<snapdata remixID="14941410"><project name="U3L1-Tic-Tac-Toe Setup" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-Tic-Tac-Toe Setup"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block 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var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="list $arrowRight sentence 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s="createClone"><l>Square</l></block><block s="changeXPosition"><l>50</l></block></script></block></script></block-definition><block-definition s="make Tic Tac Toe Board" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>column</l><l>1</l><l>3</l><script><custom-block s="make ONE row"></custom-block><block s="changeXPosition"><l>-150</l></block><block s="changeYPosition"><l>-50</l></block></script></block><block s="gotoXY"><l>1000</l><l>1000</l></block></script></block-definition><block-definition s="X wins?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="%&apos;0&apos; wins?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>tripple</l><block var="winning triples"/><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>1</l><block var="tripple"/></block><block var="board"/></block><block var="0"/></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>2</l><block var="tripple"/></block><block var="board"/></block><block var="0"/></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportListItem"><l>3</l><block var="tripple"/></block><block var="board"/></block><block var="0"/></list></block></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></custom-block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="draw?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportNot"><custom-block s="%s wins?"><l>X</l></custom-block></block><block s="reportNot"><custom-block s="%s wins?"><l>O</l></custom-block></block><block s="reportNot"><block s="reportListContainsItem"><block var="board"/><l>empty</l></block></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><primitives></primitives><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" id="738"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="739"></list></costumes><sounds><list struct="atomic" id="740"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Square" idx="1" x="1000" y="1000.0000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="745"><costumes><list id="746"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_Empty"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_X"></ref></item><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Square_cst_O"></ref></item></list></costumes><sounds><list struct="atomic" id="747"></list></sounds><blocks></blocks><variables><variable name="clone number"><l>9</l></variable></variables><scripts><script x="10" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>x&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>board</l><block s="reportNewList"><list><l>empty</l><l>empty</l><l>empty</l><l>empty</l><l>empty</l><l>empty</l><l>empty</l><l>empty</l><l>empty</l></list></block></block><block s="doSetVar"><l>clone number</l><l>0</l></block><block s="doSetVar"><l>winning triples</l><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>9</l><l>8</l><l>7</l></list></block><block s="reportNewList"><list><l>7</l><l>4</l><l>1</l></list></block><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>8</l><l>9</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block><block s="reportNewList"><list><l>9</l><l>5</l><l>1</l></list></block></list></block></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="doSwitchToCostume"><l>Empty</l></block><custom-block s="make Tic Tac Toe Board"></custom-block></script><script x="574" y="436.29999999999995"><custom-block s="X wins?"><comment w="90" collapsed="false">this block checks is x wins by checking one if the wining triple is true </comment></custom-block></script><script x="586.9999999999999" y="527.1333333333332"><custom-block s="draw?"><comment w="90" collapsed="false">the draw? code checks to see if the game is a tie by seeing if the. board isn&apos;t empty and to see if x doesn&apos;t win and o doesn&apos;t win.  </comment></custom-block></script><script x="577" y="681.1333333333332"><custom-block s="%s wins?"><l></l><comment w="90" collapsed="false">this code checks to see if x or o wins, for each triple of winning triples if each item of tripple of board is equal to the input of wins? it will report true else it will report false. </comment></custom-block></script><script x="518.9999999999999" y="840.2999999999997"><custom-block s="make ONE row"><comment w="90" collapsed="false">it repeats 3 times and changes the clote number by 1 and creates a clone of a square, it will then change x by 50. </comment></custom-block></script><script x="248" y="856.1333333333332"><custom-block s="make Tic Tac Toe Board"><comment w="90" collapsed="false">for column is equal to 3 it will make one row and change x by -150 and y by -50, then it will go to 1000 x and 1000 y. </comment></custom-block></script><script x="445.9999999999999" y="263.7500000000002"><block s="receiveOnClone"></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="clone number"/><block var="board"/></block><l>O</l></list></block></block><block s="doWait"><l>0.5</l></block><block s="doSwitchToCostume"><l>O</l></block></script><script x="12" y="309.1333333333333"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="x&apos;s turn?"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doReplaceInList"><block var="clone number"/><block var="board"/><l>X</l></block><block s="doSwitchToCostume"><l>X</l></block><block s="doSetVar"><l>x&apos;s turn?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list><comment w="90" collapsed="false">when sprite is clicked if the costume is equal to 1. if x&apos;s turn is true the clone number of the board will be replaced with x, then it will switch to costume x and set x&apos;s turn to false. then if x wins is true, it will broadcast sprite to show an animation. if draw is equal to true it will broadcast sprite 2 to show an animation of a tie. if x&apos;s turn is equal to false and board contains empty it will repeat until the item o turn of board equals empty. then it willl set o turn to pick random 1 to 9. it will then replace o turn of board with o and set x;\&apos;s turn to true. if o wins and its true it will broadcast sprite to show another animation. </comment></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="%s wins?"><l>x</l></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doBroadcast"><l>sprite</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="draw?"></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doBroadcast"><l>sprite 2</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="x&apos;s turn?"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><block s="reportListContainsItem"><block var="board"/><l>empty</l></block></list></block><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="o turn"/><block var="board"/></block><l>empty</l></list></block><script><block s="doSetVar"><l>o turn</l><block s="reportRandom"><l>1</l><l>9</l></block></block></script></block><block s="doReplaceInList"><block var="o turn"/><block var="board"/><l>O</l></block><block s="doSetVar"><l>x&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="%s wins?"><l>o</l></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doBroadcast"><l>sprite</l><list></list></block></script><list></list></block></script><list></list></block></script><comment x="522.22109375" y="10" w="90" collapsed="false">when the green flag is clicked x&apos;s turn will be set to true and set board will be fully empty, and then I set clone numbers to zero and set winning trip[pes to all winning combinations. starts off the screen and switches to costume empty and then the board is drawn. </comment></scripts></sprite><sprite name="Sprite(2)" idx="3" x="-1000.0000000000001" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,18.869999999999933,188.7,1" pen="tip" id="1013"><costumes><list id="1014"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Sprite(2)_cst_Adobe Express - file-7"></ref></item></list></costumes><sounds><list struct="atomic" id="1015"></list></sounds><blocks></blocks><variables></variables><scripts><script x="164" y="82"><block s="receiveMessage"><l>sprite 2</l><list></list></block><block s="goToLayer"><l><option>front</option></l></block><block s="doGlide"><l>4</l><l>1000</l><l>0</l></block></script><script x="377" y="40.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>-1000</l><l>0</l></block></script></scripts></sprite><sprite name="Sprite" idx="2" x="1000.0000000000005" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="137.70000000000002,0,41.3100000000001,1" pen="tip" id="1033"><costumes><list id="1034"><item><ref mediaID="U3L1-Tic-Tac-Toe Setup_Sprite_cst_Adobe Express - file"></ref></item></list></costumes><sounds><list struct="atomic" id="1035"></list></sounds><blocks></blocks><variables></variables><scripts><script x="254" y="26.333333333333343"><block s="receiveGo"></block><block s="gotoXY"><l>-500</l><l>0</l></block></script><script x="176" y="167.33333333333337"><block s="receiveMessage"><l>sprite</l><list></list></block><block s="goToLayer"><l><option>front</option></l></block><block s="doGlide"><l>3</l><l>1000</l><l>0</l></block></script></scripts></sprite><watcher scope="Square" s="xPosition" style="normal" x="9.99999999999983" y="10.000000000000014" color="74,108,212" hidden="true"/><watcher scope="Square" s="yPosition" style="normal" x="9.99999999999983" y="31.000002000000087" color="74,108,212" hidden="true"/><watcher scope="Square" var="clone number" style="normal" x="9.99999999999983" y="145.00000599999998" color="243,118,29" hidden="true"/><watcher var="winning triples" style="normal" x="9.99999999999983" y="166.00000800000012" color="243,118,29" hidden="true"/><watcher var="o turn" style="normal" x="12.075471698113574" y="4.5283018867924625" color="243,118,29" hidden="true"/><watcher var="board" style="normal" x="5.471698113207367" y="2.188683245283066" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="x&apos;s turn?"