<snapdata remixID="11442099"><project name="digi4all-L1-turtle-art_StefanieWeiss" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art_StefanieWeiss"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">duration<options>name&#xD;duration&#xD;length&#xD;number of channels&#xD;sample rate&#xD;samples</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>name</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>samples</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="list"/><block s="reportNewList"><list></list></block></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block var="stage height"/><l>4</l></block></block><custom-block s="for each %upvar of %l %cs"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block var="stage height"/><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><custom-block s="stage height"></custom-block><l>-2</l></block></block></script></custom-block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block var="stage height"/><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of finger %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).fingers[num-1].stabilizedTipPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportGreaterThan"><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><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>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</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 = 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s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></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></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-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><stage name="Bühne" width="480" height="360" costume="1" 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5+0fHG0SWkTxL5Fa4yiM9EzqpLU3EmAaRQ0A/vXSwNMavsbEPtKLdG+Vp25jcdfpvC2EDu2ke9i+ffbQJ8dtTzxVwQ9oEMyTyW1Y02lMLvAiDWa6LwfmBVI2sa8VJGk5ow4vXszfqvKhbZFZ26gFO8LJP3lmh+UAVw4QXNfdXBMIOmt6r3dQq8FvOUeDgE+C3qLxz3h0Ps9hU1myab/qKwzqbkP4rBaNSpQUtu/AXoqxC2UWzohhLu29y2kcRyIIac/rxSPzsukXl+yyvYSmrtd0FkDQfvVOhdJzT7rketnSfr6Wu+p5bqktu8B/ucFdFKjTpJh2F5/ZCCFel8663NS2/aG2BkQm2ibo/E6bcUYw+0E8lXQmxQ3XPBGATDEqm3CXlF0bhgulrlFCnNrGUtG20Z043ZWsFRFhhKfm9XBbxHIpJdrmb9ww+b3BQwJPUxKpxduqQd9bYu/MGxjKZ1oSznaCQrjBYxX2gxym8DDRRa9+C6FVz5pH+Na5unTek20uf416PmBZK42kKJD2wXnBDqMP1zOgZbHGEZ+fLaIbmqUyIGMPamPraAsbzgP45IbSPZOA5F+kvjFEVXL+NIrRqwGS9UtURKa3VWQGxXa85LeqZ65SGru94ZIDyR1by33GV1qRVY5SuF08PdD02mNBhCGbBk9cRQLJtrG3wRHBK5S4o9BIQvumkrgWLnfktTs69CdCWTzf1YOpkVzX1PYN5D03rUMcqDXJDX3gMBdHTUuIPZxXEhs65DLKQnF3+/QKR0yqYQwtKS4orPzkjm/sk/GcfYUnwwkvXZvfU1oLm1qRFDcupxvCT/4YsIdf1B0ocDWBlYr04v6GnOU43yzgN+olo/+QOYvodl9BE4MSKcbecqZoLmNHDwoFHfpkMkWvhx0SWj72YIe0pMXWGvFY/SF5Ycz306ShxsFIVrMTYXrziKdl/Tk1G6sf1gpRmzDODEThWhR3IaC3wgkFi7KlBZlpTh3EYvm2gk/TF0UTZnqq7ZrNb4uuLxS+L0gR/Xkjtfad1NYEmL7aSlCY6dUN6XAu/fOke1LuenwmXYb2SIrS4aQh5sYhJ1qLacGsrzD7TWT1jlJZhxu4XBFb29CLh1qfnmtY/3fdF3IDJCHQO8MJH16Qts3E9SUtH4Lsjf4u7rxZ1eKUSQ0e7YgYxohNmQ0HGgyRT/LF9v5+xOTLw5DwDwLqnEY1xuFM6G5pG1WFL0wT+a0vkLKlc9VyNFmQSBpi1bWXCIwqaXpDor0JkrI6UaVpOZMZOUmo1GGgiPsbZuLCTp9LUfsWYHDe6amJKkdXw6kZaldfVJzPzTAQSBpO7EMSYkm5GWYv04g2/YpPRktkAcDpiSUs4/YaD5czNe1DrZq2xYed10388aXP27ljoccWf1GIBm7f4kyQfNrCYueiuEOnSkTn56g7ZtEed5mRc4KecJ+faW4R89TdbWJSWrbAYocPhDFl1omO8qn/Mnh95spk9pquaeWa5La8T9Koc3ByR2Sto/JoIqFZYcx4iqHrLmIwj61yrT1bNTEUOz0B1xklAOFv8eRk8vAh1o7GYaHikZNGgs6ATQFrKtotyDDQP4Tolz977tZ7l/NLHga5MZAUpfW2ka16yKA2OESIvE/ZyIVIBa5MfSxiRWYHKOBomYX0Bdnk3ljHM+NjNN5BcgGi9C9Kk/QEcXlFGAPQX7UISmjy/xfWYYzEH3DfqvofzxdR8QY/jWQE8DvpbjvCbKXoueX0y2hQlbseU/s4Fky8ZlGdbVVZ7RqKdriDzLFMTuULGT5jzVfbHQjRR4EvTqQTK8KggnNPi5Ii6UMiyw4vBZxmqS2HwC6x0A3MQnNjQtpS7KWSQUPdGPd87dr0baJirs/VkqFaXcB3uimuIF988Zr26QY7h7FT87LpD+V711KirL8h6Rm7zbwUi2h1oE+RAltP0bwmwWSsVDdUiWhbV8UnHF193PIfz3+FqHpjmoKTEnNzQE5q7fQRFKzPwAZ2VO72E5KzTRZzuIXnRRvG4a7WMAEJ84S4o969D7TqBXilj9YQjO7r3GHDxYWGhoScrgtSALrd0jaNiUNKaFUYuFpgbsDSdsuc1BlguZXcyz6nW2YqmnD1tLAOM2t3gSmkfw86EoCJ1iupZZ7e7umLDVqHEzAIiK3C0xTpBl0nKKbROG9dQXslGrphrlaOjF3z61lE2Yf5hgSnWgtV2unWxkTyujZqbbEq/2vAbdAv6y437iSolDr4ojDBH12NSF2r0DwNl3HVwsxR+HPSwRZKeI6dwx0bv7vvvpnIGQK/PdSEGNz7OyIGeNhzYDUXgnaEw65VFETM7JU26MTNLefbXBH0ZlqBE6hssemo/5nZuxo0SZgK6PkOLj+v3Q++XGkKBKaO9qUB4u4zGyZuBTFNKnZr4NY6u9lk4atRfs90uy+I5D0oFgzYZpNL1L0j3Hc96oxWep5IhKau17gbUN3t2judkWmB5IqSVO2aPsRij/dMyxTVpbsYwHO/VHxO1au1vV0pJZr7cgu8MPKHYjByEfg9vDwdYFVQW81Ind/AK1wcHpAIOmte//oGrLZ3bvEKUHVtTDjXkVfFeTvip5m5PpFdF/URNMaxlszycJ6Qx12yoLCnA8orPFKhNCtZT5qvcZOqSZt2Q3j+xIBqLW+ik2X6VR3BZL5Tr339rw+eknuBzV6Wd2KN+X6ohP0HRLSyH40is5rB/LRMpTw+yy3E+ihgp+syGPgbhTcE72hMI2frCUkp5zjQj30FtANFd1IkFgYwi5xZV8wQBSwQpR73jgER5XkSOeG4WOZbUjkLvyLL/RCSdhE274Qx1l42qhzBi6bIpBXxOh/1wSS7hPsV56rCTpja4c32tyMyDBkibTSYH/T/7u/7xlo0ewpCsd53O4OPc/UwQJJ2TeFUCu5pMT2nIeTYmD546mWPx6qebU0mFD4KiFH/cuK3BFt8j4SBBmqxivqTWruJqO/BZKyd3iJEqWWTJpynFI8SNBjihR370sPYoze0TycNd8bRefKg6XNjdNHlosz+jgpiaswZTiFH5RZFQOZmijPb2H1LR2yjkfPyUvGjHhKJQL5bjqPd3Yws4peF+BIbOCtgIdXGCr91lA9pTgNmr7wNvNjqzDSKBwWnksq8juTaKsVWBDxdl8wOUkTEOl9Ac69KBT3qcxpJrT9p+FOUT80PqTiT7INh70sIJc45OSBhPVC6UnG1eq4VO8PHUq58VK9G4O+2on0rrcbxee2fUrWGZRzS1Lb97adpcBxHZIuoUMHUhI6Yy/B2+I9wlOc3N8mrLc2LC/n0IMUjCIwG+RmiN3bl451QrPflBKX8CMwHnqOm8jWX/Sh9vEOIJuDrA3qFJ0viPFBnfHCgWcohd6Kc9flb3+8sw4BlvE6fbzD/UxK9VtYWn4Y9bem6IulJoYx33Rqvw3cCPHL64ncDOR3+r97PpqBhLbtCe4KgfMVjhbclYFMLC2ykUHD8UZbsqiGouNiyLhGceD7+h0sDxkjbuFpyxcXBZ2q+NuXBb84omNamvOe3tDASW2/xTaottGMNio/c3DGzD6Ma8Jopx7aKHpnGG2K/1jCdM4pHZL69UCf6+hbOnkUnbvMZ/g/BP+VJded7P2mmhhI6ru9LsBhLFuuCCRj+bEhKQltP1fCHJwJt+8GzPTolBXoerDeE46JXRgqNJC00QOWKpGYxDsQX7F82mnR9mMUtdDAHI8/oWxvZRwuQb/jkV0GKluY0Jx96E/NS2qx/mmjJrFVTTPZ3/oBhXGNOl1HOZVzHZ2TZspW/xpMXyNU/ZGK7tgTBVprva06fbwnZjlX0wRf3/St63GRMgQ/+P0VPTASzbgN4rfWIv6e0GfTQvweQc4BPzISrjAdZAsf/ztEVOvzgsxRis/P471XbSdrH5kCfv0mvCFTxylsIiU0NquZUo6dliPxjrmwaG5P0ONHO+T2U0G/7Ut0N//ZSERmM5AnPMUptdqwmSymsOgMgW0Vd3peJloq4P/KMpiBMojRdMcFvmKSt5USq6HKnvzEXIEUbsxHtnbLoGulJpKaTX2kR13CHNy8kJH3DCW/uEVz22qokX/IrB5qeglt2x7cT8vSlFGO1qKPBmgqKUz1LCGlyz/a6BSfrX0euUxwox1yjGGC6v1dyvgcjx4pyHYOXdAhmcUaDeGp/4OsUry52gJ8hCKZJXjB9faiyvUmgae4/cy6Sksi7nqDp+vOWpLvvVUZysTR3k1hbDWAT8TTu9FcKqJd6CWEPqyndfHm1SYZaEjURcRMX7Qlju7a3oe+a19TESH7HghIrTYUCixJbc8r/id5yZgE2qBLq84Y7/H39qd3bQ0ltP1ks2kUpCR80Uv5bOTzOrOPa/rps64EMg4wCpkteAaWqsrb7lGZPc9GgF/DdvkRsGkJKlq1xhUdLrjPgV/bkNLl6xT9wCzXBPm3wkA8ai0UvWoEtlrxo/blQ9C3FDEt8nLE4TMlTXdkppR4zYuL1WF8Z/v7+wbUEqTWKIWBvcZEG91PnRHEoB/wj6kCRc3OtTU04jBhCksLLFXWDTEI8s9QZ7vvYnWCuzMvKTtwDLoYKHAew3dyiOFIthzqfHFCs8b/384R37xDWmctHoCqS9Ju0pQWwSz5YUdpGVuEX/qAwpE9DxtJzVlo/zPV+LWDnZyE5g6SUOku5ymeVG/0rUVzZj/7Y0G/qbibA0mtV9mnENci06uEoHMmkPCXWh0d+htspHVqOdrdQD9v4V4TKggkbaeKQZWQE6ZPBpKpilJt0TYjsG+nuD8ImJqRhQu3L4tlR5xN45S9NpzCkYPJAUSncRmKByOp7SbcblD2LQY1adHNZb1rgaNrQQImNWsayDcZGKmyfaH4edvBgjytYFrRdblZeXS4gyMEWsOwKc8qbnnB36i4E8PFY+kS3qc7Cm470M9paAX5hBL/i+AXy88pzjkKX4qMBexUao5Vqyq6nCB2On1eEXNyOQrEENZD7g8sFEeDfMYWZoW0ILuAV8LNTbQwm6iGn+uJ/7E8HjMsCdHbWNTo8wozzPTBNgh9PROCtwX8uyHK2/0CtEYfXv9Z48Ab11RxrzTiuftfVEeToF83OqfAe+C/rcR6SK6q8WEtUtMN8o5HLxOkV45wxAf/eiCZpXKpg53T8TprxRhdhuA2YOL6it7hiBsosGH5YrOv9DTZwvu+Y+GkmbJFyZHOSlJzxhXWSmnKUOAidg3IRnFY4lCU1PadQb8bSNoESoakRFRSEww5xrAYXYw6px7f7qRmpyn6oOBsTo81+mRlR80noNoC/IRSPC8vk59sxMgi0vUVoPtaXjdCiv1xsEjbEObuLpzH2y0WBqzW14S2X2HJfUVnCu5LAieVY/xJbTME6kMCt1QLd9Q6B2XpycGEr6u1ZWCBJlawxcJMoAftRlSL3nVlX8IoQuzBQFJLWFO26LMbKHEzq7hhIDnpSNDgIrOCdCz4UTkEntCsgVjWzPeC8g5l/Qpm82ccdaPyLM7r2mbKzOA/cvMxwwETuFdboCwMXAofg5vbychXSy9UyUlqx/sEfalD0kbrWWYlcpl6WNGbR9N13jxGrG9gLgcWBdhEQ3H+/5HFYWzmCjI3BnO6Q3ceA2+ZUpeFEqcosfuq5XwjbIcZkhyq+GsWssJV1T4o4bPc/R1Fvm9cTdBWT2z/WTLxiWU2Of+fNBTlBI3O+egoOneuTLFFkbdZgp5jqQvANIyvnscq5/UmcZvU3D8Fv1OHTProBNngeYp8zct61N2KTpUG5YtD1zs5wjaAcWTTMn/dqJ9m4iDE1+kJiowosYdXflcjoGsukLSleIa0RD7lPwXdXHEn5WXirbU0GLlEPQlqNr/m9Gfc4CVKtQX4LU/z2DJUupbG+romoc9uJsTPCyS9eSg92fnXGG6TsifvgOoPpTKfFzAeV6+6uyEB2l2myO4CP1D4Ckh7XlImos4Eze7mkF8o7qy8TDQE8KBKeTGpx5C51gYjg/AVG4FQtjb70rvurU8GWHMgHZJavEAltH0XwV/pkdPKBh61j6fty+AuUWQ5hzs2v8oQAAAgAElEQVS+MiQVOvW4Z7qRVBnlHVFtTBf3AJBFir/P+LIgK3y02JbUokwmtLTQmia0wNwCXS/0leIIDTN0gzyP7DFUoMPe5iXyKL5a4Qd9ifSHOaP3xyhiG4lERGeyk7yzxdgoHBryidcHsTD6oxb2qmZLGaLou3+kSKtFGHouqglt/4qgl4G+45GjTXgmcru5GvS8QDKLreBq/b3/t1+X0KwJZlwjyNRA0mZXt7iEpzl/0dt0JVZm2OqCs9PgRMGf2CGTluB2t2j7hR40LykDeg55Mf0Fy1VLybrVNMXlpm5G3jvQfLGp1zlGPO9Kz6x7O5DUYgpqUnPPKXJKb9gZE7YwYFvks24LGkltfw8WfHFZ6ZpHHgMm3tHtKRwzSzbtl+6X1OzVIHZo2bybEWv0NIZZagFOae5zBZgdSHqJk85gfunKBThS2PpONbpQre2EZs9+u96ENcJdpbPk/ZEm3AAcp1DijeYlbVQPC3kY7Px7DrfnzF74abX2o/I6k560dyMvmQsHcn+1eyIllcDhxs6UiYMCSUVjNwWZFMR3rkUIPTrZm03dLmWUeVJzFhr+rsftVg9YLZQP1VMFLOR6diCTlhJJT2r73aCzYshVJjUayu65FsWr4F62FIKia4Th4zIoijlK9/OBbGYo5JpLUrPHghzVhZ/cG0Wo5orqvLBF24/36Hcdfq+BnmYsT9aE20hDs/iknZYFTDrWco4jALNjm6rIQ3keeqrn5iKyTrOQ+ztGjXHh/JrVni3yJ/YUYimDi0x9bF1Sp9VjolHn9Px/ebnpoEPhkVA5a0lhiqTmLO3xaCDpkmzjBG3b2pV8rOV9hzMw0Gz7/z8CKMXXq+XdbdRE2jdAKOzk0UME2cK+p8Yvfo9VnqhmRlOt7ZD7i0lDWroll5dM6UBkGBPBt1TThRiv01tjxO4Fd3UgE881GV6QM3uGdhs15t7qsbz5fEYab/ls0CccsZP6+iZH6U3zIH9f4PSe79RSC3AoXl04JZCMGQk0pFQuwCY9qeidg7E4jKzB5saQrXqSpydo7mAHxpt8wLiQzSxauIiYudc8H4fNPmBU1zDeN1OFryjFnepNrlebkFCXeMQbnsKGtQg11DOxSc3da4TuRoAvzJvUENpLUGz66YwhGD1cZCjFSBv7InCb1wNWM4GA18h9E8Qcpm7tYtRlPT1UI37zniBXKD4QxJSvmkANPFRCEQu+xL/tZMUwfDyIYobapnJVxG8xUG3eepu3D5lSNPrbNg6386CiQL00HonhfwliG7pQVMTy6uZDO9IQ/8ZDDfnJbm6R7rkGXExqu1GWDJVrSmA/L3NXextbRNew6MM/Oykeuiw3LfXO9Sfx+hadPlaJmQLW7+A/3wlk1xK9zMKVRfwjTZAsyzZGaFrj5J8B+iA0nRFIyz+NZREp1S1Tx63yfJp4URPDviYlIRs1bMVvhPgt9eSLzRjHBHAs5K7oz/OS+VX0/r9cpHOtahGrKPT8EIhpTRtn3rT2l3lEpuIgYQZGF/WVTk1q9gRwPzITjZ6610stwOHO3K+Rl0zD/GvLC3A3xa/FcS83IWsPRrs2qdmrwL1f+aGIpCrNJrCzUg0o5HS6Cx0yrkBXl6P5DtB3iww/fLZMMEu5hpSIynNoIOmGbVysYxF8//JmfGKwrlS96V3XMviE5qaGAvOLbnY020vzVm/IxGp1lUM3irxQQM+Aee82MdocfCxkHBnCl8QrDOVrxXLcdjJuh3i+L85uLf3v7ZpQZU2eUGTfvKRzA62nnvuSOu0zMNI4j+/H4RuDeQfqaTf8wLdN8si+4IyjbdGtt7XEBy1xl01z2qw7zU3JNjzn50n/uhqKP8olm01luojuuKw2L/WO+ZN6/Xid0erwOSkhoxftVaakJTVrIirDA8kcXdn3CkrZQaAXgxQUWsrRvI9znKaxX8QfLCV+sXQZt7iWfHH0LfotxHeEwn0eOXCWpLJJzT1ieIi8ZKrmWUPA2KLrQQ18aWImljf/WEqIIZJLBbFI1Al5ydzdW0eSmnsVdI2FyNqVcrK9LMC56xV5OpBUwyQUywuwhV4UmTSYBydKbD/WhR9ru+/wiG8PpW4uyKmVwhkRwMV2Wr9RvKELHwb324CJpzfSvCBcKNsfL6I39eS4DfapSGjuBQtzdEirAZ0GXAxI4JBpDj2sHhnHCAn4RhG/Uwxnz8TttYLVIoqYCWlsCzoTjHpTWmjNWegVhXcFsZCpLQB/U6RT0E7DCgx4oDXcGJnUZ0si8JL5VQ23DPqSyAzkYUHvrOQEDrriOiuwU9UI5m9jFAkDeUXh6psNgBq6LZV0bI2d0KUwLeQvW/SheU6exJ8r35uktp0Fzjjze9nHs86u/K++PMqpGy3ndfA7mstW9FzOdrhdyiHnyklq0ZljPcXLBCaAxCG21lBsTgf6w0R6x5brNuMRi1jd1E33vdVsUpOaNSW6v5uhDnB3ESY7ZFOBw/pNUeo5roUdLlc4UNFJA9UcGOhYe94X4X8sP/wvD8f2NOxJ6IwdBG/GHcdVnth7W4BnKnpkI5C25U6WF2DjWkLMAE+LTZrrnYCk5qYZ7WI0nde/z8hTBD1B0St7OsKM1dznhiFtoF5K5g1sCVxgThX1ttnf9aErSfNzXSxYo1G+udZmUrPfMf/hwULty3rXoFcFkinpktZaWrRtf487X1BR5IfVBDHC0GRTZJ1XWmSTIBuC/5vgngu5q35ukfjfHUVzJbIXdX2B28xfV4i/AYXnIL5rIC2DRnlXG1+Uz35YkWwZjFfrXAz0uhbNbmmykoqet6wW/Gp9Nf5hM1ygJYEOzhJ0oZmGCKwD/tYC/pbn+MfLE1hj5xhiBhi2GBs30zjednK2HHzkJGUpATWREguR/uDjHttAf5+P676k5s4CDEw1z6PfniWZ+yNMwl592bO2aHY3RX4p8Krd93EvPj3nz6Qih7HWzmZiYxaeWtr4L50vNgxDDNcuxLeA7k1BTncs3NYzfI6nML6/9GCU9jMZ2H8JsSM7pNUW8o+trK3Thq/CCItenGZ6+gvpPq1y82GUWYXVy4Ij1tElF+CQED2vGb/qYMOdlbMQLcDXKqw8ms4v1Kt0Va7LvINjcFoRTCbSTlbTYdFpPYE3pvs7nxGPG6gB2AtkVePiVarRNPJXMulJRcb2RpkZaDvRyfMlD9vUYn9YtZ1I79qQsgOh2CQ0O12QtYsU9zB91gjFHpkLmBm8IY9LC24JkWvgKGAV09BuZvhlWRn/d/PjHM1K29nOFmQzgSdC/96mx8tAkjD85kYEkurVNWWg87j0TjVr+aLPVQN6NKqdcj2h4po3wF+Jgtfo+mutLzINt/z7iYr+8n3ePauSuhee0Avm4LW/QKcit8aQqR7dJbQ9lKkxFvwSllvDoxuZ0hf4cWZaYRSLMIQttyn+McvVj+ZzLwxW0rTWsX2ar0tq7k7Q1UHWEPRypekyKMw0vYIOSdsJudcSCUX83LizCrcvxJ/1SczHm2PXMDr38ahp+5vwyG8Ef2vZPjah2e+bG1Ig6T1btP0cxSctvWibvFo00JOae9OAWKA/EeSyDkk1FAA7kGfLDn/D4UyPGmPjzLykLV2DWTQW0JcU2bQcMVpiAQ49HPW+wbpM9Ox0tAA/rugvBppbjhxHXgBZTkrhSo4vC2n08pG92ugtUhIbEDshbzSUu8ShAEVE3OWFgxX0aNHchQrrBzy8Vz0Um2jRvNh8cEPTbwsTl/K1X7DF3Og94ak2PidGcW4Rv1oo4WaCEMWTTGM2zPMYbcjvZ7xbRaYI8+7paT0ZpRUedbhkI1De1V6aCLn9dWjabMhDd6ouQe4CQXYvojt8nHnSSJvbnoPAoyf115cJOj3jiO8PajzrPKgpEhnSetvIPKVEAykXY04U0ZQiFtY2HvOrwFp2MqHEuS7LcMbmBrS8Vqvv60A+fp+6e1SlhfYZplEQAkP1MUp8WHdVF53jqkXUQuey7r8J7AjOULl7mnFIXlKGg/lEFsNdOGKmR20qhAssX0xJ9597FPmm0eYiBoRFW0bXQueM/OSvFbrnFml6WOCxLkYdP1iAZiMmMFIZtLD0aop81+hVkY6/ufLtYW0ssQCH8lmybyCpfRrRgXId0QL8DGhyIKHtCPV8cwlLYqEu/no9VQTuI4myQwFzgjHk56qBpNdp5Hgq64qkJ38f8PAX6lng+uqPaRkrxachPjaQlv8OtO+R3vVRi+ieXC0PY3WHoSA7xcaik23pRGunnLgJQAhyT+T8M9fjXq2kP1SImJs6zwlQfBPc/pR4g6VH7FZh0S190YOMgqHI4/kh3L1GyjlXO9zkRiOPe/4+Ucj/BkVj3RQO6WvuB/rb1nJfqLRTUvb6rEO/O1MyFhWquXwUuXAmIJBW/KuCWx30n73ZHprMayfxX5kGtqe4mxJrdvixghsbaWNbODsKYxt9zBDt9u/OucuKy1nz4JfhhSH1U2wRPkdQo90trzgR/OOBZM6tvqEs5VBftFNfq043oRRTA1zF44+tVTN8GQ5ziaZaNDtZcQYqs7XGkODzPc1bOPyHUDA8wThPobU/rm1Ss8Z4+cDmyZDJRYq3KTKsgB+w93ij5yQylTE6rLEP7jSjIY9MslNwjwU4e44iPpC0qbY0rES8r4sCyaxab6UJzX0P9KzQAs6nDKxQrY5oA2E2X1324Vd41sFhHZIy2b4hKSbiIKADCe9W61BCsxbGu7ccuhhIx0OKjd5YhMUUGxN0aOaDKE9roWNXztlKJOhg9nnGzfuWItcJup3Hn9Tbyxwpc5mq0tctPAn+Hw53kMd/2SGlvG5Z17Wv/ocLI5c0U5zQyLRHZZuhWlfTo0Jxj4Fybmv9DSZofi3HIgPMmR74KY0G+9XSjxCYWDzblMIiI4ZBA83s4+ZhD8XbYmz5/bilEaDpTKPGVPYrslw7VIjttoTmL2Ac/S5iY2KlDZ6a8tM4SqAvsW9RiWJm/7bIyn/54KWPw8O2ljlu9DURv/dRIbYNFA/x6DcEKRbw45+TScbnXqqEXGF3cSBpkyYtlaS2HQDOKGVmiXfKUNrJNmIODBTYzPxdXck9SlcDecQhDylqa9CdgaQtbVK1mMCJ4HYrC3qENL/un4aRJ3aYLek/NqKfg63DbFVHMPI4DdM5IwSdHZDK9DwB32Vhwt4M7QfTgaTmbhBkgw5JTaq1noTO2FXwBu82kfIVPH5aXjLnVLs/CmOac0WTwtl5Sf+sRbPfBzeyQ1KLnShqbb+W60LO5QjTbd2pmg1iLfUsuVjkdlc4B+ITB0q0D1WjmCbILQqF0Ay+RPlZrRw+Dk8e3rjUc8vGE+N1xqQYxdtALgTNWXgokPQXeo4hqW17KO48yxUagMRC04KabOnNSvyxWvtdIcN3Qi1a1PXOpV3fqtM+7xnRJnB2Rw8XloHU19c9kcvMbwS5uONjCAXafC4kdoygp4LcEUdPGwqqU8QuMEEbo56YFOAv4+hllQYmkfn4+UrshFqk+0KqTffGUDS/5fGhCUfJgOKf5WfVNolCbO5MaX2t0b/dJ6G+Fs3tpOhV0J0RhpmY/yWK3t0XaySpWVucd62MLJrMbDd6giDHKPJrIfbDT7olpUlROtTSlFcKskO4ySsZquweSLqqNnu0cTFmhkm2Li5Gp9VQ8OfgakqJH8dvHgHPLEq0o/mbL7EAh1yl+I6BtPQqfj+QDhtop4lOE902v8d+6SX2csdLYAS3ukkUKt3vK+63cRhb7WNiYVBHvA1kpKAHlie8RbOWY7i3Q9JL5KwGMo7e7klo+/YCPwkktXgHOpi6Q5WVES+Zg0atVCEzVCguBkKJIVItfGyhvn8JMqsc5hPcUuHjyr4mtP1IQU9X5GADqyU0d6GUoiGhobiV6GG3kOaW0eJrRgBTmuCugXzoW7T9FEW3aTR3utzfLfUvw+fz1jRFHs5L6oeD+W36uzdacM4U4od2SGtJdW1ZllAXXSwE+Sb44/qKFDWyXxN0xtaC/46ge9jpRXE3FXj3gTmy/YehrakpF+k1/UXVjCa3VG5aVRJk1xNiY8GPjVyybGGOwtjhidnwCA43d1n46jZy7qp8UyLHsaYtobApYCYxP64m9JDU9p8I6nqLwJlohVKw0+DWij9lMOJHQz3u8PuSNYZGt+GEwk2emNHO+qFZCrfHiE/tufmKxEree5vOlXtGSyKp1+sVzOrQDIY+ESVyerI1sRT2KZXwNCL/DnhkhUblMq3eUHpSfwLyj74WYAuPDuODCyQUlr/gfd6+KvRZzbWD/3kgk8yEfqliR/vhjPwDMEqJ75CX5J/KFyVLHFq3z0yZ+MJQzLxJT5pARVk+brBtmDymopm8ZL7a+8vZtoMg60RawOXF1hL5pbCdopavPcYjZllWknerpbRo9jxF9nbEdrAHvCw96XA72txFC6+5ghh16BVDyAqxW2rx163WfiTRlne4bYfq90lq9lpF4nlJH17LPAz0mijkuh/Ed2jk5rWW/oTykLbwqlG6ju+Q9H213NfoawxwUsRbOmYbE/kwpSePu1EpvhFDLCSf62bEMZVauKEu8HCztzQ7vM1ALw0kY89ZnyWkewy3k/IYDxbd2UTRMVL6oLkI9GVhbDf3XVZ6qV6pxP7aH+q/JzRneJeCPbeRct2vQC5dl4mn9JT/3ERnjImjD0GsqjRlQts3M21vS5UZR3VZCc/UO08hdZRAiO3QIa3Ph6DJkob/exJKCVsqcY6iN3VTuK+MrUhq1lIWh/RMd1j7H5mdyH3rMfHkT4p8qqUZBWfPbFiiJP4VgaTT9U5cX9cnNPuglDRpZYNqC3CoVlVCUP6mm+J5ZV/fCGp/ZCDpzXprI6TqdD9gYedu/K6VfsAGIFmBld+G+Eq1hkTrGXfIQRv5ukO+3AjkbgggUBPdmFQtxJbUnO2aTKKxrWf42Pqe1OzPwX02kNQBtYwlojpdp8jycTiofIII1bf0csFdoKjlg1tAb4PCtXnZtCGqUS2a+6UiHwSS6veDW8tYel6T0OwZguzVReeWjeRmV7YThvr4pUM/qzTtNxjAXL1jDFW1hp8GcoTiz8/LpIZ4xNbbj57XhxzVkhTsciGdxI8G9wBoRpFuYdHXPPHxkQftjoLkfAmr4KfFEZNWvCKQzNUD6UeYp/Yb+5KYSElkxKJBhsr+V7hJDfPL0Wn5LwNpY1ndE0o16gMB6fOStGeNySCQjSGH9DzpJzVnPO3T+wrVonfEEqx5hCDnKPp0E5w8UM/zoZwDW3QVdshLetvIl+AVQZ9R5LV5rHLqiry9q4eDBTZTeNL4xR4Od8j9HZKyjctSJdKEuFPxH8Zxi79zQzmO/upu0dzBCicsXoBbNHe4KYoEkjFty4aUcfrcqk10vmSgAoid2nMBNqCQwpUC/zJaUWUeNQxdL3jB4feeKZNn9uxQKH7R9JDCgg8pfKWnYXOUU7gpkLTpCTe8WPLfQEcdkrJY/qBLi+au9+g/ysLkPSsMw9PD5zejK/cGVkpqu9GtDhnBiptNly9Xmrn32rdWnbGGp/ig4h4bzYJTjJttBPpm1tjawYXmvGM7ZoWbivizqgFBBjLwCDn+O8+iTWbJ5jX60tbeUki74eICxUmN7HePxXf1Ahg95+lRdJ44UG577aMKr4xwB0cKmNnII90UT67ceNZb31BcX2l7aP7MJkRvhhogK4M2h/7Ocp2neeosSZjOd6mEymneBPb3rUYxHEh/zYdWiY/1uLGhPnbp1Gye0OZvXMJCFInPKTB87kBdfgbSr77uiTbkMwT5QRFed+jdIJYLTTsW7ThTNlucBw+BqqTzkjZryj5LyCiJnQL6DUWvWI+/nntnFUZJf3UNxd9Duuk7geJPz0vmdwnNPuTQ3yoxE7i4JZBUyfc91GIu7m/Rk+iAYCp/Z5T5xb18P4fPZ/il4Ay4tuPHjSMwxkAX8dcrF+DLFP1LI4WtQ8ci2/kWri7bEdrEmLuPELvEdqmhN+/SYbOk5n5kNk6BpJbS+QxdXPx9IAsXQqZSW7M88XZ6drB9Ry9+so14cJKae0LR6/vSLK21nRadOUEp/q5I59hqIuQRyOyeQNK2o1+iRHZmVzkWbVppcl2t/ciV5S4j/ndI5rLQZSS+H6jRhxaAGmH+2WhTZLvrhpak5oyS9ttGPmvlDia1zdDdZvix/VBxv8frjPEx/L0gl5c/CA2doCqVRYpaFkrsLFA8arZMLjnkfFJLZGV3nyCjTKMd9FazTRSwDdLjIL/u5r0HLV9c8d6a/d19MQqZykWm0WO0D/1KvLthsUSTkrGC38TEdKwdjYw/7MSsyNz5vP1yX37jje7bR3OR3VCQJz2yg6AngrwpqCk/nSjE9u6Q1unh9/SZzzqaDb+zdq389lDzgUvAJ8B9L5DUUq5kQzWu/uqN9O9/AfHxUNwD9IiFcMAwsM2Z9dWinotLdJo0AY6FoPOr5YvthqS2nwp6PPC1Rm7y+htTb39PavbWigU4+7gi5tk7bSCV9XZPQrOlHZxS6LQFeB7vbLsCKxuSuWQT2M28yytfvnIdUZI6bz/A0hSHdnPg+BlIdwE2fU5SRvpfqkT+tW8PhTJK5Mgxuzd/x4HMXULbpwtc25f+dovmbIHcu6NHfjh8kfyjHrd7LbaALdp+iEH8TRZRkM9Ei24ceBDk86C7KDo7LxmT7mx4SeiMfQV/xrq8mWj0zjt8bmJt9rHqafvVqIGEtAc5T9DvdEhmUPrctfbJToYF1PKrk0KbwNQSHrG11rMsrovSQqW8rloKDh5y8KjCYWXbwxiF1SFuwEjTADck/UMOf+NMMs8YbStyNPtBMz6TlUnvLIt+l9uwE2IX8bHGX9YSRaqE8Dc0tkXpFoexPcztT9CkEf2OFqPrIf41KNzliG1epDBGkGtAfhxI6ppwYck9YKyHep+NqH7zTP+vUDw2kEkWpv/Yi8k22iGgmxFXNNH5N09xvOBGCjxcwG1b+d2P7FrbjLERGr8UTejD+NRL5YttYCEvV38B8qNAJg4o3dGICbK5X7wAJzX3L8+ijRsVEoxObE+MonP192nKCPEpQLO9kErhzL4s+0J5NoKeUmShVJmaf2tMkf360pROaO5Bh14xFB9Jk54Et1EgKfO1HFRJ6Ix9BH98QHpSXwpBBpQyhGBHBRUrypFkBfl+LS9eQrNnC/wAxLhxK4HeIcRv9RQ2sQ+7ovZh384hVwwFcjwKu9ip4vBqZvEDncwIjGcna+MOXjDQevq6L6k5C/seFkN26GmDORTtRVq3liM/2ugpo+k6Z1mFuusZj1lN/pncTiGYSg2NnRPkBog9UHkia9F2M3U3/eN7PWIRmNsE7BTfrui+gqwqyK1F9FZBvu5gXAdv7FJNdKeePg722tDMxELXUlqY7d+Rq9TLkSd16bTsaZ7bSJe1cMFoP8ZCxoYyB/1iXtJfjcR6TNz/jkAyp9kG3bjDeckYCK6uEuJlVjoa3Gng7/cMO32WJBqeGqqnUyF3P/4ExFuhYJiCl2w9MDliBxfFIVO2bYw2IPNiyLrl/LgB9VZm+G6hHrXbVEPv3l+/x4pPGigvBK/5B0Bu78t+s54+13utvTelBTjK1c4OJG2cvoaUhLafKyXzBb3TDJTNAUco7lItRl9uNAqzXRudfktemdHH9ZpId9gWjp8FkinlAqoVAyxFP9LfGjKgikqSmpvt8ScOVm0mpMn8y1DF/VritWj2fnMXKevDhpxP94TAQ4GkDcDWawkRzUWz7TLAjimJ3SvIlFEseGQ+I9IClnp41bHoNI+pfBZmNeNXHwpRjHADIBPKMmyN/F2Smr0lsqhsuJZ0pH99hcD6C+GrvaU8GjmW8IOSNYET41q3OdyJQ63eNZD+t+qMVo8/CDDQ399Ab4emqX2h4ys4qhbRuUERWzCaF8E+TbCKA+MXG9reFoCNFbkmL6mGWaMOZJzV7jEKzDDmfznk2ZfC13ZitoU5EhUxbfRQ7Wsho14ejDxiQnO/dMj/KGrtHGGRyohJcI+i/xC6j4Hm5z3FRH8mBtXGM06nr9qEsw26zf/5gaTNHvFjKwnN/lRgZcVNNRR3WZrS/HUV99VhFLcpf6eSmntW0B/0Rt+MbED315Jtoim5+TsFvbWI/1uM+H2K/hWaDqs1fN/ICSktwMblc/hTBuu6U9mxpOYMJPDvUDu4ZLycqoUHnNTc81JKpmdKzhZRWPF3kbLL5wV5rT91lEgK8M+BpFdu5GRZXSGASO8PSK8+WJWjyA1lvUDS/Z6kk5r7SwzZvnzyshcSM8uV9BG9jTECOu2nYOL6pt98I3SdbJJ/BmBTmn4Kup4rUVcypVxSZCqxwVDQdlr16TU8w9qL6KRGh+6iyMg281hl60ZTTiKXp3sFH7xN1/FDrcwU+aSafuxIRY4ZKgORgb4X4bMTP1gQW3iXNxW00P81U5eDVQSitJONhXctB/yFSuUi24iDHKKwt6KBQ65cxIiHKmlMAx3DUN8X0qtGbiwl7nLZsEQ2AP9WWVQEYnMgNrceKl9Cs08JYmH74XYyNHZHSB91ZsowSdF/Cph8pRnVDLiU+f4gawt67FCJ5PTXQUsHLMTNcfi9FHe3R/aYJamO8FvVfrWikpf0t6Nvlx3yXuzP7S3y77Xn16I188A9KiWckok9FXca6Oalv7FU+3tpAY7kHtccqFHCEpWXHJVmXAT+aEqORfMvVUaMqwRhVeuM0ZFA9jEIetSvcQK/F9QoK/bgTRxF5879heEsDxDDm5vIFgOdmGr3JTVXMsQebNgi8jGeU6A4oT+krnGkhzP/3wGp5c0kPam504E9IL5VpcJNmJsuWphvf0GHKTJbSicMf7G9lD1OHxcHpK+vNF1Pam6WEDt+KIQkDHAA8kYg6TMa+ZsktYQJONvhJjWCDlbZt0302TFxYhamMiEJWyyGrIQbTbE0w66KnFTN9nHIOtBHxZbX9ZQkUdsAACAASURBVBS+KsghUsrrquV1r1fiTw2W4pfUnPm/Wg5ybfBqSP68TFpsV5rU6etBzACBXbYpEXiwMl/8cczHQNuM3s/IQazsIuYMd/HKRwuzKdTFbWGe17Mde38LYIyQ/xHkjEq1tYS2nyGopUhercXEoJYxJLRtT0EuAnlFiJ3QIa2GGl+mJaG5b4VhZANg0VQ2p4lEi54Fd28gE3+S1JxFvsYHkv5WrR2Moq0/VvRxQUy6/tse2a28yNdaz2CuKy/AvzauVSAZM1wfcElodh+T4YvsyX5S/miV/YD7OgFH+a454Hc2IEBU1yWKOxGKKwicAl2ZWkTbE5o72sGGHZI+ZsCD6eXGsvSkCVYYUXwwdSc0Z2GVF/oSWy/XP0HbM7ESYjndGjnbXATxjAHU7OMoFHfyeOP4mQLWHR6Z4kr+riXgznGGMo/yb2cD9yxi5IU96RYm3A9iTlhmJ9jQEgqvyx2L6B7bSGOCCfpsiyN+dwzZptE52cgw/VLFmZTi3Q2dkIrKyhqxltJwyE2ddJ45VLzlusZQ4o2ubjxdA7QY1S4n+BuU5gcbHqoLnaMskmMpCssDn9ohKYsClEoUzXnY1LZCyknpg7yK5ZCLyK2Dsuusa1Iaf7GliEKQl99YS4p29o+5jlkY2xbjkCYV/rv5ZUXWErrNrKAA8Y0ruecRnmQK6MmNYhiE6Zeu40IUNrfE4cyBqN4NeOb0jliSNdtNzU7wh42ia63yASypHZ8x4waB0z3ylqAXBpLO1NNWUnOmkFewNN4EnX6wI3aRoqctK9WwaAE2tDLfrjeMVB5oi840qbhfKLq8R3/gkFs9zWNnSeIf4Qv07Gb9nYDtZKkQy0v6+Gg3921bjBVnicnbobi1WdzVMrkJzV3jkFkdkrIwbcNKKD2plhsxndIBF9v1m25yX3ZjlZXbLtCFbjSXgfudmdYLhc971BbdLUGfVnTKaBY+bA9ndEI+UkuAGLecQ00+8h0PJ1UTJzdTCQN5NfqESvhxzTnkmg5JXz/gSetxY4REf9ajR85qMBo5oip8p4Db+bkhUlEL3wtDY3o7YbxYRE/4JAjHhxQ/tfDygaB/DSkdsanLIgc9RttWHo47OfIsvnE0XUeVP7ahop78xNOUMYBQRDczy8QDQf6l+KkF9LZPGid6oM+7nXZNYjaUljUktoG/SmhsC2M7UAOD3RDDnV3525g0JSUt8JJ8pQHeGlImaH41YdG5AruDnBpI6rqGVFxDJZGSl5nrzAd/YmWExCwOBfeYlqIzaniY5WuocvEllQuw/Z92EFG4X5DrGzl/1fok6DkuyQ7vNeM/Vy/wJiKL24l3B9Afrkv6V6+R3QvcNyv1fftbgEMz8GI2RLx1nwmSKOB3E6Qphkzz+ENnySQzWqipmIl8DD15pkxqq+mGGi9q0dztis7oDwDWX3VJbZ/l0XNn9WG4veQCnDUA0EKQr4UeqyV/ydccTFFivy2fSCJg1s8EHa/IURLSvSZ63ImzZKIJIvRaIunJ1xTdrtHcWZPSU/hWXjIT+5uXWv8eUl2K0y2v3SgZUGt7S502fD4jDHiS8hR26wupX2tfe7uuVaeP97jLQFZX/LGVH5TB1DvQe02UpUgxyuvK8gpTHcXbh9o5qlp/Qx9VtZNcXNBvfIRRyP3QdMgXMmrbSkCTuQIJzgzfdwLJCnrTpyVfXO9vVtZ+98h2At+LvNGbIg9mczP7UOCbCv8RdEYXo7/9goz5oN52qn8rsinFXSr40R49pp7v8mD6YBFDExsRZEbZ+ahcX0JLEr2/BDfCsShdD3+85wJsdYYiRYaQ1rldjD6ykfPXcw4k0sq8P5D0hvVMUFJzxwFnmttGHC4sw7+N/gPclpf0LR9NUN8nYLtH0DkgWyq8upBRRzneaWqmKSv4KztkUl0m00nNvT+cwhemy6b9KkLVOuYoRP56N8X1B7PLTmj2UKNYBJLeqpa2I/CSEc+/CPxd0RsVf0tPsEBESTLhdpPYMz3sfRSuWcioq/pDXyY1t53CeXlJt9bSp1qv2VjnrNTMgueF2D5l0YBa7+3ruqRmTRXor4Gk7RlsSIl0aO8Eea2b947ujZ8+2IasjWY4U0Kk748CSRt45mMpIR7A2QncAIBmJvKgR693ND092LxuIwYUUWOuBHc46K8hfralXBKau8vBP3tLL1m4tJmu3RQ11a0JJuXocTfMovUPgwVMNmJMja4jqe03KbrJQkZNHMm7X1LiJsM5VtBDFR0JYqk7Uxozzfo5/Rmy1NO/SPzifIV2j57UaGBlz76ExhLdMw2EVmTYWj2pXpH3+RWKfjUvmZpTRr0twNZ2Uh9bAUZfaxrr3bDrHEk3nE1j7UiU69ovkLQZI/dbIq3XS3tLzEcfsRc+oLBOpTRkXyfg0IILC00usmN/h6TOMd3SFtYyE/iX6/XZNb6enZoDSa/T72DquMAEGCwsl5fMTnXctsSlG+izo5Yn/qLD7TpTJlZVMbKP4yLYyYGZCBjtwIAa11eTCY04cyYK8QbIZwxUoDSfXyuXLzSVcG2BTLx8oGPr7b6k5i5Q+EJe0oc0qt6ozpY8D2/fKNOQjwTb9ea8ZBrumhSaB4wwKT1zlronhpz+sTj3hADJHUM6RpjX9XBDMzy4TPN6dTwMkWOWoXot9HrZcLqv6iL2lOJuz0uqqv51ZHJvYXTLF69gHHczEfk054t7TlsUsbH88IOVm9GkZs2ne3IXXUeMYORZij8BxNJUMcGZu9C/TRtb4Y8eeXCgoKNIS77EUzdLynm888OhVAxLaPYcEAOafb3ygFeel6S23wo6MpD0nrU+YtUW4PL9IZ0WEy/apVGWs5V9swXYgA/an13YJtq+vnl+AmsDx/cm/B3+8G5iICnLIS0u1RbgKPRpYCYDXhxXFtM2FSsDJgSk9qx355rQrJk7m52fOWc0rJj0pMCvBiNQEVmHLd/b7t0AXvNYbgtH8XCQrcMXxt8iiHkoHzWPd1bt7eFOaNsugrN8jIXrZit6fD1qNvYSKd1/EZrWb6SZQLSoPeNYOLEWecxafqikthsu4CTPsFIesJZ7+rsmsvG7WnHfr8W3tr/6lt6557YD7L15K7IJXOZKQwZiMm6nlPx7La/rb2/CTf0kivH3vpFr3wO8OVt9KMgHpmFsgjJhCDSkK/ZVTBde8AeEc6BmDHNbNyOmzpFNjCb5qS7RAcYiZEcHkr7KBmO8V2X4q56udU3aNqG5w0y9TZHv5WXiHWE+t9sUvkyScXpfOgK1TE546HHmIb65giH4F0c/a7m/1msiFLitF38KJP2VnvcldMaBgre2z+5vPfto0f4IhFWtHxES29QDj8tL5je19reW6yShud+ahFkgKQtfLlXs1DaK5gsUvy/wk3mscmU1rmVCczNjxE6fKa2PV1ZUfQHOWQjOuKpmaF/SHI5CCUcVGTZpIIoy5oLjYLkOyXy/lgmo5ZqIszirm3lrDjQ0GYGGgsjX+K1yu6FphDcNZpuHN6SU+2q60/K6kRjDlQ5p75DUUgo3kXPIhQJ/FPSUMne6ljF99AC22Ydp/0Ayu9ZzX3/XJjRnWt35RvnwRs/QbYrfKi+TFltO9tePvv4emXYfJ/g9G53vNL4hOMsnG5Xue2UBlcH0t557x2lu9abSgmt8XR1tJ0CPn/pJ14+uNsbQdtHkUkvKWaNADOU/GvymNXsflyDUuW0UMerajiAmW/qpzxe3aPYhxW3lKG4/M8LKJDX7O3BTA0mVbFxDvfeSN/PVZeZFi7YdDm6rRunlt2rbFh4xbMMijxwz0JN1X895GImUmz3D1pstE15fcp3JmULZ3aAFwZ/fIZN6dUeqvKe/E3D52lZtm+RxdwlyZYekjC7YkCJJzb0C8Z168zENvSg5X3G/WYSe25cCUItOH6vEH12XN9boqfHbcwEOFWTev0Rw31R0cnnxNXck4IYiuuVAcwpJbb/NhDIGc1LtObOh9CQbBpI5dKCzbguSwB8MNBSJi+wLagpCy5syVZHCEnndiHpxF/Co4D7skIm2Wy2V0Cmq6ypQ0zs9D+KXV/KB6+ljQrO2Wbo2L5k76rmvr2tDYRe9Po5u3IjQZuiSowbCO6ARAuoWeVGKFmUxZ5RdGonwDV1a9FQBo9X8LODh8xoVKu/v9wlPCLonpQXG8rr6oCd2/Qp8+HR/3Pn+6v4k/D2pHf+jFO+zU7xDTMHoTNCm4v9j70vA5Cqqtt9T3TNZYBIWFxQNO6JAIN2TdM+EIAhIwiKbLCI7oiAg+64IisomigQQhLATAQEFZIewJOnuyXQHEkL8lDW4A4GwZCYzfev8z9tVnfT0dE+vA/r9Xz0PD8rcparu7XuqznkXyE61Isid//iHewD2MHKbXb04NOO/sV4c0ZxpwzwCsEIIddDphzROA/PtwoW73wRQvnJuK/R7WegWFqHfNNMxzru2Uc/hXIqCCMxpzebnRzWRUcjjGYmfXvheMq6MxPvvOoMJ8vftvpWYPdUGYLeIye30Hwbs7Fbo8bWClkv9hhiA30vj4TUKPxIRTX1FoFcwbWYhJ1Uj8h/RxE8MTEu3xAZMCm9aGIC9cwc/9hMBe0VaOikqAUe4p7Si7ldJrnKoj0FUUwsN+g+YJ9ssatZHI6rJ5wGcWK9RBUFOAK62sOcbGAbd8Qq920BvKTVWv+N+WoBv0/vSAE/lKTwO8WcowP5KP+TIBRKr29fUi5inqdf9lGxPoYOGm/8RdAvwo2YYIjj7NJMAzJXNqFF7H13uCt4JQ45qxgKBk0Zd11eQ5Ifnh4A+mYWeXklgpeHJ5gVUzQQkd/YiGXkU8I2h/+C6biPjptWhIDtd6UgH3ddATlRgP+QoSnaBgXzJc2mJnaDb2tdLua0V9sGrnTE9zdJZm0JuV+jt/031YtIIFSBLoj8M6RiN5R++j1E0MYgWAja9j/kM6lgbhL5pEbzQhp4xzV6gOW9mPYP61LQGzUjHTxt57oXnei2E61th1y8263Dffzk4gLYBOjME0zHUAruWAMw+OKpc6CZAP2lg9mx0ccEAnExLPL4qwlP5BBGFnlYjmuwVBfYsVajOB2CFPUIgVLkh4jmWF2ZwhOp+0gcu7JbO6+t9UP7j/3YbetZs1gvld6K/TyM2rtZ69L56Z+hlrPdlKnlRvYZgCYW5ZQw+fKhc/zywYY4C12Uk/kuqU3ElGyD7jsCQ8rUHoBdRgL3eecqf5/iu2CQtsaZ5QEd07okCs09a4lMa7R9X0x9g9P0KeSEtk8gPbah5uhsFHe5qZonCObBYamoHBnpcIwvIagfohFPwTQUOIhUFkJlZ2JkfSdCvtpPDcNx4fWS1FozZglaQAGibyZo6efWG/wiQDoCrgWAxENrYAGfXwvDw1qBcJDMYE0E8cwXw249C/7uR6fKZl+e9uUULEN4N6L8aENZLB6q4Oeop06jU4x5tEPrKvGHiu0e1ezNFPy00v+TsTatHKA+90Uqylk8jBYLAVraoJmnw8VC3xG9xtVua97RsU048ptYAzBt5FS4avnwdsNOqLoGUGJBENfWbZXj7uLFY+3xAKd5waRajf1mL5qpPHV+WljjpDIOaD8A3UkpMEboAsAeSw9otsetpAj8C48i5SpUzo6/2xfQapjc3M6XipCfRV4tARVS7twSypJrQIHtNQF4AQrtVVBBSlQhSdwG6hLKgPp3zPnIcN7BuRReoE5olUxjR5HMK8735MumZaud4qOMmaOaTBn0LgPCuaWmvSRu49HuTuEwgGzbDvMHJzoHv4AVp6WiKiMAEzaxn0H8xYLcXmFPzIMJmzGWpa3i5SgYG1nY9stfcXk2Garj6NFzXdRmF9CZA4NWhnCCFdyBarMBi0pEUOEKhfE8IulzChS5FZ4CWUzISfcn5duOOjMSvramvep6J4KtfFZhDAJ3q6sW4oQ+jHq7l21jTPRs8OKpdxwj0AIV9TyAvBQjuFYR+lZH41qUu7eUbf6mQ72ckRj/dYWtexIhgxH9Y4PhGswtRTXJHfaIgNKFQIpMiTga6Rp4944/bJC1xelAPavUE4PxFCDpWyDmA+VZGJt1fz+RxB/wAIFHAPpKFnlPPCjqqSbqavFiOFhDVJN16TgxgdzYIfw4ITs3gkTjT3lFN/lKBT2ckzoDVUGOB3kCmNgtU4APg6xayU6UXxtWnsrm6rkDGAnqLQegBi+CPQMsOaWn/U6XB8WWhh+pGiO1+F87XKHY+kak1ppupg2sQ7DNPJlMLtuGWrzGnJU5Ue1NaRJO/EMiItMQadiRyPHM5phVBZ6OesB7Ydyqg+6elI9XoYB1HsI0OPccCel0r9Pxm1INK9YsWjisQ3lMB4g8mAPIgaXtjsPyZZmV5Gp2PRs/3KWCicrekA5JPIW+qwN8FeJEZMwGeD4DFfVjy0iLZry9/z611ztYhhGjWwkzJtBD0TIUxCv0hYO8VyCMKc2cYunG95QanSiV7On5xzvHoAQuZMR8Pzv6o6vvVzLH/XnUphAsS2oveJNATFbJPHmdTfJ12TV1EHi8gZw5F66rm/pWO8XS846ikxRJcP/rPqlea1oPyiIim+tWu+XtHNLWbAY7tlhhpdrkW0QS1yzOlsl6NBGBee4ImdjSQWxXy83rmjwG4Gwgfm5b2uj5MDhDUswQIb0GifOFDYAr2FXz+YsDQeeJPrbA798HQ7egQqttENXUyoIeMRHZKM0QzHM3HLu2Wjqas5lhvBcyPywlUEMgxCu9PtcARAt2Kjh2Ewec/8hFNXAFITzFYoNSL6ig2OCmUczWRL9ic7CTRnrkV/d+1yU4dXnqyNy1x8uoabl4a8FEgHCl+D2q9uK+ZX98P2baRGreXwfwZd0cBdFq9wL7C/kc0yZQv+c2pEEKnE/BS6/gqHp/bfU3bSaAEU9FnN2EhN45C34PN+J1UvP8wHeBtHXMBVla6BDHgop9+r4AuVgjdbha3AC9WGzCJ+A4D3Ej0Cez6tDhsAV7rh54sEKZZVSFP551zGhneKnR5LgsxihKYrBlXWqA3cs9aznVIZEOBDup4P+LS6JpKS8eppa7Trsl9FDhdXabukRVY/ZRKwj219KfUsV40iDKZ31DgBxmJX1nPNSOa6hIoBaRY8nrUBURmpfpIrfpc/ppOdAYJli0yRfLEjQZgF+Aph0mtanm4B20n1zJ/wrRhI5xKXxCnP+XUwklksXoEzK0CDQRynQLM1ROBt0VaOr4Z1dSugF5psGJK83iiyT8KdHp3k7SBKT1pgSRrsYVji2qOl7gnIDvTpYOyeWPR+2DhjoS1DyA7KwTZopLogteGvtXCHGIQfBuQzQShHykC1j37A4zYux5KVrmX2qGA+181CHbolm2a4nAS0eRjAjzRqGuQ5w8/aSF7NUJjoCVlC1pupKh9P7KH1rvSzs9hu86dRIqFQNYAcFy9gLyhPjRF9ce/sf5o0Tozr6lez0fq4zjHcdpHbZrf0Tqv3Fz6eB11O1oG2/kG8kIfsLgZKkOkS66G8LUCkBnwryxsB7N5DtDYSn1k+sFOa6bsJ81ABKEDHb9auBD7j6gXRzV5l6uNKxclTynwniC8QSmFs0ma2jSAPhKCtAdQghNbLFr3byQmVPvOtevcCZS1pLQugONLaUsMdS26+JHiB8gHy7BWNE+PjWpyWSvsBoWZMycvGcwS4NC8tCmv3YwA7AM/y2+03TUWrftVO385M4ZGmpOR5K6vM8c3Y/O0EYKt7ktjyZkRfLZTELockHXCwKRe9I8Oo+XRAGbP54ZQhKq1X1FNLsn/8Go9t/h4D4Z6zaJv0/my7QDRB+d1rDMC9E4n0b3UvUjvEeDutHTQp7JsG6+pDVqApwBLYNomClwmCD8BZEmu/xSR0M1AExd2IKJzdxaY8/Pgu0bnyqmjyaW9aNuiltVf8X1dDbk/odCLa67ZFVzMrYJXPMxUYRqx02sFzxX2y6VHwz92IvQ4Ny920Oic5c8fiMDNBfeZROAOh+pOs/pceB3WpUO5tHHI72xzO9pNkQOGufSxwjxPUJSg5aXhlrmMavJHlMgF5LleLJ+Sd5ai97Y6t6XfGsiZzaSeOeW+cVyM07+Y/55DhbHgY6oXezXA2WEgns25R+m9CvO1knVKB8j6YCSyn+7FyF5F/0UC4zNG8b8MxztTfE1ntAFmLRcAwSnVmu54NyT2keW936UlTt49g+psA3tOnhOdv99E7ZpooXcHsNvms2HNCsC8h5NPXetiQHZ1GbfK89dQAB6vz3+qBb2LerH6BnnBam89NxNQetDmpA09COsZhZ7XAvl1NpcOsN8vDNqNPmiv1fxyWuJrN3ot1+ecqso30hLfbXBwTi7gyrecJaH30fxBG3onDVWnW0WxkXUV9soR0It6EN4sBHsbAKLRTxFkd2nWLjU/jqgmqOYyu5J5dTXzSFoIkH0OkJPSEuOioa7Gl3cM1qY5NtNHdXsGe0P7mQL5eaFfaq2dcmjbsZT0Yy1tZj+y5za6i873we/WGNBpIED3lQcBuWEjvP50MYe+1n4P1/GsRS9HC3WGPRgK+Zot67EvEgMC2LQAiz9A8GKhFO1w9ancdSdo8ggDXCHQh7ulY59VH8e1uwH7F0C+xGc6CmteNkc2a5pevPv4PzZW0bY3udhurvR+xy/+aOvFbiFCAGPsoKgmKHi0/dvonfRaCbphuybnCewJefMaJ1BjzzDAQfOkY4Co0nA9S9pyjsRI7mYpm3kDEPpBNdoGUU0R/LQI0INWAFGi1b0b3gulfv9eFeyMXgSdi6RzaTMDcH5uIpo6DdBTQwh9s1iUqnj+GgrADgVm2jMSy2n9RjVxNGDOJmAkI7EnV33wqbYUuqof2U1bELoHsI+mpZMr1aY1WlbRgisjse2acdGopp5QyDWUbqslAHsq1AsG9qjiFVjhdZztG24F9M0Q5Ej62bbr3O8ozFkKOTiLkZkW9LyZxpI2yH5BM8bEa+QXKiHIppVS49XcM6rJMxXYISPxnao5vtwx7ZqcrpA1imVMa7lmVFPfAvT7FKPvlo6najm38Nh2Te6hwKUKeUkQUNqzIoCu4r1UJYrUTsjVdWUXhSYB3Pghggc/zmBV3G+mjz/Eal9Q2JXoY82lj/EphS4SCBHI8xX6goUurge0WXGumnAAdzsBggcM5I/dEqemOibqvB0tgmt6YSeOhJwOyB4CnN9M0Z7CrjP9rWg9yPOLRzDoBwhmPt9EjYJyU+UzeMTbHNACXdwHQxc1im5Qt3lAa9fkDMCmuqVzpX1rRLumCpR84Ys+StMQh/Q3RDiT035qWmJDetT7EugxCqVCWktGOo4nuluArbolTje4QY2a0gJp3xCxPV5BirXonB9wE167lZdgVtACvxEI7WvLmq40FIApPamwZ86Xzicoku94UeGpxapaPA7QPoFZINAR+R9EMwfMSVfIFzMSO77R6+alJ4Hw50utwqJafgfM1Y8AE9MSK2luMVG71glgKSp+GBciGa9Z3a6pn1joviGEpjolm2RcgOlpidOAvGmNSHGB7NsMag+R30B2viD05UIqQK2dbdcEQSAHf4Cgs95g5JH2B5R6/6rtj6exEfy2kUKOy0jsgWrPLXccrfUC6Dck51ubs5KcCYRvbxSo1mi/eH7e2g4eEOW8Z7EJgDfoUUw7NoU8JwgWt2HFS/9tqOt2nfcFRfA0II+3IjiKSHUn0YhZtBQl3iAM+blC17CQkxvBHFR6HsQQqBPhIY2MUqrDXi+mY5GFHk/GSRRT71HIVAOc211EOWrXxEkWZsPib2eBSckfMnjjtGZuBCrN1wSd02EQYn14pOS49R1zSp3jM3BvWAi92n+vkF0FGGOgF3VLnDr6JVtUk9xYkee9fDgCMG9KOVqFeYjymGm8fnqp+as7ADvpydDDfRi95Qgsv84CYxR9BxbXS2m/R3UgAdZUyJ8Foe2qSS1UekDFf49q4mqFzG+kdpi/JqUniUTO+JXz4HuVDsB5HmwA7ShG3DqvXjleIFyNfwhgBBCeHEZW+3NuULpaGOagVbaOiaNoxJCW+OG1zsVQx3tTiauaoU1MDrlCP8hIfKVMZq19dYA2nQ6EO9PSTh5nTc1RRHCtAmsB4QPrMZQYr3M+1QJzDiAHKuTieugEhZ32C5O8SMZaFP8HgttqMcmoaRIqHDzQ3J2pY0NzdwbbFW5Xa15U2EwIoUXL8eHifN20mX34uK7l0Pnk8JqFAtlboDS6nwuEN8u/KxM1saOFkO/fBfT9MC3bDmBzNLPvzDC8h5HTxDFDqJA3W2FmrMCHjw7HvLdrci4g1wP6rgJnUcFJYU7MSOze/Lg4/gCGXOBB2UPvcPc7AO+1wh7cKCWwprnM6SIkDxXIBQrMzgKnlgLsRTQxQyB/BnQ5IHv2YfQ+rfhwSVo6yCIp2Tx7J8EAD+CWZu+AV81t1zoW9l4F3hkBe1Dx/NUdgCk9yRqDOHTj471oO70YgMO6US/CCwB9CjB7WfR/abhMzqOamG1hTpsvMU5qQ43Skxb2e+XMpsvtgJnKUeCvaYkzrbGyOccSvQgwsxTaJcAFQJjqSWqhDyrsY2PQe/pAFHWC9fPXuFJvaDAFJ3vpye630fP5UrWgWu4zUedMtAjd349gfL3+yJ7L9whgd6knOHEHlwVYd36qDT2n1LpD83Xn7wos0/73h2DOqVdajpS0kVj2NcCQK5qr61K4IY0lz3xUOwei2+kiBtgtXYDN82rlkwBeIM0HkPkW9gXALh6u32It79FHcewEnUvN78cVeM0gO1UROhww66QltlLb3enTv8/U5dGA3gC0XDEcG4XC8bIcFMbofdTRzTZ39WK9YT4efbZZ/OKoJmKA3A30TQRaFyjkcIFyw/SVPHXK04JeLIefcbaHI2lBu0MIMrWrAfnbep731jp/DYO+UwV6rEAu78brPy78TU3QOdsahLiIjwLZboU5X2AvD0G2HaqvHzs3dQAAIABJREFUdIUy6GMp6KZm0TFLjc/t0vsJQt62eP7qDsBRTbwGyBiaAeTRZ8U3Z1pQAFpUERX5l7TEt63nAVRzDqHnvWhbNw8Gq+acUsdUI1BRKgDnJSs9H3oZr+0DDN1BwhY4WRDQTu1xEuP5dwHoRPWrbokx7TmgRTVJyPxPuyX+WL1jKXFNyldSWerbjV6TCx4Ad+aBdrVeL6rPfAZoocbz2XnHllqu4SkM9wByRVpiNS9S3K6HNoHyjkX/8fNlCvW+a2sKmYh5O1hkmeWhr3US0JtWYMwfG30PK3WEZRJByxa+PpsPtkwfL1FgkYEutNDnDeyLq6P/5VoXJ5Xu/9/2d28pRw31fwvs6QpzoQJTi9HmLhsSOpvBhjvGZpQhqpkrj1ymdzFT1GEAt2dhfvt8EyQiI5qcIa788QmK+rj3gnKdLR35UkhUk6RuRYaq6TvpWj1JoPuUSwlXM9Z6j6GUbICA4NQYbQ/nS5y0n1xjPLIwX2f6WaC/4eZFoJdXcohzICw5BghxLl6ut2/VnNeuqXMUenzh/NUVgGmDBwiNy/cvh3x1vCu7EJB+hWWKoGO4ArDf2c1KS5zasA21qCZ+rkBvZgg7w1IBuF1Tc2n1RQ1SD48nOGka0d4Z6bzX/bDDlLP7ERBAYQhC+3Y57ltUk28ZmC3q3ZGVmoSoJglUIIeVwbPuFtXUgYA9Ky0dTGPW3LgiVPQ/ZWAe7JbYebVewCPUWTM/Zn6NnO9J+uymFq2XKjSq0JPr8fd0tWI6WQlrev9mitlAbm/ms1r1YekeC2SL5Bhztdoer4O8WKHzFeaFACMX/6fKJNb6jIfjeArjSO43KaN9/S9IS5w60oMaU9cC+YUF1CB8UjnGw/D0MxkHlFgNvl+k2cwMA79NSXyljWkt9/U7vS7NARTJVohvFdXkqQrsn8Wy7Wix2q6Jxy1Cl2ZkEumjZZsX7phuoefPlw4uaD7y5qWPuWn5QIHvchEV0dQFAoyiNnRUk/cCMpm74G7pGNI60KOgKWO6ukVfZ3EJtdmDm6DJAwzA3fAP0xL7dc0B2HeYKdZTy+182emIJuiduAcg5yj65wrC3CkPyw6Yoh4K/XZG4qR21N3y0pMK7JiRjsXlLlQcgBmQFDiW9W1BQD3t4xRycxYjL+cHcWP9y4gxWPqIQJ9WqErOrQNTy/HEyA01aHkuLbFP1T2YohMpGmAQvrPRRUreFNtAj6iXosAVOSCakRgt+2pqUU1Suetwn8r5c7UnOxcTIl/NEVwoLcPSn74ku6yo9nyC5ywCD6KRTwB6O/nv3TKZcngNN2qij8TnvpDn0xZIMvJevMeL5LYqZGEI8uJwBPuGB/FfcIGoJmYB5t+AUh95A4UePNQizHPcf6qQRxUrfjbcH+jCKWRJAejblawIgdAP/Nl668XUSAY0JsAWFrI/AWdRTd0oUEtQbLsmf2Ehf68G/7CVdm0ehmXpZ2Za4jk3u4+6uXJL7lv7fUAfBlquA7J3tqFn3PtoWw/IZrwpA/X4y7Y8DYlALEB27MXq0xrRMqhmHpwHvBIMeFvVAdjztH4tOZlE3SyE0CblPgJ+hfIEIL+mLnCxH3A1nazlGEeFkdUzEvt+LecVH+us/uT8tHTEKjy0lTxgt5vLLhKAcmoE3sxXtH6/UL3Ir7zXFciHCnyuH8H+Q9VNvVDG6WmJ79DIeAb+mHOmEh+mJf7DRq4Z0dR5AoxPS4yKQzW3qCa4Ct/jXSzdppYA6EET08l3XwF8vWp3GlUTQfJIPldAngxgv1+tJCXf+VaM2s3kEOtKNDo/OjemEXsaIrbmwfsTmLEhdsLJMVIlKlev3QSQ19XVavnP8wFCizbFpJfvEmkaDa3ePv9vOc/V6t/v4gJKYbYT2C3DkPFD7S490paccNaMr+5F29XD/ZEunm+v7LavAKR8Un7xPgt743x0PFvNu+h+P8ufV5i/CrQ7LfGcNCVBWgo8JMDfLLBdRuI5Smmlxk1CCC1/sNDXBeEjKxrNVLpgnX/PZxvh/LeNhR7ArFhEkxfT2jYtHUNq3RfygCOavF6AD9ISP6HO7lR9mpc0vb+qAOwN5O8nVwxAUoADuqVjpdj1gLuqmiiSLwDy9jIs3ZEf2eEPwKnbFPa+etKJhX2n9KQCiUq8t8IdcFTnkvB+kuYoVvbkYrF/R0uyxyIXfOXJ97DWqXnJtHJPK6pdpwDBuLR0NOVFcCvp7KsBsH016izl+9U9Dsh2hSAd9QAxXOpaL6xVrcz92MN/UMi8t7H85GoBZJT4FIA2gaEAetxz0jm3ml8IQTsCQ5EMLjJW8+/8hX0IErUAzjx4xAtWrBKw8NQH2ui96PiLslAQXjzcoJ9qxv7/wzET9dkNLVqeZb1VoOcosL5Cp2akk/Sgss2h24MfKXSiwp5C+uXHMV+uFmoPdvxiEYX9bQihmZUsBSkQBBgKlAjQsj5VyZwYUKgLsL9n3buco12pcfqgfiVyalvhXephMTRr/jzehla265K21AebDCP0jxDMlHkyqezvvjAAO7DZaJYSb09LnBuWYW0EKVcMwB7G/wAQujotky6k9KQCNxcWwAt7Sck3AN/px6gJC2Srf/Nvwx+AkwsscEAjguiOuN7/KtC7aVq2f2voH2KSaEIS2sk9o1LSMRnpoNXdgOYFHahq1SuQi4v5d+UDHVNDeJZ2jc14A2gFBugPM0Pw4qq5T0STVJh6PS2xmr2IHR82eEAhX63lOTHdFYJ9QIBrqtWZ9viDixS6g0LOmi/xGZXG580k6MhFbd83FfJPQDckRUogm2vOBSdXeyV1h8GT+Ab+e4Eg/JIiux75tF79yLv6YG3uZgmKEsjzimBhH0KLwgg+IwhtNh+xOxqRyaw0pv/7+1DBNMna7+8s7P4G5j5fU6fy3axK8+YZAAT+va1oOZW2h5XOGa6/T9SuTovgIAUOcFQcc7sB7hwiO/kEoJ0K3Suvi+116ylcM7YNPW21Avby33wFvlbOdWm4xl94XeeJbP8mkH8qdLHAbAXo62mJd5T/1hKEtUqIY6LOWsdi9GyFpXdxXRaDtYx1yAAc0cR+ArnUAifNl/jdTnqyZ1EvejYoxVkj5F1hnhbojoVAn+EMwK52Nu6tNvSsVeuLUzhRdLkxkP26JcaCfPnmFI1eIrIZ0NW9DRWVWwa0iCa+KBCCnbJez/kP1T6YqCbTgtAx3TKxq9pzhl4wJO5QyDP1uo64RVRqigB39KFv81olGT1dKKGQY2pBlXrAB4USCJa6p9JcONcTOuCY7wJ6cxj40VCOOp7jyBoR0aefBnCrILitB32vjcQoLrK+VajoxvtHtXsboJ+iGvsBslaJPtG/+V4DmbkaPny8+J3krjiEFdS7XirAugrcY6C3dEvn/Erj+7+/N3cGqFEgEHJjH6F+r+OEUvnJSehWalGlwp/hhuOePvRfUuvvotL1a/m7o1G9txvxJYDuAMizFpjRh55HCr/VXmyGjlO/T0t8pViQt9V7LICZ/NwQO8ZyfZqgyYNNTj5Xz0hLx5DqVbWMq9ZjI5q4jxrwgK4hMKx7r67Qb5XaILnf88AAzP/WrrO/YBF+2CA0tRGBoWr6XjYAs2gvsN8xCO2ST204j1ZE0hInb21A464jQEAO7r2UAyv843AGYL9zubmW1EmpiaH0pDgUM0nnJVuBOstWArmI6k39GLlVMfLUUWxamcoQIqGHAnQV38hZOI57Hwh/ohkpSf/Bf6kPozdZKOPfqealGHSM3hmKYlxKodPLvcjlrjtZ/9TWi3dnC+TObokNiUgsvIajPNjvWsi0cjvmrbVrawO7hQI9IehGCkN/XsNdq4WU3JUIlBQPuq98VSCUL/234+zapy1LSI4e9lXS5wD9lTO+x/p08/HuPjyfNLNlgFJXeKEFXhLoOHcMvgBn7UZPaP6+/E5Z6ZbD80hBa7HA5QL5hED34ncAbsd9jwJ/4Xjqek7/d1LNMyDA9wwwWoEvUapRoUcKMFNgH7UIjbQwLwxlGLNq0ZezPbw0jfiMamqyNXe0hhM84HB/QFjPJQV0QL04qtQYkMMCjBhX6LLmjHWwbhiYUq0V5MDfbCKikPsEuL5RrEkNwx1wqF+0H5uW+FcimjhHYE4A7BiBoUfwoIxiOS3oiCb25ubTwHQOJ+BxUACmYlMfQr9S6NaK7B6FZH3nHYzTitM03qD8WYV+WtCyebEa0fAGYCKQWb+pDjxQOvjSsqwlA7w5Li27U5psQFulT6pbGihl264AdKxCTyTFqPBg9/KbJwENgJbdapUcpHxZzsVHOjau9yUcuPih9KTZp17QFK/lOZSkTNUsixnRJLl671brxerrMJcJdGJQ9P4Vz0dUk6xbTQL0M8h5JtPko3QT94Hl3Kpz6NEc50+AsObqRvg8IJ/yQZN/WQHYvwLyhgJvN+FZjBWgQyGjJLdIcE1zvFTwHrQfbBFgAoB1qBEOSBcpcU249/9dYogZkJwIBp8/VlOA7A0C40hpJAWI+gV7VppAp/vcchGgGxngpI+DJ1uqjxFNbyzoZ4bnYEAs68WAeVKgvwP09LR0XJc/r10T52kOz4KHMhIfEj1cbj58+eePCl2wAr1HD4e611DPwsUv84ZFEBWY8Y7ji2UC2Z3paIUcP9CnYPAOOH99T9XaZwTsVyhjWukdqOfvAwKwo1qwGI/F/Rh1XOHOrl3nbaEIHkzj4fWLVVqimroDUPrjUjz7iuKODG8ATv5MIUurgc+XmyAvPblpRuIDaDEFDh0HAXp5G3p/w5RiRJOs6f0zLbEBKGWvKEMT7H8C4b3r2cF6cfED0xLnzqjhRulJhUwvlJ6r5aIepPGCQfD1vFtKtec7IRbZthuTtqum1ulTwnfzo9ePZceRn1juXl6n9nl6gQJyQVomDUobUi4VMN9QCGu7SwEl4nOhAT7F3arTPtaNAHmNO1UaDAgMqWyz0ph0WjN3Mu06l9S0Y/uwWmcIH441uXsTBU1z+lxteSMArzrFKlDgZgMAawDymCK4NYNHH22WOlK1z+//l+M8ypmLt00E9uh38ck71sDb1APgb3ANoGe9SriQgo92Hvj3Z4NQc20PG3wgHpR4sObKJxoC5E0DMzm/w+Pu0QKHCEAJR7qSkfJXc/NGEL8BdOMsdPeP2rAjqonrAHkpgP42BHm2H+hoyYnkgCyKowHMswhOnS+TX6/khhTR5HQDtJQzdqh5copOWBmAKVxuETyck8+T+CCnIkpPCsQU874cAVrpOvE3IDyxlN/nMAfgBxR2eiNG21FN0LP02IzEiIzMNXpU2pxoBh4IQy7KazT7l+sfyBkarLLfY91AEX6Iu6Ux+PSUp2SDunYu3s8UxXKW9TxoJ1ASnrcMa32+EvK6/OIkdSFg10lLx0rZvmr6EtXEt8gBN+jpmCfbU4VnyLaVPrtpGC0PKfTmjHQQGFGyRfX+0cAnjkeO04tX+xHsUohMdoInLQcogoMEEnX8PlBjeh0S9/OB1nmPysIRsC/mV7fOAEPv7kN2i2bW87bWxHYhmJsC2C+Xo0BRFnNNjP2i5nx1cwuDLalypcBnBOCO+S2iMwEzuxXBEx+pJm+lh/e/4O9+50aWh2lDz/pPyfa9ziRELqS1XE2SsHpnKILPHyGQnJXlKASXzZFtmmp72MiUOwnWNfcQSL5W+yTrxQb6KiC/G4k1turFu/MEckkjQNB2TfyEHGYgvGta2glY/EgaFxoArkpLfHxUk+/1YfR6rVh+nAJbj0L2sF6EqV1/MillvkPLy2lBk0HiDD3wQEZig7A+jQ4oF4AjmthdYKYr7NkZ6SBqd1Cj1FcWoV0LpdF8apKI2JH84GVk8koLwsILDG8ATryehXbWu8ryEpJ35QUqvMThZazDCcInp6V9gBWd45fhREEoklfHiehcgh9uUsh7IZiORmoGTsXF3p6WzrsafbjeKnD9atO/xfebpKlNA9hngezEtEyp2ighqt0xIHu3ILRDNSAGr5V9VSVZyoimdhModyZLBLKBAD8DgoyFsCbPNOI0Bb4owAo6+eTrr0QfK0YtnC+RN8vOqTJaJ+cK7HXd0tkU9DnvFdXujYDsExbyjXp0ypmB6IeMdyhsYXqaAv6fBfTv4hcRFvIW6TS043wbPdOrpWk1+n79bzt/a+2aGIJNKeSSjMTOcN9G0gj1AkCPLUzXVjP2VeIvsocFzi/HHKnmWsNxDH1zBdhNIb8S2H0AoZTpmha6UwvMkgCWiPC9i6mVtfQloqnvCPR8hX4vIx2DrF1ruVYtx0Y19bIF9qcaliJ0Vh9Wy4zE+/wmHMESqgOG5hZXBFTSprGsPO8EfeaTBi0JRejsUva0tfSr+FhhnhvA9wR2j3JIzIimvkJ0YEbiE/MXmKCpDgOdqQApIusOlTIdrgDsd6OvlBMRr2ZiopoTqOgJA9OzwLmATlGY0zISYyp5QHN6rYaSbu8ahPZmAHaynDhfgQ8NQttWE3CG6ldUEy8BulszPGidqYQcXc+H3wWPJO340rUAKiZoZj3BijnOjHoSV45DNm/+faJBaI95MolSmYOad94i7WOyQhYJlPVS1uW4u2UqjWinRxX6cBbZx5/H44trTdd6ROwxacTjEJZmG29RnfUJYGRCgYsz0kF92qY0Tw38JiBEsRL8lfX1aooOvK/Aw/kFiAUWVis80pTO/ZdfxHPVb7PA5gT/jddHVmvBWLojZRVyVT1iPwXyp2socNLHSdUpfDweVEqO7Fmk+LksXssfAV2bOg6ActG9mUXQwXRtvY+2XRP83f5OoNMrSUPWe4/i81wmUVjTX42/BTJAojp3X+R0vkOT8pnaqCZ/yaAM4M8KfKfcs4no3I0FhsYxe9ZjHFNuXBLR5HMhrNh9nnz5jXIHRTVBjuuCfBrGC4c/JQD1RH8BBNulZXJZIevhC8DJbRR6QUY6BtloVfMg91UNvYLUEkD+AOhXAFw31A4i7yXqvHz1MOd8w9o3RgPBoWmZTKWkupuvRZFSNaYRShU7MEFT7VwgpSXOVW3NrV2TOykwoxV202oBCFTraUULf9DXDSVTys54cRDSFrY3CO02Tybl3j8XtEYVah9P8vxbcsoXAOhzqGHQ4ec5gdzWh+xttQhkFE8GXWlCGEXz8v2bBZ5xUnn9DwFIdQ+hK17zg/EneNnUi+jxCiADYHsnGKIrAIn7GjLryZwnah/n0dj0+F1osXzhc7L9u/Xe/3/zeVFNXsvN7zIsnUwhIUo2OjCcjQDySgvw7XpQwqtsD7UL6B9W28Nqn09UEwSajQVatiJglI5uFkgqzJ8MlJSmfaljAOBnBuaOerN74/XpDVowgjrTT7fCnlDtN6XacRQf57J3dOED2SpfzGcBI5p4ykB/1y2drAfnaEiUBzYwbyiUQXuWgZxaapxOoTB0bRZB3RnX4n4KYfRDvUx+Bfj6CmBzyv95lC/BLFcYYLyFvjWUcQFvOHwBOHEM6QPFtKdqH1pEU8cJcBmgv/Gc0bJi506m0ly6DEujY7HWPAJYaW8mOWQtrq0UcKrpk7cOY+2CAaah5kwlzHsZiZWtp5a7AWtEY7FWWoDzhqJlDThf1bQj+XuFeS0tMcr2lW0MsopRM+nNSu4tIOv5IMv6J+k7tM0jKvWTAtwYwN5kYGjXdggg69LVxUAPmycddzQ0Sf7kiCYo5L5BWjqYjmpKi2rycgCfKeRaNuXCIJSa6kXmZkD7gJbDKQNIVZ0ehOgzS61rztUIQEYq8GuBnaEIfZY0KpfKJvArl7Inunuh2y2bBUCwsBd//Z9Fsh8XOf/fNo+kpRzoo2npOGaCdu1gYK8EwhFFloYO7QZm5aKxlokabHv41hWlmBe1XLORYyOa+KFATmTtNy2xo5iRsrAb5r+pZCW8h1FXCoS/jSxyevZyX0Zi19R631XvLdY2MHvVG8yrvW9EWVIC+7ttRmKTeZ4vMd4PhLcmW6cQhOU3EKcBOAYwF1F4qvheUU3kJEl7MWbbZjieVVTCimjXfgJ7aFriu5Kj+irWu9cCiwG9TaAPBRi5eSGXrNTkDGMAvkohz2UkzhVr1Y0iGQa4TCFfBpTazxcNdbLbbXCHhOMt7KsCk1HodQIhXeSttHQMGXCq7ZgDLpltCn1Kqz238Li8qQTQsm09FltRTZwMyF5piZMnW1Vr1+TFALbolvguA07ImWonNhKEvOZxzj+adczVAZCruxCwC4lOdgCp8HoGlunmrEIfopqNQifxXYMDjfQDuCMtcQbihhtl/SyCZw1WxIfKAtVyo6imTgbsYUDLlGZr5I7X1AYtOfF5vTctHSUVybz7TU7Vi+tfovIVuGAMeq5ZmVlRla2R2tjkdKjNlgZ2vLM2zPGZaW7ud8xB7vnUggGoZa7+U4+doImvGQjlT08nwyKqyb9RW5gZEuqZK3B0yGVuSpZNKo3r47I9HBxQ5mwEhFKA9BlnnjPWIjgnLXFmVFa2dk09ZHO4AyXz4BIgvG4x3bTSmPl3/y39mQJfH26hi3ZNHWeBXQU6OS1xLvZzLapJ6vb3UA+7FArap5tZmtyaWd7iTQjLlgp8OiNx0rsaalUE4ATTaDewgM6PLL1904jtFUXqac399/gNlXowfAE4+YxFcMZ8mVyW/1nYN0qVBdAzFbqrgXASLwlBNs0jnMuNw+2UdaqF+YVBQIBOG2AeUth1BC3TSiG/K81Jqb+7eoT9a1o6G9Ih9bt1/oiqDqD5/vgPw0Kbk4yMVeWRyxddgRN7EUxaJJ1LC1707wIgPYjgJwZY0hu+JJDzVsfyq4k0zR/rX3p6fX4VEEqBjgJ0ngC3KML35SldDjgi79Yjh1lqziOavBvQBUMhr2t5lg5Qhl8D/ds0O2h5dOetXq0pj+Acsntc8VuEDhDYw6lHDujFvRhzS7nVO3d/WYS3UNgcGju/YwZMSyGwTWDpyrSwnlRsLfP5cR4b1eSjAHYUYC+FdCiwRkZipLGgXVPfUNhLAT0tLZ2319vPgbaH9qRmuWvV0p+oJsn+YJ37s2FgnyywKC1xegevbF4foksRXCMInQuEvlRPAC74NlDU6WyvUjUsko/+e0/HtP4AGs9jITxdNG2Brxpg/0IpysIxUxPeQOgZ/pYFjlspCJTzO0g9LtBnuqWjZjvVwnsMGYCd9OTyF/oxeoMW9DK1dUyAEZ1h9E1T6AlpxDqq4XcOXwBOvdOL5Z+vRPZ2q67VjgLsCYDe2oveX47AKNZu961kYegfIgXziU7eI4D9egihWxz4J0wT5yF1o2v8IVDc/aJyHsHVXiuqiTsAM4t+k9Wes+qHkfiVQlqrRU475yu9VaFfLhazp8WZAksJ8XdBWk8V2P26pXOlxKZL+7TS6Ps4JwUIWu7dpmi5tRi17GrkwesGsl0l4flqxu37fuNIrLnFHNmsYZqIqzvhMYXu3WygTVQTRwNyhiB0ULdMnFPN+AqPId7hZaSo8kQ3LPKL76VcZxpLnoDsV9FtiRoBDMqa2zFzp5yjSjGNzbLNQsmlsJX/Xmhh/tysRWmt42zm8RO1a3ObM6CR5YLsdxXhq4HQevnFYIGtHDEPg6ibtfTF68b/RKGPKvo/UttDIpUB3clA1nOYHv2FReuEQkc3jsX7rs8GZE0gRDOHhr59W2typxDAb+mlw2V+4MR6MEWhhxVqO3vw8U7ETZQLwBwzSwYj8T7FPChreX8fsqeRouhLsQlAfpqWWN3Sm0MGYCc9qRMU5maBzrBo/XKAN98KY+wLIdhvVivMMBwB2PP2nq7kbztR537ZulXMwizs2Xm6khOo0CsraQy3a3I60yXkYVoEuxqYdQCZbaHT5kvH47X8yCodG9XUvy36ty5UH6t0TvHfPaDoL33o37RWLqvXiX3MIjuhmj5ENZe+ehrQfUpRFbiDIPIRkG0U2C2A7pJfhRLaLxjxXVK6nBC+3pSFubWQ5lY8Nv+ROrc5NXI6RAVdFnpRM+ghflWdENjzuqXz5lqfW9njnfY4JTz3MeifNk+mUNKy/pazZ+w6U2DP9apgFCiZGcDe+pxMri2dmpMo/dwmAz2MGZzt5wD5k6ysL2NhP3RBvVTB+gfb+JlRTf0cTi6U30rqujMluVLXnbZyYYBsgYwgfFw94jurFr9cYGYLbA+XXP1R1OO9XO1fFOYIgV6psG8A5kelmCDtOneSwqQ8DbNh/XKX+ZKHqb61Am+c0uzx0gFKYO5RyDmFPF6nuDeK4EUuvB8oxwPOP5sJmvmkoO9scbrx/AZdNUlTG/gF9/71LrgrBeBugb1aYX6Q37l4Y2eiyqrOfw9HAGaqz0K/k5EOKhcNah6pzZTm5zz0nyudXKNsHNCSboUdNxQar13nTVAEGQrmW4w4UrB8rIF5muAWQWjHPA+48Z854FXIFqYlTtRq3Y2mEgD2ykicmsM1NS5KBPpIt3Swnjtk8z6ccwHzi7RMKpkOjWryDYUsEeibfeg/vBWjVgiyO1ngCAGI3n0ZsBdUm8KLaJIfvlkZiZM60FBzylRm/3rS9MU3Xl9njVwLo5400EcbTUkVXpuLKYNRVPVZbQSCbzZTfMO9b8oU6i4KfUkgI3jvguzD3+udYAI3wxjrVb6c2pcH2QkR2Kwpc0HM/92H5QsrZbDq7UczznMLxVaiyclwoAb+A8VZMwLgehG+RqEbC1r2qFV+trifzvaw/8eAiTrFpuG3PYxo8neK4A+C0C4C7Azgp+V2pVFNvQnoO0BPZ7UKYUM9CwY3g74coNKib//5sm15vn6ND9UD6v6qwKMZiRMXsbL5Ut1DgP1hWjqrymB4RUgqP85MS8cFvix0OxDeph47xrIBmDeyCPhBfl8gP+2W+Az6shqE5vVDYgsk/tdq52I4ArCTj0RbRjq+X9gPzw0mN3c/hV6YQcdNxbxOnguYjYn6KzcGB3axTwHm0TQmfXtLzF6jFS1zAL0akKMEoQObGYA97Yd8PNJZq8CYAAAgAElEQVSh6m5RTT4pwOWFq/RqLuZWinJJGvFNK0kw0oFqBD7/oMA8n5YY53pQ8+m55wS4RAE6lBBFuQ+gdBB6S6E/qIUb65HTryr6Nmz0B+oXDwss5GvzJUZ984ZaRJNEhI5qRI+8xEd4HBD8UWEfy+CN06pJE9czCL+juUqhKwTm006aE9RDn2OBW5Yj+/v/aZKKEzXVQ7nUNdW+nASnQuka9ndaPAqEinQLicYeg96/NErFq2c+Sp0T1RTNZXbzamR7AeFxpdKvUe06H7CHKrQmA5Zy/XS2hyZXg1TYUyv5FTcyXgc6w0lAy6FAlnS/P5Qy3eE9mKkDlEJBm3iVKwIjG2qOebH2JYDlgrCiN3MtN/O0sm3SEqce/IAW1RQBjX9KS5yZuKpau6buoypdt8Spcw9fHjouQM82tVL7ygbgqCZ/CsgpBG3kNUGdHyxerLRdLx7F8ATg1K0ODj9ppbpKRLsOE1iCrH5n0XtpucmIanKBQI8px/l0HpuWmsT/SmNJFNhXo0jRDo/C7Ke585sbgB3y2KxficIz1BviazRdy7B0HPmLVb1NALyx9vMKc2I1doGevE7xFXIEBzUn6QjO31gA5PeyxjjK1R4xIwS5sBLwrfii7Zr6jkK/RjR+teMqd5xHMa5ebZ17qPtFNXkWgK/3ou3LzaAl8F4TdHa7QZiuXL9IS5x0pmFrREwL+igny11PCyB0bFpTgT94TeApgD4pkBs3QOzJu0Qq1otr6SzxGR+ihTKufqdsfJ05Z0hBOppHx9uFgtYFje4ua+lb/ljHWQ/mAcFPAHMBgIfTEieIaFBr1+QRCv2xU87qZP2x4ebFQYbV9tDXOt8IoLEQ5DsUeUlLjIuxQc0F4NCXFP0zDOTlbolT2rEpjcpjlP5UmAPnyyRiYhputFIF9KkVaBu1SDYfQLHzKOhjDcwW1dKiopp81dPQFq16R+hJgE0yiO1bDS4qf95QAfgNitenpYMoMTri8KM6sxdtW9b6oRmeAJx8XqEH5K3+opo4BpDTDEI7zpOJZetkTnpS7khLrKTbkP/Qc1e9tkJ2pj50RBOkKX0xg0f2pMLS8ATg5A2AzElLbKU7Sa1vHqUn6eqSlvixtZzrrCd127TEmRYesnmKzVG9GDOx+D3wgLUTCBZytoCYrdCnBcLU3SIgOGEowZahbhzRxByFXNFovXaCJr9kgMeBcLTRjzn1whW4LAvb0az6ZlRThwL2fIPwt+bJxKZiDArnl4uuMHpPECiR6jfTz7YH6yxfA2+dqxCq47UC+oMAI6eH0fM1ixDrg5ty5W9gb51Xa7240otV9HemdVcgRAnOAtBXjiZF9TMvM5qXG21Z2EjttZquRXTOVwTmWgs53wA3W+Ab5d7Fido1MUBwrwBXVKI4VnNvHlNoe5jTaMZDN9Sq9lbpXlFNXAnIX/sRXN+C0D8tzHbzZdIzxeflA3Ab3n/3fYyaB+gtNWllV+gIsR4Weq0AP6nWm7ny2JLLLPTg+dJxX+GxPgCTxXFXNQtyV25oebMNy1cvztBENHWfQF9IS/zsSv0ZMgBHNPVDgR71AbJfzKefnBWhXJSWWM0axc0OwF5FiYpRa+cnwQXW3IswKM1QNOGXAubDtEwiGnRA467fA66eNMAa3RI/wKN3j+1Df2ce1DRMAbjb681SEL6uRlMJAEfVot3qOaPzs+if8rxMIWS/bItqaldArzXon5IHA7HGsgKyo0COAGQnQP+lkBMEYL2F//8tWpyVAnRUO0hn0WhSrbDrNKqgE9UkJUZnUXqv2vuXOi7vDtZMofl2TZ2nwEEBdNpzEqdC0bA0V24IXaLQRUDLKRmJDvBO9tZ6lwmwjwC3KsLfYYBjWSace676TQH6BXJ7P4LbmrX4qGawBF86NLYTFPGI7C8ASuCQR2IzQIcWduPVl5qZunc67ZrmQp/UFgvZoRxVz2WjDLnrs5Zh6cm1ZKSG/g12j1Nkh8X20AsBURd5vJPElXc3xJLYXUUo+XwAZhreW7UmBDi6W+IPVvMMqzmGWg0CeZAe2WnEG3Ymi2qKtrFvFGcYXQBWsgL2UWCPSmAqnx2lWNLWg+NH91ggmwCUC6+qaIKDdsD+I/sHBU7Ng10oEKEwB2UkVpfkY7MDsNMGDt+clhhFBnJtO3115Pv41ztAeO1yq2Fvdv9GFv3bFQYbt7qkGwhG9yN7WhjhRy2CzhBaN1AENwbQ7Qr1dJsegB2v7INe9HyqXkCKl568LS1xGsJX3SKanCHA++VSavkLbaWpTcOwswxCu1J8gDqy1HvmgkWB/xGAGYUXBMEpdJYChOLmF6Xx8PcbXalHNHEelbGK7SKrHqQ/0HN0f+lVcAb5Pld7Pbdo6U8o5LRmiLN/QWe3tSF8lQKfs2jdb0jTiGo7WeI4V5fPKb990sKcVCnF52hauEJzu2EckpF4AZAxEXNCHzSix/MK3NwC3Pdx8IKJSRiJz33B1ZYtTSvyoC9yWV/M85cFsjAELEhJvKzi3dDBL4f6p9QqFZYI7vz0UNkPjy6+QaFrZmH3a0QudfDHPllge9h3ZvNEZJJ/CmAODiE4C5DtFPasjHQOUL0qDMDsl+Oay8MWsk0zF45RfeYzQCsD59u9sAcXagzU+jOgeAogx7ah5/OFO9e8EAc3CoB8Iy3xbYe6NjOkgG7TXQaEHNXucUCWJhYUr5pdqZ+ysf5lRN6qzn1klWmvT/QjWJ8vjAc1PSfOfKAu2HnzAzBJ8Dq1GCQQ1eSfFPhmuVXMBE1ME+D7GenIyZKxeUT0g4A80oblZ7yP0dcD+ppB6CaLLN2d9i/eUTY7AHsrwwfTEi9Zc6n0EN04cnSJd2upz/sV731AePOhOH15io1Cb5KcqTcOEKBXobdS6g0QauXOpXi7QEijYP33sAA969YKSig11qim/kSf1m7poLZrXc2jIed7MAtpI3U1Vy/veUag9zRDWN7tIOR+gcztwZKTm03D4CCduIrhB2hvikeswNirimthQ00GSzC01gNwZT+CnxQGEiet+N7OBnKYhTIoPM568eromfVxg6gYAA36tiyS4GRw7pGVSl/kMAcLw5AXqsmueFtWMi8oTHINIAd/gOy2ZYFqep6JYippZCRbT21mgELO9nD9IwS2abaHUU3+gAsGgdDUg+Y740fAji9E4BcHYBeEk3so5LIV0E5KFtf14ypxkuP+9/8KkCkhyNQuidEzu+YW0a7dBfY+AXYt3KnnA3Aben72PkalFErjlLISt6Sl8js3FFPEZ2PvCcFsV6m/EtXuLenVmP/IAiAqdHRa4kT90arwJwIKA3eQjFxXa3YAdgCxnMDDAMWoqCbvssB98yVOcvegFtEkUWvP0hnDjY1pa/xOgcu523e7SNxjYLajN7IDoHUMqsk2PwDnaokHpSVOcZCam5d3WxKCTK70wAsvHtEUUd235+ej1I1JVwlgGSC+6KgHelsWoVvI141qIqKQuyVX380Zyv9DEHwvi9CKEPBEWuLjah5M0QntOm+y5uwZY9SLrrtFNHG6gflqt8R2rPsi7p25RZyMXVn7smqv73nX9ynslRnpJGWuqc0hS9dkNuJk1rgUrT+td3ftMmNcWNn3FPjZCoy5sjiIU5ygFWZPAxwOlxG5LYC59bk65RqbOhkFFyNF0eRqy4USnLn+vq7e4pFUKQtZ+BxiLxWCatyutneRQsY6Kh2NWTAqLbEhdcSjmmStnTzSw7sl/lgzx9ZM20PH/sAcgfKdOQDQNymmk5GOnD0jW6kA7P47d5mY2oZ1dqzXD73cvPgd7HEGdu9q9ScKr+UlXP8MyD1pieVwTa7PTEEjy42L04wwN41Edsty/s3tmnoasBd2SwcVIss2B8bDGSFI51CAU4loYv8R0Pv6YPhSPKLQTgO5nvqXnkubMDATqkWIlepR8wNw4n6FmV5cV4xq8lwB1iyFyovqY2OBtpe9u8/Sdk0d4twv8O288lRUE0knXi8HKqSrnPVYswOwfwlMHm1e64/T7ezlzIzEv1ztue2aPFiBM9MSp5rRgEZe69po3cER84Xo2C6FXJCR2Eq/Z/KNJaeak3Mn6hXoSd0e4NCuia8p5DvNQCxTepI0jHps4PKD8hzr+QZmx0YUtNpzqXDzVUVox0ZBP/zdiXNqOb5Qoafa51fpOE9roxLZPwT25GZYqLkFg1I28FPU8SZtZV4ZMRonsMAUtWGZosdAbu+D3l4LfbHSGJv5dy5W1sQnvjhYglPWcLXyPH85RAYFS1+U5f3NGPQc+x5Gz6VWeSXbzgnata2BvU2BnzeDy148fiqxWeBShTZkexjR1FOA/p7a9+S3Atl5guwO3bLN/wwVgPk3bnIEsjQtMS44mtradd4BiuBygZzbXasZhBO0WabQrKBlg7xGe7EWdFSTd/J5l5OmjWpyaRgYn6qChuuv3d6Gnj3KZYOkXRM/sZC1DdDah+DMFoQW9mPZhgtk5w8JOlDIXIqRNzKTwxCAX2ONtlityaueHJOWOMX+B7QJmjzY5Myl43vxQ8qatiI8NQ9AiWriUMfvBZ2OPkMAVrkxNzsAt2vybgu9o17D6qim7lDYx6vl1fqyAsUFDqE5dX6c7TpvkiJ7ECDckZPDS8OEtmVYGi8EkXChQw9kz0/85QjoZYXpO6axAF2tnFlAte+St2dcIghNbsRnOaqpqwFdUQvXr7iPfsF2PtDXmZZtqZtbd2vXxDkK+ZYgNLWRcZXqgJfDZDniCwI9Nb8oqruzRScyUxYAD1hgtOTcluwiCzllqNSqB65wh8idB41MbmqB3P9x1ItrnQci+20O9DVAUIRp7NEK/VCAawGhaMlZCpxWSRvfqydR+emPG+H104oBTrX2r9TxedtDAVKKvvNqfV+jmvqWwE5TyLR+jPpkC3rIgyaPNpcVLbcDzvclookuye00GwM6lhqb1xdgCemWWtDGbnGQ4s5+LYH9WV6trjgA+03nbAPTkbdIzfcjpsnPZaG05aWWQVUtqknqhP+dxg+lTpCoJv7tbPVatlNkvy3AVmmJH+6FqKe3YZ0JjaYTmhmACZjKAq8Ui4W7Cc6ZJhPhSiu7AS2qqScUdgYgUwmg6Eewf76WRRDMaggvMDnaDMaPxBrbDKUN3OwAHNXknxW6R55SVdWT9Qc56cnRfw7QumklV6r8dWlW7Wwc41/fWpObGMihAsu6Vr8Ct2Rhb2tBmE5RvzQw8VVevd1jFdnrBdibq39F6/nFerHuB5q8S6G/z0jHbbWMZXDQY10JZ6clTsBPXY1pckD+2I9gq3pBML5U8XvA7pSWzj/V1RHngcx61uWA2cJAmmrH5qzeQqcDSiW06UD4V43u0suN04EZ15tJMJdA5yrkSBq29GH0xQtl/DvlziPeZAze3EVguNjthMOb3NiGnic/7npxrc80oondBUJKCxWyCOhjUN5MgY5CsFqp63q6HnfCdgTsQc1UOMvfz9XmPzhWoAQN3dAK/VU1NW6en/+mAMrY8C1BeAGQ5YL8WKbPKwVgb+jSJcAp3RInHqSpzQVC4ib0ZcX7R6ZlJ3LXK7Z2TV6jwPqk2OXdnkq5IfH7CMhGxWWFdp03DQjO7K4h07i5zlp9JEZSM5p64YM4/RLV5AogTGHtf5BqZGFOHosP576PUQss9JT5FXLdFUfdZD/gdk1MZjq02C4r1w+XZvjAwGxUmDL3utGsUy5R6Kz38IlT88AzHzC4m6NK0+oGZkrxyqd4jM0MwH6XR0rVmHo+Qj4VvEc5UYzivrsVHroMwnHypaOaJLhmLwPznXx6lg4tgHkYCE8lPoDXiGhqZ4FSFvFNCxw7X2JlHagimuRcfyMjcdKi6m6UnhTI42mJXVHvRdo1+bRC/1AvT9GD9GYLQsd1y8QBHMJa+rQK0akLW6Hfq/ZjWPEeOSDOOAbAcyVnU9jyg0b5zRXv6Q9wmRA5RBAcqAgdBShpauemEZ9RSU3NBSG7LxxHnPX92w3MrfXa+1Xb52Ye59Ota6QlluPPRzVBic21vEnLkqHu5cU9LgR0t6ZofJe5Wb22h1FN3QkoTQzOZWbNLzh+tgxrR8di6RuV3JA8Te+xLMyOQ+m71/s8/EaM5aktgb5dq3Eei2jyWMPHBN3Nwk6cL5NfLx2Ac3SiFwShAwqNT5z6ovlcRmLMCFTdPFXrGUHo6G6ZOKD+zwC8vA+j1x2BFesqgvvSiG0UQdexAuyWf7GqvlOZA5u5A3ZCGdi8nGJUVBN0L2Ftc2VqlWpF9EM10LOK0WsUU29xIKLlAcy0agAjzQzAJO1bBNekpWMlpaqW+Y5qYpbC/LwaBSu/2LgTkFfydn5OwARbpqUjV7PxqNy5RDNTzpIpsyzspQLZC5CLK9kA+gXFv3vRtlYtSNvBi5zuTwDZl0OQDWtVzcpfy3lZ6w/SmLRVpYBQas49boBpq5ur0ccu99zynEYuYJqBnF41vtQU52utKwzMSfNkEssnH2mboMl9DEBQ47UW2ftCCP/cQkaxP9W6NrXrvC8oAnoXH6TA+wKdaRC6vdJC+CMdaImbMd2fBRZb6GZMwUc1cRsg6yiwjkXP5GoYABFNnkiDB4HuX06ZrxnjJNhWEPxCoVYQnFzJ9tDTUcl7/nXe7zyiyccEQvDRmZUCMPsc0a6pAvtri+ygcmEzxuS/Zz8C9EiFfK0Sh9fX4Kn1QG/315giLxWAXd+pqS/fy2BSPP/tiGqC6ovP1Oo/7/rZvaWinxKWOxVKijIAzxfocQrZVSE2DPwigKYVLdMyEl3cjIlqbgBOTrfQ58vVO6Oa4C4tQ7cKN/DUvgpLVDTBLr8Z/KHPrfT2Bew3qzUFaGYA9mi5L5fTXR1q/r30ZKoXbeOqCXYe5ffbXrRtklexKgzALl0yijvG+yx6Lw9hFHfHlNwLBPhWNekkrzR2Y1piTMnV3bxF2i6V7CLL3YBlhdURor7wUfWiTts1cbcF/p6RjppWvIV98g5Ol1O8oR4Rm9ILg2fHKVpIDSKd7sy0xOr2o633AU3UeRsGsAcL7MHeK3gMU/1piR1EhTALXEJqlYGcWUsgnaBztjUIMY1OM5G0o7598EC1acZ6x1PveRR2EeAdYkaoRCfApy0kLMC6aUzapxpZwoLs0k/qsRCtpe/V2h46bvXnqfe/KC0d5IPD72ofZv0bCG9ajR0hlfMoytOHkdstkK0+rKWv1R7brnOPtDA/NZDTuiVW1onMp/5fsQimGoSv5TeqXAB2QTgxR4Ab8kyYqCaft5Cjh8r+DdXniHZ9U6Dn9yPbmS+HSUSTNwvkGcD+QIGpBvJthQZp6ShZNK52UgqPa24ATj1toWeUq7PQQlGBrTISP8JLLBI+/6+0xDcdHHxzQgNP1uKG4VddTdOCpmeuhfy9HqAbf/AKXbeaAOGpSikBftldQNMqDMARTdF2MqBuqkJIP1sNwDIL7LLSjLrCC+BT4rukJc4dTd2NLz/NsInGr+ciDhEv7d0S+1p958/9GWDiy7B0ar0qRtS1FeixgN29GSjkvBwhcgAuXB8Gfv5RApno3dyCVmYV6IS2BYAHLXSGQcvTwIpxQOgxBWZvhNjh8/FQeAzWPkWgJyj0qlEILitH7Sj1fCis8wH+tZsCpPnEFXiMH0MgPOs/yWs4oon9KG0r0G0UZg3kfNIfnhrFzs8A8mxa4tQKr9gimt5YkCX18a5qz6l40TIH+CwVF9aHAuaqXrz261L886gmyL89sBBvE9EUhVxOEIQ/XU0A9t/LGwCVtHTwWQ5L85oG9wr02qEcyejQZtG6jUHfowGCg0IIEViWoyEVd8wbldzTCzt+JFrfB7If9KJt7VqlmAuv6wGYOy7D2lNZBhX/kSA6MavQwwUyC+jZohk2U/kbNzMAEwbej1GfL7eaimiKbkIXCpTeptSOfUWAvwx6KI4gvxDQ59LSMSSHr0TgbmIATjxuYS6pR6rR7cTttwoN7su93Qy0ChyekY5JhcfkA7AC/xbI0QBeA3S0QlawqK4I9qzGGzh/zagmfq7A2xnpIFe7rualJxNvo+czr8n2vbVexIE0MM+gf3I9/rlRTR0N6Gn9CDrqAW4RbDQWSy8BdHIW9mvNkGps15z4zEUCzA0QnMH6Va3zUs/xrFUKsrvYnA+q7sxdrUJntEAeKg7+HkHKwPNiK4IDCS5iDTKM0M8lZ4puzsjIpLIiB+XfXZYj+r+hwMECWRfATEHotnqFgeqZh3LnuGf99j/d7ya8B5CdQxDolrpgzVb0EHxzeTm7zuJrcq5aEb7TQt8ShI/MU2Wa2d/Ca3l3ux+Vsz3cWudMDCHUBYQ/m8cV0J7RoJWo7+2rUXpaFQOSVA+jiUVVtn/1jHmCZtYz6HtIgXQWo44uFSMimqTo0lWAjdIshoIj5QIw+xDRJEGn/xYEtylC91Xyn6+m31FNMRPbwzKqrPJENCd4b9D7hxJmqOYGxcc0KwD7D+vTQylGTdTZm1u0LFDojR9ijRNXx7v/o7DbFlt5UTlKobsLwlvXihZtZgo6qsl/ZWEjtX6kvfTkzaUstorn36deCCrYo1smdg0OwEI3k00A+QdrPjShoEVXFsu+RzpaLc+cKTmaJlRbky51baeJrJ+tV+zC1Wrwt0LxgGrHQH9PBX5rge3rUS3yoJc7FPjrCvQcU6+0aL6//jmTbz3Ka2o/W+1YGjmO5iusyXpN71cBM7Mf9o5KPN4J+uxWBi0Mwv/oB6Yt8MpF3sxlOrEW3p87XU//aKYh0AMFwjT1u/RlBVpm1uPFWs/9S53j7e4OV+hRAiFzYDOCQJmmtwieVcgBNHWp5n4OKb70UgG2A0K7fhTjcjgUy3dskO1hVFP/UCjpVbeuWmQn36b8aC3WqW5B8uE8hZxXeK1q5qSWY5ilaUULd9zjstDdi7+rUU1cCsjbQPhOIDtboDMU0ltOQdAtUsL8Zl6rQLTekljhGLwqH9+LO8SnPv4sCI5SmOPa0DOxHjTuUJPUrADcrgly0yjwUFIximAOKlgJ5JMBdIJANzYQ0limFPbPp41uV2CbSpSBMj+4puyAvfrYolKUqkovnZOetO/QFLrSsRFNXszaVHGd2dd86YByECUKFeb3Bkrq0A21SFoODOjJJRatU+ZLpO4dWlSTJPwfWcsKO9+HvJVkK+zmtdI7HEdT6f7Cez9aaV4HLzRJgwsxjUhN7kFmH7Vcz5myZ6nSs4tCfrwRXr9uODijhX3yO1imlwmGahXY3yrMzFrR7BM0eYABZgL4ZwC7z3PSSf3kXHN8fLlAgYdCkPMaEfihVrUAFJTZS52C302C8P3DvXMsfo5OrS34A3c1Cv2HQM7Ig0CZkRPo7SFIRy0qde2aOt1CKeta0SCglvdqqGNL2R6SukN6YrfEj1sVgHN+wO9oTvwnRq3mqprPbD0pCO06rNmLHDNgvZ8K9BuC0C6Fvu1egGgaS2RRTT6j0JECuX+o7523HP2RQi5qRBCocJK8ONAcKfixvCHQQxrR2y33FJoXgFOnK7StlGJURFO7Cex0RegMgT1SgCtpGSbQpwudKbyRw7OA3lSvMEOzdsCeMH9OSUrVEK+0q+eOXhLAdhaaRJReLNBJKPQMEGovXE1HtGtvgaXAyoYKXMOXENArAXt2tWC04vuN1+c/1YIeeibTB7iuxh0o7fHqSvW4sgLdSH5TSkJ0qA45Hq1JCOTX3RLjbqCmFtG5TM9eIzBU6SkLBKl0UV+f44f3OIXeNgJ6Ua0LiUr3GBh0ySMf+XXSiVjXFeCPCszYELFnGvH+9dKBpyr0A0B+VIgc5cJvFEaepTm8iVwyAsEVjdCyOGeK/t1JaRI697l68YyPsl4c1dTL8v/Ye+8wN6qzffh+Rtq1TVjTEyCAKQnNBtvSeiWt6d30EgiQhJYQQgmhhBYSQqihJZAQeg29hBCqaaHZK2m9I1dqSAglyUsCBGO/3vWuZp7vunWOjFaWNDPSwvX7fd93rst/wI5mzjlTnnOe5y4lJzCdTDvHyiyiLWmcHCRLWH3fktqzL+D8VuCfXRaOiHJvmznW4AzkFIEeTNtDhY4CcB4QX6tceycPWOH/UOBcOITRE6OAq+yC5HYHTncUcF4zYzFOdv451pu55OI3RWdO8hG/gwAsAj0Feh0pfI0C8Jb61JfasBI3FOePpD83FySUonxSIBTdJmBgv2YGGvSbkQvAuTt86KPVilFJzf0Y0B/6cPamPRh3hwQTseY5AH+TsouGtd6jacAKPkaNb14Xl7XX2KGVK6ugOaj1907NnuxDNipUrC7DnMdmAk4PE7hZ8xAgW37AzAPo/Bpw1lXoVwR4A5CVAb+tPH9h+lBnPNv5wIWVZhdRz0XpSTGgucg7SKIhFc5xrqRZ3wnduKD5FKMpsfhaQTKnhP6hPdBSSU5S4IAgKkSjcxuupXM5oG8JYqeMtEpW+dpmvF+aZsBUuqsCMx3glkUoPlXXVCDqpHxWP1sXkLUEeKRPUmdXnsZS3n4LyOaAnOpKiqIWLTVbR/2WGkGSNQG9VyHUO28q5R22M7ZsMhEAzd8fdSVDPexlLaG5ywCZMBZL9oqSYaygsN3eCFwUtp9hj6Orj7U9TAtk/UoTg7IQB1C8SaGzCpKh2UToltTeYwHv2Dhkq88bRGgdve5V6FXEpWynz49ehNEfD2Dsyg68L7VjCevZFwfVppOaZQD+dABjk2EYJ2EngzQkKte0CfTikeQoDn/4ZmwtiF8YZPUU1Omk5uYo9JCyYhQBIooh+pZOHYLsXa5PJTR7hEAupkNPQdKkM8CmW+mms4kCP2tFi3WkdsCdmrvFh2bDSkiW54fSkwLv6T7pvrnxBz2/K+DfTO3TpSiu2g78jCpWAK5QyLYC/UiB0QKdEodsF0bftNH1DNBLiEAnmCtyS+qjKwBrvKtoS1d71AadzNZ+FkSpt1XM5xUCf/MVMRDp42gzEZcA2KWVeh2zMlwUCS9A+tQAACAASURBVJy1AD2lmfR30Pzw7wbVKd9C6R/+KpB7FbF7Py/hDrNzGPtnQJ4TKK/9MRA/ujpFbFT3nN8AeN9B8ZRZshV5+S03S5thMP4OZVMFco+P4r2fB4DNqvDlFHozOfN1WBfPATLHlRTpfaGbFXF5mLafRYw5NsqOM/RF6hzYqdntFEIN+NlxYB9+I8oBWDG4ssB5oQg/FRXDktQ8gVCruZJZZozQal/r/T6pJRvJ6QL8eUX0/2gRxrhqhYKSmn1I4cwtSIrlnprNsg8IUqXq26OFJjJk9c5NKcqiQujnyqJ6S9SRehcZiR2w/dh9uCG6VmNqzKLxKCrxj9EYOraS4mClA/t86D6zrUFAUnO3swTFPg6go7OVVcxIBeCE5nsBPTFKHdrIxI15w0P/Jo2I/sZQofSgXcz6LwDu7B4YgndRG2InATIN0I+ZgkZJSN4IcbTSiBik1m+zID5yFH3I6QVJLbOLDNsf45Al65GHGvY3PI60NQDH2xodwSWhGoFtReBOKaVYF32vGZ4qn2FB21kCOQjArxditasrFdpCdSTgILOT8b4tpR2hjFLgHgfFe4OEGEbi2jyHBbEQOX066UQC7GQ9pd8bdg1VSaD3+wKlo859QPyXYWkuYfo6WbM7ORDWt/cRCL8Nt/nofyyMWEaY8/MY6y52uwCsm+5avZCyGuxZwLnela7lZAkbXceUJrzfADp5pJD1YceV1NxfFLKuQP9pLUlPBOKb8P5YZ7q1KF8c9nzl45Kae07NBoT3/HNtSS0J+5Av3wFgEcdBqVzDA9ZtylznWp2w6otXa4m2hSeK8BLNsCNqnZs84PeJ3nMgF7mSLgWokW4jEYANujl2BxWjzGpTpgNSE+xCfeMY8OYA/NWYfk5o/ueOSbWt6UC/X8/BJey4RyQAl+qV0xbFoWtFScNYEAtVyhquHE1avhR0/yuQf/nQUwimMfUoXAwo9WtvAZQpmGVKWGHnoNZxCc31KLwzZ8tUApkit4RmH+F9LYuohD2B3X3MAOJdUVCjSc3RtOMWB7FtKMsZ9noWrDUd8B9ypTsUz7Py3EbkYP0fAD4xDX8chFwwsh6qz6yk6Njf1ER1C0Ae9eHdOhuZl5tRBAs7L/WOm6gzxscRe4Kyi4CkiIR1ENurFhCHmYxRGHWOwj9ESmCt2PUjyfs1fs4D+wDKj2kXoE8rnFuWYsXnW1mUc+y0HFSjNT8R0MUuUhOqhTiseM5Mhf/dgnQ/FXVuTW3dOVpQ3OOLWkRxlwhIlwJUxFsTwGk+9OjZkr7FcMPb5gv0gGrf9KCxGbGceK9CfxU1Cxh07lp/pz72aCy61IgLySVU9WMAVuCngjgdkmrKhyY1+wOFdBckfVhSc1daTjMX7i037oAPXwzvoRUR/2AhPl6lWdGBRj0ZiQDcqbmDFZjmw/m9A+9mBc4tSOa2WtelZidMCnqKA3+8wmE98T6FTihIpilhhsrrjEQAtouEp6KCjSg9SXBEpal09RwktS8BeM8B/oeK2CkF6WJ9E/Y+UEpuwAdO5wtULUXZ9BNlFhQfDWLMho0E+eud365Q3xrE0AbzZeu6gv6173fuYQDzXEnTpSlUMyYUoIznobOlK/SCwcjZeb9X6MUF6eZOJ1KzIBSCvD7yIScTsxDpBPUO1vtjnViP1pGHaSkljh4fuNXDmOlfZMqyXvcSmt1fIL8qwp/ahravK/zbHejZsyroLZW/te8HaUvM3pxcKS07IvNFxJnmvjKqxG8GsyZf1lK92Lt7tmxFRHXkZssgNIynBjr9halZX1Lkq2wWqf8nhZ+ppkeGuajlhJPZcFIYdbow52x0jDEnwC4KHShIZruk5ugRTHMGZlROdkoLjpJSXnfUayW1byNF8UWFHNiswlTUayY0SxW548wizyH+6ScAflbPvSmpud8p5O8US7I0w4ICVOlrSeue/ZZy55Oa+xvg7zMSij3VEzIyATh7oeGnYnUf8o3Zkqr7khhRdGdIoS8KsJ9Av6Vw7vagOzXD7awez0gEYH6QuEOJwiuzq+fcAN4dV0u5xqRF9QwBToAR5v92meNsd200UPAcOPuWdYNHKgA3cqIK84IYjW9/V1cyrFGHbrZ+eNsA+jcLy7mdrIU1HAxlBUqlLeoYh2rGVF3P8OEcHPVjYeYnRnGOLQ2vMvNQqIsGHESesMA/VEpBRP5KXuwQVrh3nkz890icfyTPQeU2QA4awuit2zC0JlB8jEGvnvcqr21NACjuMj+G2GlRMhVR+m5t7hiI+Y9zd48HvTeIZbD8ty73BwHIoX4R0G0HUZxQa0GZ1Oz3AOfMSlnCJvrLhfW1rqQvjvLbqMdSWlRLGQPp9KCZGJxeakE70Ek+PIIGZwGyjUAubIYBMEl7umOIPRiG1RG177WOn6Ivb0itCECWAPohAC6axrmSprrbcs3QlfyLCtJNGU6Kc1C/ey9X0ju22p9lAZjOM4BzV0G67m/1pCMegPX+WBLrzgSkA4hPa5RmtPVfclmpuMOVDR1a9gVk4UhJvI1MAM7/HPDbC5IZhgxtNPfmA6ZruZIZlv44UDX2N+SO5ipOIW8JMGEpsHk5rWl3lzMZfH140ypBKCMXgHv3AvxjC5LevZnnx3h14jJXUtzNhmomlbveLIUSeR3quaXx+lis+jQguYKkKFMa3Ay9iUjP/WOQ3aLwOe2u6DQFDgP02iJWuLLVHakxECkBqRgsxjDoKvTuZuwsgwc/skdQq10howqS/o7FM9Db9S9DGHNCvXkxqcNPTwDkFIXc5mPJ5SNZu13+e1WilBG4xWzZLAFuK2LUo2HsPi116DYFnpXSh11G1TOOSWj2Agey9SdYbZdmav/WSOZRBfIfo/+kZlTjwtxdY5ZRfJwAJKpCARTuiW3OGrB5n1Y7TqCnKhSDkGQz5RQLnD1zECtkmsmghRnHsmNKrnm5TwW6ow+HccIVYAtKU86RqcsZmhCoXIQ/oQw0s8+jCxq9SHfo71WtPlYE4PwFgC9RAkLYQbeyAx6vPauOgtwpkF08YLOgHWxSc1Q6EcDfRSGLBP4xgPPUIFYYP1I3dmQCcO5B6r4WJBNamo87ex/OkZW7f+vwwZTmEgfeKT5irHE85kr6Ct4fG3yfVegnQyjuV70aH7kAnOdCYmzooFbx8Fg3nJ6F+HjtKCUQAqgE+GaU1Fen5gim+KqL1P5hhPIn6eyVY1h6KyDxAXiHlyltgc++qkxG/kgBzhPos0Xo2VGRopXXIBLTg7+vlrx0saUC/Bje4iI1M8w4Avs7wgcYz+B1vm7kYGlmX5KFZT16Pcu6+EWJVlP6GPb+TqFTFO371PKXLnfNpP/iFwI6TaE/LSBzOwQ6wl1fdrrx+sqKY7B4fx/6HYGmAJnOevGn+PD5es8pA9JKWOWfgHwQg2ztQRcA8e1d6azpI53U3GP0Y49KRSx3cqrO6BhA23WAjosDB+Ql/cFIz4fVkf+UGUiBXgvIl6vdkGxq9l7eX4H/w74mbGwNfdT/eh/e2w9ykDfS46g8X6fmenzIGQLdCUDJ90Ch11fTEK2V7RxX0qtV/t5qOFw7hIWToqoFVp6nIgBnv8k0liuZvUZ64M0G4DLYRaFPC+SQQMWo0k553HsK/22BQ03jbcipBHBXVGGGRnMwEgGYak8+sF9YkwMrSXhbOU1idE+HLgU0Q+WdPkndY63hLi1LdVplo+kKfa+A9C61PtQjFYCTmrtfgUeakZkzHEr/K65kaI0YqlkUPLW8d3clUwjzo07Nnq6QIwYxNDVMndmm/Fkzf8JF6vSwAKYp2tPtQ0gr8iz4LRemf8sdo+c6CUzbWQxgaBfydQG5TRB7Kqp8alPXD/kji3Rm+o4B1gZabK4ANZJfA2S+A8wpQl5bGWu8vggfPEEtYYEcXk5ZJjR/gsA/zYdMC3onbLqY9eG4lbVsbn5Djs8uZNcSeFTdInd6NQXu8+HdXXvHlL2GhhlAnPz6wxXeAQXJ8EO/XLNApKxCf1+QDBfPTTVbp/22zdC82dRJGvyIXvEUtABAt7n1YUBLTN8ua1Yq+BWBXNonqUjc4PJJqEvhQOb3SZqo+c+tJTV7IyCzLcagHZDVAT3YAxKVm7xOze3uQ09n7bu6MwSNAsi1onu/LABTY9UBKMm10UiPupkAbKDfYCr5Eh/OHAdKHjGNFuq2yZqd5kBYW3sRiO8FFD9RyCuVno4jMbZWA7DVAv2QL2hYhKfRrsZHgk9/B3QQ3fxdhd7UBvkVUdSW5zzPhx4/WzJPTtZ8xoFyLv47gP6uevXREQzAC3zIt5oBFXExQoh/FDoWXVkE/oquZL4f5p4mNb8vlb486NQwdT3rhHIfoL92JUOOamBjSrAduJg60pRAbaYexot0as9kgsMAsLb7jg+5Wwxfd9gHL7BDI3wAEcRx9JcCLFN2JtiWXJEcAK8y2BpJSHlNEHutXn9tAGVJ5FMF9iqLZBg1O71GoSeFqZEbezf/AkBeLMJrKcMQZao6ddZkH0UaQ7AMQPWre+Nw7imXJqwzT86HTFkJS+YswuhewDmvXnllir64ro9RXFydGKUEU93nyZo7yoGcy6xfMzvQRnOQ1CwBrzMAWQPAhUD8y7Xub1JzLO8sdiUVCctRvrYVypgFOLQL/G2U+xLl2E7toQXveEBY7y+5IXVqjlrV4xSgdje5zyCgV4F1ajnOWaDg8z6KXVEMayr7WQHC6msDigs9jFo7TK0jymCjBmAr3XamQr5DEfOE5r4vwHhX0g2h30klGlY2iwHdHmL9QPHfCj2hHlo6yhgqj201ANvd7I1haV82BfSeD72Iu10BXnLgnFEp5Wal/9KupPfs1J5jFA6VdwYcOOlGwJWRCMBmQRH7z0KsulrUWpY1P7ilUMMust79ocCCj+JzHjSUiUVC3c0Eg88KdL8wzlHWo/kchXdUQaaWXsRGze5iTgJwDHW0PfRfEbVGaXeRhyqEnF3aQN4jKN7VJ1tRF/sLbXzeFmLMxqQwEU9gAy0D79oA3lTIqwLMo3bAIOS1eej6e9Q0eEKzVMDaQSArAoNbu7J1iQJiyxEEF91SD5VaORmGVrTkZECOZY19AANXhgXjtTypeq7TiV135XfKGLvILErcDqL4SDva5irk0oKkrrY+3DcOoGNCParTZJ3R6SD+uEK3a6WWP1F7uuJwWN660pXMr1oeoz1BUnOn0uAAKF4BtL3jwFmrlo53UnMLWIpy4HxnlnS92Mz1beZphpZAqiYQjnQz90QupEhMOQAbYJwQN9RB+VQuAJKav1MhLxakazkveROgcxcr5MsFSX23mT4uC8D2ZLMdOMfPkq5l4unNnLT6N1ECMAdUDXbhyypw5rqSuqlef+xD/owPTGIKywhoy7mAksKwHBWglXG1GoATmiNpfQcCUcL0g2kQhVJXl3w8vqDfqPydkfRz5sQgUz0oPTeZynV8FHcMolSMRADmjkDh3VEPRdhojFZ68p9BUnCV50hojlq/fw6D/rQqQj3klPZJqqFymH0HzgP0UIXuFoYiktT8gYBeSgu0OOS0KAAtE7idvQDnCHpYC/QRAn76JMPd4RfS+OzEEN9CSnQ99oE7W2wK4F9mV6vMbJBy8urH6H9zpIA+Vjf8FUAIYknHoVPLfHiLWyDiNL8Qq50SZlHHcbTBocLbFKYMZ0v6D1/IBNqLGLUkHEBzCK4jAFADu7AQqx7A/ic1zxLNrEa+30nNHw7oucBgtyvbcP6bajaAkXf9bAcGTo0ifVnvgp2a21mBs5iFTGp+Mcsi1RQoo2T35dcUQh/sMzuwpKvZa1srxMcAr9uVqX9taiIa/Mg+YzzvleUAbACT7W8ASobKXcToAEos0ffrZeeMy9OS+YLY/tVOc2H6PCwAJzRHQ/aXRrJeyk6ECcBUiREUb6E0YgxyWK+klqkSJTT/gsA/ox7Re0vNb9AGkNxOVZUD7G4ib7i/WKUg6aZWJ/UmsPUAnKV85geuZChjGNgoPanwqdnNevblrqRJc1jWkpq/TaC+llZuXKWWgBBnhBFwH4kAnNAs5Q33LEj6kMDBVBxgU/HvORjqCuvba/WSr+zAkk2CXm4j0u9RfvTpIBcTgln6Eb+BNDfF4KGzZZv/NBpLUrMJhfMrga4k0JNDm5iUwFl9OzrwjyBQEBCmHm9vh/dUK4YEQfPO8Q3C2cKDjHcg5G1uoSUNZmX6+BU1KeQCA+0A/FdDg82CLtzwI5g/RaE78blW+GtXLiyJcB+F9a5zgI0GgIPCImsnaW93DN7VZD04cE6eJV30Bf9Cm0Wpnw3oD4zFJx70oS86wNVD8CY2UlFKau4che4paNuulTo/wYMOBm8R6IpA/6Gt+rtbdy5y7dcwUpR4wZUUFdwqvkPZBCC/dCW9S6fmXmSdvJXNT0KJS5ILgHjm8yi/JDX3PoBnAPytrJWf1ByD7mNF6LNxOKzxTnbgjGtkHMGds8I5shkFv6oAnD1dgA2igGHCPNlBAZhyeYDHFdv0DvSfWf1hTWruoyEsXK8W2qzsYkPhderc0oc2qdm7FA6BCC+LqR1nwvQz7DEjEICfAfSKMq+s8Ye+byWg+Aal38xxxXc3RGrVslON8VmVZwHlS/EkoBMVQg3sUCCGkQjAnZq7lB+8qMALW5el9vE2YebeOgVxN3Zan6Rp/9awJTR3C2k6QQsDS+cgHYbYgR83qssbGzHv54DsRZnPsei/PmghwE4mNLclfWwB5xBAKcN4dzv8e0fa6Yj66IKlm/hwxgtkgkAmKjCe9DWUjDcIigKxAnOBUa+2YhsZNP9Bf7dm9q5CzxMIFdpyrqSZAqz4qFPRTY71oLsFMSCW/agka5k/WoCfCPDYAHB+2AAe1Oewf7e70L8DPp+VSYC02wXOOn2SPqrxO5+9TyGLW944fEafOwDwprW6kzSBd+lEYFRJPMbDko0rSy0JzX1bIJOpdW0WqPJIHDKxcjMVdv7Kx5GqRfW0pejYo1Wlsuprd2r+SYWypv2nzwJwnrTVH9PohjgQH/ISAb2V3tbLjUHVSSCXc+D/tk+m3hFljFUBuHc3wD+rIOlto5wk6NhGAZi8Xa4QBc6VtfRRTXo19qIrKSrLDGu2NvqwAP9VYOeFWG3cyvgPA9ADo7HKhCVYMtrB4F9cpFYNi2ANGgv/3moATmruf+JAZxjzg07NH+bD370gmYPNtbPvFOHsPFdSb0JBPhvFNRJSEojAhgJnTVdSB4YZhz0f09UtSVEmNTed4Jk+q7sd9tqGe47HK63qGn+YcmcqdMeCZHYOuoatiR8YB7ZuJPU5RXsnefD/SPtKV9KX1zvvdvr26E/x7x8K9Ed02AEGfhm0q2Cw9uAfbFyHpINcXR+Dd82Rbf8S1P8wfydFoghvglMCk+gkLQVc3cTsupTp3fkKnSvQVxfikzejULzCXH8kjjGpTb12CH53G+I95IL3SWqYwlhCew8S+Ewvf68gqdDyjZZCRq43yzKXf4T+341UCj3M2JOaW8j6oQB3AHogjSiA4gIF9m3kzmTt72ireX8Yv++gviS053iBc4YP/zuzpbupuqz97j0HeJcA8TuN+Eapf9TYLzUDFPXnlzE3Sc1fW5LklPRpQX0MeO9Zpvh7s/ax9c6d1OwVBjtQckM6n8cZGtmq71DWVuBNVSh34TQB+oEP2a+eAI/Vi74XiE+I4kc9LADbYDfbldSXW5mw6t/WC8C25vELAY7ukzRTAcu1hPbsJnCOqWWVaDi/uiFrRUaIP318UnN5H/j1bEnfax+af3nANqFXzyEG3koANipMg69X88oaPCTPK/SS8m6ZvEEBbuQOMKk957DeAjjfoBycQr+1EB93RfnQjsQOmIuCGJztotQ/bQ3mTQ+jNgwD+rMpsDmC4jZBwCQaiyv00hicTOPUUQ93pBcJcFwjaU+DrsevAOcd0ooa0WSIRh+F0bs7cI7UUlDEnxRye1TlrMrnwZRnhib4wOYCmcSdrUI3Z51fgQUMsAqZ7cNf4MF7LQzFKsRj/oUdwmeaqUBF2+OCoec9+N+cI93DcCjW2eiPArkmql8z5Q4F3q8VSoYHMSFPfxGDS2qWQCLW1bkI2M6V9EE0hOdHv09SDWUbjXUq1dpwJimGrfZ3ivZu48O/U4FLmjVLSWqebIC/A+BC+BRSrQqSWkbPSWruKQV+Ul5cWNP5PoXu3AqwzBrx0LiG2v8lfYORaLwXCtC7e5gfsMEcyT8IJuNGn/7zlGwG5HIHsbNnyRSWqpZrzLxSjS6KJO6wAGwD1kdAfHIUUfugyagVgI0LhXxL4TUEuyQ0z4J+R/WgKMKgwPcF8W5gaIYg/l1gaAsKFVSmNAmL96FXl12Rgvoa5u+tBGBqAfOGVz649a5p0ljxLBAb95kZNkFqzhKBF1MINa53BWQFQK9xsDQ1S7Yd7jITMKBWA7Dh47b9zUVmbBRRhIT2HCNwdnIlHWq3Tt6eAtSi/WGjIXFH68N/QuDv0Sfd5PnVbHaHfFQj3qT1YqXIyTiBntKI2mF9R2lqT5cpgr5u/xD9T0XZcRllr3U2MbVZhwhkivqzTrs24LwO+K8AznyFzBUsfbWMHA7zzP6ffEyX5jf2oDNjkE09KDNiN3nQbarpYvaDPp32eGOx5PQwqf/KcZvdtvwW0L9+nn7L5WsmNUvRim8rkGOWjgGYfzOuSf41dONpdF+S2rcFUHzGh+zaDL2v+tyUYPTQNt0BHu5D6oyoyPVOzZP6uBUgewCxiYxNlfKRSc39vR3+ZpVYhoSyrCk7uJLerZVn0OB62pjtO24kfKPZF0v3o4bAsAA8SXunxOBTfOdthX9HWWXPINVjfyJmo7pUwvNZHnTOg24VhurI3ywXgAl4ArxfhqlPhp3QygBsZBPzXNGtPgTv4CBbJwMMk0ddST1Qvt4kze0cg94ItG2jKK5hUjzxDFCcW22KntAS4OnjkUjlfPZi5eYJYof2yRRC7iM1a3+3MXfrQT+k9KSFuC8ziWdKWqG0JRtlXG5wrgM8J/B3bxRwGgSillLQk7Vn2xici6OoUZmPUK4HkItYsw+aB0vbenwI3haNnhf7AlDU4Mx6HzfWkQVFqmF93UH/gbNke4pFDGtJfX51YAx3LYco5KpR8K6uBZCaor3jPeghArCuS/WjuwYxeF+YHSgXV4CzuUkfy2QbaDdl+lihCwSygOljD7EFRXzpLyNd/wqa8y/670nN/xJGjOXITs2frNBjBjGUWV65jbZ8Q7cqMDYO59tR64uUERyFRZROPFnh3BsHLo16jrBzY9yRQN3gVWFQ+6UATJ6wQu4tYuGEIBUlAhzpbT4EdJf9zsNev9Zx1Is3O2FZ6qH/iCh0uU6d1aXwKDKyHpWwAO8saimTjZDS3FeKEJYKiaBf1izQsmAyRxmK2jTd7OJ6ehGyTakE12KzffsUwHnlFHT5lAnNvSLGoGObyt27xSs9DujrceC71eUtgugAmVANUKvX1RoBOHe1mHx73XpY1HFXBmALYnnfQWyDRunBimA3G/APcaW7JOVmRf+fLRsymDQ0FlLeDtA1q4UZrMboHmF3WmHG1soO2Grh9oapexpOnR5WVnqyJYLHAN2AqRGB7k2xEgVOCSNcUGtsre6AydkW6OQ+SZMDG6p16oxNFPEZA+j4apjAktTcy6QENBLEIA2kCLxMqlY9cX+msRXenwRwO7Dk5Bdk+4HKDltMAYU9fgLoow5iv6jmOlJyL47YgQI9DJBVFHqXwL+zHsDF2OvFN1c4m/HbK6BCVGlXG5NSjZYpZH+eh9g8B7FXo9SPQk32/yUHGTBlbAHg7UpDGCO0ohu7eHefWrKEzGAo5LAYYrs1Y9BgDTl+xtqsQM7dAF03lYGNIzVlCc1vDSg3AOsDeL4cgM13jABBfbdAOc6AltD8TwR60GgUt670PQ/6Xb2/E6jHTRYlPau14Rud04r9UOpyCRAnt35dH86dBUmPtxmg42p9Zw2NEpd3oD9R/c5FHcNkze7tQK500N9da/Ec9XxJzRH9f281DTKh2Z8L5OwO9K9QnWmhhrmD0TcLnI0dyO6VccxIg8bnO/APnxWi3l4rANMUe1tXMlR5GZFWnYJOaO4JohODIOr2g/jhhnh3tQfkIM9qwbI2dL4rqduh6iSR/wfRzwK9AxjsrObPWXMGpgxqOl00M8DWAjBr1HJSUE3Q7vpudiVNygiS2kNNXcLiWX84H5BrFD7pSI83cpMJGt8IBOAbKcjQJylKA4ZqCc2eK3BWrSdSX3kSY73mn+NKhgGsbkto7l6BDriSIeBmuUalNwEeF+CGWvzhTs1upyX5SKozkTv+mbwlQTFxjKVAP9GrRLQ+YqQD08skEA14Y+WNFfHNAG+iwNnys/SxvCEAAVELKGARg8wPA8ALNZn/LzqIgjsO8K0+SW9r331mR+bXA/GwLqeQCwU42JX0jGamwqZ56fG6sg//5Ga9rGtd24LA3rGcUmJU9iwfZ2q8gwUf7YlG+tfl4zs1V6JoupKmQtqINOPqoyd7iH1jjnQtZ0JQ6yJJzRFA+GUgvhGpQUnNzRH431c45D6vXo/Pb+rD/rMF6b6s1c7bBcnu7fB3bpW6ZyR09ZXqb+gkze3jQO/bCOkv1VyYlTTM8xfBSJPuXfm9MPQpnNGBgUAe9HIB2EgYEhGaSrQ6UeXfVwdgflQB/DAYiFCSx6TAQ9JSFpjCeNmVNGufSChR23qmQP8LaK4Wr9akGeRj4MPVXNmLJvQtt6YDsLlpi4H42kE7HZM6l39TDciKPVwmJSNpJbLyeaphKfCPVl/IVgNwQrMzY9CfhFntlSee0pMOnG+XLRHr3RC7q13gQ4+aLZln6x2X1Nz5Auw2iDHb1XLUKXvR+sCp1QIN1BsvQjm3SYWeUemqxB2MQTBjTwV6+Cz2o+PJdnyylqBtMyPJqJMBcHFAmtgHAp3PoEEEsqA438foN8PK11FyGgAAIABJREFUjbb8YP7ffgLjaZyjghRLThao1wPob13J1JQlNAtVn4DLK1zJXNvsFFh70CsE2uvDP73SMazZc/J3Sc29CwjLZ4e4kqKS2LKW0CxpUhNdyXwz6BpWbY5zQbng0L7XQedNaJ4GCzeylEV/8KDjk5r7I3fOQNs6JgDnz1DomgBWIn+2XibOSh0/7aC/cyR2rgnNsYy5sCBp0teabkntoZKVU5DMMGc0812UawTYo7H3eum483yA4MxlFKROzdPj+F5Xuho+k8sFYCur98EAOlYOkx4MM/LqAGz4nEP/o0CqETrOriSmcVdDBJ4CqxYkRQu2UrM3YUiAVDv8SfVWQ0nNvU51o7Ci/UFjajYA2/T5066kidyu2yzq7z0H0uUZJ5ajFbq7oO0toNhLUJBC3yognYoKpKi+aEsBWCEJ5D6KQ74eto5G6Unu4l1JE8XbsJmdskxyJb1vvQOTmv8ebRh9tGVq7SSo5UrghoMYU0WvlM9DZDFQ/LECRwr8GxbD//UbstWipPZsari6OJgUCkBY52eqmDS4zQTCwBvnjvazQOvNb8eq8wfwCTmfBKoMBo3t///78jMgJa4s3YNkvQ4s2Yipv6TO3AiI8WN2WD1ZQlP7FypnPeZK6sxm59ZoXQ/8SEoCGrg1DlzRiMIW5jpJzbFe+AkglBndhtK65d8ZutHYuVbEYdn/r3deC0IjMvr8vhDBMkz/eIzVNOb8EWXcMLhb04eflrWgLe6C3uzveMC3G7FNrFPdCq6kjgvbt0bHkfEC4OEwinj1vx8EAyNZmZ3gsUmloYazNdXgXEk1XCBN1pnbOIjdT2CdK93n2dhEMOGfgnjQywVgc/Hc3wSxvZsBGdUaaG0UdJYos/ca3XDubADQUMEh0GUAS7Yp67ya3RGdjmSxQk5sBOahugnpIM049dQaTwsBeD8HcmSfZOgzWrfZmgk/JKx7bwkM7sfUekJzxwtA9axRAlzdJ+mTW32QWwnAU3TWhj68l1xJrxO2H+QGCvz3+yTT0C0lqS+vB7T3ATGq4NSUorMiJA85kJ0rgyv7sr4+P3o1rMD62xQPbcNs7iy3+iIH8nwMOEsh/UXoAYAeLnAo2jIIk1VZGTDpY+5oAX9+vfSxrau9pZBjihgK5c4Uds7+v3LcKLQlfOj1gPaSVlWQFFN8mKK92xI4BMSpDlXzWbDZEvoiDwjajgrKMDWaU6aHBYO/FGD7RoC+MPfFgMuwC6CbCHBnNVbCitH8olxqCjqnXSA+X4S/z1zp5mJ8RJrBNjj3C+SfA+j4/isyfnGtE3dq7hsKPADE1yirUyU0SwppsoD0ao02BDajMUcQ26tPptRlKIQdkKnjLyUf+TRXupeBdMP+3sa6XwB6hCuZcZW/I+5EoVcL5DdAfOOg5ympOabWxZV0ydrQBuHrBFjUiAddMwAbgQS9K6zJedCAawVgQ8fR6wpIbVLvphlzBfLOdN8idGqln2qn9hymiF1FQjilzxr1wRbUSWVaNjlBfW7092YDsEHIleo4w9R+qq9F6UnAp7H9fUDbiZSksw8vd2NjAP+XgLN90LjDjLGVAEz3Ggc4vk9S08JcyzidjHnfh5cMSvExuyHA+/UeXmu1SOGGH1Zr0lpvUmoBv1Vp9E70qUB+rUDMh9K/eAWnVNeVBOA/KhByrm8QyHECh97LodPHU3TWTj68a11J0wM3UpusuYMFuNgBiA+Yx2Dvw5sflsoQ6WL/hx/MGqPA/6XCucSBM6EMgktq9od0CwqSJUxo9kKB7APEd2+VSpnQGWlBnDQ0z8pahqqTVk6xQTE7BDyxdjqxHf461Zm6pOaeA+SeRlr3lee0QfAqH1530HsU5XZz0boqxhDUulUR2LMW6jqpfZsCxdcqA7A1zzk9KLNng9LxgBwYhoYZpu+dOnOCIvYMZV0J3gvzm6pAyx3wOdaZjmDeUktq7hMfxc0dxIkPeLxScGS5axgs0l886I6V76wV4qGNY10edJ0AnOXuRAuS+WnUAdU6vp4QR6KkxSmHVKZlhk9O/q+APxrQ3aon1zy0mOIYsYVlqcXa18/vx7SSK+ldR2I8LQTgBwT4Q58VCanVFwu24k07v5I6ZdHepxreb/x1oDjTlfS6rY6ntQDMGpasGnZhY1f7JwbZSto09YNxYONaKUAjml7iBBJcR/OOZW2i5jeOQ4kV4N9K6SBrVnEB1dKYphSoUrua0ofclSjiT7BOS0yBA+/HfXW8WxvNdVLzd5OaEMVUgucjLWY0Fr8G+BcrUJSSeT2N60umCHRFmodSXTk2jztwYNF8V3Ze9qFo9f7/n/Z7o4XMmrq+IXC+5laUnDo1T7/cRD/e2f0VOahumr9T88f40J8B2KeR4lTYsVt3LBq7PO3DOyeK9ZyRIAXTy1TwWp085IKk/jg8SJeOecRD/6SwtCDjbY0jPIzuDiNkE3asPK5T86cr/OMVQqvIeZW/teC4wUp95IRmDyLv3UP/WkH9N5kiltH8i5rdtVaPxYg1yfVFaHflJi3MmI0eBfisbFMG8pnsW1uB/vOdOmuawuPiYvt657MATlKZlpPUJQ/agbN9vU1KnQDc+02B921XMnuFGUTQMfWVsCgqIau7kjq6+hx2h/M2IAdVcoB5HOsOQ8A7ArmSuqPB1+/5msAhD2+9oGPD/L2FAPy6A+eAegsG44fq367AjIJk9in3ZZL2TorBZ7rpJ2V6GFdoDpxNa1mChRlD+ZhWAnBSs/cJ5LG+CvBBo2tb6cmHC5K+te5xFojjA9fUPK7093F/9KH/rAZgdGp2mkKuVThnF6TrLlPTW0KbwBMF4gOyBNB/KHCnj/77qz8WFH1xoGtHTe0n9ZmVgI53hiCT50nq7YjzfwbgpGr5pzLr4WOQiOpSQHaALRVg7fw/JigT6EVbwOL8L2HojajCFFH6+UUda4xVdHYcmFCEzKQU4DK0uarTidzDCrztSqahNSn56Q5iNwtwXrO+zJVjNtSTFX5s6Ge4FohfFcYswaDjV1sIKJHzTzjA/rVKUEnNXSXA0ihG9EnNX0ONbxfTD4Cc64/kPTKLZf8qB7HTZ0nXfZXnTmquX+HtUbbqtJk9urWdGMb61QasWwfQsUW9VHfUsSQ0f7JAvzWA/u2i2FEyACvkpwL/hDKIL6nUg/Z/7Epme7NAXvQOMJSqJ3xDr2QFZhYks5xloeUaz1b4J9XS1qgZgA1iTR9xJbOc/nLUieHx9QKwRca9NISF4yoJ6VZ0v+QDWe38w/9HgQpAT/ExND7ItabUXyNKvmgI3gZBwh9hxtdMALbp148G0LFKLXBbUik6r0yzcWV/fKVcXlKzLiB07FimGmW4sSUFl+fD9LneMa0F4Nw8B85hYRxnrLjF65a+UHcHZ7yf9RhXMgQxLNdo/KBAdwf6d6rkFBrxBp+0in0pSGLTdKyXkzPN9N+dHvSORmldSskJ5LmoABemkJ2SQk84U4nyoCwn/hUHxSlh3aBIvetC79d8KIPxFsar198SkLVZr1YbmAFvvmL0vDAUl1aen8/jt0nNvcQFWKxUm9JTXUmT4lJq47Vn1dFwKOJCw/aGfrd2Ec+dJ3meJeZEq424By3JWhKQp8yWkBrYsCU1y8US07bUgv4rEN+02t3HlE2cBQ6K6bDPggnuq7wEOM+3Aj6r13kbB54QODdWGq1w8U9f8rJmd0JzDxpHK6TDppbNbzC3WgAjaC4b/Z3caoHEXEkdHvY8ZgesFCN60JVMCRxm48varmROtP99Fe05a/lTj9dXVhyNxW8Csc3q1Ykb8aDrgLBKaYKFHvrXDkophBloIzOGpOb6ALnAlRTrvaVGsQrA2RlQItyWW+kS2i+Qq/skxZRUqEbEHA0LQtvGNThrMwE4qX0JoEiT8UmVp2ZKRjFEsBC9fE+IwSHAYf3PpCfzVwB6sIvUOpW1cq5+DX8t/btQE1DnoGYDsAU5fdiBJauHIdczsFoP5JKpRK1mP670nz2gFk/a1gFPjgOZvKQpCACb0iIAYnsHzp4+fGZteK2vKUCbxjvq2VhW9yGp+YIDOSaIHrX873JPK/SBWivgRvcmqTkCET8YiY+nNaafoMCW1Io24L3SPzVobZ1HGUumsYfw6YIgBaZWnqlWf5vQ7NECOZAYBy40yd2uzLKYXbI/A3C+HyRLSIGPpYg9RNGLIsYcW4um1kx/EzpzB0Hs1wL9j+GN168/JjV3N4A4hTgMtkFfdCVzXfV1zSISO7iSCp15tHiHrAK/avVbUGsejAb70MOAM68d3omsXyc1R6tOIqaZXWLAetVHcScH8d6wMoyUxfTR9tIQkB4Jha9y30mLpK54GIET23emoMnMaHclTdQz4w/FjV4ov89Wk+G2WloSdqF/UKXISu15zHEh+Ey1wFXNAGw6kZ/twTu+WhS9uYd1xtaCOG0Bl8uRU5pRIDv2SaqEDLYavXvYj0ZvtTcxhfaNiXLsq1H4lUnN3wT4bitcwfLYmwvANNvGzpU1LaOj3H4/IP8YjaFjBxCnPCXJ7CWwGH0mAblRoQdU8+sYOGk+XgiwNgu6X80GYJMW9+52JRNIJ2IfjPSkc15Bukh3qNmsHOE6rmSWUc0+e7HyO0hJdaq4XdmMgbJ6xZIzET70gXMcKFPNJ6BU/2v7VZgUYfn81gXlY+A/a0Thi9ORyC9pNMfXDUJKVg7aCsQ8OoD+jaOkzHiOKTpzko/YTQK5sYj2+xrVAFn/jiFeqis7y3bNJc7y+0xjC5xSjdmBzO/Fk2+NdCoz6Pmr89EnRew9B874IvQrAn1YDBJ1GY/f6BXoA0XIDkGyhKZuOZrZkO2K0L2j1gnrP6+ljQp3TaSzPahov2i2JJbzke7U7LkKTHEls4c1l/l5LYtUm67uU3inRZECnqgvbxxH2/MO/EOj8PHD3hsjRLPSbwQ6wUFsH7+0mFMKpOxos5VvEI9CJLBC/1uQTAm9HtSs1eC4gqTJtR+RZvEhvQL//HB+6ExB66oC+Y4r6ZXtd5d176MrF+7MYnjwj5ojU4cB8SgqBei1Bck82mgA9XjQdQNwp+buAOSFPknd3OrMNNoB2yD0to/2DWIY3NEHLqaLjQ//HopsVE6CSeOusEDh3xl2hVMRNGnesGXLHptN2hFaEBV1U0lLsJKa5C4KV5Kl9BilJ61AxRxDsaHGs2ZrgYIMUEkvdyVDNaymW7MBOKl0EpJ9wogIEBgVg74siJO8P1Srs2VBfh/tndUetZYLOgPwvufK1MfNXJX4oQRbURyd9nunKOR+Kvu4wqmL1qzbzkOupDeO8ktjFoLOIK7gsHMaG0nSHG4KUzOr/K1108rzt/Tupi8xSp6lelcZTBbUfwakxWjfFIhvoQbwxRQ2gzRBQq+YwIx5Wqoxx+Z9HmboQX0kE0DhuwXJXJrU3A0K/U9BMkSuL2sJzR8jwOlLod1h/H4T2nOSwDlF4O3eJ1Mj67jX6zO/YYJRZwn0QIV/xVKsdE1lmSmpvScC/ndJNbIZr/cdxLfpkyn0Zx7WLJr+d9bWrua7UqsfCe3ZU+Dc5CDW3Yw0Z9D9MO9c7085DpS0rXWpK5kvc3co0IsLkt55suYnOvDvCbsoN3X1MQti8A+aVeV+FaY/9Y7p1FmbKLw/K7B3EAjPgrCKAI4BhrqBMf8CiouHsHDVyiwRRVO4OSpIZpkuv5G2Lc4ai/71w+AvavGgG+yAKWDgjBsJ0nSjAGwDDyXn3gGwhyC2Kx9Mk+aI0wVo2arX1Elx2RBkw6hgF0t7uqAg6YY2YGFufHM74NxTAr2SjjqTtXdHB97NCpxb/gDbB/mmgqQnlSk2gFDgfMu5NVDefHhjGPOOi3dXraWVG2YcZu6p5BLdDzipBNBhSZgaDgU1AFmp0IC3nNTsowrwgztMG9fSr7KAc50rXSUrMqM7q7cCzgzjg4t/OYidTN56UnPaTAAmktOBfLNP0geEnTs7fwWFQ3erQFOJ8nmNvKae6iI1JYqQigWEEP1PMRfrX/qXUSvhP3tzBc+MCFH2PkB93mUymWHHQ3EShbellIKybKHwy+lsvoPcFXDns0AQn/cJVn71Lfn60rDnjnqcBSSe50omkdSX1gLaFwBDk6uBMHwOKZg/Fmvu+IJsMEzbu9Y1DcBGf8PAXU1fi9rH6uPJYDA0N/myD+fk2dLFe8Vs4uHUhC5bkFLlDnA+LUiqpg403wWTrszQ/i90S2qWi9AfxCGZsMI4oU9uD+zUnkOo/yyGmrWeoriLj9ikgqRKgSmpudkC/5i+kBxla/N3rItUJsq7ENRvq019B4NqI9ewigA8FSWnLO9dIPbHav95fpNJE9wI761NWWS7IKEy4UZhJHXN8X2rA8VhPOgGO+DsNB/OGWGL6o0mJCgAJ7T3aIF/vcLfuyDdjxnrqdhLlSAw47bB1AeVSTJ1IeH1+mF1pN9w8eRqrabZmgzA/wTiaWCIqk6n+nBY56SCTKlZ16YPBlG8oR1xgkxWBITKPgyQNVtS8+8UMbjzXNm6aWeQZgNwQrNPOpDr6Esc9DIkNPemsI5doa9c+RtjE4fbBtCxQeXOgQFnDD59QuFQjaYEiOjUnhMUch7gfAyoz0BWmf5pPgDnL3CAYl+dj2KtMVo7s6c70L9WmBUwz2ElBd8Q+If0SYb1qtDNOIPpqHpZB5NNGnUwkbo+sJLA+f0Q9K6oi9VhHVLIJGTHxYEt/RISm4G5VFsmuO1t7pT9Ugob84vAvDnIvBPFlrLe4C3d5V8CfxeC6oyiWW20uAUB/afRu1J5nQrlp5taUVGq1/dOnbW3oniFQl4F2k4VFOl2db+D/rUow5jUbAKQ++pxxm026FkgnoiafUhq9ipANgHie0Up0YV+CM2Cgij8dgDXUJdAgbllxgIzQrTPbLTYrr5WUnOsYd/QkB0RpYP2WMtPPg6Ib12vPFQOwApdhdK/gP8u4BB/sF+Nfj4nwBVlacqEZntjiB0fBTNCMaVKHnTdAGwkxrTANEMTYx/2k0YB2CrYvAhgU4UmKE2Z0J5dBQ55u8smoVNz1ytAb80Tmr1RSc39S+FvXZDut1oZU9QAbFc+fwGEDijk8Q4TCbAWje/7aE8LBn/D3SLrLTHIJo1WsjQyF+DGMEGwfhBvdgec/Tvg71jPBah8vU6dNVWNQAU/2su1z+pecn5Buu6vPCCpuSuN+Xxsmoukl0T+EkBOVfj/4U4DiP+mus7bbADmrkMgt0XZFSU0e4mUhFUaU2KqxkTQx9ejangbbqbu34H+7cKA3qxgAh2bvkUAkgJ3+Bh1/0hxRqnNvjI+2VxRZPq6EvS1gjGdMLVlprF9LJnfDJiTwUThDBQkdYalc8zx4R83W7pLO8tys7KiXMzcWQupWuu5s+ClRxSY8zH6T4ri2xzm22FrowSQEtfBVPMOCtmxLKeZ1NxchZxQXwMh+0tAKB4UaFta2R+7cPmzQvsq06Vh+hz2mKTmGaieAeQbzIIpMK2ccbGce7cD/euEXZTactuDgxjaIoyVZ9h+8rik5ghSXcNF6pu1dtjlAEwHQIXuBsi7AIZqKTSa3Tp25wLY6jU84Ep6mP1iUN+qedANa2VJzX4MFCe1avzdGAWdvwvwP1LIl6zy0c9tqnlseRI6ddZkhfc07Ys9tH+92Y9IUolWdX5bkK6GBfPgSYzmBzxZs9McyJ8U+qiPge9Wf4wsTJ2+oXMUmMiPukL/EJSCipIGHskAbKzjnHddTB8blE2wpuTv1PswMm0GyL7VAL2k9p4KeMf6GMq0YZTvQe9WYCeB3gK0neNK579qjamFAPyWwNujDPAKegbMoin3N4XsH1Rn+ixQlAj+5LhOjOKG1Km5fRS4aimQClPrHNZ3PddJYNp2DpSLV6JrX6gUHwkaZ9S/c7FZTmObnbLQsIKexx8a7jJ5y5T1LM5fEYOvN/pIG6CaPFTWhTZ1ztjFrqRYtx7W6K/sIEZltBPDLqIspuRXgG65FDgg8tyGmBxm8wTxawXYm6lvF0+dzHfGeH1jg0IdG88yI8CBs5zMatBly2UbgVzTJykqeY1oMwFYSQGjYc/uDPaKoQPLlFA6HwHymyCE+vBFVP42hf+P6jr/SHQ8odlnHTj5PkkNwxDYAM0FcVEQe0xRvN0EYLm9WnuCx9qy3+vAok0EY0/34S8pBEjq1up/JQ+6YQDu1NyLPvyLoyDyal2wgRAHlYqmAvHdBENTFc71Lro2TSJ/G+A/VlZKSWj+BTEC958Ewb0b3TBbe/moIKmGOsRBNz3qDjih+Z870D37kOqqvQrL3kdBEgBrCXC5Ame4kiZStWEjIpy7ooKkuRJtqjWTgrbi45fUQnJWdsI6WP3DgTO5lvezLQvQeH6nSsUdU//TmxQ+6QEbCWK3CvQfAue4oHRPMwHY2MYNvu/inZXC1tMna3YnB3KVK+nxYSfeWCayhGIUusI0s/gsPiWIExvRkn4ud5FLIfubejEmO8ADzdaLw/R92TF6rtOFaeQuL6stG9AXqCFe0touS3B6KM6vRCknjTH6SX2Spt4wdzRPC+QPZQ5qZT+sM9KfHMR2CVLHG/7xp64Avh+D7NY7Akbv1XNDNzOFT44qF9YvFiSz05aaW6cNmNuB/q/Wy2hYOtYhQcpxte5FUvs2AoovK/yjWv1+1xjPvxXeUYDDDFAbedZ0e1L405hdtBiH/aN4sBu0vpMXxLetp/cd6ZmrONhwdT+dpXCuLEjq+qp7XwrA7fAvH4TzIYCPrKxlyX9++bFn7/MhTznAT4Gh7ZrdnJZ50EEB+GqjOpMugV+abbUC8GTNHeUAZ1VquxrrLhzKlaJxL+p+3frBngTI/wr0MoKYmu9H7xEC3d2V1EHNnsN+BOYJYoeGNatIavZG7vKqQWXmXCVXHo57iQ/ZzYE+DHjHuDL16aA+Mg2icO6lIXbQsfX+3kwANuhTn7QKOhHVbQntofnE8fWkHan+o8CKlcj0Tp2xiaLtBYWcJfCmAbI/gIvCCik0F4B7umNwflMp+BA0n0ll5qZExSih2oNap2anKuSedvibhPUwnaC5r4wC8rShbKbMMFl7doxDZFYNK0fD7yyS0neYAmNGpF4cNAlVfy9zl/GZ/GaZuwwKigicO4nMJkq7nLKfor3j/VI2rG3zWnW9hPId98/1UeyOJhlJ9T//YoHyeW36G1P7o50/EPDPAWQjAJQstEyI3DOWwvJQzakrKX/l8wr/0mZkG3n/HTj3ekB3I5eiiLeNNeB/D2Iw3Y621wT6WJ9kDrDf83MUctQYrDRrAJ+86aF/syilh07Nn63Qzlr116h9XD5wGlctgX6zEntRTkET1JjU7KuAbLAh3l2xDLSqPo+hkcWuVvjvFySzXbP9KvOgAwJwzzGK2NaV3NVmLri8H/CsLkWRRsg7VdZjjZC68xVAD3Dx7urjMX7MaHz6igKnCZwrB7Di+q1YJFruJTWCWbNqukXdASc1lwN0HQGOq1bO6dSe7yqcGwHNALKLAp0FSS+ToWzUSYuK/dhagzXlddxMADb1eFngSqqmR2u5zzTT8IE/VPpklv9mNHLlOQdLtij7g1q7tR4AA5wvBfppDVjPhq72xy46CrpT87QQ3MqV9JFhHgqLW3iXcomhUsklJbZdZwnkskY64JXXtsppLzAFG0VwpmJ+j6TBg9GXxksOlp4xS7Z9r9b4LH2E9WLaMP51pOvFYea08himbWNo+6ZC944D3ykCC4BF48oa2EktidPEykIQy39ss+cDMm0IY7aNIrxhhf0fAfRqVzINVbaijMnugI8UCKVS9yoj5hOaI9/9wEbvu9VF/72lJUV+x5Oa/yGgJw1hTGaeTPx3lH7XO9akoGObA0M5QO7+rFTY06XG+/hyAuYU/rNRaHbj9fkVR2OFuQocHeWdDzsmyx1/aAjSXQYmDg/AOWJQNqL/fL1zjtf720djPZZTfhpUIgzql/Uxr3/YFO3p9iF8GJnrb7pVBmBbqyHo6shqGUVjtRVjsHqLu5Gk5n4mwMYEdQCgNFhD/degDlogx0ft8FcLuwup85GPuAPO0dqLtZgtKr1tLQea7jcXDUH/yJSUoi1VkGRokBgXA/S0DVuHrPGxikxDSmpuhkB/2khVjCIZHvBaHPq1WoYKNNNQyPSCpKhiVUIHL0WMvGem3scSYesgtltUTmMzO2BTp8Zfwn50KT0Zg3yvT1I7BT1z/LsV8z/KlTRT6qEadbYVsrQgaWoPh28m2F+mkN0E3t7AqH8phmiawft8ZQe+cllduo7eH0tg/Z0FHlPU07hA+jzrxY0GZeuYFHhYrVPzz3rQm2ZbExNTZx56xYdsVW9nZ9SndJBe4uEnb5lxxxMAnu9A/4/DAokaj4U7YHKEOaeYVhb9twu5vwL9m7myPdOfNZtV0poXNtuy/Dueu5y2nB+if9eRAJuVA7BiiAyIBwuSWVZn5vddEOP8fYrS85uKtEucrLkDHONO1Pl5oLgt7ekn7fAzWen+uDIAd2r+Ah+6UUHSXIjWbJvojI4vIfZP2sJWmuVEecbKx7Km3HAHbB+Q/wHiK7UyGeUAPIihfdrRRu7mda5kau6eEprvFegrQ8DP2oCeIaC7DfqkD+fIStpOMwPmb5Kafx3wD61HiQlz3ig7YCsY8exSID0K8tcYMI7IZu5eR2HR4wJs3oH+cYsx5lYFPgjrLFTuJ1OhPnR6rV1muLFER0EnNffRELzNGulqG01nbFcL7Uuhd4X+uiBpUllKzYgtyMYC9U3acWCHRh+lBh+ryDxgYgwc6IXlOmPQvLEOSbvOhhZl9iT2HaIG9p6udIbyCebCkx6yA+jYMUrGhzuIUVjhboGOjgPfqFz4mIVv/FLATytip1UjzqvHPFVndPQj/g0BvkOUs0Dv/0LqxRUdIWvBRzHpILYz0dyV9ptWlnTPeg5n/FCuiLaXAKW4SokzHbaxZjgKi68R6JoxyCERBIHDAAAgAElEQVStcmq5A2YApnAN4H3Tle5K2d27ALxcS5qy3F+qrXnws4L4lHrgw4ZjM3Z5TKtzYxMJVV3rvBU7YAJjH6tGDJsyUpyKUQt9tG9VLawTdB+SmnsekIeCMmxB56n/jei9DNBNO7Bkv0UYw3etaFLQNLfAuo2kQO29JHC0w5VUS5lU9i9QMSipubcF3l6tKMfYAEx5Mq7y+BCcVm9yEkqqCTZzoIS3M/38hEBvcyWzHPKxmRuQ1NwDCn24IBk++E21KAHYIFjle7ypSc1PV3h/LEj39aTYADiOjk4CediH/8gQxoyLkjKzgessha7RLOUgagraioTQCvGrjSYvofmZAqXR+LBaNmXt2jB2LuD8qIySTGj+JwTaKPR/xVA2RjWy/2p03SZ3wP8Ghia6sk1NZHXl9SzNYsFiFNd7Q7ZaFPQAUZ5PgNX6QkqGWmu3X8YgU6J8+JPatx5QpJhJdiOkjn9ApCQWUN2MS5DDZ2+RIPajMMAua8/2LVsvjn1R9WLDWpAr/hdDPSui7d0iRk2YK5P+YZ77kgwkgTU/q8dqMK5pyjTpmQVJ3xl0r6r/3qn5cxV6aDOZmMpzmRS0niAAtYYpQ7lsQWA58KwLZxq/T9lzq+0Zo4zHoqqzgN7iSobf2KYbA7AD2dKH/5oAf64WryHXVSDjFeD7sbAgqVDSlOUOTdHeSR78xxSDk0OZ7TQxEkpICkAbW6b1bQAuGdys60p6/Qbx6UkBrgb0Ig/e96qlKaN2JTAAd2r2EYVzRy1YdtiL2QD8JCDPu3hyn0bUlaTm6JVJ394PFqO45YqIU6bxo5EizBORLNAVGy0CgsYVJQBb+bYvuZI+izUfAX4AgGNkanEUBRkUznUK59qCdN0WdO3qv1tlnx9V7g6inCNqADbXww9dSe1W7zpGm7b9hQ4sWa86hWck3WSrgqR35+8T2nuQQH+PUvCVCwRyjw9/Ab04o4yjfGzUAGwCl9fnSioU3z2puVMBTbiSYUBq2AwSdag3Dtm8bB7R6AeTdUanIP64A2/HKAveyToz4yD2B8A535UuptMbN1Ungdx3pSRoIo8NYfTZYeuDndrT5UO+I3C+Sc/ez7NenNTsFZQZpYC9EcjXOQXpLpUs2Kza0XWNZBsn6cxJMcSeEMT2CLPYWP79Kumx/8SHd8RsmfpS0NTW+rsNwJcKIAr0VbIWLG/3XUFs+1rSlOXzmUyKzHdQ/MasKj3isH3q0vwGHrRHIcdVexKHPYeZ9xINieBI2ooy4zRMvpXCGh78Ux04i8U4UYXSi6/sQ6fmrmYJJozdbJS+l481ZjJjaPE6BsDvzQ449wmAtjiwVq2ymRGIivduiHfH/Q3rnabQLze78Sn3I0QAzl+oUN+VNLfqTTXrF3niIIa+HkS0Tmqe9c+xJWUUdJ2TRP6fHjTdyEYuSqcSmt/P2N2l6waQoPNFC8D5+wTew33SfY/Z/a1EF59PFPJDAX7mQ692ICe4kmqqzm53PtyRrhvU79ofh2gp6KTmz1Domo2UbuwihyICJVOJcrMP8DwgvpUrna9bs3J+1AYUcnhBUnQMKb3gPoYmRUGxVnyUI6WgLarxNFdSO4aZv6TmXABnVe/sa89t7mGB9IQBUZGWEgdygP+9KLSRTs0d7ANXOcC3w6bQP5urZ1ZSjOWClIvBi62wSSj9YaMnPWYPiuMwXU55zJGuFyc0RyAZyxiHJzW3C6C/rMajJDVLBPGMRvV7Y+CilzhY2l0PiNbo3ls3HAJ0LnclzTRlpGbTlnTYuUWM8fuwgGSyJPK/QSpsvNfGeSmTitSBioONME7xjz5ku9mSfrWZ8/D9VOhP6SIkwAGVBibVVrZ8XwT+sWGlKcv9sQwA14GzaxRKWZTxMLNjU+U3Ctpu4EaYGVprM7mcSp21PF2fWCSLZcq7ePerYamLtfoWIgDzBZdDC9atKMoAeawlHRMZ91qQX6pNTy6kRZtC/g7I+QL/NLpuRL1uveMT6n5NUHzOldS4Zs8ZLQDnXgV81n3m29oI64C0EowpZMCBHi7AQVFlCSv7zpVbHNgkzC6resxRd8DWTm16o/onpSd9eAfNkalzKq9n/Dp1MX02bSo3S9UZD9itEkxjAVqXlgNylPsUfQdc2tGOK3t/NrqW3U1ND/PSmdSiXjuAsZsH1XGtahJt9+7okzTTw8HNGDqQT8wAvE+zH1NeyEof0uP264CcEkXXmr+nA80otB/kwz9M4LCOf99I1Istr/eGUtA1dcx/enB2myNdy54r+vP68Gb4GJzYKF1pNwEHxIGta+1ugibcfHCd6Qo8UpDMGUHHD38/SzXg+1nL9uH9qR3+6pUgUINC1wfrSVNWvesv+8CtsyV9S5Q+DD8HF91yhqWABpZdlv9mcAcMctrfVui3HTg/KPPzk5o7T6FeQTLk19LA4VSBv05fAx34euMw2Sbs2mx2L8z8GBAWAYpKbQgK3rwtkFmupJazi0xobpaieOxs2aokIZzQ3DMO8OuyNGWY61UfExiADe/Opy/v16NewL4cf0YpZ469gwLwFO3Z1oPzZx/+1jE4RNLNFsitfZL6fdRr1z3evMiLfLSvX8s6LMx1wgZgm+b4aCE+XnUVrL6KD79HoY8LZGcAKwH6FOCMieSkU6OD9EwFcE41qjzcWKLugHNzAT2yvq5zie96tSvpyZXX71RSz7wnPPR/zUd7exyx5wVYNARv72owl62Pv1/tnRluPNFoSEnN3wn4L1TbXta6lrFLLNFf6mIY+LsD9f7Y3zBujkGKB2hlq0oC+QcF+rErmaPDjNEgxp07HMgabfD2I5ozzO+Cjklo724Cn4jWdxV6EmVhg36z/Me5byODolYiqb1W6sVl1oKLdzu4y+jU3KU+RClNWXndhOYvEOiXXUnTB7puS2r2Noph9Em6rid1o98bwZalTLvS3veIsPaTdgd8v4f+VWJYgQF0OUApvagBPbGMkK7XD7sbf5Da3M0sJMrn5bOs8HcoYoXto+NOSjvguTHELvHgHeYAL/RxQaAqSeTfdBDbtcxesFkvSlOuGxVRbr+frkLoSRDa7CTKM2sCsNJRbAI52dwBA7JpNVjNZuuGpdNZUnSAPZt9ntjPwABswQ4L48CaUW64pREw4FwGeK/X8wMe/iJlfwvIWqyRJDVPbuzBHvrXjULmDjP5FNEmEnS2dJEOFbmFDcBWrP+2dvjppZBnBfIUVZCSmvsnoP8BZB0HzqRaKlFROmXlHikK0UR6LHwANrzjxR+3w1ujHo2L2qsKfYc2clUfyZnc4RXhPRqDw3TlBx+hf/datAjLy2WqjtqrkVr0HXCWGYljK20va17Q0Hve9uHsPVtScxt1yoBQQCWgwMxNUnMEqGQ60L9zmA8UudIe/EfJFADajm6GnWCR2Wc5cK6pfvaYWv4UYwgYYorxLg/9P2/q/TM79KlaQlHjQAJemqkXJzX3hkL3NRrxJe74oy66NoCIX74HNjAu8ODtWZ11qbxPzLC1Y6UXFJjedEnN1M8vFsiePrzdZ8tUurg1bKStOQAXpaszg+TAf7Laq9aaGJACQ4xIw0bGAID/qaVXHPTbyr+Tp6/Ax1E9xW0NeHEcyAxBDnOga3OHO1l7t3HgUzRnGN2Oxi2A/o5GO1H6x2NN6QG/bYc/qRXqaL3rfmbGAHrVt5MSKtCza0jjXgT4iyqxSFZE6Q1KU5Y56lHHFxiA7STM8SHHzpYUU4aBzQbtxxQyqyCpnwa5IfGECe35msCZr8CPCpK+wWoEn+4ivdZIuKsMDwa5mwXa50omGLBSY7ThA3D+MAp8c6enwCplGU2DwNNdgNiFrnSVvIBbaUntPVbhT4n6Ipl7Gz4Amw+g3udKZrNa/bWm9u8X4U+qlBO04LMzAf8QwHmc6EhBvLveDsLsloukqkWui0cJwPY5/WQA/V95RbYnV7tus9KTl1Xv7Kt/wHRsG9peDwOkSmjvtwT+zwfgp18JsYs1LjrOH0uaws2o0+m5Tid2O0IhFyj8VwWyoQL7VsqAlsdjPG7bzxdgXxDNjvduaLbWZSRJjWWiD2wvkOlh68WU7GP6tiCZklGHsbsrWQmWpCnLLaHZIwT4niuZhlzryVpY28EQv2Pnu5K6qdn3rlPzJ/jQUxVyYBA90lLyiDtJJjR/tgCrVoOLTL8G536E/nWDuLrWnrHPR3t3VIpP5XiNtvHorBXTCE3VsgGYyOG1GSAFejrV7hKauxmQ3mq5x8k682AH8f2bVSBMau5xQOmO1xJ6u9a9rrAjPFAgS7XEwtA9XEmvUj6eGa2/Yr23isDW8yT9ftVzd6/AedKV1O3NPEuhAnCn5u5gmq5Pum8Oc5FOzdETc+1yajVMADYemLK9wN+BBXtTB9TJAmHqekaY64Y9xhhzy4QgKcV65wsbgAmuAHQ/gfy3rAOd1GdWAjooPTl2NIpjZ4agsgSNy6rlMDg0pDLUfgDDB2B6gSqcuhqv5PcCemwlN9OuEhcAwsBBsM//2toT56BmszXRDzdEqqMenabBvQkNwjLKR/GHq70/a52b7wBt14LS4gnN/lYgThDfsqzKI4ht1wj9Wu6LobPpjQp8t9J+MejZKP/dPiNXKnSpD/8k0ic6NXcA69QCOaJeHcvWJ1mXXlUhJ7eqUFRpmUgzAqJkG9WLWbtVaHtBMtyRMwD/GNDJy6HQTfqzB/B/60r33Y3mxSpePaPAfs34JlfMKW1Rb1HoLxopPnF3K9CpFOGhzjng/6ggGZahhrWk5qYr9IaCZGpLU1Yc3cieMewzweMsP5wLkh+7kmo4b5+Nu4SCZsZtR6tp7Q6gf6PRGPOXQQxtXg20NZzs+Bse+jdvJptiBJqcZ4HBKWGoglHGbwOwA8hpizG0xoqIv0DpUwfOhuXsEL3kWU6qpcltd+gEZUa2yGU/QwVgc7NlvaCPinlB8qcAesRorDx1pmxa4kkGBWCrWco68RpAfL0iBleJw+kF9A5AVg2q7USZcPPQ9ewocM4vSLo76m/tRyCUEhYXEYB