OwdGs+iZNZzrnNdYhWsaQecgGV/WfB5/zXz3xdUKjLO2H812xhgbRSWlrfmJ+1Jl3RoU7shPQSPiQgPgf23umE+fZUDCrDy9AdIyvmczE3L4Np7etEkund6uFJBLgJeB7SovhxzAVWnhKIqFLBBasRAXP1/w09nFL4sCX/yUXeS8hgosZ+BldlarEfovToCnKi0vW4OqpPvDzosQ4Vov7BywfHhk/wriCl6vsEZfGAO91wv9/dMYvI7Xcr9lLdqPoPL+Rui/SK7HrZEXKMAPeGHnhddaIy+IsrXcb9vu8wHghnrg78frGOiGRtDZb3ynhc9TA1Xu7rV70tKi1Ox6e+SYGNRZyb3qjdj1+b1qCa3+kCvseulwlKc6addL92I2JyMBWK+Z25h1DxexXSmBpzVzM637xN5k9yLKJsIsPgFeubHLJ0LZCJbBkDeCrO0Y4O3sTJSvi3wilI2dNu0JbcvGTl4vsmlLgEr0Tr5GNA0LfUqt8hoQr2v09Kmu9cKVByy3Rl9YEbrNY+Q+rxXQ+1i3cq3refF+BHFP2wDqetYzx8h1rn/WNgL+ZyPs7CdjEm0T3cD7SR4Ark6aznSd1IFrdl703Gql8kkEuDsvyoT0cD8Lmu8Bx8h/LcpMwAZi/x9kYGaHi9fk01ve7cpOVgJPQi6Z3lC1GXJyXYacQnUtFw4Js3JRyItI+YKfrRBoABOFYHyX0ecpog95gf8CjiGAD/Ja29950XOpWvmIF/jPZ/jhQPXDjcB/fnNn5zlYhY96Qed5SYGoqv/itdxfPt99dqUCH/cC/7kr5rvPjiv0cS/oPLc1f+GzQFU/6YX+c1rzFz8LVPwpL/SfLffbw84+McKNjbDzrOXDi/atYOXTHDNuuc+sAF2T39vL7XppUfLEFhMtLd+TLkMudzWkw1Ge6vL709pktpGJTQIst+77uRfSDmWA5c1cP+teWvHS0uwHMAlIWdBlfGvnkYOgmjoTsuHTJshkqks1z1DMJ0LpUvSb8PTGrnAyNG2Lxk5eL1Lz8hpJmzO6oR509msLfcq11GQ/fUqt8hqq8LFG0Hluuo8fY91KDSdrBZ9g3cr9TMOJnrMYXj9bxl87vGjfKNOwFi+1PbxwT6Uqt3pB58njYv1YS2j2HmljQT/WxJn4J2YGJOT6TW9lyClUN5RhNr7T6PNwgBKAScilBSKFXFpEZsJMAkwWi1ku/qRA9LvIM8glwGPIAcKN9R7k1I1e2NlXwo+BhwCfa4T+PrxWAJ/1Qn/f99gL9x6g6ue90N9nhb1w7xiq/+0F/jOTdbZ/7S7O06cJvtgIOns37UXPQKh8gWNaO40+DQboZi/wn3HNjs7TqzX8UrGGL3pBZ+/lOy3cqzJQ/YoX+E+X8e2dR54aV/ED5Xt75Yktv98sbUwJuY1NbPlU18/qTKc0fAdb8XJik1antEMl5ORUJ4HXD2BlG3M2JyN1JtLGTrfuhY0vXAoZL6e6ma5G6nz0nepEA9dvwst0/uFE2wKcUs8SnPK6SGIy4EmIlvWZa3KFvXjvmOJCk1Kf2TrR7SxalfrkNYD6n7Jur9nFeXqVUn3KmEzDX/QCf+80JtUz6z/K4jXNi+Nk+19mnUvoZutvVogWdIm2rkK1ZDdvzIKGhYi00As6m/2W7GY/4RMTGeZTPZ4ZkDCTAOsHOZ7YFKrP8PQmIScBJve5cEQUf15A7nMMtnJRyAEmi4i8yLN4LgSzXfzJRS4LAUNODVS/2gj8p5XXOfzG5ztPURW4xQs6ezH8oKq+Vg/8p62Yv/jJkYr9Rug/lWNQ4cp8nccnRQSrq7zQf8rV8w99ck3VfC/0n/oea2SPAcDVXph1+li5ldfXWiN7TAOuboSdJzdtd3ckuM0L/T3TNd3mhZ09r7EP3a0KtU+yNcdTWpTde5YWZRl4+b29MuTyqU46HOWpLgeetN/TqY6B1zlATmwbA1huRcqpTsbLxo6Bh1B5f71k3WsuhXAy+gFMs/FFY8fxcbXyEW4E5ZTWz9WQLoWc/KSG+014HEOIN3HTJq8LqW3Z5Em4pjHqfxh4Eq6yOZP6LK91TeItXuDvxbqNVZzo8FHWHaHbZC31LNes22gWPcuYTPPfYA3zPmLl1rLONQDveIiFtdrPEOBhoPTpZlnTNm5B02Ex4iJjQT+eFDDHmrMMpB1u2vn2m9iu22nhXtP6xJYAL53Y1NcYcnItgScLx7t3HnlqraJuYZjJAnH1/MVPrqk4KQRyX17M6QWfwkxe/BJgEn7X2Yt3m4b4W17g75HEAHyzvG5vv3DXeKj6nUbg787wq0Dt27xevsPILpVB/J4XdHbjGBqqfJfXcn/FjqN2XKPve4G/K6+jWvz9RtDZdXzHQyxVG/yBF/i7jO94uKVqUbYu9ps7O/Oxij/2At++bqeFw1MD1R81At9+3/zFO3dVfHP53rO0KOVUJ+/tlSE3m11/je0+v5pZ8dLVmAVyyVQnJzYJMBk/E3KpvSmdjL4WpbDxJcBkfBlguashYZYADOLEpZCN4LU7Ok+PMm3r02ExTUrNy8lP6rnfhMcxVMWvcwOngVM0Z1L/M2MyPSeNYArRa+zFu1Uz3Up9Sh3K9ft2GNmlm2lV6rO8VoN4O+sz3Ve357rNNfyuHUftoRr9L+tWarusZ6xFP2StynjW8PRA9UesZ6l5bf8fsJ1lcbzWHn3zNNBbDIDnDBnmxI9nBiTYyt3ubJ1sAjlU3/ACf09ZLCTAykUkB1h7l4W7EhUwy4tCCjD6fiPwswKRwk9ezFlRSApE/4ufO+vBpEAkkKvAT7ywY717p4XDg9XKj3kt96+ev3jnARX/vBH68zP4/cwL/eH28CE7xTj4C97vt752F2eHiPDXXuDv/B574Y4DVP2VF/o7L9/28O0rW0e/9QJ/xyzmN/l6muCORtDZ6b1PWjCvu9XQ7xuBv4OMH99u4XZqy8rq8r1naVFK4EmrU95L1u89J/ehk3t4M2354t5zbsXLqU7Gy6lOuhoScnKq27gtnzZ8s9iYM5yMMsCkq6E5GQpX8uQnoSj1rDV2AnhZTG96y10Nqed+Ex7rGaj6nXrg7y5dDQkwhiUMiZisEZQa1oCaNmGJDlmftWzdHj5ypxinepoEHPxFfRZ9Eg7+knXIus3XiT6h+ivW6vX2wh3XQ+XXrEO5n2oV7vCy/WoWc+Uuzg5bEfY0HGnrNH6m5tN91vnUVkO/9wJ/h3ftsnDXIar+oELxAbJ+PVYLGogOA8RF5inox5MC5lhzlgG9wy0AJuEnAZZ0tRrM8KdcLCTAJOQkwCTwJLRkIZCFIwPYHV7g58WCgbcT7+cw44tfbR39LoHZrodvX4lT+F31pAXzttxq6A9e4G+fFQK5TorC9fPcJ23Ygu70gs68FH7VP3J8e/sjt6WhqT97gT/vnfPcJw1tAX9uBP52vN4ii3/XjgdvMzSwxV+90H9Se/sDto2Htvk/jrlup4VbT1UrQSPsbMsxgwNDd+XrPP7q+Yu3qql4wgv9bZbttHDr7bL4ZfZ+W86DeT/s3W/u3c8rJrZZbPnevWccoJvrj3LvOQeYdn+uZMXLqS6PfxSAJZZ7ZsXPcDKkS7FRJyODkwSehJNs7DJX4zZuBHmqy5s5hmJMqashtZ3GqNu5yZPHzGI457YEp4RfvwlP6lleIxJmMkZeF7I5k9eI1GGqN7gz16FcS03ma9ZtPDSV6LC8hqGp/6tn+zQ49RfW7Qd3PHibhzMN99NqWc9DA0N3eZm2cz2zhudVK6EXdraRx5E65wLXtJ1HEGCNVuw20YJGwg3AX1QCeCgBf/GDeQp6zqBhTvz4ZUAWglm63QR+spPNut3fMcBksZBrCT9ZRLKYP3FBYWjB0DZZUThgWxrcJikKsnCUi8KjwYyLxXS1EnCBuN4+ZssNsP5uL/C3TgpBJV7TW2fwW77rgVtU4q3u9QJ/qwx+SfwyWDg0z67c7wWdLdOYLe8r1ml8G44cJHvqAS/wt5Dxy2Cf2jzbftAL/KEbYZ9amK1l/Othv4F97HkPNwJ/8HrYb2CDPe+hNP6ESmit/S1Pcsnkl0116RSYWpTSlpfAkxPYzKkutTpnACy7D61D7tDdBqD2bZ7qZLx0KWYBWGKzS5dCQjGBU8+iLKx4CbwZTV4WL+GUAixt+GS8bNokOOVkJhs+eUzZwHFMPvnJuWlvAAAgAElEQVRlbsSfuDlbvu2B26utt0qaPAnXtIFLAalNe6LxkvrProt0IkwauBRmssmTmiyvVbzlfY2gs2XyXc+ZPuU61WH1fi/wt5SanKnVKut2SO7fCCfUQnttolveB3vqgXqibannE2qBvfYh1m32s3/jeNbw+kzP8jis833t7dZ5Qaf2eFWstn1EnWCqVQ86KvnKss34j3kIazMm+9/lVLLDlQDr18mm3W415Ontenu/LTfAvBRa6fR2D8MpgR+tv9sL/a1nAiyFWVYs1hYAq4p1Cj958csLXhaODGAPe4E/KOP56wzn2dVHvMCvZTHreC2LwglwQmWBtXaDF/oDHL+dVV3fSNag5llu1wv9qlyfAFBZYLlJPH/hUtNypxuhz19SgW3LneJ41k3LdiMv6K2ne2vLnfayLxJvWW60Nj1XLOKpZbs8ee/xKBObBF5yH3oWyCVTnZwCNwaw3HJnJ2Mys+VlfNmlyONnQA6qiUshgSfhtDFbfipzLOQxJZxkkyePmTgW2VQnwSn1zA1f3uRJKKYxqZ6lqyHhJyc5eV1IbWuuhoDWcjhwi4qdap5jBlS8phFyk7dPbTvbTmAmIZppbLKsPdbhdpY7xXrLNMl6S9b5fqbDRGNyzVptFdrrv7adyAuS79mVMdCynbi3b7txNn3OFpN8S1qrOA6wznGrgS0rf1s/MDk5WBscnKxNDVRrA1OV2mSlO0iqUqtEUS1WqoYx8Ze/DCqlahTHNYVYI8QaUDzI/8Y4+eKXLUDhW3EKz6zfs/Ijm7NOGwBvzmz/m5xLh1ZRFOR+CrC0k5VrHVoSYAy/yiMcLwGWTXhJcelXLGR8UghslwHGF7a+ljArgMcAY/ilhUBCrrTOYElcmL4Vzhu8CW6KeL029PkzMxS7Q8Harc6GH061LHfql+HaLT+QrdeG01ssg9XTLdudXBsE2yyDX3VbttMdCh5I4213AwYDT6rDVyebtjupgoFt8/UDvXh3/dpget4yWL1BxucATqY6NfhLvm8nJzYJMDmxlV2K3JaX8f0ANgvkEpdCxku7cibAUtdBwkk6HBJOMy3N1MaXLoVs8rQJL23yClcjt/HTyS9p4CQ45WQmmzYJTqlnffIrmjA9Zq9BsvdMJj+9USs0L5uwZQBYNHOPHpPpdsoK5w2dWNak5cr9WddNy516INOnXLM+1wbRlpluu78M1m6V6Fnss1a3CNZunWrY6f4yeCCJ4f1ct3ItY1jDVjBv2xPhpq5+HHcDpN+kNokIk/yd14DYJYAuEvD3X3eRvwcbsAv8LWwE/N8niz3oEvE+dkn1/vtlAwT/cW7ov31zlmkD4M2Z7X+jc2nQmjm99WDWg1baEfN+ArAetPR1VA/9KttEDDBZUKxw3mBSXLSiIC54WUTExa8Dz50c6hWLAnhcCNYGwbYZFB9ZG0TbZ5CTwFuPwcB2DMWW7a6L1Lodl/71u+tbtvPItkG0/ZkMRct9uBur+RetuWUdx3QjtXO+HoK1O50d/PCRluU+VJ2ets67Z/XDTct9eCqLb1rOg5NTG3a55N5vP9SynIc2TG2w03UR37Lcv+HkwG71+7/6oBafTcByqpOALLsU8r5yPl3JqU4CT7oU+sQ2u+UuHQ4JMAnFWSCXwamAYupG5A1ZYWnqwFtYnWdV17O7oLsaCQiTaS9r4BIHQjoZspmTrkbehPWciaxpKzV5SaOWaZXdi7zh432p20g4HFpMryErjsONYAEkoWdxriSm16jJGNt9eAjW7pxoTNOn1Kq7rqdD2123FtbutCyNlz9brC334SHcYuezgy+xbnvalrplra6djqxl96x+mLXajdUwa571OTAd2axzjqlOR4nmyzGF5ouf/WeU0ZbtEgJeUQ9WvvWfcfx+xzQA3pzZ/jc6lw6tAmClTlZCq1c4NGjZziNR8MgOS4Fhpk14skAUa+0iLwCmFRHLebDau/g1gPUKBMNsw9T6XRlyslg0bfcBtWFgd4acBJ6Mb9nO2qH1uOfZa/2/cfyG9bDHpWv9v7Vs9/6BdRueeu7fvrW2aTtra+smn8Jrjo8fiZ489sDqB5q2e1/8cOVpSx/8+v0yvmW790zB9DMvDFbf27LdeytIzzj/rs59pfi7MZ7ctz7xzXtkfNN2+SGa3aVFr9/nK1yKGQDLIKe7FNo9PL7H3LPcSy6FhFxmgRauhrQlZwNYGU4lC1RCLncpUrt+k2x5Mb2VmjzRFBYOhOVOfSucN5S4GrYrdCtcCglXodWS5iXMeg1cOaYb9Rq1oskTmkz1nMFPXhdJE/bQbvX7b3+wBM77H1m34amXZXrL9Sm117bd+6NHpp/COpRr1mGc7ZfXxTHd+6OH1+219MHvsm7vG1i3Ya9U2+690cOVp2d67rd/7zqkZ1x+V+c+/WedeyoIexc6X/c0Pr4so4let4dBqD08ODA1UNtQxUFQOMgWNP97GnGwEqsa29CA0SBb0FGMg/z/EakGBIMxAO9faQD8bwSo/9//qBq0StOb6HaLYqEXjrXr18OeDC0JMA1+elFYGz8ynQCsdPHLC14WkV5RKAGsF9+0nXuq2cXPRaRXICz3bqQUchyj4u4++XoaogSQTctdMxWrZ1+05pa7WyK+ZTnh5HT0/IvvWT3RstwJiui5jbs7azh+MFbPfgPH224Qdyf3G7v3m6EWb7t3qS6+aMm9KwOO2dDFF16SrfP4pu3+NZ6MD1h636q7WrZ714YuviiLSe4BS4DNAN5GXIo+95WlLT/9rdAfvAmALffCpZBuhOVOiamu53BI8Oj2ZgG5/halI92InktRsj0fidQjO7Ab0bbd9ZC5FNqUxk1eFiPhqseISVFqVTR8PFn2pkbhRmhToNBt23YfgF4zJ6ZArVHjhu+h3RmorLdcYwzCHvzE5ynH9MBpOSFF8DzWG2uvG6vnZPrU1rkmyzFyv1jLYzphdTp6/nmJtsW+7QbVqekX5Pu5/pu2G1Cu841oPu5WXjh279dDbnAJaD0iVhmaADAECNxwTQLBJFvNAJitoQtAk0BqEoDt6TSGknUag739XsylCHRFPeiYCfj/dzj9O/z5eAKrICXdq5zYSh3x3VMwvU861Tn3TAmAKZp8VgI2y12TrxlmU5jFW+5ELVbPYWjpwJOQ6wM8efFbThhPdV/wKMC7K+5OvjCJsZ2/RJP04gxyf40K4P1VdXF/BiRPnGrD9EH1+1f/tRT/ZwI4pBH4/8cxALAgX0fQPfiC4La/tCznzimgwy4MV/2Z79324i3nT0TRorGJ1XdyTEzRwnTt3jkFcRpvuX9UsXKWrLnlTy3L+VOcx9vO74eCB56Z34fL7yuXgNfnfpsOudzeLDkcwnIXLkUJToW9KVwNaT9Kq1ODnPPghp79LmxM4UboFr0es8V62IPdCN2l0Ka0tUPrIXEsUlejN0HeF/XciMKlkDosOxZiUpRuRDEF6iAs9CwnRb1RkzE9jZUgJ64jt9CkaPLalntnjHBorjeF0wfV71r910SrYh2BOviC4Ja/8H5Pk7b752lQC3ifNSnXVVALzsv2c63Kc2l6ttw7KfsMrM8K0MLzE906d1aADkvXRUxTaJ6fkkc1EONgPLluckN3/b1rJ/mW0ONVS1u2w/0pvw/6LY/XMTflOMaC3pQsmZjHnAGewApoaeteR8wTWyWDFscXE57zF9wQHZgDbMOG6MBL7udi4fw1nqRkwtMLhPOXaZg6KAWYuMgFwNLC0V2QQU5c/AJgtnsnQVqkGGYxTY9kwOvFNy33D5VYuSnkJPBEvO38Po5g8diazh9lfNN2fxdPTR+59J7Vv2/Zzu+jqeiIfI3TdHj97lV/aNnub2EKj/buWfm7UvwdBPFLG8Gtv2nZ7m+mu3TMBfd2fivjW7b7a4LoZb0YpGMuuKvz26bl/mpgenr/8n1l3ZYvLHc5sWkWupy0pKuhW+iFRa9bkT0HomTLS4tSTnUanHLLXTocbctdA1mjxg1cblemTd66p7NdyTGTmRuhTYcCcloDZ7sFzCw51RVTo9QhuxHFhCdjNDeiiJFNldCzdpx+MZb7B5VrT4sR15HUpA7L31anKkedd8/XE+0NRLD43DWdP/I61x7rTU3HR7AO27b7O8jWcr+8LvRc6JY1GU1NH5Vq2/0NTOFLWM+8X3yGQsNt2/3NlNCz+Jx3TCMcyxqWBYjdmz32XFh76MEtat2h9bXB7kBtujpViyuVWnW6UovVdC2OVa2i4uSJZxXHyRPRKsYaIg3wHhHVkP8d87+hBohXAoAB8GOu9OYHnpAZ0CYwOY3JCc9y/9iNu85Fa25LYNZb2+7v44h6AKOYRhlmLVGAZCGQRSS9yKePOi+9+HuFQI/Xi0IOPL1wOHdUEI49/64EcrKI/HoKpo+7MFh9R9N27oAeFIt4Bh4BvHws9H/NUMzj25bzi2mKT1o6cesvW5b7SyQ6oT7R+ZUWb7k/jyg6OY1xfokESUzLcn8WxXDq0jX+z1uW+3OI1Snemlt+0bScX8T5MW33pzRNpzXu7vyM4yFWr+SYlu38ZB2Ck99jK6a64t5e2XLP79tJB6Jkb/buQ5fsyp5Fz1CZnJp+wWyWe8/hKLkRuU1aglxhp8vpUHcjpOUugCebOVdMkEWj1mY3InMstKZQuAtyUpQ6lBOe1hRa7h/inm41V6OAkwSq7nz0mjDtXHqDJY8jrx2hT9HwabpyfxkDvCLRp6Wvp4hOuDDVm4hxfjlFkO0Xa9aeIjgx1XChQ02TlvvzCkUnn59qvqfttuX+jHJ99tOzlThAQ4iABFBDoBoRDiIC/7UmfhI6ecoZ+Gnn9EnoqeTpZn4imqCLbEOLvRlPQSdPTlMXCKcQ4VID4CckSsyH+nsy0LKdO6a7cGw2pcmJTYNZMbE5xYRnub9SqI5fEtxyRytZTx+/JFh9hzbhiQIhAbaRQiCLzs8hnj7FW7M6AViV4pO4QMiCMhN4aTzDjKbh9ARyJeD1AGm7P8bp6Iz63bf+tBT/IwR4bT3wf9yy3R/HiGeO3bXyJxyD0/GrOb5pOz8koteNhat+1LLdH8WIr0liLOcHAPHZXnjrD8sx+TGblvu/MeAbloYrfyDjW5ZzezzVfVlusxf36or70C1bwElOdbYOMGG535Xfnyu7ET2L3nLuJMSe7TkA6uDUrhTHlFak7f65Z2nqcCrsdN3h6DVqJceid96W7f4ep+PUXRCuBk9d1JvMnN9PTtPhF2cxohEsQCgmxZbl/noK0yZMNmdyamStKpg+LtNtoXkJQtGcyeOUmirhahTa6xfTtJ2fwjQkTRg3fJABkvUQA70+05XQp9Rqobem7f6YpqbPHLtn9U80HUpNlta5Dtu2+0MAOCvRuTgv61YB9vYrQK8/P1z1o6bl/LAK9LpkLWL475sTDajqwFT3kcnBbm2rdd0H//rdSf4rfX9PTdrYz/BT0ADxMi9YZSzoxzu55nibPwPaBCanMa0AOT9VEb5qSTrV/UzFcGqytp2fTE/Hr74gA5hY9+LTAoFnjt2jA6xtOz+E/CK33R7wtIIiigIXi4jiHvCmAV57QeD/mGGGEJ3DwNOKl+V+n4jOa0x0/lcCr225/0tF/O1EcD7HtCz3+xHguQzFpuV+D+LIa6y59XaGIhItqU+s+j6ve/G2+12MYKy+xv9ey3K/R3m87Xw7noYLx+7ufLdlu9+Np2lpvqYoavAx27b7LYL4Yi9Y9Z2m7X6HpumCJMZyvxnT9Gkz7hlLi7JkuU8BLUzvQxd2er97zJpdKSx6CTndTi8cjrKd3rMuS5CrIB2TuRE9h4Mbr0reqNmzOxZacyYdi34ToZwyk8ksa7zkRCibsI3E9HQrpkANQqXj5M6HrknR8AntMRSLZk67jnr6lOBkPagIlqa6cm6PiJYszbRXrIXeLPd7SHE91Wefte1+N9cea3I6grEL+PhiXzuviGnazndoGhJ9alpNflY1Gmtuuf3Rqha/YGT/+YuHKusfGhwcHExexoFTOBhVptleTp5+jlXM9vIg288Rv5ADqUb88o3sKeiY+GlorCHAVWYCfrSMm//+L5OB0gQ26/RWntgiiM5ZGq7m6a0HpKblfh9mAZ5eFERB6VMIZHz5gu8BTysoBfBkEWkmkIsuGQtu/XbLdr4NQBcx8HjdA6TlfpMQLmsE/rc4HjMotiznGwjwpnrY+WaToQh0+dKw882W7X5TAV66JFj57ZblriaI39wIV93WspzbIoA3ckzTcm8lgreMTfirOQYJr6hPrPyGPGbLclbFhG8txzRtp1PtwhvOL90zLkFRu3+c37frZ6drDoduYxbToWY/ana6dDh6VrnmQOhw6tnvpclPTnI/jSJ4VW7R92x8dhqKSe6nKoKs4es3ERYw48mMIHUjuIFTuathjd5OFGcNVnEcPaZo1GQD17bd70APhLKZK87FABNN2PcV4LlL2NWQOhGg0q4jESMbvrbl3gqEy1LNuLcRwuWsT33t3IYAb2R9lvdzHZb01tMz7xPQf7Bum5bzDcjWrNWIoiuWTtzK5+1pm/Wsis9T6Nl2fwQE/FIdfskGv24y+atCgFAjoEEkvo/LaxgCgggQNgBAN7Wj+Uln6CqiSdJtaH5YK3thB0wSIdvT2dPRmP43Y0H/y7DFfNBNyIAEkux2ZXHR4CRhZrnfVJgByWZQ4aVjwcpvl2DWgxMXJoIUeCWA9YpCqej0Lni9WGiA1ICXFxGGGcbwdm+ic2vLclcB0dt4rRUU2/XjKL5ybM2qVQxFIEhiWra7MgZ611jQ8Vu260OEV3lrVnb4mBTRO5J427kFAd5dT2NWQoTv5JiW5X4dMb6mHqy6hWMI4OpG0Fkpj9m03K8BwHgj9L/est2vE9B7OKZpOV+JY7ykuH+cTnWaRWlrU1Qx+el2+k8pszf1e8zCKtfAqUFOTmyFwyGsdW2qK0Eut981h0Nv1HqORcnq7DkNElT9JkLN1bDd70SFi/C9iOJ6OjUW+uw7WQpN6jGiwRLaLoG5By294St0JXWrOx9CS6Lh0/Xj+ipSVy5Zc8sqqcO27a6kXG9Cn5oOpSZ1Pa8koHenmhy9BSHONdzToaZty/06YaZP27klBnrP0mDVLfw1mYC0BRCuhxgmK9WoC1Ftcmp6ustWNHS3nrz//vVdfhHOJpShTQ5p225MAG8xT0FvcspM4BM5AxJIpe5bTng9OGkTngCYBic54YlCwDGViN6xZBaAzQY8CacyzHLgtRlmGC9n4DVt5xbIgWe5X+UXcXlh52scE+fAs9yvRxhfkxQRy/kKAvAX0H+tZblfJYBmBsWbIY7e603c+hWOIaIVYxOrvtqynK/y+yOSeNu9OY7hfWMT/pdblvvlmOJrkxjb+SJF8IHGms7NHIMxvK+exQBF1/Ex27b7PxDFN9TXrPpSy3a/hDG8P4mx3S8ARW+b7f5xcY+5sMp1y13alfpU17snbbnfU4VdWVj0wvYs2++F5a5b6z1LU2vCpNMgrE45yYkGrgSz3rQnQdVvItSbPOk0iKlRa7Bmj9F1K6ZA2RjJxktOh0JvsuHTdCUbNXFdtFlXufY0WAr9SF2V1rmWNO1Z7pcVxdcuSbTqflno7WaK8b3exMqvaJq03Zuh2Jc6LLSt6/lLFNH1rO3HWtP4iWjLPmYoWrd2kGrVQaqqwWi6kryEA9TUINvPEGPyAg5eR3GU7PGT0JU4mazTGKKrCA2AH2v+TfwTNAMSYNx953AqdcEFnJIJD6+pBytLACvgpE14onBw0YlymEmAyUKgw+xLFEFywZeB1ytApQIhYUaAH2oEK7/IUMSI/jMFngbILwAAfwH9/2hQtJzPxwgfHQs6X0igmMXwmiD6UCO49YtNy/0cQvxxL1z1303L+W9E/Agfp2W5n0WAT9ZD//McQxB9Yiy89fMteUzLuYkAP90I/c+VjnMjRtT07l71HQknCUUJntL94x7A0mkML2E3QrfcC+eA3YjcsdAhV1iUPEH2LHphrWtuhGzCNhLTm+RK9nvPxpeTnB7Tm8DkFFiy8YXrIBwL2WAJoPJxVBRfyY1gSZNyCiy0Jxovrcmz3R6QZAPXttz/JoRUD0LnJeej0JWAZUvTRqErqTFeE8J/sT7luqSxQsO69j4PQB9j3XJ8vk61Cp8YC/3Pt5N1qm1dz85XEGErILg7uTdLWOO3UyVwJBpESO/ZAu8RDBLCQPatRfw09LSwoKfYiiZ+//MsT0bLp6CBaIptat7jp6gR4RIzAT9BYWI+1mPPgARS03a+BLMAT5/YnC9GEf3n0nR6K8EpBZ6M1wqEiJfg4UKgED66JCsoEmYxwCe5KMhiIQtN03I/CwCfKsOsbTk3AsGN9YnOZ2UMF5TeMW33MxTHn21MrLqJC19M8JkxjrfdT2MMn/cm/BtbtvuZKIbPLZ3wb5THbNnOpwjgC42g8xkZ07LcT8QY3zwWrPoUxwDA/3hB59PaMS33E4h4cz1YqcW0LOdjMeEHH+3+cW6Va+AUAGvzxJbZ7yXHomeVlyx6CbmVCPQuttbldKg1amKqk9Oe5jRok1/hEEgIMcxUbuOL6U0H1ewTYek4hW61hk+C0OkBVXM1NA07X8IYUzdCNFJp45U3c4XzwRpWAJ9Imi12NSD6IDdnrAeI4XOsH03nWiPI2sPPNiZWsvYELN1PAMKXvcD/pDyOdkyhz7btfpoyrUqN6Wvn0xDBfzfWsFYLTUoNN233kwj0RdZqeZ8g/hLruT08ehhBrBBoXVSpdCmanqpE1S7bz1NTU92BwVo3Xv/w1P33b/G4W895ZUst6Pgt5inox17rzU88ATNQhpOc3vIJT8KJCxNlwOOikAOsmQCPbsphlk94WoFIYtRNSdGxnU8pgC8sCTqfadqyQBSFqVwU+sEsRrx5bCbMPh4DfHUs7HyCoZgXNe2YlvMxBPhaPex8oplAMS18bcv9L4LY98JVH2MoEsDXG2Hn4y3L+TggfoVjmpb7Xwjoe+HKj7Us96MEdAvHNG3nwxjDam+i818cAwSdxoT/0XIMxfSNsYlVH2nZox+hmFYlMbb7QSK4kW3w0qRV3JOWVrm4P8eWo7Afe/Z76Z5iz1rXLVDdNs+t9ZKVKhuvnnWpT3vSaZCgKia5sv0ex/B+tvFlo6a7EdJRKCa/ckyuSc2NSPSZQ04/Tq/JK8EynwJZJzl4pLY1x0LEaM2Z0IMGPH26/RhkumJYQkQZIN0PYRzfVmdtyOOU1jHEK8cSfRba47Xcz9epnlOtSk1qGradj2CMq+oT/ke1GKHnv7d8pe+Bvn+wO7RF72UcA5VKrTuNgxUV1eIofRnHtMJBFWFNKf4qwuIpaF7ztJ18RSEQPwVt7gH/vb8M83NPrAzIiU0WHW3Cs9yPA0IKHtv9pAL8Ek9vTcv5mMoAxnBCgK8yzCTw9AJRwExe5HqBcHqFqWU7H4EYbn00mOXAK8MMAL7lBf6HGYoF8IpjMvBigG+PBf6HWrb7oTiOb0ugaDn/SQjfawSdD3IMAvCX1H+oabsfUllxbFvuByKIvz8WrrqhZTs3xIDfSY5judcTwA8aof+ffBwAut0LV93QtJ0bFOB3kuNYzvsR4Ede2PlA03I/gBB/n2NatvtejOKv5veG8/tt8n6enLSkY6HZksk0hh/M7ffePWnhNGhTnWyqhC2pORwCHppFqUFOuAjCopdNmG6xFja+Nu0JN0J3FIrJUjuO0KR+HNkYFUBNG8cUzKxhAcLeFCgbKW7C8kZNNo5Sn7I50/UjGizd+biBAL7LGpP6b1nu+wjoJ42wcz3rCjPNaGuhT9YVZMfRzis1XFoDqNu9cOUNHB8D3Z5oWOi2pEluCvdFhD+ztZy/mQqIn3ym9Lt6CWqE/AKO4kno7Klofg80f3PaZO/FG+lXEW4AhNSGBuoqxEl+IYf+so7iKej0awtxMrOsLzYAfmIxxHyafyADWqHpBzy76Mp1mGkA++BswGtazg2AaaGRMGOAUQ4eDXii6PSDmTym5VwPAD+cATPLfR8C/aTOhUzEaIC03fcCxT/zwlXv16BoO9epGH9Rn/Dfx1AEwp954cr3l4rjtRTDrxoTnfemMelxWrbbJoh/2whWXduyHRlzXRzDL8b4mMNumxT8thH4eozlNGOCbyU2uLA3pUVZmrSK+83SlrScG+OeGyEdC+dTFMEX2IrUHQvdEs+dCd3hKByCUnPWm/61xks4HNr0L5wGDWaW+1EAXJlNaT03QgehAKo4jqZJ6UYInbSTJix3JrQmrwdCBmo+BbYt5/2UNUmyUSu5GtcDUKI9joEYvuVN+B9u2c51mOmHYQYA/8sNWenaeS/G8PNEYxKoltNCxN97gb+CdRXH8PNEM/r6Oorpl5n2rsMYcq3Oum7aznUQQxbvXBsD/Hos6Fwn9dm03RUIdIdX2m/Pd18MFdiHYng4VtRVcdwFqk6iirtxHHfZisaYn4CmSTVQ7XanprvVyclutMU2k9uuua/L7zX/B8rTjB9t2aMRAL3VPAX9eGbVHGvOMtAPThKQDCcA+HHSlVuuLDoanADin5Zh1rLdoihY7vsA8KcJzGzn2jiGX49NdK7TC0QBPFkUSjEFzBLgzYRZ03JagPCHRtBpMxQB4Hdc1Nq2u4LyQmM5TUT4Y51jht02qDSmZbnLY4D/Gwv9ZkvE8DHz4ti03OUK4P/qpZi27byHCPhL6pfzcQjgL43QH29a7jgC3emFnVbTdt6DWYw8TtN2340AP8mdhp4FKi1Ky+lZ65pjIQBWdiNyi163zYX9LhwCHTBy8hNNmLDWSw3WhyCGbzKESseRjkJhsQr7vXyc3IbV3QKtmROORaFJ6TSUtHc9Avygzs6ENlm6AoTCvRh226jgt/WkSSo0qV0XtrsCAH6TNFJaw+cux0wbUm8l52OcAP7MGpPaTjQQw93ehP8eTTNSP5Y7rgD+zNpLY/BOL1zZ4nXvmGhwrJcAACAASURBVGLNOsw/j9Skvu9cEwPcNRZ2lrMmIdPt41WY2IbeascHa2trA4P8Tmio4OBkpTvI74QGBYOkVA2iaJDt5+KFHLH2FHRiRYO6igyAH69fiznOXGcgndhSgDHwAOLflKe3pjXaQqSkK09j8qLjNAHgTwlUSsDrHVMrHE4LAf7I8S3LuYYA/8pwKhWC3jE5Ji8KmwqzvHC0bffdlBcy23kPxBA2JjrXyPM2befdAHhPI/Cvbtnu1RTTBMc0h513ooL7vaDzbi6IADAjpmW5VwHSWo5p2c67IMZ7uGi2LOdKQnywEfjv5OOAorWNYNW7OIYA7+VztS3nHRHAw2Nh5yo+DmH8AMe0LfdtRPDHbIrq2e+aRcmTlrDWe/Z7yTbPrXU5QWqug7DfJRhS2zyzKEsxeRNWOk6vwZKNWhqD32erkwGTOwoypmR19qY6reHTQaidK7fxZYPF0M2dBg1IUrcCqOWYYgos9MBNWK5zOTVysxVnupL6137vUsN6s/guALgv0Y8AZKIBAP7e5nckuspjbOddCHhvPfCvbtrOOxFSfcqYtu28k7J9GaPpOdEkPjBDn9bolYSU6DbVJO3PDUvyNDMk73WupU86J1+IMEiZBc1PPRO/dCN5Gpq/t1c+CU38JQvJz/CLN4Bokt//XP5qQrafFb+cI33SeZIt5+QlHcmLN9L4mNiq5q8nxPMQ4H1LAv+izVk7zbchbc5s/xudS05jDCcAuCuf3npdcwInnGhMrLxGFh0JFa1zl8ATRUSDmeVehYgP1IOV79KBJ6AoigLHKKXWcjyfNy9GDLwY4KEyzFqW+3YCeqQRdq7kGAB4yAs7VzUTcMLfuNDIYsdQJICHOaZlO2/lt/A0Qv/tfBwAWM8FsWk578Aspmk7b8EYpr2Jztualvs2hHiDF656R8t2r2D5sEU2MyYvrLPHtIad/0CEu1PbXDgN2j08dhFSp4FjxFRX2N3SaZD2u26JF7a5nP5t51oA+HVqRQo3QrNGC2tdAqxtjbYoa9SkwyEBI5s5zQIVU51+HNEYyalOfGbWcN5gaVOjaKR0Z0IDqgChnAKL37WmczEdarqSk6uujZ7e5OdkjUEMU4l+xOdMNKCgWg86V7Ts0bcylFiHrDEGUbIWx5da1fQmP0NpDTFEjYnOW/XjuMsoppj3l1vOIRWChaD4rVRqkv8KUKQg+XcCUaWSf/P39cZKdasEk1EUd6EaT05FUXcoGpzMv47wyffakyfCTY/b1xG2h0evVRU69vy7/N03Z5k2AN6c2f43OpcGnhLw8umNwQMA61KYjV4JEOcwexvm3XoCqng9Q2iTYGY7b8kLgVaMEpj1QLUMgWL+8u1yTF6M+gJv2HkzKKg0kkLmXhED4FjgL2vZRaHhYkcKqnlMDs6W5b4RALbwQv9NHANKDXjByje37dE3R0AqOc6MGBjwgs6bW5ZzGYDaxgtXXs4xBLRlI+y8UR5n3HIuUyImP1fTHrkEANezbS6dBs1+t5wmIfwxt9Z79rtmM0rACItecx2E/S6nfx0wYvJzr4YY1mRTfs+90OBh948pnAD3aoxxoj6x8hppdfLEBpC7BUXDJ7WnTXUCuqy3ONenPjX2ICdhKYHKkIM4TkDI2s6nwPaw82ZSqLzAXybhJx2LTHvIMbLha1vO5QS4ZaIf210GAMQNmX6tuW9EgKF66P+H1HbLdi6mGLZvTHQu1fQptNq03DfxA1EN/tnSPiLVWIccw+9OZt1q8VK3iT5hiI/TtJzLMfvMj2f54xdwbLvrgYPddVvVthycrE1PDdQGqtVaVJmqVaJKbUrhYAWjGsY0MNtT0Igxf7NSMnUDxjUAXKwID6uHfvXx/JyPdiwD4EfLkPnvf1cGJMBksZDdsSxGMiaFSgqeZgl4vSlQFgIRIy/4FFRpIdALinM5AGyVAEwUjrS4pIWGgYcAW9dLMW179BIi2s4L/ctSKMI2Xti5XJ43AV6M87jYpVDMYmyX7a2dGoF/Mccg4PZe0LmkabuXAsGTGqF/WdN2L1IAO9WzGACc1wg6lzaHnQuUAqsedC7kGATY2Qv8i7iwAsAOfJyW5SwFgF28sHOBPE7bchtEUM0hN5sbIV2E0v3mnpUtY7SpS7oOwn7XGyy2H1OHQLPoNUehcC80ePSJ0SatTTiO/Dy69oqpUW/yEkchBaGYGlkzBeSE6yCaPA1Otttr+OTvWtO5Nk26lyLhttxsafofdi9EBTsn2rCEhjV3pNCYpn9r1COgPRuhP5bAGGB71lV53dNSKQYBtq9n8XlM23YvIqAdMw0LbbM+e/uXAtCxAHAb/5UfQn6fM9vNagAgTm3m7J3PbD/z9Zdbz9lfExpIf4Z/dvavJMyeYubJOX3imdhepm76oo3yiznku6Czry1MfgZeDKgWeMFKfrp6s/1jALzZUv3vdSINPLJYyO7YFoUm6ZRha4aZ7Nb7AU+Ch2PiOE6A15JFKgFVXggKKDaHRy9ARcMMMAZVDkVZjBh4oMBqZMDrgdNyxxBo1wRyAop8XlKwM8M1AR7A7l7oL2UoEoLNx2lZjgcAT/bCTqNpuWMAsHtSEAU427ZTjwme2gg7Hh8nBtiDY5q2ez4APKMR+Ev4OATwlI3FyOM0h51zEWleYmVLp0HcS9buEQr7XWuY5H1EYb/L6T+1zVOnQZv2bOctKoaozhalBJVsnqR7ISDHx4kz14E/T8/hkM3TsPNmzCdLaaWKmLbtvJkgmz5l0yMnP+FqaI2RaPjk71o2YRKoDKcYaKdG0NFgyb/3XD8a/KyRNwKo1B3R9CAaPttdQkR78e9dalg2i/x7J4KnJBpLtJ1+hvaw+wZS8Cwv8M8bt9wGZroqadUjwATSMkauU+2lMTPXqSZ5PwZ48hh/hvmLDsBK5QgE3MD3WxGpy7dh2GYmFU8hqeSp52qlMhnF1FUq7kZU6aooTl7Ewe+Bpqnu1ORArVud7Hb/tuVDXQh+uOHx/kpCHhgQ4Ip64PPbtTbbPwbAmy3V/14nkuBhUKFCAby0KIxbzlKVT2wCeHzBqwxgKaji3RrhqqUSivLiT4sa7MbAa9pOHTKASeBphcZ2lyDhXvVwZVIscihq57Xd8xHg6V7g12VRGx92zlMKnukFnfNbtrsEAJ7GMfK8CfAU7MMxDM78OC1r9BwAeq4X+m9IY3BfLohNe+R8AJXBdeQcANWLAQX7NoLOeS3LeT0A7ueF/tn9jtMvpmWNnEWIu7ElPm67y1RmXWpTpnaPsJjqNNtTOBOaRS9sRn2qE5O9bMLEcWSDpbkXoqFhECLBk9h12FhMz0UQn0c2WCWgFo2U1qjxuWjbpBEUIJQNH/+uMYMcxyCCzc6EZvPKZkvqX2hDA5v487Zs5zwE3Lse+EsksJuWczYAPL8Rds5JtBfD07wJv65fF4V+pG7btvsaAjrICzpnSRizDnONZfvP9gL/XBnTbz0+7L5BKUjipSaTNdJzeP+fWfWkDV2pqcHBqW6tOlCpTbL9HEXpCziUqlHEX0kIyRpifpVl8hBX8i5oXicPfAEcrgAXGQD/M39j5tibLQMaeESxkEVBFhoNZqIoSODJY2YXf9rRCyhykULA5zHkZCHQoCgLmTV6DgE9t5FBUQKPAF6QFDtr5BxAlRSUljV6FgLtXw/916fAg/28sHN223LOpt55R84CwAO8sPM6jkGAF9TDzjlpEYSDvcB/bQJFwBc3ws5Zbct9HQG8kOE6bruvUSImP8748MgZqPCwRtA5k48TAyxoBP5rxq2Rs1R+rmHn1aBgkRd0ztCPM3oaUbxv4hAI21y3UsU9Qmm/a45Cci85scT1yc+9EBTMzy3x/F6jNu0Nl2IyCzRzAnZrsFsgYiTkNhaTN1vlc/XcCOEoyIavNeycB3kjJWBZAmoPhLLhk79r6Uzo02ShK9Z20fCNnIWgEv1oIBRQb1ru6wDgRY3Qf73UbXt45AxS6lAv8F8jdVW61s4EgAWpxgoQNi3nVQBweCPsnNa0ndciwYtZnzPWAAcypMv7AHBgg+EtQT5jnWo7y8+pMcGn+Pt3k/c4M+wU8P3VQaDe0881fs9zLN75nHzVIH/9ID/hnLwXmm3p5Gnn7GsJaRD43dDpVxSyXbwh+erC1H6eTOxnBLag8/Ukv5Qj/e+YPPCVPwXNT0kjpF9diEQvRsAF9dBMwJsNEuZE/7wMyGlM69y1oiAKjeWcrQCez6CSFz+DKi9YfMwciimE6CAuCgxFgDgF3rB7Jik4hOEkiwUfJ4eZLGQSivK8EngSZs1h93RAcBqh/2oZ07JdWfhOIyC3HMNFEAEO97gIDrunI4Lrhf7pLQHOtuWcSgBHemHnVRyjEJx66L+6bY+eEgMd0wj8V2bHOYJjWtboaQjkcsy4PXoK6jHpueY7J6HihsBPXAR5Lzm3KOX0r9nmwvaUlrgOKrZGca9GuNLTXAQx7UkIadZ6KSa3WLWGRsBSOg0biykm1GIi1Bo+TVcCVPbI+QgqcT4kCGXDxxoDlUOucCbkNKk3QIVu+feVa4P1loONmzwClTSC7WH3dFI44gUrz5D6Zw0Q0Uu80D9V0564LsYt51SV6UfX7cgJqNQrvMA/adwaOU2BGk20J/ST6goX876Mkfv91lK34/aigxVVziWAB3uAA9oAgFFuRad/dYjtaNUFRdmT0JX0RRz8VHRMk/wyjoGYJqejqMsv44Bpmlw/Odndfqt5k37wpcmbAKLHq4IZC/rxyqQ5zhMiAwwVUrAwmdhE554WhZ4VdjopGuGJjWPibMLjogBASYHoBzytEAgotmz3lUB0VAIw2fWXYojg6EbonyqhKIujLHZcXGKAI3h6aNnOyQDwUi/onJKeC47mgpgVIIYiTxgnIcDLOEYepzk8egJgfEIj7JzIxyHAlzUC/+Rxe+QUBJXCdXjkBEBMYvg4AHBcI+ic3LTclyPAKV7ov0Iep39McZyWNXIcIbpsZWsTm7hfmE5j9Cwvi8ltc+ko6LZ5Ya3LBkseR8JDxmRT3b58LtkYae6FBjnRPEmnQTRb3IQR0P48NWpgtt0zCdKGTJ8si0ZKa8Is93WYuREShFrDJzTGOkcFC+tB50zZwGlAGh45Q2WTa9IMVVJtSA1rDZzQmNR/qgE62Qs7J/SDcXvYeQUgnFgPOyfqmhw9FoFe4wX+y1rD7omk4HjWXnkNCl7OkN7UmDyedasQT+Dzbo4CxPYz2PsNPemRbWrTg7Ua28/RQKUWVaIav4Qjrqha+SloUvze5/Rd0IRx8h5otqKTKR1wMQCMeOYe8Ob49Zlz/LMzkECF1DGN0H8lg0oCL7fCMggdy+CRMNMuflGMZNHhmF6xkDGiADGoUFHS9Usojg87r1AIJ3EhWz7snljJio5eHItix8Ulnx4SmIF6VSP0X84FEQBOaSRQ7B+TF82W7b4UAM5MiqA1chwAnuaFneMlXPvFLJ8/ckylgq/zgs6xfY8z33kJVuD1M2KGR48CjI/LLXHtXnJ2r053HYS1LpqnZGIjOJBtc+lwyAZLP04x7bWHR88gRYl92j9GWKyykRJOQDZ9HpLYsGkDdJQX+olbgPnUKNyIFEJ4JMekQE0bPq1JSl2HpHmSjaNstiQsJeRk86RNtwJIUv8rbOdlMcHp/HuXGpaw1DQmmrmm+P1KzWhNnr3oWAWV19YD/6W6Jp0j+K+Re2HnyHHbeZnKPoNcs66I6IxG2DmuHIMEr+Z9GSPXnBNSeDlQ/IHkPc4J5KiGiANI6T3X5H3P6VcL8ss3+K8Azb4H6ZckpHEwkH4VYe9lHDUAGAKCiJ9+Tr5KMH/SmTD9KsLeU9DJu561ryfkl3EA4SQgTfFXFqYPhiXvkX4xIi4w94D/2WQwx98sGWhb7vEE8Eqe2CTwJBTHLfd4BDiVYSZjtKJQAp6EWV4sNJjZi44FqLy2Efgv5QKBAGfUA/84WdTa80eOgYo6i4vUpgIvP874sHu0UvAGL/BfwsehDIpNu5gwZIwE5/jwyJGIuKQRdo7qF9OynCMIoF6Oaduji4FoaT30j+DjVBCX1EvHadsji4FULyY/V9t2XCI8Pbe784lNsyiF/ahDqICcdCZmiUmcgJY1chpk9qZsaLQGSzoc852ToJJO+RKoEnJyypcxUjMrbOekOHMdMhs2Aao8DgMVAY+tc8MnGyDhOjBQFanE5pWa0WAp9CN1zn/e/M8i9SAn19bwoqMAK+d5oX+0BJiEpdSGplt7ZDGRusAL/cOlruTxm5Z7OACMNUL/CE3bw84iUvCmRtBxtM8gPo/U54rhkSNjVOfz55RrjlHZvlw3bXcBAJ0PBA8k0FPFfVciiPiLEtI9lTwJnYCPsJu+B1p1c+uZ15GKuyqudqerUVdFUbc6PdCdrE11axu26N5///ouwOru4/8U9MgVAGqZF/ib9cHkzXqyzVL5zUmeEBmQ3XoZeDnM2sPu0aToHC/oHNO2R44hyCY8rSjMDjx58afHSaHIBQgBGl7oH9kPeLJIyZgWT4qKzk3gao8ujomWciGTMU3bGUWAi7ygs5iPowDGGIoSnAnwAC7OY/KCuGL+yEhcUZd7ge+mx8GLvcAf1cA5f2QEK/hGLpTyXOPD7kJEuKIR+ota8xc5VFGXP1oMVCqXJeeyRg4FVOeW7W5t6hp2T0QFx9fLlriwPSWENNu8FJPbm3La05qwBFR4XPp5xDQmnAlNMwKWmsUqGynRqHFM/P/YOxM4O4pq/5+qvstkAyYkmekmKMgiAoIQFdkn0z1BVHjqE/ddn6iQ2zcBwRUiKjuZe29AQVBUXMF9eSjpGyKroKio4C6K0D1hG4Rsd+mq/+dUdd8+1cmwmQTe3+vn8z7Mm1Tq1q2qnO/5/br6FIPXaht/7FgAqRIymvDRtaagMhPHbO8ZsCSQS/b58biHKdRxP+ArxLgPje8yNOaCJT+I627sPeKO0P1jJHzDY0cCk8sqUbAQ90wKY5oIrhj2RgSTp/lRc5TuybozeogEfm41DA6rkzFs5me1Z55EG9X+6Qg6xwFYnrOgvH79rBIrWeW4YJWK3W6prU5B85JlxSXxGKegOapsfBcZFTsAJi5uH8BPx0r2P3OLz8ByZ3SRlWTrUwEvgdDJfhgcZWTuJEDkgdfL7nUbDRgCxfqwu5Bx+GglbLoUeDSoYRtg8DEVpEg/447r8QScCDyeBDIDnPboEQz4GX4UjFAojg+NjvIUrrk2aT+oEpiEs/woOFxBEdgnqlHzSP1ZcJofBaP5Nuln1eeNHgIFdp4fNg99Em3O9KPgiNrQooOAxx9EC9F8lkyeExP7kUKIwgNhmVqRtB9D5ZM2SmlxSyc0xC0wHA6SbNHPMvaDstClUo014nCY+yqDZU599hKyJFF7rx8Gx+i1ZqciCBFUDKCCjoKROJJEylR+2d6ge9iAOtmHdJyqHCPAp/yoeQTdexSWuDcYsE/4UfNIum/xBiFhwfJqGByCe8ZicDrC2FS9o4cA6H2CezJN5pbbYy+0QH7aj4IX0zE0bPdwCfBJ/KxkX6k9Q9vQn2kbPU5+IYA8RTJe4kKU8Dlr+qoPVswiPxfx9LN69qpOMcsyMFbUNaGhjAU41DNZVRNaGgU6khPPaD2np597NjQwaAFAW187iDWdk0IcqrgGR6tZXU2YOwWtTkSn1xaqOtISDgIG+Ghjm4rSbfphWzzK9zt8xs5AY3jsSMHkMqXYCPAozJYPLzzSYtbHEWa6DfsYQij5B6+DwmPCTJ6Jgczoh2T6mwkWCpxUDUwJMycLZLQfDILSgnE/DA7GftJgR9tcMOS9pEDapMpj+fDoiy3GVvhR86Ap+xl2X8QYXJi2AQuWV8LgkLq9cIEE6+JqFLwo38/m2jSGR18sGW/4UfCShuMdICUG2eDlhmIjqsuwE8mzRuoEUCvSBFVmfdM2VEUZbgG1YWmyRZQlTYAoLE2HIwOhkWARoNK9h7AEgA9Uw+YiCh4DVM7ookJi41MQGrAkyRDuc8mk2sNGAucsPJSBdQ4qTvpd6Loo21bCWdUoONxI4IYWHcQsUcM9Zux/e/RADuyzftR84fg892BWgAuqYVPBOE3y6D5Z4YwdKqQ8GxO+FUPe84UFX/bDYH9jDEMLDwJu1au4T9SeSfYn3T9T/Lx8yHt+wYIvgIT71fNYiTBUrwG1QMoOQo7CT+LvJLQYxwpUybNarAUtZFtw0bakpS5HwDrQDK8nFNDCYhzd2GoPdGWrU+y017fK7dKMde1H7rm5tSVt6OS99r4F/YwlSn9gT2oGMEDwApyPmfhmgKeybJrRGzCjQSEHvBRmBmBIGyPTzwEvBRW24SA/gzCjQQeVYhr4pgSe4x0gQF5WDZsLaD81Cs4p2jTmLdxfFqwv+GFwwLg9eqDF2KUV1c/ICzkU9HhybRiwS6tRcwEGO4vDV/wo2G987sgLeLFwedqP0SYJstiGFQuXV8PggOXDC/exuFVHt0A5E8BPQteBKr8VQ4tGhSWUPU7dC6rOKYSoBWra45nFShOpx2mjFKEBEgo5otIM94ImQMRRwDa9553O6CEM+LmVMDiMJmq47oLxBoJHgQrk2X4YHE4TR7ofaIJF94YGIbsAVSl1NVbYYy8UieLEvZ2OAddXFKwv6HXJEjKaCKqECeBzfhgcSMdw4fDCfWJmfd2PgufjGAD4JQhj2j/dJ3RPXriTu2cs4ft+2NxrfKexF3ApP4/9Gz/TffUYbdJ99aQCwlZqfAksKEZzZ5W3a5VLrLS+XCwWS60OKxcsvI6wo6xowUUJeKGM1xKiJc3w/WKB7x+LcqrSGYejJIDXV8BbaaH63W7bGaABgoKKBh2EUJrR0zZGULBHD2SMXZoHHgUM9pO2qc1z94MCXFENm/tvArOkH60G5Jf9sLk/hRkGvhSuVDFsArMkCOJnsQK7QqkKAk4FvKSN8Vm29zwG8K1qFOxNg+kTaVNzFj6XAf+eCqCkn/rQyL7AC1/DoIxtAPj3qmFzr/OH3b2LDK7yo+Y+y+eO7G4VCp9XSQ9VbMbzZmWP68SIPGukiZThBEzRxrA3iXKiCVaiPhV0aSJFQUIhp8oZYgIRBS/Bd0xTZWm2yZKncWfsUJ4A1Ui29CXwylGge0yDil2E9iz9vhSEet9qR8FIhsgeTsouauVK9oYBbNt7Hgf4ph8F+9A9YyRww+7ewODKStTcF8cAIC/DRK0+d2wPKMof+WGwZ31o0b7AhVp3+h0paC+Yt3D/QoF/0Q+bLxgfHtmFs8IqPwqeQ/dGg3wW7qt0bLQN/VntPQbfB4hfAV1etixe6mKVKaGrTakrBdXPaDdrCzpfjAPraCc1oJOiGgL/HtrKZTwxjYU5tE2dXEUIrAyqfrQu0JFY0vgz/h7fBd6YqO42S64dVKUu0Y5WxTe0Pa3VuL6WEMulpiodL2BhAAfh62p9AG9bTvQ/bSvNQBIgvoqKTQcjuCIFXppBG/CgMBt295YpPB4DZmmwyEOIgfVdPwyeRwMKhaKGWdYmhWK+TQoz2g8NghR4j9Um/axz543uVi6wn/hhc/d8P73xDLnP4RZcQ9r80A+D59IA2pg3ups0+9lsG1HgP66GwR41x3sWkxJhfBACxiqwCxBCVPkZiRGxNxEeDKyLKzm3gFqgNNmiQB2fO/YCXtRKi7YxgDp37AWsKLVSJ86EATmixqiypG00qOCyShgsoDCjIFSJWuIo0PVK9ueXEFTm9yUgJMr1wjnunnFJq0m694wxkD2mxpk6E2R9aSJlJHBzR3bnxcLVuHa4Jznj36hGzX31OsJ1fhTscsEcd89Cif0A94aRwCnQWtf6UXPXFc6ivYQU3/ajYO/xOUfZvBT/wg+DnXD/pHsDk7P0s+i+om3oz2ofcusXAPAAVp3CqlL0zl18pQeLbMieFa2rUqlqU0kxDgliI5dc2c14NSHa0er/57oAB5dWW1qypWpEC9lihaIqxpHa0NCe2cLT0Mtg9cYtFb7qw6OnA++fgt5S89nv52meARog8sDrgVNn9AoeFGb0H/xUoMI2UOA/roTBHrTNiqFFuwouAj8KdpsKVOcNHbFriZeaqAaeKMzSz6JBMPmsXj+P0UaPZ/bIfDFQuKkaBs863x59dhHYT/2ouct5Q4t2LaVj3rTNahVM54w5oiRv9cNg/gXOETtbULoR+7nQHn12DGyzbQpQusEPg2efO3dkuFwsXJ23rA3VlbO+U2eCJlLULTAsUK3GVLJlOhOZopoKqBSE1HWgkEOVJhm7ClUjTeao2sM2gsGVClQ64VNApc4BdR3o/lnhjOwloPAdTNro96VwouOkc57sPbWHKSyTNVV7w9jbs0fmw0DhpkoYPGtcwZhd44fB7hTGFziLdi6AUGun3Iti4X9R9ap1LFi/8qOmTcdg/PsioKX9n7mTu+MMyf7oh8Ec7N8CofYP/azGTiPzhdT7k/6e/vw0hxXj46+E46x/DP1rYMbG9aW1pUK5VCyURKdbQvs5xkIcWA+asTJeSZjWgkZ1zvH9Y1TcMjkBLVipb0E/k1a2P5Z/ewYMMGgobgKqBEIaHqQNAiaFx2ZApfqhEKJtlu84uhMvs1uqYXM+DSi0zVQwS5TidQjFqdpcNHdkuFss/NIPAwc/yyrzW/JQTIDXa5OO57yhRfNKXPzGj4Lh8TmH27xUvi3rh/3MD5s7b6aNUi3nOyNzCmD9vho2535maNG8ttlPr00RCnf6YTCvNs8dYhb8GoP1p7c/bLA9feBGtL6pYjMsypytzXjhq5Uo2C9JpL7vh0HO+s6gS5MtCiqa3ORhmToctA0FFd0/CKFCsXA1JlsGbIZHdmHMurYaNXeloFJAlQWl/GiyRRM1ujcUqDhbiUkSHedFzqKduwkI6TiTtdNzThIpYwwkYTLci+HD5wpW/l01CoYwIZMD1s247hqW2vnQa8dux31CEz5cx86Mgb/4YbAj3T/0O1641bYE7AAAIABJREFUk7tjnICW9n/R3JGZ3YIV+lFzO6P/ee4Qt9ivK1Fg494rcvFbHFu+DRTgdwDiMBFbJYvHJYGv+fDk+WqMdZ6zKlN4165A8KliGnjqmQ8ASKzbnJ1uxuIcqihHej0hWtB4FSGeiM4X6ICiZDDAsD40FvNI7GplPzNAFYwHwPThL5AdvG2J6YNgqlCHLs5Ba0Hj75RS10U7uDpJfRCAPNwPm9v0YPI2/bB/O6r3O/g/MwM0SGko8luqOfW2KYQ0zOg//jzw0n6mghmCqigLd/pRMI+2of2oNgmoKMyeSJvl2x08m8+c8edqGOxIoUg/K98mHc8lg972G6fJv/thc3D5dkfNtmbGf0JFQses28BdfhjMpm3OmXPorIHitHv8KNh+fIeRHfj0wt+wjVY28Ac/bM6lbc7a/rDB6TMG/optzhtaNKNkidtRaSGEWFH+sILWJbUop7C+KQgphCh0821SJ4Aqfg0hbY0atidRXRRUdP9QxUYdDtpGgQrgelSNVPklidTP87A01kslUjoBomOg+5ACm64L3TMUlnRv0GTu7EFv+4Fp8I9qGOxAgWfMFVlfqnovcY6ZvlFuuM+PgpnL5x812xJ6/2D/cUneiv++KGgbBPZ4WGmDM7i2GgZl3D/W9MLfKmEwm+6l5Gfce4P098ucY6YPwoa7AeDB9NUdjiec0/t30W7GSw6SKlPqVSBG7toFaIGADhbiSK3ntA4041iUg7UtCcqCVoU4hGhzS7RjYbVlQbbMYhwb2vDQ7FYFrkZobrH/rdjJ/ZiQ7Iz+M+AtNqX9jp7OGaCW11TAo4EMg4Xk5TtQvdF//FOBKt+Gz4wVFBuzD9oOBmbdXQmDHXQb66488LCNLM/6ZwazJ9JGA0/BjIsJPwpmNWYfvZ0sd0g/m28jBjp3Y8BdPv/gaZaY8YAfBjOSQBn5UVP1M1WbTsEKq1FzuwYcXZZO52E/DKYtcxZMH4TB+7EfCl3a5hJnwfQNcvC+ahTMfA8sKO7j7PA3BAxVbAgqxtnKamKPp2qMApVCDiEkZaLYCFCxDSuVb6uGgUNBRQFDn0FSS5OCkIKKrjsFIU3m6B6jip8qP733rN9jgkJhSZMhtfdY+Q5M2s6ZM+YMlKQCdi6J6bkXFHI4znTvUVjSdaEwXgYjA4OO9ZAfNqdPBWO6vlT1LoORwqBTWO+HQUmPoRDhPqT/vpbB3qUdHOdRBC3tH2NB3fZiPwoKy5wF09L9g/tkIwze54cI9Wx/0t8/nXHk8T77SjiudNecsDyjPFBa1+LlUqFTKlpWqd1lZVTqeBhMCFTrrERPQYvEitaHxmSJczaGVxLObLOd3vXAyvDxPndL/XlfAW+pmez3Y8wABogePDYBngaVka0TmCUBSAWFZXNHZg4mgYbClQYpGowohDYDPGXBTQUzA4pTAA+VxEZncK0fBmUdTAuTBIpqzJu2sSb9sDntODjOOsyexMvqizRQ0qCcbzPoOI/4YTAAAKxue10/CiwMxDvYhQ3VpB/apmZ73WrSZtCx1vthE0+XQt12J/yoaVjfFFRULVGgUhCaQFUWurJh821Smz1R839HRUWtUQrUfJuuhD+gzU73Bk2kKGxoGwpL+l0QhOXiwL2YxFBY0r2BCRAMdFTShuNMx5BASCU6dAxUTdL9SWGZ7LF/4dpRGEsA1kjWUY9h+oMIY5oQ4LPNKNknNOFLINqdjIISwN6FQcd5FPchTShVG8eL/TAoXA4j5UcS2Ce/38DC4g7DMLOb9k/3UvK5LYR0OobJKJwxd+680r9KVnlaq13Kv+aTWtHA47KIWQm4Pv2cnorWJ6FlGa8UZAyKUvIBLMYBgBY1/k6WRPKzRDsaWAl/r05CY71oPAGd1Y5OTkHLpHqVLEpgHX2zEmvjaWZlO+vCGmhH69PPaEmjTZ1eVwjQorY0no7mUlqS8apk8r3Ve5uXbKtw3gfwtprp/7DPQcCkYNgMqFRQMwIZgRn+4w/tyY0ImKmAR4NU8lkqGFFQ5dukyiAPs0G7sCEPxamAR5WEBIA0mNJAZqgNvEDX9joIzuT3ncmoO20ZrO6mgXKZbtPGwJcGWTsaLL8WrorTNgAg647XmgzDWcvgzjbCOGkjEjDj3823iScVpAHboGofTmD5Z3yOiKACVv5dJQqGqFrKWay9Z4dTAXUqWFLAaAgN3IsJkOFeENVFQWXsDaL4KWxoEkPtWfwu06aBAj8FIYUl3qaTzjndn3QMSnEme4MCm67vJbCgsNHZYR0mOjlYsrrjdf0wsHAM4HQeroTBNA1Ctz0ZxtMBVosdbK+DCdNm+lfreyfcz4xEynHXx3z9jkvvuXlDtn9GymkiiP03HG8DhMUdHoKrO3RfNRzvYdj46LMqD93yCKphsjfiShQUGO4f2+veEAVlvOoPxymBSbxDV1WOUs9ak5/Rfu7dpbu513xURSr1yg/HdnjtIMP/ZsU4EJx4EppzjpWsWhyLb1hWKxb4O6FOU6MNXSrIVieO2+1usT2jLFrrWhvbuz7gtF4LVyF0t8j/1H5wvBiw+t29zU9skU6fQCd9AD+BSeo3eWozkAQIi2b9m4AqydYTCFFQqUxfwSNpQ4GXgioLFjrr1xBy23eED8/4LNzWMQOK2WYgfHjG8U+iDRmPUhL4HAo/i/YzVRsMuAl01w3A5Nzjw9vW1x1vIwuL2+t+vPZk2O21mYTJucvybWzv0UK3a59w/+q1dRKIa47XejgDs9FmuzCe/Q5YvTEFMIUQhe7lMDKQqiUKVApCCtTHbqNtdhNymTVKlSVtQ2FJIXclHMcje1IpMwpLqvaWwYiV2rN0nCqRSkBIk7k0GbKjwYHj4CqRJlKbGYMCEsBxkLoXVE2qtUusXQpjbEPWpZOOIfncR9uCD39gzTXrarbXeTjqTrsD5spc/+tivm6OAq3tZYB0vMmBDbDL8ZPBv9L9sxiubqfjT/r/F2s9ujOCNu1f7T3bu4/J1j6Vievvx/3T2xuOt2Ey7A7iaz01x10vEsA/tX/12+5vYQIGc+eVtmu1SuVyudR5Mqeg1VWE+kAXWtB4Spox9ikG8vRK2DxjW32LPoC31Uz/B34OBojJMNxOKbYcFAmoDAgNhJMaigiYcP2OS0Fl+qSNVg8pzHpBiraxvV6AqzteFsjoeIw2hqrIxpxrQ2BGA9zajuBDGExxzJNhPBsDWd32/rWxs2H+qQ/c+Gjd8dYOwLR5x4c/WF933EmxPt51ycOrH67Z7iO8tXa+UiSOt7Yd9/ox2rQ6G3dK+nlgHZPP/fC9zQdrjvewXN/dBfup2+6jhW6swFxzvAfFWmuPpY/85CFss3EDPPuDGKwTBawhpBUbhS6CMFVjFLqbUfNKqVP1SUF4HBzHD0tgqSCUAMZU/CNWqizTNk40OPBauAqTLaUaNwM5pQgpLJM22d6wPZW03QHADrM9BewcCNs5R2HtAEzO08lQL2lDZ4KMgewN2+vcEA0OXIXOhO319kDd8bKELIGxSgRt95FCN3aSdWlNCydn6r3tPVhct3H39//rhkljbyj1OVhW/ZN9gv2ngMR1bAu+3wfWXHOfOQbj38V9HejufXK4+gHdf+87/jNuyZcsfXDVvXRv4M98Y/FZlYeuxn04yURrz5acth5f72mXyyUosDK+3iMsS73aIy1e4sklB5wjyHQd6BgLcuTAllrPqubzptcPYh1oDcH0dDMW3FD1oPWJZ3xGyyUUJSS2c3K1IQNtPydFNlJlju8lt1Gxq/eO8b94XaGyofHawex3wLB+tD4FTW5u+hADdnolXNkH8H8gr/6/+8oImBQeNdszQEVh1gOV7a1t92DmTW7YALsk8OjBzOwnUwP0s3IBrqcY8m3itev2WPrIzQpU0zbAs1FVTNWPGbDc+7sQPy8JcA8V123cDYMpDWQ1x2yzft3G3T6EAdf2JmQs96/e11xTd7z7O9Dt9ZO2qdnemrLgz38fBlnHe8Bi8rkn3tt8sO54oWi3Fix54PqoYXtrWoI/XwVix+uBGdsUOt0DT7h/9QRVPDXHu+fhsLtLooT0YRwAlkI3gRlV4cRRMACziYWOsEltz0QRdlBZJhY6ST5IIpXAMnE4epDIqXkKOZJIGa4DSXQyVYfgT6AeUxAa43S8h8T67nN0MpTtTxwDgeWkWN9VCZORzNnefR2WQG4qGNO1s91HJ7uxvUy5F2SNHO+h3t6gyaLtTZQE3w/3gN5X2jquOd7dnHUPqdy7+h66x3Ljv0e0xEEI2jr5jnXH+4uI5aIla5p/w/0DsrWvUsO2d98A6+59vAb2Oqw6hQU2dFGN9JKD3oUHBHb69Z6pYKcrT6XW8+NdSShUDWh1GlqdgrbaXRG3rbjQlkXZku1WZ0O51LZaG9vTHtiuvaVPQSf7H002rAf98W0VjPsKeFvN9H/g5yBgLCb3SuDRy/oNZea491sM0jYZzGxvDU8CBAaaAmlDQdXJIJR9lu1GrW58wCn3r55AmD1emxzM7l/H5F6oMuukHyNgOd49vM1evPiBlSFtY1p8ZhsZwwsQuhhAY+CHnhRe88+6493L2+xFup8MzLpN+9CTwuv+WXO8ULatBUse+ElUt92/WyCPPDFa9Y+64/6TsfhgDMQUzHXb+3sHxJEnR6v+UXPce0RL6kBse39r67laRxVVzqJcO8BSpW7A0gDhAEybq9U8cThs718zOxvmv0srfuo69ABjJjeG69ADIYUlzmcPclQREmfCgBBV/I63dhIm5yU2fpbEUFjabpSui5G02e4jk93YQVia+4e4F3RuHS9TnCaM7xVt64Vq7RzvgXittSc6E7iOHZBqjXD/ZGNwJwc2sNRe/kcX+GFqn5B5aDjen6ErXlq5b9Vf6453T5yB9sH16zbuniR5f+WCe4vXXHOXsa9s706L8VcvDq/5g9o/G+ODKw/h/nF7yvj/WphSz9dnP1RuD0wrldvF0karVcZT0Pp9ZV4C1u2dgu7GcVkp99whMVX+ErBkJjsTQCzzw1V9AP9f2wj98W46AwiYXgCaGmb3bmyzF52ah5kRICiosoDVcLy7YWP3EB1EPNKP93fJ4IhqGNydbyParReigkRQpW3MYIRj3nyb1L7TMGu7H1hz3V11x/sH1pDFz6KBDNsI2R1dMrH679imF0wd9y+sK49SAdR272qLzmjaz1RthIwXJv38sduWx5z0QPNPNdv7azsWi07R/WQB3fH+BB32cv/+lX+u214WiB3v98V1Gw9RtqcJCapQM2vUtNCppTkFUDMI1Rx3UiY2uwmYTPGb9rgBwh6ocglETxEiLFP3AiGUJkMIyzRpyym/3j7MORPZ2pH9SWFJk6Gc/UvnloKQwNi9i6xd5kw43h+hw16h1ojsHwr7muP9WXS6Ry+9f/VfzHlw72ASjqtMNO/EPcYFdzVojTn8fQe6rzo5XP0Hc+95v2Ld+O2V+669HfePFHIM1TDdJ/RfMZ7XmDFUKuet6LTSFOt2NdBEAjqOVnR2yQH+rGxphgU2mDrxTItxoK3MJSviiWe8nlDVf05OPEs8GY0np1VtaFbGIhyQWNKqLjTAADDJ1e1LeOIZb2OiP2OBjSlOQWcHw3RBDnXIDDiejP4Q6yvgPsr+f5mBmu3eJTN4PCFQEZj9RcSg7LI8zArADztBKUiXtDGC3Z8Kne7LTrh/9V/ybSyQI1pBZqAyg5F7F22T9oNtrERV1Bz3DwDiv6rhtX80AiVpU3fcP0jShqeqxfbuYFLqAOp4f5QQH7uZfu6UAP+9JAp+j21S6NZt77cgum/w16z+Xd3xfi8kvDppQ6H721jGr186ce0d2CYLxO7trU58FLoCdarYqAVKgripLA0lTS30nrJEi9vquQLZc8qG4/1dgE6GqOLPwfIf2ZoaCVAPciYIM4fDTIaIqiMWLiY6BISZe+F4f4o73Zch5GhChq5DMbXxScJE7d+67f2+wxLIURBSd8Rx/2AxOPbEe5t/MlVvto50/9BksWG7vwMJr01AS2H/S8HYO5fcu/LXuL4S4lfi/sklgr+WXXhr9b7mb2j/ddv7WSxFZenEqlvrtncn76lh714pocAQaKp6lbr0QF90kKs0pZ+xou2s/ouv+rSA4atAyWUH6StACRDVKWd9Zy9eVRjTOtBpMQ7gsoUQFJK3La5PRseCt4sWtKgNXex0261Wuf1IudW273+0hc/Tt2SsrDte34LekhPa7+vpnQGEUJfBsSdhACLBzgAeCVI5mFG7rBfI8m0oqCwmj9HBzutBqGZ7m4VZzXZ/J6R4nQKVGYyIyiRtDJh5t/MY3rx4TfBbDJTdtB8zIN4ex/DmpWuC39Ztoloc71eCsXeoAGp7v4kFvEm3McDcUyoUujXbvU2C/J8l0apf1h3316wr3oZqhn7fhuPeFstem9tlF96Cgbhue7dKBq9JQJgpNvpM2nAFqIVuKGmSSFGHI2tjwNLxsmTIcAWoBUpBSBIgAjnDejXHSSHUe8aplV/7MLTxcR9mIMzcC2MPGM6Be1cH5Ii2iL07BMBrdKJD3AvH7UHOSHSoO0LXl6pe2/2FAPkeXEdzDCShdLxfdgHedVIY/CoH2ptlHFera669pe642fqaycStUsoTqhPNn5sgd6+TjH24GgY34P7pdsXbTkI1PM8dErEs4Cs+rY3T2lv6ooOtGYXw8CA4Cwa2Xz+rxEpWOS5YJdZpq+sIO5yV8dAYvpuM9Z9jgf9NbmoSOtFQ7yEn5S8ZwFn9Z8Bbc7X6fW/TGUDAgOBv9Ndc87tNgdd99WK0yEiQysHsV91u/HYMEPk2PWXgZJYabVNz3Ns4sHdXdPCiMPsNiO4bUUEiqKDXJgtGesybb9NTFbb3cwHsfUujlb+oO94vGcC78LNqjns7JMCr2d7PGcTv9aNrb8M2PdViu7cwKRdXlApxfwEgjsc2Ncf7leyB2b0llnIxKhUK3Ybj3RR35UlL7mverICaBlkDut7NLIYllTXBz3AM6ThrjncD67B3JNZ0Zl06HlWfU8AyU9KmojKUZQ+EOVgSRZ65AvRAEO4Nnqo9qvgp5MwEJVP8BEKYbKXPOHGcxHXoJTrUvaB7IAfjnkVsrguBsT12i5TiRIRcDoS9eTD2gO391pLx609UzoR7o+jCyWod6f4xk0UK2gz2tvtTBvDRStS8Hvu3gL1vcbTyF7k5vJ4D++DicOWNxt5zvJUQs7P9NSubNdu7FZL983hBAU/Fd+fOKrce485dBbtctalN7txFK5qxIkgYkHj1IFrSeDqa1oTOCm+oqwqlKsiBp6Il/v9FKWEArWm0r0Eqa1rqGtDqwFjy3jGeek5qQyfvK2NxDoYFONR7zLo4B08KcoDkSdEO+UEA1j+E9Xgbov/n/zdmoGF7P5cEQimoMPumMKOg6rWx3VukBBXgHgtmaRsKs7rj3dyNYclJa4Kf1Uk/2CZVHmabDGb5NjLm1eqaa25B4HFg78dghwEUQH7AD1fdVLO9n4GIfaVIbO/WGNj7NZjdG6ErP+Dft+omtP6YFBUNXe+6GORHlmIAddybWFeevJk210sGH0KlgtCFGJYiUOu2t5rJ+PTKxLU/RaBawE5Ngmzv+9Zs96cA8mPVaNV1Dce7QYI4BcdZt91VsRSL89Z0zqI07OvM3szWy1BUVFnmYJmqxlwy1HMO0HUQic3ecLzbAEAnTCRpqxuQy5KYXDJH1sUjSZt7hwCmlGtuH2ZjIPsExylT54A4KHTtEMY8eYZat73rOUsgR5KhupO5I3Sf0H1Vs71ruWTLKhMrf2rsQyNZdH8qk3XM7b1rGMC5lbAZ4B6QEJ+6JLzWAG3NcZsylp9asmbVqtz+/BHI+CJ/4tr/VfOMx9f1aWe8CAGB1rtzV+Iz2ezSgy7euZvco5tWm2qpE9KqGIeyozcCVqVSxTYS2KENLaGVXniQvgqEn6muIExAqNrgVYSqMEdmQ+PVhLFltYtCqusIy8VSq9ON27Idt6ZPf7QdhbdtxFP0Wyoa1hwPb4xYtrh/CnpLTWm/n6dzBnKZfpbR52CWqoFcsOhBCPuxunDyifc1b56qDcJMdiFVh6sliNMQQhgoU5jVHO8mmSnIXhsKM2zDE+BRmBnBznZXYeH2JRPB6jpVJKgye8DzVgkJaRti/XkBxOwsVCEN27s2lvBx3Y93nWSQ2INeIGJxJgZQhG4s49OXKui61wDAedWwubLhuM24F2Qz6NYdtxegEbrZOL2rBYiPJPZ1z7qkQH0MWPbUNlVsOQudgvCXosPeueT+lb+mCQRV5IaF7ng3Z4lO5grkIPczmSQ6hnKlEKLJFroOne47l9y/+te5hClzL2wv2ydO5hwYSZjtXscAPoKK03iG6mRrRPeG/o7d9y2NVv+ibmd7gO6rhu39GJhYXglXXYP7JwNtlnTSdcyB9odCwGeWTAQ/wvUFCZ/wJ5rX0n8XNdv9XwbQ8KPmj+n+rNvutzmDLy0Om9/Fqygl5yWG1acEtLqFuF2OEXDdtiiLVmnj1rn0YEvGI2U/w0hp9uwNpc2fgta3NqEFbXFRwlKZ+r1lWQKh30tGFY4HxNCiBpBnSYCP919D2pKr1O/raZsBzPRlDzBZoMkFLKNNaq/VaYAz+7kuBlAKkrYxYEYhRPrRCpKdrpVHBiqqGCjw8jAjwe7HADBejYKf1B1vpQB5zpKwGVDgGUHWyaCLwVFKuWLJxKqr67b3E8bEBSoQO17AY3HmYqVasgBKoVt3vB8wARdXVPD1rsZaDyrIOu5KAaDH4Hi9AF3DQJ+Ms+F434MYzkqUtAHU9Fnj1LD0qKW5eVg63vUC4g8qNWYqfgK5zDkwnQkKQsOeJYkIASGBJa4dE/BJhBBNtnJj6CVD1BUw5pbAmMIS1ze1bWmSRNcIkyGZjsF0R7J9QhKpuuN+X8bw2eqa5g/NPZYli8Y6ku9Ys71vMRBf9qNV3zH2AEkEG473HQnwBT8MvmeM33G/JmP4bnVN8xuPFxSOA7AOnn9wqb1uRml6uVXqdoolVmDl2IpLha5VEnjfLotLILLazwJPQatnrbF65qoA1yucIZKrCLOrBrW9jNcSZsU41HNZVOKginCgRa3sZ7SptRWdFOpQp6LBwoIa2VWE+mdV5xn0bU36oJdZC1oref17rcL1CWrG4NQ+gB9vZ/T//P/MDOQg1AMVDZpTtiEQyrfJnmPRTN+AGYEQaeN4P5Egz0cFSQOcCTOzDQj2aX9iJVp2V0uAmoau+30Wy0sra1b9oG57PwLJLsI2FHjYJo7lpUuTNkKKCxG6Ndv9DmMsCY7uD2QMl2AgNsDseN8FgMuTAPoDIeBiVDwYfCXAV5ZEwbdrCFRgn6uGK7+P3yUbp/ttAHmFCtDGGNyrmOQXYvKhEyB26pJw5Y05R8FwBVI1byYoRLGRZ5kmCF2aJGVzThSbAUuaDBF71lByJNGhzkTddq/G8so6EaHOQXbgCPePSBMmOgaa0DjuNTJxFzAJIw5KZtuSRKphe9+RLIEcTYaI66CSHhCXVcJVP6jTvWe7V0lgX69GwbeMfWgmnQZo073XcLyvSpDf98Pm13N7IEsUHO8bUrBvVidWXqX3p7ada8Pe9xiH54GEh0E9f01e+8EqU73XhBLoATB8tUdVkkqhJllLAS+BF8IN6z3jRQcIPQRa8ufKdk5f8TGqUSWVp7h6XqsrU+GpZ8a5tqCFbDOLt7EYB4tFGwqFlhWLdqfQbVvdYntDq9WePWOwFYWPtrGozJYMhnXHQzu7r4C35KT2+3r6ZsDM9CkkTJj11ACBWd2AEFEMtvcjLsWFi1FBkjY1x/0B9GBGVILZzw+YYEpBUiWRC2Q94KFll8IM2/A0mJIAikC1GHwRbT2tMsVlCOaa7X4TgH0Ng6wJXe8bIOBb/kRwJY6BA3ylEgXfNr8vBlDxzerEqqsMxeO4XwOA72HwrdsIVPhGZaL5TRynYPClJWHzu3WicrBNL9Db3pclk19M7eueYjMs9MziRjXPJTtj8USwOg9CBvIc9QzSdCYoCAkMXDrnPUVoQN3xyJxniVQOcr1EB1VjD5aO910J7POYiOSSGDqGXsJEkySa0FB3wVTGmW2LMEsTqTqBHN0/2D9nbHklXIn2crZGTjYPddv7CjD4kR8GXzX2GLWOyVrr/uPPVcNrv1933C8wwVZVJoIvNWz3SiHlVbhPKGjrtvclCfKaatT8Mt0b4/bogQz4XJDyIbz4AJ+vpnAT8UCr0Gq3/zX90TaEs7Y43LZWFMJ3lW3n0dL6zZyCji1e2ty7yiyGMlMFOYSyorVaVzcvnd0H8NZaqX6/23wGarb3TQBQEMrDLA0oeVClMNMBrgehXj8IM8ngixo2WZu67X1Tpp9Fg5ftXglJkDIDrvs1DvDdxWHzGzSQ5YGXWnYYTIWEbyxRwMsCaMPxvi5i+R209XLA+wpj7IeVcOXXcJyxgG8tVdB1rwCAn2BwrCk1I36wJFyl2qTft267VzCAH1ei5lcUUAG+Ww2b36g7Y1+QQq6qTgRfqtvelwXIq5dEza/UHO/rkIyhZntfZMACP1p5BY5TMPbDJXoMn5ex/LayPQ37mljoOYs7U/yGIifPIA3XoQdChEEvSbK9bzKAr2KSgQmKSEBCYZmbc2LPUiVHlT212bP1NaxXCkuydlSV4vyzVE0SdwFh3HMdjLkl7gWBnAFC0/n4MjD4XwRtDvafZ0JcV5lY9QVc315SRZIJutbYP0i4Uidb3iUS4BfVKLi0brtfZgBXq31CkrCa414GADdXw+bn6N54KgFgiwIuee6KlrK2k9FqVkU4ej/r+s/UhsY/N5W6+nO0qLHuNIDEWs/JKWh9whkArxdUClvZ0PpdZW1VJzc4KQWOSl4dIEO7Gg+FsVMk6yvgp7JP+n/nGTgDCIAUQjXH/TrEoECVCyikDQWJewVPIUT6QeBJAd/WCjJrY8KMgiqDWS7gfhHSMszxAAAgAElEQVQkNDXMSCAz4G3ArBdMEWZCiOuWYAC1vS8BsJUp8Mj3vZwJWO1PNL9IoVt33MsYsJsqYfB5VDMg4FpsY0LX+xwA3OCHweUI1HScNdv7LAN2qx+tvAzHAAKu9yeCy3EMAsTKJdGqK+q2e6kAecuSaNVlNcelY7iYA7smVdupasxZ6D2LO2ef0uTAsLhT96JGEh0TBhnkTEWYQT23LiRpy5RcLskg9ixNVjJgU9ehpvZPT3FmiRSdf3Pde/03bO+LMk1oHOpeuJcB05DLgZDay701ot+xbnufkSB/XY2al5jraySLnwWAn6egBcY0yB1vBYD4YzVcdWHd8T4nAG5cEgafx/lhyb+LuuNdxAT8rjIRfAYTOwawkwS4V1ehevoAxzg+ozWvKBRMtq3kWkJqQxfUtYSijf9XKhTVKWirE7ehFLfWt8rtoclu6x+wur0lT0E3HE/0nwE/A0HSH9JTmwEKACOQ2V6mDBz3cinkTzeBGQEV7cew1xz3MgHsJgxAFGY5UPWCFLaRgikF2bC9z0oQt/rRKg0zgOsReKbKdC8FkLekbVLVUrPdixnAL/2o+dmanQViHGf2XVy81Ps2bGNC1/s0SPYbP1p5MY6zF2SdDLp1B9uI3/jRqovNcboXAsDv/bB5EY4BAH6FQRyhKxn8TMHAcS+UAu6sTjQ/XbezMTTssXrM4p+h2jatS3IylihCqvhzCQSxwYnrQFQ7hUFu7WgSkz2nJLYqVe10bk0QGqoxgxBxF6jrQJMVE8ZETU4BY5zb3h6g1q4JuWyPkWQRQctA/rqCa0S+Y81264yxv/hhsALXV2Sg7TkfDcdbIUH+AdcaQQsCbsBkq+G450sJoR81l2P/AOx23Es0CavZ3rgE+MeSKKiND7kecLkLk/CvpxtwTy2KTP23slPQ00prS2vLA51iKS50S1kt6OwUtOSixGNWkhxPPMuSFHgCWqgT0HjjEjBR4sDPkiA+3q8FvaVXqt/f0zIDDdu9WCagosoMA2IKM9qGBlwNIQ0qChJqr5ltvEsYwC8qaM057oVCwO+XTCCoMAjqIGUCj4IqC5Qa3imYszYUuvVhrwEc8FL7Fag2pJB3IPCMNo7XkAB/qoYBKpXedxm33RoHuMuPmnUjyNJgbbs1yeBv1bDZyAH1AgnsnmoUjCNQJZMqiOMYhIDfLUHFY3vLBcDdGHzragziT4laOg+E/F2itnvWJVWWpiLPkiSaQFDFRh0OqsZyrsAlADJJREiiY7tXyMSKp7aqAWwKOQJCYwx0n1B3gcDSSFaoc0DWiO4Ns3+yBxz3Mp64FxRyFIQ0CUPQAoO/qnUk1nHD8c6VAu7zJ4LzcX3TpEqBNnE+6rZ7AQDcm4I2BXnDdj8lAdb6UfOsuu3WINlLuUTwbAbwkB82z32q//Cx+EY0d1YZ79rtlsulUu6uXXy2iqeeLcFLgsX6ekIh1CloPP0MUujXfER27y5axgg9gXWe1elorPWsTzzrKwn1+8j69LQ6/ZwcFJMlrBOtK1apZ7WqLcPXkDZzClrVhU5qQScWs7Km0aY2T0ZrC1q1ZRIPk53CAD5RCZunP9V5e7J/r38b0pOdsX77JzwDGgAaQjXHvQgE9EDVU28mqHowo8GF9oMwEwJ+q2GTBSCEmUitOdvtgQrbMAZ/qyQwyxSktxwA/okwMwKloSC95Qzg7grCzITueVLIiepE8wIjEJvf93zWUyrZOOuOe44E