><bool>true</bool></variable><variable name="board"><list struct="atomic" id="1060">empty,empty,empty,empty,empty,empty,empty,empty,empty</list></variable><variable name="winning triples"><list id="1061"><item><list struct="atomic" id="1062">1,2,3</list></item><item><list struct="atomic" 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" 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SI1QqaXKc1RWRnW8HErTAHFrwRaMkf8ZSJUEBKzBZWg79L+gI7ADUAM4YN+3itAbpdjOoPKBb/P7qo77rh686fP8txXRCqTd4oIgZFHFMDJ4mxFR8O9w9DUvDOPeGTCqRLrZAktw/7+tmdueNl9z1hQ+WDl39rwPrGvdIr7+/2ZlsoJzaqBo9GNMvHowSJRQRSoe+SZC66Vp/+rTzvI/86BfftvB/m/fJXKi33L/hRa9as2rlSAat70xuMVuu+dwH7v/EP87u/9G/frKx9ZpVT9W4m6P7krmwlPaIwlhRxDYkb3FMdTwB6QnrJ4yxaXFC3C5qKRBOqZerNijxFp9i94i0Bck8MUk+jtAArMzs37kuOvC1X9qDRt3zB370za8sc0rsgehb7CjLGVFUogCiBiCq52Xd4wVDnUG61fWLy6yg9MCXqfXo+Obj0Nhvz43/+YONV3zkB+nRO4M1ZjQ9EI3BfCmhH3CEVfYffcTzM/eycnmoKUkCxpz73FMe/daF/8pj3eDCH/UTGKEmbE+98FUnVpM9ttZsy0AwHgyO3Zp1b/3YW4Yv/7Ptk59/dSW66yPf1UXxBE7/hD/CvmcvKgazoB6k53Tdo/cTgHyaJGw0sY5Bkrx9Rm2g4jB80QgxsKYxjWWw3QhfCgOlWApCrKxSZKQn5Qa1n/33d3/ZoEY2XfOeypZbsn31YUlbCjIQNnV11f3UFm/VWRgyTV4AHKWqIw0upNdFGkLabDCmw4c+8svOfTSvRwdve9aWL76jXbvtSy9c29oSLGnuznZIWbwE0a4NrB+QrFRrF5/0FzzgB5+ReuTiFnokfeqFNzmnvHv0aK6/UN774M0slPEc03E4yy9oDJ158ft3TdZtCr+vx6naJf4huzw44EX7bspv/vaHXnD7+y8ON//Xn0f1ndecf0wHc+TkrbG96U7I0rS9J/CjgtdJkAUEcA+BYhBClzjHdWDJYPE0hUguWvA4pTmLbZpJID1eEEa8iNtoFKwwXjNq1ryxLbecG0XvftTzjaLN3sbrv3XZmkJQ76bdPlQ5DCmnYaUr0wsqqszQZaNd56Mt3FxrAg0T8UwRxFAw2bxh4knHXbuu/2T7jis+8uNg109MT3WnGbATbpdTJfbzmwE3rsoQxYmp1yMWwIdZv7lXcQFwQ7NBI0GcvOyFL5x79en376Me0tPvFo5uxD3P/cvLhs55sW1nl7hRogD2ntLCBF/7ea5IlfJrwu3SfeBqmfj23123499+O4we+OSHjkX1uo5aY1I7e9hL+VStU7UHuhAD71Yz9SCVfruNUMHgdGMwUq2DSkqcqogaGamqNYySbotCYFFwR+k2xkvDLfVTDYzC9Yf/6JGzM3LrrX+RHN0oOaeaTrisa86nDi+gKNY2IY1SKCUQ2XaZWWlxXUsegNc1VlWnNWpztdJs9pHnfby/R8M/W7b9O38bjd/8ebdv+s5sf2uYjuMlP4EeUUSYMDjNl5ZucT+QAziO2MBHrVUYeyBVWek8/4Uvd865VJ3op+XxqBt7Wt7FUQ769Ne8oW/PbCRjNSIhaJo0oYR40XRTQVkK/miQL++WnvrubE95i9n6rX975+7v/2e5fN1ljWj/Fc+eV3e1mX+daZUhSzfwI6MYgND2Feh39fxoK5FiT4okQqIpc43ZkAllytAIWK1UA7dRgiw4KbRJGkTBG3EdhBfOp7ekkLLV3fd/7uFTw9jdLddd/rdrMhWbT5FfA4DVWJDVj9Whdr8NP7vh2XCalxSBbakLzLUiUQlRuIb4K5Rmkzo9lZijOJT1sv+WL3z3tiv+fW+058ZgjTsu/XbcLsla9l8MvDBsBC1ocQEkHYPrnTQZa6IU6U/GAV1AVYAeKpDqoGqU2nKyMmv69stzP/X9+I9P039+I4XQ6bp49tQXvPLaYSKOVlyREFq1BsCMikCaVJLuniy2qDouS/wRWzhwmztz3We8Pf952c37PvHKdulH7/14dOgHy5/sM6/t3V7U+IfOTgJLhUuy1lKRaRH3wY4x4/sayFYgDb+KaWTpkbczTgqrldYIUdqlpi3trbgp28P402ll2ujhIoi22TAzh3a70b3/8lBu9K5rPvWs5W7F64lmsKoNqYd+0KYsSgGZlp+QJtZv5L6KWWqykmxi7DKQAlBSXNpTI4yhVvi2eWhsX3ydx/uPv+OHZ2z92vcaU7d88WWDs3e4S2tb3Q5/UrygYYM6JSK4uMkcFOwM889DSLlp8cvEvbM4BDYnLdSL5jD1+j5SirNqK7QbaGeWBn1vff8LFzpB+3+ap99IIdRJKfQuf3n/KRdInUUNCEk7vxiYj1N0GvsAjaODW9UO0zJ9piqDZsYubQ83O2fuN5V7rnzb3u99atvWL711LDr045cfrVV48KHMlCYV7Ihhf30Qquu1ZEgL6x0FZABHY/0PMKJ2hyHynZQE3/X9bkSkVktbqaexlSgO/uLAL9N2moSX5BSbUt525+SD16sfuO8zmeaE5GwNWYLvRYsM/Yy2+U46eZkdb0lvutNmKKRX0jhFxBicJOCPCoAgChROhVEWyHZO2h888a/4PnzjJ/9my3Vf2iQHbrW9jT2mrz0i+Sa9a9p16DkhpATca+Y7Ts1ATHdaGbt/S0WmDzfhxHZZJwFdz01ATEMpRkqnSxsflZPr7JWuE07/tNP1qn2/4vJPiz/9xgqhxhArzn/JW1uZAdNOZOEfRpZYiqAMtwvzY0I6c0VBPu6Gze4sgKtuMmqkc+0x21XfZbsmb8v2DP+gf8tH3vDVqc++Joju/OiHFPQ4mqc+dnhsPRaYj8RRD0QxhE9REpZ42MAaagPgWPqOmLhHnFz7zTTLOKFVwjaENkZXjFq2Ov4rLUpJwM/uvJM/iuy58h0Dhdq+kz1MDBWCoJyUTXFZ/YqwKpXxpi2PtdBGgBxRWho1DbGo8EfokXiEwaRxmBWfqbvw2GTfe34laybavNm7+2t/ftuBn/zne7tm7/Z7GnvdQmtSTKPuo98AdBOeupTqawc+/Y1ruAElVya2kvMr5bGSmgWhAzkZmCTeQch2jWRJEFpqHJPZIIiML6sufqfe29P9+I0VwvjBnfqmz3hDp/qANKbJ+qJcZ07DW8BKsWmXDLr2k0gktN0EaxzwwDRrxmvMSLY6KvnKXn9VcjqfGtskd37ln995x9+/rbH/O3+7Kdr5vUsez8KYHjnw+0dYIBgDvOG5gIcUBEEYQoCThnXEBKpgPsaBENqganBL+bPGb/BZMIHIsAqQQ4sKtlNL+m70Xy8YcHbfsa9YP9BMwzxRiBXaFygswsC1KKKX2cN1k4k6EYuMurziN5mKtg7oiAnGYqIPiF0T2bSa2uHWL0Ujxzd++303/uAfWokDt5+33BkJuoMRr8upAAZRdqSag4yj6xHvptJ+qHxYkNj6iJjh+6oSznhi/Ix09w3g/2Il2R+ViUcXOYb6ZeYp9Eu1tpu9+BWvfzqDMUzsQ0esJR/67TfsB6yODTZ+8fXjjdLXA0rXE0Ej7i7Gsquz+BDCRKDrTkEJjBTfWIhxDIkCj2Uj6bmZnK23a3Z9EdUc7BC7eeKMzXd/+78PfuKlzfzQSXd3nvvcFzuDL+N8jz7CymhnklYMKgiKPKqbqddxqZBo1EObSWIJNF8X+6ePFkTSFiYVZsWfDiTVB5qf17J7mC8x7RorqjqlPBHUt5UPZ3H1PNgwGScuyqVgl6thhRIwcQ4caEg4m5GMX0CGaXKoqCzt+KXOez3KJ1y/iYnU4JDI2ZFeesiTx/gQd/QLgIh6Atuv+MahrVd8oHuZmZZOO2OpT8SD8HG76ZeaYrmB3LZD2Aew7hKJNN3FIxnZW5PWiCuZqI/wMCnFLi6VrmICK5jJJvFw6DupjGk32xRT+d7QqlOnnWd/4huPntGn5yuPqWGfnrfyxEbtnv3H38ive9Y3G+l+t6mkaEeROHZBIroCaUzjmeIGaVjEgk2lApfFmYDDbxIgKghxpYwZatfdXFgOusJJ01HfY5dHw25yZGN+5t6rL7rvKx+u7f3Gn4eNzd9b8fARRpsv99zWNDaBThbKeFHhBqpU9xPhkmbV1x7csWA+/HOxQB55Qf1El7KmoMwyncZqNFjkocaNDBdUFTI2cWPgJloVU2B8+aiGCGFYyEeowKtR8qsJrCC3XQOM8TNgoaQjlL6m+H8Z3aHGJ4g8xE/zJhgxrJiiNJOH1z98XOObv/fsH3zoH1ut7df3rpTDZjCaCLqlbLKkTkzI7jZBgBFjcAkXQ+rZZsnSSaMuB+4HmJlO2UKwRHJRt+3oLEpmOQXM+TZM1TIKgTFoPSP5CvhEfg19aJ7z4sfFjX34+Bbyz8fUEmI1EjK28W0gHF9yus8pLdSJKAy9+nXtdXtfZPeFRds4TNWClSDQjtdqmgAN2ISF9YdrdMQasTFEXPNnVSaTWnHeBGBII6e6cQSRFPYiqhvjt2wumDB21wHZv/vH+/d85hXV1RvOfJU8W34sdx46uYu+oZosVwuDIKqVQILUyibihLzW8T3KHX3QNcU68lecZRjWpOobM1byAxlcyyokGhQJUhOHlxSQIHGaYvf0XiKADuSKu9Oq/YSUSSd2JIomWe3A+aWtqQEyJiPhJlxp1VsU+eJAwtzWoDDiQ+gK4sk2BcaHdeAMOXK2X/GeL+769j//0Yr2aNATldyC0wi4LzidvAEwM5FMpp1E5DVbbQlqDbbScF1/nEGwF2q6jAvczOAKZ8QrOCa9hFCz0CT92ZA21fx0+cBaQ00LmjZV6Pbygyf/yDnn/SN67V+X45gKYTC76zlXffFT/76iO/vvI9d+qL5k9dq/ksHl33AKZ00spAl0TjnFr9z2yTfv37v9q0POtIG1YWhCb0DkbJKVDCpA+QyCQjN6clesZcAQljIVd5JMJ2ySRkta8Uc+AblV09Ekv8dqxXBkmOF2u2rStDBsjo2ltx3ceE3qZ31uKttV709UJUWne427NP+nQkPOEs6W7ryEPIbazuKI4D9ywvTNLE6tvtDEdljjQo2MdfJ5zqHZFvWXFfIFAMGYY/tY2cb1yYTzUVq2YXV9yHLkS712B5k4WDkoAkYCYoMl5fT1cs2mEinFqrTfDGMMtWxRW3CYkBqraNt73nH3+57zoXTa8weD/VQ7TGP5fBxa5gDhaSt3wADohLjcIcqgnfKiSmTqo1x8yjNONUt7/TzWmlwtw09TsSVLafXozTIFAY3n6PvPnTCrmD8jjcgLOlZe/BKRGx85G0/r35nTY3tM3/ix9gM/+KrbHU4Jreis173EFFecKKmhUz6eGtzwBVn5ok1YAR7ZU39s+tyf7uodvmp1v5k0DRwzuq3YDNaGWm0ECuSknTIHt0GtSnTIwPIBiVzKazJa2K5opHYk01Q21obFHFOxWYkpNY9811o3ED0hHcLfoaUhdCkCS5dcAAAJuT/iLGK2qF2VyuG2TD2QlGxrABoXCxW3kU/hJv+iQGpeJcnLbaypj8kw/VY6z81i7Ua5VpXrUGtIkKnCleQuVDC5LLiMlVYNC18pyPgmK4X2AAWJHqCLRifk5eO+MvT69aZk6YsASFLjzEUZwDWA1KpLxsXr9aSBxU50dEmTkDGD22nrWt0RENMVoZo2pdn2JdtJ1RiWeuZwRcCypI36dSACZKQL01yUmcm6dPV0WDfvm+KpPU3pmExPlSBLDOb8ZqvmpTMpvsMI8go2/dzf/TPn4s/OC2/1qV9tPx/BMRdC3RegdMVH6637rpZ0cywIXNez2W453EhKPTMo/RsuFFNccmtX3+AXOpb0/8QZuHD3z4d3fH9SVse97/3Ldh8NhDxMRZIOYxlN4hPTUG9nsTamctiT8eEa1iQhuaInfUMktd2mTaY1xCLnhzdFayaEDguFRQBhVeumfhuxFSHfEXWj7p4KB4FS7IUmPKoA1Lj5FSkdbEl5a04yrX7GkMLtVEl+bCEk3aAeLMUWvKcrkM7TENjclFivjMmiP426hNg3rAlCjI+KxGu/Ji0Wrg2Tjy8tlRzRW6wGFRVSK4aFVyyo7s3I0CUDVrLTeAWzvNxWdJS/Icwq0Hw18YVptAS5zTWtBgIMopovzJVragqwQlxZnWJGZhjKtJh0owARIc8kaTtFVXEpSWEBc0uJjZdx/Q6CRTuD/eQ+GEcITa7F+zJDp5SdS2/vXigKez5XpqrYY3o4zvpWVL5nw7333HJ/v1PyOgC+2qjEIcD+oDqRNlsOAEGkLzjUkgsmuobk8Df/tN679hlfTq486TtOz0U/OKaDe8TJHefiYPqmf3np1MarroI6Yno8KhaUU40I4FopMCidS/JSnilLMMPCHjcyhTvnptMG+r9kuzhhjlRyilgNcBHpVQooWCWmQCNKrdXDCtGEQX9XogpCiaumv7H4laDtAKgE7RbuLFA9ITUirOaJ48Hvc7/N/ctfeR8H4sDncTsbYyWbWZ1S1UF1E6BNGytO9TnmWwWZ2AqLXcUyVgGYSpjmpoN11mbCXEHdUb4oqo9/hwwOTsyJyNBg85gHmj5xFmJkrqhzojQfEiNOkjAxbrgkqRy0N7YZdlBjYc1IZQ+qqMJ5KsR7AYolKqKY6MhBtB3gajeaTUl1pwKnD/cgX/MlWfNMkkqOUsUSW9PszZoZcrjZMy555q+jAOrDO+aWUC+iR3TXx/9+25Ufv2yJM14tOo08cYu+SpNWeIPg6k2IyM1EXhrJLn8q8Dw/3SW+1+ufcf7L7ir0r3qLs/a598cnOg7//Oxjv1caOnRjdpmZoaSIBUo8AlOEZajIekrqo1bGN9fFa3USz+T4O8Gf17Q21TDZblD9Am4iVlIx1hBXNQTnU8SRt8XSgqqPBQJbElsn/kIiBDdSpwT8fmRLzZhDlOe0erBQsSA+5l3rvhSu1hEiOGTAoXHXTJCbkYEzewmwMHU5LFoLC6Pyp+kBQCQBF5nZ1zS1HUnxx5K2O7uUOFdzjEdMtKoCHSrnrCemZcnZWXG6a/jLJdxcbS8xpz30RhQaSqZAMvlAq1nD741MqliAbdOCdubI7EhdZg8BrtCGKakQD/E0JVm8j0uSmpkpl22+o8usOKG3aZZU05ItY2xnNRnpN7CqCSeZTib5zJpn/bvzhuvf8ZiT8Gvw4nETQp2r0W/9WTux+VturnEI20A7hqTrZQz+DILIk8H5AANB+2pWKYBBDzLu1hvqPeG2FPvcztXPkJ6TL3ird9YbP3Us517TB9v+668bq4DagRC1Cy6unS52gBMWnJ2FqbI/LZM76ySgiwgmLSgU1mctR9q0l8XqZkBYU8Q7q0h7eFQ4IAOcjH9IpAPaRMxA7CHyBBQnESyaQy7P1iM59EBFkmP91mt2gojEVvOxbzcWwtgSKlpCB5aqlO24rDl3ELduCrOttYdNqTaxxBjhQq4gUT0h07ua4u/NilfvBAlGyBD02BLjk879p3Jlbc2dNb3PwG3sr4uTrYqT4nz6TiyuWloAUKxmBzEh9+S2iQHrml+U4f1ck3KosWH2yujnunjahY6CZHPsrMY13AwtjYt0BcgDBuXSvvQVvZkd95DKUDIEuAzuQ8pL2nZkglYia/IXvSXjXPzuGI197Il4er96XIUwKm1ct+XDb9zZ2zoA3R83CQiQhresDxU/hqJf8cE+7YqHqP+nrf0gEdcpLSslis199WTaLwzRV/JkyfSuGNvwrOedJJ1nlObbVal+563vd/be9M5oek86iyWLcBPVddS9IhJNAr+ZLhm+Z0pStQK4J9ZQ/46Q6pBDRfakwc4SVWkmy5LqMLazJ28KvTniK01DKGkZ35NUI9A78gcfgM+GLSxWNSn77i5JvjwkmaBLHch44T7mMuNUWuqkh3JGW5CyQy+QwhBJ+ZUEfl0tvN+KWuK4MoNL2fG9vhndhmGsiO2CsqeNktSnJIUAHYz9G2plrsh/3EfDrcjAM7SHJ0POohgIf7V636/gu5C+SwJbudIJCd5K5oKTsLyY8k7OVwOssvjn0OGkAIkggQ9Or7b4u9JzmE+cHytNkvFZ0imMbtt37oBrIEGxha8RecihE0y3E+6Si17xJudlX/mPx7z/X5MXH1z1x+12ors//dZdP/jcJ7rqe6QjKtPOSDehhBdCygi3SRdLvKR0UfJsNSBronnTPpo5gM/SdtMmTKb5OSUl8sCTtTDI9a20/WtOnRhcdco50rV6xln/Elbgkzu0IHb/5x4Y8w78pLfbTkEZxqdjDFhCmsOzW1KDMUxQ6bCpabO2i107iaMYM8s0dg9pGQhCieVAONiXhFWvzTwbku5yJNeLc9aFhcvB0La4X5q6Uyi+gQcwm7J775g1HbVlmrye+7wGkppdV6RHv+vBz0rlUgRF0ycJgCCl8WhVSJit45IiMT1UYdClTLcVVYRmZrQqIzuRkWk85XRSclinINkE4bU2nUuZfEdWOnqLwKWUM+RQNBnGTSGFdGkgCynBRXFMN8zhe8clPSs256cNKQY7WSuZJb93YXw9yc5wLdjfWo+rGkm7wMX9MhhfrGgRTPUauBXUFW4zz7ua8O//3qjXBaOuE0WRd/NmutmSds/63QN/uXn9fCtYLrygjl/h6xybcTpnXfrJQ9/+s7/zt84MwJFmDYFCGietpC0eMV4QzHp+xi1iBTg4Y5YlFOHwBRCaApRtO4j8MnVzESB3QnpTrqtJ5daO8aE77r/pkNO53Gz9ytttz9Dqv+tbsuZyOalrjwIuR3s3jvNuO/zjD76wOnLvPXmkI8OCScD4UNRQF5GTC5EdaP25umn7xHO4kqrgqUbl7yh9zEbMPiEvpyhfm9yh3o3m+UsVSMoTyFOmbbtXD2IZsA6Ylnh37DBh6ONOuWALAYIxQqvDMKaaqfwpHsmBGwp8ooEVQ0maBGYrg/Jyie1c0PxGSVkmIJAIQAvhQzSRA1xSjNTJz1ll5aRTjPSDIinVJqa6YYJJScZfap3YK1hLOGLXmdYbJBKxWCr7pDBxpyvIF5w+k2p1SGWsaUbH27KkguBlkMzEmLQ90iNcVV3PdHbOXdaq/ZigrvsN66aLHNynVnIwp46XIbSEcacVVljPAp/r8ruf+fyX/roLoM5D/Ez1h+N5RHtvSDc3fqnW2nkTjHlKW1TDOq5pIpRuCrAh5cFxgnBfqxOzKEOMx8/iBy8A5idtzCLnERKmqZlU8CNpI/YDQZz5GfIxOT6yAUL2StID68TrWXGwa8WJ78isOGWzs+yFO47mXrd89JLP2N03v3F9V9b12vVmrdzwcp3k9FxY/LRfaQ23pXyAQobhDpML8pKhOZHOaj2VJ14i7mkQHzptOrVg8VW9IGAh1qqJdagRQxW76R/TiYD0VoRshEyMkF8rY1Ry/bbY02lsN9aSWCwDZI/XSmOxtqlVqAUsA8RUEqZO7JWoJGy3yRkHInTa6ZGAGNQsL0tmBa7zEhZ/VIKn6Zjv/rAmr3zfM0VWU6EwiUlUjmZAbg/lNmeZ5hSMksD54h8mMQ3BukpMCNrp0nu0Lg0zu6UqjauxWPuLprK3LiP1wD7nsjONnMmDiraLdCNdAFlKxA0DPqvnihk8iuZyqVgEtVIYxdadA+iiLvLW0Dj7YKshhBY+bNdpz77H+b0fnsm7F/wR+bWzgJz7gmYzcDtW/BTFgT/++I/jbgl1aM7qi5vRxk98aGT35ndloknYvAEVBBAEKaZVpxOtCT2RHYlYtmyYyYNV90V1qwGooNJcIXJ+12oBGv0hoMqzxHLwvjifwFM2xEpURkhtvATFaufSnVtvviLI9geb/+NSU1x24g97htZ8JrPhFVcyYSy2X35s+JMfXLr/Yy+4ZGp409KBpEnneoh1IJQ2mnVomXVO2ek6s76BKoJhIbaNR6n/ImxoEm0b2EZwWs26JIm/0igGD4he3cNm25FKFYgKD3CqWreDy9LmhGcjJANDuKqYHqoOJI+AevrFCREkg/B2NsgHwm9G0kXGmRv2qBi/5T4ZvndMBrFiAT2jYv4zvFBbaWqLUjMz1pQZANNgZJ+4q3GR+1p4lgfYHRgjqG6hOv/q/Sv8ydzqz3FIzh35TFHcBIRqBmgBMoPHObsXWZ5NSzf/BclRnBVMmfaKIwWh2Xmtk5w7T+yexwR49ClXQeD19PyMzpUUYzQNaGumGjAdbp3h9g6ucGXorOeL/JA3LqwjbpM5lf19W54ttKql140MHzrvzm99jC4bKXviGedOIIRLj3bET4kQ6iCds9/2F+FP3vOW0Ztm8n57FNYiRDGevA2T9aAZspRC9uZDZUKo1nQUJeCAD3g7SSUB6wIH1MDFYf++uQWP5CrJUXNlcU0QLmNGeZy0OGw1ym6OKjofqn5U3Rckxu564djd7m+1r/1kM/jxP96b6Fr+Y8l3v+exYkl1h8aue9+zSod3DBcphs1laCVBXV0mkbOtOv0gmMFiN9uoTADrNbQ5DHA8FhADQv6NAIe7wogQHjnKqdGSDIQSF5Nbc7sRxWVtM3B+pww9e5WRPuSgjKQkx0E6iEHVLWxz3jjpx99w5WJkRM2p5v06OMmQWrOU9J/ZY/t3Fs3ua8dk8r6yLKsNij0YSP+6PqmM1mV8q9hlgJFulUL7CoLRmZesp5KsaJAKDHLz4BEnHed+b2jtr9LY4rKitvX8yOQZ1mES7yH9UBPtnEQNlMEE7fNrVH2wFwS+N/dH2qTBPhrk/FS8OWICt8p47NpQLlUaqdpuskCJUs4Np2DFkw+MEoQda8/6hvOcDyDqT90RTdxzAhP1LgLoTHNmPDEzeuAFlbHh9H0f/LtiWGHjHNx7kEOps5vx0Mq1Mnj2c6qy0l+m6+VoR82UPHWHMlRKX/1kK9h/u+9VR9IFbZWipag+lgWGSpLcQJtiogZrpUHeKZ3KSC5P7JODtRGSuwD4SMSWUOMehf1ZryylGGlVC6cJvjjSQDI0LrO2Tg+hLO5rrKt9k5PpVpZ8WEHCXIef7V9V7Vt26pVLXrLyzY/c56/6hZf/cWX79Z9TkqZGq1nWXQ1PLsu6M62M+CNwbCahYzWK4sAGCnWjEroEKm9S4yJFLf0WeTZd8ync0WJDll+yXuSVPOv0AV4bRrBKtKUoSxOXtg1amWQ+Enxe0yJz+f2fPyvtCcPdxo6kdmNLurBUoKFJbZXY6w7JA1ftAH0MzWmXnCQHtu6SKl6iQTOc8IpBMS9egeaYlHZqBrkGuMHi6vwhJ/ysS2LuZxSHqLsfkwta+CFsShNxrwdvLsmeL/myzl8lXe2ijJaH5aTfP0XkZdxLexd+6rSEnSXbcqZMBlcah1YNP89F9ReouDauIue6c2NJPvbX0EWZOsJfc9oGMc9+3gW2+Be3qtN6XI5o585UO3X4g7XS9CXl6dF0eepwoTJxuFgvTRrbBFmmBxDouO3wQjdrm1JgzQHJoWRxOR03HbIDVO6SVz7POesfbnyiA35KhVAHHe358ukHr/7c3dmDmwI2JfGiTBY8AXZbu8HuQBrEJ0yFlFdllIVepuMIi77QkTBZvB8FNgI3MAEcSReNq19xIagqI5VBdJVfZhE7bHbptQNK5z1ImoQrWEwsI8YUNykB6Joyand9NU8ma6fovJAZhE/Zv+bty3/vK59W7RZd/m5vZMfljWhyh+SSAETdKdOmyrfkB142g3Wpu1ImMV0Il8vMjpokp43kSV3YprJm8CxJkQXYQjWdztK2FN+4VuQcFmOIAHozlBGXuQ+4qPH+hJj+WCGpez0nFGBW3NOc68z5YN8g/Nj56lgdVLODYnjcYZRD0pILHME72Ncp137uHulTb/6QyCrG1SIG7T4vK5k/fT5x2yjXPcwiO8hpSbTHoM8jhZDhaS09aLA/m5Rrvk5yHQ/Z3yGmsB/rHfTZHjRFDctQJe0yCg92G1jPuX84JOf+6SrSM1tRDjTw5flojAjCrM8Wr5X7lqzsub0qX/wrQB0sbz5dMCtP2hBc9JdvXu2c92Y00vwehCpm+LZvppz66L725N5+Z3Y4oHmrO3P4AKskaHKbWgXjZ3IpTwEkYHpwI9JkCkiQ20lRDA0F309QtsbNAD9k3bFm0l/3rnef4gy8bc+TGe1TLoQ6+NkfXXZH7bZvn9vpj/lOEqa+WsG41IZFS/wUNfJS2gfqN0m8UyPxjWtk3aoksqHk+kg2Y1lS5Ju8LNENSCO0sVgYmUTmC3fWamU2CGFEO1lkFWS/iSPlgStSrYBb4bkEZi7eBcyPul+v2yhbS5mgnu+RPdW0O7hqPQBhVezM/qDHmXY7s20/NcA2YYAKUuRLEVDSJjROBG5fYu748NUyNDMo3W3wW4DAFu0baAYqbif0znWgli9fa+UEhK8PTibIioUeF5LGUFaNA2kcoDKmuBniYR8KG1LC0FSxqI1SpcKkIRtgodh5uh0y7qbbtg1MtHrjlCZJqtSPi9gpN3zmLqneRXNqs4yKDZzh5YF0/7/n2hEAlGrvhFl/NrftTnJqdUljIYwFUn/WmDCKUbEsrqPIP/9lhcZXIv2NnPQ2umWQPXIHtEykhldSDW2DnO5BJr3/BZ2y4bIBkN3bCWPLeNDKYZ1TKDHARg9V1xRl8oGU+dRbRoMVXo/k0kW3f8NJ8pxvXc1uw3PKRtfG4z0QsoQM3+b5YXtVZXzilkppsrvZqMj27duIXgLWU1Oytmp6SclkWlM226bgOKSbAM2P4/pIpXCR6gF4BtPjEywICCPYcLwz+romwgYLhN6uKNJEpmATK08VeeZvr3U2/PW+xzvGX/Y+ZvCpPzpWnf8cr1qqNnfe5LnlPVKgkA602qf/gqdQgCRqku8xaKKkVOtJiNQw/hMZODfU3VV9KtsrxsvRtayDDxR5vTDnsoZJn46A1LBpGiRM+Alf2xvieEU2nXQdranDEmJsQ2JQJB8RhbkTZZOuqXdl09l81pfeZVix4k7JFXJBIpF1+R++Wpv8A+PqzdholgU8l7tDLID2yi2ZTLZx0yrS4XeQLgMEQciyXto6y6nSffMykeUHuJlDUm8elmw2qdwTYkmAJlIKAKicR+MoFgJIBd0kNCPBYlaJ0HXCP1rtRNylQL9NsEufFhpR4ZGie3YmoYoLxKOX1AL0uVNf2yt3Vyelsc23XdESMzs8K5s/foe5dfaQVMF/3vml01lzs4j/nPfAauCscwcsNNxqro3lymfSUkxXSMyKTYbdRHw5qjc82h8aWzQddIzzjQdhYZyKiloZPx1SOBiL5NjhSV1nRdu4K403CPytUavc2d2PVzrKwidAcGtBozUT/E8CGB28FZfI9jXqI8ukMv3+0V1bLpT6jOz4l5dRkDJFtgdSAZosl1H15Ltn4QdraRcP2qeOBT8IJc2X1nGCtbONDJOFYmZO6V/DUiGrq5QgVpbigQTEIBEIp3KieI+fTGVcp7jUyKpzT5sPAdSZXhBCqIAIVLHTD+zZurkT9ywVVgJYJKh4HhuuJQ22bKLYMlFL4XocTkphEvQhMZo9JHmeSnTG7H2NHaeGsVjEXw6M1IB4ZNlpg8bxoMglXM8o0MEDCpyW67O7EDgsGTQOBAp3JPb8FAXMZ3JZGeoVWYGV6wUYUXpIByuJ7thclBJ0nsbMbCD1WY/8ClreAizh94UsvlRL0izukJo5yhGpkIfK1YHUr4IO/ep1uIH7SQ3MgLdMSIWmZU6ipYGrWh0qEZQSgBQqegonVV02apQYs1b7swjIiuCYk1dj3TA3ND8ibUD1ApBiirjWK4DchoyV/okhSfqIVEXfM5dI/32Ttj3dMi5ASnfQS+uMGhiQIzMjwwgL2i15GCtcVycMRJRLISmsvPgayg8FabJeJmmUgmZGGF4zSc/PSMq06+7O5AjfUXIIlwfjxlXrAd9Wnx0xMV4K8XvsSyOHTD+zrKdXNSMuzgTG2eB82CJWJmhNM4Fzh+IFMlk8fWzrA8tareq7qrNTF1RnxsxNX/8wcXUFt7DqpbnXHi+yqaBuunBHUAlw1XEZLWENVD3FxLgSt4KO09gk7iGk6garr8IFwwFSPa4WA4IogjpGHiKcJW4DhE/rQek75LPxaLxHCDU1XtS1sulc9DvnO2e+e964zAtCCHXanVNeuyXY9IXP7fvWzv9VFKrSmb+0l7K1KotHjUUBl6KYlyIPv3aQVDXQfNhkyyKYKDrbGTicNERDGHNziek63EzQyamaY8OUg78JxayXvi2DeIWrMpJdSrK6mwuvoI4GF0NmW+7BWydpfov7qK5TbYL4CstGtbdEJKLZMRf16LZT5CdZmeT8vBA3NJWhHwxrrkGVeiadlWp7WobAJ0Z/UpYuBTVwLkfK+8zJb3qxyCoy9KkyhbTTJPOt9HWyYLF2GivRgRoBZGlqXKu9Pls52XnHiIxvo6KCDmgr1y6T3uVFfM26dToptGWMdLghXNG95TUhgGBSw6exsCLEDJIZbLK0x+2Zv7PB3LV1q+zcfZ/tDZWqhruapgqf25YpFuCyXj4zRr97hJx8JG0XYw4nPyH6CBFkAaZXCsxXQwWKvi8+2weHCF0CfCLFmBWjbmnqFM7s3pEDcn51maThhto2QSL9smJLq0NSS4tcxx4nYQTbSIhXdU3Db9hUbay78k+/E46UhmXr//kTkyZ0dHAjGQE6EHKGKijNXxHbw1DgiiihgF2j+FsiLjjWFBE1UshcbHKBgqi+Qt1oUM5nmV/ggdjtV/4rTHXjzpl6rf8EBOQVbaWB10EKOlZCqWTK00Joj8EkB0+0csEfrnFOfifO+fwdC0YI9ZYSZ7zx0pX7b/+D+tYfZaPGGO5DhHLFNWcpsT+YlrVABGHLaHJyeEgsBi28ZcLJL7ao5dNGzT4u6EwD5A/XsMyaOmf9EJUNniRXrBNZCdrRz4tFrIUDdwuCtU1Px1UDrpeTEusfOjb7MWBFYZ10koEgFUAWE61KvKNxWRtGqD5gGCOEN5BWUO9JOoe5SbVcgDGFvKxaR9/OVRWqFHwpsqv6Cadw7SLPLTuGNUCY4Z9qcSy+kGpl1gOpC2SBPVeYBHiypBCu/fI+ufc6MhAs2OnDVOAXt8lJz3TlvN9ebrrW4T/hs7cCdq1VM8pZ8KTU+Dx0qKXUhU4LXRzFcRm4IC3bDtZN2i9Rzc54URA4DCgXGAIhiX4VfHIRAejlXFU+Z+UcKswhQgllHYVD+MuwUyC32AqbIilLToi7ZumzwLX6Xbm1tEXDwmqeX41MhZ2HYxHUscWjjcerhcPE6XnSNGedstYMpjPGszWbnN1sllJ46Opug2pCAUU480P3xWfpDaVB81z7EW4jPlgZsTLS7zopekWNlVkb8HM1jtZgb05g1QgiuZyXM0dOk1pLqv+57yPnpB2ONlbAPUWdYR0TmQ7xcz1++vyXrkQAQbTm92CVLZxDJyHad+26qYN7D3e1616SLs3MpzowACg6qbg9GV+6hnJSrdEtoQkYExZMhuqAiWBYCqtSUlgeysqTVouQH5MBeqwnoJGw8Ys0R8hhsThwUQW7aEE4ldepharaaFfzWw1dxLi4KbYhcwCApKSrFDYOwRHsHBQ61kcdHB6wSqDS0MKQ4hyPxUbSQ9dKa4JIiNhz2TMGpEyx797xA+aMi19E3m8/4wCgIATRKnzdZV13wkWzsKhAQxFIAxjXxHDs2TgjG7+DocYQJ9uDdgXkT4tlL93fko2QEl74lrOhiN0PY20qXmys8cc8WPEAwjCOip5dfmG3ufv6ndJs1SXDuSDjSh9WrnZw1uSGWAbqVus4OBPGJp50JT/wG+tUfVIIAiDSIdYph3okTUkkSE6U6YztDgCOKqlO5i9X5sUqQtaBqgGJVldbDdGjBokQYpBNR8espKMZuowSo+luvPRNBbsm7uAjXFx9xbmx6HD0RPqglMKn37muxsuMYm64hCIIqVo+/SFJTbSDNKPpYE0g1AxNhZTkEZOLF+NHaeqhA11M5JdpsEd6ib+yO5WexM0UAQaWrvHk9DflnVMu5dPzfywoIdTbc1b91ki06dPv333Vgb+kD72boTUJ5EyePv67EpVTVNfCZctQkKobphTTdOd66cVSXEZu9yQeRo5kNx3PiHMMHDJEmJVMci4q+nHxKpEaj48lxRNz0fSKLaL6TQONCxtM7r+9Isv1NIRKuUFisnY36QyCdPV6eTw05I21sKYJkE5yf1hJ7ZHC4vvchw9LhJ60w2Kft9Y3+f6sUbK2rMdEFBFoENAIN4rSP67KRVgXuhchrd2hAmGJyJ1RsSg3X1WXPtZIzl8nxaQuda5MnFWfqsjmmyZkaO2oXfMiVHU/58Y2syD5etihpkPXKl8OGh4n2tS9SVl+LrIxCkoL3N5JZ7nQ65TgMA6mq+jTCPPCB/RUR8yL7tar8A+YBt54S3pwHfeUsM60KemgFwZEH6wVQsD3UHdow0UGH5NsnTnVYmCtBla3DtOjYvKLh75CrWGaLE4wRYpInU6uho/saYDJEVsnJEZ/U4FTQWQJ8Ae9Iufk3C71hrzKGPSz+hPKhBwDaCx/T5gWXgX9bUzWy+PhQAqnqbKWfbmAd7rnfQgehwOATlGgTskUXIltUcFAwRbwbrqXefKmF4OLXco1j82x4IRQb9M589K/KX3nT97V2vkT0Me9NotS4lFqakExCma5Gnh9xEXtmhxsbJETlOa1YhJtjiAmid+SlHTPqTwsHWtKEbKYy6KxuLqRETaHyWZakTAYbuSC8FTPPntI7vr2IeIjYAL2ZZjB/ep6/nqYHxTmkhJJkRJxcU+xGAg3RpZn7ykZmRrA/fdWZOvVIquY0QEPbinpitQytl9bx8pN7kJhQ27GrVX3E/qaKl1dg7pGEUO9aRYlC7o52ZRdG/Gc21gU+KdNl1YVMDaVjA3KQYg6KHdcu9uceP5KknXTBM6AB1iUXzhUAPWUXE21RxSCasKuOe15S+XGq9lbI9kwnVKQDLFhcBD2AM2WJKd9Y7CE6sbqEmc4mi/TMwFOgJAmpL+fcAsvIuUhgIhGEYfAxdIqkwD7zuLmEbCiu+ABx2VMykRXMCwejI5FB8XZj4xPL6IbEFeJz4KkZuzxdhCkJN+1el9b36siUHBOP8qfYiWhXjCX4+OIjdZ/8bM2ptJ2/nic8caq9JNTntb6kgAAQABJREFUzQAwxvPnLTOg1hal7WIVc10p4xHCCCEMW+SBuuiQYmYvkYKP++xS79hVl/4TrJz39h6IG1zh2B0LUgj1douvfEN++0d2+J103srQoAR4JdA8GvEJLgMTlo1sYblnNt87KwPjd0rHBuK1RIm/4+ppLpXV41GjQ74fyeXhITAoVV2cqpp5ori+MN3w/+EwUuZX7MUlSkp3GkrSdLe4tK2g271c//arZAdvP/8lYk89z5jeZbieehZ1efS0OFBKG7vvhilZz1rOl8nHAaDOTNDAqbdh+05ZDr1sms9U+EBchcGngQpUYbMXtqbhFJDRnjRCNcierSWtj5Ucub4cbq6ikFosixGl8xipGXRQZSSQ0l5yjrkuYlxSEVRcPOYRY/PgnjB1KLaw6dW9xvSMaId/rFVoC5SFtSCMSxumjVo0tTkaR/FN17mCGJgThFiFIrLF7gIeorrACCLTmFQFxKJ3ECCVLT4ca5R8FnRXmQMqxWhOPUf8R5wIPXM8/yrq/E27c1QbdKejORROAnZMS8L0XHxnTBFBqAofX8yXPkI+oEZ2zpMwij7r+NrkYgOYc+hLlCaXxnlipy2bS/aYRgX328tq/t309BaM18l4Ujx0AEDl/YcobKQZJY+fSsNnN9PtSt/aipz+B8sBDI+JC6oT8uCxYIXQcc5pR/d+4bzxGz77Eyn5aWtLhNJt+ntSco95g2OI95aS9RuyUqG1QkfvUhOkanhOqiWJ46B/k4vAX8HDp8hW4zrVljzOWNsS6LD0dQ9AI6WxyF71hftNbZPIKVSb68rQSh6nlNKSPOlzD8o56842mc5ZmC9QyiBjYwhZTmxPRnex5mTD7t0kpqvl6SZlXMS3k+M1s+EFaxASIBNiNxYWrqFeGwvKEE2CmBYytnbAhpUOYwZXKJeXydFZWbmUNUL2Qx+OB3hfRDPD6cFJAoDCnYZdIltunpEL153IYtzCemX7IrUuD7qhR77zIr1uEC7dv6XNzZNz7ViNfFB0G7UAaYB7m+Os1pZW44IO6trU++JLgzjtGocIxELAVJlsMYvzO8UIsOgIq5ZvqUOvuUt4SGy1BvQB4TedIxZX8xNQoqUCzRdvVNl++ME8RbJkUKMHxIrYmLwt1kytH13A0Q2WWN3VukTEwLYoooK4XqNLXLtO7rfJ2RSYU/3D1dMwbhi0tvWhKzmhC93J2SmOtFaCkAWrTyonhwKVTqpcipzcBVnHxUdBADHxUGJFg4taHHBlyYaDctH5Jzirj00M+PBJ0J8XrBDq4JzT33T7zk/93lb6Lm9Ih600eD7sR7Qj889u0iSpQ6oTGlgGMcvqsFOgULmgfFr1htuBUqOFO/GMxva6+HnAMbA2t8zQ4rGi1oWUNDu3NaVIvNNqkQpJkS0ECDLtjPQHaXF7XFtYdQKmhwVvKElnscbINq5Xo+bIwV0zpj4BkySZjwGEtnacpjO2bqwCPQNRQGHwIRYjAIEKBoNR1IHzBFqpz14XAScsjZMWSTq2ARE83aaeSWalGxi4I90FwKIIMQsQKz9eD2XLjXvkwjc8lwW4W9eyapeHvnOdB3+PX1Zj3aDXop09ZDMrxExtF9vnaC6Gnp+ASLjOvF87A+jb4w6qujYxisyhCiKwrRo0oRBY134LRJRSef6ul+E28Ae0jpJnEveOoVUQLyLc2pU4FmRkkVtmAuaUxZwbwXv4DKdA4Izn86ESW6LVyvbwaAXOqSflaZhGtFHEIKvtI8nuQnqAlofiBJLjdKSFUEychKakCnIp4qJxIT/qzTDWNlYuk/YkN0Rs0QE9r6C1myjrsAlfHI8Jl6StxAemJ2LDUbdjVVVOefXa4yWAOuM6iwv6WHfpZRfNdJ5KKol9EsDI4YTUHYXokDPEJ1g20CNrluSp+AbSLquLRL6QtgsBAlglFoqljietVhBlTko9BaskG7M7lBbpsFiWrh+Q//OBiyQNoBpKzVRrxJVpBAhcIW1q8pxXnM9D3iF1f7/Ug4p1GUeSxkxpr8f2ZFfKDdTW9ZJHSygkT7oCqAb6m27qgjkFPW2pBq+oywOglKU5L1ZHaVxJmi+pK6rWhhp1YkDOm82aKeKYQjGUnmxTlnEf/WBR7ClMp7K2rMp12JWpoizHVR258TZd1Co8GPa5x6jf4h91MbLuI1y0+D30dWlkmiazWoTOdkaBlCQuL52wyf8znwpRMVxylHAFYPpoyoKxtwGWsy49yfUCrPFsTxxyUSxMAZpTsEEqy9vQeigHqF2Sx9UbOouLsOGqpnd0cBoRaLojFha9BBLNF6sPRg2I66a7RO78/n4ZvsWRyU08m7EBkf1dUpjtl7429L9wmemC+1q0g+yb2EFquAMPIQcoBBVYUwvkqZTAlAQg89SLwcd34rCkJr2roMSt5+EM4vP2VRC8cWk0ZrC6VEgmC7CloDoixCmY+KmVG6y88n8NHu+NZha0JeR58cBOqUZbvn3hpq9tvI1lhHPG9qw8bJpEVQmo8lAkbK1UNpXNjmzcW6HEZkLWn5GUcy9ZhaDoCUhYk7RHdastiqucgjhAh4WD66Tlis3GGC6Wld+/9FS59b0P2EqlbDIhvS7TyiycMLIWgaRlBDk3Hq5u06WNe1mkpA4mtrJK2fELZAJrByDLAkiQzkgQFzoadqgCQNCAJHG50AS6aPTGsIrETLHljCF1BGCudIsNS9EWSYXv6WadwwLGLiLmTcGlZBuB5DrdgDSGNA3BHuJ2RJlyYnX94vPrrcf/6cVij400CRaDuBXjLez0gDVmTw1SJVLR+A3rwo+wXHhdzxc7oswRebYjFhGTKV3LcBD2NPAqepjfvGnyftAMegWpEuIcKlylmkTUVmohsCi7h9cZGONUg6aj00GqaeR3rqnVT9mog24fNFTGd0Z2lSaGUoD1q26snvPnB+d48CCloX4+eRhFm7UzAXqWecKC4wkpEi39QNGFOueYgsJPqQbJUUAZ1c3cQ8D425Lq7KPn6QlN+eObsigHBnd8j4fd0PG98NFczTn5NT9bfcGrPhd0rTd1XAcKz4j2jJoUGsuOmyT1bKN3Grn9SzBVfkia4b/asv96JjyxknWGG8Li1Vbq2k8zkeVDoBx+i+2ieUY0jyFcAvnMT9ri2pac/YcrzOHctDTCCXaFnTLOUqRrFTaFKoU4bsCt02WvPTiRXNl2/YjpI270oJdl0PZL+VqOmzQItzWjVoiLqDLQNGAMOOACxb4P6ldBIbUIWiupQkmtMERmcAzeoinNDFZJ5UvXi74BiY0ZMhBcpQtOaXMS/5nY9pfNJcswXvMItRp1Q8WeFDtcuh4yLA2fdCz4ejIxhiZqW9LlCA6CgQvPFhJ8iDgvg0ufgCXE2GDSy/KTEWAapEHrkozmVFES4KoaJbLocSdhPAxvGiE128H8wEpSKdPEfOx46kiPrPEHXWZegZaqKTuAE2J3BFPdYAbGHMe+Ch9RkXmsQ9MaGVQcbqQqOlx6LWhWQTSUvHlLmJqlFWPzk/W2BTHXPSgRb93QR9lBDUrGcsW8TZ5wdvmpEkC9q1/6AB/rlp/K1zp/6x8vLaeXjQfpokYa2qJLtWkzyerq6OoDcO+TDLTRpXZASptFbvzKmOz5zj60MqgbTWdJRPEsuQPCcN1uUIG7ABBA6YRUMQFdswdZPx7L+Xk59RUDMpuclP3l/TL4TBYSTBeVCrUsmifUdIFWzcusb3fdxiRCvsmTcyum0rbIebsRUnZKg/qFJMWJb6JOXU+K5uCUxvEpH9d1HT8C1fTA+grF9/YDfgA2ZFlIWayduoFzAZl+HKHluikkuhN3uDmFFdbx/Px4jMWKcHDfyoklMSLpXFrz/mAdWnhrpUd7zRzYxxu62MAmrstQGFI1guIduOX6XtaJspXgag6dnJD9yH4joB0Hk6eb56jrRyMuWh9CQ8CVntgPYovPQl4kVh96Lt2RV++b0XD/iJrab07fUgWGN8IUMEEqrBjiWK/Es83vOjf6N314jzg4DY8C3Qhkp+NDfWh7FG0xme4ncFmJic2z52G6ho+rsDqTqoYbyBzCmqGdonXWPWtafveZXU+FBXzwbp42Qsgk2RNe9sdnTSWKbhlT1mLSYbukPWhsioB293myAldJ2fHLiqusO7VEvv7hafZaAFGcQNtBiI4UjK5B+2cBZLJpYgLiICBBjyS5w8IOfdCVlVVZ+toTJPeMjB3HdSs+i8UU7mT5AxBoFMrCcbWPDYZi95bDhs1nkc9ecme8GX80iytE9sQWUimZGuePuuKJP+Ku1boCNJHFwTqLFb620wdiitNqIW5s91LaX3BLkPN0Ez9c2TiuirMH6urN+VHEkIAUwSwIJCvvYceDv8wJI+tXZZTb5d0oAkaPB2HoeIFgRQCOSl1AHPcfYJwIKcoKLkz8ARx3hXHhVCpDkxQbisEh59e/DsWA3DYAqBqAG9qoSxVDnI0A79cUQiHXBUcWAVQiuh4xwwwhOgLMxMpQZxJkuKL4kx5qyRBoThB7B9wX98BrsfA9tiVEacUAECVqTDFWPJU2KbrZFVbC1BlAuvOkrFoULnN9klps+0hvv1bLBE34Hum+es/ZL9kmv///LdGmXvEYnqJ/HnxoT9Hlj+6yzvKXHVr/3Fe/d9x0uq1EWuMF2guQGMJ1CtnLroO8OB0rQdDyJkGFeyfo5Nc+skMmtmDqyh1YROANFlP8SGF80L09/kXjCpq44a20bL05jG80LGv/8GwzivzJMlYsXcRicjNCgBbHt8VKpfvl1p+AbPL4Uuz3rhYyTWI5hVBlADJUWCfHEMIa59X0ANxTFpV6lPEiU4+JLxZeTF9TsiKNnrDSNN9ctopzkhAHOo8lNTZ2alH1szD/1Saoy6oA5CMsIS/ER/xc9X3YqdjKRLjxTBIbmYYxM6iF2xmqUDPQ8VGI5eT9HT+H2wlti7HzG7shcaskwFEDMUqKFyFel9hVp/P7AJQ3ti9r6IRyDW3Yq8KIM4lRxY1eggDSARxWOZaKmI0bV/uj3+cOvXsKJQCGyOuhW7h/BqNV/Ari8Lb4Ho4I4ZHP8O1hrqlGrTpS5c3qZqbgTJJcCcg0iHB2Mi6vjtPSJG2PPmFdqK3UzXhqIN5y4oV75DWvPe2RHRR+fqHj99ORGz1+F3yyV0o89z2XJdZfVA4KS4jlqIpXZYnypq2ZdJDioWMFMoIw1cdlsLOfba1Tcud3J2hbT3XZRB5sFNc0VrA8OCIZtpHF5vhxfV4C9pi6fOLgTvUckGf9EW/pxp1JEFdQp5dQxIDOTRQ8SOlQy+68n2VEyKNflFRgEZXorIhnSvNUWEsWPghpANdSOalzRlCFAreWQDEOebiELlKtYI/Ymz2g4e6pZ3FO1gkiwF91sCqQiAXuKkl300YaiSdxBPjTYx/chC5fFh7CTeiJleezvL+GZYa5RaUI51fdwN+bCvAcJH/WhlaD/dX0hO6boQKogJPGpmCp8VCaEAxOvxDdMZSwtQ4f/0Cr5rGyxGIJADCvI5KhM9geajUXSY1wI6RodCx6G/o9FkJddryAfZ4kHCWVyZxq0AwLCmHU6+vftQp/ji2D8MRn0ZdjX/WIMOo5UHz0Ls3Q4S07xI124ysXSsQY+MVApjTSVweC9u5AqASZKfY76b7g5Zvk1a85YyEIIHf0oLbRH58+x4Y3vKpv3PSYqSDlhiz25gwWBzSxq4/66XDSbnhGwZxz7gCslQNs/5WWxnBBrvvyTusfJBHvLwF56EDw6F0Dy8KQ+9L+iiowWgvHltJYwxm4Z0058XkdwJHakZpEFpUDqrtj1g5e4PQu2DZcVl1TRT9z2Iu0Jok13xS/lX80+12j7WILRgoEAiiMupQ0xONE2JfYFPKNVaIxW4JrNKRql28gjcCmn01Ljb8KIv8qK4Q8GEszXtLofkI4lVFe0fV95EuFTy2lGs340A1H1VBg8NitjEXdZIz8TgMRLL9CKoiqUrxg4dD4hs9o+3m1fClex87TRVvZR9o1Tk1ihn45q04blMTatpnsPyj7MgdkX2qn7Ensk7HCfttYM2XNbw1QtLyfi9I1AEv4sLFxfvUROJcCpQi8TjX6DUFmLHpd1KCqD1QXnwVOiwc/p4xUqagwojZVOLlHjVuxgHlC15X48D3A0bkKj3aWnD1Eeq3ogCTPzBEHs5tGG2190gWb5DUnnrNQBFAfkqqcp93BBPrR1i+8bNsVH/1eamKb9NP4qY5Z6EKRv+TFvZC7pqgWsLJ0+Wlyw40TbNvO0x3zzFf//n550z+fa5xlcAj7WQ7uNKRuHrZyK5IwRljVLmTILDxKYQNP3NW4/YVazjDwbavVMFDuaRU1INf/13ZZQ1fCdKsLTe5RMJCEM0nFAtbDV7oHktiXobrjxj3St2wtczxBi2NcJOIRTQ6rK62uV4t6QGQRQhB7/7HATWfaFM7ukYOrDklp5ySIOqirSw8ZuCztJk2I1atlMYaUH6w8kfMiwA8D1R8SPjX3eLzSLtOciJynT02g7hkxvkvMyUOIQQNFBMJqaT+RB6CYvn3YdJ9yCgltmofgTWLwYOZ0Ez+VOBVpFXLzlhdVLJKppJz8B6tFXtMl1XsPUIAB0Z3iXfinfIjvxQP8rHlC0hOYYbZZ4oIwZ5nfNhtMZPi8Pp8dd26T1ihvtZ4SeMFGlW7I5WJQSNUITjp6QHcsV8vPRHFLqowQQlBnZe4MrFvCpozUTfUwt2nANZBu3ZUDRoTuwufWp8rUAtLrx+0wvc971QedF37hXTqDC+lAHT09D2fDm77ff+pFsJH7eRQkvXhQUbsBMbeEQE1aLz0tuVzFX0lLwK5cUoqJpbYQdsmn332n1PZgmUrsIQGNWRF5Vb+qV1Xbq6uo2jcECbR8ERehmdXasAaYKmXKlEH/aDDGrky6fyCMGrQ7ywh8SHU+i4dz6ftpxSXlB1gcZSTe5MiAKUKIEGM9VUQ05tJucVhS4AzOjksXo67US66/CLR3Fa0UyY3quRJIX5INVQDesVIsdFIt3SsIgtWw6Bsedujy1S89PLD/uAI/4dqu4qDcdwsywjAjhLuNf9q2Smy2ZmoHbtw4PjD9fOgJwhixGgo9aliK4IUoDgW09HKBJQ/oHQb42C358xj3OUz+acTma3ANsI6SHyZdAV8W4rnmZOOdhIFiXYgMWgTNZEg22SV7QbEhuKFecjr7KAS9DZ0jnQfcXMJvdB/fkD31KXV6OdQWJuknlO1ljL38saAo8RilkNPU19fxYhFQCuMDP6TvUDFwe1aY4kWv/t8LUQD1fnRdPW2P7pNftNrvGZJmtqBxCbOu61+Nu7o0PnzBmnfqBl3kByHU0z4h7AZjKciVH35AKjtpYDdJwhuEjogkTuwGMcdUp0MfOALJ9JAGIyGsLid2S9kYXq9svH0s3kLBabMJNoBLCv8SWYoXCcAoqwYRYNF4UUH8fSzqexlYna3eCYxCqiNoka0uHvvv8T7kKdKKAf0IAqo8z0YA0+P8Aan1sQ8iqZOA/QOr0MwqCE0LLiQdIQEzKc599no+hFbAODz0EB8mkJrGARbm/KgVkvz1KUd23o3rR2tE9j6EtENlh3Z4YxAuTak2fuFGznWS5MPB+HShdvUjcA0pbrZtUCzGTXEe7+c/newUFh93XZIzaCDiaOJZrB/aitdxQ5k81W9MBWpKO4RjMQ0soRblX3vuPWzvuJ63c6XY9VUX/chdqKyBoMTPhpoHiulVafEgiD+JHOP4EvBHCutAYBUF7aRwOFFx2z7dvvH5U45H8yDVaZFpJ3Frzrzovc4ln/+nh+Zogf3w84e3wAb2eIajvWlWvPh1L5k0ffB8O9nV0MPdobGg36IqGseJNnxpkM3zzlsiPR0IBZo82+6xdjwr3/zYVhMe7rYuKKru1z5n6+jpTe7L16CIQ2M3Jbpp/KYWUsuiapO+3E+pUdAghmNxZPl7hr9BwUaR8+RVcvldJZJddqXfHYI4sJ0FOsj7oIOBp8axitZG6i4uCKJmGRSaj/Nj5LC0jMIvTMvJL10jtQGsbnFWZoJpekiV6OtClUUv4c8zcAH7sD7a1Cke7BFr+DCBVDBErS8tHcXL9cntNxySAfRVkj4zFKLAClAi3RxZWgGrJLvobvnSXWRjliM83YBHzIuOCyWhN6bzociylvMBdPCDNrKH0M4GMBDz0INasKwpIG2SpG/U+8KzQCmpVVMl1G5RP1lx5aarIISTWUjzmqaIlJw+Z+2IWfVzXFHjYP3JYYxKXVUrST8K6R3Ei1nF/WuHhBTUHA9QiZwOJ1L0ijcm3CS1gE1Q68xzX/tPzgs+fRkfXrCH3tnT+nBOfNs1fWe88r9pYkdMALcUDncbHwZZgJGCC8VDyxesrKVKdnkh7v5lUlGPeOMF+da/bDXT2xACqiVcoPl4z3YkQYVCDZouAEjheGV4OypfIHeTh8oyvh/lT94xBVc0h5bnyri24IyKXvJfXIGAELLM6VnTlukdo1K7+QAbG/EZsvbaX1QbZShPLebRIShzgMv/T957R9t11nfez37OPvv0c++5vUmymm3Jcm800xJKwpAwZAXywoSUmQlMhvDOBGalzxAYwJNMJiS8Kw4JwQGWSQIhFAdCDAaMjRtusixZVrtVt5dzT6/7vJ/vcyQhjFnzR4xlKdu+7WiXZ+/96+X7Iw7EeYSIY3oKYfTy0Fz261eZ6r6yKVLMXa5QyZNcMskryXO+boT7nYLeIERtZzFf94PuRzYKdSIsKtNFc98/Q8YlHgwBC3V0EErC54tDu/Q+Yoq31qvmu5+ZtMtfo1NiTgQNpg0qvmMxqemF7Fa00MEgH40qH4f4xsXEaAgpPQGYFh2PxXA6wilmbFJmqD5EMa7SRA9/s2ymHiSIycfxNoNW9Z+YUP91uU1+Lk8cGcX7o1Cfa6MzCUOnBng54zBnBtOX/tGwvubXSdoiimyYiNGNgk+OBiZc2up7xZv+i/eKP/nN08/j+foTY+j83z54882fb6xN/qbXKuHHM4BFI0ZBUpKqKVGFn8lkw1zfoFdcXKKLnZwt4bRGKQxBWfTyTBPauWsLwQakLBPBlBYQ00EEZAQgLtVTSYqLCckv5efrZv9doRnA1OzBvB0kwY5ykYsGFbAf/zn5LQZEKKP3BMwb7p+d93a89ia03Bq8XBTRUoJO+6ryd1ynqy0UGOIY3gqJZRQA/5aL0dzdb0Z37TYjN11OkzFRlddOYIYtQ4jrXBTUboU7n2FTzaWCEpH4WPjtT5708ocpJiHelACprt+PhVlwC6LENBL4ai1ArYIkZbngJB2dnAbsjYwaARrAcGEAbl4qnnuUD4sH7TSTrG5p8O4mbcleshj0APQnv+sHpWJhpxl4nXIq/PKnl7zHv85t4XL3dkaBjI2bjAJbaLsUTBzVSQm6IEV5/Kf8dJ6HepRyY6SXJvgji9mbLPDYwPERBk3EMnaEkJi6AzU2L9rjBde9+n3eq//8eWuC8ljObKef4JkPzsdfvC0vqg7d8IYXbwbbQPxKNtoyRWVpibhRKq5wOVgwuy5P2f4Ulf7UQGahsEiZToDJQfPt206SrO7DdiPw4THLHUJTJYtoSbO6hPfTpnEXwItwZHjI9OKKRJi0FCNyp8oWaULVk+oIl8sXK0KAzj2lGz9seLb4KAHaT8/aJhVwlqgkKhoXh8dPFBKHBq6HFyF2jses5Tx1BSYws3qR+HvIpN9wkgDIYX6eIBghNTIZMlRDIFTikGfcJEQKaxvm8NcP2ich/NgKzfghMyjE6C4lKr+ZZdAqkYABFbLtDzJhspg1X/vYolnfP0hQaRfZn3FaqfogdvoOYRSXu2Od8veQWTAYl0eziuFUoiYfWyVvLonAvWyuNGx1PmXu+cySXXmA17GMEq8OgHWORUL+FDdBpd74yTA4D0CMrNQJjCiLhFxuGGbJepgJ/gAu0iSB2WfSFPFqtGSkhvaMU9gej+JTBz1jJvXjP/db3ms+9vvP+FCehx9eEJpQz/X3b/n8/Pvf8x+uPXbg3r0J21C6l+Y2wuEMwlSfnk8eEVxPZkhkwkqx4tUBI8olh8LlkxXv4KGCt/sq4BQHCCAkpFeorIdRlJdTpBTn0muSx/LpFYgls+bJe1ZMQG13hjkW/dE2CPdAH2pf2MHpJDSgz9/YmmgDTDd0c6Xsm/seOWGu/zfXUBWDjpSf1a6H9QbJRLk9tBYpGQ8DUhsNE+KXqt6SRjsAhAkZkd6op4peObEO8ijmoldRPh2i5VzYz/BblzncT8lWzGum5cZbE+av3rdmMlTk9dD5kCBK2xNPeT2YdgEqPwpgQTIOOjxFnMqpSbw0yBuWiNTeccc0pvcUtetJr398D/eSQs1hNipayX7Sc7AF99L1mbGj+UR9fTw77AMLk3XWM2bykbL5+1sKpjJFhmYayPtGGm9tGMElb7zhZTgVuguBRoCoC74Dk3VrW5sEnoIcafztsGm2RDkUGhBofTx/GloU/Y3hfjAXmUKJTmqwFbzop3/Le/Ef/wE3ct5sFwwT6ol/4BN3/m28+NR/Bfw1xgQZZDZz1MkfBpp3iEsCL9loCl1HEDJeijDnM+m1GXRSItix7eoRM3DxMFIW/0fmXRvEbCaotPE3FEhRsXOQIBEBflBhcsP48+kwU4t7IzmileU8rkiAUKbvGEKiQJioH0BSkKJwRUmKh5EUph/QM/fed8jLZUfINVJdMgaMVQtNC4SblIo6ARwDcnksPikBl65WyF1he7paIX+Bs4tvUTWY1l5dKQuanRi3IYwYdYUQgjT5NSKJlXHzv97+lAEQIOyp5zD9GOuttmeERIqTD6XTtFNS6QI1gxnizGIaDcjPY5KDbZGmdq4yG5pZxnc/decxIsrFMFqNemkaa6lqQNUBmE20kx4t3QDeXIKqm6TJM5Pj+MPr5si3C+avP5Q3M/eHYYrnnSj2Mti1DxalIQ2ti+vgbRlMYY7CW+hCwXp4lMG5+VVYM+0oJaB7xkygQuxhfN9kvhS2C8yKIBYTxGt+POnXy+Uw0dvXiQ1u8WKv+Nk3ey/8o4+dN9x3aqGK518wG2ZMp3PktqvnVmaOZxKgXFfRgNFIDfkadwQKM/nJapjO0YVKUrlYroTj6R4bDGw180c2w0veeiMUDJQ6WgyF5Go3VECtWkqKxWCEqm1iJsKmZrGYN70gKtgeMEZLVVuvMr8dX9OlJ1BLkm4OnhPNQB6bYFCFUkr8n41x861PPmWufVPW7B3dQs2lEvdES2C3Nn15iksIcFuelwJFylFDml2NTIUpv2CjyezjG9dJkIhv1mtWOb+o0HK5RgwI8KNPPmVu/aunjEZQZ+pjBGNYESysYJEKwwH0RxFTtscJ5Y8iXEiZoHjRpOrg6O2o/jVOEQS2dwWdt1I3Mw8U7EN3zYrPTJQILfEcoDvgR1w1VsX0rIpZpVKN+JGJ8pAynHeICGsclG++c69oST7T3SgwzCQCuqUIRhHoIVjELbEI7gs8G3BlAZMa5H6Yn92MrNe82no8Emc2N8fJXiDNgRVLO9XAEIsdM95lL32jd/0ffF7rON+2C4oJ9fC9i996ovyt935w5e7Z9/QHVao9G3F8PKb6tpla0cwSu7b+AHMURsKwWKiaRE19f0juAwy6BKrFpPDFyHUxZhrCxn8RWgZKSHlAToMj1LTXvzxprhjvtSNxTLTjy2YzvwBEA0eAYQqNoW26pmHXvGTWDB9kCMRUm74FwJ1gQr954gtEOjfmwmt/djvTho/TH0wejCBPS3k/romNBytwomoXN0XnVJ05lif/wTgwqb7XmHmvRL4aCaLpMVs+2jS33/aEOX435ienSjV6SaUgVATzDt+oLbKPQEyanzCAcpqyLhECnBD2wFM2KfyyXqUw0FB15iN6cZocwSZsN+NhH+GTRpF8XA39JxBWIpcN8piSW+hGm8IlxKoWZAe9LjxbmNgjVcOe6tlwQMBCzFbtfIwjEnQxAl2CZqxgaxAWA/qRCHeYHYtbAxIjtaAU/OXjTdbByAMQm6iqlTkCA1YJavnp/lb0qle8znvBH99xvjHf6fVecEyoG0u9/L2/U/jML7yqMf3A1a38LDXaaBAvzLqAAkXGHjPlkoOYQCCq5Y8tu6bbKv6+mV004XjVRPoJiMO+UjkEF1QsBQPAhWgqS4tSTjmqEUwyNIlwV2a/VjcKCSWI6rkwvfbFmsQ4BE5BCWv5Op7NMJevJQ+SYMzaNFHWr6zYmbkVs/P6lLnsmq26Lr7gElFa9SLIHuUMQPpF0VpCPkMKsBIoXOFHzDnVW5Y3QLFOZCkoN/aOjx13cIlJ5a8B+u6PTAggm42oL66j+gl70EYaqwF8K/pQcU/pJZ0StsaUjcLlKQ1GdJcjsGNrDG/BL3XGdWCTXopIMP4vGDoeUkq9hCxGMWUZEHAy3Mz964GjqIHxwGpGu2GJECfrmt1iwB6eSQ+xsxi+XIz7cT2H1IGG8F5uGyhyOVRpiihohEKASFU4+ggRG2/VaeimAdEPMrjoPfnoi17/Ku+aP3hId3m+bhckE+plZC573UuOzU9tBo1FP96pVqAvRQsarWaDHt6K9XsCm9uC+AYOr7+nN0wOIX6ZugrPQVMoG8nlbke4C3pISyhK6kg2xQ7KU6kjuJOydYKIbbUlQPxM+YESRVSS+mg2NEJDRMZ/AT2LXJa0Nl9EYhuMLis81jJff7AUPjrxpN17Q9LsuWHIpMfw85jp0CYR39FgF+XJJBRQhQoZhvWOrRW5Xikazj9atoeYWTH1FGkz3maM6jND7i8FmVtyn9h3Ts1JAKXp3MihZqNAIHZDMEzTZXe6OBSR1JgHp8VdTQz8rhTLMCZuiXNUYUQaMcKOq8BhliMJed1/iqIDOI11EtHkeEU01Zsp05LfODf3IROSZwLfAf/hATwMhimCoI/fEwyVQUcjT3j+pIl6tiDgaK6mE4KHSfqFNjUyk9ZLRMGSog6OwaekO+L+yI587w2v3eVd86E1ve/zeZPIvmC3zgN/dPHCnX99MFWaJu4HtDpqAWWF7+YzBTgJ4BY6ZttVxlw0Ycx26ibNcTTbMYo+N9EgmKX8p+4JqA0FpOCI/CdoGmLukBRW2ZrXGDXfeP8Rs/XRdDhcughzSp4VxEzdqfQWCDFoGhiHom5Q+IilBKYIMS9RTL0OJGABzdzCgWozpdfSS3iSIApunR26iJz0To6XmIR4UVxg4VDySnXY+hJN/Xy1+H0cmh1UPKQaENbNEOwAf4wIphgpSY5TQReqVDEPKWhPp80A50kKUY7PefkUDigC7PjUrRdeUpcH0BcwEMxS4IFVuPcaeqgChgtLAHENpuRvBYykxcSsJOmdmsOOdkXeElouXOyYjyvwHFUQkOYZ9KKA++HRNKZwlECMRFQTIZPZhpM5ShVAD1AUkVVWTRSUKAyTJMHbp2mkDZITaZ0gt23Be8EbLjvXI7V5FM/KdsFqQj0d78Z3H6l+9hf+sHa48O52ueonwMJAqtI40YIcqn4rzcSf7KHQDAPmJEBYhsQ020C2UaWtEjS1NgleTzMnsD2l3ZDMCkPiYFH9QaCGQuJCmNmKBfYkGoFSNuUHVYTNBaQ5+YmDp+oUXC9MKVLSdNtQNZOBZoXL0kRNtBnI3GYMdRM4jCG61dVgHDlG4GiBkjKEv2Do1ZQuwk5RFZnm+luoIVUUNNrsIdAvMKaS9C/XwtdDE8kEpn4ZazlC+sSCnUrCgs4eDVnh5jCTYQzxBiwLHyk9x3VkBAs+XrJZCQgmD2NeatIGeKKgClpTbNbDMmZ5lBxdW5FRj/gIeCEdHDkgI1wQSyYo/jGmbQiMP4EgzhcjEoNzjjlLAQDXi+uiXKWFjerFMdXR/mYQDZjm+UdIQ8DuEnoRL8AVxytn8hkod2FkYJTWicu3wIDc6YWxXdBMqFcUHx86aWYYxUuFDKFSAixe0KCPMII5JXepWF2w8SqgUOQgagyPEfoTk9TgKiKJYF9WSzAaDhlmJsEJiFshBSWmITQN8ayVWjab9ZmsRj8jGpB6HM6tGkvpl66GaanGS7h6/A28AhTPzHP+OYaJBzHSdugYigo7fFEy/GqSZf40rhCBEuUOdTaQ2UTheJfcAwlu8pjsAa8wUpiCggYE26QmTYEV+AbFjaEJMycpmh4g2z1Mt38AY7hBKxwnLa8JwsmYGnZhBokOqF2fy/4m/yjlhUYVkjlJA+ZlgH3K54LwoOIlAcQ8/07PMpCqMjthX9bnihzQdso5qsZbkzQYwqbSBEQG7wMNqHgOpgFmOtZB0LRpRUEn+DRZ4qGrFQlUbZ6R2BQBGFaZRCptnuwdtOaqaz7v3fQ3FwwD8iR4vxfgNv/QJ7euzj310cjak5enFh4czbVWIQC0k+IPMIPQgVQcTIrQ4aUk99Cvtw9LB83ok7RWdK9NEEUhB1EoqQOij/pi6lCKQlTQoPW3pZfw+GOh2XwcYnnUMhw3Z9Igv2nkmK9aSULwZNIIUFBXCWFD3UrFCwdYn4PTYs3x/DrzJuh+hxEdbhnML3eK3ZwuEgKbe0nIEH3CF+qK84kB2SeidULQTY88msK4+FlR+VpowKw0IHqSgC9jx9BoJBrJiwMRCoGLuTmxit7b+L41orL0HNLeBFfxpKIEYMhuwrSacsRn7Kv8nKqRlEZXZBbTE2+NiS7sz56cT0UDEgYIOO49ztqwZzH94UoWoTPYOmunGAEwIEKpoIlfTjtWTL2HBGKi3AODkEMKK3gzCAZEAoJQeVcYmha1mG1gV9diuVYrt/NEs2/P1NiNb36nt/XFxzngvN3c+z1vV39q4dWp+395aXbylrW5p4Ly8lOtTmXBjzHYM1lfNuMMYklj0kHZeq+OkGUuuWoPGIzBWGF8T59t7yWxnkVLMcVWVR81AIQTIN3Ku6qX6ia/smHmp5bN4jTlZzP4ZitUo+XpjaUpdZTz7EkMm9FWr+kn4BIQNWQBJujroWxsFcJ85sfMdGuTJ9hDGg7alFZh+C+auEbeTFAYaqCNgx4ts+z0GSQgTv1OnTi5RAxcDWypy7dCeySpvMlwTF8yYQbUPQEGaIAiVsCJodpOw7dgQmk8erPwA5FJMBU4pMgWDGTuRQKAkSiOtVQYIFNY5SkyWd2t8FMCRblUoQVoRXAl52ZfBEADU13N0vFoEp9RjcPcE7MgBYzIkC3MXgooGG3ukUPJXBIHlAYNqPZ6YTlSKC693BGrc