8bSm0q+y0YlbqwjrSv33o0bMl80gzfaj8jU3BveMitUplai7MeaPsgDs1f6EPf7AMsKjxASHq974+Sd1T8ZEiUOhkADEAgwrsGEa1K6m5v1CKMGodMtoOuASOOTRIe9Z+QN5x4Gw+S7r+p968JjS7mcB5MQZs1ojDaxGUWQexw2bJlGeD7pOxIvSP8xDbtxKAFPQ7/p0iDj582jhupfDPKiBzd2VGydYUHwL0ykZI4k6ddYDCu1yhhTicH/dK6u0w1290zGeWiSWb0YFa9eKEZmkecVhZQW6KPr+mjzGvjUZxverFq7W1uzuMbGOnzvyGIvYbH+2ZVnaRVmhnOgBKMv4/rJ13fBzV1YbfM7sSNsT0HorpxRjbO7J2V2BMS8Ch99DhI9QQaoCQhAQSeqhJCAkEAgFCCb0FCB2snZU1K5sW08G0JIDBQJBs7d7z/c7cO9JoNG3XzH+2dmen3nPvOe953shslkFnSn/pvptzdZ08+LkalcSIYsRmFO37Z0HR+vaM0tGRRKTLco+ktYxh3R8WuMV916yA5XxPMuOh+AMLB1re7UhjmIK3iMOTrVrJFti5mMDLulROrPNnOd/gZ0wAFlX6ZNE5CSNdKGtyPjXqkpgkJLubVMyxmyza2xasciulxEwBuIMrMxRwRhp8Wmz1FHBVDtZWwYNJCsCmrlhT4MvEnEFfhMoZDGuVPPBH6VuToBz2fW32Qgc/vznPWbkN/a+6KC4f5U6Utu8sK2DjF+kqWNv3UedQ/6ARTEEYvwyeHkRTpv1u8mBWfbcB3r5Z6HozAVinguhal4pDJB//mMSicCHoX2PRWN8fGMX43ALXtNE1LQ/gpKypGpurdzPUbX7qMeu1aS4Ae8xgpNUDC1zZz4J1WC8VZyTfA+dRBj1Qo6L34kZtmnc79nmA/hiltAx+x7wb4iG9/kJgt2bs8swALWIxwbf+AchfEPcO+XVlAC8S8kfH1ZVFFLMixpzKgJCA/jSA/vPTUveZ7puxTCSw1Iv3AiA19nsHMfaPFvpXz+marRgZeJvUFBl0o4+mDA2okgoU2E9qSlV60oX0tQj1rrT2yKTz0On6Npl0/nshBo4JXxNNTjNObt5K3VkwiCXXD/dem4neGznQplkgLNo1DBeMw9dTsugHks7BOC/9Quq6aXzzAlfmW7DO9B2pbHZEaCus+9PiRIcFnrktkPtljUrTMz0ToQ9ptC3PUajv7quQW9lP+DsmAO8H0CsuFaW3WdTNl5PHaVBb5GF9WAfm5oGN4zRQNjvCvv7Epc5MxizBY8gUgDVRBm6NSqvEnbSGL7Q91oA1apaeFIAL7IgPrgxsAlg/xqXynjZXxMj7MFkpaSMDdWEQ3/YNXXhBbG7RivVVWgDWLTa5boDF03iollBgdxPC4Ctiz7cQgx+2IfdmDjQ+y8uWds42Ow8ScG2q6ja0o2YCcIGdtxXw3aggr+tctJVv3GGMFeTFFPrZakkrhKhzM+pEy6VyU/3nzQTgAlfvF2FYGmRGCGYE3Bhc2YePucA9uxDURePQv3nsYOgp8J37GPRujUrHJwfzp1YExopI5r356D88rS4Y3JdMGAi4GLAchfrpWYRCzSirjXXcBQRsS6Cf9qLzplYmstH3vXdJxqCUbYRffEwvivfbqH41iLEr+2pdUwoRlrwIdEZspr2tVxCWWfrIxVhEAavWMG/PVmvccgDGGOU3AE2ro7FLyFLxQ92rXPJc2ApcmQmP4FWU92PEJitFAs9MQlOGJhyPMdT9/motbZxICcLnArRzG7BVkuDW5upXohz2uy6M6f2+QH71WFEg35GzsdabCo3pWZ7H6GejcgxAkrESwdQ3splx5mcAnednMDrY0+6czQAR+HKASlFIXf8AjF/9Ta2Y/GQKwPJDtjfryU2KWmYX2VmlDlQYfFYU4jEuAE/h2koWFrkK2NHSQXhpgO8D6C8ulSbJ72qxg/pujcq7fiNX3OykwBURcfy2xXpabArazGKljvAmgFWDD4uIFAgQQIV5ER1ptbpXRGeLe242Vy4Uy8YsM/+RL3C2GrAxo37fxbxIz1wZVBi5X/RR5xP6eXE+kpYdeKUEmf0XBdiQeetgZ2+BPDSbIWgmAGdJc5uJxEsD6B8ft9ozaSjxrf1hEgzDpCInrovijKTatqlNm/eg89ysF02LtOhKgJZSqJ/UNLlpqLeY91egXdN6i03K90o5PiOedLIea9rnbK5Im9o5kl7tYGeWAn7k12u1jWH/uwr1zaOCrM2VnzNoQhJU3//9rfntMV/gv08C6rlm+3ujg4TUqPFDQm4XsSvVntfW69AdEN57r7nnmFOj0lWjA7BXb5RgkEnPYewZH87BKnwzE3nPBEQlXTubncFgjVRcfcJGMzEB9EKG9UWzaEp/X/sw596CeAUgs6tY+nMmbUgQ0599e6l0p4l18h5JmVB8js8jYI+0hY3N1T4FHJkmyAsfT+YA3MHOMwp0fhiOYFJdjwLqcZe6Io3G4wKwWeo3hJhks/MXAkQhW5JVk+/8YVIPbyksWv+b5ILKbwP0cSsPQ9IKWM9gxQKOXDEgr1HpaD2REMGPNVt6nPtoC09Nboyrj3OpJIzYxdqE9sPgPeNqMHE7z7oCNiIeIQHJ/RmxGQX7U+uiOF4Ci8brjXkXIBE3fDSAr7dqNlXZwbM2YqiHsgikRk4osvUBm1acj4D8skmtPB1cOZlBUh+KbYkSYACDpifBasSnFlCnEb7sSmpZKHB1B4K6CeAfZvWA1dQgAQnQTiy1Kzx6XRLuNe1BM8Sl3zKsg1NhKMzUgR7p+z2fgScbUGcGV39pv5XwXAYD8PUKXKlR+Vr/8zZXbzBCoFFe5b6tHUEdkgVwY1LwFQt0aW9C+SDruXRwZVcGxNP8NIX8fAtKBnMnMPEWQ4RC0Ad7aN96pfh2DrR9DxVfy/KbemKn4FJZwBWLtRnkpWTv7okqzRi19gdAfiWXOjwHJ5srVREe9lJpatKPm7Lc7a2gKf396lanxk150MRm2mLjnzMPxHEWwdrEF0Pa/MCSwEofN8ATcqDXob0IEnv0RaehoFZtFk2ZOQBLmoFAb/RScch6ylx8aeUZ41I51ks1KgCbm/EokN9cbqTNTq807xPoSYVGKZimKHDlPvLqQK21DUVdfIO5E2swb1bazBYXgA28fXvpgzOeuX1+nU/XgWjFIHLSqH0/MuD9TC9b/IPUO5FRv61GpQnNnUu2FbCkmAGUolqdjFJ1KX8FoYO6JcDyRh1qnVYGZA2zWOvLQSxY6QXa4X9ZzynrClirkNVVaa1OBj354zjIiV7h5F7JYbCrh6ZF3sOp3DNdQd0ONLZwaQvJjERuNldOEEIRIbdHL02VzEHiZlbeUuP9CcA3Al/9qtV+xPAPGXCKKNcF/5jo+yzfNbXtnwJ8NAGXfYKBS5tJm4d/f+QK2JsEjXepNGRH2sGztmbUL4u7f9rWjn6WFfGqJ3yNpwm5/XtpqmSwFmvTgjx6mEEfk5cJwpv+WDOFZ25lwfpNHFJSIBkENdBL5bOzHIRva8rgbZsVLUbt3wj3KgT6ZS8VR3S+TOVZ2ys0/ukHYLOwuFf4DS4eGZc28ZNsBpD7YZbnO/49qd7OwCs1Knq0rcXZTA34NB/24u/LZiEY8kwGfUXgLkNAE1pW5Gau2awslLzgDjIH4A6uHg3wlr1UEqGEt9nc8xOG2ouQn54kkooKwB1ceVyB7vHSMJ4P6VofS58gQ51co/IIn1VJRyrdArHF4lzs4HcFfG+h7S8uFZt2WYoKwDZXDwXUWYuw1NQXafPPOtjpZuB0aaHSYgl+QEv9SyNm7LLyZ/A7ccrirOdralDzgY9XdmmXzMbd2VfAYtWl5kaZUAt6EsDe0k9qMhbi3zxW/FgZtGurrR4yKdMrwXI163XIGoA7uPsIBWt6kt+uzb0TgfpDLh4ZHzew2Fy5FqAFcTaS2pChPtOCtd+sGPCLzhgseTWgCnnQbmkiGLkWBa7sQiDRTbyag3Vq1tVS1uson9ODipSE4I7D18dmEfoI8L8OdQmBCoTcj3tp6l3N/Obw2DKcgp7Kle2VF0wDrR6emKnnHQXEglEkiAPWLVn7fU0d/xoLuS2a9aGOOkfp12W0dxMEGsLucAraq++/5eKRZaOeK704oXtcKq+f9drZXP2R6V9tmXEf/C1T1xT05m7B99dMEq8A8ivLwslQyBYCdGgDPCNNBCp8B0JuzV7qlM6IlrYpXFvbwiJ5p1pSHgd/1ARg6fvtCP2/uOZtR8D2CoPvWWjvYVhnJNl4yiKLgCuaQVNmDsBTubtLwfqdNJPLgRrj5EuggQqJPNFwANYpGjoHyHdK+s/MPsUe8DWxHwxbh+lG/k//DaiyS11zW7proS+ZNMMn49C//NO0zUAz+wwHYNPKcX/Q0cRm58scvhrfQH8/sFIfgPEK7ev0UUEEGUObqAMJlqzEIuEWzR4XA4dnafMJDHRi1D7RpfJxSb9lc/VZRv3sGm0xQjjSwR568kr/AdbtAhCnkO8TrE4GL5EmOIr7XZmcADQz6wCqJ4XZUtDitqI8MVRxyF0nfByGUiUq6Z9GHeNk7pmcA/8jDxYO9xejvy9mB+O6Aes3cU5XprYuQeoLIH9gmtpfw+7pcoDXNH25noFFK5umXo2ZQbD+D+DVx6F/evhdMFkaeTeXXoTBvbOqhU3vpGTL5ivQSWn0sNHXbjgAG43JKy6VVggNkucDLEK9n0Sd/1SeObmB3D0K/VOy9p+ant0jzbjmpVgXZ5MVH4O/BZD0zQ5l22x23msA28YFLP09nJyVgaCzIQ3x4JVV/0OLc8z+d40Y6cJgq5bN1RsZaj9C2xouHpxvY8fXG+DtLOBKIHdjjToTe5ilzQeo11pBU4buvax+N0gSR2W5BiYAS4vtiAyuMK0B2tel4sayH4NkfpyBHaLANXrs8cqAsuDIjDrNHIANUEFqZssQFm7EyD3IaJtRIzuVFxsMwOaFfonA/+f3rxnBjTyc04D8xlGEJBEuEOjDNMeQLBd9OPg4rxLU93upSwJk5i0YgLUbkZB1SARDT8lOjO3XU+IraXqoT2FQrRbTxlJg530Fte9s6urOfBARH7S5eotC/ZE+2kJ67jJt2VfAzicWrM3CfbAFdn4vUHZZ2ZtZs9SDzuml4nni66mgHhmH/vHNTnLMAy095WsHU49pJ5U1ABe48jRgXZBU47TZkRXW9+LESAV2niGQqKhHEZWMYEQsOF+Ms1STNq0ccB+DH6ih9JMkJbEQttqRl3rV/gDOHYf+q7KsSKMDU89UhcbBoigFaB7AAmCYwcB/I8U3erV5gWgMCGrXzJNgr5655lEA/ZKBexmLzsqq4wimoM2z8F8gNyk42TeTEaEQxRqr6OfTMwCJDNJR10db4YkxRX7nVlCfQ/vU3Pn/ACyC2qeDAVjT8OiaqJY+fb6VU3SAKcsEOdOmJ/O5a9uhNvumsI0FFh9i2ncRBreQyZcYEhCwIZBfjzC4GYPEy3grWQmLsUqWtLCcO6D+0Aqacnjs9oBGkmnbP+skJeZe/1GBPgoft4ZJYZOga57WZ/C1dahyVFnNQJakZSlyQh71+5kDsH4onLfrsHbOQ81k4PisJtcjA3D3mQzqqFFZ+v28zThS7MrgV+NmD0YEdJ1LpY0yPY0ZPiSYO+nHzUqACRyvp4Ku46v3c7qn8/fBnk6zwj8aWPQDoF0mG28q4NIalW+POiybnQugm8wzv2wx+zkT4BWbEWNkCcDG8rDqUknaiYY2k/Z+T6E+xcKYj42d16sulfYJXiuAzmxlVm7MyqU3fNsMt9N/ljKRsArs/KcO2GG0nP87soKT9rcalTujr7VAPPBTF/+wo9KIZuBf20Vptyg4ivGyvZWgTg9zgYO/p2vh448C1NkA3w20neWLX7JeEz6DmH0AACAASURBVP2OPbcW0HagppHRUsJ5tlC/eRZtKabkCIhvRCQT2UNb4MqBAF3GsA7w1e5ZjsGs8mXFciAD5y6N/t+nTR7CAbiDq48rNH5To64RK36bnaoC/6yPypFAE2NrN8dCritrWlme6yXw1WMWuK8VFx//mhiXqZlSitGZnBErYOkd/dylaJW7wU3OXoAV1nqDNliY5TqbsfQeBnUnZXay7mv4XfCEpeMWYP5+y2D5D7ToPb8JMHgJAzNFHGc8j/fLIgI15hT7tKK/CR67oFwtqJN6USw2CyAKjE/PM/ifwRKg0Z+IVkPGknVG/qbXNnvwV6hv/WoExdBm528MfiyJjBbcX1MBuIOr9zMaNzEsqTMMZgGHy4/5AVihLkxQx0Ju6+DLoD09SRR0RyT5rNrsvCVG9osz4xl5MStnW8DY3qbtxZwXtA8q/1JUvuEUawdXfqZAyxCwrLivSC3hK9Q3jrphcjxmJv90OxprL87M1ebqToK5c6k8qj8y7qXLEoAFsMIeRGNk36WgJxl8VI1K3zO9gHu3Q40PnoOBzIt4a2jClXUAMIPQCy6VVsr+nfQUtPS114HZAsePvy7VG7QB/Gh7QFMSeVXBOiQIWRl+qavHSE/7APq3jFJ/2+yZvP9aobFfUquQJsTRFaLW1/e168Ws10E+twU/P64f+b1lwJDHDOC7ALrFxSPPRE0aTOamh8E/jAOgGITmXVJCCjN/047NCJMEa7kWwzq5Rp1CkIrcwgG4wNXLCPxBhIbiRAY6agFtSniHolIn8PTeJloZjbiuIiYCSYSwpHPWqE/cSYCIhgRPOpSCFj46NIc7khxlgulDDL4uC5py+NmbuR6Qf9ICFZOobWn3Kvh33fY1II5r/wJ4I6EiDgLFNmBmA197eEk9hkGU06kLpAn88rfG4ItXgbZNszpKxR2v7qnGDUGFfDPnZrOzQBgUYpLjf28K92xnQUnZqTgG9dUiiGvXWUB7UA81/N3K9lr8lw1N2VQANjWx+iAav29D/iWgsVWWdJQfgBkQSfdHPtc1MAt5XYt28uskpXxkpczSNG9ae5q50FGfFcydBevINMJRxAv9AgGvKGCFGpVGMV072LlNgT8k0KECsifQ1KibFdyvVoFb59SoU8RaLW0GcSgN/2tm3UGWAKzrYmoNMaIeecxCq6LbCI01ALpUAXv3UWmE6MbUfF4bgFo7i+HA6Gst3NmRqcekc8uSgi5w9w4E6ydxL4n2pV7mnUE0JoStEuW3C1z5GYEmRc3gjUr0rwqN8ijggOekU72UwNvnYO0ah3PUNp7qEoAnM/jHzQzAWtA4/jtiCWjakoTCdvN8DNyfRZVsMk0PKdS3iyMOmedMEKrPr4viCc3yujUPmS8j4PUc6OQoAdnoFXD3EYzcNJeKhwXvv2FLvzKAr9eJa3UzE6YaAScl9WmHnytTInhOgQ/vo/I/sr5T/uekK0KBTwBwAmk71qEAbLylBecoGMSYSYiHSj2w2V74AlfOI9BK3yTCN+Df7QIkYthfALytf04T+I72MVjrs7DXcXzgdMRi9qlW0ZTD19jDaN49ALV5s+OLeY7fMVauQ1kfmyu3ANZjMom2YJ06izpHlQZtrkjm84kwftR0JrxlwerKgqZsKgAHWaXGrUjMkndIezB1AM6JoGZMA/2bBQURpiYsApYr4pSk/v7NC1H5ptCUen/8uEvl2BpS1LmJRRqAxgD6O6NXOI6k9doZ1sUEdQAAqZN49eGEB1IMIqa7VNwj7XqmBCCxjtywSqX/ZNlPlgAsDyQDkqa5wd/nBO5efgyslxl8IoFuBvBcnP2eqAMZuLWVl03ztHFRUmYkNJFJTUEXuHIygdaPY5trkpR1kEvFXcLX0AxELyg0CuEA67eyKNCeYecw06YjJYjcGNT3iTLhMP2rPwdYeg4v+RT9l2cJmnKMxjRBVrryvIlF3k1A/o5W0tXGveriQaAzLkUvx7oElvwbgcfkgb2b7ck0A5UEJylJ/ZXwxTnBFqpwAJ7KUrdWf/RFoCPveeUBBbolCk3pf863tRvAvIkvS0kz42Ymazc2gGlpCt/wLgvsiIL83wR6HOARKVcBgHyJ/3yaFLDMMyOTlM2agWxoNvzAy6YDwc14qqkfM4H9JIAY4BprceHQgkFa9hTo6Cwwig6ubK28LEpraMrgwRrA0X9dKp2ZehKBDxS4e2eCJccvXupeADZ8gH9JxnIp5K+0QFUfuRnct7nGswDr3DBet8DViwk0PwuasqkAbJRg9wqv2VjPuV7jf4p7h1kBPwvQYeGDNSDwKsB2nMl78MSlvUcG5DQySaYboZveRX26dtaBSvfw5Z5k0HejUHLmuogJxRsWrB0U1HPrYt56f6d9G0nHZHr5BE25TjMvW3ifZmZ2VlrAHx6Y0vuAC+zMZtAPgi9WgXuOFNABAFEJLleHNWkOdXr1xPDWwc7BCnREjYpbZ7ovgQ/Z7AhpaV5W+71sK2Bv9v18HIFMRCIMXBdezcthaTC7p5723Hn8zUxIHNM7OWRGIX+fzJXxOZCIrZ6t4b2TRiEPtcjpEIDFG/hxhfqZWTCKJrsgAVe+uxQDNwN8c4263mj2Oo9+jrovAKzvAvlpscpszyN5R/F9/h5D7drK72ou+8B5gNoNwC/9Xv/RIqzeJYH6J+F+TTlu05FxZFAwE3X+mmWOx1wqefSurJuBsRy/EOhqhsdts/OpiCst5JYPB2D5bZudlxTqhyWxjW12bgS4khVN6Z+T4RwIrvObxDbeC/CHAIlW5aNx6F8rWMtvynBBZ4PeZDS2bhVN6Z/rFH5+dUK+R6wum5kk2exIwJZ3bigAG4zrruK2Ja1dBN6oNwYba2r8TymoA/qoa8hb3nRH3OxScbO0Z6ypAGxEN5+PQX0VmcFrkYwHlR8CpUf9oFlxnOqitGbY27fA3ccTrGOycjTF7BzAd7M4hqSdvPy9wBWpeZ0WvIBx3+vg7ikMS1JRipD7rqDmRg9clSJAjjiDEKgTUMtknZkJz5nB97Vaz9Dn4/yRAKmb/iHL+aetgE17w2eD+HyVIBDDZkcsIicB9KWn4k0oC5iZvNBzCs2ytzu4egRDTXOpPCL1GHduWQKwmakfH+VvbWp/LwxiwXphAIjNlSKD7iLkNwwGJdPH+yjAIlQb0bJk2rT+HlcznczdXRZyVxC4QcidmAYo0MxmEoeggxmYQsCdCnRzVq/uLM+E9xmPcFW9U1zvayjunaTQ1j3wfBGBv9+qM482A8Chvp9vOADrgFWREtYu4bKXZNEY9bcXAZsnBUiToXhUoX1qHxU+znwtdLC8gkBTvoWvd8ii6Nfe2R79ask40ZHNldsJ/FCSCG8Kd0/PIXdBLxWbc27T9oyCB/5dFB64mXMPBPXXCIumA+3S+dIP5CcGFy7N0qCkpCmgi1ZohKPHXedMApV7qZgZWSyCKYCnwVOj6xWwzWKooi6vUdcjIpQk0Nm9VIw1kDBGG3KffxE8JpsrNQXrqLRsQFMB2BzgbIXGsT5O0fj4isR+FBJOf17k4ku/CPA7UbMxmyuSmn4/zZHGPzmz0ngLyK+fddWa9LAV2LmeQD1pzjRmAJCZ33GSghEVdHQAFiwcdwpe0uaq1Mn3zyqe0bMvOn5x0JQ2O8cxYEdi7iIuRFoA7uBZmzEad7pU8vrh9HXw/DnlJRRi0KQBqPXT6i8Frv7VAl6V9qRmXn5DZLo6KvUYtZ+0AGyC5QIgJ+B4EWCM2Gx2TiRgUi+V/m/EH/SA5ijg931UGtHmJTAOBi1XQ3GfYKBKUg1rIRhdyOCtGTizD8WbY4OccQuywAcxSOqnTxNwCyP/8GK1yaTcCGPQ8CwB/4zrhfZ3YTJDd8DzTS03bXTfwZXTGbSyX4aKCcB3A9atUeYZBa5cD1gv1kKkvvApFrgipu5L1qj8o2aeQ/3cjH0Y4DfSeubNOCkrq6KUZRIC8M8BWjax9KazDG80gB2aWd3JMWjBHG4bg8HNFtd3XAR9A8i/7lJpVZudrxmQdqSBAczbxU/pS7oesH4cpYuJutbGl/mOxUFT+vs1uo3ZFvjYWTGK+NHvumf68x4BFQnAxtu44qK4tqiqTf/5v1wqiZPbqE1bZeKcBfis4w363gileoG7TxM6WBqasoUAXLlZgZ7so9L1ckRmGV5RWLRxVI+fFk7xDAINjArA+uH6jIC9mxFH2OwIIu/RZtMy0RdRZOU8IY316X3XzCoBbErIdYUDsMGRvcSgixh4jMBX11L4qMFjMlztj+qgzjkZObCjBxipt+cvzgpzTwvAMimQhvSgitlmQcHxmgQoEWEl2e/5x2eyJZc1Sx4z4P2Po1KPrQRgo9Z80KXSutGDgoD/6ZQaFUX1ObQZKMGxLkpdwSyOBGxJAbdDbTmk/tbPyXkM7B3VN2toQuId+6dBLDgvDrUpfdQNqAMI+D4Db1vAjYz8XYurHB09ED21osKYrihvamNGMYth/aRGnQLkiN2m8nPrKuTFROIJF8VTmmkNKbDzV/JELUWxE5TV7hAL2v9Bm3vOYTRyYRGnCXhbAhAgjAcKitvENnMRrJcB9d2sE2N/X4byJj3/17lUlEAeu4lOhID7eql0elwANjSzH0W5OgV3LLVX3XWSDU058rtSbqE3s/TnJp2PMd4Q3re04cwBBtdm5O+0QDP9Vq0hHCOVVk3aV/Bv0kZGUD/qpa5U9GraPjvY2Y3B5w5gaftlmpBY5zdWn18ALJjVLyQA2yxGGrxasI3TZueDPFCMotNJV46F3FFRnt6m00LQlGskuWy1EICdnxCwRjAvLuxSfeAjgfUGGfa8Ak6zADEdGFGPKHDPjgT1MJD/VhoBKPRAim/jqTUqLzaaUlo9CPSrrPsyRLCZDVhTwuboOqWBvQHag6EEY/Z+sy0MBa5eR+B3g7L4tAcv+PeJ/MJy7fj6HRePLJfGZTUDXSIJq8CVcy1YdR+AYrMjQIMLGHQxwHvUqLRhpuPTdc4PCdZuaWnW0QHCeR1Qo1KPUb+btgLWWFM+JMpdy7SD3e+iuMHIICv1x8HXCbxHcKAocPeOBEsa80t+Y75ZNd5MwPKLMLhnFDnKZufvogBNKxOYlfW3CINnuDRtXqbrnPAh8fNdHmMnEGgzAk9WoI0J3AFQXrjdAJ0a5ddsXJb+qUA7p6W6zUpJMH48Fo19s668xE0GUEf4OpCoAGyAPaIKjhQqirsVoPZMC6wFrh5tAfv0UnEE8jbL9bVZ2nxywgg+tkbFe6K+42texFO2l0o3xa+AZ67HyD1To9IaSb89iZ+fkEfe095kOcbgZ8yqrtuCtUUWVW7c/k1NeTKA/zFwBiG/CvB1G9AuE5LfulS8zEyEPhlEY9Oo7oHoa+X11Qrn+6Rmzy3q87pfHA+lZ0K8EoG4H4leo24CsNuAdURwXJeUNIGv6A2p4CVYi/1qUspbfxdXJqEpmw7AHVyZwSBhHG/jXwCTFn6JgR2DmK4CV6QHbjaj8QwhLxZbIwKwkJsAnupmHcTND4rQaWks95FAsrO0QSXdWEkzDAL/qsWkGaIH+eq7DMjK7wz/76Z9Q25og6GmE6xngHxHGqYzvH9RBzLoD4uTlrHZmdcAtsuSskpbAUuJgWFdL4ONFrvwzQCJCnxphjo2DEZIutY2O4J9bG+GbKVf6urdQOPWLO5AaQHYoOfaolKqhmurwvWcDq6cp0BrBrnRJn0mgqmdfRGNUUjfx8ALScb2UTPtmMnEVYD1kkudYnjS1Cb1TqCxsQJPIZAYdIggZDxAcwks7+ochpqbQ75X+kXN83vTp+jfJEp5rVcX+JNCe7GPCqKyjt+0uFFKMdsltVv5OzDp3QWfon8F/7ejA3CyQ5bGByKfli43oIWqmNn3htrmslzkyVzZOge6vY76tnMMyCT4PcMHP8AEvdmx4AmdAfxcoX29tJq09kX3WPKivWhqs9kRT+2JiwO+EDqYaEuUZ/xBywG5DTQL2jOdkDLFoRJobHZElHRuH3V5tqRpm8mwCJpyhKAr7Xtxf5faO4CH62gUkiYBUh6yQHsyIDqeugXrAQX1V5dK8v2hzdT+hcAoYkNvMza6c3OgchKDXXcN8e41KseiKZsOwHFpBu2WQ4f6hgnaNkrdMID+zZdA25RwADYz5XcJeKq3BUiDNtL2eoozOYYk3VCbnX83Q8oRFCUAaXjfxKWOeWC2OlCtSjsFwL9mqIMA6zgBVLTyIEkAVaD90lYbcfsWtScB12RRiqcHYOctQn0GQG2MnNR83wcgJKWXm+9P9Gadjy7ACuObpPt4TfLhwBh1/hkC8L0MvjWKSmZz5R2AdwxO6oyC2VWoT/SVySYVOQtQZ/iTAm3c0HhCD+ojHcPCx2mQdqempR413CQ5AItorB3tNqMhmYjJ7AVa3phAwjGeDWAuAS7QmPstLJqbRKAqcEX8T+fGvVOmH/yQAQyUs9hLauCI9SsB8CQDRzyIw10ulYZ46FEBWHqcpWthEGNXfoEmjXLI6uDnN2K0PZaEpvTvRYGr0wD+ax1jN4vaV9p7Kz7l0qOtUO8KKtZNLfINySoswPJryHOeRH4qcHUmUD8rzFgP/74uddBGLhUTme1Rx63BF1/KmNUyxEgbW9BjDJYe+k2BnEA0PFb2VHYOUsA1OXy1ZgNL/ZpBr0UBbJLGKwZdXaPig2nXPcvfba54Kvcwt2BkYBXHKQwwWGJgXXjdFvBpL5WHAq18XkpPAH9npAmRp0z/KA1valqaBE25cVybXtMBWA7KZmd+Hth8RF6c78h1YC2nAVy6DPrv/BJjqwo4X1o5ot2Qug9hWH8i0EWt8J1FPZqDdX1QHJTl5kR9psDOP8XIPOsDIAGYQbOlB1JmlTZXf0DgoxuwTrWgzmfw+wTrriixSJZj1P12WC6L2CP6fCoXEfClS+VUM/ekAGweoA/HoX/ZL7HkhwxcS1BHArQk0JiUZK2XMEOdbQE/bcYxJC31GJqxJvYBi5KWoPbopS1GKNh1X6J1XthxS3Cl0BxvEdXAdALI7F7aWYaa902Peu8CzF85LMgIXwtpm7CQF3ecEWjPiEE3NQB3sHMXA+uzXoVIX/bsheh/KUuADP+enmxYfYPgiXH9v9ogg1eMQ2yG92kyOreJzWJUelsPco7UuPcciWocXQM2Y0+iQ5YmI1lnRbUIjp4IyYTDeqFVFa5kdBg8vY4lt/GDeIG79wBIhHwru1T2IBtJAdjm6rWMxpwadf0+aWzwkZoLMH/ttOcraj/yDgE4oxfzSkk1yYQgKYY7zxNIHJIuCAZgnTnCOi4VDxQ1O0BCvjsiy1hn7v/eDOy7OCv04G/JpDSPXE3a4+KNE7xFyvUMmBUvHaYwWA63/xXYsQkQBLKk3zGFn5tkoe0fA1CbpQlPzb2/haFGMBSCx9pSAO5g5xkGJKX8WGjw21JSsxJUAZYXyktTR/sBe4CFVQj4ZStpIHNybxDUoVlMt5MeBkkzAPiPS6ULsjw0EoCl4dwC/41BpxD4KgvWbg0o4QZvScC0AYzb+GWa8FWW/Y0eeHs3BgafbQe3hKaU9AqBdg8ymeNfrPg+4Knc09VA4wrhIWteNQRMsZFpbRBYfNObNq9HOQsz1t+5Vl3Tg1ns2ZJWwEbQ9d8FmL98eBCzufpnBvd59phmM1mcGxdghY39FbuIhQC0RZkWCDSEwX+KwziG3pVPgf6NXNom1nEnywrY5uqLFuoHz6ItZLW72JvA92WlFWnK4AWT3jbG4D+lOylN4ekfTIG71ydYQs562MUjp4e1CQbwICLNII1olAhLv/PJDlnSBaC7ENLb1jTjvPFcHY2uVjyroVPI9xsTC081r0s29AGBZQK9nxmnhGgVyT6WtkoCT3Gp/IO0m2dz9QEGvHJQ2mej/i4GJITc7c2WNLSgiGVi0wZ8sQmw9Ot+ANbUtsazdYwpzqHJH4jymqCujGOoRx2XhrqMnUvIT/imBIbS+mrB2imuzi9Zxhxo+wb4QAASp+T5G4XwNaCoj8ehfxnJHgmHQsH6S406r81yDwzW8udx1L2WArDN1T8Q+LXeCE6uYBgZ2NWguLxBIRyAp3BtdQuLpKbxcQ60f6tepnqwsFatUfGYLBcj7jNaYCCpR/3CpG2+GxJjcBPAuh7g+6Vx2/TgTmHQqzUqCqSi5U36kwH8ukblptGUpg4i5Cmp/SVuSStg05u5hQxmxg3rPQALDbgks+dw8ACMtP/1RRhcO6u1nakRCjBlxTSxXlIANkpOoSl5s1l/M+rzt4H+zYYConayEXzhub1Uktq+9IyfTqA9x6F/66heUHmOtDCtnNqLKLWyNEJaWgA21+XLT9G/XFZiVtrzIEKtFTBW0LCxLjPamamth6Au7KWuEYbtcfs32ZQ7GTSwEF8fEFyhd3DlftEZBJ2BIlPQejV5CqDWjksvmvLAy0B+3bRnRd/T6tkWeL00VGzceZlrURFzC4VFf7TQPpvBV5HHftYZqKQVsPT5WrCE9FZKuzcF7tmTwAe3SsszHIP72qEmV6hrftrv+X83FDFJuz4rY6TNHh7WS0EX2LlLdD7+5MkYb3zgovitpN7x8G8LcEQBz/jdNVmPLe5zOlP1hUugn4dLcZpitfBDOUYbVelGOMvUsCNd5Gx2XrFg7VOHmpgDTm0mi2De0bfyQFeUkrqlANzB1aMB3jLqoTXkouPqUOP9WWU4ABuLPgHsH+6iuFIz7QrBC67NzhsOkBOSVUsBQfan/XzVX1wqT8xy4/0AXEdjYU4Dyk8Ro3pJfxHwbQIOaxVIMPzQV04AaJs4xWfScRr2rWDuVkozd0gKwNozF29IPceoq//jGRTg0VIWhXXcMdrsPAKQ9HN6LSdZNmFlE3LHpSmokwLwFHb+zwJtJ6mykc/RaOZugWcdBTQO9FF5psXhyoWgYhzsQZsf5D4kDKyTtLLVg7IQvvhNeW4SrlNiClr8bhXyYoeY6bnNcp11UHIOsoATexNa6HRWIvesBdpnFnUOUYCSfkNbNDrXMbBpcIUkLmtAfvsgpCU+ADuyShGOd6xDlrQpMvi2OPex4DGaiYGI0qTVThYFTW+bc3WdNrAE4V6A3gN4SQLu9gf+5ABcW8nCojddFJdJC1gmg/O6sRvMHEBHPuuiK6AvXSo2Yc9YOZlhXQKPZ118yA/AQF2eu+sGMG7zYLbPZufNBrBjFhGof2wyESFYv/om0JT+PqdyZXsFunoQCyYHW/2k/m+BL5Pn24gyTxlA/2pxZRvfNY/B4nX+/WaFcNJ7TuDPXeoalWFtKQBLalKh8TuXyiN67gyg4Z/iAAJtmiDepaNWwDZLAzTOtUA/TnrJs7wJQmQi4DdZBEfxA53G3C3ACstlEQf5ARhevVeM1Pk7gxi7bhv6PyLgk17M26CVOkvw+MxM/q0caN1W0JT6GtNhNSolsmBTAvAzDVi/Eus5cXhi0AEM+twCru+lYqaVT9Q1NynyH2R1DNEBq3oDAc+l/W5SADaTw49cKl04clCqPECgPw8PmL3LAPW5CrSjGMnrlQNJO8IOad7RNldvZjSctJqeiBbJ6wAoC/c5cktbAU9h5/sWsFeWUkOWdyk0UD8H8I1JUA3d2823MLgrK4ZS2toALOODMLbgueMG8PlHLorjggEoPgA/uxrQ9pJL5RXizknsQBXomKwiSJu7DwCsH7kodqUFwbjf1KlXfp6BIy3Q8RasvX3HtzT7PZud9xhqmyzXsIOd6xHDJ85yj00GqpdQ376XtpRuhtRN8KsMfHcc+r8taVgTgCcBjYeBxvnh7oQCV6TcIA5Fd6fu3