9kA1DM7DIJsClY6h5njnsjRA22QMtncWY+zhSrjynLrjnScFm6hOrFRjYCD/jlCvDbtnM66DL1VLNdv9FAP4h1bkmXWZcyay54smqHpzrhW5tsENxW8mTESRk0TEUITe5xjAjWjFo63KErVnJmSZkqOJCB1Dbp9ke4M6KERxUhjXHLe3RjQZMlwH21suk31CEx06z3SPGe4IWUf6Heu290kGcn0lap6Je0AA3Lskai7XyaK4HZ2Puj12pmTykWoYnG3uT0/BAd9VxX0CAPervWQochfvsz1WAvuDfs1HX2yQ3rkrEXjpc1WZAA+yPwfA+3ehu7m7dtNnq8nz1DY+W+0V2MDTzFjzOXneqq4j7P05nqjmquYzPf3MOZ54xlPQog3S0jWhOW/j+8loP+O1hJ1YtK1Ctz09HmhtbLXbugjHlj8oVne89SDZt/xo5VuecJD7Nxv2AfxvTmD/r089AxjgQECEoEJllsKMWnC0jQmzDFQ0UFLY5GFGFEMPVEaQMsBswgwErEFFUrMJmIfds4HLyWq4KgGehq6hQhz3HAB4EIFHx1m33TMB4FGlVAh0a7b3CQaw0Y+CT9Vs7yxg8C8MslQVNWzvEwLkhmrUPJMG+prjfhwExNWJ5hkIVABYh22M/h3341yyTiUKPoljkIypIN5w3NMEsIeUIjesS/rMmDxfNJ9T9gBvKDZicRtqjCZbZA/kQNJzBQxblSYxJJnA/ZOBkKpG9xwG7IFKGJxn7g2SqDneeen6UucgpyYzxUkclDpJenJ77wwQ0PEnmp/IgTBzPmzvkwCwAdeagrY+7H5McihUw+bp2L9M9gDOYep8jDveMg4gU9CmCVnN8T7IJNvOj1Z+GEGe9k/H1hgefbFg7AAm2aTgso0nnhXU8H1XUWhxS/Tu2u0U8Nlqp53etbvhgcnWMrgTLznAiwme8f9Lb2zqblxfmlYul6DAyqLTLT2ZG5vUCWi8gIJBVQrGq1EwvK2+eB/A22qm/wM/hwY4BIkJM63epoQZAVUeZiTgbhZmFFQ0SBnBdAqY0XFiP0xAVwVZrSC19ecoFcL8MFhWd8bOwMCWAk8APLoka6OVCvkuDdv7KN49Wo2Cj9UdbxkTUlQmmmfgOCXI9Qqow+7HgEPRD5un5cbwYQCYUY2aH6FjoP3Xbe8jADDNj4KPqiAuQPoTSi19EITs6GSIWJcEljnF3HtOiYBPkwyq2k1ngir7LNmi62tYr2QMNFEwkjbH7UGOrp3pHHifwJt2qphwOBmMDWVM55bAOJlDtUam4iRJGNkn5jx4H2EAAxVcRwpCmnQaoCWK1hk9FQQbrE40P6j2ADBRCVeeYTofLl6NN7OCa03Hb7tLAWAnP2qeRPcJHduWCjUSgH0cRsqbqzRlxcllBywuCcFLDK8dFKK0uWIcILCspT71rK8XxFPMuiBH/sSzeh85saSp5axqRqNlrQtwICzTIh2xKrSBFrOq84zXEOriGlp9b/4UtHq3WSv0XsEOkHAwABziR83ClprDx+unD+DHm6H+nz/lGTACHAmmpnrLLDWEGQihVIUZXIjtZpOAS0CFgQyzdg0898MM2HSEEFUbJphHPwLAFagaw+5pgoOFimTccc/gibJBmEmAgQSWpwsAtiQMllEVUrO9j+Lp0rRNag/WbRJAaSB23FMAYEc/bJ6K4+QAMzDI1obd0yAZQ40GaALU+rB3MnAY8sPgA3oMsL0fBR+iY6g53gcAYG41DE6hYxi33aUcoIwJhOkKUIvbPZMkED3VWHfcM7Cwgk4yMsWWcy96IDTsWcfrzVsOVOcCsNQ+7dmqpirNIJdLqnqqEb87Pj/0w5Wn4f7BwJvCOLX6jbklzoGeQ7mdHzU/bOyfYfdszvkkWv3GXqL9D3snSw7z1DyTfWgknZuAVopK2DyjYXtVCfAsPwqWYv+9pEqBXGzwo1Wfqg27JwEHuxo2T6bjrzvuCQzYXpUwWKz2CbDBaoggV9/9cMbkrbqohrKUNeiSe3Uhu+hgE1uavg4k02etkhmVptKrCPXzVLOSlC62oWs/Y1UpLMyhajwjBEG208IbCEl1UQJnyRWEsm1xS11BmCp1KaHFuWjHUteBjq243Ynj9kBcbrVKnTaWyXzooWnt02E1PrfdYkod4xWT7LRKtNJ6ykHvSf7FPoCf5IT1mz/xGRi33Q9xgFkqwBGYoR0qgXFUkLSNCTP3FAkwWwUXAjNUkGgZoTqsO+4pUsBsVBJGIDNAlakNE8xZAKUwq9ujH5HAFXQ1zOTcatg8xfwuRIUQoOI4JcBMVKhGACWBeNz2qgzg2dUoWEKB2nDGTpVS7pAAdQkD2FkFaALUmuNWmGC7+xNBpU6VEBlDw3ErUsJz/KhZpWPAwA3A5uKco8UtUxvcdCZ6IDRVl5GIENWe2ewahHpdDNVOLFMThCSRoskKBTaBXMN2PyyTpMqAsZHQZDBGVyBVxnRu6d7DOWQMnApCjiZDxPkwkh4Ce7UW6TwbIMySxalAWxt23w8c9qmGzRNo/2ay6J3IAPb0w6BCx1+3x94tQb64GgXvwf5FspdWOGOHCiFGgaMS1BcgoP2s3m+VvJVa0SALLXzeipWmZFJlCl/x4cVCG7qyhZWmCgPT2+vWtFtbutLUE48cT6ola8DRpRlzHilNlorlcrtYAgtLZnZK0OVly+KlLuuWuUjKZDKmlDoq7/SwGCZw6mAYwFEM5GglbPInNYJ/o3EfwP/G5PX/6mPPgBHgCMzM51juUsnAwUwfgZqqQwqqHEh6YKYBzghkjrdYSrl7NWr6NdvrwQzbpKoFAyhI2A3bJOpQ2XoUuhRm5ncZPRGAP7caBovz42ScDScKNQugRPE0hr33SQ7P98Pg/RSoepxyvhoDDdC26wPArgjUhu0eLwAOqEbN99ac0RNRCflh80QD6vbYewHk/n4UvK/ueIsBYA8M4jXb+x8GbFf17NBwDqjNm6l2U5F7H2Ag56SqndrgqStA144mW3RuESRCCG290jHY2R6gqpRCzgQhcThs15fAdlEJzSYwThICsgeMZMtxT5DA9sJ1NBIm6qCQvUT7x7WQwF6A80xBaCSUZB2x/2xvuO9iEl7iR83/UWskYA9MqkzQuu8BYAv8KDje3BveWxlno3648u24Txhn+/hhcMLWjEW6GMes0kPrJsv0OSuCrsCtUicGddnBE7xzV72LrG5aUoU5Mhs6u6KQlXV9aH1dYaLi04IdZVA2tCwntaIL9CR0otJVyUxlMSfvHWMBDnUrU1L7OT0sllrUyY1OL2HADqtEQR/AW3ND9fveNjNQc7Isvk5AQtVbvk0aTDWo5L5+2DyBtskBL1MSJJDVbPd4lgRHHaRgbwSVEdDt0fcC8ARUqA7hedjGhO7Ye4HJ/TQss++iYQYvxOBIgUqDad123yMBDlSwNMfwLgZwsB82302BqhWqHkPdHn03ADtIBWh77L0S5P5VBOqw9w7gcLgfBu/EMQDAi1AJ0UA87njv5ACH+mHwLpwHSIBdH3bfBgz2U88O0TnouQv0WWYGwpxq7KlqI9Gx3Q9Bz+HIQEiTGMMypckQGUNuD/RUKYUcTZjoGMaHvffxJKHBPUZhnH5HOv9GskXWkSYrRqJG55D2r9fiMDXPBIS4t9OEsuaYoGWS7V6JVvo1230zA7bIj4K30jVC0ALAztUoWIrrJTmMVMPmO+j4Vzju6wTAK/2w+Qa1ZyS8DoB/FSB57ad3eQFCKjn9DFh5Sl81qJ67qrt405rPGmTadk5eA0raptWmgIHoXXiQe86qLjMAVWWqpV7/SS5B0L/PX3jAdRusUiWhzbmuQKWvI+SqJjReQcgt/K8uxAGWbKE1DaLYSg+Myfb01iPlVtu+/9HW8XAbHhjbIv/TFjSc3gfwFpnOfidP9ww0bO9/ZAIqBEkGs0xBIqgAYIEfNQ2YGcHLdt/DAA6sJDBL7TvaxoRNBioTZhS63jsAkgBKYFZHMDOuoEthRsepYMZhoR82345jAICDq2Hz3RS648Ojb2ecHYkBNDeGtwDwMQy+dUeNYTNA9d7KGbiVKHhbw/HeKROgjtvumxiwl1Wj4E35MaSKSgd3OMqPmm9pDI++XXJ+BAK77rivZ8AOxWeHVLGZFreRZPQUOV27XJLRgyUFoWGD5xKFdO3oGIx9QlRpknBoyBEQUhjr+ZGHYEIzJYxpQkMSncaw91bJ5SiuI65dusfUd5RyN+U6kDlM+t8XFWfd8d4IUr7Mj5pvVntAwsHVqPluM5kYewuA1GtNErL6sPdaxuHVlTB4PfYvkn1iJArO6BsY8GOqYfBG3D8M+IsrUfCeuj36KgD2Fj9qvnp82BuxGLxDMlinDyDlL5rPrGh6Ly/azwUJrdjiGnh48cE2qja1pWMSvq/8yNCOpRkb15fWlgpl+r5yB68hjNN3lNGCjktdjha0fjdZK3asBY3vJOPhL7SgYbQS9hXwll6nfn9PwwzQLJ6ChCpII9NHxZCow7o92gMVhZkJ5rG3MJAegoqqQx0c4WV+FLy5Nuy9FRi4VWyjgacCesN23yQBjsYASmGmoasDOrYRAC+tRs230HGOm8HRGCdPgNdwxt4gpXyFHwVvMsYw7L0WOPy3Hwavo0DFNiyBQc1xXwcAr6qGzdebQHVfIxm8zo+ax5ljyAJ9bXj0OGDsuGrUfC3Og5TwcgT2uO29mqnvYipmCksKQgoDOm8mCL0TAUBZ8RSENInR30tbpjQRMVQjVXumKu1Bjq6vYcXb7psB4ChcIzoGdCYEl/uq56x2tk+oc5AkJcdWwuCNxh4jDgqdQ+xfgDwEk63GsPsaYPDaCs6zbYI2TSgpaLH/dG/UHe+/pJRvr0bNVyV79eW4TyhoG7b3agnwRj8KXmPun7GXAZfv98PgFVv7n/R7YEFxjwRu7c284oNw6zJWpsU4UqCpghxG4Q1Q0EMlnlrN2Q1MqMz13bxYZAOLcIi0XjSgcsc7e7VqT99h1ofMVLGOGMtbahv68U9Bp+8mE8WulDcqdpDsYMbkYf1nwFt7Z/X73yYzQCGBIEkDZR5mXHINKmLNYfCSHF5dRZVAYGYE0yH3dWBpUFHo0uCIMGOJZZdA96WoDhFUnLHjVAB13NcDwH+hrUfHiW0Y569BWNIx0OBIg6wBftv7bwby9QhLOoZxx30lk/A2DL44zhSoOAYJ7NhE8fRUzvJh77VWAuyaM3YsB/muShj8V832/hsA3liNgv+uqXlgr8K5wuAOAO/ww+CVtP/akPsKZuF3WalVe6LYTIvbfRvjMFJJVHuquui8GapauRfpc0qyviTRMSxTCkLDniXfnbgLBuRIUmVY8WSNDGuX9K/nR+8TrXp7CcGrJPA34xwae4zay3Qdyf5sDI0eAxZ/N66FsQdIMkHX2kiGhkeP5oyf6EfBy5N1fEM1B1q9XnC8HzaPofsH2zOQZwDIFWmlKWCp/ZxVlUpf4Unv0ZUKaAp+vWerCDt6LaHMrOrkFR+I1SUH+H94cjm56EBfT4iXGCSXIODzVn2ZgboIIQVh9nw1udIQ23CuTjyn9/Rq+xmvJGRtJmQbLGhxwZMiHNp6tgr6FHS7W2xbpU47bnda0x7Yrl2Bq3FsW/YUNMDpfQW8TfDQ/5CtPQNmFp/BzAQzBhR4A2b6GMh66tBxX8klvBWttiToaJiRYIoBLm1jwMZZeCyA9a4qBkdi2VF1iDBjIN+pQGV7rxYAb1IwIwGdwkwHSvmGatR8DQZHsOD4atg8hgbZ8WH3NTxRqMuHRo+xLPY/ftg8FseQBvr68MKXAbNOUMGXADVRqGoM48PeyzmH96HKyY3hKABYUo2Cl9IAbdqSo0czxhZXo+bLas7CYzlYGtiOO8YA3qmeHVJ3gTwzpkkAVV04t4LBa1NVDRK0YjOeU44dx7jUyYp2F1SiQ7+7kSgQ1YjfnSdqj46BQo7OLU10Vjhjx4pkHWvD2RgojFc47itFspdospXM83v9MDhG77FkH2p7Gd2Rt+AYZLqOZH/WbK+3FkZSRZLFFcOjRwsC2jQhWzE0Oios/mE/DDyjf5oIqvViJ/thcBSdw+VDRzyf8+LpDNj9tNIUKjih7u7FSlP4XFVXncLTz0wmVrMl27HgbXzFB5/DcmG101d8rG6hLcqilb7iA1v4ooOtFWvy7yrzFi8XC4XS5k5Bq1PPLFYnorEmNB4CQ9Wt3ksWrAQcXgoArh8G2+xw8jb7oK21AP1+n7kzkEDiPQpCVJlRe01n+qqNoRgIqCjMjGCKbbil7LicOsRnOVU/Co6mMKPQrdsu/mPz/ah5tB4nOx4DsWEP2u5LJUAFYUbHsNwZXWRJfpIfBUdRoDac0WME8Hcj+BvO2CIh5VKEpQHUoTEXLPkhDL56DMzHcVKgNhzXkwCn+GFz0fhwBtT6sLsQGHzMj5qjDWd0kQR+kgrQw5ktSYM7QiKdh8bw2JGCyQoCniY6FJYUhIbqIskKTYYMG9zx/osBvL0SBq8ybHA6NgJChDG32Kv0c1Dv5ZLL96LaM8ZAIEdhbDgHtvtSBlCpRM2X4doxCW+vRMGrqIOi5odJlfTQRIfOM11fmnDgOoKUSytR8FK6N/D5K2fyNFwLI6nSzoRStHWy1nT8Ncc7jEk4y4+Cw7F/KaXeSyRRq9mjRzDgZ/hRMEL3z7b+174lAUdPPGP957QIBxamQRAm7y+X8c9SyxkPgmk1bx4ag+SwGSTvKkvA592ozPXJZ2VJ4zWEEt9J1j/jKWj8WZXTRKXOGL6ypU5L489MypcAY3gmY5txcZt90LbeOP3Pe/pngIKKgoSCWYFkMzBLgtcH/TAYM4IgCejjjutxYKdiGwobE1QZzBB4KVCxjeTw0WrYdLU61GoDx5nag+NDo6M8VSrO6CIhuQIqwgyYXFaJgoX1ncZckFKNk45BB2g4zY+CURroG7Z7uAT4lB81j1D9c/ZRDOJqDJKdjIEYgy8A+0Q1ah5Jg/i4s/BQBtY51TA4LDmAgyc2Fyb9n+qHzTEa3Ok8jM9zD+YF9hFMVmiiQ2FJQYgwYMDfXEFXgIKcKEJDNZK5pYmOXiOdTFBQGWMg82/AmECOKk6q7Ok60j1G3RG6Rrp/SFRvNs90HxrjJ+tI90Z93ughUGDn+WHzULpGdG8na3GmHwVHGOMfdl/EGFzoR82DcB0Zg9OrUbCQKvLGkPcSsGB5JQwOUX1yWCaBfeSxFNwzH3CJVZ3Y0KjCtRXN28ARkGhF87bFpbKpadlMiGUL31Vud7rtme1ua91WeFc5KRy0rA/gp58d/RFsgRmgoDJsNwLdRJktwwBEA9ly2z3cSkFFg6AO6Ao2Ccw+6SOoiDqsO6OHSODnIqgozChQx52xQznIs/0wOBzHIJn8OKoNHGds8Q9Xw8DDAAoSzqpGweEUqAgzVoALqmHzEApUCgMcA4AO0FTN1IYWHsS4Vfej4CVYPCEGqYBK5+qCIe8lBQvG/TA4WM8D+xQG8RX22AsFyE/7UfBiOgb6HZcPj77YYmyFCu4U2PbogZyxsxGE1Bo1LG5qe5JEB78X4/DRSth0aTJkWPEkWaHugrFGWhGqZMVUjZnao8kQhRydfyPRIetI1xe/Y8z4idUoeDldo8SK/wDOQ21o0UHMEjWcZ5rQ4Ph7qnoK0NbthQskWBdXo+BFdI0Q5CC5UszGWtBkYp67HyvAl/yw+QL6HXFsAPCBathc1HC8AwTIy6phc8EFQ+4rLM7Oxcs0HlvBPbMBtwVCyiZdpKegrQ2Plp/orU305DOXQp+AxusJORwlAbw+gLfGSvX73OYzYECC2m7aDlXQ1coMzkdQUehiQXnJeANBlYdZqg4RZsCtejUKXkJhs9wee6GVgIrCjKrDmlIh7KIMZuyCKqoNNU55JipU3UYrFToGDL4A/BI/ar6QApWOgQZoqmbGdxp7AZfy834YHJgfQzoPNPjSeajNc/eDAlxRDZv70zFg/zIBdmPewv1lwfqCHwYH0P7rQyP7ArcuUsnKJja4tuKXDy880mKWSkSoaqcJDVVsVDWqSkxSno22quEuYMJhWQpyRrJCYEznh46BzqEx/yTZokmJof5J/3SNzO/oHSABPodrQfeqkUjZCxcwsC6uRMGLqKJdPuQ93+LwFT8K9tNrlCQ91Pkga4HjZ8DPrYTBYSuckb2ELHzbj4K9jb1EbOflwwv3sZj1dT8Knr/N/+HqD1QVpjbMeaQ0ozxQ6rQKJSi0yqJrlQpWrGo+4+nnLj5TVVcR4j27CcwkLwmI9aEvlty/q045Y8UpoX6fFNnQ1wymJ57RZkZrOimlKZJSmrruM1rW+OdJiU39cxFAblILWhfjSG9dMg+K9W5n2sytTSDlQX0L+mnabf2P3fIzcKE9emAM7LMIKkMNEOhOCTMCKhqIVTBNAvpUMENQsQJc4YfN/RFmAHBZJQwWUKAmbbQKIUClwKMwM2AwtGhf4OKrGHwvcLwDCkkQpzBQAdqCL/thsP+4PXogA3ZpNWouaAy7e0sGV/lRc58L5i3cv1DgX8yPgQZf/I5MysurYXDA+c7IXkUofMcPg+dRAKj+GbsU1dK47T2PA3zTj4J96He8YI67Z6HEvoggpCBB1cgs9hG04g3bk9jgNKGhio2qdjq3mIhwsJS7YKwRUf+GFU/nh1iv9DvS+aeJDv2OdAxJMqfcEToGI1kZdvcWDK6sRs196R6g7ggdg97DOim8cI67Z1yC7/thc6+k/8sx6TFUu+09jwF8q5qANlXMK4YW7RpzEVSjYDcD5OS7X7iTu2csocmAv6sbJ5DDS+PVO6waYL1noyK5T1eDqqxe5SHQwgsMFMzUc1T9qg9CTV+MoEowZoBLn60Cw3rIneRSA3WXbu81n+S5qTr1rE5HqwIc6s+1QsfT0Oq95La+KCEpyIGXJLDkxHNyWEwdECP2szoRje8lC54U4Si0VanMwrY5BQ0AfQt6y6Og3+PTMQN1Aqo8zFJVQdtQ2FBQUZhRoGIbYHBlJWruS9VhzVn4XAbWdxWohhfuwxn/BgZZOoZEhXzHj4LnJWP4GqqN8bkjL+DFglKoFGYrhrzniwSoCcx+4IfBc+k4DRg4C58LwL9XDZt7XTi8cJ84UTPL547szouFq6thsMcKZ9FeQgo1BgM2c8f2gKL8kR8Ge9L+MXALLgI/CnbT35F/DwFAgd2YN7qbLLCf+GFzd6q0LrRHnx0zjvA+kCo2pdXkgA0AACAASURBVFwTK54mCjTR0d9dfhkTGgNUxIqn350mInSN6PrmVGlP7dExUMjR+cH+Y5CfQfuXrrWh/ok7oueQXYVJCU1W6FrQfUhBnoBQgRb7FwXrC5gMqfkEttqPmrvSfWIkCkPuc7gF1+Ba0D28fMfRnawy+5kfNnfW/TO1l+h3P29o0a4lS/xISri798qOOjiUHSZSKk9dgpDc/oOHjNSpZ9kWjLctqZ+lqipTeLeutNoxxyIceMGB1bZioeGWe7a63ZoH21uywtTWjD3LADjASGn27GklKK0tdzvFEp6CblntcqFrlWgtaK3GRSkWrMw52s5CJyD4fjEqeC7xjEjfgt6aC9bve9vNAAUVBqlUDdBgqttoJUEDJYJEFPiPEVR52KRANWE2spdI1CEFVZ3AjI5hfMh9DuNsJaoQOs7zh929i4lCPXfe6G7lBGY00NPgS8egFGpiLY4Pj+zCWWGVHwXPScbwQwyyFziLdi6AuMEPg2fTMdBAX3O8ZzEpr/Oj5i50Hmjgxv4Zs66tRs1daf+NnUbmC1m4qRoGz6L9j8853LaKpZWYrCRJhlJs1KY2QO5k9qyR0BDrlcKYwp7CmI7fACF1OMga0THQeTbmhzgcdK0xoYml+DYqTkP1zhvdDQr8x5Uw2IMmQ3QtKAipM6HX0bo2D1qcT14q/8IPg51o0mMki7NH5ssB62YELc5hmpCd74zMKcrCnX4UzKP9PwNs502CQ3rfLlaayhfjoJWmYnodIb7Sk7ybjIpd/VlShCN/4pkW1shZzkrJJ/azujjBuIoQVbuyo8FiDE8163eNMUHBk8/5U9AcsPylPgWt7kUGfVJalcIErg6DgYSDgKnKdNvscPI2+6BtF/b7n/RMmQEaQGmQosGUgoTC7ALniJ0LUNKgIjC7aO7I7t1i4X9RHV7kLNq5S2DGOVuJ6nDFnDEnLslbq2EwX8MMrvOjYBcEUk+REBVCg6ABjNkj88WAhtl5Q0fsWuKlJgKVBl/VP8D1eaDiGERJ3uqHwfzz7dFnFxO1VJvnDoHFbsdLvxskQOe+43C3WPilHwYOhURj+PC5kpXvwMCd9P9zBADt/7yhRfNKXPzGz/V/5k7ujtMl+xkmNDQRMWzwnPJO7Vk6tgRU3/fDYC9UjYyLr1aiYD9qq1KrnK4jzm0KQgpjukaYTLCi/GEFFSGBHN0nNCGga63Xl13jh8Hu2H86fhyDBaUbcR1pQoZrwSx2O84V3QOJM6Ge0U4J2u2Omm3NjP/kh8Ec7L8IpRsrYfAsmizieglW/l01CoboHDZmH7SdLM/6px8F24/POcpmpfi2ahg4amwF+RPJ4qNFbJUsHpcgZmX1vJWLkojxXVVWVlWmyI0+ykoGhBy5bzcpt0jv21XPYNXlBrr0orroIKk+9VTv28Ubp6YqvKFeA0psaKXcQVvSqk60OvHM2hYHrdKT25tUaczNKHX8fadQaFvduC3bcWv69EfbUTirvSVvbGo4Y6dJEB/3w+Y24+I2+6BnChT649h2M2AEr51G5oMs3IRBigYjDEC8FCslQYFKgyOFGQ3Wug382o+aNqpDXma3VMPmfKUwoHCnHwbzzp07MlwuWL/CNgi8FKgUZjQIUuBRmNFAf+FO7o6xZH/E4EvHcM7skfkDieLBMRTA+n01bM7FeWClsgqyZ21/2OD0GQN/9cNgNg3Q9Dsu3+7g2dbMGSq40/4bs4/eTgx07q6GwQ5T9T++w8gOfHrhb/n+L5o7MrNbLNyBiYJpUysbXMGGzi0mQ1aS6NCxUVBR54Cqc6pKPzO0aF47SQgoCLH/QrFwNapSukZU/S8nkDtnzpgzUJIq4Uj6V8kQXWua0NDx03XUyQr/qUrIyFzRNaIgx8RlRrLW1F1Q81mwQj9qbof9F7n4bR60Zw962w9Mg3/getE5bMDRZel0HvbDYBrdS8qxsNgvAeQESy410MqMaXglz1LxJh/9vqt+l1Xf+pO+16rv200vOlBlFjnH36mazyL9+Wm4b3drRR56ErpcLpc2FHi5qOznbqmTlMoEhomMKEEMyn6OmVA1oVVSgoU49A1NeAp60WTYLW5JsD/W9+4DeGvtin6/QIMXDVI0mCYB6A9+GMw1FAkJjhQ2NFjnYZaqQ6owEpj92Q+DHWkgpsFxKqDqAG3d5YfNQRroafD99PaHDXY2A9Rz5hw6a6A47R5UORQklzgLpm+Ewfv8MJiJY5g2Df7uh4HR/3lDi2aUeDzhR81ZyXf8C45/GYwMDDrWQ37YnG70P/+o2ZbQamz5/IOnWWLGA34YzND9y7/j+JfB3qVB27lbKWOaDBErfhMQJsoe56cr4Q86mcgSJgpjaqsaVjmZQxPGi3a2QChVmsyh+o4XzR3pqX86z3SNdP/8FnQXPjfn0Flrk3mmCY3hTJAxqP6ThGyZs2D6IAzej3NF+6cgz4M2dRcw6G9wBtdWw6CcgPwuXEcK2sthZOCRZL3oHsYTxnXb6/pRYOl1HECQz3qmhgx8zrrd/IPL7XUzSlaJl8uddikuWkqNq3rQqMo5LzFU60xffkCvGqQ2tP597xS0vlIQQF01qGtEq4NiZYmHxNCCllBW5TKBlbH4RlpSU9WCxr8HwEBCh9aCNk9B556TM6ZsZ0xoIP0ZLWu8RxkAD2y6wAf29O/54Z+3xXr0AbwtZvk/9DNo8KIwowEdA1C5OHBvNWpuR4FKg6MJs4Nn85kz/lwNgx0vcY6ZvhE29GCWqg2qMDTMxIQfBbPoGGhwTILgvahm6BgozCjUEWY7OM6jGHxV/5ZYkwcqHQOdB3ymNugU1vthUML+uZj+YDVsTqf90+CO33GD3HBfNQpmYiDcwfY61Siw8v13ClaIc3glHGeF9uTGahQU6fhxC9Yd7yFUxjQZorChIDSUPUkmDMVGlD2OHwZm3V1J1Hn6jJOOgc4/TbZwDotcrMHviAlTb30J5Og+MVQvHF0Gp/NwJQym0aTKcEdIUpIkQyohw7mK7MmNfhQUkzWKEIR0fuha0/Gr+bS92I+CwvL5Bw9YYvqDmBhR0OJ6DdpeJwOtTsjw79YcrzUtnJwZwQaGe+nhMJw1bc5gmb7yU7SsUrvLyqYVzUoQx8qWZqqEYnaQKIVeUjVKVZTKV5vSQEtf90l/Tq4pJCeiJYOCehcJ+SZBpAfBWHLPbvKcVRXPYIDPVpVS189Yk2sIk+eqLTwhnVSo6j2DVbWfeXIVYWI/pwod+0xLZqZXEap60J1Ou1gutde1Nra3Ri3oi3Y+elE37vyESXhPJQou3RZhuw/gbTHL/6GfQYMXDcQUqEqZOc4jfhgMUKDS4IiwSYMsBSqFGQUqVRgIs43ODuv8sKmAl6pDCjM6BgqD4+A467AkQGv1WZhE2zCBWeyHQWEZjFibAyodA50HFXxtL74xCjDzh8Nsr4VB/LH7t9bj+JPPbQ+EkzOOh9u6qYqi40/A0L0hGiwDXIX9K8BQAF8y6G2/MVHe1Iqn391IhsgaTaVKaUJAYXwcgJV+x01hrK1yuo50fSnklsHexXSf0GRFzbPjdf0wsOgeoMlEso56nueOzBwsFCJMyOhc7QN3WGlSReeHrrUGrXYXkt9vYGFxh2GY2Y3sSdU/3dvpek2G3emzYZqV7mH9ue4jhW7snHD/6rV121sLDO5VFx5gyUSlzDZ9vUeVUkS7OXn9pwdFPA2tYIZWM16KwNUzVnrJAd6xm0ItlqJdFIUW1oG24mK70/1/7J0JnB1Ftf9PVd8lC1uQkOkWxX0Bd9xA0DBdAwpuqOCuuKJCbt8JOy4EVMCF5N4LLihuT30u6HNBRTJ9J2EXFFmUiIBsJt0zScgAIcncvt1V/8+p6r73dGcCPF4Sw5/h83kf5yWTc6ur+p7v+Z2qOieOSuVutLFTjSqzN0TXrLwmugh0I4Yd/j/8Hu8N8yvjc0rVWdVOpXgKWlq8YrGkApJp5c0xYEmDFymlbkmo98OlqioOu3Jgn1UKPlsP/S9sj4efBvD2mOUn8Gc0HaFB9XM4kmdOigKVOlB0xLvZpU2o3jLnOBH6lUUAKnOyBqhzHvICH9NPGmb3p7+fqQ3j+NxoRnA/gqqbKZV0DD0gNWzRvT+MZy6C5Ulm38CAAM8W8ZWhX/05gGylacPUsU5OBMEui2BFhPYnQr98CxzJDkwd8WZjMPOAdytxbBsTvvFJC1des6lpi+5EGM88HZYnLaOWtPJoOWITBOXdanBJJ7O/CECis44kn3fi+NINTUd0JoJgZz2GdJ6xO0zDcTdKYt8O58w4Ci5KWo5YVwv83Q0IjWKjqpE+Ow2G8mvUV/8UxvmAoxCs2KKLY8Dnyt6BNBWv0790HW3Yz8oCJgo5PQ/pMy6C+VUaDPXV5PXJHFtEOIc0mEjfJT2GCbiTF+xvSPiGPfRapPapos3WmgXlXa+AneIsIEttPsA6659SW3ftg9k6Imiz/d30uR7qmvXamL1jqc21yUPWcxY+eOm6Hdg99IpxWJVytRqVK3GpW6HKXCZ4QIxXYp5UeYJXeUyvXZpqxhrPqMQhva+M6eNikY0s/azMXqxJPWsFn9aAZqqadXbSJ6N12lr/L8N7yFOdgjZ746yTnXzG38kOgOWub2HAAyriCjqSsdM4qNNrQfvM7bEu0wDeHrP8BP6MpiMoqGI7nFM9Ci5CkOg9MO2kHNHBFByFmYYNBZUjOjOCiZ0oUBE2+DsTQbL7Ilg+SYCK6nB9JPlACiqtVFKYaaBihN90xEMzYOaexwQXb6RjQKijE2cG/MRBu9FEkMzCAxoN232w05188slrr1rfdMSmiSCeg2NAR5wBrzCG3jw0HHH/zE2w9zET/gNofwZMzD0muH5jIWjoO3dq3xHryhsmn/mpB66cQPulOLZRReXm0BETcmP89OH7l9+P9idgYu4ibV+ssYM5AyvgIpWBqpA50GnVWuiXziDKfrOAowfCfcqZakx/R6/Rx+H6uBCs9MeQzs8KWMPm2KVNfXXubtwlSHb/kJlDPf96fW1B50HP4emwopuzT9WkIyJUnAGsZ/ummY90bHQedFCI9jEoSTbGz0jnapKAVivaDLST3U176bW2RffKcM6Mi+CipGmL1V0W73NCsHwtWUcMqnrvdtMR95U3TD4L1ysLFPQ77IhVXSUPmBnL+zrVaoVNbqwm5XKleHgIDw6ZxvF4+rlfaQog0T10jYLbHHiYnn6YKz4VBXj/VVeVMsBL92Ep8CAtxkF755rCHLp3Lqp1UnjDHBLrpaa3kIbW7QfJfWVgadem9L4y1oeWUkXMMneXS7J/Z7lbiqNZyYzOZCeKHpi1PoKtfAo69UWqBOz044KRaQA/gbn1/82jF0BF1QYBKknHOe6mXYJkjnbEjpjYtAmedgqCagtARZjxyfJTa+sueZAClTo+6sRz6tAR6zZumHzmqRpm7vpSnGiYUag3HXdixib2NIRlwxaZmkH1udZi6rnHrWrfZ+yXn5KOgT5j3/na7oPlNOXYssV4R/IXnji+dDXa37ih8wwzhn7Q0HDcNTEkz0fnnntG2w07cfLSk9YsH8NnTB6yno0qClOak2lA0LDFeJfYlxuTDMarEr7hWVR5AyyXhcxBL6BBkKQZCFlYRw0qqkpTWJKgx41uCe6f/S0Dm3WyDzkK414whM84uQn21mvtCBow9SCXHwPJcDiipyZz74At4lrol9NAqjeGQnZhrCL5iz45vnR14RkjO5gzEzMHdC1oQNZw3JWyo1618L7RVbiOZJ7pu91fL9tdPxEn9iKTdl4NDHbV3Xj0vilCTffcnbK3bnbdR7H0vqu+4mNS1Qg+DmnaWVeaUpGleMe0IlSRkixSus+uOQVtodLDwhyWFcUyiaqJ6nTTYhylTidKZu7ceTwV48CsWDh35+ounWqlWu1MeQo6K5mZu5cs0xPQpKoYAzg7rYZ1xvZwwtMKeHvM8hP4M1B1WUw9T4OKOqk8UNcm3HrOwpWXrqOOGEHCVecFtbEr1jQccZ/swUY8QBTJaqY6++LvoKPvAdURQacbvwxBVXCgFOpjKlEvrq9ujyNQNzD13NNWte8zwFv/VEwt5mEm7tu4YfJZGpaOWCUj6+XDay8Nm45YzaQZQ8NxJ2amwG7mYdmz33Tcf7PJZP/auuUrm7agY+gBG+3ziL1iwdqRAJ01ecZ7FMBB9cC/F+3LbvSy4bVX4BimtJ8bv+3eJTclL82Ucaa8aeYgH9AQVUrWsQhjOwh2OQpWRIU16sM4/4wExv1UPF3rliPuh2z+c5Aj71L+/Vklo87L03kg70A/O5Kb57yqvieG6MDjg8v/je9qF2Id9CDIJ2BizzRzsJJH7JV6LfLv8L+45GLB+NK7Cvbps9+tGLxWrxcJFB5PLmFrAo6T9oJYE1rXhkYVn95PpneVez/rE89K15DG9HP2c3oSGk9Dx7q4BrYX7JfMNAENFuDIghZU7qkyBwYdPCyGV7z6xTl4B5g6FSQs8sb8aQA/nl7S6bFOPQMUVBQGxllvePbCB69ZZ34ndaAENi1H3AuT8QEaVI4ISt34ZcduBlT330lHvVqrEOrobUEdX8+BUkffdMQ9JeAHHhssRecbyKizn3biJLWYG4PthiqBl2hgI8xUcvDw2PK7G45YKTvSKCFbjEWSv0ir2/wYes/YsMW/lFRDw+PtOxuOuDcB/prjcQwU2La4M5KRe+L45XdR+w1H3M667DBvzcjtaL8L8nUnhKP35MbvuHfIBA5B+3r8LD6gtgrn0L21klivRbVXCFZ6qXhU59APeqgqXTUZsVecbCC0xmKgg6oCjHtrlMtA0Hkma5RPxeeCkn5q1xZ9yNGgRKv/9P2x3bssUPOPw3kga1TIjtwTAz8Q57mQXbidx/L1tdWj/8oFPVS1k7UorO8/uiw+4oRg+a24jmXgr8F3qfBu3wZddrheL/IO02/LEwxwpvoUpqK5rh+tC3Fs6a4y/n0irYhbSaSk6pTictSpdKMk6na2xUnohiMUM/WgpwE8DbXH/ww0bPculYIqD4O+QkWYZQ60kNbrgaQIs0wdIsysVIXkYOaIvuOjDpSoT4SZ7MZvWLhm+R1N273bAvU6dOI4BivimeLpjyEP7H/GkXrT8WvbtzVtcSeX3EUlhGPg/aDhtlI3PuxYY59AQqyQAG8fDv1/NB33DharQ1MA9NWt496qQL6lHiz7J7Xfst2/x0q+c+HYsluauWck47fFCjWVfVvcHDN+uIF9TnlT1dgLaHLBii3ulCoexICjACqSinfv7oLqBQRZBgLHmXTjw3Ce6RoVUuW9ec69A7boQQ7noTcG2w1LcfJSDMgwsIgjeLNeC0f05hDtxyzeN03j99faESuTNGDC+QQFR9XG2ivQfhb0IMgr0npxGqz8Q0HyVlwLvb79gOZGFcMH6qvbN7cccXucvUsk+9K0xd8SlbwrXa+1oCBWTFmmI5C+y7q1FdwODbit7dH0HWXYvxrNmV15uFPQUpprW/rkM+dm77xXTUxVss5NAOpsBmwawFt7oabt/WdmAJ2jxeDNx61C50hgk1eHFGb/kpk6zIEkD9S+IxYruix+G6qQnBMkjq/huLdCBjNH3CETpdVh03ZvYQqO1M7XEbkxRDISWn2SMeSBLW4Gyd/jjS/9e9MRPQeNz5ipz4bt/l32YflP6LI3GiXk3shi+cHa6mU3oX2u1DvSMfRA1bTFzVzCexeM+3/L2xd/ZQAfqQX+DWi/pOQ7jzMw3qL9Hoxt9y8sUe/MYN9T/3kY9+fHIdmFQkBAYdxXxmQMZH1xnDyFHM5hX3H2VS+d52ZO9bo9yOG7RIKSfobDzq1Ffw7J+IugzQKmpiP+Khn78PCqkRtz9h1BUtPuTSqG9yNo8+/w0LVKyePqY+0/N21xC1PKvEv5Z79egfrYcDj61+ZeQ8/mk7BhWyq4rfktx+tb+++1sjJ7w+zKg5WN1Wq3ogtwYDvCJMZCHFBVeEhM8rTtYL/RwWZXfBho6GHFKXPtBwty9E48V7A8pm6MYIptpEU4zD1mPGyGJTP7p6BNxyddmAOA6+tYwDpYDcykk82+OK0mprsypc0siveVs5PRuqMTg1OmU9Bb8y2atvUfnQEESSLhvQvH/b/lnKxWb9Hh3prLMZV6M8j4Pd74cg0zDvERC4LltzYdcQOLk6MRVHklkYN630ETJ9hw3Os5sI8iqJqOuIkn8D4NMwQei9+W2u87X1v8DWT87mwMmeKhY8g7cfcvAPIYL1x2PdpXsdIOGp/RYvxtC4Klt7Yc93rIxkDt2+I6pdSx2nE74gbJ2IcQADlQ2eLPDJJPGPt9ADRs8adEQv34cf9PLUdcnyhpnHvOvnutUmDAQGDfdNyrmISPISRywQRRjWZ+zPibNFihc5gDYT8VnxsDUec4TgAwa5EPegjsyVrTgMYmkMuNoR+QtWzxZ5XOVWEOe9kRCtpCQHaNSpJ6fXzZtTToyQUKtriOA/vUgnDkLwhaCfAOnb2wxRWcsVMWBCNXof0Y4CPHm/etl31pOeJqSGBhbdz/E/0i4pUvcNZXdt24cyWuVirVUlSZ7PJq2eIVmST6ao++3qNbEeJJZ67vsCqO8JJpNSlUcQgx0PDiGm6mghSebi7WgVb62g5WmUIQQkVXmMKevboClaoY0JkmB+YaEMCUIGNmb7UHsrQrEwUZLZVpCnP0K0+B4h28o6xPVGMRDoaHxqCDB8SYklF2ClrXhZYyyjo30VPQ26IWdHpaXk0fwvqPImP6w7fmDFDnSGGWU4e2+xcJ6uMIkobj3gSZ2rD7IMkBlUC9SWDWcMQNKoVZ0xHXsASG0fE1bPFnCeyTC9GBOu6NcSw/eLxRn38CmXjofBu221cqjntTkrD3YdDQJGMoOPGrVQzHD69uX5O3L26I4+RotI9jUAmv18eXXtskz9h0xBUK4NR64F+J9plSC2pjo9flnbh7FYA60QtGr87Zt93LFKjP1sPRy3PP6LjXK5UqrYL9DMYNWyxTnA0j7GkwUYAxDXp6MC48Yz+goRkO+oz51Gt/HqjitEkq3navTZRasFDPA1G9BHJ0DPnsgnuVFcMJx61uX5OHvVihWHKETuPrtUhBSwKmpu1exgA+UwvbVxTm+RYJTIO24YgrFSQnDwfLrsJ3jGdBoSN8mcizhsdHR5u2+JNK36VCsHgjAHNAIcwQjj3oqayqVO+uavHqTno/1Sg6FnFluv5kJ6URXlhCMWs+b5oaQAQc1aA5DY17qwg0i+NeKwJORZKn/XYldLDCVJxYkdVNok65Eu0Syc6G2RuivVbuFeEJ8K3pC7aVLSxEM3funpVOp1phlS1f58J60KafssT7xVVsQWgOepmDYKjQsTXn9B7wtlqpabvbfQZQdckYTkBQIWwyJ0vVYcNxezCjQEWFoVgKqgJQ++pQXCEhOQWdIzpBpmRNw8wWyxXIzxlQUZi514ECoz6J86VKBR1xzz4ZAwV2yxbLQLFFtbGRy1raQcuTEJYU2A3bvQxSWDYccTVPlVDDcdsqUV9MHfcVCajTFhoAkIBALFMKzhge85fT8TcdMcJAfakWtH0c/xZg3Lefg7G4VMnkc1rtOf1UdkHZ59RzL1hxxJUsfcY8qEiGg6xjIWDqrQV9xpw6t8XlisFpJighipNAjs4zvj9JFnDYYlQqONPMFQUtBfkWQOu4SxnAl/V8kvdEB1vd+MPDa5bf2ML1kvAFb6y9DN+xRMkaBgoN2/0DA2h5YfuPTdu9nAF8WoOcZF+wwYK0ut2yVJNYaWreRNy5B5ZHeM99u38ZH8MH0n670YxNFd7hVey3m1jdCsS8ulmlqS32200VuS6sgfeOUxWvQKeXJd5L7qvyKu6N605NWonj6WdU6GmtaN2GUJm60QDlhzsFrQtspJXDimoe2xCae83mUJgpmQmnTAP4Mbwo0/9kx5wBrboykBSAmqlDCjOqNprE+VKYUagjzFjPObqXJwCfRpg1qWPNO+grJLBThk3acESC+tKwhplYzlRyem1s2WU4hgw2dAzoZHv2bXEpY/LcWjC6tGm7o6Dg86mDvkKyzD5x7rZYnqjk9IVjyy5r2u4lWBBLO25H+JCws73xkXYuILDFH4GxxbVgRNuXimnANGzxe6bY17yxkT/kYdwPOFq2+weVgiEHe8f9rVLqq5l6Joqwt6/czIGQpLLJMxYCjl4