6MtYerAr5FuYZGqFUjxR/1mvCcsByNmrjlkm6nxRmJgNOgbmmgMDI+9qPeKf0Ofy/mznX6358+KWWmn81A0P9V8cWv+yD+tPPAVm2muBSE9eH6ngtm3Camh0bwmAO9NP9qo4fVA1QQBHEQE2kehePl5eD+8ZBhmgu6L60hKM/uwRe6wtNY289Mtsz7bMfd+papRhg4gCioyfWnoBFpR4JQ2W9MgStnbSZqtQB6OgRKeUSRFQR1cnEQ6yaThqholRL2i1h/YNO1IOqIEYZfQOAVYosTxDCyjcgVGiVM4CVe4FyVmPEXsEirSjNJAUe4YvUjkEf+LfaiLoSIGzQfXUAxA0l1RXZQ6+/Ec0GH6oUWxJAJFyiUoyALlI6jQegqm6Iu1yXBgP3xGaU40nQ7m/NqUu5G+IocHM9PZAfPr37gN50ujTzFDozBqM6wSkYbVVbMK9itrZSZiDOnVia2j4rA+qPbBcsVJlQByNgjL4f20NNACyFQYXGtQiZoMe6bcE+RKILgojqInVI3dHcp3orFsI8FU2Hiqr1FP5Mz4K37qN8zW3bcYswvjQ2/t+bedF0zIw2edxzLVE3O/f/jA/e88eYxgSjkfDNmSuchbMenmeoUaCqhJ8981EUYjlZ3VRykiRAcZOU3onj9SW4EWCNKF1YnU5cnx3T/fNI8dw3qixlK+C+PrzAgM18lTCQMUIJwAc0FAijtShkbAhZSYCIMiaBgHDGd6B4G4gHChaGq2SYLxtzPTThHt01+/MvsqERFfNWAzZhEbABoISRC0geBV310khC+N4DiYHfXC0ErqlhKfEHFEFHAvCVquEvyMKQhUb4Z+HZMRjRQDVYAOSU6gA6SpeDqO4Vg7ZyU+iaYBmgqDndG/8ICYjRNj/8lMFSC3bp1P3P7O59P1CbKAYI125RwK3SKZHA6NbhJFq4nWqtCReaz0RENRYFX14FLnxomC7qVgnjrQSv5ISHGE5nOwNmQVuULH6LpRvTYpSMaC46ZjwGiuPSthSVjbPAgaueMxW20C3QHwqMbUy+mgeZjC2mSyFs2ao8R56qAvxMa2mqGtu8zQ8JavpvtH3tGbnFj1Rq6kQv7cb7rV5+XmGK++vGP10D1v2Jg6ePPK5CFrSgt2NMGLbGyYCJEWalBa4O0y4JEXh48Wgbj4UksZVWCS+MxmiqlRjbfJJtpSxSL9cNC/GAjzjLDBBtbQgemSmQXsqMg0JGbEu9Iu9QcyoIV3rccEO8mzFGfwolFWMDGQDUmqSWCUQQhsFLpjtij02w0qSMMIR4Yz6PLdrWvTOZ5ypC0BoU26TppG14KRYWH8KkxU8hISQWI4frhNP3UvCmmCnYqm407RYvqpsmoxhiKkLJzghyAsMDMhbmpfVfjMWEywWzB3o+QwZcqKWQB1IgBDmgazTwqxiX8o3yye4tz4i1zOfUliwC5oSPKeHuinLW6aZ6FnJAQ5MRwpd54PviSfOZMXLvZgHpnEpSJlSTS+e5m2WWwsmn2vusTU6M4vNdZV/gaiHYJACpWzSPNK+MUyKQqH6i4HW8uTV8Q3TykCDHZstVoizdKVkR2kQCcSqfEVx2Ll+EQDXFNGSKpIgnNFYwxzIhBGx1Omf8ykR3YV+i9+4X/zkqP3BJntJa9v54yu/Fxvp9/rc33dZ7wejBcxK4+/aOnYoXccPn7oLcXlyVawMeNvTSPxmLUea27SipNvxdplX3WHSgKXEbK8BIE4Nwg8EF0EoleOjWgbJlEgxAUh5ATxJjgTyGrEVqq0J4EHenIazFJsx3ypz6wX06bSpJGViv4YjbcUthGap1scJo/6ceq0IDhMUBoP3BfVjlS3YHTBgAN8jVEkqp7TKOVUMqWgXllyfKLfxSVQwumNv2EuNADMIo0oKsdXde1X/C3tJ3WnVgkRs7Qf1O+Ody+N/fVTjKTjFWyRrwsak2NaPQIJiZYquvlfHh/IZHh+aC2ejYapaHVKfzhtxbnctWQhIBA0Z17FAoX6POzAMcofIs6Qbfy79uUL/h3JjJnaepMoL7UQFJKmGTyqnEcdwUREGbrHHMUbSOr57d1uzaiKTYEjTOCoRlBTMf2OpgZXR3MyOFHXFOlqOmM2mOuYJh7bBkeGG1l6bFbxmzAbiYX+VuzZbQANR8DfUMBXzqxujndB9YSiYkgaqm8Uxu0o69+ON1bWWjNzq1QtUb6YHLeTmwR+kqAe9G+t5UYuio9MbL93aGTL7zAb/DEvdzWZ2B/95t7nj/4yP/wKnc58srq08CvFI0+8rXDs0atbJw8ar7qAf0GxNcNE/GY1DAT0ggQnrYCWI8eHk4MboCYFop34PDx5TEMZW1ChPAaJbk0q18z0BBUW2DJI4jpICDXm0Jc3CBzwTqXVkozbrjWiYbGWsGs1z6xD1FKlCXBSiI6bMmkEheDVHKjSra45KgxRBTXwJ2k18ls1mnasHYoGIaCKJKAlv+WCsUBuXZrsmTZIgyghdZ/Yy4gL1XA7RtS+3VIBaQa0i9M9oiNxoU7W1a1Om7MiPuse73xfRS4pCsUXpLwFIOQhU2QOOEisJNvLFEaTJE8yhkw4nzCvj+ZhJmbo9fEnk6Dq4MaAf2piMQoRYAwfOPk2kUuUB8wCAyURGqDCqSrdqSwmrJmZavjkPzxm7UIQ9jfHKN8D1KpdRcCwVszROj56jelWW3755ZihVMKMEA2NK1jGF9OlWD7AOjAklUHgRPK5zAyejh4e90d1BX8Dz4aXP3fnsg2XKcvj3Nnr99JdQW4xXqbfiUS+krCg5nFNhZSVxGyZ1ZLsU9aOI4qMD2fXzMlDhVY4b/wUDcWen8IuUiScihzqY4tcJgJNJNIMM0j2hyOX3vhwdHDn583wlhqcKrv+Ti8+cUQre7Y2Vvfcb52lB99YWZn7qWpx7c2fu/ndzD6qhQPtoh2LVhuZ5gL93hs2UqeEDENKQEMwlmM2VoqTQfgMLDu6eJDgeDn4ZM7axE+DUdgXomgrQw6TtON2+tA87w9Chwk7zIWMMUnJ1uNhXPl69tHI6C47KWXABFwMOOo9cSgVQeRyAjaCtfGVYBJelTP1ELBUeIjFkPOgZUdsBgpIW2DY0ZIehdyOgqAtQedLhUkp6htAVE5oiEnEhPLDpOEUdFAag3/nnt1/0BDKm1YqjiaHx4VlNrJmGnmpWMuTPGeOPVq3CRqxRkFzUeDdUSi08qV6ie4y4iwYBF8nM+F8PCzx0EygPZLgqR6fs/Pf/K7pA4PV34H+fvWYMbuQbFE0Tz1PhAeizcJ0+eOU0MlZQ8twrw7Txofw3UPXFSnX6WvbXcGY+eZfTtpYGVyfBqBO7KpbrjEVuIZAKwuGo7FE9n6VmR8bYSVatGXecQIrhFwkqLzsL+3LJKo2glXyiD+I9mqAaYcxdyR0mBe5Ag+n8eQadHjQm88ftGzEKbaA0TnWyk3AFVaKkmfJaHpapdwIX0CIsUdNFUwaVu8r1wlYG6DreQGwSrtrSBP4e0Bk1NZs2JgLG5sZ/9jswRuLkdz19dSoTYxdbAZ3X9UqFJ4cyWb3PGvlcs8ZE7YLT/zGxuF7f339wF0Dhz72a4zAriC8WuZGrCzKyUDIYmRysxYETE+l1oPnLr+KVw1grcZzeRROK2wNEJPfoHBa5h6RRQIA6CNSAnGwKULmKbR4SQJjqqyTbsB3CGpjDshJQRQhpqmSRA0CBO0ws6jLwCeSGRYg6aP8TtuuJKmKTJ22S8dSVHzQsQQdolMll8M4U31ULwnhh4ko123ItMX9kd+jWB7+lYhUrReaBYoAxsdC2JN0TkL0MfJdhBJMhYHqau9xwRvsO7c2IieQpFnbAD9FQZ+41ueBKY6pOzRhynOFsPell9uBSxdNPTEfxnZuYeHY1+k67i0UCE9ww3zx9GQzghvq4OiFwiLswBZqRPVz+yrmgYNTZs9yyuSogxveJ+6dYaGUjOVgPvmqPAozwPHKK+htyBHlJHwhDfQ78kW8v5Uhpn1Nu5s5rjMfmTMeDcxpHLs0KHi1at0kYmnTk6b3qZYi84+Pu3HCBkx7UvpFvZo6lS6na8h9kLbnGwKQAvW1MnXaDMnBbA8ItKwvVcKFh4ztJ4o9sIUC24s4p0AP2F8HccfOveYOxIRMsWKqMu++Q+lTyO8YEwFQRK0o7VdrGzW/XyOheNB0ZWBz6DRMeMZ+ZlKH77cYWw9tjTJaLdELevsE7LI1+wHvWWRAlonK/hFs3WgmJ1589O/3H3jkDZXNefudT/7PVnTjeDjcXmGsdJ6pRW0A9GT4selpEQhADvKHXrL7RA9MJSjMT4Ah+Yoq7xUwYIdH7YpQqiIqJlEUGnZ5JW8q1FSDy276YoNIY1p41EoTYQYF4WwYmCggVhvBG9SqfCdibW34lJdEwjoBe/QTYWROfFiF6IU4UavWCPF3LJMtmJ3H9RVs4D0xMgIeA2ms1rCZdkzj+ShslCUkywfnCQZUF7+ERlRhPJQuxf/4ZAgMipTXmsu0/VXDkr9pk1SexEhIJ1MMHaU30fSAxNnTawdT22TyAWxLW8EAAzNxoWizMKnb91vz+quN2fE449wI19bRLgEMGOfGdfNwhcMTVZ5AlitvOEanRx2rAhVMvg0NzvOopFthaYy5w8tl+vk8M+zz8KL4f6D1or3RRAS5KBhr2zJvR3rlzCZydxvMggnJQ0WIVqhhGLw+Y1L/Nmcq92D6gsUT5VqxLC1QLL2lHEwdyYfJ5yWIOEeJu4ITq9pWx3ynzsmSz/Z9w9QgPh2HkmdCU3I+atJlSqSbJPkLAgUimQPfKljkaInziKl16/pSkhGhimWDs0wdolyDzSJWNrEEOJ5OYpiw1QwUMYYikAUIBaqLajjlTRtvDL3ixwtmdMd/9q56/2eM+cqpVT67P54VJoTpeDHV8U4z/93S7P7h2X96f611fH/QWpuxffF2K9csAoFGMAXtF8P+IqlHGItKRZ6WK4bmp/wYJ2HFgDw3+Ts8dpQKjxcHn7515BwPrB7Dt2MK7xIvmjaeapFTYArG6DDtJTDggxFqK6CV8LvkYh2/Muwm6+UzutIqBT/UPcsECAB1xZBFTbUO4w0tS5dBS2I+NZOYedByQH1klCCOakDRy7gu3C4+oW0n6aqPcX0Q12gLF8RliUoZonPYNrgwoF/rzlSF3VCUhDaH1FU5k7p4HL8Ixgnon5qA8YRmpqJOsKlMTJ+jrepzok3aLdBgI4OoUTRULWdOdO4yO1SxnXgc7ppHy7EPpjMqGB+XL5nD0q74tkpQKhWv3BzlYtoQc2Iu1AE+tNJx1JlDpAiKUPgxNBj5Lg/DhyTXm6xFqkWvQmt5po3zMnOFqcU8hcGISb85Y06YY6Zzd9bkF1lmimlYMOPmTNH2rdKahCAjr4KvXSYohDZEwMFlugQyFzo66zr6OwR5IF+qhanhFMlC6m6xkouoOZndAOTwjJBwmBpdL/mZFsijwW6B1jiaW8RvpH7CdlZNsA1zvV1S2IhSBYwDcrKglNdIoWxfil/6ktvNthf+mrf9l3gBP9rtX8yEimhOHj2wOnfk4d7N6UfC+ObRcKyzGh9qrJk0tqGH3a+OU6o1lCyl50x403xERTxsCJ+pVQxC1QtwW1eGyXJSJDKK7U9Dua1rkAnh6SKw5s0CRERgIdZhZm1DWPX45DjX1FSihBQP6c5Y0KttEhTjB4QHrUqNwR+sRe4cAhIC4DrqOod1Qe+GeSGmJk2mtQr5uWbZZOg8UOaZumU0HF4qvkU7zqDN8iaBDszASMLGMGT6qX/M7R4MU1muj+ksSpnfv0yesY7gSZN09knEF8zIpbtDcy0aYZR+BIHkRnk+wnUAr9MxI9OABe8OeDfrRbPil0XT9NQlIOBSr1kktL9DbVRpNL+/hpcjrxkShocR3uTvABzDYuBhdFWBcoJoaDD+eZ5i0Cq+T9NusvTRUZgQntjcYC3rmJyqRHB9Es4VkJ5zb+ZsxnCv6NQ33pqI2723EMQBP0axRK5qd/zEoJlaIvuKXAVGB78viyuK4MHdNBuYkPF+2yJTEWdgaTSF9KPkDhSf01c76xIIS2hg+nDN9i8TKNsIzOosjwFvLIFpaZhvj+Ppru8OemZhgTIkQs4bl/tRRt4dIayyrWDCrTv6bSNe9YnV0cEy2Bq6ZO/dsauu+YB38fu+ZswhTvkXZ63lR/frv5gJWVqnN1IttqpTvb2bT5J/PWoHo+UCo1myEULFHeCb8XWoV6I0Q/00HpWDpGcd1THk3RWTQESODfkmU4JHIgJE+/TYqUc2wB8hDM3YolaNIAmDWzTFNo5RGoUByCIh8RGNsjN42EpGy6YXkIqzZqWVqHfkd/Rem0An2hWhgBR2Cfeg0YMPhw8INbZJGLcJrGIr4RplKKjGC0QZoA20YpsYxowaqHd73nqhYA0W3Y1ZlGZBpDKY3AnoHm9UqGQH1+zayWUzwJCVVDVFEZxvqYhBFK8xLpfbz56kimTDWgYIRcV/qpbm8RglprmkhHeHYRiMpDb1Sl3NCpQHELXkcgxd53qoKDrembXnDHgITc+QOgTJF4pbXSBFz4WvhgZuE4oguc2DtIK+l0YY22rsMgf1xNDGFIwTBkUBbpD22TQJnOAOwSN38mcmbpgHkMEkJX41jF1uH0FgEwgoMxyEW3+qzz5RXzABCjtdzmk+oK1N58PpDx+0q5gdD2AJbegAAEAASURBVAO/eM1rjX3Jf9iL4Jvj9ckVYZmnN64Z4Q0de6xo/vpmMHIIlvW2NozKTIepV02rz2ucrKwliyDoER17WouetV4IRM9Fzoi89AZFtMHJBdOoHDH+q6/DrB/cLCT27fgNc8VP3uYN/jSS7h9Pr+A5+/kvZkKIWpJmW27cbjcb+15mjtz/YfPUI9nZmaP0s5GBY9JJNCSjK8HMg+SB8DvfNc4PzSJEMb7BJM7c0Vtwkk3SSzsROHXOvVI/gCkBrpDGZyGKgtXUJhCSItwujScfRr6eayLFk1FWQfkvKIXrSgVi+rcZxkJ3AYMr2B/JS7BjsHfCrK+vhauVWVuLdMJoLmr7kkP4YFkb1GAIHHP5qh5J6+Rr9lEkinM2jvRl/jnqF5G8xB0RrsOkdSF2TC1DT5/ZHjO9lzHDb6EqaAsYCDjB3h7bXl+FR7eAm1KwZX+TSCZTvxV71ZrhPG6lW4kjPBmWX6qTqyRIpag7Y9iZSkz4f3nFBhfxjwSAPExdgTQ1mJwrbdhxUV2Uu6AfuP8OTMjTlfWP0Ry3TXKhdVDiMtkBO1ecp8G4QnAqGs7cccRWH1wJARqwO28w5qIbczboIz2iB3/2dhaB68kodcry3KZ3rECLH1RtON4wV7xxh3nw6AkTxWSXGeqtwrQALaeILG9nME6w2AfjE+E0C1q43tH3zF4xFIJ1C1ijYYGx1lBGUAGWw8+G0WiSMDdaW43OPDIeOF88nNPbaWbUp/wuglLtK4EqQgo00bRqPlkQa/a+9MPeW971X7uHffT00c/5z38xE2rFMKKewIlTX7eKgbYc+OuLSzOPf37joX+8NNdcQ1+Bj4kjrudMtK9BDlnzU3hvYhKlh92m58Umhcme5JZ2vGgYI75tN+ZLRMpqKIE2OCmaVAQ+JtUibXr6RCgKgmhSD6zI8VAjJ4DX4BO1t/KuMM8SOOFl5pRHmVsXkjpokpdK7eTF3rTNbt2zG/8MYlEubLJsnvzjuwHlG4Sa0Q7Mbm8mYLRxfLjRBTQZtW3UQyJOkARcBCneCUtYrVyb/fkQhVOxI5eMmUPfXCREj8SRv4bGWJqtm7ECzE1QT6nzRpqAAKF11DPXAg8YpseG5l4gaPzZ9JDKSHxby8PkaIC+FE6YxnAXKdPaqGKE4xSmA4qlFW+nP1L6n1QI4gTyRIUTaIii4cHAQSMOmr/8gxXz0LdRAL1rJkrg86pkr1mjUz98RDSfs8LbaQFIGH/lJTy1wzxPmbEuF8tPttMEDjOyUoJmiiLjo3GP+O0O/RpzPkz04Fhf4pt9bxkzB/+BNNEyWK/1XtNbIbhEGWC+CCizQKTa1O0qWutysTy6szfIarNcMXkK5fdkMDQiE7xPAnXcy2YB23Zj3TEqL4CjTlGQjj9bUPBKPB9bA8bDEJE3jEVEmRxLpWv642df7lz9/qww4dMXL+3IZ4f52tOZvDXODKxvbh569IpmfhHlWMKPqTMGkAAB2WmSctKHPDfxsXuUHCstyJvFcML5s3Y8bvqHB00/RNNcDk1xkRTEJrkscNSYAel4TtEcSrPQbw2XGm5CkCLyBOO0Axgr1QPi9NYxG5/YiTOEGUOHg8lwLAMRTHUa8xAGi/PVRFjUfVuRr0KnXtzLUghSN2VGiOUy+CFJUgf+AmVUTSpB0MR0CmhKr8ekWDQObiP3oVjDIL7cviFT6ZmlP1xNuR0Cs3Xb4XDjDYMKT60md1lXXQGHKEyssWrIJdhHAUBiInSrT08WrP5t5iEYh4GIR+9kbDdz/yKE6Y8scOt0i/zqezDNcjMkmTFboUUlYjQYxwkyuisUa47GEEyRFFrehDupLACTGChIjQ3IIhxgIuY4RrAsiMuEiTzCqIOJCpo1C/x+xnBviW8SnDBJkQII5e0VGeY+1Heof8TNJtUE1kZsr2cGVwOz8NVSGPPjdrCe5f1mrWAOmZXIrgg5VwjRZSJSFKe0oTgpDIe29WPir5ksFg/DzUh3kM/FZFZKqLhWBNENoSnPGEGIhSVz261Ny5SAZ5GoYMrYOJlSWY0ya6MYimpALozt/zzYfuSL8LrRpReiHT2z/+Pv3DzwzZtXTzyYHIpiZtUIOCiGTsZd9WR4LLx83BkeGK+Af8MQZJaDgncUjDaoCSNVBDbJEDWPS5hbtWS4Ol1mZmAC971DoKRoUzszZmTXCGIT4lNeZ08O5sKHinE++XveJCroKb0oR5xQPgRMgIzibxkuGG3WpkkJ7Mqa1YM4awRp1CVQjaNYhoHXa82xa9TEqSpRw3dHqQr3InU+lBnJAJL10D2LzibNC996o/nCzQ+Yq3v7bZKJTJ1FAiDTXJP3PzfD8i5WQbiyntI2qpekUIDzIsgUaCHpTojgW8b80wdNuI10QSqBZkTAJKfbFIx7ZmqR627cxLW+DpUxHBNNRrabEWTQMvcoaEEtUGUP4eaS2bHT2JOPcss81HqBL8yFHvrcs+iYFMprlRmM8/NHzc7mIMRNbk1qTnKDb6zJRVhdjoDPVKfai1ev0Wf6D8eLoUt6WaxJXni7aCK7cuai3S+AcR60C/etmnCT96X6IqAaJ+cWzF5NgAJPTROQXbUMIRTVs6qHsAkiluZB5oYwy0uVWgbPvJwva8iIc0mi4ICYApJZHTFoYZtGfBGdbjSqOBqEvSqyB3irFYI6pIEyA0PmybvnGKXOClWLUSFp+zzYfuRMePoeT5msH+Hvj3QOf+Q6c/i+Py9OHri2Xtgg8dAAhA/iJYWh0AHvkIfJY1QCO6o+bM1Xp54FhhBJBJlE6Kf6FWPwB/p6AUyq4FURFKCUKfPTmFH7sF1Sq+x5Ep/tCC9JfhWoKEQ5ZZaKokSg2kTs0AuvnpYiipcTCd4L1SLNNN3qKAQm+KrR3Q3OdOF62IUKVSd5IRORnlyXU9JbZ0QjIpU1odanqsVsT5i+q7EEZwBFquLRYn5N/9lXzUN9G+YLLO1TX+zBPyySNeE22WREQL46p6hekjysbnRsDzIla/dhWpH2wP9MoaAi4Jxm1PNUHOVZMEJMSovj3Q89Kd2qnidn5Ew0xQLPS4hflmlEpjjmrYpBIQLrI4foF8IGpsJFgR+Z2Ryr6+v56Dlp03NT7g2JoT9gRK6J2ETGUiaHEOEY5UiJ2aIPyayQE6Wz3uz5hWvCRzbutVWS7FRbcEFmS/RxLEKM2+WX7oY8Ov2rhJqi2yE1F41KMwwy/dYOkPIA1AMLHBOchH99ZgWBEzCAiRo0zsWQGrLu3BHla+DXIES7d4+KJtsVBqsnDWAiTvSLPc9c93sXfe5/e86Y8Oxb8y79NYwrc11n8R+GIt/5yq2thcM/vrH4VJCT3SUOxF5vkkEXOSmHRzdDC1BaNQaF8BkY9zzwgFpDIj7M+vK9xU3KpIDnqy2ZzBCR1H5Eek8eqBjMNiKOrSbMCzwDlCSG4zMRMKYLzXLKqSloKeKX70SfvLHladO/xTfT+0kXqFyK/TVNyTlqmHaEOUgjqJJFiru75DP3dxZDtiNlU8rOma0v7Dcrj5TsWGcX7x0Nskzl1nI9vCGswOUDCApNw+XOu3R+5lQ6eV9Pxq4uFkmBJIikdlMv2pmaDjgMChOTbRBxhSGUn3Q847pEdE8UDGg3/nNpGUzAnn60ClY1xdJhKsCTgyGFQSPHDtdAUB7U1fLv8m8J7jh/vbuuMwSre0bUsAzOzP3ALXhq7m1xTVZEkIkF6VUKW8Y0aK4Osh17zS/vM4/PHSTH2zQjw+A6qtqFeVOIKPbVeXQhzulCDPzGn9jVYQ9o/v0Yj1deM9jq7y+aZnHDNkG6qjeW8A+jjZjXH8dNgFcrAakkUjRobKK/yEsxsgtwsSgbwZeeOop8JoUKPZHIVVv1ud/OPNhzsRRv5I3LqZ/52Ouyb/5vA0Ovf+e7oNb1k+FAWAyGaPNMYCox6xW4iWarBvSLbH6enh/Qq9oOS/WC2SzN+7XGtGmmNoyXq4T+ACxUPk55Ep+1T5oqgEGUa3cjdtglvmtvQWCLgKEhtC2AvZL2JOAlvbFYayXiOQXPjIxv51hF+6R7ISahW/PeXBDG+X2YixDOGcbRS9XGed1PvrVJwnsAgF50zQh1UviqRGYRAGG0ETXj3g5LTIgTaOoRDMSvIj4RsbSOvlTOxkMwyyh0jXlTGa1yglFRJ7cAY+HYhHT9kxVnHJyacHUB7Sd/0Emc7pq6zEoaJDcUVy27aN6m8Pl6COj08FwEyKuodUBTn6x2FgsTdtfgzuVuinWK2fkS7+urhZ/VglmxF/CHRe/cDc9XGk33pO4OVBIlejiwfXlzxbteHi6By9+OV+zgjnF24GJ6xpxLAoMH7J6j0+bcpt/b42cYqLy+QiXixry/UVvwS7GiTV4ytD92+WWvyex86YTJXfmEiWYI9OFnEvFrqkKjSTUUMSMEE8DPFN6jHsulmkNFQETLTSYWUEQEnfvtnGjCp992Nz+Dmdrp/H/bTvzttc393/hU+fj9F4drUzYTMLqZ1IaEY5t55wrgEBMAVj7K9KVOAEI0BIRCYZ+eHmKwtK3YgNwfyVxXG01cn/IAaJNbhdnk5+j6jkjQGJyJVAZik0qJ0lrHHHoYJOh5TKoTDL1sg4KGsSz3LqY59tI8/JCZpWof6M0Rj7ufs5jv9P0Jm0VpM5OsmN03TZilO6fg/D4rTFFlWaj+gGphVNGdoz3Rn3xhra9b7E0HlylhWSe0q2MSopDUZQo+XiO6tw72USu7aHopflXtqcuIQs2YEJicEiyOst39KkZBx4SNprkc10hQQJsmx9aLRqc+1gE7ZWKMjJGmLCGdGBfg2pt0n3CJmI+VaW0Qu6QOLOf+41MBWfGckQBuH3c/khUyzXlshE/4htbbdcJe85/GzP3/Z55UaZqEE5YA/85D7d66S/5LCBHv5nRaKEFtu75MojNMtnJbd7/TTKQ+7f30xzkZSUgdun7LR0vlIx/RGHLcl1arVo4ruozF6hgTaeXM5o3VYkjGB0HjZAwvUfHzc7/piT1vNqS/3rJM1T2d4x/tMeuTv8JY3JubhRVbWJlrBF7D9xqgnyHIsPgByebhqqYQ4mhV8ZXwb6qUtGWpAzXUjCYpp1cZV0TDSyAPgH+puW52E9poUwnpgDy2A3LiWM0fvP3TTbPxZM1c11ezg6W06YOQfUKJAfPikfvuq5tYhmYgdFk7P2zjXZMaoMsmY8OBV22zhx64JwT+AsKn5wIndmwUcwzm0/ncrbvb11FsBFIiRP4Kq4TyyI6o1E7aKoO/IwUa8Dc9GzAdGnljvWs+QrWqNJKXJ7wZjhIX8MXZdAqGiTGUxvYQc+ksg6FEKWAfFkJW94imBXyQI0DGRkCYDYJSrvePgAdMiPngliU+VPmeGJFKME5KFJiCTsiatUiFsklUOuanYollOFtVjyrFCiIr1lwUMS/4ufHwG7dP2Z9ielOXAXXfsqpZh1w1CV4+yq/lqVqiliJlgp0vuOn3vP/8oY+6a5z9LbrlzgJThjPxJPVTNV8FC2psi8XTrXKFqc1E5DhnMD0JQ7MO20kifenByjEG+Xmw/XAKOseL83a+fdO7/uY/NL90hx/9sV/eFb/8lUsVphm144mWz+BKvOwW+Je1kB6+DpGvgFyZusdhLN4conyJnNx0wyzNMVKsKqrC90NBuAQ+LxfWdBZJjRB+pVnBmAIrBhP0J18SD/eNw8OVXpOJbaMYml4zQoyWrnToE44XMXIiRTT5lVN1qfMZnpda2jQFF9oiZwYp7DG2gInaoL+xAQz3xOCEO5ek/vdOc4radT60Q22dVA7lryQc0FTtUPDxQ2CrDFOVMwADUFUa+psUDui+iQkqx09NAsdKvvIlzYR9yg3CJFgBURqQR7kV1qT2PeF/At9PNwrCgKguYbAwQ9rFrBCcwWzu6jCxJ/eq4DGbGFF332Fm4/w0MziqhHCt1CvX1UOBkWTmS5Uxtol/S9ggrWZfaJ/nnBwADfw1zKB4AScTxijFhhIm7Kgvdw2ZwIq+pokik50CsRw507LfYocf3NLUv9jxmrEDGnUIpCo5FxnLAKHKL8aUd/hCxw4r08oSKcRQsYK5cs/sD57suf9Ed/283qQdvcvfdTz9c5/ZOvyLv5vtedUvHmyMXm2WglF/3fbEGyR6mVGPpCaExrMnjmPWHp4y3/7MqvmL9xkz+SDvuTgMkSZp28Q+gQzkS/ky6VCDMrcUeYky1oxSEnPllbssLXEQhlDOqNYgElpoEJnFpyOi4DSXuNeFIkVvWGGyRKVwxJHdbzLSupufykD8EHRkgcKDnFmslcMidnITqkrkiPC6I2RmS7O477wTLiB6h8mam0RsJTxgQ6pu0PEEV1i/qnAyXCSL+RZoJgaDZuj34T5Re/hY8tdE1DoTi+UoaS9SKlQE9FCo4qppyAmqWo5/c10T8nFVVRQXqdJmZwowEGvgmxNYkj063amNxoaE+fpnyZeukgZqUPnDcd1duA9SBjwbHimWAP605g267hXav1oec+6jM+blb02GDaqGKBWE8+RXSpLoGt2nJw3sJ1ON/l4sSNa5Wau86fTFz/7peW9qJxLbD3udYawbL0D7MsIDq4dEv2wAulx8OpMolEDo8IRUaxzJZkJvZIQ3fe63sx/quV/N/2UF3sjbyt7L/vSaxNt/zd/2M//9um0/+Y6/qTS8glDFeJOtGM5bH1ogOh9t5ZY9s5OI9TduwQcoMvy9mDS1fImiEt4B1avUnSMp8Y/UbcBxgPhSN1kwPdvbZt9LkP+9kXADE7eO6VWgVSNFbtLEymhCNBMahmhsGGewDGeHbFwg16kJN2obIpIpJSVUbVApHKeNiTTJ+JXbTDCcsW1yZB1h2qeZrYZmkN8m2A2n7zhQvpVGM2DHmqmDUB/RSg9UMcg6TCE0IkR7gdlHExWp0imb1Tmc2Dxqja6OhHp9tEb5wMSTqaElcEIeA+82miQhj63WBxNG/SwaAuRs9is2KsBjYdLDx4IMScfRbCcx3LL7+ICmZBioG2iBpLkvTTL2A48cHJCOB4y557YjHLQbJiTkyn3UqpTZkbtVKiclq6VRRAmqo0QpHW4Pc1O4o0wisEEvHUZZAlaubxIBImZFa7Nz1wKu44LwCLKsbfnY0f8Xv7TLoU+jlURs+z+26gP0HObo6JDpwQAcWi1iUWYpNyKtZikezh8nfYwczm+stV77lp8hUvT82M4rJjz9yCT5vCt+8WHvpe97y/CH3pmzr/6lt61n9qwstgYJ3feG2diY2dZzaWuABt09w7nW5H3z+COjgBb1Yp5EYUEC6gQSRFlRiDqgGJpcE30yvN/4urnk2rRZAVTKB/tEs/IUzwEpGspVUEcEwmeiBZhHBKVOcK1NhOqGbUJB8AsmGUl7PJI2k40IIRGgqZuRfQMApDTJR6Jl0FriVvmWmE3OI+uqVE6tc9LdQYUVQRgIH/MS2tecUBI1FCrAaFQOYLJJKKAyaGh2rRduTae0ipaIdmGpKBWuxdoLRVAasDaXlhk0w425UBdMjytJOWXXeXTcWISSVVbGdYXR47YzmlB/84XworLQPPjVkn3kU0+Y2mI/zDdAXTkWhLQ6F+KM7Mu9sE5dv8tBaGU0n8KwLXWN0E1CXpWVa5+zrwX6HAOZsiCQEGQxGwvTtva535tkpx/Y4v27PmiDMfoG041IsoeAEtUVRHgjvMQgkvbnptYtFYsAU/GKEyl/4PLLPvwDJzlHH5yXTHj2s/K894beK/78tqHffnR8+797/xu8rVcVigD8+EnfT9C/t7aZ97/wj/ea2tJqqxPBv6Mdod5S1EIVHxAoyWmrhmIfRvHxrWCQ3ddNhHuv9s3W7WoibQCfSFrAFQvDWY74ICJyYR38SUbd8gWDknYUneNr8YWBBz1pSlEAE+v8oU/ijRaAi16QNYvhCbQqdwFamWM6DkI1d9lEWlG6UUxO8XplE93CeV1ght0UhBLzs4+DxODkXJp9izhhmk+h47RGuVaqqdVl+MgdRQJeCrIH65HmC0iexlrOp33EpmeCL3xcUe+fM0WdEyw250SOozifriFl0zZptKpC/v90y3xYPrANE5ZAC2mPEOFWq9KipD3ZOMIFlLt/nfruzqc93BdnObX3qevoEiDcARYFIg0nKBbmK5UD39zW+dK7/vD7zsMfnveiatXL3LVcbAY1UiuFQq1RqUh6JQKK2MPN1U44NiS5FZjlRRo9J3YqAPi82HglF8Z2KrL6xU7nvf1mbtsbzENP/NXaw59KFwplX5Vej9036b/g9VsbxOdockLqwiVKIThIfFEI9OtmCYrm7KZ9yWsvNe1DaTOzVHTzKVzFfgRbV8TIJr8LJQjtomagHcxJ0nToJAViIXb+gHmkZ/CzaEwldA7CEgNDL4b5Cfysz+fNhFCXOEYmGAFKztklQqep1ZyLiVxcVyc/EUguLFSNjsr/HUdwbc4u6iZkg61GdQjTgl09rBaoHIXmMrKJZ3AhXTmYTMk+cFdAqaGVtYGRqsWf8h35XeUxNKDb8nqB6DLnVXzfbawH/1MyQMziGJEbj/Bsc9h4ybWM/cvf+bL5jY/fhHXOLsEawq7k4llOkZ7Rou5k3W9nPuve95l/OevzaCKOv1oiL4wFG+0k47VVs7r/W+9Z//JvPtL3upv/5swx/JLsuexnPvnxo8spKmXArCL6RXTcMuabAvCNOV4vQ5izkT5z2aVb4mbiogfOPvZc/n7qAZ/LJTy713aaccsv/YPZ8v8Mvfw/vu89zXqukipnTeEYY6WXe4IokjAmRC7qADABoWpMKpSAAjSitzpKkgyCyeyOmoXyIXiE2fIQsWM+WICfom4+4EMCgNINyjczmgymxkfErhNIAqYa6UeYAm2IVeoYLYxhkvatmP7LMQeligSmBCfTNkgjPloLASDTVPpWCAE1EOGKqxBXpBelg08HY7EEdpI5zHFwvHBK0xSYNldZkyWMiMXseJMxUALbRcyIZTgEn0+KASbM9mImookrRLHUJiVJIUZVnahjbIRBNU+Uq8I59Xz475T2w5DXvqf5Ei3NLVsiriOg401wjlv/x93GzO0FF5Yx5ApKu2f1f3nHZzTf0/eTOVEkBcKyeD3RqE+bCT0kTEZuPfmtT3fu+O8/dvYR2ewb18KVl4fT3xpqTX+pxxa/3m82vxprNO81pn8+YtX8UpqqwIR7G96WLTjlz4/tgmPC04/Vu+66Zv+b3vEnv7u83vPvP/mN4NX/7ve3NNpbKi2CF5TlgwFLQzHwXLjvED2khxnnE6SBpAQzQctC05Qt4XN8FpXsO3XHX47LME9Fua6eDTqp0lWzOFsKWxX8SgIT6q6A3EWdCONuq49oUSjUZbtuxq/oDZnSTeADJkWbkB7Bh1H8Ur4hpqjMS0zBcgE4fJL1EYIy2IoID2XQ5MtKBMAYRHW1a4uCreoa3E5BO1OaOAf/zuXVN9nVXJybX/S5jM9EBsRkYigNYas6a1OmbTe5D+y8FHMX28nhdXId9x+fdbmPZ6D70yLQ9IQbZUgH2N4T8dGwtzhmPve/7zBeYYjUxyD+K+vhv+/bxHRnM94ZzcdeZ32uo8qFeqOXBuOAR1Wp16nd7sSzMSCHCzNm+sEvfaXz5N9cdPa5X/e6N3x2bOwi/9prrgsvvXiPKazXg/VF1liJ2+HccJhJpSu7Lt118OxjzvXvF4w5+sMeJISDynHb3OT97z4Q1A5ePUYaV1iwSFXX7d8hAaU6SWlFwCexMGGH9rLZcUXWzNxPaBKehOYdw2DkoDVRBbKxiD5yHPi5nn34/o7dvm0IrVh2VVhAJCkhj3ZTVESMhNbSGSh+7d02YGPj5IlpFCZqKe2CgoPy2WAGdlcbEh3rBGNVx+k5+A6dj/1RlVza5f3EE5ZCBKVJausdm21iGyrKyqadZN3qEFfO5vRr1++MxPC0SF82gPDohCA0IU7kSipFIbgMosesl/OUWBPPxG3agXNyO1xPwogNn5DEf7hE/i0R7be9nX6AkAtmA1P7zlu+a37sV2+gZuIEAdZleEu1PKeOezrTnf33Wb+LeTHig1g03mp4ZVvk2XKyWkDpIhnXMCwdD4598cMPd4597GX17GCtbjf/T2vzoZ94828PGPClrCLGN/72W8L5706Hd33pAbv4ZNn6ZXrNL9/1vPEH9Ri7D1O//SvYmuVwT6vgB2GZ+X6YisRnHHvJXEMVOaWAsoEYCbjQZ9i7NWWKROo3nYrClMS8gwphUgUMIFJ+Okh9xmDM0h5kKmMEZOgJgfB15jaxGGk1ilwUtMGi6jKkAVvFbmN/YcX4mkDhToV24ED9zn9SZa6kko/QrC6fh4+JeQyTaD+OkseJ+cx6qI3EHDZM6sVoc0FVMaC4XmvlMFajdYshWTuRHqoBuTZaXqA8XAt2Fhgcvi1r5mDArVzdqviG9bh6Vq2N7RTN6OQk/keMXaJgB7QDoOkzJkdtfYbexIO3g979XZ5XYwyG7kEmCFvg7P90Xk51munO0oDdy3S/B8mE0Eo0LAvmV/Q5Fm9U6cFsVcNBgreNlcf61h/81IH2+p1H6+VvvT5I7fc7mf2Mp4LPxo6aknevHfu3I+YnfuUqO3It/eEKiO0d/pOzr3Guf/9Xw4SH/+53vjT3ja+mp+89AsZFH74dMh/cE/UKahMGiapmwJuEXBkzRsuQ3dlrBq/NmDzI+G3m5kHfAAhTUY2maKowVRASKewx8DaX7zdm9qsbEEmfiQGYZIH2cy1PqBdVdYLbDzNC8RQ8F4GVuPHndxJLuZsrU3wuUYC7p/yY/C+xjECBDzwOLJiIBv9uIA1IL5cEPUBhXdZOVoLIbgttK2Ytn4Sh6HOGsxxcTIXIqrOixVYUM8vsDhjcwQ7sXzXbLqJ2lHI8BY1khqdiQEnCjApWqScwCmMbYCXEwdJ8CtjIV8WM5zsM5Di6ReVX3BUolSmol0+ZQ8VOBKPmiuSA+bsP3GeW7yuE9TXQr2jhwktGJKlWiXPjO0cEf6gFybQ9zYzu7+43PkUANfxkBsBm4lExtDESI4wz9i0g4VktFM3efSOmb4QxeM27iXvdDV7PIYpM8367TREAo36CgQplwQ/Y3ivWzc/+3g2N7a/m6e5dPXzWZc75r/8qmPDItz/xh7Vj3339bhpxGQPiz3/3BOohSTD0lA/oXkOXHHjt/IUfp1YCWpFGrho0M+I3AetK+RFFIQPOPsoBdBkGnAwzArMcvn+G1APBEQhMLiF1MSJWBVEhXhhcpRsQtaX6ptmzapq9qBBbO50ZYF8tRN9gRZimQMZEl9Dn6E540e2AUpVqk45lKQRiIpRBhhssEghI7alazhhQ9YFa3h0DAXKBbyqNIgaPkkBXZlMR/GqbQnW0H/EP0x/Dj8NZLJZLdKNw8SIOqbbudfmF67umRf0KS6IJ41mAl6nBLgHTuGGmaNYrytg3fV7GjIPO/Y3bDtvo5hZUVj/t7IR38VllmBItpnVRAlAlce6++P37N92nQJoDcHsUo+0QWaJjw1kiGAOSC6SUuCFawUywQKrkJHJyg+cP3D/CiYFTBKPyFK1t2Hp0Kaz4s/G3vOdVHP8mveTnzSb6uKC3jSc///L5+z7z6wOd5TBRWw2zvPjNY0j4fIwRhj3QkgvhnfUM9GZPfZFE7r12JGxg5bXjELlohXI3xxLqF2K3FqaRmEPC/eiTc6b4xAy8i7SH4ZvRKv6jjF1IH0KHC7Ei0Z609iSIoWf7BBBMpz3nUfQSzuM8JCPIZyp8ubDgloKZ6HhRSXmO7wZZ9Ct+JqnHwPQznDSrgixGexP9oSOC80CETQ23QFaghTmHWFa3wHc0X4x7WoLxypjDGrW9dqJiitMQbRXTFojqCE6V2VzWAXBu90gO/94GfwhUKgBR/8d/1piXvnXCXP9zw2bilWnT7qdRmxjRcDAcxldGzOf++H7CvKOsndpfygEjVAwJVlIId+6m3Z09EyPy7BAbPnW7CiSDqgiyG2MPEFCY4ppa0S2l4VpKVrbxt+VRn+7zVIiLwnQVJzbCOnY4uV5vrKGLPq82SOfC3coz94w9/Lf/684tnQXAhVaZ2ET5CZoOXGCzcXQ1zF0xgH1Yo85YuIZP38QUaJbhlt16NbQN3mjKyJESSymeyktVrJIZEOpDpMLNjOYSZv8/T5qX7L4C4/Ik2cgiZXG8eMV8HGPrGvhbgnBBStN4g6IC08bxmIjw1BdBmTaje9cWcWt0FTHQqa/uHpTdCUENZSSNEmUyVJEgi9HY4AoJcgA/Q+A81CXiTFe0lzMf5e+hQlr1TXP5C1VVFJpL0rupCNhmi7cepB6VfMM1wybz4h1oFrT0LrRh5OGz1q71s8l/gwmFHjC4NWtyr1F9K5GeGg92tW1m718IB22/TXX6bWJDI9l67Xdu3W9e/PZrTSTnU1B/UmYtDMmp1A3s7p/n/bRN96qiCJneWK4M7uEWS3zLxcMIIF+KizmDxPnSarNG5uhNSkvS3ogVL0XaUH6TflGeGP60X8IYeS+VU+993jDjMxDf057EefpnZ/bexKHbb3toeHPSDlYWQGirYKK0a1g2QGEAsncCpK4oM5SE9PVDtg5MGFaPmxteww5IW7lDLpfHC1bAAxIimGPN5jrDa/gzrGTNSaWApwbxgSjchopOk5aMR/lUjoChO5WbWpr43FQpdpIilNh3X1QOaHpUA02lOVDQDtzUZUS1CMmi1Tf6Q8JwlG74m4bN8KvGmZPASSTtm0R4CfiSeuT+uppb6xUxEx0KO0GFCG3djL4IOnwVCAU3nDTTIHpPR55A6EwZ8yL835fA0NuPYF6vYJrLejt9J+5X98wYmkOeEKCnUS40tgamzzw/Z02Rds6QMGQGK2A3g2mCxaq575Ob5shn10x9hhYqOksYUk6NJ3kHx4A/zDqEUSWjYFjV1wtkrrQJSkIZoQKqN7IHAYL0o4Cfqgu9DhfhxQ2H+3j4MKkHQG2DUXodgGWqNGfOL87jCxT+oy78fNkuSE3YOXo0duieTy7G1w6mR7x8mGzm1YTA6yR0CfFiKbbixF2qB+daiUuwL09F4Z/+UhjzbHyqXIa2wwo4GZr6AwnDDhAN0lfTav2hQTM3f9IMAU0frCVMcjNnlr6zaHIjMFkOg4gaVTEYJCEXRhpJSo3N9fo4LSfOkBzXTtpX0BIbS8AX8pG6PYTPqu4P/hFjy13a7digJy772uuNedl2zj5LygP7FR9NZXMaLwDMMVqebCIX5JaVkHf83GL4DiUlYTKLnkjOqB7MFCmgtuG6qTTQ9w0+8/YzOgKMVHWPQOuszWk//jizoXAIrKJ/mK8h8Cl3Az1ci6ilCrKDSjuk7tVORIGb7+sNv/GJ/faNW/fYoWQPYwMxBXxgDBCOXfbufj9z8lO/yIrnhgzdWyAegLDGoJ9SqmHivbRDDaZsCaDUdLwfYaFhojA1pj7leKceJFypZ0sEme7emleLJj9zy0KQTH305k7n6Mc9b7ec6HO+OYl2zlfxLC/g0cc/Pe+fvDebqx1rJPyyENCYZy78H3QgmivaBMt6wdjHvzZPkaNsGlHZM2ySrDSrJqlBJUdHXE7wFPgkEQVc0EjOp2kZEN8ZClNV/Td94ikzdf+RMCgBR0Qfo7LpMhvZuiF6pLq0meZwaciNCFcYSfpXmayKMAo6fh1cGbBQkA/yBB33OoZ1TKijoNmGRxKxfQgCfIRpLGix3FMQ9iL+EnD0MAf5fltFHTbQZE5lyxwVP3ESNDHAORoeg9ZL+WGOeFJU/u6mIkqYllIsVNPoem6T9n3apn9zBTw0iSgdw4nRR8wH4XJiBOU8HZidnzSjoEztjA+aL/7Rk5TY7cIZpaGZY1whvBj8e1f6vqtgdaLdcefczA3MUczbwklGIoAXHKESKr6ZMu3jAKHM8OwWeXwgyEXadEmS56yDp0qXDQUTcdMqJuKH7lozB79kzMG/K2dPfvyLt3zfhc7hHxecJpz89p9NbTz65b5sdSrsjZTiHRp25Z9T2dmKQAgaTWGZcB+ebFgH8wO0XzRCJUYE8F5c/S78oHw4xUtk+jGNKeaHDTryZXKqEkUt+epAkOnYoiWJrAPpDUcr1qPUqzRDVeZRmleDXtNKg3MDRL6aclGBThtqQfADCXpMSaIuGIqOwF0ElX0atFtV6edL0XXr01gL95Nnw8RSsQzMp51VASPZ0Shv4HOBo+rPAxG6ZkH4l5yB+eEEdumOQRGD8zlcwWHSxt0CAURMifK5HNNilGLMM0uwr4CGTOKJoq0isVWug1ZRbbe0ns6CEDnDMPwecvO4XIyn42P0NfNAQPcu2BZmcRNzNM0MMmG7DCcBPK1RGe7126/80dfCn/wfN+GvkiZi7G7EyifXCrUh+dzz0Edcy1UxXRRm4sfUC48/qXhRHWQBSHc0J/Rh2L1u506uGw063bbvYkzqXszRMsqxaSqlBnWjm4377lgPHv66aYDrE6ARw//9zt/8+c78/Du9sTGk0LndLigmPHngS3969HMf2DLRmmskCJrHSbSrmyigD0b1ZNUik4YKSbMyWfY9TEefZtv9tz5mrvz5fUwUWqWoeZX8HBNGya57gDDWyBD7+BbtRo0gAA4IlEZ+/xSRKLDQDmPJrF1YKoQAgdsqFR17JnYBz2LN/r8/Ya7f9mJmV8zTjXQS4qF4GzZWwkJwLCq6FuqbBhsqNxljAq5GVMtkjADKuwZ8/kCSChgoLxWn7xF6pC0A+FQTBkR2YEkCKT1huAAD53FYxxLMYqfCBKaI82+Ud8lnoqFB3qQ0rPuC8Z13yYVlVLNvhsqcRQBcLo6aY/ubZrgSuuErZqxp5qolp43p9LI9BJ0U3eV/joTpeArwc6iUQWGjDnIogML0EC5MMgSIf1slh6qHwkg08HFIl6AjB5jLqEE7q1OevePm+8zgZRmz0VwUnhTrwwqXFYn5qp/IEJctAgWTZ3DE+qW4Gc71EmDL4lNiyTAgaP6hlXDsyj4bY26cv1Gwn7sNpZ4+Qu6SaVkwtwoSFrHSmTwF4xmzgwVnokM0m+CyK6l6+PBuzr7/3LKg/P4LZFs69NW3PfHPt759J1iffeGmH3PVMBC74vsKSkC8QpMuLQMmXGHwZyMFWcRs6QSitUCiqx9UNnZxlpucMKhCGkM+nVRPF7NF5+pqLZ2QIjdbyFMGTZX+OH2wSSYzd4C7b6zTTSxg2sdIhWwDqAoGJscFDhjeGtHMCBUpqARWpAIBfDglwSBpMQseYxgDCObwfvJeG4zf1rwAkTtfMkzFxTJFtTchJt1PGG+mWSOxVsKFCjO5Qj06CKgPwAwjRMotkGJDhojrAcFN40PBFni6ts6Yohh9g/nSERNJUi9bZF3fnbHrO8oG3KtwknoBFajXwPYRHGm1jLDhtlCaTsBhCIQM3tL4QIaL5AVbanowZYWWHuWiowDEpNFaFCzgHzKAE5hhzRBZPloN1xc3LI/KMaHIUIztFDi368xmntAAQ3aUxWlUeTq4A8VOBUBglddhETCBKj9NBymDgXIEewap9W1ugHIajqMdT5hNgJD70MCdRtCy7TTAxElfXTMek2dp862Z1dUlXfdcbxcEE65M3fOKqS99+BPbSodMD8GFAE5S8TL2JZB3BEZgqHaFcZfLbQa0AJBUT2m4jM1A3tV5vL6H1kzQC2BlP6VVGmOtsCYo2FC7GoKgDKS/ipUdD8IMonTHBsDwexlAqApmJ9ZpDD8sTaI6ZPZzPp80T909aS559Tjozy3mO8hI5AScrKlSFgjNnU/NeLJsBZVNDStRVKpDomZ5hmAnCa8oWhmrjoO7R4tgnEXoVhAxxWrDDqjbAbIExwmtjYnnDFxUEwRXXuJgGuurBDU21ynBW2Mk+HrFMNnN4saauSmYh+UME/aNrNCiEAvs4a88aSaj0+bxeWARlSOFgYUMp8ocucHSUljpbkAN+Lv4tpwDroiCB6MwjiYVB6Qs1F1PWR+aH08RfButu4eyT8FiVzEX8msl0z+Ayc6DYM1Ow1KCh8TkgSi1A4xeh5QErgAMTAMFRRLMqWLwKyVyyMKoOk3mGZHNZKjkYMZs6S+Y2QVQxcuC/R8nOkvchbUK3KuXiqBEkGhVqnlKadv+8PiwNTt2ENI999t5z4Tl8tTofbfd/I2tm4fD/trJWioCTjBeOXzToM+HKkn8fw1z3QQ0CSYMKmAqMGvCp7tVmDN9uCOHvnbYXPPKSymLogwMMoJsOYovtKjg2NlkSPJDmuoUA+pPCEfQ3Go3oiqL1iNQvlNVm6Tsq91Km6XjM+aS2RzVKeyMj1TDf8E1FUvD3xAZhCa4RZ1Xl/PAiek0A9Og6IMMBnCJgvdH33JRhTVdrg9y1YoU7KHaM2xQuN2667g58OBh8yiBibW5ll2HtLB+0cbQMj9BknBaUS8b7RjmKMPD6YWrwKupApshrc2ciBjPBOQafOaIGbVbEGTL+FQ9BHZitkMxuXNDeTLOIFVNKYxLwk29W2g97lkg5xHJC8xWnlMbZtIcLgmdEKwZ9UtGE4mwP53C++ZZUmdargl7XbkGngmRTMQRNwdTOp9byGsEi0BOV0wtzvoYTw7Dx4BrJEWBTqtvbtriXAXfM2oumRjB247YhTVK8ToUHABYVW+XCZfS2omZrsE7LdR6z3C/2XLZlber04YLnvPtvGbCTmcyfvgLt8yMVQ6YTGMpTHpNgEIxKsNmAzxEmncjwDmQFsoDJT9FmHozGQYgbVlQwnjVIZCfNon3uDjZMrXHqfK4BkmbpvueYZ7QCG4XtI9WlVnKmxL3YerAQzCV/uCfbJ7QqKLzrhySsqxSEdhidhrsSzPIN2OO3TNndg2Nk5kvWi8BxJrCP8AuhE2afqlyBInPFPIFGMUD3RYHFk02/9is2TZAJm2T6lOYlX+ju198yNFc3zEhZmwUjJg+4rHFB5D4CIz+SsfGWEsOE1G+lbS4eBzm0UFaNdoGbb+OtmSgKuCJmJE4TjCU+gwZH07jRNskqGbo7/TirrbsIkxUitAEregL/AZaMvfaZUR9FgVYVchqsv5ZLQlyjTLnFSBoNEQ3YJpuwpUWoGVL4OLUm8gdgkFUKzRjaXuSCGkb5mqySJ6Kuz/Hh/jbiq5K5JD3k4hCZoihBSDQphdSLWJoR0zUBmmLSjwwg1vGbXUsT1FTMVxbr9v5Ocay5wBalRlCiklZ/0xfv9159VW1S979W79r/urTeqXnfDtvmZDooLdw11+sNY/c5Q82Z8J4u4S5xCSgrh8HmAQjnClYthVrS/NV621iT1XwCzpMUeKl05iA9wXWEuHz8cRYeOArc/b6y65mrOyaK7PgXdPJDSoQA0ZEFKJ8F5FEk6gGU0k3fBwS6h3TT6GJRz4glc2Y/vGsyaaxVzOYXbWSOfRo0Vx0KYbvHiD/Inn8qYopMRm3uN60q8sb+GIED+ZRFBs055AX99tFC2q86W8yoJTwrQIr6uyQ5pIm5AfqBq5hUbJwY2iTJsNx4p1hM0D3RyySNEWNp0cLQnQsXCilcK9sX+fd6jzci5iK02h6k0KvSmG0KXMDgI1zM22KLHfOz5jlJj2VaF1pQdhFBAuDMTqZNcm8bKNNhXOq9Ia6OST4pPAFycEluuYo3B9FU1F47QQDOX7uSV3uAWPZCJaBLyPhxDsRF7KPrufsB2pZSS8gOvS8E2hHgk4sgxp83q+wdhIwH+rXFFeQqOD44IKaqy4dt6t5ad6CSQlLqxlp9Mb9OIFb00lTTjeRbJnqMUohnh/becuE89/8iyfCqXuSfeVZIAALwOh1yMeKMMhHoDWEekZRclg80bDRPDWi1RQDmKjahx4d9qj8G15kQGOBBtdWSbeZhwlrvgQaxBZUFFHh9whBFfYUMBSROwgOCS88TaUZ8N3s6kkQ2jBFQ0bK58Z7TPZSNEta6GYb1pvDLJr0zSMfXzCTjPeaxwer0UZIE4NKHU1fDiAjmIXraJYxg0lZGpfLAWwYaQ8TYieuiLqleNsl3LsBGcePEghuCQKoaLKeWNgH3DTRSC5fj9bCgA4Rx2QaMQyjOUaCuIkXQ9CYi3Apd8n9cH5wM2jmhamx1OX44eCR5qeVEE6iyN1qtAQcLIRvTtSt2BNfAM9RZGJ1lFpXWdxCckVXYSYKDBE+FfYgUdoCeQWMSk6LcY2Pq2AUJzQy20dSAZqNZ8oJkIl8zDXdpn3UWSlrF+sBJtTvmUhU0M4M6RJSKf4+10wALFVca+Dv08uZrpvBgf4wuytl+wd30AiMC+In473Jnlokkwjatgiox/G0OXzPt3iGexFspy946rrP/Y/zkgnnH/rs3cvf+du9/cUjppeKeXSBT/CMMITEL2+fSa4BdYztcsxvrjWZao3fQwJX9hHPHAaB6JHS6gqqwYGCkhi2o2aKSpeLXrmLorEiUUsNkYHRhNHAaR0MhhpdmStIsh9vH1ur2WeOPvgd6jV5cRh38SyuqGYYduZtDcIrU+wYL1Lx0syYZKwZ9rQYC1aGjRlcjF5AMOCLsQb5YkLsVBtRlMFhSAHMPBy3KrNU5Q+5JSt44QjVaSA0k5yyrhkJE/owm48KaQNfCKK3i7oCaIhfid8pbQdwMBsaROBOTX4ieTAFQsKcgKpimMJsXDlOgCjCmDh1VqCNwl7SCkkCTfLRxIQKSmFDS5vCMIyp45d0mggoo478OBjc5FtbbWaHVDg/EiZCyUyZ6cSb1UpICkNj7HRmx9TSnG1gG8V9wueJKrqLmYylwnviWug6OfWSC4ADOUaPE+SROlVNaRMmrxGejZPKCVgj2jlcXlgzy8GcHbp80PSM50xPifYSr+4367NBmfLCRC4Iw2rUHPzmoYsvy8Q+wZt723PPdt9/ReTX+bXlD9/+jgO3/+Utw6Uj4VC4boNmCVIg+oiQJqmONOfFt9Mmf4L+vifWyU0NmpggLZigq6YZbBRRD18cheasQYhVnItIELXziRPmyv8yZuIvp2KkumKqmErF9bJZnm2G65iMGyeNndzPXIRproUbRlAupM3PRii2TlC9ce2+rWbHpZtEQ/ETYdin7ltn9ijTTOhymGxVzDLtRE20W0Sag3W4ORrA6wOZCLF1tY3EMooCBvBMEsLbSSlWL0RIdswRpIafOocPOia8xH7wMeRKjYzJo92WqHctYJaH2IQoPCKJMJCInNPTEOy0FfTOJg3LgBh681BeWLgxQvgwASYtrAFjotP46pAvRfnrAM6iR6cVautqszq5ywaCcO/LriD0SZwjpqgSah0Nj4qGTyXnWVizJR+AzzmF/q1NLY3sWEYVYN463Cxh8WiWCOYjfqXM7UjYrDAjUevAXob3ZIxyXvxP9y4ZYY7PKWb0WbuQATS+G3ByUL7Zj/F20TFuVriMJO47fMkKEAW0EbxrkUEz8LK3/nbilb/3IfY+Z9t5pQnXpu/fe/jLf3rLQAMTtL1uU7QaaY4Dhk9I8BEHBBMUhliZWTeFE1HT44Fxp8p+vTBeo4ttOj9JiXZeBDSxwdjmbK63W14V9pjj9yyZA3RCTBHxFLr8/An61VEy/eTNh+jVDUqmMkoxTNLvlRlmUSzUD9fQWJhJNPg2vRUkMgE5oq5kOfAbRWkMumT+QR3FuikITmkdtIpAalscHyXS4fw9OEpmozQiCoa6Uf7N94lAYlmqiZgzqU1HOl+b7koTmqQXtFMWQlQ9elZF2xSHq86F5lcdpbiNM9+6ZqOOFaqaOBgbmPMju4goKrgCc3FOtQ1iXMjvguzVfXh6O82E4kigWokmhygXk5+lqoAVJdY4c1ngVfwrtgl6n/NTSEODJgWwwjHFOeabkqecE5gcFe3xtIgEY8a2dSDvDCZhX5C3uL6kgPbVbetL71NLcp+xPKF6V2q2iubVyDiBi4JHw25lw7hXzoV1YClt4yA9MxG9j7ABg9tM3/f5D3Ye/bNj3tW/+lk+PifbecOEm7MH+47edevBns0TJldfxLtr0CrGgJMopiURAAVNWtikleVOuH6cyQggKcUwHcFWgwV4qSJ7QoW8CeeTkL8iGOGR4k4yEIUEb3PDJDEBF2YCs3m44ugpx2E7wGOJ05zqUUnj1aRpU0nQjchj0Ije8RqtSiNoUBoFILXJEBXgJWP2QllggKpvPEqoHGOPEDrjLKiZK0OvdSQyrTj4rnHb0NBMSlLcVGf8O1XlyPWKxf7/9s4EzK6yzPPfOffcfa1bW6oqSaWy72ELRFEBFZVt1HnUtmlAWbpxaR/RnnEZFXHGdqTHZbqxbeXRprVbpWnFcYMGURTZREDZSQhkI0kltW+37nLuOfP7n5tAwEQqUFWpCvdApZZ77znf+c73fu/2f/9vFLZomrNkEPQ+oG/4YqQDAgHRkkVOuRLbCmuUcilWspL55Ocsx6viN0mElJhTIazwmeoziETwVxatVIp8SubNIRpMax3QQaVakS1mdUS8oZirElTex5l1EO2sfQ/+1T/a92g7isCFiRIPm1wb6odIruKsUq/yOwnUBKYxmwymiF4GAIGJzAu8j1GqMxY7hDYh/kY4VbqOjwdFgfxNQa7gQBC1a/Jq8LVfGPEzJaTQNOJT87qCATJ3uYTYxVWYLQ2oYHftPPv/9bw4if+msW2FrT/7xnX+o99eY6284OH9r07n91khhL5/b/ix//cfT8R7H3Jzpd1O2hsFBcrcB8zX0h5MeBAMo9dONxrBT4O5pFQGAZCvxsPVQ2BZsLDCFsHtik3bbbIDttfS1GzT81kPEo50ek2yKrbvHba798qVwKcIt1KHCw5SibKAAomMNLH4UnWcPiNuJA/TkcQcnKfX0Ji2AeWgmAm5izE/SJwreR5E9UyeYtZyadwrisxFKw7/NJyw7NbWtGltJ6qapf+FBS8FC0aUE+lI2JT27jFb8HMidgsyx6VrH0UhoCAQKvVPlGnLstPipdBXbRcRDuZE761iEsoGkAAG0V32Hr4DClCwA7hZNmEn5zeYJP3jtzy+lfvPo/vC+MwCCUgrSxT5TzIiKTrg0GvKt3IqzPYhL9tHFDoqpcZgWPgMjE8wHkd1w15EMD8+QtlxJabz6YyMVWLFfLCh8IPuidEi+zXBFFhBD5i/BaVYNQHkN+URJW/MUfCi2hoIr6eLcw7Z4Eoviad1fxctTqFj3/XY6/yKl/YJZZV3e3tu//5D/vAtTVbm9dOewJ/xQsiCse78/v9+MP/07bnG0U122h9it8fUcL1R+ENTLuYUrBFQ2gEhA/1ihlpMGFhahIWhzU/6AfWBEAGipi9gJGPZ2Ty3neX1BDt2HpuzvFMrNngf0W578bqMGbiz1+tHGEMWjRIIz1D8q5PR9QejhsdIQB3F5JlRyoAq9KqgKxeNafrxTbkOmoYYDCZPgs2b3Z5FQRpeTVzIYcUCw0gL1yUAku10SB6PYxIXoYXQgikGCWUGg9DH7SjV9+EM7hPwMgu/VpuFiJnEKMqJtalwZrYYKT6ZsYpiBFpC2w7WIVXyWsD03mDcMly5sP6AYNLE1E618kszwRF81ixB3VJviSabsgzwyHzFcOW66YR/fOg0AhzIWYtHsvYQaYJcO3VMdOaxI/heckaZewSrRt0qLeh7MYatbUGHPIlgNwlMYOaWjYP70Es1H1BCqaMmtIxDwsl/ymbwYaYA/1M3JLUqGdQb+VUbj94j8a4d+6544F9kCSQT9PoZc8yu33q7rvlsLxt+xLKmN4k/44Vw0x3f+YX/9P3Lo/0bTcrb68axtyrgInlQKVJJLBYWFwu+fwfNWQcIePAzzS+x5yg5ogqBqnkafIbpRETCKE/0MilTCcGLsOKigBJx2gcrEMzyfHms4Cfjpq2tw7Q2kWwn8V0pj8B/RAUGBLdEVh3KBbzBvl5gi8bLQkDUQG7Qoj2S+J4qVRxJ1bNxrgr1PGqmokevxKICL/Lfh9e+AAApoklEQVTvIix9FKuE3qvGq/aceWjr5DBJbRaT+jJ4BdYSWlimmYLxcSKPFElYoJqrCKLWkBaYFqBWG2atVlyg5USRr1NrcgLR5Lt8TN4mtaB1LhUbLEs2N09EV6G5DDzSw1fJ5CkxKMQBOOwYwoTOEP1VBbDuQNc6+EGjVobEKdkghnsHTG6Q+0njz7EZKYoKZAxCSEwDpAmRYQyB5mNcGiE+BbClfWPUZqX3BBuE3qtbVARbm41GoXHsM1t1JuQNr1MQwMBQVqBIc8NNan6Yidqog38lybrv/d91suBn+oWAFeK8hb2ciwDX9f/a7/u3NljWaXLCp+WY0ULY8/sfnPXYjV8/Za6/y8tWB2EtU76OSdX2ScSMaBpZ27gz1DtulwdY8ISe1ewkGoOKogGVxhfRGSYSLUYED9WEekI48L2ImmhlQ/VQgIMXU4ZIhJ2AH4VyG3e0wEYO0mZsBFx0xoun4naKejYY2cv5TMppa+0cTqcje7D9unQeOg5x/lE6NvNco4Qq6O2npHyZDSEKfhKRJM2Ah0g4VotMgYN4NmQn2on20BbXdUYw1AB4gf7AgpSrKpuWNYfh7PbB7Rn2hveKmiNKYFSJcgIw2ufZyTFLAwFjdQbCF+gYfq55cvjIKkfXAuRv4ksFdxLIlH52oewwUZKW6jbFGBWgDbeWvQw+ZXUPq3SEyCgbERA7XmdkkhYGpxPqZ+TIrrIpSV6UBmGWzBhV9ElA04IRyVLAeY2IQhHoOp4bpWSYEEpMgtjhDX4MjAPuLhFQglZsS7jDQBTU2kn+n8aNT8sF2R91XURM11dASXkK/kbfV/W8CcYky1bCF0LmNc96q4YsYEJw0zLanz3wBogA0y+DFnnlMJyN1cqI23PP9YnOeHjE969LTRch1IwVwsLTt8598Mff+Gnj+BbTRA+7NOxFsjx4CNh2RM2YXB585NFHh1XeY5JxOC+bmkwCpDHOFDsxUJQoOTsEMuCKkWki34kPkkJWHlsWKEqqSvelhF0YKphEDsGF5TmKKbXh1SvMuuNiZs+YS4PLtIdyBZcd7mlq7bjN9My5wDQ/sIEo0I3FgZ2pKAPwSQuUELwogQIlvn31kmBnlRIKFB/rRuYivQoJeYzS2puoXYabiBVVnY7IkWjQOmNBB4ssMOX4FZhYLBOzByNoehtfFsidNn7eSqBJ/f8QnmDJ8TetWgnbvi/9peZp6V5ZnixxvlH4yxIG+oXNTlSH/oIgDdQCPARLWzhPkAMIm5i1tz6wgxQHhL4e8DomTAKg9R+cV+YvZ2fVIwqY2bzukYUYp7NwcqHyAwi3NhXR1ileRL7VTjCPcTRsvLHfxFu/h/pf17tz6yK20yQPghQgfULws0EdooCZDyYPu0eGqbYcgquyOWt3VBsL8h8WkkDPVsImLch9BPfJrMsSYP5qhwYefPFmCW0wa7SXk2dTioRjNJ5BYyf8sfKue34am5NqLvrdD+SsOevYvaf2mJFC6G/ZEvv9z7+4LTG4yTRRnhIBOkXeXIsMTSBzUouQVcreunhFDlMv7oGoF6ACbYd/gwaB5ghNUaIOkIfgV8g++RAukMwOrBaZMixMIndhOfZl14skBUED5UJ+IRwec6qlzXTZyrodCxZHwvOWXW0aFlxpnfahrbq2juIPP7C7//EnUwn4WkxlxHMADkcDHGVJO2ugCTORBmBxaYiX2OM1blIS6r/etGgOZQt8LjVueyjDEWrj0DmEcfyIj6mt3cFORkj9sfpVjwRFYQjaCtw2j6J+oi1YvfQJR30yXpm8LPXa+qwNTv8GwsL7yATIB2O2iNgyFygtNh7KFMdN+4a1rN/HmUsWMO+XaYc65tqs07jjLWhaaD916zbsfvKHgMvFIi51qVPjbiMgqsvDJCyLCIaNkSdUpqmp2cG6XYAQMA+ErEEeOEEtdf+uXmB5vfac975ztbXyc7ufHeyhf/IfuQ4LvhfzotBqCmMdkMwcy253Gn3IjzWV0cax3u1wkBdIhJTYpMdp6UFPSbhKBUJAeOUwagalQZ2ocqJoW23gEnIOO5HlZuU/aMJYN5RsBW3Yhx6+Cdie/zRmO3iE2tajD0zFMeOEUJG7h3/4xZHQnkft5MgOLwU9RVjFtBJBJu0508Ev4TiRPBYWYsHEYkLSBZRCJmKVmliStr5DJtiNqRpC7kXwR9YZm2XZrfoEDIhIsoCqLJRR8hbJXLMTbmnvDTV3/EsoO+dac9Kr/nAws2T78MDZLsRBlKlyFRAiaD2HvgtVfDd1hY0SuhcOxiPpzC5O1gLph2w3t4DARR4bLz5Kc12q+UlIRyMYa5Wqo88qoY6YuW6FAp0I6QYWjTCo0VySYtghuxk/UcH9QMi0bmS2Sr9JMp5/MD/6D73Gu/jOe9Bn/EPhvCgNMRkRPb6C17TLkdVArEj4ExIOhKpjRc6MwY3kj+DWUbiMDcvmxXah90nroI1lFuvS/GqSEeoFKUQOiZmO1nFyB9W4pkLxbywWshsSMENt3Hglb79An3mhw1r1DgmSvkABmMf5+gVfX+DrkIfvfz1stg41Yka0mV278zz4+dj1J7AzHk9R5FwqrLNWscDDce3S+LgzAr8qwAmQumzUWAgDYyyNHdudzWO/yq1fe2oLF8I4n7pjRgmhBPCpW774kLf1FpPq20hx7rCyCBKdYBHxPfi5Nh0yoAh2E3iBVHIUjEVCeElwEwHMi2XFwqCstIyqYNtmh1dHd9aZUIrSqBQUhqPuHroPpefMcZILl9yTWLr2cjNv3Z3qCPzslP/Dsz8e8NNYf8//TBZHQGggdAg4SXNMG4SNXbU0JCgYQgh3aFAKhUslDtJGelCYFrQR+EYFYdi6PXesgq8Z4yYxkxVZcCzoOFGsYwgHvo4sLIKhdgrWMt/po0AEn1ARUUU5uRvJnrQ6OxA3p3t+9ghe4x2SWe0EvFozHbHWM02oYOFsAmGToHLtZwRZ/h4mMkGraBPBpBic1tuA8REJqRYoIiLl52AaA1JD2BgDH2anC56N8LXjIyWTGsAXJc8ZmNjMN1nRcjxKEIaI8M6H7z2fi09ICJ+9m4n/ZFmXyhHu3ve1/4PX7P/hwO9Kf0VH4IcbHQWwC34vZHXN8/y3mtHCa6vj1hC5p/4D3z8VP88YIUQArS2//dZ9W+/895WL6VyUs0dNjOCIvJhn1oYWyoEHNpaLjYZaAxtfAamlxDV5a3QjYUPgHgQAwG9iKQa7MekBp38MX8WJ2/m2ea5pW3DTnGNPu8QsaO6pabufH3j2Q/7s+w8k7/3MxZkY3l0NZcJCJBehCgIyDJQk8XcarUhQUARBL9DGLkKcWKEmhXyHaXMNYoO0I/XmtF9xXaxZ0JuxtFcqFYgW8nmVymJuhiihILuAFkVnp9Fo0EUEyktiIyWm78G35wpgTSil2QKBlZAiPKg6jLMCfA/JZqgArB7mc7/PVDtN7V+FdZApNUAFwmpBCNUQy5qBTQXMz3EyEMgucy0ATOC6cmlIjoMgijYkl8r5sf6Sl2wjIh0q4iIX0PWAAiwHW6PgDA/uMv7dV26wNnz07gOveiR+3peOIKz9zPEkP93yzG/T8MOMEcItd137n4/d8p1jlvs9XkOpxwOXKTuGlVAzdfbNhXZbHYEwKqSdAtGiaghMo8AwE+KedaCdH9RXmd4sLp1bgTOFU16ufWE5v/Y1bzPr33RjLQR9L2/8vs53eMf2YfocspDxOx3yJCL4deT/kJIAwANnKFSJIGzEgu3D3J1eiAkqDZim0M8ZwLYikoptKC1CwNChpt+1c62DVmfLstAT2/eUK30OSXyoGIpE27GdmYYKvRUa21Pe4MPDgLJVn8OQFaMPNP5Bhr9PKwYRQqQ1aGDKh+Qcyv81acYDFycq+zlzeuCZOD3XL8N5w3SjFBoWOV4PPDzlAVheivi61SiWPhuN/E6EWSAXrFRMcq4z7NvJYR5ELuQEnVkdBxcBcB0ov7ZkzN59+w2a+LkHXu/l+vNzNcsRmoXuR27+8a57f/aGJRRjNlaHvSjJU1EIChRxgBbU6DTeZ8bMHs9i5OErCoZvReDfLYcb7H4QM31OY7k71BIJvfK/9qbeftmbc58dilmX3BW1TrzyJy81BzQ8utuCrYSKA9JugZAwKoXwAveICCHKLoQpBlWMySzA7MtjfqYIxNiD0DxQn0f9XABa5uZ8KsWrqWYQPK9rt95xV38lOe/vKuEs+GXMUu5LzqtkTWZvpjlOzgOJVQJd2ieortW0cASxeAbzR4c0JTPFv2wJjIuqhzzEUGHSEpAhsUk9Z06Dt+07B59R6gAbA3/bIdqcK9rNyxO2n4VABpPaiitFEqhjPqFr6wsPVBkG0jPFvRLyoPcE2p0xK1JJOIcglD287Q/N/pZrcEzrxzML+khNRXHb7ac/fsu3z2kZ2ei2FHe6SR8kiuSMQJsMPB7s84f2zELjcRMkY7OmhKJEbZ+JtzmJ+ev7W9/wrq/NueDylo5Pb7Wss65tttZ/6ceTGeHavmn7hWzmuDwkIuRrMUZKhAjOkEQAJqbigTBcpclO0hCtxBTSxBSsPmQA9jbWKalKBZigeHDU5bqcWPeaJuvSq4OEXmLdm67aXYrStMxxfHGsaAowI/FXqA4QwW0EILjwMmw8ei0wCPVNUhn84YD54nM4bMFLysLxqRJMTFZOSJgRkoIEXACfBj7lAZ/ix2COOSFSyL/8xl2R8tFmMuw1LYkZpwUwRA4yEF+cFtyw3G42RW0aZCRIayTNAPV91CO6YXZTfEEuLBACbhcX6GwB/nfff1733Mu+PH87ouao73e33PbVj9/cXN5qsuWddsIbcaAXNNEIzEgh2ukWybsR+ZZXoxWnOLyLzVPB0SoTHKjw1YxvZ7XO+06mY8kms3DVVbWgyk1T+jR7ers/lyecD3DcEf5Km0EtxE/EkN+lW8J5fmhHCCi7gGKJhS5wgCoqiLTwEnFFulFHTeOyV51tnf1dRf5qx6kre8p3drml8sN2hpyjh0GNnY2kE63EzZVfWB6F0Jd0gyPgOUnug2xU+04mCyGI7iAoSvXRz5AKBygAGCBChWAjmQS4GD+RK6oZ0bFCHKiOb1zltwo7yxwOcotCH9GU1HaA/KWpeB9+coi4MHQVMll4NpArByVGTAu+OtuEKlgqCScWSUE5OpSg1AxVqOoJzUORZqKPn05SHFd1ZnVJ2jd50/btiAmh7+9KPPCDq/dkBh7yGqq77KRTJBThFgmHxvDpqK0B9EzrIBdcJovdHS+QTiAVGG5uLibnL9ucXHDM103HyhuszoueMuZ30zZhCiD97Kr3R1zyeVVVd5NcF8enYFjSGDEqxY8/hUVObs1YO/kaImYKMgefldgFLhlFNaD9Ew2Zcr5j9eesC294TjRIC/KXX3in3VjcZJdLZRd/k2oRiIeptFCgpKEt7u3uK5DfTEM7CDExlznUIQ3tlaHzBgETDqeIRzletgXHLS/RUtFylciyMKRIOdVVYxQmtZ992Wrsxm09N313T8oMJ6qjI7CUUXkfBHAQVD6D/QHN/YidWTsHG2TYQcGb4kiR+UAImQdFSFVSBDzd9D8+6OVXN9sx2ArglEBbch8MoUw/w0Lf7ljDH3a8h8H846Hu4eXw9yMihP7eval7/v2rI4meP5hMcTfIskFyNGAqAfcKaExIEBsuEhsvV8uJhgURJ99STsxd+A+ma+k1ZmXbE7UQ9C1H6vkQfyWpjVPHipJi4wAxgiXIsuMuWKBB8pvfML9gbnKK1A0QmCWKj1CgeSIZECXtq75mXfjrzxzsJnLzV/zCPHbPKaz8Gq6SN8nlE9zOjwBASPKdPg9oVpkJhzz0EqNCU8kqhUqDfE1S9VklCgXEVcjf2BTKaDAAbMDm4tlB6/hPPaYT+jd8oKn/ibuRlM2gBemhSCkE+pi4M2YtqRWl7K3IsJPsisI4PmZKo2NUt6dw0QEWUEgcpIPIKZoCCAVScqCcFIQSwRv3gvmKcg3DyDv+2O0f5XJ1IdSkT9fR3d2d3Pjwj4bszTeX8+XtkXihj/ACfA9k8yxq6PoLZS/V1BCLd3S5sab5j5qVJ7/NzGvYOmNMlkcfpfdkQCiFhJHV27eotOCFOAOdU/OfEEittCrRU7HvE5vHdKVanlJ8s+jY75m/uPkyc5E+9cdH15KVn+v5feV0+XIICtpWOVHOx+JVsWw8Q4nTALWyAAB0lYOfhReQXBAziAuYAQQwnEUL5QTpw/pVQEt6CbCQGDzgSTO5RSu+DlgtGJB15lUl/+7/O7//N/+0yx/fQ0ck1e9zSq/kcT94q1KNo0Seiia1GC6ceAYwAflR9oUQMHXKhIgUg0Abg0a1F97QOAkN5TdBpSiarcLlCFC/7ofvaPOf+uYya+HFG4MLvwz/mVZNKFNu4x3ffWrTb673Vvg9Tj5ueX1jlDIkW2PZJvJore2Dze0LzjUL1/zaar+UcKKOb9e+zZR/H3mE4odRES+gtZUHx9MKpIClLnsUkWDt8wOrkS/wPEGSO4idRskLLFj3S+u8n59rzjuk6Jjc4kWP9ETTWJIqShZgm8Ar6kwmsBzERDbmDVWHoZ2Pci0pQ5mXBxxSm0GQRiW11DYC+i5jM+agkYdqgC/8QYmmlKlwZ7iN6LWyWXfyj4258ZkTWRsu2+NvuSK56/ofjsMYTIOMITtDqT7sgYLhOW5psBxNZWCSIu3RmTcpwOKFXcAGAVUrv0tcDTxCmLxp1c7OTXFebV7K24JpYggRqXpoRMzjd13Li3SBfHke0yqEuzbe1rvzrutT+fGtTmtnK+2tcqbjDet7TGbe8Wbxhb2TGcGcqse5PbdzQ+OOEVITAAkQCGmi2lETQP2MUEoAERAhUUgCAOgO4d/G2pbusd516xv3feCQ36z0cT3brzrDVHqHbLtM33UWrkw4Kh9IFWDGUQjsJNEm45iJZXUcfZ4QBgIYjASZRUgxi6tQPISaQWCFB5E8NWBhvHpN9WCUQEPbHzGLPnGXMZ98zrisriuK/gPfTj3xs6tHG/0d3FY/gSXA5C4FZRBWhGF4E0jBJ/uZWUKviJRv9jzRTWIig1EAMgxHozjoQ7hEHlVNBqPgTIkkM3WcC/rBdMzZfd/tx/jDv220MidNe0Htc272CP0ybUK4Z8+Tl2+884bcqmWL7db2Y35vjq+eYFlXsBJ+uu/WLzpCU3B4ly11b74+Ue7D1AIU7vuxgCk6EDgJ4X6R3K/lqOJXVW8s64S71hWsd982d6JXyy46/m8L472fsokWRwT1BxMHcwPlgBiFVHmo4oN2CkHNXxAEOsiJGQUqCzlEeFNppDfDWGjLoKp3IWlFC+KITiKciETmr/7XQ22C1roLxgBSp0fvvHaL1/9IU2F4BymWagSiAMgF1BGYZAsRIpuC61BbwuQJ14zvRuuVYvQULBO5It+ESRqJked02MAIzPii/Sf+Jgt+pOdpt23bfWdwC/92kNs46v/EFEz9wWJNNkStT73ipA0/bj3n8yHrhE8dVxPAqb/2ZF/B7d/WEiv1uY7vIoAspkDuWNfB1i71EhxBLSxhSZqT0veieUm/edevZY9N+MgsO/XftlaypADgcFGeTQuWDGrAFkZAI5FzzChaEmFC9hW14Xj+d3QUQiitZXJzKCHyID1FI6r5KSmJIGWhXh3wF5fNK07/8p8aHEDq0dQll8wdyq3YRpQMrRYvw7aNw4n/Z4m0H80fQssloKBcEvcaltHVM4PPGAacQGul0W6y96J4pM+GRXQGB1EeKZ8Jm3w2bhd+d/O35K78qTEcra9NixCyw46Fs13RcPv6t/Lz/oU6K+fUKfTTQGWUDVzOlNaMfMCaPYgg7ptPFQeBnKGSoC/UOuhs+Ms5h9Iyh5oEa9HrNxVizf1lFfAiezXcAqKIIKrDBoVv5EyDZLuGEFyX97GwlVIFSC6h4AUyCpC64IDliYrKFGRkpFpJIMhQllPru7QktM3Kj/3hUGPZ/3fLOrPU8dq/Wmbmrd9SiLZGRqkacfH+ULUMTxsEuVDq/0DiELAZJ9ATNyWnBwkfpEchLn4JbUyzZEKzDJJ0hvhj0OwubZ2efug2Y7Z8c/7+a72cvk+LEGpCZ7vw7V8UlaGeQtwnTaA8BBEKbkzlRnwXUyfmn7YYle/QHHM81lZs//SXO6wTAlT//lNM+Puq4066gSVNYEXcmy5GnvJrbtkl8mhRSNw2P4cGhj+UsQgbKvVL0xOsPP5GFFUsajHoMfIwUoN2YV9AOBBSJ5Kk2kPpkiCFaHesXnvfRDcJa8mZpabzP7Ssaf05g72hnDtMzpP/qEzmsjifmKegmIDDOaNoxSHTeUqnSc3FHG6Enr+HnoAAdUwBe5TNQWMpAaRJYBLPayBE+/vbbp3w5BxFb5w2ITwa5sz3r6CXRTUGYZsWnCoUAjo/dQAukYJQzwSHMnsXFu2hUN60nntZp2Wdsy/Ke/gzEE/nv+JDPoMnSHZC/DYWDpY4rNBjWIBVCN2hSFQVOmlL2cWowlqolhIq8e1WzPDYiEdbCT6FcCobSHpAHZLAUwM+cmithhZsnnvP4YxOlQehMxsaF7ziLf2VVFuxFIoDUw/TwsyD/8eFxIOkfgj2LVFnhPtNYg75DKj5SfvSZ5BtRUzmgUXE3kX6n5af9LYeMn1PPtwlBM3hjOVoeG9dCA/jKfb9duk3wpiDiurpi/+LOGosdoL8QOgAK1Pu55txktaNl3y02Vr83r2Hcfo/emvm+PPvSTS0OhBscMEQbfygN0WJCLXnOxU3DkUiQRbY2ci9qbSI/8KYr9IyoHlEskTZEizUvI9gDqaiqPApfBYbGr8JcR7LNrtm8bGX/9HFX+AP8umdc65qSy89ebOf7zIFKw6PMdUkaGRpRQHeygLKUsgcaYb8eG6SwukilevAa2pWvPgYUdoQLQHAlarv695qzMbRz7/ApY+6l+tCeBiPdKB39/mJBI2+xMiECOJVqSxfuTiRhhUrkG6OoAGz7/pAE3nO3sM49UHfKhMx3bFk51A1iq0rJlvknKgiQhjxQq4TJuJJ6waMOgqLicAop69GmmpPJnNTpmmUTremURuEUgMB0kUVHEEMZwT8aXjeyoLV9SEiNod/yMXInPutNfElr/7yrkrGFJwMjXlAB/A/XE7sG2hn0YugJ50MEd08mlr1y4h/sFNIawvy51bkUTrNuejo0P03/bfDH8ns/kRdCA/j+Q3u2alABnacRe9D4g2YgVXaY2PaFcnPx8pOys6/928yVufHgaRMzhHvWHVTIdJE9ptGMdLAsjhljoYgZIR/iRZ/xDiCFAYvkbFDE6p5qFL4SkXk51HJ0QACGz8WApagSJi0Htrbpe1DxDULT7r5pY40fPbff3jZGy++YDQxj9gLjTlJIUIBIK1rl8twxFLAZWLjJjUnBBoKZ1U4buHakFEWIEUYEkpy+O5oquexXxv/6auPealjmk2frwvhYTyt0cG9jhQMzhQLDA5D9nHYg8xI2Y8NW+lyw199MGXN+e/YW5N4pNre7+W7iMpQfhSkRGA1Yv0iaTG8Q6gTCQKpHbdKjXiaYsgQs4Cy4RGVH7bD9YIAVEGnVEQ2BfxGDTPVMSySbYWncNG5kzFa59RPfm/h6849Yyg214Mbz6GhFHlILE40XdnFd4XOg7Ay5DZcDe3NpsX9gCaSbw2MR6qQ9qzF1gjq+cE77puMMc2Wc9SF8DCeVGGwh5A8+zgATuIgUJ9azhAIrIFQ1stf+J7spAsgYxPRkd+0CK5sQdQwgn0rIVOTA0msuFEBsqnRFXBcveGDfCULGu9RyJqg+BZacmI7iG7weW4BxxI/0zR1Li+/2MjtwabN2vCRm+efflHXeH5twXfyAhUR0WV8bAwymX0fQQyaMaEJuRkpQBdWIKjwaF9DTAseUrsw7PQ8cj8vv3xyhnUhPNhqOsTfqvQcrOXDZerBIGjHTLebcua//bKM4F2H+NhL/nMl2XxNhWshPBS6Y3Sq1F5RFfwoenNDfo3JZ+OmEqtFHPVKkNgP4jlw9fjegOJHhCJl+xHRJa0JEa9rmju2vuTBPe8E1gkf3N551rvb7fZjzKDfAHcOrazYQMR4AcsvUVtUpOhzlE5hV/DF0xpsKJyI0Yd5Q2HvTtts+udPP+/UR+2vdSGc4KPtue8Hl2aygF6oTCfJxqInvG+lzPJPfqnZWjfJJujzxrTmv3zyPf2FSrlCtyccQnpEUNE3jlpTSJTKCCtF0ENmKXHUoluwi1CDjBZGTaqzA80jU7QIplpVF8DBiZHglNGBKuGYN560+nmXmpRfreUXj6SXfyJcaD+xMAjrnE+bMyeaAVZEnoIdQGkUeYwForekPQNFKWQPuwxt4iyA/WHT/YsfvX9SBjMLTlIXwgk+pL6dm/46EyphN8nsM6bfjTsd53/wRCtz7kuOgr7QEBSFjDV3wZOdYkGr7RnAGYAmCtKoLzscVvh49AbH/hPVBMEjE2Uhy2ckKsrvsKYRGsX5CpQhRb5epKWzvI8a8IUu/6Jet047zV3w+gsbCo1LRgvxFvxmWZ006gUlQ4Ez5/TdKBFUwjRsalQrAl8jUIOBwUZTLbqRQk/e3/aDk1/UxWfZh+pCOMEHVt316Mp8pZt+7AUCIQmv/bS3nW0t+/i0lfRnu469fiDUBL8MGg8xDEXVRg30NEGZeBrlQkcb3FP5faJ8NJlGtLb6A1iq+wf15rqRKOaohSYfFIRs8fGfmOCtv+i3yZ9d+Dfn5qtdJ/R7sXSkQqSU8BEKkYymuqIBJogR8RWWgKY7pH5Q8/weEucpdaZm471/Es/6ogc2wz5YF8KJPpDB7XbMHfagTjTp097+99bp//SziX50Mt7Xuvb17906RkcayiAUYKnYESdIuaNAHPzCcIo0BAxS0n3UWxi7lTAkPb3xEdXo14WUuKi+FqqPt2LkNVYc99XJGNcLnUPatumdl7Q6c491S4kO6IYhegoHjUnJrZDPR2ujDeWvggPU6AVAdYE9jHi9T9y/fj8u94WuM5tfrwvhBJ6eP/jg672h7sEI8LSG08//qvWar3x4Ah+b3LcsPmN0PL3AUAHtVC0YM5xksUBiniohcJpVyHzj9rA7SMifYAcAb0ONtGBjKmOy/bAomGgLhVsGsiDXNt97tmh6cod5sLOJYjL37nMT1a5T95hkmz1Kize6hrrheIRG29imQqerXIt4Uw2sTuyGCpFCzxOe2fwvf3Gwcx5Nf6sL4QSeZs9Tmy9N51tzDae/9R+tDX97RAIG8gtbutZQVJGAXsrEytUq2XtVcBB7geM02oCZSm+TEAi3VJYUJkW/hk5OVfWDIBBJOk71iPwtXo4uW3v7BG57Ut8iepLW865py6x83e9KmQVmyFX7Xjmr4PDkI0ILLEwsmFKSK9ikgAu8Yo9dfuKOqyd1IDPwZHUhnMBDsZKNZ3e+4mwE8It/PYG3T9lb1q457pTCeJF+f27BqRZpCE7gv4JksY7JBJhY3pgxCo4TMkWrFKnTcIbOEGTKK+hGbD+COpUIQNKlJ/7ZlA3yT5xYMDznzV870V551n8MWHkbgraIi49LjwtwpyI0RvboCooQOuTx3SiNaQY33hHxn/rauj9x2ln/Ul0IJ/AIMy3z32m96iNHVAA1zHjngo0jFac8XnUSVB/Qs0mtzDDlOEp0+KUVuBmtAgMFoxlUTQSdqipEcAI3Er7WsDcSyhXMgp69+syROhrf/OV3LH3tn1+5oxhn1HGCNULOEBRFrQM2IN8aAHLBG0DJuPdJ2Np2feZIjXU6rlsXwgnMcrSh60cTeNuUv8XKrR2Yt/ZVES/dUYRk0aPNM5BSEQD7YlOjIiJkVpw8H1+QRkJokSAjmBC7Gnk5FObgeNXOv/YtV6oCYsoH+wIXsF73dx877kNffksx0RIEmWjcCDBdePgA2EaQFPIozNOmWMh033j9Wb5/awBgf4HTzsqX60I4yx4bZFE/KYQbYhXPKpD7AwcjMw5uUSoWLEAwbgzGb7F+426J5BT7jrycUoq+R30itPxdX5kpt2wtvPAnbW+6+KRtlZzpA3EL56zrRKi6l5+IhlfXV9stef7YgG2e2rlipox7ssdRF8LJntEpPl9y0eqP7C5ivtHEW/6TgbtTNYIKbwC+xGalrIm6PVVbUSIEiA1GQ8ielBRvaZ+715p3yZT32zucKbDWf/Se1X/+mdeM+A1EjhynTH0y9cueTeGvw89C4cWBf5cfuONXh3Pe2fTeuhDOpqelsTYvGLDzc+mzEiML78N0Jlp6YjPU0oZhiCDBRlgDsDSNXqpg1Gj34qpBDZg32yxe+X9m4u1a6y78zfJLLj9zt9Vq+kqOMw68APZ/AjSqPVbX+zFv9yN35vwd18Vn4vhf6pjqQvhSZ3CaP2+l1uzJdi4H15UEHB0mocZSxcNTfaz6IepLvDOk4VTpgSkKUBSf0EnkXbN06TenebgTvpy1+OIbl7zrs2/sizR6FUjcKoyfTsBisXMonbSdoR222fvUFRM+4Sx6Y10IZ9HD2j/U5gWrrqCjEzwuMUIX+x8hfYGpjlUfwKBqnX+RS/LgyiMm3fDc5cOTWWy8fyyT+d1a8s6bV7/vimMGEvPdYSddthIZG9+3LFhbcwJg7IN3fmQyrzdTzrX/Cc6U8dTHMYEZaGhbeJuJNcJlkaZygq6hKpVH3qC4UJ8afkQ0Wbjie6EqgfA/SOlFx107gVMf8bdYc857aPFffmH1YI6WseGcW6yE6QnllC13PNK99WHjd387ecQHOckDqAvhJE/odJzOaj3pLj85x61E8kCzFcivIWewTeUDAuJWBoISJ8hoZKpCguaZuSv/eTrGNhnXsJrP2LjsvI919McXOkOhRm/UjdB4J+SFqwDPH37sRfHhTMa4puocdSGcqpmd4vMuOfmM6zb3lM0wvR7G4RoE8+WFI3RHoqWEqiwqsFxDdK+ahXJ+8UrbWvG+WUUZYTW/edeSD34tkz/2TLeUmWePli07BkZ9530/p/Lp6Kq6rwvhFAvLlJ0+1fLLUGMnZREx0hMkKBC9wAskyy06uMBEBfsVisQjJt8yqwRw/5xZ1vKR9KsvbSi3rCpYTYvdgkvvjHHajv/mf1y3/z1Hw/e6EM7Sp2gtPOOb2XnLHdL0HuVJQQBGviCJe/1LgaFMUrKFAmTOXfirWXqbxmo/odB20YdzydWnuXtpQGqXhp3hR+55y2y9n4ONuy6EB5uVWfK3pq7lt6EcAroI+YGqCqIZKeYaWBmIdSvkEcON7bZ13OdnNZenGL+dM7+UWHXWhYN9ABU2P/647Q/85n/Nksf0gsOsC+ELTtHMfUO2a8XGasBmRkLbBnACRE29aSCDIiYKEzhJemvBuikjoJrOmVEFhjllTdPS111QsBPNpnDHjUdNuqIuhNO5kib7Wu3W+7xIjtr5FL3g4e9UGR6CR0gfESQqquLCZes/NdmXPVLnU02iveqsxmPedJ59//33GX/oVx84UmOZzOvWhXAyZ3Oaz6WK9YZ5awojJk2GkBZq2KM0pqCFIcRPQGVyHV2eteIjX5jmYU3p5ayu04rmmDMaX3HOn5XNyNjyKb3YNJ28LoTTNNFTdZlo+8q+AauhDCuLLqHn6WG6BX3aIq3zjgpT9PlzZ2VX9YeO6WowHUunn2bk+YOZhN/rQjgJk3gkTxF79dkXbaukIy79EMnZl+FtcQpl1xRogGSOfeUJR3JsU3ltWQGWtYSiydl/1IVwlj9DK7bylkznGmgtqOWNRCFOoqrCsd3snDkx0zX+xCy/vZfF8OtCeBQ85vkrjzfjND6yINB1qTGkz4STXLYes/TIV9AfBdM75bdQF8Ipn+Kpv0BL14q7rUiaPg9iuaaQKRQvm+UbLp/6K9evMBkzUBfCyZjFI32O9le+KtnUYQbGq3QIDRsnlXfMvHXTQu57pG/9aLh+XQiPgqeoRHZ+4TozYLLSgl5m3iLbZM8aOgpu7WVxC3UhPEoec6zrxMJwckG5YENxv2xNL4Ip8Gj9mAUzUBfCWfCQJjTE5qXvG890OQMmXTadK943oc/U3zQjZqAuhDPiMUzCIJqbrkt2rrMbV5xkm1jmwUk4Y/0U0zQDRy2h6jTN3wy6zNxyvnOVm6jGHZM2m2fQwOpDqc/Ay2cG/O7upN93d+blc8f1O63PQH0G6jNQn4H6DNRnoD4D9Rmoz0B9BuozUJ+B+gzUZ6A+A/UZqM9AfQbqM1Cfgdk7A/8fu4k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