qvhCU9FKv+bXog5AGZHQecoozD7lRrtiZC1LQkgzHH3k6V7n3xBbXJcA+ZTIf/bXOjd8RvwPJvq7n0xajoFS2jj3QNm1xCdYEMaDtBwotW/xKMfi+F/i/yb1LjrgmTmAYtwke6VuJqWjbWV/ZuHHnCqtY1aRkVcpxrBsdJFhGEZsdpB19OEsbH5BWg7qRPIKK7JXqnrtZOhlT0YBlGEHvv+qmBphm1s0PTDEO3c6Q1IFGdairTJkUtWUaHeg7yh3T6MD8nLvSU0hD5ypNpUrdwA6rTmWqHatPGQjinWV9d1mqCMtmgrQ6ib6rLCM8BV0pqU43SaIoLkezq7KzrepBtxxXKmBnTJ+CfqQ3d/rvHxcz0NIgkYs1qBzh80SetWB8dLTgKC9VTH21HrRHKMxyCoMANQ/1LcDMERdLCd8cHvN/j2OQAEvqoX9pHtji96CSr3ljy/7QcNylAPCVbAx94BGV44gRSNg5CMuG414MCVxQH2//roHPOJV94txz9h3x6wTgewsD/zf4jEqp84bHRi9BJ57Zbzrub5NEfXvh+OjF1H7Tdv8HQP3QC0d/1XTE76SEb+Az5iBH7Odgb4tfMKa+WVTPeVXaX6NcBsIWlyiABs5hLuBA1RirE73VqP7FpQmT5y7UQQnNQPTXohD09DMctvi9VPJ8nAe6RhRyuXkm2YWWI34DibywNj56MZ2HQiBFQNsPmBq2+CUD+SOcz8I8X64YM4rcEb9WwL5bD0Z+mwuYHPEzJdkv6mMjFzVt20R4CQAAIABJREFUfJdMYIR7zDo9DDCZdfLB/Vej6FIYYk9exaoMlXDa4ICmovF+aq/DD2kez7FNYVqsQ1ekwpS0vgOLPXaxSIdK09JMp6BNippHSsrIsrAAB9cp6GIxDkhUh6fFOHaK4s6GGbOi28fvi7CQyo7saKZS6Ekp1uUys57KxXKZuI+OQYtJQUu9962DDiYrHPjZCmAawDvyok+P7dHPAIJEJfAtAyoKG3epBPgyqk8KM1QbmaNvOeJXCnoKow8bqj6pc7TF77mS5y9AJ04cK46BJerb2kFT9Wm7/yMZ/Ndw0P510xEXMwnfrI35v0dHzPtBw68B4Hta5RD7TYQZADaj/x9qv5CWpLDs2W/Z7s+lUhfVx0YvQuc+lf2GLX4BAD+ph/4vc/Yd8VNI1K/q4+2fbQnGDdv9ORD7GTwajvhvJeHHBtj5VHZ/HzQXEPT2OBsIOUi+Uw+W/TYPwlyqvL/WJKDJr0VfcSJorUR9MQ3IUE3+QK9FPkPQg5wGLcgLa4EBreoHTBcpYD81c9W3n08d9wOXHGgd9ycc4NcLgvbP0L5MnzGnyG3351zBz2tj7V/gO5AFCk1b/JcCtbQetn9E12LJwOAbAPgmBmoDqrhKqdyJkyTdZ42iJJrVeTw0Pcj67M6e3Fh5qFKqVsqliuzGlZJlVTJ1rhsbYHcm3EPlXF/t0U0PdHENc8o5f1AshZ4+xZy2HdQp6fR301PQWfvB/uEwegra1II2h8r0KWi9N/5oTkFvqVwmBi8YyDDOToJpAD96Bz/9mzv2DDRtlzrHPmzyqb8ezApO8GdKyl9oUOWUXx/qCDNInWPDdvtO3HF/AgC/8YL2T4tjIEDqwQwhoQB+PJwCNQsamlrlmDFQ+xpmIC8eDkZ/siX7Tcf9iUrg1wjLHIRs90cM4JJa2P6xsW9UVG78tvixZOx3w8FIzn7LFj9QwHwvHPlhw3F/CgC/qgcFGNvuDxnAH9E+hX3Dcb/HlPptpp57qVeSnsUxMMZ0WpUGE3SecyDUwRA716TKxS9UL2ggAY0j/puB+m26Fr2ghAZkDUf8lEn4H2/M/3lOceYhdxFT8DMNQkf8jkn4BgZMTVv8CBj8wQv8/87PM1HtWwTt0PeVVKP1Mf+/cB0z+7lgkcxnYX4uBAbX1IP2d3D8AEqvxSN9I4uqDZscTFqd6lSqTdeCTg8OmdPLvCIh0SlmAzpzehmBRE8y6z1SPA2dpZ57LQjT+8e9FLTeWzWgRAim1abSFHSiVbWu/awrTWH62JS31NWlVAREnZsuTr1eu7oSVdq9yfw5M6qcA6TVqfIHxRiXESjLHCBLD4qZNLQV4YloPDDWiStRaRvWgm7aAjMS0wr4kV7i6b9/fMxA0xY/Zoz9roYgyaXsiCLJO2jqBH8IAJdqhUEcaE592u6PJMAlwynMQMIvjROnjlX8GBj8Hh00BQkqGAA2gjBD+xmwG7b7CwBm1CeFmSN+qnqQcL8PEpZ5Y+0f4DNm9lF9ZmqpYYsfsBSW1H7TEd8BgCu9wP8e2le9ZxQ/y8avYSlheWa/N4e2+20J6trhcPTCzWCcgFHGefv9+bHFBcDUsiIIafoU1ygbQy4DQeeZgIqmyulaFwKa7zPJRmsIORKUFNT/fwHIES8c/WF+Dt0e5Iqg7QdM4rtMystrY6Pfp+8JqnaeKmZcC1DQ3hy04lsM2HVeOHJhQ7+r5j2hoM3NJ5mfpiO+xiT8vTbmf0PPG8BLQKn7s2s+5tSz2W/NdfVRzMIT0KYOtLmvavZY02YGaZMDncbWaWasDw36sJC5z2qaIJiUtQGeASUCjaVXevBEtEk9m7aEPO2/i1d7eJRwGeEVHzwBzUvbfm91W3oregqa1oJOrBgDi6oleeXRNLWQTFanU9DbcqWmbW/3GUCQKKkuG0bnSGCj1VsPGDmY9dRM03EvZMCurgX+d6kDzanPHGz6KcGGTRxrfgwESO63FYM/aQWTc9CoPuXvtLp1xHckwFXDgf/dfMpRXACgrvfC9rcKz/gjYEyrsSaBZSEg+AaAvMkLR79J7Tdstx9w2O4FANCzn8G44bhfAwm31MfaX6f2KYybtvgGA3VjLWxf0HAQTnCFN+Z/r+GI80DCnzWEcgEN2VemipOo/zzU+4qTql46D7hGfdUrLlAAf6mH/rdz85wPyHprQYOeAuS+C+mz5AIaW3xDgbqxjs9bAK1U8LPhsfYvWrb4lpoCtC1HnKdA3eoF7a81HUHsi58lEn650Cjyr4OSN+v1IvPTsMUSBXDPcOg3lsyd/xJWKs0DpdYV765acTna1OlEu8+e0wmD9RF209ruX8TH+IHYl3uFc2c1u6/MrclqOcZT0OkBMc6qOvWcYIUps5eKaWjdwUnfTU47OEn8u+zks0k504NjJqWcv4dMDo6ZdoZZIKN/t9fFKTsFrZtTFGtBpwGOOeWMAQ6edMYymCSY0UEOdmjS17bgJCXZGdO1oB/jCzP9z3asGWjY7jcZwF8RVOjEGcBVCNQCMHoOuuAEvw6K3eyFI99E2ACoa71w9MKCOuzBBoGtwKQEm457PgD8Ax1ry3a/qdIxUCChc1dSaZihg5YAf9aQoOqTON+G414IqX0NM4B/1gP/fPqMefvu+UrCisy+AnmdHr/tNoHBv+pBu9XQsMxg3A84mo5oKZC31YPR85sExk1bLGYA99ZCv1GEcT+Y6NtHGGdwajnuV6Vi/yyCUKdP033lht1XnPmAQNCgoQ8qkuHIr7XbU704VyyDHFnHQkDWDyxIUEUhlwssCGhxPhljd3iBf54JvMw8U8VM34fcO2a750qAVcNhezGOnwPcoAOXfDDUYAzurOF6Oe6FPAsKB9xzGId1XtD+8mP51ikAdgbMr+6++6ZKNGNmhaaircSqSJ5ooGEZRYvLSpyAgV3aWF4DjFSXYhRMhUpTtADHw1370Q0SGFSL95VNN6asc5NpYjDVITFMM2edm7JuTYw2RFCqw/BuMqaxEXgsvQqkVToeDrN0FyfdilBZHarUq2XV6Xa7UblaifAU9Ka1E51FsAIPiWHxjK3yH/aEZkqdUwvbn94qBh/ByHQ3pO0xy0/gzzAggdsQVEZJ9IHaAwZx0OgEAeAGVDNLbLfBAe7ywnYTHWgGs6ZNFRWBjSO+LiX8bRhTgrZ7rgK2sh76S3AMAHA7OmgKJHTuHOAehFnOQRP7TdvtOV8cf2YfYaYUBF7YXkzt0/FTWNLxNxzxZSZhtTfmf7VoP5ufhuN+lRH7GYwbxOlTOCGMuWQ6HUrtUzg1bfcsYLDKBCV9RZgLhnJpVRIQ0HnIKWyS4RgQLcbhthquNZnD/FyRdSQBWW6u7D7s88/bX2saMLUc8WWVzafjni8l/GN4zCjaXmqavA8UtE176CzF1IP1wD+nYQ81gUkdGDUd9zsMmA4Wm477JQVsbT3wv4JBm5Twd/2OOe6ZAPzNGFwUGsyb5vFTX/FJ77M+0hWfftpZd+zBvVet2rB1YZp6NtWldFcf/HOZFevA3+GposPiHVsoxlFSpU6SyCguJZGVWJGKVadU7kaPt/vKWclM9lC1mlUVgy7vX+NKVTpLWFWyRB8Wy0phml7LUCVXuc7ijP28Foy8Z3u47WkAb49ZfgJ/BoIEJIT1sfa5CBtIgUrVW85BD4gW8BSW1PHZYrEC+DcC1ahP+U9UhxQ2FNgNW5wNDB7QjpWMIaeWHBer3mgF07DFYpjSvvtlALYGnS8Cj4G6WwcE9tBZEuT64bB9dt7+UJMxZdTYgHsOcDVRD0a/RO03bfEFBWpjPWyfheMHAG0/B2PbPUsxpsFQANiZIKHrjbU/38iPf4kCec9wONqg9puO+IqSbKw+NnLuEkcsAqUeRLWXDzhIdoGkVWnA1HDoPFCF3U+Vm89SY7jWBdV7lgQwc0XmmQY0dK5wHhSDO1MQ9p63CNosw5F73gJos2CuaYuzVfo+tOyhpkxBi3PCARTe+8Txg4RxHRiRYLFhi88zgEkv9L9I34HWwOArJWMvZYpNoGrD5vFSWb39VVUqdSwEXJJE1XKl040TnYouzZgVbRiPOo+XVPRWBpw+8KULcfQaUvRaDZrUsi68gSlnUxZToSI395JNYJP+nNWD1u7VlMfstxfMtRo0++jpfeZOdjAM09JTFOc4koEs1YL2U7eH254G8PaY5SfwZ7Rs94sK4CHPgKoHs7zi6asQ6gRzjm/APYdzPlELRr6E6hYAVmn1SWCGSgUA7kOgNh2xSEkl62PtM+kY8k7W7Tl3dNCMsfuL9lu2+LxKnS/aZ8DW1gL/K9RxF+1nwGs47hlMQoywNACQ92sYD7ifYxxKXtD+HI4fQG7ywtEv5mDsiNPxtdFgIDBu2gJTYzO90P8MKjA8qFML/S/kYDzgfg44WPWgfXrDdr8IABsQ9k3bPVUxphDqTXvoXAVKZwhoMFSEehZw0LXIg7CfXcDPYula4xplqd1m7lly80wDst5c5YMS8WkGMKMW+p+lc5XLcAy4n1UcSvi8uXXMBXNiEZNK1sbaZ+beAds9lQHshCnHgv3e2Fq2+Aw2CNDrRd6xrfW1foIBLld9Sh8a46BbEmalNTH9zJUVKUt1dCpaqk5WDxrKspOdhFY7dTrXrNwrumgrlsxs2UPnSlC1euiXt9b6PpydaQBvj1l+An8Gdb4UZjS1iLDEfRyEDQUGdXx5mJG0YQ424vO4/1RHINnuaQzYLAMqcboEYMOBvyinPm3xGTz8UQ/9z6J9kJAgsGlaskmcO0Ios48w6zluYj8PPPFpBTAjs5/BuOUMnSylnFMfa5+C9oFDuQhjtA8AO3th+zQK+4YjTgSAufXAP6lhi89wgKqGk+OeiSdh8dnRvlJqNy/0T20NuJ9TnHEv8Bc1BtzjGWc7Gaj3FWEhVd4PSkjAsaVxUvXfctzPKTCfRedwie2eytNnofOMARkHtgYDGhpY5IKeAXGC4rAnPi9dCzr+hjN4MlNcPy8NvKj6x/cBAGbXw/an6RrhnAAHux60T8C5klngQjMTjnuSAti9HrRPaTpDZyqlDmJMXbeDKrgdGnDbwhU+3CnoErcq3QSquIduWhDyCueykiRQZXo/3VzzSphJQyuAQznw+bVgxNoWYy3anAbw9pjlJ/BnNBxxClNqFwRJzonj/lmaStXKDGAndI4psJl24tTx5ZSfWMRAyVrQPpPCJmd/QJwAHOZ5gX8ihRkFUssRJypQe3hB++SmPfhpAJ4qy759dO4gmYZlLiAgjjtvf+hziisDPA1LNbcetE9CwGRKrmGLYQbwFC/0F24JxhQMOdjbrgcAT/fCdh3HL1P7CONeMGGLYQB4Sj30F+L8g4Jd6wZOC5hSA6j2EIRcQoKKMJ/+JUEDDTjIWqCCzxS23lcGWG8yHLjWbBcvHDkNQciAyVowcmbTdhcyBk4taJ9AA6NcQLMF0DYct8YUPAOfl64FHX/LFnUF8FScT2ofMxMyVf+NgaHjGVcD+D5goCAhzRA44jgG8Bwv8Gtm/LCrBrnOTMAmTDs37SFPgXpaPfSHz3OGXqOUOtgUdEDltmMpuK3tahBuMHfPyi6dagWv+HTLpQrrYpnMuIJwwypTwGN9GAy7NWFhDgRaduLZ3GEuthXE8pf6z037Qb1fntZ9JveVzSnpXkralM9MS2bSU9AAEPcOiE1xN5keCsvuJhfqQ5v7yfo0NOzPgB1YC32+tedyKnvTAN4es/wE/oyc8yUwQyD11KFRZto5UmAssUWdAeyNji+v/Kia6cMmB2xHLFBKPasetr38GAgkCMyaFAAkIKDOvWgfAJ6tHfeAezznYGvAEAi1HLemevDow3jJgHss47BPPWgfS2FMAYOwpPYzlda0hz4BoF7shf4nm3T8josVfJ6EwQTa5xye7wXt4/DZAeDJXtg+vmm7H1cMnoNqL58h6AdDOM8sDUoQ6ugYjTrvQygX9OTUPwYWaq/0s3pBVcMZPA6AP7ce+AtwnnuBEVH/CFpQ8Excr3zQ4x6jgL0En7cI2p6iHXA/hfOpn5fYp8GWCT7Ys2rhiJcHrftxANjPC9vH5NaCPHtrQHxScXiBF/jHbs2vclZpytq0vhpXqxWsNFXuxpWOxaoGbubAkFZnBG49oKV1oE1Hn7QQhzRFNUwdZ0gPg/VaDVazYht4QEy3LCS1ofVd5cIVn60Jt6xUpuKmBrROO+uDZf07ynh3eUunoPG+MsTVTrka61PQM9fuEtXgEjx1vfVOQQ+I0xlXp9eC9jSAt+bLPm3rPzMD1PnmHChx9Bo2Ep7tjfk1Cgzq+HIwI2qmQZwv2pcZsG33GJY67oYjjgMADYAltruQp0BaMiA+yTm80Av8T+UAQAMCYh8DAp4qLQ0zgJfVw/Yn0H6motC+lao9DUumXoT26fib9uBHAdirvLD9MQrjHOztPhjo/LQc8WEF8Bov8D9Cx7/EHqwz4DpYadpDH2WgXlkL/Y/j/HPgz63hsw8MHs05fxkGDTkQkuxCbpyOe5IEeNJw0D6ZrgUFlVH/fGejet1jGbDn4Wel6W4TVNniYwzg5V7oH4PP0guMqH17atA2B8SHgMOB+Lx0ren4G477Eabg1Tif1L4JFFDRjpxG14u+A80B94OKw/x60P4Qjh8gDVxo9mXAPRY4+4iSamkGN31dp1h9Csxhooe5v5rr4vNEg9u28kB4V3nlXisrj3QK2kpkJcZgJi2ZqdsT6pKZpDsTwKEMYLAWTCvgbbVe03a34wxQ54sOFDjsi8oP1ZsCptN6eZj11VLOsdqDnwDgRvnl1O3gRxlwAxsNS7YvKpXUcR/kBf6H0T4A288AwD1WAXsewtjATB3gBe2PNh/GfgZLOn6EGePsddpx52DZt7/EER/mKSwpjBsD4gOcgVsL/Q9SGFPAUPsN2z0GAF6qYW+772MAh3ph+/16fgD2x/HnADkgPgAM3Hrof7AAv/eAUq9DtVdQhL19ZT0PjOugga4RzpUEdUA9aH80B0KSXkbwK1CvrIf+x3NB1YD7QeBwsBe0j6bPQgMmXC/F4aB64H849544Asd8mBe237fEHvwoTwMXEzDxZ9bDEa9pD72fgRI4n/m56ivyNPh4rX4fCGiXOIPvZsDfVA/89+D4AaQOjEx2ge2Nae0l9uDLuGKH78jKbVt+palSr1arm6Wh6R5rIhFqpvgGSOy2lG92wHR6ut+dKevIZLozmXaDvfSybkVoqoiZVoQmHW3UvjkhbdoVgtrSKegpG1pge0JdPQwVeL6hhU5BM3bgNIC35Rs1bXu7zUBOYeSUX199UudIgbHEHnw/Bz7khf4HKMxyTpbCJq+E3gMKDvNC/310DLmAwHbfBwCH1sP2+4v2M/WMzl2BEhpmm9s/3Av99+Zh2Vd7Ldt9rwR4fdH+eY77zgTgiHrQfhfCOIMlhXFTgwe0/dbA4NGKcw2PxsDQkcDkkfWwfRTCOBs/jg2dRz1sf7TpuO8CgLd4Qfvd+Ox9+Im3A1NvxKAhB0KSKm864kMARnHmVS+Cnx2Ca5ELGkh2AZ+FcTboBSNH06AKx6OAvRkh1xoYOlpxlT4LCZjM8+r1ovPcGnDfAQyOqoXtoyhoW7Z7jEyDkuaAOEpxeFs98N9F58pkF7Jga+jdSqk34nziO8ABXoFBW8sWb1MA7/FC/x00MMJnl1y9AIPFbfxlYS14Q2XTHg9WrEq5isU44lK3wjirZt18+sU4WCVOEq3gzP3VxCg4DTvsj4tXdUiTg0LDAwM4U++5qN6xUIfu04up6VTJmzS1vv6TbLE708PALCubSStNme5Muu9uxLFAB6acGbYixCtc2AyBY1ME3ZaQWVzXgM4qi+l60N0k6pQr0S6R7GyYvSG6ZuU10UUAydZao6YzeDoDfvo0gLfWjE7b+Y/OQEFh9JRKTn064j1KweH10H8vBUbOsdruexXA61H5NQcGPwSca3WLMJMAb9WwsYfeD6AMsAfcd3AG7/TC9pEtZ+jdEpRROQRIiwfEURaHt3uB/06EpQJ4AyotdOKS89dqNea472TEfl9pibczUO/K7GfOPQf7gcEjGefvQPsUlk178AgA9n4vbL+NwpLCuGH37SOMe/PjiLcAwIe8wH8rzg+k46fPjvYV8PfVQ//tdP5b8wbfJC3+bgPCPtTpvnI6D3qeNdQB9jeqd+hIxpV+FgpCml2ga5HPEAwdoUDp8aSBRQ+0WdCAoFXpeuVAO2/wTWDxj9YC/y2Nee47wWJHIGhphmOJ476VK/iAmc8+yI2iVa/AzAedz9aA+IDMMgTz3DcyC47xgvabcoGR436KKXgngPqJ3mNNG8br/VeZNoYv7LNqNZYeIsqax2NFKaPYEIwIMwRcdq9Vq7gSAHSpGuv9rFsaklaD+i6rMmUTzb3XAsw2L8ahYaZLLHJdghFhJrOfuYwSZUVlfc0nibDf7oyk2ulUulFlclME63bvbO091m3hjKbaS6ddm1gcV/FwmK4JnRbiyIpv6MNjpFym4vB6Pp2C3hbLNG3zPzEDOYWhHWiq/HQq1Sgq6hwpMNCxMgUfrIftIxoDg0cCY1r55Z1sHzbUQbecwTdJ4B+to+PWMIN3o8qhaqxJYLa5fZP2pLA09s34EWbKYh/zgvab0T4AvLse+u/A8XPFtdIq2s9gvGRAHM45fNIL/Dfm7BPYU/s0mMBWdxZjC2ph+zCcH0uxD9ZC/4jcsw+Iw1VqPzf/tsD9rY+ZeehDnap/BKFkcFSmsHuq1xFvYQqOLn5WLmAi4MegJwtKWmY8n/AC/030WWjQgM+bgZYGXg1bHAoAw/XQf/2WQHvewOAbJOPHeaF/OH2XjCJXgzr1bUD7cVyvXNDjuEMM2Ale4B9K12KxPfRyS6kTgcE6LNzQOzVrYNY7QARpQ3lseICwyw4R4c+06QHIcqeLFae63UhFszrVaidas2Z1tAhW4CGiHfW/njqfXZ1R6XZKFSh1qjK2KiUr0SeeEWoxM6oc++tm6ectdW3KF+HQB8VMWjk9EZ0FMKjGUYEXKowZhY/FObDbk/kZ7+vmT0EzljawMB2YTPUw3c1pig5NGMjgn/c6PL1aMYZbIdvlgPJ2+ZAd9e2aHte2n4Gc46PKj6g36nwpMKhjpTCjaUkKs/Mc960yVULouBlA3Qv9NyyeN/gmK4UltY8wY4wtqIftw6h9hISVpT0Hhg4Drj61GSxtcSgHGK6F/uuL9iXAezSMC/YZwNG1wD+i5bhCATvZC/yhFE49GGfKFcef2W84B7+Zg/URVIHnzRscTCz26XrQdnF+knT8uWfXUIETvaB9CJ3/JQNiPuPq+HrQflNOERL133CGsLTihzdX2O7rFUAN54p+Vi7DQeYqZ18/L5yE46FrjUEDt9gRtcB/F10vClocM2fqc17YHmwOHHwYMOtYBG1OMc8bcsFSp+j5pCCnqW9n8BBQfCGu1xJbvI0BvBcVecMefC0DfqYX+vPpu7StvxnYknCXvfavRhtmV2ZVO5W4W66US6VKx4qqpdiqSGx2wJKKqQPdTz1n91Z1DWhG1LVM++liGjptRYhqO2tggF2ZNMxMihpPP2s1bnrysim7NkHatQkBljU1SNW5qQWtuzJlfXh1V6fNGh1suWsTpp25rvtc7Npk8VS1k65NGMBgO0JaC3rm2vGoBnds3VPQpmjMIm8awNv6KzBtf3vMQANhoNgJXugf2qQwc8RblFJHa3VLVA4CAyw4BiHRJI61abuvZwA1VH4IJADrI6huDcyMc9f2mdIOujngHgwMPouOu+UMHqIUPx7HQIGEMJMWP80LfFG0z8DSENrMfgpjAwb4nBf6gy1n6BBQSjv3HPDmDQ7y1D6FsXH67PNe2H6dnp8UlikAUqXYt0/h1HDEgQzgbC/wD0rn51Q9/oGhwxRTx9a1CuxDhT570xk8ABQ/Hechp+BJduE8Wxwq08AFg5JsjZaQZ6EgpNkFOld0Huh4ioo2y3BsCbTNPQcPgBL7ihe0X0PfBxqU6DlRcJYX+q/N2bfF23i6v6uDDwan10P/YBr0tOaJV4MFi2uBfwAGUiXOzpYA55lG8uQ+q76DatSavr6jyyPmG8nThgfmGlAKOVBp2cUUfKbEIsPuPNhInqclEdPeu7qHLqaZce9U997FZvO97j1p+cQ0Dd3/ezAFOPDPNdRQ8XHTWzfdW6UVpmjHJiyVyculCGLVqXQ60YYZs6Jdxu+LjoHrsdHBDv/fZqegu1ElKVsV4KxqJUap489ZxybFsBY02T9XaZcmXG8OrwcAdxrAO/yyTw/w0cxAa2DodcDUoho6PqL8EEg8TRtS50uBsdh2D7IAvuiF7dciAFiq/HJAogrGcQVPlSXCRgH/cj3wD6TOd7EzeIiVwdgRB4KCs+uhf9Dm9lXdC9tvyCkkbT+FPcIMDBhyzp0oLQoGCnt0+sqCJV7g74/2Adjn6ymMAeDEOgYTxD4NJhYPDL7SYuw8L2y/yswP+yKCZwl5dmo/9+yYVgX1VVR7FFRU/eNnKQ6fQYVN1wgLUEilzvFC/6Dmk4dcUEZx0oCpZbsHSYAv4LPgOmaKszHvkFcxSzbweWngQkGOz8uAf7kW+AfmA6+D91NgfbMe+q+g7wMdv5kT3vJC/9W5d2lAHC65+gQGc0v2dPfnJfgqrhcNelqOeKkEdWE9aO9nWgpan2HA1hQbyStIYZg2op9qX5U2kgcJWrFhv93iwaG9Vu4VHbUVyyc+mu/h/+F3cmnoDR1erZS6FWlZFVTqwLtVLMZhcV6JeVLlCdNtCbO98qJS51IX00hbEZpTzabWM/6MdZ83O0SW1oUuBjOPfAo6DWh0ehnbEGJAYxS8aVTBsMMTdm/Cpha9jk3q1cAYni/ZLtnh7fIh/4fFn/6nj/MZQMfHSnBuPWgfQJVfzskS55sD9sDgK1XqWHPKj0Di3Hni1SUCs0xZ6j08UF/3Qv+VVEWhfcnUIlSuo++qAAAgAElEQVRCFGaP1n4GS7TPQX0DwUBhSQGzmf1UpaHTVwDf8QL/ZUUYZ+lQan+Jc/BrGFhfwmCitefBL1Yl/gMvaL+kMe/gVzFuNRE8dG7x2gxj7NsaKgQ8580TL1QWXIBqLwdC28Wo38OAg34WDRoaA+4rGIPzEfwIWgXwBVTw+ezCwa9iltUDbU9xOuKlAHBhLfD3ywUW84ZcZalT6zoDMTVoF88TL7Q4/NgL/Rdh84PsfchlOPScWN/3Av+l1H4u+2IfvB8Av8AL2y9fPHDw6yxmnYGByOKBg/e1mPVTL/Rf+J/4qi2C+SXb2bmybsNEdWa1WklKVqUcx1qx9XruZk3lH6aTj2lLmDYsSItxPFylqeyQWFaYg/bbzQ6JGcVvDonl++mm13emOCSmU9XYvYml+67Zzz0l31fqeCI6U+3mJDR08IAYU9JUGcOfpYwSKaNKSXWyYAYqSQc7NlW2ySlocboCWDS9B/yf+DZMf+ZWnwF9hxLYt9DxUSVE1cxie/7LOZQ0zCiwlzx56CVcqe8iqCgAckAiCgaBBNxq1kP/1QgbaakfeUH7xejcM+dLgWRgZhx30T4H6xxM81KFRMev7adgoLA8d8/BA0ppypTapyoNnT5n/Gf1sP0CCkuEsbRgcT3wDzDjhx95gf/i8+yhl8s0mFhii+dzgF96ob8Pzg9T6nt1HD9RmecPHLxvkkKFgq3hHPxcUPy/62E7B0Kq/mngkkvt7um+iJXgv4rgpwHTuY54aSkNLHLzPODuIxn8HJ+XjicFuc5waNCmz0tBe/4e7nOSCvzWC9rPWzJ36CWsbJ4X3wELrC+hYk7n5Bde6O+bs0+yL815h7wAuPxvDXKSgTj/ye5zEgVtBvwjW7rig+oMr+3glR/9Myq2tMRierpZ31ftVaQCo/KKXXsMENNCHXi/VbEqMH2FJmskrxWZbj2oU8jm0JA5CZ0/QLTFBvP479KrPrrnLlMRB6ujpIzMQTGrw7jUaelE8qhsQSeW2I6wFKmy6pS7cdTpVKMHq53IXrO+8zhJQz/qq1yMVBXDn6U0NaL13WTcR+cMg1ExrYC3OgqmDf4nZqA5b/4LgJeM46PKj6gZChsKy68OuPuUGbsIHStVfhRIVMFQ+wgbBtavvcB/PlVRORjb4vkM4Jf10N8npyyJ2ivaB1AX1oL2fsY+/w2CoTj+LGVKwaDTm+WShkdz7tCzoax+7wX+c9L5+QkqsFywgrAE/pt60H5eg8CvtefgM1WJX+oF/rNaA+4+KpsfqjKN/d95gf9c+uxLBuY/jbPSxfhZFFQ6vQxKBxzpZ/0QAxeq4M9z5j9PqtL/ZODPAiMTMLFzMWjA8QCDn9dS0DKwvlnD1PHc+c+yyqU/4PPS8VAFn4LQgJYEXufbg3snwJZ7YfvpdD7xHUjSDMSSee4zuAVLvaD9LApyGsydu4f7nFKFXYxzgvNsMfZtXMevzDvk6RVL/l4puBf3WTXY8DARgkvvzSIQUdWZ3rv6tCz+zFlvf/XhrvjwREZQkh0rKUfdOI5kVXYqkzOjdes2RQDLo0UA8j/xvfxffuZWA5zeO9dpZlJ9irQaxKtcui60vsMMVVJVDIMVfWgsOwlNDpCVmC6s0TssZk47oxrH3skKdJ1nVNt6z538jIU48M85cNOaUMGrFIPpFPT/8gWZ/vUddAao48spP6puCWxyKcc9B58pS/yP9cB/NlV+FEgUZtT+V+a99ukVXml7of8MCsuifVVil6LjRvsZjB/OfpauLNrPYJlTchqWffscQKu0hiOeygAu9wL/aVuCMbWv4QelX2Ew0Xry/L2Usq7xgvZTEGy8XLoE54c++1ftwb3LwC7zwvbTcoHCHkOOrKjlm4FQBxzsa5iup4ELVfDnzTvk6ZJL3wv9Z1Lw04CGjocqzq85hzwlBnmlF/h7F0GbKfg0OBjF9coFLnscZPNK9S9e4D8Zgw8o8T/WAv/ZZo3YDzFD0Np9/l4wo3R1LfCfmrNPsi8U5JghiNMMxA7ytXnCAE7DjkFH6hPT5mfcq9XBDscDYyxNRatItyJUVifhMior1UmSUoRXuWbGsrOtVDoW4gDg06egd5AvxvQw/o8zQB0fVULGicNFXtjelzrf1IFe7AXt557rvPYpFlSuqgf+U43KYUtR+VE1pmGm4HIv9J9G7Z+3x5CTVNR19cDfC+0zZi2rh+2nUweNMANlHDdVUVuyT2GJ9mVF/RnBsDnsjfJG+1KVrsbxU3h8be78gbhk3eCFbZvCkgYrufHPc5/BOBuph/4zvzLvkD3LXP6tHvrzKNjo2JbscZDNKtXr64Hv0Ln9qjN/j7Iq/QXnis7DuXse/OJSuq9Mn4WCcPGTBp9sVdmfEPz0WVLQagV/rnPIU0opaM2zmNRxY093HrfYjbXQt+laUJAv2eNQm1eSzUC7eJdDd7d2Sm7zAn8POp86nZ5mCFoDB82VrPp3nBP6vDQIoHOCc6VKcikw+fpitalHSlHu6ApuRwfc/9GdTPnPH+4UNDa0wANi+pCYriKGWwDYsUmaJhemK5PePsBT74zDoUqpoXo4fQhrW6zVtM3tPAPU8aXK7wpUQujEM3Wbwuw6L4UlZ9YyTDl+Y94he0Zc3uyF/gCqHDXDKD+EZQakL8+dP1Atl/7qBb5D7WvYQGmFF/h7UlhSB01hVrSfpTQ3s6/U5ags0X4JrH/Ug/ZcOn4KMLRfScdPg4nFu+y/u7XT7Nu9wH8Szg+vVK/H8ZuxmWen46fwW7Lb/N34rNJdXuDPQbCBBTfVw/YABTmFFh3bl/Z4zc4zyjNuQ/BTEJ7nHPI8qeSvvNB/fm4tSGo3hfcKL/T3pM9CgwYcD7PYTbhe9FnSMd/pBf7uFLQYMJXKpUtQ0Z7/ZPdJiWK3eoE/l9r/2tz5O8UlK/DC9i50PlNFrjMc58wRu86cCXfjnHxpjyFnRhoY5bIvBOT6/bHYXwHU2P82RflEAxzeV94b5lfG55SqD3dfGes+05aEdH+1WCpzC/voFXqNS99xTquPZVe6slKam/VhRp+G2wdpuple2dJ/Tq5s4e8wZupAm+tdhetbAK8EYAfZwZzS9jipPn0KejsD6Yn2cYv3OnR3SxoFo2GWKj+qlijMqAOljpvCkgLp67seOKc7e8YdCDNqv7X7q3ZR1Z3/7YX+rgZm1j+8oD13CvsaZkUYZylNhCXfafbt9cB/klauKey/s8drdn6oPHNlZj+DMY6NV/m1WnlrWFp3eUFbwzKD01fmHTK7wuWYF/o7U1jSseH4YcbO99YCfzeq8Bbvtf9MS85e6wX+7LN3PXDOrNkz/oVgo2Oj0KIgb8EbqsrpBgb8fcVJAxq6FjS1S8dDA6Mtg7afOl7k7DdrDsxZg2POg/aQp1ggdYYDx9wtWUG9AFosM7jJmfNQPfCrdD7NO8CvxaDtezB/xoOOtc4L2rOMfbgV15qOLZ2T0AvbO+8o30EFwM6A+dXdd99UiWbMrExVB9r022W6obxMr/gkTFZNn918MY6prvj0im2AaVNYvMNMGx3ovrxpuUxsS4hVqhQAZ0x1NKyyfVUswmFKYUY6fZzbUzV75DqwMSeic3Wf9d1nPCimeAcPhWWnoPXBMal0mUw8BY21oEuW1cET0Ph/3LJ0XejsSlepE0Vqp05na1/pajhDJzNQ5yjsqhb4927rd2UawNt6hp/g9ikMKCypejPKzMCMOmjquC+YI3adTFUOBRKFGbWfwuZ+L/BnFu3HCm5F5UphRpUlhXEeln0Yp/Yf8AJ/BoX9WQMHzZ3NqregUpzCvlaBCJVJZ7cNXtCu0Pmh8KDjpwrvSDjSOtCe6HihX0rHNu6F/k4U5NhEfTfHWY/QomNDndC0xYMIfjrPVP3TucoFJQbeej4pCGmGYwrQ/hMDL0wRhvbEpBf6ZbRfLc9YhaClQQmOeY7jPIjzSQMv/Po0bZHg8y7ea/8ZWfBBAwVUabvZolsPfYvap0GGmfM5D8WRemFWRhGSFGxpE3msMmVOwyLYNu/io085F0om9q7zpI3jszutD1NpqooNDkwDemaZbj35w0M91YZ3j/sFOHJ1oLG0YhF+5t+lzQ62UIyDNjrAPVamD4mVOlYio24pjqy4HKko6cyatT4Kg52jRbA8fhy4sEfeQ0+YqQfNZSVOTEvCKRtaWPBqUOwdLFbvq61u/3hbP/s0gLf1DD/B7VMYIDDKXI7XQ38nqt6KsMwcNHXcBmaz7kOVg0CaMRPuqQf+bhRm1H4Km9gLfYvCkgImta9htjksjXLNHLcX+NVFc+fvNKdUChFg2r4jYi/o2ddwau3+hl3kjO69ODY6/guc/WZNwpzVXuDvlEGlFvqlM2CfcgZLOjY6fhwbl7PuqwftWem/jSfCeAb+PMexNhZBrn/HEYkX+CXstJOBM/3zDahEKagwoFFp0EDnioK/OJ4MhCnINwMtVbTZmK8M/eq+sI+VB62ZZzpmCtr0zzexoLzbFXBJfKAt9HoVAgt83mgiiGcBrOaZfTq21M4EAKw2J537ZRR1t570FK0+CQ2mghQqOIScLuRAuvjoK0L4O8xUmdIHhzh0skpTeGiohIeGLCtCsGGlqWq50unGSbSp04lKM2ZFt4/fF33rcVJpqlg2EyKripWmSpZVieJudao91i1WmmJp1Snce91ydybThtBUEqs+3F1lrfDJXeWsZGbvmhYqcBLIcDCVxPIq3Zxw16fdgSkAOAFUcpoXLjt7W7vvaQBv6xmett+Dwcdhv9K+qfIrAAmV2Waw7MPGr9wCwDLnS1OOVCFdAPuVMmWZOtzOjGBip2Pg+rgAS61cM/t2OAd7ikKYKksK46L9LB1K7X8cro9b6fgXwfwZcxxrwgvaM/Pgmc92s0ub6qGPxeNxTjZNBPGcRbB8sgDL/tgcN5oR3D87hOuTObaIEDwZRGfAxNxjgus3ojqc0Db3KWUgT39nkgXlXbGbTTa36XjWT4T+rvj7GahoQEMDi83A7wg9n3PgGTKbq2JqFz+rCNpszAnfsMfClddsyp73Ame/mZNpajobsx0EuwDsm2SKOR3zA6yz/im1ddc+2LRF1w7nzFgBa8q7O6WJWuDreW7Y4qGu5PNOHF+6MVtrGmTsyF9DLMYxe16lGk9urGAxDiixarGbj252gCUVE9PZB1PQpq+u1D/rA0VTtxrMwyxV6qbwhqkmZVQ7qnIwbQoLaWhaNlMrbFIW06SU071Ucl0rrTSVu7+MkNNpbNLQwuypm7aEWUMLSX7OGloopTp4V3lbn4JO30PFgJ1eC0bO3NbvzTSAt/UMT9tH2ExOBMEu2PkFgWGU33xrjlPa6AU+OgH8nc1gqR2r426UfOOTtOPuOd+LVAFIWiHV4JJOZp8BqKYt1keSD5w4vnTDluw3HbGhBwZbxEUYUwWm7afKEpuAo/2JOLYXrVn+UDMPyy4q783AY4t4IvQrePezaYsHWKf8lNq6Sx7E+dkSLHvjt0V3IoxnYkqw6bgTcmPy9OH7l9+PIN8liOd8iIAcx9aw3Qc73cknn7z2qvU4tluC+2ej4mo44r5dg/jJ9Pe/B/Or2R6qmXPRmRlM7LQZ+Ol8pnO1Am6xCuDvzyedq/yY9fsAsKecY5c2YWo6A+1kd9Neeswa5HOqF8FFSdMWq7ss3ueEYPlaXK8JmJh7enD9plaagUjn+b7yhslnfeqBKyey92132Jspp/sAftbcuXtWHqhY1ZmdqFIuoxxl1XwqmlcklxVIoKo4dvUxbQen2mfVhTiy/dS0ibyBWdrYoPCzLsBh7rXiiVtSjKO3zypNY3iTjtYlEx+hGEevOxNCD9Ub7rum6t2UW+yno7HhQZaaxp9LEpsdWFFRqeMe6+MxDf2/aWzROxyWpqCVxG0HXGfTJzltTHG2Bez046YBPE2v/x9mIA+DvvJr2CK5P/TLKZB6sEQA3B8EO2tgO2Ji0yZ42ikT/gOZ811klJ9WQnhS0cAsVUhEWSJs5EMbnr3wwWvWISxLcWwfq2HZg323ADMK4+6VoT8Dm32j/R4Y+rDsGPvWsxc+eOk6osA2IPAmgmRWBssZm9jTjtHjdzdOBMnuqHobjruGy2if2tgVa+j8ZPDDCkRNR1CoaPCkzz6mEvXi+ur2eMsR92/cBHun89MPdByxxmLqecetat+XH5sINm2C59PfB1gRz7FFP2iw3QdLceLouaLz7Ii1yUPWc/B5c4HLI4A2DbzGIslfdOL40tW59yFVzDjPOCclBnrM1H7DcVfKjnrVwvtGVzUdsU5ujJ9hgg+TIdBzZbthJ05eetKa5WNov2zGj2uxUQHjppBGBjlSWUpXijIAo4UbpoJZVqCD7rNmxTowFb2lUoq0LrSKVadU7kZYSnHeRNy5ZwcvxoHbKCucO6u7bty5ElcrlSppdJBd8UFl3rvWoxU5qnVWYVJWJGMmWNHdmrBUJqn1nK8mlgtgNBB144u0MIdOR5s/M/2Vp25skVPoeNpZq/K0NCZpbEELrpjDZSziWA9acdxrPzXtiHTGtva/0wp4W8/wtH1oOu4aK3OsOeVHgURh6a4vxYmGZcMW413JX4iOuwjLHpAcsboLqULKwzjodOOXaadMYEmVcd6+mJAb40xZ9mCMYIgheb5WYHkYB6Vu/LJj1ywfo7BE4M1kE3tiipjabzjifj5ZfmqqelcmHZlBZa3F1HM1eGz3wYk4cbSqplBx3AmVqt6GI+5NIHrN8cHl/0Z1yFRn3yLIm45YNRmxV5y8diTIgdwWdzPVecVm4LdF9/6ewhZrE249Z+FKA1oyz4GMOvsNr70iLKxFpuAxAzElaHNjJsEBAjLJMhyOWMkj9soFesxE5dviX1xysWB86V1oPws+chkIW9ytGLwWT642HbF2A1PPPW1V+74d+eu3eR3obqUclypYAxriuKosXtGp50TqBgfmgJgpnWhKXU5VFjNfYaqn7ABbEWIfXWw9mDZEKILMHAwz1aeyPVgAlZ14xhaEWY1nk3ZOK4f1qoWlJ56VOTWN/y53yjntubulamJ48hnLZOpymbi3zmXEsCVhoRZ0p1yJttUp6CwFzQEWLQj8aQDvyF+g6bE9uhkowKAHywKQKMx6SqvliHthMj6gtm75SnS+Fclf9EkN474SajhipZU67jws3bsVY5lT7tmnypiCoQj7vnLNgYEGE3d3Qb7uhHD0HgpLBN7GDZPPOvWBKycK4+/BsmmLO7nkroZKHpZUZd6jALA5+L0UbE3HvYPF6tDa6tF/FdRhD+QN271LqeTg4bHld+PYVAIvQcXcdMRtbDIe1POZA6F4KEr0Hiqm61fJqPNyA1qiOG33LgvU/OP08/bXoqDg+8EBVeGOuJ3H8vU4Zvq8+A7M3AR76wyBLe6UKh40Y+6DvGmLf3RZfMQJwfJbm464JwZ+4PHB0n/jPCdpBgKfC7rscG/NyO1oXwHs3034fdam9dW4Wq1UyqVKtq/aJW3qsKG8nKLJgblrKnt3UTOQ6cNBmLLUf68q2dWdXmpZX/dRKeigmm9LiKUU8c/0/6KiS9K2gwZU+iAQ1oFGRZbWg8Zm8RnIpujik3VtMqocoYXXhcwBMn3VR/+Z6bmrK0vpqz0q4lxGibKiYqnMx5M6J95nyo5NZX1IDE+6J5WpOjbR61zAZLo1gAEMnM1MT+BpAD86Fz/9WzvyDFDHirCUmfIj6q1p52FJlNYdMoFDhsfbdxaUXx/GtrgzkpF74vjlCDOioohTtt27u6AMLB3RU8YUZhqWLD6gtsrAPpIbX3Ti+NWrc2DIw5I6fQJLCjy3N/6m4/476ahXYyq14bi3xpC8VUPFdu+SGSwdQQOR20rd+LBj1yy/o/DstzCljqyNtVc0iTpsOCJQfYV6q8Xgzcetat+G0CIg/5uU6i04nwXwrytvmHym3kMtgLanOB3xzzhSbzp+bfu2gqLtgb/liNuBgFZG1suH114aNm33FqYgG3MPtIUMxD8UJG+tB8v+ifZ5thaOe6OK4QP11e2bG464XXbjNyxcs/wODCxKcfJSnYGwxd8Slbxr4diyWzAroBjsmgMZ1nHWJ52zdnS6W0+vHV2+/aCpB62Vmgah/rnDONennrP7rRp6aflEfYfVwv1Vc3eVW3h/1Yq4lURKqk4pLkedSjeqTG6K1q2bGZ0Oyzt4TmFH/t5mYzNKfX1l48adK6xiVZOSUeqRDmR4xbJMz12GV33SYCaR5lCYVutT1X1+zB2bMHDR95PpYbFex6apTkFj28HsRDvWjAamOllxDmxDmN1Vzk63A6hTgU0D+PHwbk6P8VHMQNNx+zDIKb8+kHIKhsCyYYsVCuDtw6H/j7zyI2lYR/QcN8KyB2PqlKlCIunKov1OrA49SStLcS9PlTfCEkC+RYMhpyzF3yyVvOs4dPqOuC3pxodpMGiVFh2IKeKcfZpKdcRNKlbvR6g0HfFPi6k3aViSQKRhu3+XSr5TQ4Wo3qYjbpCMfWh41ciNTUf8owupOsyD82aQ/D3e+NK/U2g1HPd6pdj79HwWFGcftO6tcQRvRtDmFKctejaLoOURe4VOHdviFgnwjs3sO+KvkrEPmzGT98Fx/81Ysr8Oehz3Jp6w9y0Y9/+Ws28PXauUPK4+1v5zy3b/DgqOSoOPXgaiYbvXK1AfGw5H//ooXskd6VemvMNaVG+0GIduLp+efjZ3k/vqjQGqc1NaEQ8VSZBp84MtHxLTKh2YORU9RRpaAaipD4llSt1c60p765rrPKbPbietUKUDl6zuswbdo+zYBLLUwWCGdmyKunFU6nSiZObOnV3G74u2dsempi0w7T6tgHekb8n0WB77DDRtcXMi4b0Lx/2/ITAylUPVW07B5NOJN7A4Obq2etlN1LnnAdB33DlYOu71HNhHa4F/A9qnsIRudLi35nJMV94gu/GHhtcsv7EI40x5Nx1xU5LA+8z43VtjBm8+fhWqQISZcfoUlgg8km7tj588e8MWf7aAfXJBOPKXli1uViksEcbQZW9MU6l/ZQAfwfHnQe5ey5RaUBsbvQ6hpWLogTxTqE3b/QuAPMYLl12fg5YjrmFx8gk9nzkQ5lRyDt69ZyE2cS36Kjyn4LcAWnGNSpJ6fXzZtfn5FHewWOp0etMW1yXAPrUwHPlLAeRXcMZOWRCMXNXMgbyf4Wg54mpIYGFt3P8TfVMz9bZuw8xH1W8X4WaqTBn1lim5XqtBnXaG9MQsnmjG/dLNCnSkxTZwvxUqUuH+qzkFjSelzUEko+RAQenRFuPI7rBq9ZYquXylKYgkHibCPVg8Fc3Thgf4/6N6lyqyOJ6AxmpTZo+1pEqdBO8ql5KomuBd5TjCNDREO3UeTx2bsqtcsyc3Vh6qlKrZlgNYrFrilk5BA491S8lEsirHQiu4DhIPifWLrmjFDuqc6UNYj93fT//LHWwGEDYMkk8gDArAICnHPswQliDjd3vjy//etN1rlQKtfigsqYNG+xLYJ7XjdsRNPIFMRfWc8pZgifYJzG5ksfwgwgmBZ7H4bQuC5bfmxk9UYBNhlsAwOn0EQwZLBF6k4KgTdIq4P/6G494EKSxbjrgygeTk4WDZVRSWhUDkGpXwen18KUKLBiKXJ6A+vTBsX0FBnps3x71KxnDC8Or2NTlo2WJ5ouRJCxHeJDCiKrlliz+rdL3y8N6CTce9VfUyBOJPXMmaDg5o4GW7lzGAz9TSMffeB1uskGmGo+GIKxnIk7xg9OqGI25QaWDUdIQvE3nW8PjoKM55BnIMekpKvtNkINwbAZiDSV1yiGir99vNIIjFN/pKjkfYb9eysBgHN4eHUOVJ1cESiqjeqonqdMulCNXbTlHc2TBjVrQt1Nu2+upvTcBJaVQ5rhO2FNRXtHo/gzk5ba5saWWe9lXuqfSprnKl++mmRKYulNLfO9fKW28p9BW5IveZ+4FNuvXA4JRpAG+rN2na7nafgSaBAYVlAUhTwrJpi8sVg9PqgX8lhSU6aJ4q45zjpjC2xXIF8nP1cPRyCsuW414PfWWcs09hH8fJ0ccbpXgVgDoRwVCA5fJEJacvHFt2WcMWfwKZeKnC+6vsxh9GVd20xRWKwalm/FThuaOg4PPeWHtZwxFXq1gdj7DEQKGv2t3LFKjP6vHb7rWJUgs0OB3hQ8LO9sZH2vjsKgU5TcO2bLEMFFtUGxspjM1dqoCdieOhgcWjAW3DFsuUgjOGx/zlTVv8SWXP+2hA6wwtlSC/PBy0/dx8Om4v6Gk5bltJ+ALOCdpnKcgbtvsHBtDywvYfmwTkuI5JmoHAetbS6nbLUk0+3tQbfiGfSIAzB8T6JTP1VS7cZ+/Vg86fhM5U+uZ9lbfNfnrDEWr6ENZ2x8T0B26rGaCOm8KykHKcEpY59VOAcQ9ItjsqFTtTg4HAsuG4SwHgK/WgPdIswJgoyx7M8rAkytsWo1JBz35fWSLMMvs5hddXgUS9FQKFPwLAknroX4pjY4qdjrA0Cq+nekckqC9paBGQI5Aspc5bMDZ6SdPug5ymYZu2uDRh8tyFwejSpu1engBoxdx0xO8gYUsQ3nkQ9hV8br1IYNGyxR+BycU1Y7OnaHNBiSNGIGHn9OzH6kRv9ejV+nMl+7o3NvIHHHNvvWhgYYtLFEDDzEl/zC1b/Eox+L4X+L9p5kDez0A80rv7/wPgzAEyo9IeTsHt6IB7pLV6DH8/5SloaVmVUmxVgHer2SnoYrEVrPttWkyak+uYggaQZytgZ0yfgn4MKzH9T3a8GSg4bqr8SMpxalgibJRS5w0jbIjyo8q4gWDow4zAUlwsJXxzeMz/fdPpw7Jhu5dBqiyp/QYqsER9MU11XiEhOQVTxGifM7a4FowspcoSocIkfKOm7QsCS/dyxZhW7QX11nv2liN+IyH5Tj1Y9tumIy5NwMCSjo1Ci46t5YhfJaB+MBy0f1149l4Q03DciyGBC+rj7d/h2AGrhGYAACAASURBVDIoNmzxS0vJCw28+4EFVfBmvczz5kDruL9NEvXtheOjF1ObBZD/DmTydW9s2R8K9n/JQP7IC0d/VRhzP0PgiF8rYN+tByM4JwTk4mdKsl/Ux0YuKszJrfqEMsAkPUj0WFOU04Cb2ndgPfRw7s7VXTrVSrXaqXTLpQrrsmpixRW6v2raEeLdZVlJEqgyvMNcKJVprm+ld5X1zzoNrdPLeusAf9Z/j1XCzM+b7aNvdgpalU1Qkp5wN1XEcifce5XDsENTIYDBxha6SAvuresymeyk/8fel8fJUVVtn3urlyyAJBAyVeC+I664oaBhqgbEXRQVdwUFhXT1hN0FIiqrZLomLIosCi4gLigiSqqGiAvi++rrgrjvUDVhSRCydXXXvd/v3Hur61RnJgkxI8n3a/5xnEzfvnWru57znOV5JMAAgHc8KBnsaFtOICAP7vLDt2BvgTM1WCLYSNDspx+MeSbOWrxqYgLBDDJxWWPVxA0IHsKAMYJN/tAvg6V7swBQ6VC6/jiCvUl1IuCxPB1Kgcf2vi+Z/DSyalxfAnxpNAm/EdjejSDZRcjwWo4Xsiw72191SxQ43vUZwJVL1P5poOBexyRc25iMvhY47g2SgGXBet1vAMirNWiRNKzjXQsCvu5Phl9V1w7iskaMoEgZufc1BvDlhtkbl+JCBbqO+xUBcO2m4E3S3f1Ay9g5/t0rosB2r5PArmkm4df19WYXIdCWU9PuNziDqxab4CAPXPB9OcD1i+PoWnq/1Dln/CxkzOO2+1WQ8FV1JrZ3Y2/PtneVBHlzM4m+GNjFmVyw0H01t8Sa/3aKclu+A9O9ZroRn34xDisTtS7qPSOoGTGOjLE6l7qZiCkmVxgdTDWvjDPIREHKyC9iY5hSmeo1juFrc5cnAKgCqHnlXn0VVaPUaM9mRro2C3hb6ILGJjHdLCbTqbSgrU4nlemcdr3eTu+9954Ulda25z0JHE/AAIC355EO1nokT4A+uEuAQVKO04NlwX5oKrIExrZ7nZBw7agGs2+zTH4OwRgf+gDwLT+Orulfv5cOJWCGYAkAV6pUp+3ehBLVpu7YA54ysyzWR2DIgQfBQ0hxoWHt10ohvtacnLiOAk9ge18CBjf6cfhl3BsH+JICS5Wq1Qyy5bjXQAbfbK6KrqV7a9nu1QDwfQNI5Nq97wgBlyDjbznelyWIG0bjia+0bBdTuDlj/gKTcGMPvE3ggoyTgTy3odLdBGjpfmzvS8zsue96v88Yu0AxZsf9iszgetxz6Xqdkc9LISeak+FVuH5+v/ru49UM4HuNJPoSri8YXKUDBfcyYHBbM44uV+sDXN+Mo2u39JmeSiOYVbQGdNa1apbFa13WrSvpRGRvTOgOWSOjqLpklfrUFDKKStsZtZ91R3QJ8KZRmiozc5XyRBMQ1IFGAGlrW0I1n4wm8gXgUeP4acQ4qNEBcN1w1DNNMICnGsemmVeuVWS7k2Vp2q2mVq2TZmmnPfu+3VI080Bt8S2d9SP977TEkPYZWmBnO8pmYvCiTCumYOmo+60VxlDuEs4ZpKAf6Ts6eP/tdgIINoyx7zTiFV+hD9/yA3pqsCyBTZn59ZhxYHtfBAbfRTArg4f7eSmYfugTMKbgQddvKQYmr0OwRMCTkF2hUsSl/XtfEwBfRtbbsr0vgIQI12853jWQSQWWCHiMMV2ztF0KKgWDdLwrQIgf+pMTVyJYMpDfxkCBAs+47X1BAgv9ZMXV5b25l0kwgNQH5AXjdz8PAm7xJ6MvBPTcbO9SCeyHuCa9FyUGPx3QOt4VTIhbG5MTny8HB0XQg2fCzJ7pvWjZ3qUM2M/8ZMVlpftFgx7HuxwAfuTHIZ7JNUzANzBQCBzvIibgjsZkeIk5231BygemNpOXdcXotNMPusuleQfstN66pms2V59S5vPGZF6N+XCZUs1npSvN0dlH2xFyzlVNlgthDOVxzlW2c6Wp/hGfnUUHmj4A0FZ0akMLq2bxbq2jvJULQwsMYlQXMzG0QAauAh2QRs956lllbXTRN7fMivuaBzJKWlOlqrWqWO7KpLqgcQ6ZsHQd4BS/z0VWOMprKmtKJbiiWD1n7GTJBino7QYAg4Ue2RNoOe6VUsgfjOKDu/xwJ4BEGBIFS8e9jAH7SSMOr+gH45xZBgQY+pjlpQDwP80k/FwZLCmzLNanYEnToaX9E7Act71LhVk/sL2rANgKBWwOsnbNegMKKuTaW7b7GQD4v2YSfTZwCrCkQB7Y7uckg58q5keB3PEuZgJ+owCJnC1lh4HtfVYC/C9eO+6tl8J13Aslvm8cXd53L3rpbnqeFGjpnmlwENje1yTAVzA1jWciQfzMTyYuo+uPO95yCfL3fhxdhOuDgB/6k+GVNDgIHO9ikOLXfjLxGX2eYoWfTFzdsr0xCfCP0SRsjdnDz2PAF4CUqxHw0HO3k4l0VlW0212tEfzvOQ+l+8ZPaKNRxyP7yd+6d5cA7OOwqD5//uxaOmtDjbd5vVpBTehODbq8Lixes1imZlanYuqF4YFOQ+uZ47ImtEoxAwJe4cikaqvKnSlPQxd1V6zB5oIemIaWAN28rmqcmno1VlSTUmnpnuGFZvCUzSPLR3BDH2VtYWikMrn+Wc0uTzGrTAOZ/1YX9LjjigED3rrP7uCvdoITwAc3A/iFn0SXlh7uJUAqGBIFS/1QZr/2kxWfCfrAmJt0JQUGCkj0oa+BQTOwEng43sVCwG9GJ8NLECwFwI9H4/CKwHa/CIwpVl3eP2WW7oUA8DsFKgQsMVAo9uZdwkD8SoGK410hhLgVA5FgyBsHDn/y43A5ssM8UCgBj+NeBAJ+25yMLqZAHthuCwD+5idRQPfWx8iXsx7g0SDGWwZS/tmsSRitdw2A/CamdkvnSRhty3YDxtifcc94vQDydgRaGvQECPAC7szX712v7V4ggd3VTMKxwPYukSB/qYIP271aFun0FmPw10YcjZfOc8g9h3FY7cfRedvycUdHn7v2uavG1tbrytGnktagw+tYZ7WyrNZF8Q2OP9M6qwazrZVS3FSMY1ow6zUXEacfKxfjKBybCvcmFNXQKlKazec/K7lMwtRxjIc0IimG3q8JbUneRkGOftlMENV2N8tSXslS6Gbtar2WrmtvTDfct6a9FO7s7Ohp6Jyht+v1Gtu4vp5Vq7Vq16phoxhjrC4Er1ncGFkIXgOW1bEDeqpGMQB2DgD7pB+vOH1bPm8P5zUDN6SHc1qDv92mE0CwYRz+2IjDC8vMjwCSU4AZBUtkPwzk3xFsEIynAstxeySQTObA8FkA+LkCe/rQJ+v3McsemCEwAAHLPEUcON64BPhjU+2fgiUBFce7SArZA0sC5C3J4K/NOBrvC0TOl4JNNidXXICglQN5y3EvgyK9vEwA/BOZX3lv7rkAcD8CEu4NQAM5XpcAefuoAkX3AgFw92gSLSudm+2h0PyqRhK2+hmtyNPpfUDbW9PxzgcBq/zJ8NMUaEssnJx56XrtkbMkkw824/CcEpA73uUM4MeY4Qgc91wJ7L5mHJ7fctyLuGAq7Rw47pkA/LUA8g8lZobGBsocobCtm8KuDuusYCQRiW8uUzVX9Xsl0IDqUkWq2RjK69+jqhRleYqtKQanNaIVo+Mq7azT0kUTUSZ4WrWgvROLcbClsG+Vpp9zcLOsbq3DWF0ZWhhw66lMEXDL09CoDa11oYuxn3IXNHryGstC0ggmIffqRf3nXpe06p6WKNoBYLSgdYq530t5E31oovOdp6C14QW6OSl7ymbG4PNL7g6P2aYH3sN40QCAH8ZhDf50204gcLzzpZCTzcnogjLzI8y4DyyFgN+NTmK60j2XAbuvEYfnU+ZXSleq9XMwK4Hl2cDg3/qh7y0DgH8hA8OHe8Esy+tTsMxTxC3H/TQISHD/pVSq7Z0ti/V7adKWXbDeluOdxwTco0BryBuXPAdy91MAsK6ZRGeVAwWSXibMD0ELGPxFA7n3CaxpNZPwk3RvpesigDdmuy2eM2bH/TiAXN+MJ86dltFOA7SB7X1S4mvVnr1l0pxnYLsk6PHOZow90IhXnFsKjBxvKbIonK0cd7zzZH4mJKjC62IAG/0k/BSunwcf40PDLxSMPZdJtgZZHrr6cGml0pKq7opSilCptK1MpGgoPyeb1d64c6SiFbjN3nNefW59Vq3TTmvValU1iKnZVWTlBtx0M5huFNNWhLwmIFMOPr3mIaX9XAY3aZSm+kd8enrRCuj0LGw+9gOgFaqMOb0Ct60Z8cl1n3WtVYtrYEMZpqK165NEAwoFdLmVIdbYtVuTTKVgm6iJ0QDGyippp5Kls7ui3W7X05nrgnZ/LwVrNyfDZ2/bE2/rXzUA4K0/q8FfbuMJjNvupyTAWj+JztZgbMCSpGEDZGbmwV0CSwI2/WCcpytbdgFmFJACx1vKhBSNyehMuj59uJfBrAyWeYq4tH/K8Bz341xAhuuPOe65PGeltttjvQhaALABQaVvb2cgL/PjcCnuLQdyCpbI/PAB1UjCT5ZAa8j9GD4cm0n4sfLeCtAqXTthloE9/BGQjPuT0SfwXuSMtgzeZaBlAP9UjHnIPR04WM04OkOfp3igEU+cW2LhjrdUCimaeOb0XtvuaQxgl0YSfaQM5EU6fdz2PoqNO34cnd76D9POeLbjcFhtw54P1ii4tTu6CzoHty7LzGiPBrdcKzjXB87BjTYT6VlWqBNmpudX0dAgn2vd7Pyq9uPNmVsObqVGIWTn6NRjGHjO4qgARw5u2nAe51s1uOUp6hzcdI2VtxHoSo1iRCoTwU1WZbva6aYzCW7b+AjZ4svyLujuxvW12X1d0FhqYN2uuc+Yfu6q4AY1v5WRhZpfNk1jGIgAvBske6yfhLts8Y3/wz8YAPB/eICDl2/5BALHO0MAsNE4XErBkjLjFjIzAZl6cBMwLj2Uy8zvPAB2L6Yrxx33dAmMazBzzwKAhxDsW7b7YQZsjp+EH6Xrtxz3HAa6phgMuR8DDlV86GuwFBv8ZOJTJfBwPARLQPbWsj3Cqov1KViWWa/7McmhgqBFwbLleKeChEc1k/A03FsO5OUgw/uIBJiFQFsCLcc9GQD28OPoFDzb3t7IdeG1A8DcZhJ9pMQsh7wTgcHueCbTMVoKtAiEwOUaZMzjzsgpUkp8rdozE9BFIC+xcHrmNDAack8ADnYzjk4sre+45zGA+3Q63UUBhPnNODpVp53htQzY75WZQaEX3BNq6DUJ9XXMai1onZbMfXbRirDXBYspZ8XMdOOQAbdeejpnblScgXHF4nRjkUozsxStCHNJRQpuljQsfQod6Eq7nj5Yb6f2vQ+1t7eLz5a/idv8FyqYgfmr6+ms2bV6Wq11K50aU+M92AWdqXGtvM7azfS8sgpehND+yYq1S8XQ8ffqZ1SgMsBnzCpUSaFnfDHtOJe2ItxSFzSmolVzFykjGMcmFdz07r92byrKExJeDIwd6Mehtc0ntpUvHADwVh7U4M+2/QQQbJiUu/lJ9GEDGIr5lQBpGrAsPZQJWI7b3iekSVfq9dlufrIiX1+BZYBgw2GhH4cnKeYHfLYCHsIscX0BsMdoHJ1CgQH3JooU8WkAsKvZf8HwyPot2/so1rZysMyBvOUMn8IkV6BFwTKw3SUAsLefRCf0g2WRXvZOYiD3RKDFvTGug4wx22sygMc2k3A0sF2yN/dMBA+Vmh4aOYFxOaSunZxby3EbHNg+jTg8uR9oOedrVOp4OqC1vVEAeHQzCZeUzpMEPfTMx4fc06XZc8vxjmcAT/HjsFFan2Y47BFfgnwcXhdNO+fgBrLSZlwoY3k0OUCzA9U4ZEwOZtKibts//Vt+5Uw5NgHOGeNc65SOTdM2ian0c+HYJOsg2ZRNYv2BCwYoioXndXVUnEJmrmrtetwn/1mNAWFzGdejP1ONc6nRLi5SHOeqCtnOrCy1smqKjk2iLtoz5a2M31MGcEYjDvmW795/9hcDAP7Pzm/w6q04AQQbxsBpIPvpA8ucGeODm3HYC4EhsL2PAIACyxLYUIaEaVjDLMdsdwk3YFYGJG+xlPJJzSTy6foULOn6FBiCIe8M4HmK2F0iGTiKvZUDhQZIeKJan7JSsrdWCbQKsGw5w8dz4E9txOFiClq4N1Qr0ozc9QHg8X4SNfW5waMU+xxyP8Q428+Pww+1htwTOAdbnS0NAhxvMZPsSY1khY9BAAg2rzkZnRrYw8dKYE/HPZeuFxmngI5itLY3ykDug8EBBVr9vrCvH0fHl+6XZuE6ne7gmbMnNdX7Fiw/sN0PAMD+fhIdUzoTFRzwKnacjg95H5Qc8LqO24qP1db+yZQ6wZvz28UZ1gw7oBU7M6M9Uv+8vf12UYyDMcBxKZxbzeUU2/2NRMZvV4t1EL/dqVLTm3NsklYxr9zP1CGT7TyY2dkcm3pd0O16jdXKXdCbymUKVYKgaWddX++VBg5lAMMDAN7ar9jg73boE0CwAeBPbSLYEOY3Zrun8YJZ9sCy5XgnAcCCZhyeTB/K47bXFIb5lZmle5wE9jRcHwGpl+q0XexifG4ziY5F5peD5bjjnSQLZolg9gx86FNgoIECZW8UeMZt9xgJ7Dl+En4QwVICU+yN7o2CVnlv3vsB4AXNJPwA3VuJ8dsjxwKTz1JAS0Cx5bhHAcABzTg6uswsyXWRa8dzkwCP8ZG5Ot57QcILcc9loC2Cnn6glRz2wnuB78skvNhPoveX9qxYON8VMxAteuYUyIfcd0sOi5px9N7S+uXA5Tjg7Cgp5M0qJanM4bHWijVX/bPWCS6kEvM6rG4i0h67KM6gu2m1366eQe2lmgtbOu2r21OMKvntKnUq7GpGFgcpx5Sl5KnALtmt9NvdnBjHzuLYhGpiAItq8+dvqE2Xft6c0QH12gUmlGSmCmSYFuMw/rtKTUyllLdYS5+6C5rOKfeXG1SXOtWK7utq7w9iQMIBDNiBjWTAgHdoYBlsbutOoGV772cAz/eT8Jh+MCbM8hhmwGzccRtSwhM08yMPfc38NgXL0vok1Tk0/B7J+cv8OHwfMj8A/uxNwdI9Cr9wzSQ6emzIPY5zeDoyPGTVlmHtJfZGgFyBGcBBuL4JFJ6JYKkBTz7aMMijGfAXNhTQFnsLhtx3A4eD/Th6z3RAPu5475MgX+LH0dGB4x7HgD1NMWZ75J0AcsRPwnfRvdEgYJxcOwW8cdt9u2TMxT3T66VBT2APkz27DWbuBb4vA+k1kvDdfXvupdPp+9I9jznDRzLgr2nG4dtwfQD2IgRyGlShyAaX7FVaeYorLWA9FmK10W9X11wtnYZWfruVNreE8tvNm4jQb3dnSUVvMp/cSWtZ1aphk1ja1cpSEsd7cqlMYZibMpXPCulEw85pU5Ee9xEqYMF6qwSsmZLaa08+U6uGmbo5AqD26lU1Vgx6ivRznnIuxrdQbUp3OatxHh20FF3OwHuzyMpuEO8nL/52S7X0fk/l/14XNKag5RmNOBqkoLfuET/4qx35BBBsGIdFDWQ/04BlMOS9V3I4qNkHli3bfQcDdgiCzaZgnKdDCzArAZLjvQ0kvNJPwncYsMTGiqPGhrwPcg4KLMtgNnI0A6nAEsEjZ9W4/5y9UeAZs923c2CH4folVkpSta0h713AwG0m4btxbxLgecjIEZA4sNf6cXQk7k2CvnYEcsHlfs04Og6vHQAObSbRO/Hceox5ofsWZrHD/Th8y9jQ8HsYZy9HZkmDgIBeOwG81tDwEYzx16kzIUCLQY/I0+n2yDslSA/3XALaIe/NksPhzTh8K71fGFgAgM5w6Pd9lZ+Ebw/skaMlyBciyx+3vcMlwNv8JHwTnnm+vkmnq6Bqe36G0cHnwYV71OZuXF9bW6vUa9VKTXS6tYqF4gxagAPTkDITNZ1yZnUu9IgPV4Cmm4FyHWhjEl9npjGIGsYjgOV2dvTfNYNndQ1+etyHmCEYqUxsCNMMfXNSmf0CHHltFRuJcnaeK0wphyj01lUBDFPBigI7zlNLSiXEwSyuaumsb4TL6lbTDe12Wpk1J123Km0vhZXd7XlfZmotXUfftbZ63Zo6dkFnFavGOmmd3u9uPrPMtC607myXulmMKocBDFLQM3WjBuv+908gcNy3SmCvVeyHML9NwVK+0k+id4w53vs4wEsRLIMh782Mw+ENfOiXmF/B0uj6FJDGhtw3cQZv8ZPoCMX8AA7D9SlY0vUpWNJAYdwZOVJK+WoFKpr1KiAfH3LfBAze3EiiN9NAAYFNAlfA03LctzCA1yPQlsDS9g4XAG9vJuEbNZAXe8vTvMuGvDdbHN6IQEvPbcxxX88kvLuZRG+ge6PXhXuT5tpL1+WMvJZJ8U48k3JwMHIsgFQZgpYCeL3nUuDiuK/nEt7lJ9HhZYDH+i7bX2U4bO+NDORb8/UZl8PI8lsL3VczC47x4+g1uD5Y8IZmHL11zHGP48COQqlM2jSUp53NyA+ClWomKksnKoAr2Bv+jZ5rRdefXBu4r65qDA+M/rMWYDA2dvi/WItlWqQjr7VqfWBoC9SINqCW60Bb3DKuPWUdaJxTxvlk1IG2MitNO1k6u5a1UQe6Nnddettdt6XXgar97vD/KVMLOKCezptbm1Nv17qdam1zphZaZQptCdGlSdQKqUxtaoH/n0v9M97nzZlaqA7q3LZQzScjaOrPAu2CllthagGgDS6mGvvqE1t5MWPywAED3uE/moMNbs0JUPZTSkVSZknAzIDlK/wkeicFG/3gZm9ABkbBY8z2DueGXVFAGneGXwPAj27E4euQ+XHGjugHS7o+AjkAvE4BD61Z2t4bAeSRzSR6UxksR1Cd6ahmHL6uH8hz4Ans4TdI4O9AoC2BpQIkdowfh6+hewvs4Xcy4CrNGzje65iE9zSS8A3lIObgVwKzjvOT8FUIeABwZDMJ3zRmD7+TA1ep6ZZz8GsBLLU3GgQEtvsKxtgH1ZnQ4IAEPcsd9/XCAC293uVDw4cJxo/H96UAT4ODZQuHX2NZ7P1+HL2WnmfLcUcYsBP9ODyUrh84wy8BwdyplKUw5YzjPqpZSM2w8jRTHdAizYSV5g4+lW41bdc6KXbFwur57cVwEwLpDu/gY747ffPKlRpU2nXRxVT05s3ksZ6qRnmImbwQeq4VQQqBjY5vqdq4Ynua3auaulESM4YGZb1oY2ohAThjsq1MKvJaeu7WZJybqJEFlcrMO6LVPPMUXdBMOTcZ68EdxNQCu6AlwNJmHM54k/KMv8HWPKAHf/P/9wkg+wELjmnG0WvKYDxyJDfMsgQYQ8NHAGNHNJPozfShTx/cyx33LcIwy/EhD+uGxyp2RRmY7WEqqekn4WEtZH4g3+fH4etLrHqoADMKlipFLLlivRRUECzzvSGYYfMvrk+BHPeWAXsdMv6xIe9VnMMH/Th8Nd3bMmf4EA7sxGYcHYJ7y4G8xA6Hhg9jjC1uJtErMchghjEHe4+4IOVpfhx64wuHXyNzwCMp4ha5dnpdwZB7sGTslGYSvgJ/D8CQDR9OMwTB0MgrgcsP4Z4pyw8WjrhgyVP9OBzB4EYAPxoBngZV487wISD5koZZPw8+WvbwyxjwM/0kXBTgmXNLrT/Tn/zNpaI7nNUxFa09drcs0JCnkDGlvPkRn6JJDBk5NhsZwCs1iT3ceeVcJzpPV6OxgWZz2tCA4f9XYz+YeuYmNS1TwUzqGf9GGR6ItCKhnW0mDS3TrD1nzkNpEu+a7gxpaGTpj4VFtVXzKvWpWDpwqEvV+ZzPJeuflT1h31wycHgFAGCfxIzj44y/wUx/wQbr7/gnoNiPZCf6SXgoBWPK3kqA4XivA4D3KrAkD30FDEwq5kdBhbKrMiC5BwODj/lJNKzBEnw/iUpgWQIVBeRwLLJSDBQEwNuQWVJQKQM5WX8aIB93XE8CnOzH0SG4N7A0Ix8fGnm5ZPLjCpAIkJfYob52BbTlIMY9SAJ8yk+il+G5cYBRBDwMAnop4qFibzQIGHNGXsql/ISfhMMUaEssXAO8AtpScOB4BzIpz8rftxfcaBaOZ/XGsSFvEWNwRjMJDzbvq89zofdisGBZIw5fgtfCOZwjAJYrYDK1uC25+ExZU0U7Ol1rNeCG7j7659ymjnrr9tvU5anHXKBB6UEbUYaHO+LT3yT2SMgoztTTABvG7nT+Wn/U+l1rs+q12nprY73ardRSDGJyUwtSY0UP3qnGfIqUMiqHFenlXDJTpajLzF3bSxpGb0bBTEe8spzEhjHUg2abBihoQagkME2NvTyLrAIVNbesmL2eU0YbQwkvAqaaK2ccH2f8DWbqAzFYd+c5AQQbYHJpIwkPRuZnSX4CgnEpXTnkHsw4fLQRR65KkwI0Gkn0ymW2e5BlwGbMcT0O7BQEhtLDnYAZBSRMb0rg5zXj8MCxhcPDzGIfacaRW0ql2gTMHHcEAE5SrFTXLD+AqVQEFc7gdAVaZG9jzsEvZWCdi+tTINd7yxl5wfxwbwAwiuxzbC/3AKuCJvbhS+jeSqCoAA/O8pPwZfTcWgsPfhHjVuAn4YtLeyNBAN2bDlDgJAwCWkPuCxiHlh9HL6XnienuPOgZ12fyST+JXk4DIxTHkIyP4/suH/IWCSZPx+CG1nfxungFPo3rl4IPx3uuAHlZM472X7bwZc/kvHoGA3YvnWnVjUJofqBrrkqRSv1OprmLD7dkisCGIhx5KppbWSqFbOep6J3NTB6/yTlTtzY8VO/W6zVsGmMdVkc3H5xjhQzq/YYH/bKZqEZVqE+hdSHWSssSmXkauqdEpWuwRgvaAB1IUndVQhzYRS3RI1mP+GinpqlmlacAM2U/qJybiEY0is3kqWpVZkCNb9UsprWh1f3FOjoXSj5TGq1vFF6pV2vtTjebsWaxYGj4DOB86QCAdx6MGex0MyeAD2VWgQuacfQSCsaUWVLAoIBEH/olYCBgP9K9IgAAIABJREFUiexKWLCsiWBGwHKZPfJ8DvKSZhK+YLkz8lIB8hw/Dg+iYEnBbNnQwS+3mKVYaSmVutfwS6DCzlegRYBcgRljF/lJ+EIaKJQZufdiacGYH4cH6L1p0Arsg/eXwC9tJtH+dG8l0FKAx5b7SfQiem5je488h0l5ZTMOn6tqqGD2RgKU5fbI8wXIi3FvNP3b2st9FrfY5Y0kfAE9T8rC8UyAW0EzCV+MKes8MBrf6+Bny4r1ed+8bx7c4FlJ4CdgfRevC4B/1k+i59P3XTZ08DMsZl3jJ+EzH4EvC/sq7Fv9W8/0QNdZUYyjZ3yQ8RqyNrSsExlTP0vUhhbaqGBLUor4N4p5q5qqYXb0Z9VwVLBz+rOZX+6qxi+UulTm8Qrk1MzyVG4+OvVcGB5sKpsp2yC5cm1S4zxMj3XpejpPmURFMZlWLKuNdXVdW9fqYlYnS9vVWrpbKtrrVMPYPul1O7i3MmXoueXkxg6vV0nHO451dTPU/sYaOUlBk653IVBGEzBQ9gYA/Ah8Uwdvuf1PQM13ArsUH8oUjClYlgBDM7+z/SQ8aGzByHNYVYMNBQb6cKfrU0BavtB7prDkF/04evZ0YIlgxqW8wo/D59E0aZn1Ilhan+kBuZTn4N4QzKACVzdxfcJKEcgrzFKMf5wwP8rIg4WH7AdcfAUBie6tdF0LFj2HVSvq2stBjLuvZOw6PwmfQYOMUoBC9kava7mz6GlCVr7qJ+Gz1J4tq6WCAxJY0DMpBUa293QO8LVN3pem0/V1fRnXv2Ch9+JKHnzga5m8WUp2NHbJqtlW3pd+JqlonVYkusDYaKSbglA5SqUei47YTYwQUFB/E7u6aUwPjC60mU81Uora4EDZEJY0oFUjEjJBIsYxXRPRVFKKnSxLrW5lRqUUt/c3OJ9Xnrtubu3BGq/Xe/PKVi3tdsy8Mq2pmtnlLXRB6xr4pl3Q/VrQZuRLNZTl88kY7KgGNAxyVMlBoqieUhPLAxklrNILZDQLp9KYeQpaW05q9q1m0IG9UII8yI+jGc8Qz/gbbO8Pw2C9ne8EgoWL9mO88uVGEj6LMqSAMEsEM1aBq/w4eo4GJLgQmd8YeegjmEmAy/vBEtcHXlFgRgGp5Rz8VAbW9X4cPv2CvQ5+dqXCv6DWJwxvfKgAMwRyBuxzyErp3pYt9J5pWfBFPw4NkOu9KTCDyjdx/RJoEcZPmR/uzTKs9II93adUauwGPw6fSve2CWgZwKPntmzBoidVqpWbGnH4ZB1kmL0RQP20s+hp1Xxv5LrGFrpP4BZ814+jp13geM+tmPNEFp6BVOl0fSZwnZ9Ez6CBkXntzX4cPYm+rw4O2AWYgaDXhfcLQF7WiKP9z194yONrlrhRSvjn9jaUr1qynYlKqtOTst3pdNKdxVD+CADrgH0OqKXr9IjPhtSq14wYB7JzrK92WVcHLDijzERNee5yVhNCuzdpq0I91pMLb2hwKjqe84BGM3kMYIzdoFIMM+Nc/VaGhrGb9DOCmx7PIoGJZum5D6/WelazyRigICDmYz8G3JQWNAY3HMFx01IDQ7UxZON5R7TRguZkpEt2ZbtS7aTFSNf2ZeiBM3wGwCAFvfMhzWDHU55AsGDkyVCV30GwMcxPMSSdhtXMkgKGTnVqsBzfa/iJUOHfQ7BBYAAGX20k0X4lsCTrU2A4f+HLHl/jtchPwicsdw55mpDiG34S7kvBEsGMVys3NePwyRTI6d40kPNvKdBSQK7TsAqQOFvhJ+ETKWiVGLne241+HD7FBBlXIyO/0B5+bAbsB34SPc4EGV9Xe0OwZOxzWCvFa5cV9n0EPHpuFzmHPLoD4sfNOHwM7g2Af6sZR0+jAcryhYc8XnAR4t5KAcoew3tbNfYjP4keT8+TsnB8X1Hh38MzoSx/fP6ifWBW5SeNvvelwYG5rpW4PgYfnPFrm0m03yPx1ZhqfrVaqdTaVlqvdK2awPQky2ogMN2MlnRaaQqtBnNw608990Z4So1jev7YiHVoEQ/N1tSIkGFopOlIMXbdJIb/EQUpFZwQNSnd8Zw3D2lZTJVS7ptppSM+Sl5zC/PKmZRphcs2Gh0guFmVLO1mVqrTz2m6WzpHpZ/3uWuf9M07ePoZj7CQzJxdg9raOs4q03vdH8hMP6vMaowLnG4YpKAfiS/t4D23/wnQh/IFe7tPqUjN/CizpICBgMQAvt5Mwn0vcF72aAtqCmwoWF44dPAzMlNT/LQ9/NgqMPXQp4C0fM8RR9Tkz/w43AfBknG2omnAMgdyCmY0UCgxvKFFj+OsMoFATve2bI/hvXmd3d6Mo33KQF6kYVuO9xgm5a0ItJSRj+15kM1r9Z/7cejQvVHGTK/9wr3dp2QSvo1BQGsvdyGz2K/8JBxSzJILFWRQwMO9WXX2Uz+OHk2va3zooAWS13/px+HedM8lFk7OnO4ZXytY/Y5mEi4cI2dC0+l4XaxW/3kzDh2z54gBP0rX3gyL642CoFNPbnIgTOOPYW0IYKquimCGUokkVdlrHCpATgl3KElFM/uqwY2ZBqA+q0Gsr2KNtAxoWjNa6wbr+qoR6NiK+VWsp1oc51mxvoqNYzjqU2mjGEcZ3GpppZ2mcpd2e2cBN3wifAD2rz7ZKIulfX67WC8XZpxLjfXkgUwGdabuua6l65Effc/RlrBQByu8lXX9XAcweefz1nZBT20rCboJrKTpXdz30r3OWTrACwHYoAt6+0PBYMVH4gToQ1k/uK1b+sGSAgZNdV6y8JC9Ui5+jWCjwAzgh34cPpaCCl2fst5PO4v2rELlTj8O90L2JmdZtyEgUeChYGaAXLFSCjz9QM4tUGlYBWas/ls/CfdCIO+C+BHuTQcZGiwvWrBoqFut/AKBlgYZF+7t7pFJ9gc/Dveke6PXRa8dz40x65ZmEj3+7EcdOG/O3Fl/8eNwvj43fjsGGcGClz0ZqjXFtuneaIByzjzvUbNnA752zwucQx5dMXtWGQIQKp1+/sJD9qqZM6d7Nq/9ux+H88yZ/A8COU07L9vt0PnWLtkfcX2adsZZVWwoonW4QkZRqU8p8MPGIRznyWtySlJRaBnFrWkcQnD795yH0n3jJ7R3BuZmvo8Pw2+XmUYi7bdbaEJP47dr0tDTNYn16q39dXVTYy/GuWDKJrFeGpmYHehUdeG3jKYW+v6W5DY39ptcKGZv7r9KQ5su6IpEK0IrtTAN/V/ogjb+4h8fNGE9EmgxeM/tfgL0oTy256E2r2X/iw9uyqI+6yzac6Os3IlgRlOdY7sv2p3PqfwVwUaDJfzSTyKbggpdn4Ll5Xu+dNe11dl3+Un4KAQkYPU7Gkm4kIIlBTPKSimzRCCvgPW7ZhwtoHtDQJozG/7RiMPd6d4oWC7b7YD5fJe5f2rG4R6UMV+0YNEu3YoV+0m0GwJelYvfILOkQQC99nP3HHFm1aQCvM86r5mzETbc68fhXBpkaLYNt/pJ+Ljx+YftJmZ1/tmMw91pgHIlLJr1oG3dg+9Lgw+aTtfva/3NjyMFtFlN/qwZh/uo1zrWaj+O5mAA0ZXwezwTE1RhBuJx9Lq2+wdpGxdEnWBwHqrhDCurWfWs0qnhDCtqQkO3q+ZYVeo5Y3UxhU5whp2xuVWdrpnWpdDmBopxT+m3i6M8xgABzGyrVp9S9dep/Hax+1m7NmGaWY/65OYG+LNuGkJ2vmkwg/KZ2DCmm46YlsfE9dSMq/57HO/BGqse4dLjXOi3i01kXFgp+u2Wm8Rmp6tXb0gBVqZLAcQ2Hv9/5WWbdEFP2ShWGFv0p6C17aSupQNnOLZ36JraLvOW/v36B2byAgZNWDN5uoO11QnQhzJlfhQsKWBQQFrq7D9nHsxTYHPxow6c1zHMj4IKXb8ElnBYXTqdB/w4nI1gOWs2/AMBiYIlBTMK5Bos+e0IPOfu+dJdZxkgL+0NFs2a51TW4PoUyClYnr/wkLk1Lib9JNz1rKGDFsw1jBn9S3d3nIeacVj/7DzvURtng2KWNAig104BDwFld7uyoZmE1fH5L9pN1nf9FwYZ5y1YNFQ3bHup2psGy7P2dveYa9g21sp2d7wN+L4U4EsZgn0OmG2Juff1Azy+dp7tpX4SVuiZ0D3jPOtGZ97abiqfiVKKFu/WOpl29sE5Vpxnxe5nBDQtwFFY0yGgcaE9WftSkXWcVcVUNK2zAjBjO1huIurvkN3aGdZ+DWjF2M0MqwI0M/ZD/XZzmcycvWnJTK0LnfvtIntDQ3lkbzuj3y5+3uYurNW7G9fXcqODarerRTiyrCYt1H1GgwtR62KaWSmL6QaxXg0dywnKijCXwdRuTXlTmPq9njcuUtPG+EJ3vpO6eW5yobqoeyIsGCCUuqB1QEIClp4cZjkFrVPUaEvJdNc7Y4+XEg5vd9mhJ9+z4uaZfIwPAHgmT3ewtjoBCjb44K5XZ93dTKLdKHvTgKHBzADD3xCQMLJN7DUb/SSsKjCzxCo/DnehYEnXp4CENcDA9rp+ElrLFKjMuR8BiYIlPlzm2ZUNuD4FcgqW43BYHZzOA404nK3BUv4d2aEBpA6uT/emr8v6nR9HC3JA8uOwToMMPJfA8TI/DivL9jlgVg54FCzx2mN7zUYEWgp46rW2l61Jwip6tebnRtk2BUu8rk7FivHMzfumuJ+lzv6z58G8e/A8acr6CDjCOtBe00ag7TtP3HO6Ju7O2Rfu4YnjPOjH4SwaVJn11wDIVUqFiNrVbWHEB6UVc0cftCPEkZBNU9HI2CzFBmmdFU0P6hkKNHTTvEN24Zpu+x87OHvDz0eyYNf6bu12LRfgqHa6tbbF6tpIvpDK5CyrdYnClHZu0g5OObgpX2ShfZOpA1MxwqUBS9fVjceyqrcWamLK+AL/HZm6ZFUc8dFAplPLKp0MphnMGFco8JvC2KJfmEOlrBUbV4pTPS/mXHBlKoaeN4rlxhYz3QWt+ku4dYcE6TfjaHwmH+MDAJ7J0x2s3TuBHGyWwr7VeebBTR/uEoCNl8BSMzADNt0fJWH9GbCIzXMq6/04rPWnOvP1x+GwWs56DRi0Z8Vrdkng51nO3hAsq1ysaibhLvg3LdvLHlBgtm8lZ6UIljCr809ML28K5GRvBpBwnXxvm4ClAdqlsKies1Kzt40srj7qh3BT90DbU4CnXzvrbkwR59e+Jglr8+Gwavm63PUZX7/H6F23bczPbemCRbvMq1iJn0S75kCLYAlwD8/P3Px+LYurewzBLt08uKEZAvO+HTuZN2sS1lZK72t7a2ex2XsdE9+wIXC8rh+HlrkXvffdQT72bByeVNuw58La3PqsWqed1qrVaiG8gYxNaFauO6D1zyVPXaGZem90h7G6AKEEN3R3s55j7Tk0IXM3jCw3l5fI0o3RvEpZ42wzkcqUDLp6dKcswDHNzHLJoUkrUxmfXS2nqNLJ22JsgWpimH6eldXb2thi50k/6yAfOAaj8+fPrq2tra3PMl3QmdWpQZfX8453IXSX+3Qd7yBkXXK5Kwd+hpTwsWYSfnImP88DAJ7J0x2sTQF4ox3Hu70Z7uzkD25kln2gkq6Jszm/hQUyZ2AGMNZlfN2eS+66bUPB/AqwzMEM1z8C7uzkgGSA5KFU8KGTVt28LrC9zpqkO1uDpbXejyM1BhI4GszU+iWw1IycAnkITxAHGkaeg1ma8YVmfcVKDVj+G9kh/s24422AuLr7arips7vtdZpJaGngdx9sdzbufcp9P34I94aAdyf81iqDZW9vG3M2r17reA9s3ACPPXVN+O/AcdPfxg/M3R8ANjjz1mJ6Od/bLFBgud5cl3rfwPFW75JueOxR+n27CPAoZP+gyUD0nXnpfQPHu7+6buOTPvTvH61pOV77gThWYD/Psdd2Geynxnt4V4FbFwU3VDpSz69qINNdsXn6WQGcZDUOUJ8KyHI5xc0DmQJJ1AMunH4AqgDQKTqZy4yt0HnWilIFkOHfKea+SeMQNhdh/RWlE1XKWXnu8lQyoTufJTed0Ma5ycgo4ngPr2QpdOvtar2brmtvTGfft1vagJswZbpTuDZhlmnBgr1q7Xa9xmrr61m1Wqt20Vu5i7Xweh7M5PKY+f3GES+G9x7vMcNgRZhUdC+I0fVwZSNJ3Jp0F7QqPWypC9qIsljY2d7n2GTq6GW/5byE0OuCN6nqvvn0U5lgZzQmV5w5k4/xAQDP5OkO1i4A2Pb+vbGzYR8Em/zBvRTB2LBew0TXdkQPzLp2Mq+OnayB462ZtQEed4wCG2/Dmrg7byms3JiDJT7ESmDmuOms+IG5x8DPOy3Hu1+sXffkJQ/etjpwvHWzYM2CY+Kfr0cgbyRhBW3rymDmbVwTx7sB3NmdZ3sqvTwFkCtGjn6uCGbVdRufiIBE9tZuOV63Gfde27v2PIWLDjOB491nMfnU4++O7se9rYE1C5bGP+8xSwOEazZsgMdpoPUUm8frCmzvHibbz2hM/vDelu0V52YCCDwT3Nv6dRufeBoBy6VwZxrY3mSHdfc7MV55X8tx1wu+fo8H77qtXbpex1st1nefMPrAygfK7+smMoPnNO+JVgW2+2ClmznH3btybWB7a4HB3brTueiAnXo0BNOYWihfASTHByQzNVYDcCb9jKloWldVwCcqSge6K9Brt5J2Klk6uyva7XY9rdfb6b333pPide4sX7/+BiJujA6wSQxrrCrtjIFMJpTHrm4W0jXWTHnrFmloYHldtU8WU9VQp/PWNXPLOeApQDTjQPrnqgRk6joo0WpTKhVthDnQicncy60MZhiA6oLWM83cBDaFFnRF4EhXoQU9VR290m6n2exd27utuj/F78T2vN+Bgx4qYqkfT3x8e67bv9YAgGfydAdrEwbs3msxeJoCG/rgNuztUgQVx7t//bqNT0LAQEDKWW/L9lZ1BH/mSatuvmfc8R6AjdXHNFbf9GDgaLBUoOIU6/cBUlzpdJ933L0rJ1uOu0auzx5vQKUA8hKYEVbquIqRI1j2A3nByAtAQiDnZm8YZMw2YNly3Hsr+bU73tpZsGYvFQQ43t08ZS9YfN+KOHDcNaLYW++68Nq5bO+HQBvYXsHmHfdfbGN2QGP1yrv6ggCV1m7ATe2W7U5CBs/eBCwd7x88ZQfo9y2Cm5btdR5IurNVcGB7kzXBn/XBVTffU3pf2/u7ZPCyZhz+EwOIdUw+9cN3R/fvwB/1TUZ8NlpaB1pk2CSW1QC7nzElvQUdaOPEo+dUFZvHeVbtv5t3N+fpakxRi3KTWB1tDPH3m8goIgtWYhybUZrqF95Q9oPYJKZqqaXUNAZBnGvtZz0mZGwLlb+ySC1pbeKvDKLaxhorz7I07VZTq9ZJdzZTi5yl/7tm1WebkkO7w+oVK1Nd7nift7YZkIE8G4ChIcMAgHfgL/dga1t5Agg2G1P2glP0Q79gfhRUbMKuCCCNO94/YWP3JQps+sCymjOw8vq9NGlgu3+XjGnAsL1JmUkFSBrIH3pMY/XtDwZlMCvtbRabvdCkcON2p/u8k+9dOYmgRVjpPyTAQWb9HivFICMVlq1S0yWgJczSdv8mZHbw6OTKv9MgA9l8cV0loL0/M2y+ZXt/kUKOjK6K/hqQcytnArx/dIEfeEJ887/wzDNuPWXJXd9f3XK8P1kZP2Txqpv/Rt83cLy1vXS6g69NDzwhvvVffcHHH6HDXuXfu+JPeF0S4IBOxu8vu/ik9cyylIuPUCYHXaM0hd2yopYRgQaaip5CoKFnYDCFTR1qQ6v6qnb20Slo7exTUqGyjKlBLx2p5RQVa+sJdKA8IjNNYqrhSI3wGH1gwtR0x6zUr8udm1TdFSUUkc1P3SRGxTiglrVnSkZxK7+O2/Jn0wYyVmbVlLcyy2qbq7FSyUy8X1zV0kUvUJkqaJmiWayuzSs2ZelYcqCd67lhxVTNgLrZT0llmvGt/vEuOJUBDAB4Wz4pg9fseCcQ2N5fhewOK7BxvFim7f1H7/thQmuKgeP1wKwMDO6fRQaHINi0HPcu0ZYvWnL/xN2UgdH1EZDa3ey5CJbjjvcH2WGvRsBoOd4/M0hfiqCCQN5h3X1VGpaCmePdLVLr+aP3fV/trcfICZDrva1/5kmrfnIPgpnodA9bcu/KP/fvLVu77ikq9U2unQYBgeP9wWLyNcffHf0R98ZZ9yWNuxWjvXcdk09DZhk43p9FJtW10+sKHO93QsLho0n4O3pu+FqLSZVpKO+NnLnt/lYycXgzvuUP6n3z4Iak0/G1vCte0bhn4i+B4/WyCIHt/SaT2VuXTN7yWzxDyeBR0zURaVnFqVOTHPWATYe08WzVADhFKlp1yxqbuv7UJLWpwxEf6Mp2rd1O182ak85EanKmvllKNnOfA+q5JjSkVj1TmtCF4UG/mw+ITNsPKgZuUs8996byWM9U6lO07qqkNE0NdutmlVVw0qYymnRWmdZTMZDBzmfsiO5JZho96P5OaKyrqxq7kClY0OaCG6cmkSJLx0AGm8WQpc+ti/ZM1dMD28OsxACAZ+oDP1j3v3sCgeP+3mLwWgSbwHb/ZoFcdHwy8Q/K3gLH+2PW6b4SwUyxXgNILdu7UwK8UYGN7f2FC+4he0MGJtL28zWQk/UJkJcAw3H/zLryUASVluPdZaXshSoNa3t3csYPXxzf/HvcW85K+/dWML+ClY7b7h1dKd5iAInujTDm8t5yZhnY3q8zAW9fsir8TUD2Vrqu0t5o+tf9Zbcr3n3CPbf8igJt+bXub5mEIxqT0Z2YCeiAfPmJeOaO9wvZle9p3hP9uvS+tjfZ7nafowIX270DJLy5/7Ut2/25BPn+0WTiF//dT9B/9m44bmY7D9XW98Q4rBrOsqKMYq/WapqJ+sd9sBmoZC6vmJuZY1U/Ty2lmEtpYhOR/hlT0KBlGBWLU3KZmtFNIZup9J6VsEZZeKMHZjoNXdRiC0N57daEM8lYQ1eSmlhrtdpSiBSVxtQoFxcp/hsKclQtaE9VU3+w3k7tex9qb+8a6392N6d8tWLoG/Z8sGbVqvUsrdZqKLiiAhhMPWcqGzNVChpHuJR5Rd4QqLvVzwEBS/3JQQp6Bu7VYMn/9gmUwcb7QzeVrznhvuiPZdbr3sHzh77j/rndlYeerBnY/7Fu9p7GPbf8CplfB7pvODFeqcCyAHIKZgWQU8AIbO+3TEoDSN5fU5G6J6269W+BU4AZslK6t14KlzI/p2DkCGYM4KhGHP4f7k1C9npkln2p7x7Qlpil7f4vgDjGT275eTnIcP/WAblIg2Vpb3+sdLqvPO7elX8ObO9nUsrjmpPR//SBZXEmjvcLwdj7Ru9e8Uu8LjCZgMD2fsqBHb84WfG/eCYC4E1TMOkpXzvueD+BDJY0VoU/pZ8haihfr9drnf/AUF4IXVfFDmiQRtvZ/KzrqGVdaGp6kAs5bE2dNberM8pTtHlMsXMUZiinNIu51bwjmrLz6Zg6lVJEFapOpZJaxlB+/tx57SR+KMW6+3/7O/kw3o/h+CB2QdP6as9LmYx06TRz0fW+pS5oZN3K0YmMb4nyPe+VGnpGGCpo0aUGnY5WPstcMugoIwrMpKg5ZVNqwGY/08FuyguqBKEzL+UUtEpLq8ZAdsoAgB/GJ2Twpzv2CbRs738YZMci2CArBcGP9FfdfAdlvRTM+gDp9kzKxUsmJ34WOO6vZBfeqdlbAZZ0/Zbt3iEMK6WA0XK8/5OMvdcAEgHLAswwUADB35bvjXXFYZoxuz/nwI5WQEtYacv2fgoi85urbrmd7q3leH8Uhs33XftvO1IeceJkdGfLcX/CuvJE/56Jn/QFGT2wbNnez8AALb2uluP9CABObcbhj/DcKND2Agjb+ymTotHAc7O931gye+vxKnXs3ioYP200XvFj+r59TPo2mWVNdV2l13q/k0zuiZ82Os8KTGb9Yg0IUlPOsxqtYHz46Qfipl3RyrKOQcoB660yFQyVpbAzFh+OXNVhVc3V0tKKmzeUvy3FjvUd9RtSiHHUa/V6e5PgBcU4kKmXHJtUHV3PKG/KztE7GYMXVkeBjWmkMouxn2I2uQA2XU/XSlUAlS3XV/Uc8nRd73gvaakB7x8wbuqv+v7qUS6WWpiGJlrQqCw2XRf0g/X6jDD0luPJQQ14R/3GDPb1sE8gcNwfQ1eepMDGdv/XAvmB45OJXyCoFKzXKx76lPXa3q2SwYcV2NjezziwDxn29msQ3bf5q1begeuLLpw4ek90W4mV2t5KCeL0ZjJxa2C7tzMpFytActxf8Yy9Y7FK/3o/5MBOXYyAtJm9dTMYPWFV+NMSK7XdH0iQH8P1EWgFsA8u0cyyqJWSvakgoMPeO3rvil+O294tmYSPj06GK3FvvSCDAh7dG2HbLceNZCY/NbpqYqIUBKjgpnukOhPbvTUD+MiSJPphKRPgeCtAyLP8yegWZMM5SJfT6e4PGMBHG32vRc1oYXU6EviGXKzhDFiJrGOHnGfNXXxyGcVqxaq1O2kda6v9qeepdKBxfrVfMpEqTW2ucSyfYTZzrCVwk8jyHsaID2Xi2uhgy/PKlJFrBaqtG+myOp1UzprTrrd7I1044rND3l/6IJpuVhl4R3e5G7EVZOk6aBFmpEuXFITUmRdVVwdxzqAL+mE/5gcv2FFPILC9CSHhTASbluP9RHblCTlYdgGOOkExy+KhXwIkxwt5Js5ajGDjeD+SkJ0yGt+iwFKA/ADWI1u2d4vMwcwpgLzluKjlen4zjlYEtndrBtIAUgGWJTBz3J/ILvT21mOWfUAuJRyP6d/A8VYIkOeOxlGIe2MgTvbjiZ9QxlzaW5mVfp8xcUEjnrg5sL0fSganYZBBwZLuLSDXFdjeTTjq6yfR9/rOrXcmuDfI2Dn+qhURzQQEtncjgFyuX0uCm3I6vXdd06WdqcnBrHqttn4L86tqZpVoBNPGoVwjODeOVyno3PjAWA0aucTeOA+CI8N0JJEuWEzsAAAgAElEQVRRRPnEfmaObJoax1NmrrqZjehGPs7D0X83r732lKYM4E1RW5VocMCllsdEO0JVY0WDA55mRIyjXpXtTqeTVuu1nU6MY1v8dlFdDHW/QZgGMbynqkksH90qBzfK5ILaShrJzJ5AS08yU0ttogAHDWSI8EqbzCqrMS0UVjGymFOy9JI4BwYrnJ0sAdARaTCGtKOCymBfW38C47b3PWBsWSNegWCzkkmlMvODEqgQMOsDpO9KKZePTk7cFNjuBEj4BLI3BHJu6pF6fbFMgxkBcse7gQn4TGMyvDFwvBAydrYBpB9JA5aB7d6EAlEISMhKQbKluDdkljxP4TruzQzgvEYchciYBbBTVQoXwUyyi/zJFd+le6PX1be3WyVjis23HPcGkclLl6yauAH3JjJxFjLaMlgWe6PX1XK8bzGAK/w4/BYFWnomuDcuxYWL1bkVmYCW7X7TYvzKxfGKb9Mz0Uya+81VN98eON53QLCL1XU57i8BmIMcSLE6U6/rNznQKWPq6LOpcXxuVUfnV5WTD6YvlbrUphrBtDNWWDKtCMuknEWaCSutVWQbO2Mr3WqqZRQ3pLB6fnsx3IRNSjs8c8NvUb/hAVRYXXS6qgtajfgQTWhgXcXokMXlwhvUb1ez9qn9dqcY56pvSWlKB0WbeivTJrG8/KC7nMs+yz2NaKyvKvUwDFQ2N6vMtJGFMrYod0HTWeWZ7IIedzwxAOCtf74P/nIHP4HAcb+dZfJzBmy+L0F+WrPSEliSh34BSAgYjLHPK7CxvZskQKuZhN/XQJ6d0Zi85Qe4vszg0uaq6DslVmp7X2cgvugnE99s2e53LSmXa0ByJ4RkipEHjnd9BnDlEg1mdG89sERAEgIuGZ0Mb0RWygR8Uqdw3W8AyKv1+t73AGAM99ay3R9wk8Lt21svCAhs72sS4CvNJPw67o0BjBtWWqTNHe96CeyKpgbLgpXa7leFlNc1Jyeu00FAdpE/ect38UwymZ2xZPKWH+C5SQZfGI2j6wMSQIw73jVCiK/nrxVSXGiCm146nV5XnnauCrkR0l3aO4tFHflK9DpkURd6XZvXp+qQxTrr1opx4OyxGv9Rjk5amIOydzXSM42bj7YwVN3Tyv3HNBJlJaZOhDcUI1cjWqYx7GH47fYrTfX77UoLmbqusaLfbn+TWGXWnHTdqrS9gzeJqZaEvAtaa39XalBp10VXj3KhPCoKcUjU+zbBSzkF3SeXCfxsGDDgHRxVBtvb6hMIbPc6CewaBJvA8W6QmfxsP1iWwYwAkuNdKwX7WnNyxXXjjvctAdnlzfgWBKQeWLZs72tgwIyyt5bjfZmB/LYfR9dQQEKw5IaRj1Mwc9wbZAZqby3HC5lhzC0C5JQxtxzvGsjkN5uromtxb5CJyxqa0Rapabo327sxBzzcGwd2QyNe8RUMAgDgSs1oC7bdst2vcglfbUxGX2vZ3o2sB7TuFxnATY0k+lLpukjKHYFWCviGPxl+lQYQge1dxUB+v/+1uGcG8lzN8t2vSIDrm3F07ZZuMkop3rXPXTW2tl7v1mu1eiWtbezwetVIKSoVImwi2oyUoqrBGeUo5dIjtC6wbiLCfyszurxrVtkWTtFEpLqh81EfCZVcjCNvEuqN90wrxoGpaWwEQ0aHzUXMNITxVKi5Vi3GARzZOzI6mVrcUk1i2EBUsZClYypTpJkUaVVU2tpvt5pa3W4q6qK9ExkeTDvi0+uEnmbEB1POtL4KTCjnJvU746Wca0GjS1OfDaVuBMO0NDG00KNbtAsaU9FQYarRq2gEK0a4ClcupfOt5DLL+tDKurDUKMZOHgDwlr75g3/faU4gsL0vMca+g2CDYMYBvtRIwm+UQAUf+hlcj2BWAiTbu0qCvLmZRF9EIGcSrkVAChz3BiaYTi/b3pcEY98ZRTCz3W9wBlct1szv81KwieZkeFXgeNeCgK9rQCKM3KZg5n1dAnxpNAm/gcyyxw4JIOHeeqzU9q4CYCv8ZMXVNMgogyXuTXxnNJ74SonNO+7nhZArRycnPo9ACzmjJWw7sN0vCoCbRpPoS3hdgsFVyGhbjneFBPjRaBxe0Qe0NwgBn0GmjkCbnxsNIFq2exln7CeN/teq64WLFcvXWYd9QcoHqLKUcv9Rgg1qdhXHQND4wUgpqtEO1b2sOptp7bVPSnGqDmmVwsbXY5PRVs6w9utCy6psp51uijrBM9Uhuz2/dOgC9nFYVJ8/f0MtnTW7Vk+rtW6lU2Oc1XOpzHx+tcuzOs+YqquiicVU86t0hAtZugG3OtbTNUvXus/9Rgdboyam1MEexoiPnj3mKkDJx34K7W/YqFLVHAOcTbvct64Lup7inDLMgPb3uO0KydigBrw9P+yDtR65E2g57pVSyB8osCGstAQqtvcFBixEMCsDknsZAw0Yge19ERh814/DLyOo5GCJ6zMBK/3J6AuUlbZs71IA+J9mEn6uZbtXA8D3cyAnjPxyAfBjBLN+xpynvlu29wWQECGQI2MGw0oD2/0cgLzdTyYua6kgA27EvZXBstgbBgE5mw9s77MA8ud+El0a2O7VDOB7yEppJiBwvMsB4Ed+HF6J18VyRmt7lwCIX/nJxGemBVrHvQwAbmvG0eWU0QaOd5EQcMfoZHgJvlaAWDGaTGAA0Uunj9nDz2PAF4CUq3fWEZ+icagAty3pQKPZQcaE6ZItPHW1z65JNRv5y1wKs8fGqIGBFtcwAhzG0rCQyjSAqDx40cUnlWDq4Kq7WXnrTsHSlCiHNrEwQU5uOK+ADbhi7Hn3cw5uatzHsHQc4VIMXUI7s3hK08/dLEtRTQwDmF3SbntnUxPDca7ugl3r6NiE41wbKryeOzahLCpkUFeWk2hiIVidOnQBZPWSY9MgBf3IgcXgnbf/CbRs9zMM4BcKbBz38yDglhwsC1BxPydA3j6aTFxWAiTHu1gI+I0CDMe7AgT80J9UgNRLLwe2+1kAMGBWsNJxx1suQf7ej6OLAse9TOaARBh5QMGM7I2C5bjtXSpB/AyBtsRKHfciKeC3zcnoYtybEOJWE2QQsCz2RoOAluMtB4A/NOPwQgTaIghwrwGAb2L6F/fGQP6ykUSfRbAEECv8ZAIDlIAz+EsjjsZbfUDLAa5fjK91vIuYgDsak+ElGEAUwY03xkD+3U+iAAMIyeCnCNIqcAGp3ndLn4DpumLRf7VfG3iquqqqn6Jzj1GV4sLUVDGlXLA0pe2sxTUMe5vS+GATdSnTIQsW29SiriSfqFhanw60kVdU8peY1lTNYdgNreaWTZORYuhaXjEHN8HNrLKZT0agY1hXrVTaWF+lAhxYW/3TqvtTNCHZ0lnvCP9+BBxhHbDPXbW56+bWHqzxer2T1lAqE0sLOKeMClNTSWWqOWVlXIF63WCsCJGZYxoZu9h1UKOzKnivlbiGmV9WXe5Fqtp0Qee2hf1d0MaxSSuDFY5NxpBC19GNi9N0ndGpRNlTHRCdyADOHHRB7wifvsEe/uMTCIa8ceDwJz8Ol1NWSkElcNwLpYA7DZgVgGQXgIFADgD/10RAKqeXxyXAHxWYEVAJbPcCCeyuZhKOBY53MRPwGwVIlJFTMJuOMZO9YfqX5UGA7Y1xgH80krBVCjIos3S8Ym9OwebHHffTQkDSnIwuoEHAuO19QRaZgAAY/KUZR+P0usYd7zwBcG8zDs/vB9qcqbfIuVGmPua453KA+/04Oi9w3IuYYAqkMYUOjD0rTzvnKkP5aEgunajSmaYrts9/tQRuuR6w+hsjfr85k4Mc3PJOWQQ3JbyhuqOtNpNCGx5YhsWhAIdpHupUuqnVraYyzdpz5jyUJvGuO7q6FP1ObbaBSM2xTlNjzc0schlFytSnrqfqVHQPEBXgaUDUwZBOUeeAqDqk+8oMPb1u46OrgxjtzES7oFWdXAcuuoGMdEHj34tpOt6V7reQKXa8M6GFVtB+EjveuaqjZ+msrN7OO95Xr56dAqxMlwKI//hBZRYI7JF/q56MZEVze6051ToDO8KZPN3B2r0TCBzvfCnkJIJNiZWWwNJbxgD+qcEMmZ9JsTruuQzYfY04PH/cHgkkk3/OgZwB+5mfrLis5bifZhJiP4mWIajkrLRle2cDg3834/CcMdttcYC/GebXY8wtxzsPDJiVGbN3OQP4Maa+W7a3DAD+pYDc9i6RIH+JQUDLcc8BkGua8cS5pSCDsNLy3ryLQbJf+8mKzwT2yFkA4iE/ic4ObLclGfw1B9o8E4BAKwXc40+Gn6ZAG9jeJwFgg5+En5oOaAPHPRcKoCXBjXsmPkSbSfjJwPaWCYB/jiZha9nQwc/gzNoH086lztiqaLe7tbTSTtN/z3kohZ0L3NSID+pAr143uz67Xq9llel1oKcS48gEyiWaNHI+myxMTdU0EulGIUwp5zOqKr2sgW27KE2Z+rjSfs6dfLQlYZGG1jKKGMDQNHTO1FWjmAI+VJ0qghkFcKQTGoOZOdms9sad7H5TX2U6l55id3vurWz0vvE+I3unKmL0ZwB2ipTyjmYSvXwmH+MDAJ7J0x2s3TuBlu1+igGsNWBzAQDcrcGSpEmH3HOAGzCz3RZj8FeVYrW9T2DTjgIMxzsfBKzSgOReCAC/w/TyuO1+Spr1EZAkwD8QVALHW8qEFI3J6MwyIBFWSsAMGbMAuHs0iZbpIID9SoOld7Zk4gEEWkz/MsZUEBA47pkgoONPRp9AoIWc0RK2HdjuWQLgoVEDtJAHAY63FBuYMM2FQQAjQCuF1Glt2/ukBLm+mURn6esS/xhNJlqtIfd04GA14+iM6YC2dG52Kbj5KHaSNpPwY60h9xzGYTWy4W35uPY3EfE2r1crldpUqWg0LUAhDjXDqupwxM1HoDKUtpmj7Kyn/6tYGElXmhEf3eks9SyrxJqrHvEh88p1YEqGMjeSN0zNmMEbU3lQXbBKTrGnA92zs5tCjEOzdM3QldvPwzA6mEJpCve2w/+X633P3bi+trZWqdeqlVq10621LVan1pP9NVaqB40qVHkntNKNnqKenpccpmLpJqhRUpsMJJPAJAdNfZmELpXCzN2ZcF5ZN/ghI9fmFbkAi+l8VjXyfN5cBynwdgbwJD8Oh2byxgwAeCZPd7A2ZcBnCAA2GodLKSulYNly3I8zAV0NZgUrbdneR5Fd+HF0OgI5AKxDQOpLL5+Bb6bBzD2HgQaVlu1+GADmNpPoIxSQKCulYEb3hqy0FwSQvZWCANv7CAOY1UjCj9EgoMS2HY/u7TwAplPHtnsaAOzqJ9GHNaMVG/xkQjHaPICYDmjHnZFThBDzmpPRqZsD2t65EaAdd7yTJMg9/Tg6RQUQwF/LQP6+TwS/N/4xRYdsXxMRdj3nAhwm1aiaiIjnKgKVSUWrdCXaFOYNQ9SmTgEivq484sM5V/U5ZGrI4NTPasTHSrmqs4q2lVXTTrebVqqddGecV57eUN6qWbxb6/QZymPDWD6ypTSbDQM3+s26lr5ts8oYtOBoTzX/AitBEyY7uVcydWjKa+PcAB3e3zIQSmWQ0K/vjc1hlJWjepgGQtnG+1pVJYYslUK2qf3ghvvWtJfCnTMatCjCwPiJfrwCu/xn7L8BAM/Y0Q4WpifQcrxTmWS7+cmKDytWClI04uhMCpYBATOaYg0cF2Xh5jfj6NRxxz1dAuN+HC5FVsoYe6ARrzi3BGaUlQ6NnMC4HPLj8KRgyP0YcF714xWnU1ZKwYwyZhoE4N4AYLafhB8tsVLHOwkAFjTj8OTA8XpBRomV2u5pDGCXhgkCGMBGlToeck8ADnYzjk7cHNBKKXf3k/C0wBk5E1kZZgJatjfKAB7tJ+GScdv7KD6IVYBCswiOe7IA2GM0B1rD1APb9QHg8X4SNceHhl8oGHsuk2wNKg9Rv13q4oMdsvVqrd3ZuVx8NqmzwvzV9XzcJ++I3hZDecXk+gzlt05Kkcyw4jwrgKXFupiUEjq5O09vnEsFK2hWYawJlaSiBrPcxKIARd0khprP2AGtDCvIfLKupcoUjJJY1dImFuiz26lk6eyuaLfb9TSbLds7updykXmZXavP2qDEVTDz0rbSeqWLzWGgRTcE12UAxmv9/snTzZ7rLAq8CIA9z09CJNgz9t8AgGfsaAcL0xMIbHcJY+A0EGwIK0UGltcjWwrM5IJmHJ2MYCk5VFSK1XZ9CexxzSQcRSAHCY9qJuFpyJhBQNbE9LLtLpEMHAVmttdLsQaOt1hK9qRmssJHIAeAPTTzI6yUgBnujQGbkwNtXmcNhrwTJYe9EGjHh9zTJc+DgALMxmz3NG4YbYltE6AtXZfjLQaAJ/tx2MAgIAdafC1KOjZ6QCv38ZPoBJoJCBz3OAB4uh9Hx9MAhabEx2yvyQAei+eGAYQEmIVp57Eh74OcwzP9OPzQ9vqUKkN5OKCezptbm1Nv1wpD+cz4sU7dJTu1obzRDsZUshHg+A8N5S0AhllKBUpKBtM4NeUqU8TswOhAa5u6MmvLvXexK1p3QOtaa3/6stCCRlN59NmFTLZxxAe6sr2h3U7nz93Q3sEbxdhXYd/q3/acV59OPQyDECHwvrIaZJmSx8QyA8MyA2O6c51oP2+iFIaMXY1uaaENAKmCmk3r5ubfiP2gHt9StoNKxjQfz8o72HOrQd0Ulqeddc1cNYsZDXA6e07LCozDK0CyVw8AeHs9IQbrPKIn0HKGjwfgT23G4WIEM+CwEFmpBhVWQ1Y67rgNKeEJipmRFOv4kPdByWE/Pw6PQ6AFgL01IBVg2XK84xnAUzSYFSnWlu0eAwDPbSbRsWVAKljp2JB7HOcGzMjeKFi2HLfBzN5KbN4eOVaCfHYzCT9YDjJI2hz3JuAp/mTYaDnDp4BgKnUc2O4HAGB/P4mOQUYLAI9uJuESCpb9QNtjtPbI0QDiRX4SvX86oKXnhsENy9POQ+5xkrOjGcib84efErU3ikP9qehCKxiZhOqANs1G2lBeizxIWYhwYBPQpqxNiWzoJqI2SiJqZmdYW2mGFQFNpydVWpKYyVuWtqoDWVGG8vjv2AmN7E5JKZqGsd1S0V43d1364F23tbdnd+z2/BL12xDmc6vUvUeBHBdqhrU/5axMDVS9W5tS9NVMTX1V60L3G1nozmYiyKHNDZTClETwnMKCsD9IybufsbRQ7ngv31PNyjftelbBS4+p89TimrGj/nMeuNQz2e70zSb/N6QxMUBnEs5oDBjw9vzID9Z6pE6gZXvvZwDP95PwGGSlTLInNfpZqT18LDD+LGRmFJBajnsUSDigmURHIyAxYE9rGCDPWSkFM8qYx4eG3yM5f5kfh+9rDbkfYpw9A4Gcpn8De/hoAKbADIEWJDyxmUSaMUs2T6V/7eFjJXAFtGO2u4SbIGDc8d4nAV7qx+FR/UGAALkHps1xbxLgeRgE0OsaGxp+D+Ps5c04ei8NAkpgaY8cLUG+sJmEH6BA2xry3gUM3GYSvlsDrdzPj6Pj6Gvx3JiEF+N10TNBkQ0u2avKTSeFgIP6vQI5aFO/XTQ96GZWKruyTeusS2Elzl3ucKYHuvt519rqdWtU9zM1OMjnV1UnrGJqmKrMlP9tf9MQ/nuuMNVnZqB0nHGWVTE+Jb6hPXQR4FRNtjfXirrPRANay2R2e4EKZefEvUd1MKP6lJLEpB7JWoxD+yUXzJzWzvWoD74uH+Up0s841oOpZ11a0C5NfRaEM1pj3R7PIayZz94Khq6a/9B6UKAWtNbvxnuTzyXnhhZU/hQkvJgBe94AgLfHnRqs8YifQDDkvhs4HOzH0XsoKy0Bg+O9j+dgpsAS9sUUa8t238GAHeIn4bsQyAHgBQhIlJXi+pLDIg1mRYo1cLy3gYRX+kn4jjKQe4tBwJMVK6VgZrvHSGDP8ZPwg+O21xQAj0FWOkb2hkGABPY0ZPN6b3Con0TvnC4IoECrgwB9XWZvr/KT8O0BAdpSyn3IexfjchjPrZQJcNy3AsDr/Dg6cjqgDezhdwLwETy3mUg7HwFgHbDPAYU4QyWtQYfX0WcXul01+qHSkhmrTzf2kamHY1nvmY7yENGFoqnIdETnYg56PlmDm3qoYoe0xBQoZFoPeNPUMyNpaKYaxkwHtBnxKezp+hrGzCxraa5V6MYhZUU4RRMRnVvN0k579n27pQ24CQFuhwta6INClRX2OaBOxTegUr6/XTPWw1lW65qxHt3djICH9xbviVACHHnXM+o7Y7ZF4r0yQUvPfhLvY0+Yo5yWnt5+UN+jfoaes3LsgtY60XouWXsp62733IlL/RuVPx2koB9xzBhsYDueQOC4b5XAXtuMw7cFQ957gcNByEopqIzb7tslwCs0mA0fzYC/sJGEHwiGvDczDoc34vCtFMiRlQLwZyNYjjnDR3LJsWbzds1K5Uv8ODp6bMh9E2fwFj+JjgjskXcCSAVIlJUud9y3CIDXI5gFjvdeCXBQs8eYNVjSvVE23xoaOQKYOKKZRG/uDwIYl/s14+i4cWfkSCml2hu9rpbtvZEBHOkn4ZswCGCcDfvxivcE9six/4+9L4+To6raPrequ3omYUtIMlNFXHBFxBUXQMBkqhJExQUF91d9XVCBqZ4Arq8S0Vdly3RNwBX3XVRQ3EiqJxERxFfcwX0PVTMJZiAhyVR11b3f79x7q/t2TfVkAplkxq/5h/4lM52aW9P1nOec5zwPEIYz2nPx3IqBduCFAORVblg/U/252oqPfudspsGZVXFu54JGXsco28AfdpkRPrRWQQBwRQTby3Kth78Wvs88DCELN8gSfLgZhxQJ5Tygs4ecFBDxhyM+8LKsXT6ba+Xutqlk1QSfTEiEFor8NWUy6ACNGSiPIlRZ+e6oEvdNJNE/9rMxw378KLS9Vbbao+8hFdU+MWtDY4IPd5iSPtA81ALdpSiGyQuHMNpa4RIzVBB5uy0zjeacla9yZUUNd5lCMFTaz1xcxnN2RQThlLUeZS6OIDZVIEaEQ5gcL3DbTDkj5/dVCsT418hiBu+paD+31O18tKBETUJSicqVhOcoHwgVtGhBs4sHw3pXhDVbv/zd9z1wJzBsOmdqAC9HsOnESmv9A2cBIRzMVFY6bNkvIAxeXQ3rL0SgJaCdwYHccl4LACfz9q/pvAgAXlZFMFMY80jfwBmga68fDPzn1/rsl2g6eSECObJSTbamPbMFZsOm/QoN4HQ3rL9y2Bx4vS6LALw2omkvdgP/JW1FgOU8HwBe6wb+C1SgVVmpAFr2UiwC2th238AZTCdvcIP681SgxQKCMnYSttyHzZVnEtBfUQ39F+WA9jmaBm92A/+5+HOBTl6IQMu/F9hJVSw+LPsFGoP/QpBW287Z/mrmOIUPxU4K6Gy2qpozsEOiaPmW5fHZcC3u1871/8haHnbQrpYFPa6IJB8QAJemfMbKWRoHN9Gazkw4Wk5RMkReCIfaAI1n8GaWi4qlIi9slB3l9hhCbEO3vJ+bIrFmG7rNgIP7QAsBWPvIgM9ZCURUMsHMeazTnDULscD7qyrcMyexRcHDorl8f6fbP4dE492XhCQVVEEL29NUvC5oQfNVLs7G8d5mNplwAhByvBv4sypUntU3n+ufzO71HbgTqPXZzwUdzqkG9TNG+u0XM8lK29rL1ircR/1vBDMVkIb7B07XiHaeG/rPGTGdMykAB6Q2VtpnP5fo8EYOZv3O2aDBixAsa6ZzGgAMVUP/West+wWpBHIsAhiD51RD/xXD/U4TzPDagMDZg8hokTETsJGVrrOc5+sSaFU2j9emE3L+YFh/tloEDJsDr9JBcwZxRqsArcq28do0gKHB0H8WFgEMtFfiz9VWQPQ7z2EavMkN/DNUoK1Z9ioCcJEb1FerQKt+r9e/8tlA9HPx3GbzTuedpqbOWjGOMJGAJkzwBdAJEVB+f1UFseZrGTKfiYmER7AAvDbmjuy+yda5qparZbM9ZRSAte+yapEIQ5CAVtCazvyBMdknAzrhD60JgVjbuo9wmAJdjwhf8YEIQ+QrKa5wZTGEe2LYvjiay23o2Qa4B6hqn3Jfsxm5UEZ3mJcrRhw8tlDtyGABowr/sAUN5IwuAM/mk6P73gfsBDhgMHKhG/qn1ayVz9NAfx2yUgTLZpvUtJ/FAAarYf3ZKiB5fats0Nnb3cBfhUBOdHIOBySFMY9YA6uBaWsQzNoYc7+zQiPsPW5YH1ABSWWlI5btMCBv4+9vrXoeAHtdFRmzZb+EZK1p5dqwCGCSza/vGxhIdfKualC31/UNnKFnjJb/XOzMalB/6Yi1ajVlbA0WAerPNdzvrCAELq6G/soRBWjVM8FzA4CLqlOAduBUAPI+tMrjP5emvwXZsNqux7PSNPgQAKxvCU5EgHwmOMm3orP5XK4VnYXG89ldK45QrI0wACbmqDNf8+HzOWnU0ZrVaVFR1m4mJtKRqXNwQ0MO0ZJONcoTfdp3WaM47T10Tu+yzheA4+ycM24xN80DnBgXqE5T7TPW5shBAThRxGAh1FI+Y/s5U0GnVIvLcn2rSAV9IEIs5Jri2i4AHzCI6P5Ds3kCI/2rngmErR0M/ZXI/AhA1Q3909vapH0DA0SCmcpKa5ZzMmHsA25YP3WdNbBaB+0CN0AgbzFmFcxUxuxZAycx0C6rBv7Jw5btaBJo21rT5sCpBMj7XAQz08bK18VrawPLvoEBTdfe6Qa+I4oAwbb5tQF80A38U/JFQLP9qxQB8ufijBavDYBc7gb1Z3QC2nX9K5+pE/29buivUIF2pM85gekw7Ab+ierPpRYf6/pOfZymlS8mQLYBN3DgQiMhRlEEJ51a0UzHmSvl5hzNVZ9GGoPRG+2OGrExsSveAXNzzWdeARwvRtQYQiVXWQG4DOyEqKxlmclf8zmr3EvmrFyw9b2t+ehpKc4ylOdbBKGqgm5EJQNKUaWs63LvPDVwfo4iwOn2lEWYhXQMaxP3dVvQs1qJDh8AACAASURBVIkH3fc+wCeAgEF1WFcN/JO8fnslEHh3npWut1Y9gzL2ITf0T1FbrOjWxIg24ob+CQjkjDABSAorHV5mn6iV4AoEM8mY34Fguc5c9RQN2Eeqof/UEdM+hQH8LwK52ppWwQyvjWnwP8hoVbAURQB8EK+NFwFMuwDZ/Lr+gafphKx3w/rT1SLA61/1bNCYYKXWwEkEtMsGA/9kFWjx2nSgH3XD+lOmAK1sHeO1gQ7rBgP/pDagNQeerBPtE4OBf7z8ud7PC4gD1HaebwAn2Hk2a223yMxUsjJ2ULA8DnwYTdcy28in96jzVVz1wTk6FjfqHqsKcKVo7jPzdhW0CLHYvftQgxh6pVzSjagRV0p6K4ZQ06TTVMEaF+VKdBFHmK1xZQlNfF7OIyaFar0pGsMdc8KEOUdrf1nEF3JxWFM0Vpbxg6q3tzBZaYrDZFCF3D3PRg/cu1tGSfI2dPO1NFXh3RztNAB6hhvUZ3VMO6tvfoCf8d1/bg6fABcBAfk4gs2wtfIZBPRLkZW2tZf77acSAlchmNU4K9UuQaAdXrriiaRc+nQ18J+EQEtK5EoE8mGFlXrmyuMJ6B8dDP2nrjPtU3QJtOv7nMdRHb7gBv4Tan0rn0403UMgV4uAEct5EgP4pBv4Tx62Vj1DA/YhZLSiCCAXcratXBsWAZSwtbx1vGzlE1hJ+6wb1J/oLRs4CUqC0QqwhLfijFYtAtSfi1+bBl90Q//x0wFtdm74vVnbWSQXaV+thvXj+M+l6zVkw5yda3ApARjJ56+qIpP9MYMTWblyRxWkVaISJK+aM6grIS2AEzPUvRk1UEZkik8L4LD1zBiab5Tilo3i/AI49J8cgdONzB4zC7KYiZ1iiiKxQitMVK7zFSwBVlPNVcQ4AV2nFGepotECX5NCto3uUfw+i9eciSuBBhL0YtFlyURjwmRFFY11UkETjB7kpioYOTnVC/pgrHF1W9BzGEy6l7bvJ+D1rTgOtNKX3dB/3Hpz1VMosA+7of80lb1duWzlE0oSzNparKbzGA3g627oPxaBFkD7GAJ5Gyvtcx6nZ2CmMOaatfLRBPTr3cB/jAq0amu6Dcw40JKr8dpUViqAVv+MK4uAjG0Pi2v7hhv6x+K1MdA/imx7CtDKIkAFWnFt2rfcoH6MWqC0MVrl3FSg9ZaueiSU2XfdwH9U28/Vt+I4ppXeCcB2aNJdSlXItkREcl1EY7EKcLzlzHQ+Wy3jjLUN4CrxjkoUm9t2RufMkyD5va356Jy5tbtNpYTymDrOyppCLxkzyBkYrmUJ4w1u6CBfK6lMzZSfmQjEMmbeqQ0tzDZ4ri4HqCzRR8xnxWhBrPWweOpoQa5v4chBOojhveU+36keQ6ndQQwjJ1HlfuuW5fG1c1zlXmS0oqYzoXsYdxHDYoUSI9s5z/QP091bjcEJjMBTujPgfX/Wd79jDp6ABIzvuIH/6Noy+/GkBJ93gzpnpaDpXjX0T1hvrT6GMvpNBDMEJELIJ6pB/fiRZQMPh5L2g8HAf6TXt/o40CgHcpWVXnWU/aiUwbc5mB216omEMc6YL+879WhDM+pu6D9spN8+lhG41g3rjxXtX1EEqGAmr+1zyGjVtjkCLQH4RlUCbVYE4LWxknajG/iPWIdFgATaK/ucE0pyRqsWAfznAvKJalg/Hq+trJVHq2H9aLVAKQBafm4ItABwDbadrzAHHlIm2k1u4D9ELSAO9K2fzqxBT6U5wwzNOLJweQQysXOs2CPKliWKxNAOE4FNRhEKFbSy5iOsF/kOM7YzU7TIbDG51v6xqoKdbp95Jm5TeYEYDznQRc5uPuxgPhUx+YQmKOkVmuiGaEM3KnqqGQ3M253iBy0NOGQaU9N5qk3Nju1ntciZsoc+rfgPCNDmWEHOypvzcR4RKWIH8/dWLWg6t6DhtK4K+kA/Tbr/3qydAAcMIJvdsH70FdaKY8pQug5ZKYKlxtinePu3z36YppMNHMz6Vz5WJ/pXEGivtE59kA7Gj6uB/+Arl9iPKhnkBg5IKivtX/FQQvRNCGYCaMm1yJjXL1llUYP91A385euWrniEVi59vxr4j0SghRJ8vopFgOU8mAD8CMFsvbXiGMpKzSKg2Tbn1wYb3KAugDZj20etWM6Yfqsb1B+EQAugfasqGW1WQKhFQFsnQFzb/7mBf5RaoKiMVj03FWivXrqiPynpv3DDunnlUfajSgzqjJHXo0EDb09qxFBN8TOxSX7fUW1Ftxyo2hN72uMIJbhlftDcjEMqYRkIT2Bp1iAdqLhKVhUOzcSMQzwktRhV0bpc8wENW5TCIpOHyk+z5rN9e288Vy0ycx+yGbShNR52MJM9ZTFbZdKre+8FDFfBF9hlyplr25xVtKJbrWUehMAFX8LjOz9myJuvFIv/Wgw9S+LqLP5LowNltDLSv+o9TGPv7TLgWYOE7hsfyBMYXnKKSYzK7dXAt9b3rT6aatR3Q//hCJZA4GuDYf24kcUrlrMeAWYqK728b/UyQ6O/dkO/f7h/xUM1om9CIFdZ6fCS00zNSH+GYIaslJa0HyDQXmGtWFIC/XfVoL5UBVqVlV62dEV/RYIZFgFEIxurof9wBEuilb40iDPaxSuWQ0/plsHAf7DKtvHayhr9TTX0+8S1lUaRbasFhFoEqECL11YG/XduUF96lTnwkFQWKCrQqud29dIVj0jKpe9h23ndYact1g9J/+QG/pGX960+2tDpdxmDf3Z6CGZiIt6CzgUdINChlaKY0ekRzuN4KDmlMaqfMZcVzRpY2Yj0JI3ni1lD9vs9haW3WWaSiq6nRmapCGjeoGlGmkKFoMAIUi4Iyow52sVELdcpEW7QMnTgzmEZECqhBzLoQLiNiRlsSRYnTYMN9HwuSvXhoq9p95SF6Ci/1lVcwGAbuhSlMku5kZbjnpRFkdGI54tdJo4XkqWHVqKoYhBjdyUtl40yN1dpcPVz5iKmhlkUjRfwXqFQTN0/Z+gFTeCpXQA+kCjR/bdm7QQkYPzRDfwl644cOEqraLdVc6x0pP+UpZRUfotgJpnfD92w/tDhI1YcQRbof6sG9UUqIAnGLFjpVUfZR6YMfo9gdqW1+kEloDcjo710yTMO7Sn3bnFD//DaMruP6ORXCORqEbDusBMX64cs5GCmFgEq2+4EtHht2oLS39zAXzQ90JbudAN/mcpoRxY//TBaOWRLNawfpv5cavGhnhsvIBjc5Ib+Q9cuXXHIEaXSWDX0D5m1m7YPbzyb8zjZaq4wydTy0XUzsVQUbUi5vsNDDBCshLCo2FKxOHO30IGKr3UJG0U+Q9chwl1Wkb9bEHoQL4jmQxsa7+nCPqOycHK3ESthFqCTSknTDZpONVgR7mEoAqPGdCpozrpR2VzgBd0Ks+BpW83krSzMIsfORVbyPoRZ4Nwc3eCKwiyymEnCtBOB0JdPxnsOe9vdP965Dx+FffrSrgp6n46r+8X39wSuXrrikKSkB25YPwyBlpHKHW7oL1NZ6YcWOYf39sLfEcx4i7Vc+rkb+Na65Sf26nTh3W7gLxRAS/6AQI5gSXtKt2BrGoG2Uu65C8FMBdoROL3CrMY9buD3fvjwkxc1Fvb8xQ38xVgE6BXyE2Tbl/etXljW6DiCmVoEqGz7Y4ucwyfltV26ZJXVI1vH4toW/NsN6gtUtq0WEAi0rHLov7AIUIFWXtu9buD3fOAo+8iF8ucS36v9EIFWPTfO1OWZYPU/aR2xK4nhuP/0eRxndSgy4ms+WlMpy+MKaUmC3PyzVPwanKVvWb7FIPdVKknFMDR9slJOSoYIs2hn5u1hByIvOS8s4rGE07SfcwxPMvRW5jKqp0XcJLawcR7LUr66w9XMXPk8JUeZ7xrLMIu8Y1gWV8iDEmTsJAIf7p0L5bsoXLgXNI4ZZBGjaTROmei8pHoaM8qiUlKODyQ7X/+gVc+jKfsWofTpg2OjP72/z729fV8XgPd2Qt2/3y8ngICxx1p0XzXwKyOLTz8Mehr/HAz8IwRYwi9xlrkOTuzVLQFmKvPDB1VoTky6oV8WjLbnLgRytTWNYpFFlrUDwUyy0r8i0OKqh2c6iRv6OgKtodNxNxBAmxUBGZi5Qd3AIqCnF/5RDfwj1LZ2vghIGPwe29pnwVn6yeZE5IZ+KQ+0mlG5HQsItQhYt/y0xTpNeSeAX5vlJG7g6yrQqsUH/lxHWNZOPDdk6tohC/9UDfwj8aZ4lnM3ALubG97/B8/j7u8vILaeHwIrjPFFpcqCSmQkjbJBSoTvscZJg3tAF/lAI4vjVpky2ECNF2Scke1tzUfEEDbTfnCvFdeBhChM5PDylvXUNZ+MmYsVHq5yFgxPUTxzMxW58sMjCrnhhmDsLVZXPD9XwyzQJlMvpXFRxCTMgzCLTnGTGUNvpOjzTfkeMo8ilBaomMzEFdCyWCnKU2aMWYSQFzEKr66O+Z+7v7+De/u+LgDv7YS6f7/fTsCznNQN/BKa4y+yShPISj94+MmLFizs+TO2f/GBuch0YgQzCUihG9YP5WBjOsnNoV95LByrZ4AkgFb/mxvUF6lg9jHr+AWTsGgrAq0EqqgnmDgkhEPZEWZpTzX0y1gE0J7GPxFo5fung6FfGl5+Yk/GaFW2jdF7J5sOB1q1rZ1d20SY9CyGXj1j2yqjVYsAFWiza5sIAv4zZgUEFh/aIakKtPzcLu9bvcDQ6Jgb+vzr58B/XEC0cMkOY8IoVypx2ZjUhRuRnupCHUtS+fCbuSE+93Le14hCGSafpfnI1qUmfJ4Vh6jmvrLwfm5jZwXz1Ux0xFm4DEFo30vG1SAiTDiw5cz0GEVEqH4W89VSpOP/yzSKEiNurfncGl8LMNfDLPj93bNkh6Hn7i8GHlBdM9rvL677oAhQzFSByVQmZU2LUVzdwt8FtDGVanZc65I7y2pbGmfkIrkJC5pmopPYYeZz+ZwKuo2hoxhwakQhX+VqS3QSnt5TLVBJwgj7iPBb96+Yrc9aF4Bn62S77zvlBDzLmSRB+fDt8P3GItNpZKw0a//iN9RMp2GFi3om4K9axpglUO1KtV1L1my5dVKyxtI6DpaiNc2/13KieziYLaMZ0EqA3BlTrf+i8Q27PNNJJ0K/DLDCWGTp25Fty/ffMxEki7Dyz4oAta0t36dhhot6xuC+EliNewYDvze7tgmYWLo2uH1PxrZVpi6+xo57gnsWhrCHZECbXVspScxzt22+TxYokg2Xwgxo8dwmguAwE3pZvu0s5nC4BkINmhL+WszhUhE0z6t/ubva0bxhKjvjrciCoAN1JtcmIGrNWKesfUz1C8bZq8zfnc4Qn5t0TBWI8ffj81Wd/19N89kTRfHihYuiMNiJKuhkrn8Msbtzp/XXyuHSbSot6UY5Sfh9xFY0SaQoDEFtGrcpBC6NMpn8I5J9qIwlnIFArCUKk4WMFIuVAKDB1cyExaTNbKVll1mwpyzcqRiGYAhzDmTnwmQDoqIChv85pXFWwBRboB44FbT8XDOasPcMba2/b7Z+j7oAPFsn233fqQBsOvdONvYsR1GDZznxRJBw8Ftk6bux/St/6e+bgIlla4Pbd2eMGVt1nmVP9OwhDz1nwr83A9pj4bFp1poWYGbvKCWphWBWM530ntAvrwWg2KpN79MftWbHjds9y9lzWJAswrzYI0ynUQ19XQLhvSQqP2hw+/d3eKbTBFpmNfiMdkoRINvaElwn6O706KF7Nt+jAm3G1KcUAaITwP/dmuX8m96nP1JeGwda/HP1e2umvSNqTB4lz20CgI0LhyGxEqKyM9VuL1PNdtp15F9b8FDcmxlH2svmdNBB/hcv22Vlhl4p9AxGIw6q8XhBdY2rzSdYegZna1wZS+d5yXyXVe4utzKVlZSmfKZy5zY0v5+40oPzUcnoBAvXRPauXANS73meyfM5ubTFxDm5to8CsUolikvzwGwFR0fh0kMrh0UVQ81S1vXEaBBSQZOVBGMINa1tXq62oEWwCDE0YDJkBIvRZvFyDqHs4sGx+iWz9TjvAvBsnWz3faecQM2yt5UIHHPeXfV/e5ZzX5xqfRkrxfYv4UDrbKe7k4cJMBOMeRC+H9VMZ7xBtcddNL5hKwLtZAZIsjWN7bx2oLV3Hxaki18Lm5ExB6VG8uRzt20eG7Gce3bvgYe8fcK/NysCkCnhtSWQPubCYPPdnuXsajJaOaOdCrQOb2ujI5RnOmMsZU+obq2Pe6aTse3dkg0ji8Cf69/lXZOPeMu9N09kjHYt3BnjtdE4On7o7h+FCLRlWUAgU8d2t/zebTph/Nzm4q/V9Gs+icxmFQ9EXPPBFREUEPE5K87lqGhZUkIr+HAUf46zVrGj2pylgvABZopyNp/MJBSyrdB5ACgjixNioUwti6k+rd3lTCyELcuZ7LISTe6uovMUN3zQI0ZpzHhKE+4pl7iTGHebkix9PrahDwDAFXhBK77QaKeJ91y0m5uvZZ4yFuz5LOXmvLzIZKXpJiZb0MJKVbSg+aiCr+FBRHioBUMW/zEAwESk987W564LwLN1st33ncqALeeuyZg89W13bwwQaMu7Jh8uAYm3f9ciWCpgpjK/muX8U5tMThrcvnkLAq1O2KMlkGet6T01ywlYBmaWc89kBrSm/fcGsGdeGI7+wzOdrYRFjx0c+9E2LAJ6YGLZOYJtb0kj+vQ1/x69K18EICvlYGk6YzHVHi+KgCbQ7sJrSyF+xgXBTf9SgXbEcvZsD4LDxffaYZSkT3rrts1jOaD9ewOouDbLuXsXYY9+pyhQ9pCgfAQWH57l3MUATiw3ku3ZzmO5XDaihhAU8b3HVAiKQEsrRa1okb8r91QVE/x9C5onFVz5EYYdyooIN+PAeaqS4tM2Z5N/lxMTcWWzZPEz9QzGfWWMrkPFLapleSQh1WNNqmXjpBwvrNBoVzQZ77l7IsKzn6sfxfkCcHxVq2nCIQRhbVm6sj2duU7hjDW/j9wCOMHOVRU0v5eUxnNJBS27U4xQWOuOdQF4rn6Gute1Dyfgmc5fKUsGhsY2/x0BiaXwRMka7yXRzgcNbr9th2c5/0ggPlmAmb1NbzJm+89Rwk5769bRvwig1Y8fuvvG0LOciT174KGc0Zr233RgK86bCrR/gAZ5rrtt459qlr2FRmwq0JrOXzWq2eePb/gbAq1Btce/eXzDVhUseRFAkpMG79q8RbSOdz1yzY5bt3uW/WeSsNMGt47+RQVaz3TuLSXJUXy+azp/ZwROrQb+P3NA+0dokOfgtSHQ0jh6CrJh/N5mu950tjIChzdN8Hl0Ha/QpyS/ZEKhKQKjtvUPdJKaGl2X5bFyU3wObtObcdy7YGd8bPCw6Ow56hk8TwFORA0qVorZ/JXPVDlzbzfcQOaOq0AC1DS+rtVpzYcbrOTWfA5G2ME+PDY6fqlQQe80tu/qrfQqe8qttKbp9pSRVVNpslI8PwdCziFdBrw/blX3PebCCXiW/XudwPPOu6v+RwRaBnCKBKStDUiOxfZvzXL+pCX0WRzMVMZsOndQgBcPhf7vEGgpS1cikGNrWmPRcZLRNoHWs+x/pRE7gTNa0/lNytKXrhnbdIdnOn+hlK0aGq//ta11bDm/a0DywguDzb/PMVplftwRaO8gjJ01OFa/07OcvzMQQItt7d0EjpGM9o9pI3n2mm2b/6wydbw2oMnL3PHNv1ULCLVdPxfuXdE1zH2Ay/tAc1/gJsCRApWsADiZpcttFoWaNgM4dY81e833WCUz31uajzG5J4bti6NB+D4CKZur9xavqxU52WuAcV+ltcaVGil3nMI1H81IcjaZ+TWuZtRgTs2sGmswLvgT81g1rWlaFXRujSubnxemNUkGvy9pTZSQj3YZ8Fz+De1e2z6dgGc5v0pTeOWacf83CLS0kZwuAWmLHpOnnY+tadO+gzDgYFYz7b8xCbSe5fyCJOlrBrdu+pVnOX9ICDvjAg7k9r/IZHoib023gZnzF41qDjLammnfzoC9YSgc/blnOb/TIHnh+cHm37ezbedXLGGvqm6t/1pltAiWZTk/9tqKgDZG+wtKyGuH7tr4S89ymkCrMtqaaf+WMvoSUQTYf2sAW4Ft55pl385Y89qUAkK0ne9pJNtnUWTyAGdwCsAVmOHnAI63jYsADleBihymMoDrFFenSRtFPS3HIG0U5xPA4Ycnb6e4r6MFDm45lTuAMOoochDLQE8kOjXnq20RhU3QY0Rvt8mUrmE8lpDxqEERUYjOUljcyJ1kBLucClqT+8qoduZrW1L8l0UU4hpX5gXdSms6uGtcnuVggdSdAe/TU777xXP2BGqm838E0je54abbR0z7t8DgbM4aTeevMY3ti8Zv+ptnOT+nhPy3ADOFMZv2bSlj568ZG/2pAFrtZe74ht8iWNIUVgtGa/+MAntjBrQZox2xnFsghTWD4/5PPMv+FUuAA63KtvHadCBvPj/c+LN2oG2BZa4I+GOpkTz73G2b/+yZ9m2EsfPRMUcFWiwgSrIlPmI5twPA6wcD/xdYQGQtcc9ybiUpDPFrUwsIy/4XAPQ1k3wUgGtGCrYzuCbAFSlkVYATkXWijckfiLk8VmxRMlaKVIBrJElMKzSabwCnrvn0VAxjt3Sbyq/5MCkQK/KB3rtAjGF4vEGJTGgCTGwSZhvCNrOzneJ0QqK2qEGQucvSbCOzUxSsj6GdJgdArnrm+8pyxNAEOsIdp4ALxYSIrFPk5HxRuXeKmkz1BHeNuegviyNklBiaNOLA14JpS0cxXsSInWVemDTFf+xNBEgXgOcsonQvbJ9OwLPsH0PCLnK3jt6CQEsAXicB6XcM0hdUg01/8EznJ4TRQQQzz3R+nVJ4BTJmz3RuYgTeWQ38mxFoAeg5COSe6dypEe3M84MN2Dq+RWsB7S9ZAv/FGa3pbGZA31MNR2/yTOenjLFzq2P1/0O23WBw1oVj9TtHLOfmFNK3DQWbflyznF+wRvLaoW2bkdG2wFIpAtoZrXNTCuxda8L6j3I/VxvQsjStVsc33ZZj6psJSy8eHNv0Q7WA2KeDPbhf3Jbmg2Yc6ESU6g0DzRp0HVdBEr7DyveTeTZru1kDBytp1sCwTUlFK5In9UizhsK9ZEUhLRgd7r92cptS91aFD/R0blOZQEx4RQtml7E33pbWEPTEehCCnpitCmDDP8ciRg07mIcsnayFY8u9SxZVFlZ6jEYUG/kowkz4l2hpRUuJgWlNWdgBv6eoamdiF53we8OEAxXl95Z7QXOFswyxQOcxLvJD5zB83UEF3YqaFCronEhsBjP09hFDvgOTFajdFvTBfbB0//X9fAKe6YxSBpcMjfmba6bzE6CpywHJcn6lpfDK8znQ2jelAALMVKC1HF9L6QfOHx8dRaBlCbtgaGv9Vs+yf5kk9NUXbN30qxHT2QSMrB0c2/hDBFoNyFs4o7WcGxmwK6pBfWPNcm5mEmjb2LZpjwKD97lj9U3IaFW2rcyPm0VAjtH6kJIPuuMb68hoFaD9NdDk5TjfrZn2DwHYu7EIaG+J2xsYwOXy2poFhHr0rUp/Z6VSqRh7SloFU1/UfUcgqUyAgQrTsNoXQKY+CItSX5Cl8Yehmq+LVouc0YmHZj5U/v6YcWRmDWIGx/iua6HFIvcHFmKiVptSi6db80HHKYOyqFFK4gVpTzQpQ+WXb1kez1WBGLqjocsULN5eiXt6jU4uYup+Mq5v4a4ypdJeUSrbefEhTVaK2s9YlIhiRgBctrOcrXgB3mOZvYyzWM4O29e3uPCr6QfNHcRwBQvvpYgiBJJvSbeHHVCCft4YMQlxtuaj7ijnVdB5dfuB9oLGz59nORQAMJKwu4a0n7Gg+3YH4QRqpvMDjZB1g8HGDZ5p/5AA/M9gWP8Rtn8pkDevEWC5EVLyIQFm9o9pAhci0NZM+3uMsfVDY6PfR0ZLGLlYAK19G2NwnmC0zo2MFALtDYTCRwfH/O96bUDbYtt4bQAwXA39G1W2jTNaDUjWOm4WASrQ4rXpjK0/n19b6+dqb4nbGyjAZUNB3W9viTvfIRQ+wq/Nsn8JQCyufuHVv0yLkaHye1sH2ZdQ+VbqixAa4QzuPylUvrMPdGrEGHSgaQbj+8iUMzFGxGtuo8hZmwSiDgYcao6yZGsijlDsrFYYMG7oIKwVmwDHd5vlfLYZQ6i6TE1RPDdFYAXWmYqyHWMKuR+43E3OQivU+0p1nLPqUUppXNZxfasUCxcxFjUajXhPxYgPj9No27at8Vxe38oeXbMdZkEA3sS6AHwQkKL7T87KCXiW/e00ZZ9YMz56AwItBXapBKSbGdC3usHoLZ7pfFdj9CoEs5rpbNIko62Z9nWEkM+4gf8tZLQp0CvXBKMbPMv5EQXy9qFg4489y76BpfCx6nj9OyOWXWcU3o+MtmY632AAXxwK/W96pvN99MVww/oPkG0zQnhbe8RyvkUh/WQ12PRtT2HbCLRJCkMXjPs/UYsAZLSaLCBGTOe6lLDPDgX169Wfq70l7nwHKPmwO7bxe2pLXL02jFekeqPBQNsz12et6mw1n+Sjp6mRoCUmglwqAI6/lsyNt6EZFa1JbrxBMRu3UhR0UNB6NhiydSxQWmytCXLtAiJk2tzyssnQ1JzdloBIsrUcM2/bdVVylLPWswhB4O5UfDc5e40zVpyvMsYiPS3FrMyiciOJo6gSz5f5Kj4AZhJmgbN0vMfYfha75ni/hR3qgQqzEDPwLIiic8yk2DlHS0wpIpMWmZ3CLICwD3cZ8KxAQfdND8YJeKZ9LQPylWrofwOBFhi5WgCSPUoZka1p+zpGQICZ6dxICL1yUADtV4HCN9wx/2sq0NYsu04k0Hqm83UK8KUMaBlADRltzXK+RIB92w3qXxFASz5ZDTZyoG22jk37WsLgq4Nj9a/ngTZrHY9YznUMICsCmgVE+7UVA61n2t8EYJ93w9Hrapa9AWTb2bPsqBpjNAAAIABJREFULwPAt/Da1HuSZbEmk7sN3HEsl3QjasTceAM9gjnISaGJGlWHzE14QaO7lPQGFsk7GC8nZ6Ri7ibASqhluSK2uQKCLUsxT+WOVM3ZqhAU8e9rmm+gmxAIBylpwNCMr1Nj6NqCDkSsnWqrmFlititkRetZ18U+Ms5Y+awVgw50EVeHDE4rl2JIWDTffKCL2tDq/Hxq2EHKZ+k4YhBz8uKZ6t7CLISRCm8zVwqKGPxdyYRj/1+HWYyYDmWk24I+GFjR/Tdn4QQ80/kiEPiuG/hfQkDSCHzu/KB+vdqarlnOVwiFb0qg/TZL4ePIaD3T+RwDtqEa1r+ArFED+OIgZ7T293Fcg4xWBdqa5XwLmozW/gyhZHRwzP8cFgEZ0GIRQBm9CtvaNdP5IpHX1g609gYCcNlgUPcRaBmlX6+OjV7rWQi06YfdsU3fq5n25wHgRry2tp8rB7Qsheur4/WvepZzA6Xw0aEx/7v4sxACKxiDRKS+iD1I3H8QOat8b1V4PgsDDnV2Wmi9xxkBXwkRzI+gghbTfKRZAzfD56b4nDkIg3zFCD+f5IOzVZr2RFmSzxyfrbb95qIPdEtIVDKgJNKaRBs6laHyIswiSQVTV8MsMgexvc1ZheK5ef84Q1cSfpphBxwcuVCMK6ObbejW/cUVHhlD2BYv2JmlN1kdCsAwX5dbKjK58iVsMgU717kJR1bEdA6z2BOFwaFzPswCGTqGqixenN9TbsVNZgw968Jk/t4iolDqH6QYjIv42vKU2ZsASHcGPAtY0H3Lg3ACnuV8ilJ609DY6GcQaCFl1wlAUlrTCtAioyUAX+JAa9nXECC3DAb+pxBoGdAbhoLRL3uWcz0D8inBaO3PAIVN7lj9syrQ1kzn4wDwf9XQ/4RnOl+gwL4/FNa/mGtrfwoo/Mgd8z8tgJZ8vTq2UQKtaB3ngZYS+JxoO9vXMIBbq0H9kzXL/gqkIH8u5zuUwkck0H6WAPHdcOPnOegC/QKy4UsXr1huoL4U0l27o0psTOyKd8CtEYZIHIRbtM//ZKdVkL0Z4mcCsaJMVpHg1P5wzJSy6uyVK2wFs2+yecHQJZsv8IFuBshjEIWMF9zb2lYWIK/OWbMQjL2FWWRt6EYpjXsTGkVRFKe9h86bMIuZCQBJha/78AKmpYQWs3XssAiTDc66+b3Bjotc2ZJZydnK1r7vKYsxA1etS3/vrGDlHRalC4NdF7yHarpTvkjlcYXSH5oBu5oQuKQrwtrnx0L3G+biCdRM+6ME4OduWP84MloAshEBSW1N10z7GiAZmLUB7Ycphd8MjfkfUYG2Ztpf0xh8DVvHnul8jAH8LANaIPA9ZNsjlrOeAfu9G9SvxiJABdqUwjfWjPlfw2sDgF9Uw/rH8kCbtY4RaCmQW4Z4EdAGtB8mFH4zOOZ/ZMR0PssKgNYz7U9QYLcNhaPXYNtZA7j+/KD+1b3dp06h4y27vZRH1+GDriiujs/h5EyueNdRKJ2L9linrPTkdlq5YxHpbIif7bGKGWxnr2ihkBYB8plSVtPE6g9f8dF0oYjmEYQsTnGPlb+mMdCyaEOX0hiSNCpXjJjMIyHRdG5TmVhsqtuUmJuro4aZenpzxylkfLjClbF2WciIYkjO12cgANyXPWUBkMVCsakRhZinrPGd5YSmcSVlUaNciuNGEh8SJ9GungXxrvE4mu24Sc90dgGBy7oAvLenVPfv58UJeP3OCGjwJzfw1yMgMQI/QdaIrWlCyHcGg43IaK8mFH7LwcyyP80obEZGWzOdYQLs725Y99oZrf0FCiAYreWsJ21AS3/kjo1+2jPtKxmQLdXQH0ag1QB+MZgHWvXa2th2O9ACI792w40fVYF22LRrAOzvQ+Fore3nsuwvM4Drq0H9qzXLvhoo3FEdq39YMu9jgbF7hEpWMLlmCD1/QCKr4w/DVFb0WUKL9ALmbWbltQyXL4irmxJRiA5GvCUpXImKzDgw9CBlepyZcah+wYviRrTr7sPi+WCnKMREK0oL+4zKwsndxn1GCQfqBmngrnLLsKEotq61xiV3WCELmhcsjolxgZjFKoxOjhHybWjhNiVn6uI1D5bnblNCwSxGBtn94olNfOWHyNhJFms4WuAjBbz/4u/yDmOtRCdNtKG5SAwFYzLFibK4pAs1NFCIdCxeUiNqma30xtu378EWNI5A5qxd5llwln7i8i0Gua9SQSFgpRQb0NB4jrIqBCQpqVCSGjheUFvQmU6iQ/GCOonXApCr3cC/aLYesN00pNk62e77TjkBz3IuZ5SNVcfqVyLQMsoEIHGgZT/krWnTGWYA/xgK/Vobo7XsSwmQuwcD/3JktBToH6rB6FWe5XwSAG52A58DLQW4ayisr1MZrWeu+gAjbEc18D+ERQDT2J+rQX1EbWvjtQGFcXfMv8KznA9nQJtj6jUA+BsWATmgvRQA/u0G9cvagdb5LDCoV/ns2VlHAP45GPq1YXPgyQS0pcDYdnwIGiUUE+kxS1hUKjdibEX3TSQRZhbPk1Z0206rFmmVcqlkRHpcKd0vz2AUCAmjfNx7bROM4R5r1mLm4jLB6NQiBlkcV083Haim8YQGCWoFLL1td5mz9Gx3WQYi5Nym1KB5NVNZVUMfaBb3QB5Dsw1weS9oZOXiXkqxnxQCcmMOaFlrZjoJlEl06qwIC00ROdn0/xbaiCkt6CJ7VLyXmgaDjMEd1dB/8QM5x+m+twvAs3Wy3fedcgI10/5fAnCfG9Y/iECrAfwDAWnEtD/KZGu6ZtkfIgDbBZg566EJtKsuwaq/GvrvR6AFgLvcsL7OM52PEGC/REarAm3NXOURwv7M2bblrCWUUQzW7gS0eG0AsKsa1j/gcUZbDLQMyN3VwL/cs+yrCSWcqddM5304X8Jray8g7E8AsNvccPSaWr/9IaKJn+v+/GoUsbhyIzEinVRKms7nb5ntHmbt8n1WxYyjaNbKjTY4i8PdVHzoiblcu2lDsRlHS0zUYnF8pqqu/HBPYBFNx8MMeEShnMPxr53K4rg9Jp/Vyf1kRTDWFjSvsLiiIgbiQyJkcRfDZhShzUkWN58ALp+lmwc4kavbmrHKvOWO/t9c7Z7rwkwnBIQyjaLEiA+kENCzVn2GAX1SNag/4f58ZmfyPV0Anskpdb9mv5yAZzkXY9XqBv5aFWg9yxlhAH+sBv5VnmVfgh/2PNDWTOd/EETcoP6emul8EAjci4y2ZtoeEPiLYLTOWgKMDgYCaBklY9WxjVfWTPudALCwGtbf1RFo26/tMgCyTQCtwtRN530EYNIN/f9tA9p++904g62G/rvbC4hW23nYsi/RQHseAPuDmvwiVnqkUUMzZ1e4FgmAFHM5ICzNgGxKZd8huo4LSpRcXsHoWiyOv9ZwL7KzGUdnz+C5LyaaPwA37SoXZ3Dc/xvErmunwkWNoswDHAc7nJszPWY6zlhpjA5iUCpFekrj+ah0n420JmFnKmwwAeBkBmBVA3/pfnkAFrxJF4Bn62S77zuVAVvO2wkjh7nhxnci0AKFhjtWf1/Nsq8gDAJktAi0qJhEMGtrHVv2WwHgSDeovw2BFmdTKI5QGW0noK31r7qAaKwfZzlYBDBgWjWoX+xZ9qUZo63xa4PD3dB/BzLaTkBLNSgPYRGgMHWv7drsS/DhNyjZcJPl9w88jRLyJMLIRLb2U2IQpboQFAkWJwRFait6ciKJYI62oucDwKnOUkW7ym1ZugXzVW6XyNe3iAw5QGEYkd7PrTl6YZqPrvN7mwFcZpM513OU1Q8urnEtXbrMuNfQK71RbBSlNaEIENe4aEq4ILDTGheKAblTGIjgAyrn59iFEa9xrt5KaGp3E0NAZFxJXZjW1FzTE2tcqjmHGlzBncIKbFBFOAnj2ojMBpVo8CxgZJUb+r2z9TjvAvBsnWz3fafOgE17DQAc5Yb1C9qB1v4AAOzE1vSI5VzEgC2ZArSm7TIgD62G/pAKtJ7pvJ8B242t41q/fQHRCAfaEct+DwOiIdv2LOd8wsgjBsONbieg9ZRr85DRalDKQLo13x14G1CyqDpWf7vK1IdNp0oAHiKurVVAIEgDsIlqMIoz4n3+bz4AnGw1Co9fJSx+72YcU0VjRSs908bV6XqM4IYgp/pAzyeAUx3FiKFX0pJuEMVwhSQJ303mIwWe2JRWeJoPCooglYHyAvSKVO6tmapYzWJ8vipe7xX0xBoXDzwQs1Y5VyUk4n+GHRXu8Sx21Hmxsw9pTRnoFdmgZp0XZOqodG+tcR04NzHesWPwbjf0S/v84Z3hN3QBeIYH1f2yB34CnmWfy4AcUw388xFoKbCl1aD+VtmaBs5oOwDtSL/zZqbBcW7gn+v1OxeCBn0ItLV++z1E6wS0gm3XTPscAHhSNay/KQ+0GaPFawOAx7hB/bya1QJaZMPY2kNGO2I6VQbwYDf016hAK6/tcW7gv6W9gLAvAaXtfP9EJkJI0gI4+fArUMi2q6I7u00hg2s5T0llLFb++LBjJR5TV8K4uhzA6Uk5ZnEazSeAU9uUlZ49xq4CgRh6QoMMlUdPaKCpYHEdAw7QRKNph8nn6DnjjbZ83UzxrDI9zuY4GwQmjDfQGUwk+/BZantaE8/XnQp6aMqC34dK6KlpTdnqT1FaU17lrqY1zReV+1kA+onLTzQW7lpo7DC0SqURG2lZ5ywcVdAYXpE34uhkldnMTqbAwyhkEtfTAciT3dDXHvjTr/gdugA8Wyfbfd8CEZbzBgLwFDf0z0GgBYCj3bBe9Uz7HQTgkMGw/q7hfufNmgYczNTWcc2yXwcMTqyG9dcjowUKj3TH/EFktMDg8CpvHRcD7Uj/wGuYpp3qBv5/16yB8wiQYwqA9g0A8NRq6L9RBVrPdN7FAHr4fLfffgvR4Fj8XrXtjNdGAE50g/rr1QJieOmKJ+ol/emUwj2M57AKgCMajVFwwuT8TTC4UqwnKQe4BQt2xvPBiSi7wdOFyutaYjRSEX4AWlrJ2pRibzkLQkDjDWnQIEGPENrRrCFLYyoEvQ5rPgK8hFkDsrRiT+j7GyrfKmKmhsrrMZREGzovJLp1y/L4Wrg2nauPCrGDvtPYvftQI2Pn5SThoIarPsjOEeQwdxeIeI0CQNxRFve3JQYUvtBiZaswvEKadbTsUJuhFSKecC8q6KbTW84OdW8jhunsULEFTRh57mAXgOfqr2j3uvblBLx++9WgwUo3qL+mHWjtC0ADsxrULxyxnP9mwE7iYKa2jk37lQTIajf0/0sF2prpDBFgy7GtrQKtyrY9y3k5Y/Ccaui/omY6xUCrXJsKtDXLuYjIlviwOfB6DcjT3bD+BhVoPXPVqwAYzor+S/259uVspvvaGYfKcyYnW5YpVNQ25QMLlW9ZLOIeqzqnk7F1iYyqy9qUOcZWEFsnI+yyIHkefCDNGlqh8jhj1YRIjFtnkpg0Q+WxmNE7hMrPfYEY3u/MZap9PzmupLpuoLK9kQKfrYqZKraZRYAFUGTflANZ0X3NRUjKHfOW2r2TCUeWwZuxcwbADpYdKhaoRBGJHRwVNIpG2cVuUO8y4P31MOu+z8E7Ac+yX8qAPK8a+C+XQPsMN6i/rmY55xGAR7mBP1jrALRev3M20eDMwcB/qdfvvBY0OAUZLQItMtrBwD8/D7QZ266ZzosIsJe6Yf0stQjIMdqXAsDz3aD+Ms8ceD10AFoGzKmG/qtzLfGzQYMXuYH/Eq/fPhc08jpG2QZezXOzBbHiw1d9cIdV7DsKf2AlVL5DpY/m+G1tyrwvNG9PAxOgJ0MOWlmtrTZliwEKYMuCx3GOx9ueVATJI7AJ0OtsxpHGjah3jptxZAKiqFIxyOTuSktAJNuTkpnj+lYbW+MsrsXWsvmq+DPcRyUGlUKiTMXenKmigYoItVC9oZurXWI/uYOyHWer0mSjyHCjja3xZJ+C9rNc98oSm/D/IlcZ7yl2XlomHKrwT2+kMRhpNM/sUPn++Z4lOwzdKFc6ZSpjwcIZOaG8eMnCLDpFTrZ2y7UTgNAndwH44GFG91/ejycwbDpnagAvd0P/xQi0AHBaNay/yjPtNzKAJ/MZbb/TBLN2Rus8nzH2mmpYf2EnRtsJaEf6Bs4AXcNM3+cPWwMv00E7YzDwX64C7YjpnEkBXlEN/Rcho82AVjJaPnuu9dkvITq8AEFabYkPW/YLCINX47WhyYbGyHPy9npFYqKidZCs0j8sptGuhbviW7fcGl8LMBfblFMefkmpYRCNVGiqG/mgA2w9qz7BHKQI5Ssf3C+YWx+2+wTjAzLbTUa/5ykZvNIHWmbwqsxcBFoQSJrhFTkBkRo1mAmMxIqWWN1SwyvUNmbmHMZXgRQXMSxWeCRhQeGC89WWy9SeePv23jm9n6x+5LMihhl6pRHF6FpeoYluCCvURoWmYs7aSQUtGPvexwt529OCGMoswYkXN0VhFmpwCSjrd8LbWcYV8shJ7iwmDDkUIxa+6qVpwvaUB1vAswDIGW7gz9qodtbeeD8+t7tv9R9yArU++7lEh3PcoH6GCrTD/QOvIRp5ZjWov9az2oEWGDzbDf1XDvcPnK4R7Tw39J8z0m+/mBF4SZ7R5oGWgHYGsu2a6ZwGAEPV0H9WJ6AV10bOcQP/jJplv4SAAFpk6pSxk/js2Rx4IQB5lRvWz1SZute/8tlA9HPx2vbXrVKTXuKePUbmLpXqDQMSrZJF1VGqcbconKfiDA5fU5m7O/Xh13KOEu1G1manmFkoKg+/KYHyMw064A9Aub6DaUxoscjFQs3Ws7BXFGBXvJus+kBzZykdIvSB5rN0HiivcxcxtMmMk3K8sEKjXdFkPNeZufo7sr/DLJrxgvs/zKLd9pQbprTucbaD3Mn2NO8FPV2YhdBKdBovHGAVNLC1blCfNZyctTfeXw+i7vv855xAzbJXESAXuoF/GgItALzWDfwXIKMFBs9xQ/8VKtAO99sv1jKg7Vtlg87e4Qa+U7NWPk8D/XXIaNW2dh5omWTbw/3OCo2w97hhfaAT0OK1AcBF1aC+ujPQrno2aOwtbuA/FwsIpsGZ1cB/KX9PjXiMsWtl25lX6Vw40kl0AoLRNVvRIp9VulJx2722qLr26l4YN2TJLTwNRkYNdmJr+PeUh9MrwFg4W9Vi7hEszRrQIrNSZlGj0YhZz4KoEkXxtm1b47VwJz6Q5/x/cynMot0ek8cRNsMscGSATmLNWToqogtsMvOOVPz7ZHqPGmZBNFRNCw/oLMxCLWKyMAu1iIGkEpUrSYxFzJ67J6L5cI/ze8qdGTrhSvesSCVYsBKcpRODUDS9EbvJnF037U3hBCDk+C4DnvMf8+4FzuQERvpXPZMR9l439Fcg0BJCzq+G9We3tY4VoB2xBs6goL2+GvjPr1nOyYSxD7hh/VQVaNW29lSghTe6Qf15njVwEgHtssHAP3mdNbBaB+0CXgSYAy9koL0S287t1+Y8R9PgzXmgHbZsRwN4qxvUV2PbWWPwX8iGvb4VxzFdP1MD0b7irSxuqq/FOm9N4hyu9VpNetHTUszKLEKP4NI8i6rDe44CsS2KIb6mT1bKSclAlSwkSUXXNSMhpIJKWY2kRoJGDcoDbzrbzCw0HniCTytAns9iuap2qg+06iA222EWYo91pmEW5bgnZVFkNGJjck8M2xdH8yHMYsqqjxJ4AJiprKfN+9uuhMa5K85cRYAFBzg+Wy/WQhSlceUjCosEgAz4mKFN/5DNxrO4SWBEZGLL1T21SAXIAiuEEUfWghav4bRuC3omT/bu18yLExjpc06gOqyrBv5Jngq0yoxWAC18wA19DrQEoOqG/ukj/QNPY0QbcUP/BK/fXgkEF+QFowUdzqliW9saOImBdlk1A1qmXeCG/mnrzFVP0YB9pBr6T+0EtMPL7BP1ErlyMPBPGrFshxUAbc0cOBWAvK8a1p85G23nopuIreiHwApjfFGpsqASGUmjbJASqeAMLk4afL1nalydUM7yh510HlKFQYwz7c57rIwDnFA+i9ciuadgFUQRiOHcTM7ZpCe0YGcyhlCaN3A/aIL2l8LIQdgsYjua8Ydk9h4qq9OnSfP5TwizaJ+zlgwoRZUyv784W00NPdWMBp+zdmZxWcpPnsWpc3MxOxWFjFrU4L3mbLAZXsFtGLNQhCmBB7zdLHeW8/e33ZyjSCiWEwDuZY5eRpc4PY0ZZVEpKcdEjhmOvnsiOhvubMxmWpPX71zMNFhb7c6A5wW+dC9yLyfABUpAPu6G9acg0AKDD1ZD/xSV0a7rH3iaTsh6N6w/XQVa3Kkl5dKnq4H/pGFr5TMI6Jci0PK2NiMXFgEtJWxtNfRXru9zHkd1+IIb+E/oCLQ8oYh8ohrWj0egJaBdgkxdBdpa38qnE12vuYF/omg7w6UEYIR7NlO+vC/Us/l4Qbn/2HoAogq29TBszu1aD0YENtmSBo0HGqBwhAcZyIQXEXowJa5uphGFnewUp/MLnm97rNmvY8bisti6NpYuTRsylp6xOCLXuGbC4rIiBdXNHMgK3Kaaxhsy3UkKx/A+o9tUQ/g75+IlxcxcBlOIGMKiUUNb0HxeSMTDMMSeMuHhB3qESnedQTTdLvo8MVvZqxAQi9DpdBK8SKXyc8tb0DKJi79mJxBCntJtQXeh7T/iBLBVC1rpy27oP04wWgG0aut4ZNnKJ9CS/pk80A6bzmM0gK+7of/Y9eaqp6QKowXC1g42gZZ9wQ3qHGi1ElzhBvVn1KyVjwbQvlUN6sd45srjAbSP8SJABVrl2q7sc04o6TCMQOsdtcoGxt7uBv6qEct5EgBcMxj4x6/rO/Vxmla+mADZ1sbq+INOE6sf+JoDph4x3GsseABq0i8YPaArZcxkTeM9URQvXrgnmk9mHHtjcYCZrFIkpgrG1FlcxuJmVsQIFscwwUmudEk1dUslOwMWJ9qVGRtX3aay3eUZrHEVsDgOcBqNMVNZzFsFi1PFYnLOOqss7gE+OGYV4NTOSm5tS8RJii6MVDwLH+g2nQQAWkQ2uJoZDVYwepAzc/G66R7H1c4z10mIERK33uy2oB/gL1D32+fQCXhLVz0Syuw7buA/enjpqidqZfZpN/CfpLaO80BLgX3YDf2njSwbeDiUtB8MBv4ja8vsx5MS+XzGaEkJrqwG9ZMQaAno17uB/xgVaIf7VzxUI6VRN/Qf5vWtPg40KoqAPucEJoH2yiX2o0oGuQGvDYGWArumGtSPHzHtUxjA+92w/sx1/SsfqxHtq9WwftyBPta8L3TG4mJkcDKAXFTzwpWI+wfnzDjw77E1ndnxdbJPVHdaVc/gPIsTpvj8oaiyOGnGIaIIpfK5GS+oPgg7ZrUWsLisiNF1ZG4a31cuZnFJnIUesEOiaPmW5fHZc9dtar4BnOi4yC5MC+AEO88iJEGs+Yi4SVmcZKA2nRBQFC2ZJapQQRd5QVcqUVzatjM6B27H4mXW/hMJbPC+LgOetSPuvvGBPIErzIGHlIFsdsP60Qi0BOAb1dA/tm1Gu2zg4axEbnSD+iMQaKEEn8c8zpGjViynrHRLNfAffIW14pgylK7LA+3lfacebWhGXQHaL7mh//j1S1ZZ1GA/dQN/eSegvcoceEgK5IduWH8oAq1O9K8gSKtt5yuPsh9VYlBnjLweWRz3CtZyKsrc+gfPzcXWtKKKzs/i8iyOW/YJhaw6i8P4cbH6kZu1ioddsRmHEKC0rQRxtsDb2crDMXuNRg185qppPMtV48YcnVd+5rhadt4AXJaf2wS4gvazCnCF95DIlvUMlO5FYQc6Kt3jBdGBArj98expmq1EFYMYqtlKa085b4OqpjXxAjO3p4xpTbybwhh26Z7WnQHvjzvVfY+DfgJXL13Rn5RLP3cD30JGmwGtmNGK1nEnoL28b/UyQ6O/dkO/f33f6qOpRqcHWgGW33aD+jFXWCuWlED/XTWoLxVsWN+ERYAKtMNLTjE1o3I7Xptk6t91A/9RyIYZwCfdwH/y5X2rjzZ0+l3G4J/ZLC7P4riDEbbB9sripvOFnjcsbl4AnJqfWwRwatQg/3sgTcUsFiaqYxifyaLSnRcxLZtMnr/btMlsX+XCNB+9lMZ8lUsC3HxZ5TpYaU0t0WCb9WkHG1QRYpFf48oEYc1gC9WcY0Y52fA0IPCqLgM+6NDRvYD9cQLrDjttsX5I+kc38JdcaZ36IB2MHyOjVVvHBUDru6H/8OEjVhyhLdD/5gb1ReuOHDhKq2i3VZuMtgW0ZSjd6Qb+MgRaQvRN1bB+9KVLnnFoT7l3ixv6hw8vOc3UjFQFWt4S/8BR9pELGfkDXlvNch5MGLspY8MHq+0MAPMI4Fo2iiKKkPAHIgKVCnCqUUPLnKHlA10EcEVxdf8pu8pFofLlUskAPa6kCbI49IPWjOSgpzUVd17k/Jwr24vSmoQSHovSVlqTSHxiwu6UyCKGt5/RSQwLUzE/L2EyF/eDplHeTexArHGts1Y+Xwf9+p6gd+E5cMPu/fEMzL9H14hjNk61+56FJ3D10hWHJCU9dMP6oR/pW70s0uhvqqHfJxltIdDqFfITN6g/aN3yE3t1uvBuN/AXjvSfspRplTvyQDuy+OmHscqh/1KA9mdu4B81AqdXwGrcMxj4vVcdZR+ZSqCVLXHedhbXVgrd0D9UZeqiOND8rO2cd5uaTkW5v0QmUiHb9AnOAG5vTkTTBx3IHFfcUdaw7axFyOCozuIS1SMEuDJ3myrFQiAmzDj2VIz48DiN5guDw1/EAxEqjytaBXurlU6h8llEITCiS1vEGaQ1KbNVNO0oiihUgE54QCNjnyZyMm2lNWGmMk17olIUxzg/n+tpTWqBurDSw6MmjVLDUFe4OlllCh0E8FZzZpXJRV4MU5jQrxvtUdmDGJAXpI3kkWu2bf7zbDzWuwA8G6fafc/CE0DbvT3WovuqgV+ZymjJbdWgvnyo8xJgAAAgAElEQVQK0JLKHW7oL8NWWGhOTLqhXx5ZfPphrNIoBFpmNe5xm0ALv3eD+lL8oHqWk7iBrws23HOXG9YPU4EWH9KLLGunG/gVZOraIemfqoF/5MjiFctpT+kGwmBrZqfYCjWQ8XWAYpOWnaL4e+k6JYUlRQCn6SJsfP4DXHtsXbmkG5EMlef7q2lqTAmVz6X6ZAKxLFSePxwZ4w/CfKg8D5JHJzElVF4ViLWBHkBZmjVwlsbFQtK4AXdYUcHeCq5oWWYW3eO8nWK+Da2udnHXqXme1pQBHCzeXol7eg0MOwAdowjb7VDVsAOe2sR1ES2nKSYjCsWOsljzad27vdqhZipovtcuVdDoH457y00V9HQz9H3pwLSSuEisM6JTwmpA9QF37MZNs/FY7wLwbJxq9z07noBnOakb+KW11vG9i2DRNmS0OKMts9KdRUBLexr/rAb+EfiGnukkN4eLKo+FbeVFVmmiEGhNJ3FDAbSVcs9d1bB+GP9ey4l6golDQthDjrCsnVgEqC1x8TU2dYO6fnnf6gWGRseQDc+FW1nUphRmHKlR1KYUrHwfzDiACWepDqCHzEAongUgcgDkArHiUPksrUlD43sUBhUIxFo+0Z0FYs3Z6wzNGtATuietcLep+ZHW1MlkpXVfGc/YzdiaZgBNhZKdg5kUCykZvJ120NUM3ky9zveWMyW73F0WLFAYr7Sxc56yxI1VRApTQdgB4aYqck+9+Rr3mPF3QIwZKLfIFLvNHBixCNLQKQ4BT6ig1eJFVUEfaJEY2pgeYZUawMirquHGL8zGs6ALwLNxqt33nA6AJ0lQPrwfDklCcyJyQ7+ErWPac2gOaP3KY2FFeZGlb3eD+gIJortSbdeSHVtujRaZTmM6oI1gmcasxr1u4PcI8LZ3TiSpuXbb5l2SDZeuXrpiYdYSl+/Pr60CW+mkdcSuJIbjilJfkhT4mo+qpuzUilYr/ULwQtBr+UJL9yGx85iBnnwQKg9AtLkUM1Zu0oGvZQydeLi1YgnViMIM9DLj/CIzDp7iRGmsMT3GtCb+MORuRGKfFWProrIRZ2lNeC/WAtC5+Cs/xUYRXSBLWqUs17a4LSY6iaXUSDDQQtOMjK1xkFNMGVrjhMxFjCvbmzGTUzN4xX5yu8sUt9TkLE7EGALJTFYEu5b3suC+NscJuNpT0H7mfy/NNtD2NNtB5yYcmpi3qnaoQEsRdmASmsaVlEWNcilGO9RD4iTa1bMg/tP4v+OPz/Kaz/74nXkjHF9+ZN+RRnumMrL0hGcqQwoVjJvkHRZuliNei/vcipzE1xpFI5UpkZPnAGNVN6x7++N6uzPg2TjF7nvO+AQ807l3srFn+dvu/vHOIkbbCWglQ52gu9Ojh+7ZfI9nOXFPMLFwKtA6O2Oq9V80vmF31naW73l3ep/+qDU7btxes5zICoJDJ6CXZS1x/Jqaae+IGpNH8WuznAkANt5JTFSklkXwUvcds9fcahGBkRtx4MMQ91jFa9UXuuhBuGs8jtbC5mTGB3wAv1AEHew0du8+1CCGXklLulFOEh5Ph17Q2HrOO0x18oGeEjWYc4zCdjRfz8oYGrJvha0V2GTi10+xUeQrWYxwC0wefIDmDZKtaTKyTlVN85akTHUqKlzUmEmR4lOKiIa5uzRmpVKkp5TP0FnZiPQkjVmcRgsW7Izni8lK/h6r4wW8xySRO+ccwDRD0+iU/fMiL+i8yQbaYGbK53wMJTfj4PGSolODhQ2u90mmnjbvJw+z4AxdRA0SFvN7mjPn4PczFzmJntCimJXqdvn5BEI+BpS9zR2rXzYbH60uA56NU+2+Z8cTqFn2thKBY867q/5vz7J3p9ruI4e23Do5IlvHGdD27CEPPWfCvxeBdiJIFiAIeaYzFlPt8ReNb9jqWc59car15YG2Zjn/pvfteuSaHbdyoO0NJg7BhX3PcoJSI3nyuds2j3mmvWOyBbS8JY6esp7lbGtA8pgLg813z4VbiA+/hX1GRa3uaSPhczis7oXAJJHmGmjAkfLKnmiaAZByH+hODz9l95g/zETQvGQAXFDUCjoQ+8hM+EojQxCB8vh9jAvCuIezaE3KGauqip2ikG35QIv2dOYDrWbwcnaObJwzN/maz1UhSnVNtCklM0eQy9tkznEDjuavV94ms9IWdiDCLLjwD53ESMqLG8HkxP0Rr1vZylTunRe3nMGgPHNZTf3JOi2te6yOF9rvsQg94JaYcryAs3KZ4MRFZOK1CKnI9s+xiG3N1HNe0IRw1zjRfpbMnQsDD74KWhbujDH2rmpY/8BsPBO6ADwbp9p9z+la0Fu0mDzt/Ls3Bsgy6e5EMlo7nghSDrQ10xlvUO1xGdD2QO+yc4Ibdtcs558aSU4avGvzFs9ytpd3TT78LffePJEH2qiRPPmtAmh3lpLUPHfb5vs80/57A9gzLwxH/+FZzt06YY8WRYAzOREEh2H0GoK0BuQsQpN7GjLBJyGpaDdTYqT4wMN4wQ7tK/EgLBYPicV++ZCTr3lFL9Sze6/u+YOtterD940x4YV7CIvd1aKHn7r2w8025MxNXQERalk9whUQVEKXdKGC/s8IOgANYIXRMyXMIpVhB53DLLjRyj60oVFBK0VjXE2rhllw1zFpsKLe9+lYeivMQmF1aoA8iv/k3nlREZMl/bQC5qUamrKY6BofKYh7LISAOF4AI412R5W4byKJ/gGb47k6XsgeMNPtKc9EAEh5KIkU+lEh7BOfYSEWAwLnEArvccfq75uNx3oXgGfjVLvv2RmATeevlCUDQ2Ob/64Cbc107uslCtBOJicNbhdAu3vX5MPfce/NE55l/5kk7LTBraN/8Uw7jJL0SRnQyvnufZ7p/J0ROLUa+P9EoM3azp7l/AEa5Lnuto1/qllOwGL9+KG7bwzb2872vxiQScJgcmoWq5LBm2tfdcrg5SCnifUeEUuIe474ZyxCj2Ctw47j9u298cWwGdOB2Dz4VeK7yqpSdlInlXIHpSyydGxVMkz2oWIGd3/CLBQbTKGWbk/5ke1JPmvVCUZDohdwwZxVGHMgq5PuYHuZn4v7h8y8JRoSAiONC4iQlVOmx2ijWEIHsWnWfOYJS5+yiz6pi7QmSLQKxVEDMnOKMYMigUu4xIkYwkwohm1kLEA5c+f3nbN4GVxRHFFYlMY1ZdULPyMFXZipDF0UqVz5nttNz8ZJmX0mN1jRRDuaEPJRQtnFg2P1S2bjs9gF4Nk41e57TsOA7d8zoM+vBpv+4Fn2v8hkemIR0NIUVg+N1/+KQMtSeGJ1a33cM507KMCLh0L/d57l/IMBnFIAtH+EBnkOAm1729n5jc7Sl543tukOz7T/Rlm6EosAbDvrhPGW+By9bWQtHFvuXbKogruOjWi6uDpqTCcQ461FFAEVsrrWHqtY9RBKZ96yFKtAgtXhg1O1ymRQau6xzkApK1Z+EBDRvUg+EFVW1ynNRwqJsjQfDoQ85ECIw5DBaeVSDAmLRJjFoigMdsZzdX6u/q6JOeuhxvZdE5XeSsWAEql0GjXwNZ8CIVGmZtZUZXMHW9QpEYXNVS+WrffIfVjchYUSz9Jtqp9b44Z2W1QhDEQQ405hOJYoMuco3FMWbWm1gEEBoFBACwEgHzMkNDrQAkDPwmRSutYNRt87G8+HLgDPxql233O6FvSv0hReuWbc/41nOX+OEnraWyWj7QS0CWgnXxBs+JdnOb8gSfqawa2bflWznD+VG8np527b/Oc80KYsfekaAbSttrNp/4wCe+NQOPpzZMM6YWecd1f9j57l3MUATrynkWw/LKoYlUpk7EGlLHchavAEHwyT57FmqKbkCmg5g+MPuNb8Tabx8CxdzupwmT97PV1EIX8AdowonGHQQXvoeCdDfL4SIu0Um7O6AlanroIwxiI9LcWNUhr34kMwiuK099DosPF/x7NtiL+fPkptLF2LtAq6TUV6XClJtymmUQOZuTBnaK377L0NjSy7WaQU7i63KdpBtjeVWToQoNkMXZ2nChGfGDUUhiDwXN5Wyk8mJEJxHwKmpgkHKj5j1XQ+TxdFC/6/s9nKfPKD3hedRFa8CPMNbD1ToXSXISXZDjoacWTjBEbgTQRgrRv4XQDeTx/G7tscxBOomc7/EUjf5IabbvdM504K8KKM0ZZAO/ncAqCljeR0dKLxTPu2lLHz14yN/nTEtH+bMPqSPNDWLPt2DcjrBwP/F7m28y1aCmsGx/2feKbzG6Day9zxDb/1TGcrI3C4mImKGSs+wApdhjhr4wkvEWdyIKr+1uuWGQdnDBoGz8vWZhZRmHsA/ieZceQFY6Qh1kGInKer6yDZPF1EEE5fxGTuREobU6hhAUShUxBbV8TSuTVmpojNlNDAuG2mEJAplpjquk9OXJSpoTMvaKFob4VbiOJFiMU44OE8XVnjmk9z1tkGuKyzIu6l0qaWLWtemOZU0MKpqqWCztbwZPHSdIwr0klgwEhzB1mxSs1sU7P7mO2gU2xBdwH4ICJG95/eryfgWfaPAdhFbjB6i2fZvyQJfXXGaIuA1jPtOwiDswbH6nd6pnMTI/DOauDf7FnOzwnA6yTQqm3nW0kKQxnQttiwszll6cVrxjb90DPtnwHQc7AI2K8/3Cy+2XRmHHFCuF+w6hnc2nWkfBaXUiEga+0ly+BxsdZRAWBy75jHC7bmqkz8nXCjku1nztbF3A4fnCLdibXWQZT1Hi76UlrMmYlDs105jSn+dI5ioINY4cI5a4fYurSXzXmWPg8BTiiaFXbeSQiYFSrtQsB9V0EnJdxVxqzsJKYVGhmTvfH27XsOiE7CsxzccX9vlwHP4sOt+9YH7gQ80x6ljFwyNOZvzjNaYHB2EdBSQv576K6Nv/Qsx4eUfNAd31ivmc5PgGpudXzDbchoVaBlQN9TDUdvQjbMGHuDbDvfyIBdUQ3qG2uWcwtL2AVDW+u3qj85WmXu6DvS0PeQykxb0SmhfBUk85UVbAwBSfjKCvWrqOzRXUj1DG6btSpuVMLgoX3PVZhxCDGRMGVoN+PIC0mmq/6xVdnaUVbWfDhbZxGR6yB7U0RDfEh0oB6E9/c3dD4DXGaosm9K9+kBrijsQAW4UrkRz4f7WqSC7qkYxm59slJOSs1d9GxPGR3FIG3PyaaQ8k5K0ape1oImBM5hXQC+vx+/7vfNtROomc4PNELWDQYbN3iW8yMG8I6M0apAq6X0A+ePj456pvMTwujg4NjoTz3T+S5l9KqhsdHve6b9Qwbs3RnQttrO9gYCcNlgUPdHLOcWyNrOln0DoeSjg2P+d5F5M4CjCCO4x6os9UOCs7jpos24kpYLTETrspXs0vKF3hfP4LwZB85aWZlFqivRXDfjmOmu8v2ZwT3wFiWkLXMGOVqQDG5vjmF722PdW5oPQYZOIeoEcDAP1nw6pTW1z8+L7TKz+TnOWtuL0MxNjM9aeYs5J/iryD83GB8x5ItX/j2i84L/SWvMoq4Kqp75WCkz51C7MTh+kFap2RpXlrXN7y0WqsCuJgQu6TLguYYk3eu5XycwYjnfgpReMzg+ekPNsussZf87ND46Khht6lbHN91WM+3vMcbWS6C9KQV415qw/qOaaV9HCPmMG/jf8ixnIwF2KQKtZzm3JikMXYDzXcv5DqXwkSEEWtPZ3GTDpvMNBvDFodD/5nCf/TCqNxoMtD3G5J74QESb3a/D4kk+MzfjOGgAhw84ZXYuREOsoyUmL1oYisaEaQMvZBR17N52lUVcnRYTrpIFnrWbpHrMEhapDG4+ABz+XswkrWmmofIzUbkz2W0R3ZmWD3jnzouqfJ5eBa2q3PMq6MwuU8xXNS4KE25VesQojXVd2KAWuYnhLB3TmhakPdFkFMf3LtgZHxs8LDobrk3v72drJt/nWTa6pf1vF4Bnclrdr5nzJ+CZ9rUMyFeqof8Nz7S/TxkbyQPtiOlcxwg0gRZS8iFsO3uW81Wg8A13zP8asmFg5Gp3bOP38kBLgH7BDUev8yx7AwO4XLadv0SAfdsN6l9RD2muAxzuQLTcpqY6ERUFHbTSfYoBriUaa+WxdjLjKAK4+WTUIABOWGZu39XL13xUO0V0lqKpcJhCMZhQQqcypq6zUnZ/pjUBYOdlZiLAqZ2XloAs84tWE314NyYXOTmT+fmOShSb23ZGc13l3mmFCz3ci4w4VKtM7gvNtRHEoIRWSNNVTO4nC8ewNwKB93UBeM5DS/cCZ3ICNdP5IiHwXTfwv+RZzvUA8OmM0apAyyj5enVs47UItBqjV53P287O5xiwDdWw/gXPtL8JwD6fAW3WdvYs+8sawPXnB/WvqmxYsudnAoNEVVG2A1zLTnG6JB8V4DoFjguFNIsp0WKdoTnD/49uU7oRJw0uEOMAl1IDV7iytKZs/SNzHVKDK4QQTPj+tkUNdvCEbgZXFH2fMGuQVokzu8f7ZKeopDWhhSLuKquGK2W+y5rG8y2tCT/PLV3EzkpSqRhGuWRk6nY17EAI/dp3lMX9FNGDHOSoeF20Xz4TFbRY1cvEf+I1iv9yKuimSKzTiGHmn18tBqCXASFXdgF4Jk/37tfM+RPwLOdTlNKbhsZGP1Mz7a8BY9dWx0bbgLZm2p8HgBsRaBE4GYHPDgX162uWfY0G5JbBwP9UzXK+Aim7rjqeB1rns8CgXh3zP1cznW9kbLi2zO5jWtqrQ7prvjG4rE05nRkHoFcwV0ITA9KUv0Z1c6dcVpHGM70qmht28H1VxUOYr3/wVB+pfuYq6L0LxPbBber+pjU1Uhr3HASzhgfyocvaz1GlYpDJ3ZVyuWxEDRE1ifcQ7ysWMNkOOjqIoZo9W99CJzGchXL2XmDCwR2n8vd6SpZypmRHPUSzJS1jCQt1Ec2wA8ItUEUqFwZb8I4Mfy2Efvw1n8OiXqK1rqVGTVIyvRf0wZyhe6bzVyDw2S4AP5Df8u73zpkTqJk27tX93A3rH/dM+wsM4Ad5oPUs+xoigXbEcr7CKHyTt50t58OUwm+GxvyPIBsGIBvdcOPnVTY8YjofZ0B/6oaj16hseG8HoLai4wI3okYKFR3NGgoq/RnGmknRiFjpkbmtQhktdlqxmldXgYTBg7BYnGLG0VTG4vwUjTX2Yq/HfaCztKaCXFY1rUmNrZvPaU1ZoPyeJTsMdBHbFWkVo9Qw0EZRrG6lMtACX1ODpkSEHfB7rOTuUqFmz5TtooMiVO78NXcWE/ev2GWq831l/6+9c42R5Kru+Lm3uqvWXq9hbZadbjsyFuIRYyJeiQ0RZr3dyyMGAkaAFTCg8AjgZKtNiG0hMMtLcXDY6R7ziIghyqco+Es+gCLF1RFEQlY+kIgoIUosOQFZ1Qtee4nt3dmq7qobnXPurbpdXTXTu0wP3UvNF0oz42L23q4695zzP78/wESYuXPL2ICQiYg8JXKY5n5bM+jG1YkrMBzwKAhqCIcg312uvEgpkWRF88jYO6drmcaIQ13l7JwPpiAvvfKVXnx6r3uxF7kQO17SRIiO8NCNiw4xdF1uOTk7nsdTDHn1BW4BgI06AG/3Bq1/vhIrMFjrboCEh/0wuG/Q7n4jBfj+7WHwzWKgBSX+zR89+Bd22bnf6q4LUP+L3pyDVucvAdQ/m0CrAP6uR2XnzpfTFP7z9hPDr+iy8zWg1M+Lc6z0osxpRDOlLILca7MDti+bOunTS8w+6bNlHSL4tDdvwdas+CIEMjxQMeH2HITiO7HbUBGWKWHiRU1vEp+OzsabJ09FaBSxpJt7ThxoRChSmVIKtyozN5hMuxydj27l6lcOfBrSwOSizGsXrxVCHQDQ5WpsZWh5trbNwYXEQcQNZk60ubb7qwaygiAOtJgsUqYyyEojiWX5vo7RhWtJ95b+rPlU0OUUMbYXTLmfvgULmnyyNRd62qWrzFMZDzrYltBZu/ZUNtm3bTVI2okKy0n7M1F8lk3WjrxvKeBDCuDbvVHwqUXsU42iXMSq1vesXIFBu3uvStWJ3onhlwat7tcAxA+LgXa91elLgP/BQNtvde4HAQ/1wuE3Bu3OnwHA4344/OKg3f2KStV/9E4Mv9pvdf9agAh0NvwlBeLR3ihYX28dfpkAeQCUeqLM2cfMOy6rWhZP91VOPkmGUJweASkD4aO4BAS/CHXmTSYI23nwYonaMIbnUciyFSH3WG1OMGdoIhLad9f24DWOPWxogOpm7Z1sMnrt3mSbH9iYTOYFNyPEZDrjcbxKGEX9kMyYHUwaY1dQ1qaFRCJx05RbCry/s4cYLklrUwoLnsKZ3Cx0JW8vlO9x1lOn+XPQ+NKp+fNsFM9QxIwIjKozmM3rER+BegihzTDwkGqpoLEqg4cXVEErgqtspYJuxMZTefdU0N1vKqWe6o2G/iJe63UAXsSq1vesXIF+q/MFADiN/pr9VmcgAB6hQNvu3A+QB1oF4mQvDO7FQCtS+PejWHZuH/ksPty9UfB5zIYlwI+PjoL+VDbc6v6pEOLnR8MHMVhv+WW8WPee3us+6UrPG8duWfkKxUPkvSqlq1K85jKlEQ9lVoNYTk6BXnhFp5ditmZO+syKpmxtOovjE74kk/BKJ59ZBax++ZV78GrIRmZPR0FOkjsTBkm79AxpI8IMbpIihUhF42YjtmeTH/7p4/HX4QeYwS39l+mzKtfxxlHsQsPx0onjolKWeN/kq3xuZWgbsEKOTnmGtxUm087S+UBkmR0Q5hSEMZXXSEU+0FQdYgxpjARHWvEs0YEr67/qXqw2mLf3OEll3HQgqtrjZZ4/tz504hgc8i677CI33rPplnO+sZeOtqL4XFZzvtmARCEXgARe1HZQcAMI9UM/HL57ER/0OgAvYlXre1auwEa7c7cCIf0wONZvd78IAI/pQJv1d/ut7ucEwFl/FHzBLjv3W91PYnDzwwfv7rc79wCoU73wH/8My84qhR9RNtzufEYo8V4AOFEc4jcD/XqIH8tYwh7i37Z8tZ0Hr2VqYGzrqDSJvTg89Vec7tHJRzXdCE/37OSzGY3CfSvh5IMbXUUQc5yJu5WvcpmQCHvhmb1gwc3HIDFnMvf5++dTpvFsFJ8byJehE8vK0MbMgkVFUiue2aJQpCq+kMZ8pvf3Kc/zPHesldD2/hbNSgwhjloJGa+7nBBnH2BQE2EgG7ZamoA5M25cCvGolKEbzrcZ02L4RjnnG1GaPPYldaVm9jNgMaHfgCXyo2Hw+kW81usAvIhVre9ZnQG3u3cJJS71Rw9+YtDqfh4ANouBdqPV/SSW0/xwePd02blzBwBc7ofDOwftzmchhTEaZQ9a3eMC4CeYDd/XPvRCSOXVY4DHBfntNiKyMmumUTRx40YUx+qSKFoRL1ZaRyMQm5w949p2dZzB4RwrZnATzsrnnGOdJQ+hsEhn4xqFaWf2GXnI7r9xhoDVASKI5b6seqYVvwcM5Mjt7DDr1rZ1FgfaCIlQEUsjYKimtYRExs2Hys8ORJi9cc81jVe0f549I9hquAoOuT/d3/DmFRKZkjNVZmh+NRf3pWgXWXDXypTrZCWZu3VpjndmeGBGfaYJccz53ooQR+VnbW5gzEpo7y2ji7I5ZQ50uceyOcCUuXEZQlxjF924Bu3up0GpN/mj4SsW8VqvA/AiVrW+Z+UKrLc6H5MAV/ij4R/31zp3CwkNE2gFiJNHqezcuUMBXNYLh3fZZedBq+MrEM/pjYLbMRuWAN7RUfCp/lrnHpCcDZ/P0n8L3u78qP2I94wz+9wyniyqKSfa0QfEhEZ8mP+MM4n5ML8xG2d3H2uYX4/ukEMP9WHzF6DVa2Of3XOcdZzX8aVsFMSooo1Cml5+EpWzkpW1UkVVStn98Tg6ffLS+Cj8Pb54l1pIxIeYa9wDB57tRpHnCtce95mvDM2zyzrIkbiI+6oVs8tsYLH1GBdiFI2YiFoN02M8bDVYFBLNlJyBTOPpwFKFU+Qxn+lZ9CJNbNbwYLkJceY5rzq84OHUzKDPmpToaQZsJVGPvIDKnG4jXacALu+Nhlefz7tlu/+mDsDbrVD98x1dgUG7c5sC8cJeGPzRRvvInWma7u+dGN6FZWc8QWN/d73V7QmAq0ygxaCEQXp9rfsRKeFaPwxu22h3/yQFdaAXDu9Yb3c+K0G+GUD9F5UvM4PxWVODMjMECiAWqIH5zvpknpuKl/dVSWCC4iP2XhWSMYs2bWo7GMeFgFM0/XTxtOdNPNf1GrELY+kljnQBR36c+Q4xhkjEh5sZpTPPJGvbOgR0VGXp1jwrBrpm1bgPH0zKS5DF2dVsjEtAlGpVvBn/qhrjsnvpkKhINhsxTFTErYb90Sh8aqlbDbsQ4Oh5LbGVdMt1ErkKmuebsY3EOgnaA32Q4YpMyQwy9sqtcS9zneFRLSQq9dElvF4o+I2jo+FzdvRFqG9WB+BFrGp9z+oSdKv7QQHwCn8U/EG/1b1dAPyaPwo+ZpedN9a6H1FSXeuHw9swG04BLr89HN650e7+fgrqVb1w+AHMhgHgan807G2sHf6tVIiXCiVO4UvS9mOlayIROVSydMZJHDXd+NI4jU7vPR0/9OhD8QMAC+XJ7tDHQRyDa5oGxmFmWlEtmyaOizOt1IcrUctOKWQLfdU86wZyaiorXVqjIUY4lEM4jC+r1U/PDyDsv8u8ZypHzxxi2NyiDJk56+pDh6JUxVvRplSqosakGUfuOE7icXTRkmfpqxTguB/OLQRWOesAVxjVslXQZQFuWxW004iQ843PrtItJFsnoeIkuvjip+Ld0EnoEvSH/dGwtUPP8dRt6gC8iFWt71m5AoO1zntBwo1+OHzf+lrnNiHhmp4OtKbs3G933i8UXO+Phh+czoY77xYgXuuPgvfobPjFfhh8dKeWG0vRp9qPeGfO7HOF63hlzGBUQpOZfEmvNSXl5DR2j5nBebnSUInM90n9XA3jyAVJUzAOJgsVCUT2LLK5NiM/RYuFKSMAABFcSURBVF9eGvvRalk2TsAS6DQUH6ENDo4GWS/CIhR/2fvpyx7gAEAKbTNZFuBMGdqeRT7fMR9jdlC2rxjgPIRwrZ4QcGoW3aigE2fswkR6jiPdiZjo5xVHtXhsj55ha06ZR/V4lAsPrNYkw3UgxHP9MNi/U+8Z+z51AF7Eqtb3rA7A7c4tCsSbe2Hwe4PW4Q8AiOuKgXbQOnwrgDyCgZazYS47D9a67wAJb/PD4J2Dtc5tIMX7Var+geYcUT1J4qEyazPdayNTeQ54VPaisYOcNawA0J6Q7csIr0fzjyXOPhwAiVa0DYEKXV/wxM9zripSFpXIwDiYRlQUEyVR03NjESfRY4/9LF5WGMeyBziBs9Rb+ihXjnLRHKvO3CvnWGfdfCRl6ObggpUX3N/ZALf85WfzEKPKfXJgnzfbP09c7K+ONS5zIhNPJoJ430WfbCjQxMp8sgtTCqUtCKSRUdWGxX/YQ89gK/YYl7nGCsw8B9OyMS4+pIojAKrjh8N9i3it1wF4Eata33MLEVb3ZgHwrt4oeFt/rfseKaBzdBS8FwNtKtW1lA2vdd+hJNzcC4Nb7Gx40O7+rlLqfb3R8K0I2ZBK3EQlZyX4hUezjti7FTFdo0pWObFyFJelS0rRSZxG7t7T8ZOPPhQdA0iXbetWOMDNBWqwA1yZXZ2dmQvaXyeyA5zUrQUMcKvWX82FROzWZCovScNxxTj2UEiEPXRjKj9VeUmFKxCzCAlXWPRseoXhgT6cWj1z3T/n2VeLLEX+2JZFIVdeKn2yKTPPRGAFAIulcmdzEohTAnLwNUjBCmhjL4nXpGzH/0VSXBpnNDHK0FU0tmAru3Ew7bc6nwAQn+iNgksW8W6oA/AiVrW+Z+UKbKx1b1JSfdgPh28aUDYMb+mFw6lAu97uvEUqeI8/Gt683jp8q9TZ8Pra4TdIIf/QHwU37dQSr0aAmyYR0fwqCcWm5xzNmAe+1ChzzwVklMHZAQ70fHJVgKMXI70MuXdeDHCNPRfHKwJqIF4wEsUQ1gDu095k3HRFgw0PmAmNJhbSnWhYwzxuTTTqo92a7IBVJQI0aveyyku1CHCqf16ekWtetBEBMllKQzkIkcnzrigo4kMqKtyRNoXXadxQjSihcb00cpJmPJ5M4tRLo2X3yc4PL9V7m9PiplGZdgk6m0gojHJZ2ojfVEK8pBcGKObb8a86AO/4ktY33GoF+u3OEQHi434YvG7QOvxWAHErBtpB68itAlQXs+HB2o2/A8K5DQOtnQ2vt7o3S4B7lVIP2LSpX1BFKYuovWKAY1V0PtNYDHAsIsLTvC5XSxlX0abIqk6m/HOLNmUrZN0oik+vUIDD/cYxn2Vza+KgZ9ya5sMpZuANC6eYq2b1aJA1t2oqL9xikFSFwUpLqisvCF/hAFc+j77sIkDb7MDZhhZnW02SoYUe88Fxra1ocTYLmgwvsrG9Mha0xfwGhHOAY3rofADF7NoWiW1Pi9v6+YVXCSHedjQMLlrEm70OwItY1fqelStwfO3G1zjC+Yw/Cg6tr3VvkhI+4ofBG/sHO+8EB96K2fDg4JEOOOouPwyO2NnwxrMPPzdtiHdJ4BO9EQ/Ng1M0Ac7GKa5KBscB7lBj70HX23v2jPu020BXebc5nriRIzzbl5WzNxSCMTITr2fcmips6wjKgPOr2q3JAB0MP3pOt6YZ2hRRiip65bZFXXHMh4IamVxojjCVoJk8xe0GFdluTU7SiA2s4ZJ4Eq3CIaZqBp3HtyYkIiJrSbSbFAm7NVnZmn1dwn2eKidPZ+dsbGFocdyTneqt6rK1ocUBwVQqaHGkdGeHLh7zydy6SCyYj3nlhDjBh9ASFvR8IrHd6aHj5IUC+KofBnsW8VqvA/AiVrW+Z3UJ+mD3+tSB470weJXOhu8oBtrjrc6rHYDP+6Pha+xseJHLak76NhcaGjzHSiAOfPFZL0K8LtKIWFlZYklnnerNCR9fhuy1q/1aGcAxN4xjJ92athKIzenWtLSuPnhwabX3uU+cPuUhRcxWto+1ZV2ubE9duk7Aw/7qvJCVDJ1pYzSzw0y+v3b5OStbl8ygExJTAVkRotAPx7d0C4FGtkzPFa8NhKPMg5fQmJYuwozoGV1EMTsfNyZxmuyJkBa3W2YHO/BMT43njaOGC43Isy0nnUS6tNdS6DaD1LaibDlpICvachLxlgRZYTcneJEAuMEfBSj22vGvOgDv+JLWN9xqBUg8BeLriHbrtw7fIEB8Lgu00vkoZ8M3XgfSGfRGwfX9g503Sgn3AMB9NKxfcPYxPqxkSk4AjjIC1Za2ZtlJf0Y5qUUk1G+1bM1mRnpKaEQZblF7tbLFGdOIhNR86FTFDbIlRAV0SnaEk8SJ1URFjeY4Xna3JtznnAP9lDfxPBczczEWXuJMXMzMy3yUjacyEojKBEQI4ECvXQ1U0deAFoPafF7DVjDIGXIYoAkGHWJYPcskKrSuSzQmk9afHHpKle05oCH34GU/3mrIioxtypS9r8LRqEzcW2sGHdwkOhN58TIL/4rPb1EFnTSbbpPcuMZEhQOtgk5l6kKCpiW5CtpmQWOGjXs/jcKc9VSmPcz2E6syXMWxcZpFy8npjNvMKOde2TibLtBe1IJzZFm77ZWtISum+gJKPReExCpdXYKuQ9vqr8Dg4KFrQTb+xh8FL9442L1eObDuh8Er19udrgRxJ2XDVxx5iVTqm34YvOz4wRteLGXz0wLEY8VejT3Qf25zrLtva3a+O1dEKBZffg7NIwsPX35YjjRZuG10YCwFpVV6ZkMDRikaq8EMqwjkp0vBjoIamc8XfFgzDjRzgm2SGB9YuOwsKnyUqaysS9NlmEzeW/bj3U5AZGMUV+XgYn8ePgQvbz7v4OWu3V6wDzEY1Ci4zdNeSDXm1HLrqtrjHKM5pXyeUUHbFDG2nOSDDI3haRGYRPqbDnBFFnROhTPCQBzLK6qgt/FUtlTQm54bP2OXxvPuax/57QTSB3vh8OLzfYa3+u/qDHgRq1rfs3IFBgeOPA+a6tt+GLyAsmEh78dAu9HqvFrpsvPGWucaEPCto6PhtQteysryFSsoy63qsDTJLGgc3Ncn+m1O90ZVWeXkY7jBNkO4iFC0X34z4ztFD94SowNC9lHvXEZYmrRLz2mqecFmTlmmcRUHelUUsuazw2XofMzHLkOXjflImWZlaDPmg5nbPJhMO0s3JvSUpYOgSgvbVCJxDINeNpeeH2KKlRbrEGNXaPjAqfvjuv+KOEacY6/aYzSex7Iz9ljpWqIaWkVoZiGdJDYUMeGl0enobLzsFDHWRsyqoJuNhhs5sdeYOK4N4mBGe0JQDiWFC6kWh+H3LT9lA8shoadSVygQb+qNAhzH2vGvOgDv+JLWN9xqBf68dfiqJojv+aPhc46v3fgiKeTf9kbDa7HsLBynj9lwv33jC4Ryvgeg7q6C4E+pKhGhaL/ciBfMri/UY9XlK2X57uprGuLX4hHtv4p9NUQnspKyKB4yCkt6GZLqEk/++TWWqouneyxNsuqZZxyrnHziSTPeq19+V588Fb0DfrS0vVV7j98Ob3deeeWjbjkHej4hUVn/HDN36tFhRk7ZOCtks56rJRrTBxj8XT0Xi/31rK9uAVbyMjTNo1awgbk8iZ+BHJOZu/3MYjLtLN0YH9hjPmVmB088cRFyoPFzt7RmFrZIDBnf0jnrNScNmk9GkZhyJPXNjUiMeugpayG41cDX08+r8dvF/WF4Tgn3u4IFzSpopbKWA9kRskUkl5gxA+fv8TW3EbTZhXVNv0PfR4Y0OnZx1SWV+hp9mAEcBXCPX2fAdWC7EFbgKwcOrU2ajX/xw6Cts+Hv+GHw/I1296UAcP/RMHj5l/d1Lp9cAl8DgCeMU4/pySAEn2cbZ0dCbC9W7KmCgyrZNIa0GTmNJN7tIf6d2q95ZpVRHasSFBEZUQmXLMmicFpUUmI6zhlawaKQeq/VStnMtxWDIpKgmfWcGVHMConMXHKVkMi4+ZT1zzPVu9U/N31W7p83aVYZWd+mz3rw1CT6MXw3XkbAivlsnE8PnTK5FPeLe+hV2bnF8NbiPsroMpW7Ubyzeho/A4xNnQJzZCKxfG/pUFIIbGXBjKly3EIwavYp68E5VNA2ScwGrezWHPpfwaE9T7adJ+oAvFNvs/o+v9QVOH7p6y5zLkn+2w+DZ1E2LOQ/+WFwlZ0N/xL+wLl5slzGwlGQnCdrD/ODMDOPep5R+7JWGR0YVTTfQ5DbjxabkF3duTi+zDsKYnqv8xDEtp9jvTJ+AB5YVjML2tfNZz3p7vX2uMbAwlbIspcyKmRTN00EXZsWA+91SiVjyuAKXrqVwczme0+TpYz9IIrDtJey1UO3ys984NR9VRrvMfxv6/BZamIhSDjG5CkV205c84jEVtGoxOgklOt44yh2oeF46cRx2S+b20gIWgGZeMU9tttILOhEvYMWhmFlDWBPquD9vVHgLOK9VJegF7Gq9T0rV+DYgUOX7G84I3803EfZcMP5V3Qa+dIVnec3FAyVEh/A4Eazj6R6Tjkwkdm8fiFSVsclxgo/1un5R/w97c1qBEf8oDEXGpSgMhaVnAtlLEOb2g7Ggb9XpE0RmIFenkWjg3l5wZvRbji+nO/HtZiZ24SpIoVoq/6bva/2LPJWc60l2ToGSTrAWGNB2LerbDHYNoSokMUMHFsP9l7bAiIboygkzbfS/kqL7233Vy+cHjp7KS8iwGXBjqo0Zap2o4KmcjUHSLsNMWVSYlsNchupao/zdkJ5G4l/ztU2IWDP0XC4cb7PSS3CWsTK1fc8rxXAkttme//TiHbT2fDDfhhcfu/B117tOul3lIKf2PD0TFQCkhx77D6N8f+kkiUyoDWcgQzl5wQ1PPzTx+Ovww+w17p0X0XxEDKCm5MJZWlmPtmGNBT7b3bpmeH1wqP5xgJCsTSY6ZJ0SWau+7HUX3WKRgdlFDHOxnRmhn1XVEYbpTSPcGmGNwI2cl9XG8BhZ+vUVlBOlMg0Ni2GcQPLz+NYxRdHnhfFu8EJ3qkPzCIzuMUFOO3GZXkpVx1iqDKzjU6CEZlbs6BlI4lhshomJfN+NuoMeN6Vqn9vx1Zg0O4mfhg0jh04tPeZjcaJRYHOt/uD7REfz4vczYb0cL6xbIZVGftBDcFPIaHSJPVYtYUZBriyPirPNM7MP2JAzIIZzTBPj/1YvVX20+VsrNhbJV4wj/1YwYy8WgHFJGxSbo/92MFMaCY0kqU4sDUYlVnwYp22qtsdCtF2+zfvz5c9wNljPlNm8RmEA2Iz5rNdls599nMTAmYaiQQDnBc1vUmMKujNk6eiYysiBJz3s7Bsv1cH4GXbkV+Bv2ej3d2EsPlMD36Wbrb2n0lFepOxMTPBjHpuQmnLQOGKlMpTGrJg9WmodMXCEsrsZsrSXGo24x8a0oDBs6mESrMZ1pn+GwY0VkNu1X/j7Nsg9ezy5XT/DaQTIQQfx32m4Ruz4qFVgjTgx3WVAlxhlEtTpvIAZ1S0VWXosgBHCmjpMB51G6V7HeB+BV5w5/BPrAPwOSxW/as7swKDVvf/zo43r7zz5Pef6re7DwsFj2x3sv9V7b+teIAjE4ucLJWPieS9VVs0NG1XJ6VgIZEV4MhW0oEIR7nKfJRXdZRrZ56s+i6rtgJ1AF61HbsA/t5+u/PYBJJf/3j43ZPL8M9Z4QxOBzhtVlAgEdnjItyHZXSi8WO1hUQmg+MAh3hMXZJ2GNSAmMxxksR2gFsFUMMyfL7qv6FegaoVqANw/dnY9RUYtLuPKoBbRCJ//ouOCeyEyET34Ng/V3OCEbV3vrQpVMeimrpKKQsmwF0AJKJd//DU/4f1ClxAK1AH4AtoM1fln9Jvdx4FEJtCwdmp8R2NU8xADFviFFH1vP0oyKqj9lZlT+u/s16BegXOfQX+H1X1AbS7dxtyAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="756"></list></costumes><sounds><list struct="atomic" id="757"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="209.99999999999955" y="128" heading="178.5714285714405" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="762"><costumes><list struct="atomic" id="763"></list></costumes><sounds><list struct="atomic" id="764"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.000000000000057"><block s="receiveKey"><l><option>down arrow</option></l><list></list><comment w="90" collapsed="true">Clears any previous drawings and resets position of sprite</comment></block><block s="up"></block><block s="clear"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="20" y="149.6666666666668"><custom-block s="polygon, sides %s length of sides %s thickness %s"><l>14</l><l>30</l><l>4</l></custom-block></script><comment x="20" y="188.66666666666686" w="90" collapsed="true">Creates a polygon with the inputted number and length of sides, and line thickness.</comment><script x="20" y="220.6666666666672"><custom-block s="pinwheel, branches %s size %s backup %s thickness %s"><l>14</l><l>50</l><l>20</l><l>3</l><comment w="90" collapsed="true">Draws a pinwheel with inputted number of branches, branch length, backup length, and pen thickness.</comment></custom-block></script><script x="20" y="259.66666666666765"><custom-block s="asterisk, branches %s branch length %s thickness %s"><l>14</l><l>34</l><l>3</l><comment w="90" collapsed="true">Creates an asterisk with inputted number of branches, branch length, and pen thickness.</comment></custom-block></script><script x="20" y="298.66666666666777"><block s="down"><comment w="90" collapsed="true">Creates square spiral</comment></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="20" y="418.16666666666583"><block s="down"><comment w="90" collapsed="true">Creates angled spiral</comment></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>55</l></block></script></block></script><script x="20" y="537.6666666666632"><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script><comment w="90" collapsed="true">Counts from 2 to 30 by 2s</comment></block></script><script x="20" y="616.3333333333295"><block s="down"><comment w="90" collapsed="true">Creates an inputted amount of nest squares</comment></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>3</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>3</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>3</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>3</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>