P+Al86f8bpCfdvFRVMGf1M7+AnKc7i8KGUKAjoEtqMDMK/nUlncqSK3Ald/SeAThO0QV5pJOk/NacctUWjKlgKwn2bw8+L+j3dw9R8MfiIPXFMHvdhAY38xmQ+ugLVpe/06Aklz+U6jiEOZ75j+oM09xzKUtD8JS7blTRrnLVj7zaLO1FqaDsBSwOeTxcjB5sofAFqRgb0s0IW9VPxZywcS+KJ+eHB/lOF72v61LyUeTvNsTgrANjsfK9QnMQa/tjDmLYJ1NKDmAXTXIgxOzJpCDh+rVoou+76FRfYsmiYWk6mb1I4BrJnWL5gSgJ8k8G+CPX02P7UiMHYO8PEGLu3iZVHE+k7YyoLX1FmWwScIJCtCgesnbrq3vXGOS+Vi8ks5s2whd3lS6jEtAJu2rk/DEwr/d23uLTAGU9Lh1hNh6Ih8X2eF+IEG+jcJmqeEz0l6agl8EvBlKWimEHnuDLLhvMnAPv7EUPfV0+Xh6xUXgPU773wMLNrcpa1EGDRqMyWFNxXaJ6W19wxfKyd1wpF8Pz0l98sMnEyA1PyGrC4zBGDJCAnS997058tTb19Uo1JzaMrAjqUNjsHb1qicqUtD92hL+rnkuaHpAMy/N/sYxXfvYIHQ8MJmWQaaOYD+Xio3RctLumZGHPmUQr3TF1jZXL2agNekW6HAlceljSrpWLV1JP+ZUN+w1X58yeAp1I8Jc79bCsDmJXhbATv1UekVM2jtQODLP0V/QepRHVzdn8GSKpoUDMA2O5cw6D8W1FKAtSCtZSPtgTQ1mLeA/g3S0n5J+9JpBnW3S10C00jcTBvSsoA6VWZ/ZlYpRgQrEHIToxCVafuM+rt5cYWU0zRQvcDVnxJ4+TSHqbgAbEguvYKe0y+UOsjFo+tI6lnjO/HvtH7LpHOWmg+DX61R2VMXp216teWlHrdL2W+sClrazRrg0mwqiwWZtxW4erwFnthrWNaG7Nat0L6JDN5TuCJ6hj+aMsdg2nGaVpn36xicPoemvRb3ecPHlpXf0nGrrvQAXBV9gFCZIgfutABsgdaTiWOcHafNlT+LF3Eay9zmym8B2nhdFGckWRNK6o/Afwr2uEs5S/x8XSqOyASkBOAnAVyY5JAlegxAza1RlwgsUzcz4bi7gSU2n01TPk/9rFiuQwAAIABJREFUQugDBXakfWUnBevAHJSgU8v+R9IDsOBr1WdZuhYMje81hpqRZcUcdR5b81NjvsRYUQmLx/cIIW3488a16n8NNLaYTVvMkr+bACw8/Bm9NLUv/J0CV/YlkIjO9mnmOmrgSO5Ol8pD7WjNfD/usyIgZWBlX5ktWVNLFHSguXVAFgC/DgoAR5+PcysB010qrd7q8djccyqj8e2wcLHlACyrM+mjE4GKEW7UGHRyjYqPDj94znMEulZh8G2vDxjF6TYcWfmUGEsIgP7qrNzOpBMXIYD0qDVrEB7cp4gxCLxE2mCjH0BHOMgSgIZgJDIIMWi/GpVWafUmhb9nZvIfNoDOZuopOrB4VlsSvBPtIuMCsKzkAP5xDtZRCo05xi5SGvqlEV1EdD2Mtq1rZLfkvKPN5i1ZAY5ofI+7drp1p222S8WVk65v3ArYZkldtkvv8giuq6DwGlAnS6bG3NsHAXrSJ/uYAUdcYMRnWepgqZvN1UsZ6A87Jo0e3Jy3gMZ34tq50gOw814DPC04oUg9uMAHzHv7kQVrkyjzdgNJ6BMzjMTB3mtBXPNBBt5xqSxktcitwM6fCPyWS+UhjGOBK78j0Bthh6KUACxB9b0kh6wpPLNMyP22GRSsJo/hvzUqN5XB0krZxocADmOoJcjTGZSOGh4HPY1BpApav6vOQQTsljVgCXCEwWpxGAia4kaXLcCKU5LKboZWeItLpaGUv83OZwzcXqNSpPhVQ2ryd7pUHOLHZ30ubXYqBHXiN4Gm9H/TgKJeIKg9Zb82O55l6yDoEAJLSeTcuACsedosNqLLj0F9taxkt/D5GkjPLBfFNYKap5YDsDhZCJ9UDIl1SgPbhmsuZlb5INA4BMj9nGGdT2iIYOm7Njuv5YFpWX1rkwfd6u4SLFwqCQ+2pU3A2gCOrFF5RtIOdI+ZNQ/I7V6jzkeGX7LKAwDtwFB71qjrG2ko14O/rEJ4nktdHowi62YAEuLRu2bytYtuQ9LtQizkJJn17c7ARD/boQeN6k8BLrac+te85PcbsHafTZ3ezDptk5m3Bdo8KlgM3wcncgVsVtBi0ziUTdDghvx9fi+5obxdAeQ3C5ocmDYaZyEwIYsdnRZHWfe6KK8Tdv8KnqP4xZIn/uuKWcHGgzhMGUiC0Li065Z8/52/CBUrDpyg0aMsSvhR3sjB/W7Ez4/7FvIzAYjKfJQTl7Hp/HAQmBTsMZaWRoXGOWEQRXIArv4AUFumtRrJRFkBewWf2+Rr0bsa0KgyGts2s7o0Qh7pY91E0qgE6z8uFYUx7G1pK2BTlvtb1pWfoU/d3wqaMnj+HVz5B4MeT5rIFLhymTYV0Hoew1J/CVCbxlEITa/8Z0lex3H3weaeEwC1blqpqdlnXlgNDHU4Y4kDLCzscam8is3VGsBCdavFBWCbnTmAugiwTrCgTpllJurN/r5+DpxHCPhtkIHQcgA2mK3920BH1T31X/47LnXMDR+Yzc41AIRhmgP4PQI90AZ13yJYb6WBCLKepLnhHxmDhEzCgvC+J3F1wzxY4ArjUwYsmX2fQMhtPpRq1i0rXxHoctYz3Wx85AwnGJW2y/A18+I7CxTa10+qg8WvgL1+V0jbDcAvhs0dtCJzYI424O7MhJ0b/WwIjYaX8GHuaeclfbYEXJhk3BG3Ai5w90mAtUnQNtGgC4UD+yvTLvAiQD8WpWfEc/wbBpbPChgQEZyC+mESAUoABmLrVotxiEpaARt05G+ymm7EXdspXNneAsl+pkR9xqySX1TgY/tSXGYM+90xDGTpFR7aTFry6HAJQaA+0PaOI/qhkwOwZ/kpuNZE4wVBMDJoibRMRPA4s044/O+YzMzLAP9MJh4yqZLafi9NFWpcpgBsMl2fjkP/8lmsDmWnBXa6LfBpi8NAMIH8sYVAR+TE0hvXnLcZ1u9rVBSMrGfXB2BbIL9akhudBDcGH5kmAg0/cxo4wrVxGFg7idqWNlaM+rvnP9zjAPyqBV6NgdMBEkMh0XV4LOjwdzrYg0WJz/Q0ce0jSCtG15+a/m3zBWNss3tQyLUYAXjmZgq5u8WqjIH/1ah0etSBmdSfUIfEy3PNPGgThcZGDOuCXio3DUOPO3npTWYoSR+1hKbULRLVL9qh1ozrkdO4wbq8WJ8Qcnv5AbjA1Z0JfE871NKDoLtF/ORSeWgG3OoNG36BnbcV6IBm0ZQ2V54HSFZ90nMaucUFYJsdqe1IOr0Ob4AentH7OxLqD8E6ZwDjOtLcR6J+3PCUH12A+etmofvodCXeTjK4iE9BO38hkNNLxaEXSNxM6qAdxXnKuBp9Ly5l72PlAN7ZNwxIuq8a28gbBFOR4c9r+0lrT5eKkf3nSQFYatcETHCpGJvyzfrciQqX0JgRpoMN32d5vtUF4zAwJW1Q1JhNdZ9L5TEjA7AjA929NSr9xf//IceYCCJYUgD2gSou5i2d1G1gBDhipZg4qR4ZgL2OiD4FdVwWnrHOUFkHNdC+qtSO5ZkC+juDepS0FbAObNWXGHxo1oClAR7Y1KWS+KO3vImQj4CxUabzBiLxOIN2lNJiB8+awajLinglIL9xSgC+maEer1H5hmYPTvui0x+zkgmz7t9MWgXwIu2Vg4D6mGB9KyoAmzr52xYau86iLWaJgxmBNoy6Tll/X+OXc3MlBvpoypYDsFl1fs7A/DxoUlKrjM2OzC5OAPCQS6UDOtgRaowIX07OevBpnzOQhRsWB00p8AtG7sd91PlsdMAQp43GvQTrqKAfcIGlSM+bSR+xzUKxqj83ALVRFlRZ2nnpl7Pya4BEUNXUy6ZrbpiT5LoTFYCHwRcQfuyag2hMiQOb21x9QoNISh5/tdnNZsdlWD8LpvPj9tHB1SMYvKVLpcPjJxTRKWhRIRrRiQezN5kFzyDE5t4Vgfq/GLxVjcpS34/c5Lll4P+ylDpMnfzFBZi/etzkwqTzxGvZQxaGt5QALBM8Ab4kIgyz3A+bKxeKx3WS/kHjWtV96e1Vld8JMSkIx/Fb6sagvkawhmZS/idHE4iiUZT++UivKaB2SjNjKbDzjAX+ZTN9+cYm8Ly0ieVU7pmqwM8x+EEhuxnm8mthsU62AOzcQaAHe6noZZ7Stin87EoW2ucMYNz4Via//v7NvZljwdo53AEiLXXi7qYwuO4YWJ8tglVT4FMsWDcGUZTRz27lDMBa2aWidC80tWmfXWu/uIlpUzsLfdiYWkhr5i7AoiLQLnXsUStg3WEgXs1aHFjgmbLq/0WNiqNU380cj25THJ6YtByA5UelJsfAFWksVTl4Qu4JhvqRvMAd7FwO4MVe4ynczAkkfVbqygQ+vNW0jE4zWCNWSf7vCYhBAb8R+z2/D1hWwGZl9B5Aj/gPTAc7FytgxVrY1L3FEzW1ymfbocangTWCP2GwfIUkzF1UANYDi+oBWERXxaT6n+5x44cU2qdkbfkYeYyVU4Qdm4UD28GzOhkNST12xF3KyBWwLhF8mQOt5U8UtUpWcIqla2yuXA2QtE0kW6Jp9GAPAZf0UkmMCxI3mx2B1/85Fk1pzAUWYIXlo4QwKSnoCoHPbCawxB2syUT8I0kvYD7zVAP9G8S1JRk7x6fb0dg4mEXSqzUqu1Qc0WvZwdXTGWqVoP/qcIBNDcD3AuqWNIcsYwhRcqmYinoMXp8CVySF/nCNyjJWRW6ipgVoAoEPkxY1Y1X6y3AWJWMAlndtaZdKp6U9V/7fdb+tYBFbQ1MOX+ueYwElNewhUakZ114DyBLho8noiLhsxyAJK+5YjVXnKWmGI1HfNxmOuUaLsSDr9cjyOZudlwBeHaBZcp9M/X5EADZgFSmrihbEa3UzgkQRccb2n2f5/QJXtyWwtKl5IJmWA7AB5P+doH6QhqPrYOd7DNwFTyUpQgXnnzk0fipL+ywHnfUzNju/YGD1OHVe2n4K7JxkAZv4LSnDD6iXlppDmg4kllsv+CvgAlcOI6+WwL/w2wjMrPKlOqzt51CntCct9iYzNwad20xaxqzyLk6qE0YFYBn4tasOPpZBrkZdiexZm6u/ZXCj1kJGQ0Rtbci91sAS49PaP4zQ598G2qCiLmpUANYTmNyjLpW9VKQRBL2ZA01qoLE6w3qcdB0y9WXv4MoWDLq1HWqjtMlQBzsHK/A+SWhKm53ZhNzhUe0cyQG4+lkDX6+T1KPbzEMnvZ4K6rSkOm/Bs6SjXFzaW084cF+Qpy3HoJ9d6+xwlkMADwr8RFSaMikFLfvUYicaZR0ZPmejgH1xHFZZ72laZyDrNfEnJYNo2FHZHwOTkXLXkgMYt46sQnVLlVd2+HHwd7IEYN3uRj9M61oI7lfT2ehQl4oiIG150xmvMT0EOj+AXd2PQD8FMN+Ctb+C6mXwdyRDlCUAa852vdqqzkcDR/D8N7lIk6ztEvjqCwJ3wyNTlfeMCsA2V+4GqGc0sMf5sA41tSVuuLk7ptT5Zh7YUtCULQVgk2qRuq64r7zlU23ingAJjATswsBnAN8jbiXtaKyXNoA1+0QZMHi1VVaxqXmcE04x2uycyeBSjcoe7CMYgG12pCdxTdOCNaR+1oGNRswqmz2fkS9x5UeAtU0zL1snP75CA+PedNG5XHyv6UgVtEmLugBdC6i9BvHFhkGMW9Q5mCBaI+R2bKUHWuwTFXBbH5UiWawjr4PzOqG+cxzFJzoAO3sp8BE+eED7GtOBci11Ch1/d6koK+JMm0BORNMgHQBJXzAg9w+SetQlCAH0z6jUY1wANq5FFZeKiW5KmU7GfEgmnxLXgp7H4e8b0t0rOdBK4ZKT1gPQr9bFe5P/Tvs2/O+aOuyzLuatEa7XyuSDgSOi6p4ZArD0mgqveo+089S8YrqtWXcyUQDrCYcGUPibXh2SrKSqAP7rl4YE3crgWS6VRyBWswRgo7R/2qXSGmnn4/9dP1+Dry/CUpu9SJt/lvV7UZ+byt3TFawbBzBuM8FK2lx5jEBfMOhDQLUB9JW/Os8SgM04+YnCok36aKuPmz02Yxd57jeJppRsHYHvJaAN4IZC7mALSrgCQytg0y1xFZCfHMYb66xI7tIs5bLkccEztvlC6FwtBWBt8EwTCdZfGPXTXSoPpS6iftiAKz4nNI5j5EQQ9Nk3qRQODdDPKvAlfVQWHFpTm6QZGmi8UqPyUK+oqBwJ+ZcI+ak+q9YPwIvQ+LwNeEa8coH6NsF+TlNHrQLqwrQ0WZaDLHP38ouQe9NMXDJzYMX1g6Fi2yrCK2BROQpa0IL1vAJ/2ITq9xQGzahR6TtZzif4GWNHJ2rDRMiGeanvIeAWf6Y+OkiMrgELSs6QrTyhoGYFq+ssWGMY+Gs71ArNTAan8jNrKiwx24I1eRZ1ikFF7KaBI2pWXO20gyunM2ilqNRjXADuYGcvgI/9ZkWMUvPCQXErFgGHjMXYpxTonnDJyehB/sVoHBluJzJWdWPDtUBfZxB37TME4E0IeCCbQ9bMnQDrmLRWqvBNlDoroa0PoBG2dh1cPVtBbUagNQE+waWyBGLxjn2GoYSOJ5CLoS1LADYAl8+MiUSsQ1bE834NQ7m1xVDnDgf06h3S8VCHuj4Pq8rAgwRmgHYB+if7wrKsAbjAVRGs/iqLNeSoF0i3Kb4G5LfzPNe/gc30WwsISkpDD1uACCUfEYMQXwVtc+VfJLaNEfFDULYMet9XhLd6SEGznKYD8ObsrJEHOwrYMoc2BdRlqb5q3MEYjq7ADd7UghfPSWlCL5Wmt3oCSd8zaLwZzZrFDz+Ezr9zoHIPFd/Wg7VnU/dlML067IbU2IXBqxPoEBdFWWWOSIv6s0oXxXVbNZwITS4ECCG2fH/Oeu1kdSn0oagHSp/f8ArYlAquBIgArjPqR9Zoy+ey/JZJ64qg6swadTbl4GRMzOc1wHYaVMII+iT1GLn6jFkB38VQdwnlTFKSS8B6YWmssv7TWGehjcpdwrdutl5vyh3S1uT1R8Y//x4v+dw4NKURIp0otbWIwTXSjGEKz9zKQu4WBmSSdGbaNUs6PmkzWh5jryVgfQvWHnE91jJpAXhBVO+tNlexiqOyMwY9aaGxZ9gucSr3TFBg8cyOhDWkBWATsL4cxNiVfC/euPM0rVRvSMmhWa66qF+hrT29mp1JrTpA40ggd5lLpY0CAezjcfh6zXArUaYArAN4N+t2ptiuhfA5SklEwbo47GOd5Z0Nf0YyK5b2/L2NQZZkRABeG8AlwbJC1gBstBVzF0OgKcCRhbVvCE0ppgjSZsjgHaTUYrMjYttvC7daArA2GVL7xE1sba4cyqDtkrJEWa97gR0pvx7TdAAusHOTbgUp/UI/kM58sWmKy4tr9CTGa4NqCcAetOMigpqQpmDMejLBzwmgQLjFeVgbNPuyyX6M2vNKgWloMVLjIaBtfDAd4QdghcbtBPodAwfHvQA2O3cA6MvqNZx0zjp1ChmsM6MpRRAGkCA/I/mqfgBuB5+6CFYfgc5hqL8waF4NxY2agdMnpW/S7qXNlRsAkpd1hFHC6AHH2ZvBB0j9JmqfUQG4wJXXFNS+s2mL2TZXjxHFut9OID2YC2E9C9Adzcxsde8mzSXggETRnxZuzatjcNsoNKXxWq26VJaBYMSWVAPWgXPMTwjWiQx15XwMXNisJaERltzDwLvz0X9Y3Pf1pIe3GYcBsWGsj5wUCrxi8KVBWB0vmEmr/3ejQbgqinZmsh6xRhKpAVhPjmuAOtZfgSY9Y6JTMPzfplTjBsUo9c9zxFygwBUR3wn9jSiwcjJZEeEIjMIoZg3ABXauA6ivWWW7cOyBxvfiiGpp797I++kI8OdMgewA1iMAfzAO/VOD9z1rADZ2piLibEoA5x+PLofJJO2bQVMWuPIwAZNcPLqmQeraBEj24ld54Iq61yqrtnep68Woa2bAUtfG9cw3d52rpzDUGk0FYKPyuz2oTtNpF5Z2jtFMUWYqQJw++DQL1rESOPRD5q0apbYyygC5mZOI+6xwnaGdKwQC0tQWdMwxKsdrw7Z5OqVOl0oaEMBfAY5VGhsilWvBmpBEcMpykKY37YMGUMqKpjRiEZnBR3JZ/QAsGEECbSUuVeI6BOD8tBpnTACUOrhgGxMDacRMfmsGXSns8KRroeEBYlBRFrjLqC0cgIchB6ssLyKcAldnAnxq0HrO9KpXCfhRFsMF/0d1EOHTXDw6NcmeUXOCaVEcEEImsYuw5HrhOl4ailKOQzJSbWBpI5rOsH5So85bsjxLRmT0AINvTOqdN2m7XwL5clTfp7hUASwOU2eGf1fa4AB6I2pi08EVA+yPJrxlC8COeNQ+lyUjpBX0dXFwSzTJiLp2Rrl6rQIfb4GubaB/sxyWdHPA9n6mTGeP6DCXivuOnkgloyiHJyyeWnxymIuddj+NLzrXqHhO2mfT/m56ZZ8D6DCAbyDwNmGlfdYAPJl7unJojDLaSDuG4N872OmWSeasjLS85LHDEdHTrcFyj83VWwD1P8Cq69V2fGus338eNiFq5nyGJxeC1s3PIpkFZwoMOidfIeCq3oBYJinNoKXouZMYg+d5LGgvAFd6csgdrqD+5s8qWzmBpO8YReHpWfo1IwaNwy1gBwUWi7ozombvpqY9D2CZdGwCkJCiRuH3/H1r4hKvm2R5lfUaCK8WoHlJ8PDgvoL1huiA5YnFpIa/bQMo58DTRYDFYPFsje2JjTte0zL1BHTNPNKtJvK7+vl6l4E9kmAEZkXyOZBfKcoDOhyAp/LMqQq56+Q+2jxzPXjoyaIovEdsBXZkNvyIAm0vFoTZ74dnh3l9klqzg2dtxqg/GIemFBwjwfpF2Fc3SwAOPGNbGhLbgEL95LDryshnwuOES9r55KR2KjMYPwCoclS2qoO7OxnW3QPo3zjspeqjJxXaJ/ZRQTjJIzZhySuoWMu6jAFY1MZrpLaPmV8WOlkO1l49VIw1yYi77zY7ggvdGqATBQ1LwNnBMppOwwtLfvSEIusKuIMrMgkVk4lS1udPPtfBszZiNB5cXDSl7KvA1Yss8DQGhIwmbTejWv6yBmBjlPO+GN83k0kb+awKcIbXz3qP466bOZb5DEyqUUn4Bt5mVNCnAfyVwhIT0lopm8WbJt3HAlf+QTZXfxRFORo9QPUcDvAPwqlWmyvHAJb0+B0a/o7NFalT3S+g8mEzhurHLh5ZuYAZWxP4zy6K67V6c+JOTotCvvqAMLhlVs9Lf1+TeebUHHKiYhTGrqgsPXBDcNMBmFddCJq4BPguBf5ZH3XFmpLb7PnLvkRQey0uZNy0wVzjUmlClpdU17+W/GQcvl4xCnNn1NqXAvRnl4onGFOJjsWxO9MG1Fg+yes26tg1X1wGsXJi875ANQjquKhrGQ7ABXYOJ/COLpX3076eqhHnOjOVe/ZUUJctBIpZmM/6Ba4UAOvBPHhjn24Tc259Co0To9CUur2HX3Op/NvQcxZZA055qaUtTlSWj1iwzgxPrjVqET80loCxBvQ+S1xQfJGqT13f7SbQ1VEKboOeFM/nyCyXzYI4VN+JYy5nCcCausUySfbqs2mbdghTY10qe6YiWbfJ3LdsDgsrAP4nAclm4Wdzd43K1w4P5J4P9F1RLXtZA7DGMHrq+qWzHtvw71eeb4BP901Fmv2+93ndl/42A/uaLJiUD0b1xmcNwPr9qL7JaOzQDFs7eOymw8JdF8XxSU5baecrzyOA39WoPMIsxwRgeR4ka5da2tPGP3xHjcpi0LBYmzwXJD16aTMumT20oe1FAu8VrreYgCCpwxEzJenZXAr5f7UBmw6iPkkCcAM4Ig/8rZdKU/XNEWGHd+KXLtaZRHxZWgIU6ONm0zJGECSEr7tqVPp+zGAqMyhZhe5sc/XzQdQ3jCNF+d+XVJ7Ub/1zX5zz1Q81HxhMoybtT2b+AA6NQiiaAHwRwKIoPdDmigzK9wQda5o9VlFsL4T1AoN276OiEKgybVLzIeCxhRi3bhLdp8DOXy2oZ6L6z0cHYPH2xafCWxZQC0N9L2kwkJYzALuNQ7/UOzP1jYpQD2BR9sdCFApcPZnAm0ShKWUSS6Apo/vP480Yki6oNmoY8xOADgXoik/x9ZXjgfqXWPJqWTANgncJGiKE96WtEsdUGPynePV29RAGH+ui1BVlOKGZyLgzmC3zf8dAHj40/dwc/Y4lgzjkO4Y2JqS3lbI8YKZNUdCU62X5vA5KXhntPgLtokBdDYx5oQ0Drzfw9abBHmyB9jPUXlHPVtYArMfEyvuAmt5sPVcERAo8sUal4zOfW+iDouFQ4DMA+ojAu0urzCLUNwv7fjcXgCtS5rg+jSWQdMw6W4JrmmEghPenLTOtZcILRROA94LXmgRxj0u0Z9TpfuRrVP55q9fZ/57ESAnAH1uwtp6VAIwQP1gFFkcMQUiO2Pw0Qzgv3sHygqodZFD3/YAZfAVAOw37MorZeb3qe68u7gkFv2+zB2wXdVtT3pJTeObaFnJvKlg7xJkM2Oy8o6B+ZaH9caDxvEvFtbIce4Er4hbzhxqVM9Xp4vYpDw0BK2TlkgoqUzCgNSoJWm7EZmrAnQDJdRJe7zl11KfMoS0XCyBS4O6jCZa0tUzLcm38zxS42gM0zqpR15Ct5ehjdn5MwLejUKYRK+B/AvxbhvUJARdkQcnpPl/OuSh/P8nNyD8us3J5maFKccF9Kj+1qsLYlxZg/rfDaMqp3NPFUELXGmGyroEo/EYSjSnp2ure0tzlAG9MwMditTeA/oPC6eLgPgyU4R4GfRAHtDFexnN9e7fwMRgQzRtA/ttRZQI53wYaV9So3Bn/jKcHYB2wnE+b0VfY7DzFqP8iq7pfRIwMSFC7XRCoNnfvA1jS3z+kqTBlkf+6KC4flc1rLgCL2YH4CUc7ZMVdL3PNZ5s2pnTf6ogdyXPPoC+Ed07AF1LqAlicggTIMbQ1F4Alq6UGmnVzC/2eTAb2bxVNaVrexAjo4rD/vEaaQloFawTrok/RbyeJGW2u7s7gw1t2gQtdd9IpR3wRF9HlJQaspxntnVG1HP0SVN5hYEawZljgyuOAdb70gAUC8BOiyA1anxW4ch6BpI4zKoXdzMAd9Vmbq3Mt0P/Nok7P6zXLZnPldoB2JtAPeqkogWvEZmbvnypQ2fLMClhmTaNaSKJ+y9TM7lmAFdZN8uBMO06BG0i7wBIZ0ZQdXPkZQMv0Rhhm+CIsoO3XwGBF809Ly6YdQ9rf9+E7cm9hLemDvkzaf9I+7/9dgBAELkvKOO47MlMH6IxeKo4y8wgHYJudj4D8lsCg9Cn3Bs0A4va/Pr++xLKY/ySDxaotEbbh78Oo+6clvZgFdh4WYUsYTenjTF0qLTNy4PFaYGTwe5lh3dQGdXdSmjv+elVmKNA2cYYpwe9pTCxP/BYGdowzXhCDc7Goc6l4WNRvGqOAzrh3Wlb8DJqa1GOeJQUtv13gytNCcEpbuQzfJ6+VpCvoihV33cx5yIpHDQK2ZA2kbgdYVwVXYzZ3TwSsP7tUihR4NROA5foz+NO4MknSeyR1aoa6sZXV5rDZiNDvSDjjvwFyk4B6d9j3u5kArA1HaO+sXsdR52eyki2jKQvcvQPBekRBbR802JCsFMCXSD1fNDVCcgPwaFJG1mhcBNu6btYxLelzpGue1q0uShtG9araXJU2hVlJvGebKyJYuqGXSoKblF651Rj17qXRv4G8xMMBGP9lWFcHV5a6vjLwMiG/cxSOb3FO0gBDVs/qGCP9lYTc3wgQxxZRaY+Y+ZkX3kNPih0ho7Ezg1euUfmUrMcpKnAL9O9eKjZl+h3ev9iRASQTnFTv4QJ7ohuZKOwQ3k+wD9hmrxF/T9ZEpCGhQtZzG32M1WkEviUPbJY1cBj4wasKA+vGYRa18heuS6UR9Rz97A2DOHzM5QLMX2UZLPfaIiw1OSsxaArXViIsEh72GbEs58AJ61XQ4CsEOi7OLtHm6gEM9f0oNKXOryKHAAAgAElEQVRMYnOwtvFVtUO75rOtqdhpW4XGwQDNYPATggddGgsfSXMmava+aW4yndpAfzn+2lfXaYPqBdqGOLmjnylHLAnPirsOUvMG+M1kznLmFbD0rb/rUlFKDambydjNWYD5GyQ5cE3h7unadACfSmZILCtNpsMdCJVI5L4Catu4dpsmA/DBDOyShY0++n3r2cWCEi61pFSb2jq4uj/AlzPwNqCOAqy/SrtNgSs/BWiE73czAdhMTu5oNhMZMU79mUDdraAptVkO7TuI+mp+qdDmp1YExorIVJjf/5IArHvT1aMLATtOA6JX00t+PoCvV03KJGW9+F4bks3OKwrq2LCQSMvvcc0gxkxKanaXGTGBFvZS0bMCLHD1dAIv57cm+AFY7O0G0ZgWrpeKUMYCjgyn4LKeRNznDFS7px1qrTTSkb9iU8AlBF4E4Ac+ujC4f4Oe3JSQ255RP5NB/4hK7cYdk/YPzb9kUGctE146uPt4BslLn8qBNdfh2SjYfmAFfCYw+G+AXgGwggWrlEkdn3KTOti5TYHnNmMTqe3I+NakVL0MAnnwxCqV/hO6P+Lq4z3XU7h7O4L1awu4SHm92qW9m3mmjNHE44TcTr00tSftu0Z9f8G6mLd5EMfof0/ayL7AmA8JAxsG7er0OyiTWFwbB0yRz0gbRA79e1rAwd4/wX8n4OYsfbBpxz6ZK1vnQLcy1LTkGnn1bkBJ3/JFUfs06MmnXDyyVlxrlgAQFNQ5SXZ/2VfAzlEElJMcskYP5tU7FPj2PrNgGP13Uctbkq27DsARw3hG50QGrx9G7+qMAP4dB5xoJgAbNf5NcQ5ZSffRtNy9vgiDE8N127T7L/wD8tTPtDVgrQWonQU4YQJoXwPYxG99bCYAazX8Cp/GiUDTjsv/uyjyDQu/KTciEcAyBl8j7fY1BIwSIZ3cMwAy1g+hKG2uXmo8ymNr6TY7VQU6qVl72Khz9QaqAld+ZoHW6w3UeCfwHe1jsNYshjo7LaXRwd37s2cfVZJcvcdKZuAgfxUlAdhC20UMHh+26vIOyrQ4KeCKvgwuM1lvmpkMPM1Ql6WhKY2pwh+A/IqEgTWD8H7/9yZx97fzsJ4GeICQ35/RkFrhYVn8YUNB4kwG7GYDQnAfhuj0xhJQ68f5Fw99Xl9fad1ZL8L4XHqZJ4ozEEB/JOAogFZk8L4uip2LS/CSmjohN5Mw2OXStEwTDqNYPKqW4BctEyELfP6skEl8cAUsHr8MbE7A0pLVECONZp4d/fx42YNrLFjFNOykefYfZdADcTCFggeZV7WwuEn6YhWs/6U5iwWfxRxyBxAgYqglJBADjVuaFe/oY+7eGLCeI7BQgIaM5MPXyriaXTuAcZvEieQEPQlwe1K6W/qeFRZtlMQIzhqAp3C1bIF/71LJznpvC9yzI0EdHcWRNrXUCgNXEugYBsSCzjMjEXqRBfXDsPre+NdeFodcbCYAG374J5+if/lmwSpmInc1ezCP7AwE00v+NmDdImUFAa9ILTgPXF8Hi/pbSFhDTIVmArB5J/oAPqLZcXLE/fRU99W5wKLvZB1HTGw7kIBzZGVfo7KHyZ3Cz02y0PaPRVhyQju+FpX3UADWGbj2vlyEPePwZKByA4O6m7nGcc+mWSl4wqPaAPrX9pfV2qCcdnWpmMrnlT5HhcbdYtU3lXsmM9S1QbWvXgHnrmfQO3GsYHmRyJvR59dxqaMlEUHUSWoaC+2UhqbULhXS60efjEP/kV9i7IJFGFwjOJM0LRxLAthdAi9gPduOxkppq+vwcZmaxmwARzWDnQvvR1TkxkNUZuqJm0BFxAZrdFO9RlESaAIDGzCwp6irdZoQIrxrOp0VcZzyAmyYhm0cfsA996l5Cg27j7Z4N+rEROUueNMIUcXQCtiokwUE/8OvUP/2q7Tll2nXKervNldPAfgQIN8VJSoKfkeDQujpHGjTKBKbzc42AF8YBkLoFKDarZfKkcr7pOOWVigCSepyfwbeIlg35cB3ZCHBacX02ArAlyYBLXSGaG15Zs9yqSg9saM33Zr0FiG3S5wphyFGiRVcLL7WBBIxTj8nzW7ROGT9x8W8cWGzh7hrpldly706AC4EPbuNWOdhBvVYwKcM3sNvTTErQRFijfJuFt66Qrsd10P6/9S9CZQbxdUG+t1qzdgGD2CWH5JAALPvtjQeSWNs9n0x+w5hDRB2CLsTCIQQtgAJEAgECIYABsKOzb7ZI2k8ksE2awiLgeQPwRhjwow96rrvXFX1WKPpVndrhve/1+f4nITpblVXV9etuvdb4gRgG7DeIjhHNFKSswuSa+JoIBhbSFxYhru5KBpKNgZQtwq+hUDF2nJZAwH4rwA9WytoFPdbFPApg5fGkaZMcf5FBrRoXHulQiNByffIePd3QyqcJqW4anvG6raahf3ATEjc55Hz+5SwDDpQ/aFEbX+zZs+zNWiPKKIEdkAv7MVyqzWhW9RYRBmnj1pkU9BPMujOEqUD66VCL4FxV6qksofisJSMfzhQG4ZNSNa6TABbggbcE8A5JUr3aSEnOf+W8CcV8IBwLRm42E/UIUq7jZUYRJxkgChElOvlHHGgUXDO7KJ0qK52ivOygn2jVjDE0pCEq7kpQD8CHEGuLrL6udMY9GrJlhaitqv2vCr3mMP8eNUBAfZOBr8XlOps5cJxAI+vztrYyasqAOcLBL5CA8cRaFQz9D6h2YKAh5Sda4XbjOn71VO9Mu8l9weq+KhmThlwu0o2ovMTF7xDtZqZEetwZYKPxO/2a6atT+3C4CMIEAtQASjduwDfPem3m5Lzv8GIaQR+s0jZfhZ6tfe3gKRJ9dTrrPTk7+tJ9YlilAbOCjPtiLoDtu9cgv5uXTTuvahj1DgdCec2K9SsymEAUPTDXpRPa4Izh6B366L22fY3hKP+XS04yi5gREI1cEERNwCLkp+CfqKL2u+J+jw1AeJthd49Z9GED6Ncn+K8nCdp7wrg0CCDOQ9QcxHpg2qR3Q0EYOGer1pr0xilbf2fq2tjoPxo1HryOO5cS0O/zoBQK58VAGaSOw8C+OcltGUku+cfgAXPUZ6lgcv9yhSmtEW/KFE2Vjrc73n7AvBYzh+rANFm3SPJBRmcCRFmiNpJhgeHEwmYWobOVmtD2wD8GgPH1kOhWqOHOS44UFs6anv6v7jCVEG0RkkZWAECUfzq1qCrSpS+zQzKriRQFmJ61iphCfhJvD99JR6jtLOVCy9o6AerCf1RrvPOsUHyM1GwCpOmTHH+ZwCPrRXHsAH4GgIEbJepVtOxICbpi/OD3IeitlckMRXozC7Mz0TZqVgQzA1Bk3mS8xkF/KGWV92XgjZp92+XAKPnIfNFChWN20M0MGk2ZaTOHeuwVJPnCJjlhyavvpkF+rxDcHfsovFi29nvSHHutwxVrpamtLuvRYvw1cr1wEFRG53i51ckrHCA7NwlDQ/wI5Km7kLmVW9CTXHhjwCv1YLufeoBuqwT17savG29vrPSk++WKB1oYi+7LQ29RhhwMU4AtpzjKXHGqOj6Evj3nuBMK+fOEilJIDERKItyXVORsj/z+luEQ1zwdrXGF8Y2T//SS2/6vZ+4AdgafYyMglr3/72OXwIKAhwLGy+WVnVbD7p/LNlPGTfASAGevQM0be3nkR03AI/l3G7y7cfxOg5qt0jJOqAzo0hTWpOQUUKr0igfvSJ631iMEbLY6NsI+AVg+W1Tbknc3oPvtqoFWwnIWISVipRZJax/w/5etQOuqDV9pOEcpODe3Qs3GSYu0T/I5YTbmiCoFboovVv137wArEHjwoQZBLnM4M1KDaTigl9apY4nijmROKnCU9TQzzMwxeNCyqJEAR92UfomG4DlRQoS9/KwTg76e4q7tgDKz/Wge4NGEXWtnL+Ngc/C2mF3J1fLAqLmvYkU5S0MmgxwWy2NxoBqeKa1Giw2+qxmEZOfIfZ/URZCqKQzc+JItZ9f7cjSJv5lxRz6XKi8AGz9VV8qUqaPoy3azRq4UQFHBCF06z2fyZA4nQYM0nZ3vXPNgqeyoB1QwkmxrOR7p9dKU8oiVoOOipJ1ivMezKISRzDoKAKGAywpQbGZ27MH32XDxp4RtWGu5/ttpSc/V+jefBZtJ+AW3yPFuXsZ9GIYHSxeAK5QGV3PICZq30h/A+5+jMT6BP0nBWdrF3qUiMEAibGelKrVgv6FX0pS3rNNRwZm9uIGYJsdE+38SPTG2ue13+wzQXrpyxYVFeS+YD9kV2nNdXIi3nIj0LtlUK01bgC2m5oOX/xP1Jdlz7MbiY2KlO3n0ey/EKlsCo8FaOYwuKOWgs4BaNMiZQ6rWlhJxravBtw/buUft2j9Ae82xfl/lqHHBZkQRX2sfmYMhgOLnRjq2qhgkKoHEQWh3xgT+vRDPgH41Wbo5cPqpZvxWyOHY7EoNx0ZNV0Z9rAGULb2Zw6wdVQdWKuIdL6C2mIWnvk8hd0+6kV5nCxKrBRlWQOXhoG7wtqW4vwNAKsiZSNnG6rvOYY7xLv39lJI6tLC7j+o5fia+qZMzlr8k30VXiyP7nYFNT4KECnomcVdyoV+dAn0ltW1t+CFU2VibQ5SmEpx/u8OaI/qd1oVgPeligdsf+rVWJ6ZVXAekfR/tcVa2Hvy/m4cWvCqgjqgVru5+h6mZrrWGwz+pR+IsZXzs1y451RLU6a4cC+gn681dI/atijnGYEayCR7oAseF2ZlKKYNGurFXpQ3roesNcA5OrpEmd1DFiayyDgufCEejYYkv2VMMSrzTigjoK9tzKoVnU8zWBYLUpevLPQkK2X5331mIuLpTKDXuig9AGshWQQGd9ZbUMQNwFtxYcMEWBaPa0Z5pwHB5zUN9/zZNF5AVEGLodMA+n0Zek0JJN5im0BT64n8xA3A8uMpzn8JJDb2M/SI84wp7loVKJdGY/66fkwD714GTc5/0lCS2X0QcLaTXWuth3fQDtiorPXmGPq2EmV/U9tGo3PB15aofXqc9tee2y8Am/oM/Q3AyyV8smeUVOGyACwKIfqBEXBXm1kDdjGmDIKwi7Zlt2mRyWHOOHEe3AqOLChRNpJjiEkzuJ8B/Ja4PVHFrDy7lx1MwpH9gQu0h6V+w9po0rxqHoPbG9VLlUBkLBEzgdq+tt3zAXe7aqSs7G4YaAZ4VYDvL1J7v8VT1YA+k4BjFuGrtsGkSFOcuwNQXxYpLXWhuocFND1r0dsDgHlJzj2uQPd4/HP7jJUasGRSpGbrr5bV9WOg/ITUhtZD+pS4GrPGdpHuA8rZeqjjZWmskQNQw9ZndvNqaUoR8xCAFoDPGPSmmHwAWsba3BI+fT/O9xjWt1H/LiAWAI/UMxuRe0kamEAPFikdKLpi0+yLm6FXDluIx9kBj+MZm2kkHotqRjCeZ7R0w5lKIJGwXJvgnt1F46fYnec1QGIzDwhqHXD+7qK7n/Tksu8iN5Ohzqi3oIgbgC0g9GsHap0w3Eqd4Hq8OCsFBVIbyGSjI0YyOxvcz7Cc4JUI6pouW3rzD+6FLwBn0zjB1HrvXjIY0GnVXPS4GMbU00AQG1yA/sngLwiYBPBShnq/VprYLwDbdy4Wpa8UKe2rSy/2lgz30xK1XxP1W/I7r2YHLCkJ93MCf8Kg14J+3P+liClDxcljgIpSigs/AfiCqMVz80HnXgHoL2GpqqgPP4Y7xzlwBfkWWZoyxXlZHQtZO83Qh3s7GZuCXqeI+aOGYlIU9SeAdylRtl/qPuqziT6pAq0aJk0pfpgM3Ort2u2HLo5FDwO0ozVkD5SgFI6cyBoKTiBq22rPEx40IdGZAG0fJRshWuVBog5Jzv1aAeWuKtCetwMWURFxtJpd5dxV3Rb5yBLouZ/AwxPAAVGFQpYtOHOnMegkwuL2Iu20KHgi9OfNitCHwtK3F+GrNfstaJhVGzrXF11f+QfQ5mRoYuIXLP7DczR4LoPnAOU59ag8jb6jZRNdh2QRfjUa88fW223Y7Mp7Lej+UT39bGuB+LciZTYMa1ucAOwF9l4sWnUO7fLfeve26XhB+c5g6C0B9ZxMypb+I3rOZ4kXeFWAFSUnKSUMsBm0C76vm6F/UG9BETcA2/vmCXxBGAo86FlN3V6JNKVQDwcsXlOcEwOWUzVw/FLMf3AY1nqOQGIos52CvmAWtQeqBzayA05y/lYCv11rOBI2Dvz+bhZKFU9wX7U8Ox4+7IXbmkDiHEBvSVCbWt2Ab6rv6Q/Cyv+FgdUIiUlBjBwT07C9nwlRnGca4AcsKVEGOeIDCUDMh2+MckND5EY7kFi/1oZOiuEM7F2i7Pgo95JzWrljLMN5GnDkft9Fva7eeSI44kIfH9UxRNIMZILTLQy+pkTZ8+3HIbsScUbpV09ttI3GvWlxF0NfVP3xR72frXfOaEH3OvUmwBTnr2Hw1x6MP8mFPUWpigBJyR7Ug5aV65kgWNSspKrnNQoQsf0nht/tXkYh5J0JlzfjR2Fq5bwIaxxarfyzLADn39EoH1nPlg98qUphV9H63Y2Q2LtIraILG/mwVpzrjUZ6t6Bd9Dh+fbRGYhbQu3mRJvazZxS6h8EZZKeG/aiILCyB2lRkIk1AJgnK8k8OGY+C2hXDlDkLseidwWQp5IbWUewdRvmEEo1/qV77ktxxKqBEPW2AVnz1dUK10uD9o/Df4wRgO6beIOif1nMbs8YxDwP8C4DGArS8J6dpSk68XZGy/dybUpyfTsDv/TjktrYp0oUb1R/D0fyA+weG3F0MVQzik4eNF9Mnub8R6C+1HteSMXDhvCRI/eEoj+6G8xsCRoldqqSKh6O8bm0Ws3/b4u+AkyyCKTwurkOa33PaxdJ71b701edJxhWg00VISeRfCRhPwIl+1pu1ATjJuUsAOjwBytbLPpgNHd9WpHQyyrsIOmdAAB7LM1oVnAdcYEenUutKHDeLxr1Qf4C99gOgWYwGPifgslqAi0k70oZR7J5qBuEtAH03WPi6d88kFy4m6DWLlBXua+hhrfl2IPB7DGoD+FeCWLZCI6IrXHfCCf2BqhPGcW5HDbqliPRGjdgzpjg3g8G/rRfABYlMUMLtrqwcU1x4kMEtBIwEeGSRsqGDyQgVoEODfx20uwx7bvsBvUHAKWFgKEuJe8eu5PvtNG09VlKPfTsqCcAL0D1iFQxfCDStEmXxZiwLcaWGPrierWTtc5kMQuE5GCvBwDElqGeAVq9VaxKdXACH+0lThvWh93crHLGl7JQlOEtQZmAjAsSD1wZmCc5L5s6ibT6Nel/hvDMgtpSh6mGSpQBwYVh6UcRGGCSAl1B97bgBuJXzUyRl6FenlWcWNzIAsus7VMn6HnxQD7q3FQCaVacrOaCJ1VmZNOdXLwMDpCeXzSedewH6J2F91MgOuJULpzJ4Sz/3rKjvUERkACV1+X7vMMX5ZxloIfBHAIlIxmHfwt1mJHgU0PRqkTLrhiwoYqegW3nWeIZ7XZjzXtRnE/CpCxRmU+bO2mtEfc8FHhNRpxTnZcx/HATArQ7AMkYIuFahtz2MwmUMSZb73xZ8t9JgJGEHBGA7WMXZ5WeA818FftgFdqpX60xy7jwCrcTAymR0NfvtmkW6C8CSuAHYfgBvKfS2hXVIlBc3lktrK/TOaoa7dlgNyvaDTMwiIDKRoCW1JQX3vQCSj/3WqPqzUdpmfi/3BEAvVZtVRL3WSkruVE+acgzPHKPg3CeALetRPFfs6gA+F6AXi5SWSSr0aOPCui44p6D3q5eqqncjk0aiXy/Cgtaw3ZrYkQHu/V3U3s8cw6q1LWyGXtV7nxKAAU4BdG8cOT9rhv6ACBLEKXtUecX+IahOau393tNQk6prhR5yGOjeuFaaMvQl1DuBmdrQuY6G3kIDW6hKUK7smFdl0DuSxubKbhlzerHcvFqZWRuQ3uwFtc2htCDRAw8rPfliEem1wxaOtZrx9Sf56CAsuY8Rk+AfDvCvNbzrKwHeV4ROAGdjQN9YBrd7CFbRZydgce21hpqEdYMAkuIvLDZ2YZanjQRgi7wWnYCGs2wifboYI953MWzLN2js12bRPXMPwJG6pbiDFRm8Xy9ovBhNCAYIoJO6KL33UAdgq7EgFq4jBzW27cWSzdBQV9S6m9l57a1ejNhoGJa0aPA/NdAWVKP3AjDBeYrhPqfh7u/n2e3X5hTn3xWxlmoTorjPFhCACxcp8PoicmAkGtVkjaZssNKLGNQnDgd6xwMq088lxfAxF8pqPG4ANgNGrOdoYtigiPrgVnDkdyVqezLsGmv4/XAR6RVkchnH+SN0xSUEw8QLdShMmavbYCezGT3Qm0RBCVdfawf435uhNwgSm7AfpMjcrboqljucoUW+T4Kw0JDOK1E6MqDA8h/vd1Ce2OjiqNU4Zj1dq2ZV+17Gcn5/BYh04ABz9xTniwruSbNo/Cw7XiQAH21LHrFUvFLctR6j/AQB04qYfl6Y4IbXzir06OHBRgwVescJRWQmVFscikAKQ88J8t0NG6Nx/i4BvwWrbEyVNLa3Y+bNAVpqgjIEDPimAg6XenMXZUMNQ0R6kqATRcqGgurExtMB7Ryt9h83AOd2Y9DPq2lfNtMi9MgVlqL3gCYstwahdxrB3dPjZwsyX0M/1Qt3i1rapYwtF+5Jb9ixVdvXrZx7QMOZKuJFIQHrQIAPjGOwkOJKVvG9ImVWiPOOa88VURgB8wn1z2pFz2bwdQQSPMdCDbW3R3tLcuFcBb1S2HtvpAZsv80PAXenRuRSgwIg0LtzNV3K7GJ5xyJlRVLzWgC711uImwDMPxSjE4CvqBZmCet3SfEznAdK1BZaQgq6l28ATvHrPwaaZnvSlEYCjLZZgpE719YIx3DnGAUWs+Q2W2O5sUiZVu8HbX3yZQAfNRKAbdAoMeisEqUDPWLDOsv7eyvnj2XQXkVK7xt2jaxwCXxJD1pavOeWGgGBLgXcXYo0vq55c9j9AwbVlQz6nxKlj4t7va35PFXPMSTFubmExFEa5esZ6kIFPcYEYL1bXEi9FfE4rRcjxtUz6wh6DpH3Y6hp5RDOuZlIez9WcFK1NKgk56co4GXvmc0OGPLhyY4mVIigtm2WX/wwg3rKGH5o1OcyEpN4SAMTfcUqmKkVhU4NFh/cPj9oceBSUNfUSlPGffeDOV/UnBSW20ICs0llY/teDE+FPnsfV7tp1yK1vluvDVW87ZFhO2UzWccLwGnOr1kGZhcpI8hmWH3jxwFVasF3Jy+GsxqjuUMB51YLdgg3HeAHi5QVC76+I8l50RD/az2luhTn33LQu28nTXh/qAOw7YPPFcoTGl3g2nuIL/q1koKVTKWqUK7UywwWg5JDq7X3U5y7j0BP+tVKq59vEAH4KUDfEdfrOKhvBXwKqKXVlFnRiCfwZS70RwrORwDfGeRSZRcFwor5BYCrPPOgqN9SKxcuZfENp4xc39DhG4BNwwovMuhmb3UnHEUCf12LtJVVBoE+l13MFjxnVDO++2w05q/goSatXOJFDO5uJABLWyyNSVSRNm7oKasuMikK9wMH2DgM4p/iwjyGXgmg3T1jCStvJqYCzxQxfa+ou6So7bZ9OM/4K8ezBJS0rgbOLlEmUJrSuhPNIdARsjK0QVRMKNYuUmsks4T+H2PFCSZdpMz2UZ+x5vobRBK1SJm6xHpjYkDv1O7Szaqdf+jRjWwAftaWCPw1i0MaKrXdf6BwMwFpGCRkpH4xdn7qAgdI+40tu0B9AEhs1FebtkHMBdUt8zTSt9/3NZIFUeDf1aqR+f2uPLuUO6Kc20gAtsppL5Whf0zgHzpwxEBBNJFvlAUco1dMJh6r5nRaTMSFfnKy4nDE4G+DdIfFM3pFfPmfIp5dKWwOaCQFbea93PMKdFMtiCrue01xfp4GnaAqWvt6LwY9JU5PtcIlIkyioA6bRW2BTAgbG2LXgO07FSyEgFcbFi+qfvZWnrURwxUMSIXZkuIKvfDVItKjU8g/ApDMg5fVAxKnOC9ccFXCs3uEvcfafk9yYV8C/yTMZ6De+woMwEnuPJrABxQpLZrIEO5cD5xXGer+vknQOFR8DDgZD/ksaSZA71qk9sqKOMUdv2TQVsK5azQAy31aOTdNg55qRDyhtgMM+Ei/UE8CUgTuGXQTgf9XTCK8+qPUSRh4GqAPARZKxblxP4iw860v61Fx+8tKU37K0NkgTnGKc5MBEvGN640JdYVO86sSZVYOa5fv35kpifzDgPpnidKnxb2HlbssMdC3yPG7h1Hy0jfWAsVSnN+ZwOd1WeckG4D/SXC2j6MN7P+b+VMImKzh7ldP0KB2QcGgMQRnJ3/6R+Fehv64RNnJ3nXGQQiolqaM24//F+cbfXGeF4VakuLCSQRuq9XuDmp31B2wuG0pJK4GIB6Uv2G4XwF0M4HEF7fifmUWb1jqqdrJf7M78rc01NHV/uRee1Jc+MSF3iZIqMTPdCb4WeKjoM3cmb+RwF90UfaKwbxf+82Lvd4Ui9PZuha5bfEU/xE3uDAznEZ3wEnuPJigAyldjTyjZDBcuGdJmcBIT9JKGvoFBXULAd9o0PlBLlWmfMJSZhF+cuxsmXURe7pImfUaabtcU2cHLJqgLR8qdG/mScuZtA7N1NCnCZdUaqQAn1GtfiPWXBq4yxOxTnH+IQa/RRXv2szERhtqRRletruHQN5llPvbICqozUBpSqOHzR8Aeg2C43iOIPYl/5ZBYmn2J0taF+egoTuYVRL5vAJdHUff1ny0ou+rP68Vja+a7Pck4AkXvJEA68wOEgd1UXpcow9gBelFZlK0dftsy6LeT3jQZEzI6zpviUg8QR/gCeTL/W1Gos9dRwKw7FxWQM+owaATl03E+Z2FKqSAM8JSc5VreKrTirWe0qB/+aHkraXlHA036Tk92Rry87XSlFH77//iPAsg+0yjedMgbEh1u8RdS/m4VzUagG19V9T3RPLzBiBxHdB7NvQvQNIAACAASURBVEDHEty9vRqvBB/JJg0D71gNvLTOOluUfPy0x3LnDgr64npZnVbOiyfzdlEWFI3ugFu5cBTAu3dRJrZDVv++r9ANHwP4RoY6U0Ff2EVZWbT0HdbtSQwZxoSNp8YDsKT1K+n+yFoMYW1JcuFEAou85Bkpzs1RcA91kZgquhNSQtDoHe3HlbcueZcC/Ly4qjWyK7fmJ1/3YvjqoeWagAcJDMByvqQrGTyzuj5ivRQfl10uQJMJ9Fj/mooIzaPHczRKsfAx3ckKzhmDCcB2RXgNAyuUKHNi2Iup93crrP9ZGTThTUoPrN9U+KG7fKQxrNXB0omiJ+qJT4iWLUCTCE5WvJwZ6iWAxAtZ6txDdth05X09aNmwHje39gfFpADAn4OkKY3aGYsBRIvtU6lfbBEHIOL3kCb905vTcI7y21HU6xiPBw3QLwOt7syO4HKueM0aPvayIFn4ohfDN59DW4lMqGgcf61A282iNrHPG/Rh6U6PA3igiMwvq0FUfje32aIOhrrHD9hm6HC8VXWfC5VHgyU16Gu/OOiHGOIbKGPwsHEULrcdZ68p8GW1/s1BzQrcATMoidxhBBLFsNcV1PkLMeqLFbDgbgLWArr38RDlwjsWFTsF1T6L2vr0qa1HdacDJzuLxg1wDDKubOqlenrfwqkn0D/DAITm2RvbAY/hmeMcOHcPxiHLzuOvMiBgu2+FbqjRvMVsSgpNre8QOU8Ae3RRRhYWdY9GA7DN0FVAoI14Hfs1ytDwdAnAQZKxBOgOQB+QgPqpCxb96R/UXmfkWOkpF+7uDhzJ8PpqQYf1g/w9yblOwzmur0IYdK+6Adi6WMj2XCb1vsOmEuQDSHyL8qbVPqt20B8kZtcGQDX8Hwz3EEJCIPUN74Dlxy3ncR6jafsSpUShquHDaDDjK7/UQyvndtNQJ5covbekGQQoVLLcOCPgjlUIzq7ieWoRulJDFa/YWEIOYY03oAj1dhelY6WgUpx/jwHhJw6QprSUi6Mc0BpSpzT/n5dUO7+EtSvo7+Iwo8CPO6DtoiBdq+9jedB/7MWiMUFqRtbE4NkW9KxXvbsVZLuG+rUEfrMD1qcSSLimDyVAlxUo8+9Gn8m7TpSFeuE8yuB/L0D3UWETyJZcWLcJukCgE2preKZ+uEBoSbJYec1MkpVgIVKnQ+aFPdhnrnc9VZgANKVI6aej/E6K818ngI2ivosU53MMurg6fSgBSUHdQKBhAMRdZ8bmnF99GCDShB/0YOSx3mJ1LBe2smNxAOrabCz0p0VqH1A+CpOe9J5VBDoU+NooC4pGA7Bty38WYZVRH9AGS6L0c+05Yr9H0L8H4AD8KUD/8XMlMhxtfBNk/1l930YDsAlY+TcUnGMa8ToOev4Ui487xA5SSg4nE9ydADWaQafWMic8tzsGX1ii7N1BWtBR+1p0whk8o1FHu7oBeNlOUW3/Zk1h3qoA7dIMvVn/1E7HFoB6WGoMpo6KqwD3sqEIwNIpKe48WVY4YenKsA40giOJewIMtsUtZqrsxjybOBfdP3LQ8l/AXQjwfIJzkGc6nuLOCwB9HJDIxtFHDWujh+ysGEJUreDDrjNqLljVz73GajEfA0AEOZ5OcqGToLuGIgDbFeHRBFzsYvg4j3sY1l7v78KDJlCuSBkBdvkeMjFr8C9mU7ZPHCbFBVEqe1/4054Slhi1L4/ElQQ6GOCrFqD7prCgGdZO+z3cweBNHDh7h72TFOe3BvAEQe9QnTY341h2RbioiGmpuOCPsHb+f+3vkpURdG2R0hWEctBh+OXukQx1hGBGCErq+LOFksNo+g2BdtHA5NmYfrf0mTAwHLiPGcBdps88wdia4nWqTMD9FwjWFeyhBLChn/yoWQhhH0+sps44/DwBJKMsKBoNwGac5N5RcA5tJJsj38BIOEIzXI3BpxDoNgKO7/KRZ5XSIQG3+Cl+1fbBIAPw/Qo0rYvSDXkd+72PFBf2Eb1yBj8k+s/iOd/KuYul3l2kbJ+WcxVnf2qV93GgG1KU78iUz3h0o2Y6dQOwNMCYVOPbWqi1IPQA1UTQH1TDvO3q/isgsRrgHsjQWwHuo0MVgE1AHN7JwK9LlK3LvwvrQA8dOJvSfY4hJn2YeMs6d1QkMMW5hoGzFNRCDS1mBWWCc5gXgO2H8kdR+wISQskYsl2MeIMaFbFoIhmmLTPXA5yZQdKUdsWYdKH2dqBnAvyXoQrA5veFW4edi0i3R6GceO/J8qBf1ii3zaat+6XIvHOMiYFKFyktXNXK0cqF43TFzCJzXJ8fsP2bvaf408qKeEiobCnOnwOwuFft62eVWD3upFYogiNLwG3zanbiSc6/SmYXeUfYWP3/w98lS9BTEf4gUeYSyczNRc+aKqlPzPDzzhbv5CY0HUiApD63AuhvCureWWh9aX1Ma1oRo84E6DwC/rwY5cu9bFuSc3vJf6vNMNiF1+vifVykjNDRlh081UnhxwUG3yS7H//JPP8sgW/oouy0OguFVdyKrnFm9SjvZZABWOQkH/ULmmG/beYO/AqgCwDnVqD8BYOP9JM+TXL+IwdLJkZRSxtMALYucysPJXi1lXN7M+gRyWhqLN1car6W7TG97z0bsOjjBPVN9Vw62B3wWM7tqECCFxAaYuwjNABbW6cHi3h2Q2+lPo4719DQM79FecxIJESK7+lq0I+kaQnOCQz3IAbeAsofDFUAliccxx3baKi7WtC94WCANobnizWLlO4z3jbCI9Te36WmcDeDhUP4jQYfSKANagOwJbkLT1m4iKFelVHflF0QzNWgQ6sXCmHXG/cRusovRWi9ak+QXTKA1QG+YygDsF20TNEGeRqLz2zoH/ifoOuMNGXTWwnQ+t4OZiwXsgTcKFz02gDs9ZOZsOk6BmQsnh3GWw3r36AA4HddknNXEWibFnRvW63VbdOk021qtp9IfNjv/1/+XRbZK+E/mxotaiW1xS3E2IBBKxAwz4q7zBWEtAOaU0vJkkwCoSxsAlFeE/vC1xlqCkE96tGzUtyxD+BcK/dg6J9Xo/rNAohOB/SABVCK8+LGJGnWAd+g0SPGT6t1Cqr7UZT3eoHiErSMroe7aOVZ2wJ6cheld4zyHgYTgC3XdUSJ0v1wD2G/a7NnbwF8n3zbVmZRQGuycJDsS99hQZQfFiMyIQYTgA0Alk4vUrohr2P/RVPuQQbtToBkQiplBeFoM3BUiTIVD/NWzl/N4B2Hw92mWud6sAHYgirfLFJG5tLYR2gANg9TmKvhnurp5ApyFtArlSh7sVVs6SDgQg8lKh8BQz1H0IdqlC8mYMRQBmDbpqkEdHVRuh+aL04PGMGRRFczuE+a0tqvSd17hnevFOfOBtT6BCxksNRiDqgNwHKulc6U3fTNRcpcF6ct9c4VzWACnVekjChXRToEHQjwziXKDFCDGsudEx1o4eT9mcF3MPBEiTKTIt044kk2/fUqg+6JI61pFb3EWGC/IGF9sb4TU3lPicxMIMt9VsS0FVLYVYzZ66D7c+KB+ksC7lKgq8K44PUe10uBEtQtdcehMX34G6TWjuwhtUpYAC+uTpVF7OLv/zRmGocZ6zKaKgIdxj1Igi2PpgoNr2KXOJdAcwnO3Flo/ahexkNS0ariPY1DABKN3inAkvurTSqs/7DUedcg4KxqZTFTAui9nUGbOVB71ZYAUpy/TGw9l+DT3d+ig5ZWd5BxB3LmaWD/oIWs+c7pxwPkLGt62lpJjg47b9n80RgIS663Ogo/7aJ0LKe0FBeeFIvRFnRvJ4s+EajQwM0K+LMLHlNNr0ryjAlx5ufBBGCDjWDJhoi716APKz0pY+lrBn9Youy2BqE/alELekSnuSfJFTrh+b1Au0huVv/oYAOwDfb/0iingrJ29R4yYgDOX0jABh7kXuDehERfCtZQhDBdFKZEPMKmGSQ9c4BIIy6Bbo3zgqO8FVNMV50aTZtFoUEE3TPFuZcYuL5E2SeNCfPSl2s5chYgJApYCxnunYC6zC8Ay29sxa9vmECzBO9jogJUojxvKxfEKuzPUWsnRtCj+/0euBvVylpag4O/A/gdAzI4VwL4HqDpjCjmBVHaa/qi40cJqByBT+2irLgoRTpSXDieoY8Jcs9Kcm4/Aok05S7LJrncBy5oNwd4v14AlvOlb5rw3bVU2X3xZS3oub3RTIoHAmLg70vQclzQzsmqec0AnCeL1NZnRmBtCd9xQO1xgWuROjPiSQJwFO1ornJaYvDmBJKdecU3VgItoOZ+jZXejgoKMhMuiezpUQQsx8BfFZx7qss30kTz+/wrBg4WXvoK+O7W6ndSDYJrhv5JrZa7MdTgizWG+UrmprjwWwb/qFQH5ZviQonBJ3i7pjpzxu0EzndR+5+jdO9gdsCWa/pCkTJrRvktExAKJwnuoRc0RrS8rbJhkUGyI17Qi97j59IEkQeuHJbKI8YPp0T5jcEEYBhp4i8d0IaDWfx67RzL+SMVcI+GllTwTQrOzkDvKhrO/SLQYQVaHtbo3XE2TRAAbb9jiALwiwx9dYnaYys1RgrAlmv5hkhTNmO59UR6skiZdPWTWDPrG3uBrZsrFAUS/t3KRUpvHHeFFWUQmIGWF/L02kXKiDdjQ4dNOU8S1LZwfAlqRBelL62+mRGnr4AZvnFAu7jgh4MCsFxnecZ3EcoTu2jr9xpq2ICB0pUEyo/3YsTGUTlnSc4/rIBn/KQpU5yfz5VdjBz8DwJrAm1GUPuFgYviPI/lFz6noHYMU9jpu2+FB92ZB1h4xfcO/GhEmrL8j15gnLeiTVYMG/TdBBLz+Ejj2tKLbgJ4JQU+axa1yyIn9mHoFcP/AtCPqmkwtTey31EnV7jzyywI7c5LePIV0Zvv85C2roqRm6ASbI17kv0ntDRRQJLUsRg1zG0CzwnSFa/XRgG7KCw5aFldF48qOFOkrgsiXX2txXScDKhfMHhqAnRJ7cQcRgOzes4PMfSOfgI0bVzY0AVmaDSNm01JX5qXkZ6spGs9i8fARzQe1fr0etaH1RcPJgBbEKgYjkiW7quwsdHKs8Yy3A4NnOI5BaW4cD7AAlITVagBTlQGUKveLFL61rD7m3k3vh1h//7Iv07gXzTqdVxzr9cYWCgZPKl5i9uWAn8qm0GgfCGgcgzntBK1Pej3bEMRgEVvm0CfDMAcROjMSBOV3CfJhRdEM5ig2wF86ifv1cq58zToMAXnCBkEAMQr88DvLwCLrGRZZNb2DXK7COsDK035dwfYxAW/ahDWRsWr/4vO/Rug5VrQPWoxRpTqBWA7SM8G+NQEkI2ClAxrp3kHYmpdoU6JC0voIXVKgH7uJ02Z5Nw0AmUAfkAisNSJBDmoQccT9G5+fRD6gwEnWCrEVRpL26IayFsE8f3Bnp8VBxupZ1VS/UnOXSG6sAS+NGoA9prbyvn92ehHd7ngc4PUj8KeP8V54VQfTXAneUIQtde08qw2DXe6MjS2TjNWJLVankfgM+uBf8J+v9/fKzuNjtHGN1j0ndUWYkwO0DoAPpQAK4EWoHlK6rRo+zgOYG7g9+FX18W9hMTfgrIqrZzfSVdENPhfDpwz/BZoonRWTwjFkx/U0MfPpvYX/SfZwpMMXfS0CQLO+S3Ai+oh8CvXmR3cN0Bi9ajZosEEYDu2Ox3wuWELxHH86loaw2Te/dyjjkofM/AYA+cFqQimuBIQL+iirFjKhh6DD8C5P0kmpUjpfvrboT9cc4IVZ3rTBTYTUaGtuLBhAvpxQdwz0Cz4AuOHHEzjHKIALLih7RrZCEYOwCku/ATgg8SrW0FlgnZJdjWwCoDdGHyjDPrvKwDL+zAoU5wyGJ/JJOceAOhLgMcGpT1bufACQ7eIaL74AYcFYNu26wFKj8R321eDb+IONO98C36bB/Qmqx1Agu5nEenzGXp87c7AOoWcIvZ7BN7QA2HZevNVBD49Tto47JmSnLuYQPv2YH57bX0u6FoLqPmgVrPWBK0KxUf0wSvGHzLJMfhgAkTqLvK49n77QJ7qfIi1fi4LFgB/FGWlIrXGVlxLcceBIoXIUEcGmYckOXcQgW5UUG2euUSKC3sAfF0LujePmw5f5gns7WilTovNCFhk0sYSaCWFrOYuxKh3oqaPw96pCQ5eXZcOZvDnBLqntq5bex8xaAHUdQTejEDnBGkd29pdoBSoBQ9J0JCMXD8L1KrF1U4MvrsHK6xbD1glvrEueELY4kscs4Dy9CJlNojSP97YjOuGVH3vFFdAoLPqyfBasKaUvuTdCyMgn+K8ANFkxyu7s7F1vrMFCWBdP1pWwGKlIS1o715J7jiRoFKD8Tq2Y28KGRENoVVWDllMAFjRAEzp6SKlBWwaeAxFAJZFNaN8axQ/9dqGRJ6ojHaqqPRU1EX2qD/pfzldAg8D58qg+T4DsHkRhZkKuKmL0v38YqN+INbsQVSIhDfom4axC4sVZJUTNQDbnc1TDHw8WPWuZYO34r0sKG3hvoUeKc7dAuCftdKUMrmJDzBVeNqihJWtQoJXnGAeZ9AtcSwKwxqT5LzwEFuKlDks7Fz5u03Z5jSax/ulDlOc/7sGHSB2agLeYThCRdiwkQDstUe0qRNwpD68HQEXNUL/MB+k+6ik/WpddqomCimf7N2D7q3FFN5OKM+QyRr5BhMrbLOp2c2KjWCl1CP/e2Q1+liCbg+WzKmu80Xp76jnRK3r1t7P6i9LluAYgK/pwQrX+wXFSGYYZicqNESREZRF04DDymUWGeqyepZx43jWjhquSNPWlUI176hjX4JzZJHS+0Xtr8HugAX0JeWhrjoKgEZchLYH9DMt6Dl+MUaIIuFukiUCUAhKjxotbefVImUkMxLpGOwO2HKxrx6M17FlELwh3t/VVEArMXmbPDOQ2CEsSzEUAdgAThP/Go30ig8RuZE60Z4UOQDL+XZ18ZJfHaH6R43AfuJDQN8kPqHfdwC2E94jLejeoJGdppVCXAJwpkjZgl8HtnL+JgaNEv5p1ABs+qxrVZFoBOjO0PRWhDdn6U4lBT4tmgpPRXZNnE9kwu47xIQBoHMBFtGLfgFYTrIAqqcAfn0RFp77Ae3ekBJP9W9K23vhvKChn652pan32EkuXELApn7CCBYD0CQ2YuYdfvsVwMsPJgB7bTGqXvomAmkGnxU0LoLabtKBw0W+sih2eAN2tcYF6QEGhpfw7L5C8bPuLjN64W7WhGEtgCvBtbpOa9PHPFdDzVHQ8xTU3E6kPw6Tx4wwtOqe4lfXFa5tF9Iv1tZ1B9yIL1Wt2FU8mn/NwHQH6qKgDFpUO0ihq1XGLeZPAh3kO+nZ2vo+YQp8Ij1J4BeLlP1LWD9Zbq1Y0A2opQZdO9gALFxTB3RZF2Wk/DfgEIlWAvZlYJSRCHauBPRSB+oEFzxHozwumFcvmRecVKS0qLBFOgYbgG3GRnblIyP9oP8zvybsmlp3rRR3Tgb05b3AWrWI54C+G5QQh3fPFBfeZeh9S5SNpdAYOQBvxi+PHIYR/yDj69tPmjLgwSR91+zCnajAw4caBV37m+J4QqY2HfnDWDbZ5nZTIEHpXh7kitHKedFTXalIma3iBGAThCvCGELVOiWuuYJf31qQl6wg+wXV4Akg/46Y1FcHkRTnrpMdPwPnV6egq+8h73w4lrsV4B9oNB8yGLS5d19Jo7vQORFL92hE9T7C8fxuSw8WztNwjvRkG5cN+o6NATXNLrzKgmKVMsJQBOBlYyN/iAKuAfgFjWEX12ro1mt7tSG8i+7936Dtvq4+X3a032DE69bP+DwzVgq3AHySZC0YmKOAeRJsGTx3MRa8OxQLoaiT3jK+Lh0OsEzUYrgxpV5dt/beXqlA6HsMdUY9rIZNTT9OwLQipp8XpBBmeexn9EBnaxH+3u/bTcA84X7Ws/WMKj25bMzlHyLgwTjf8eADcIWd8W6RMivU9q+I0DD4AgZ9TsAHAE8A+FHZ+Nh54vQiZQI5tynOXwBAMnuRcCV2jA4qBS33MMIfzg5+Wtxh47OV8wcw6EGAz67OFok5EAGPyCKcofcqUftTYfcaih2w6ZP8owD9tUhpEWqKfEQOwK3ccZSG2hHgXVw4A6Qpq3/RBJzESwCLZmsPA5MtAX5QWtD1nsoglRNzeoExUVY+/dtbuA8V5yMc6CdNaTo4JzZnw4GEAL+KUWrA1b/RyrltGZhKSIi8nogVDOpIcf5ZgB8rUvaPYTcy4CCxg0yLelPlSHH+OfkOZMAy2K0nxGEGKR/O4F2DbA7D2tC/L2ZspOGIOP+utRKNfvcRoXgpZ4xGuq02xZPkfIcg7kUzWLSzATpsKAOwtEcC5bdY7gIGn8qg35Ux/MaoSHQB7STR+VsC7+UCkwQs0n/svfYDoLmToX4h4v8pfn5FjVWWjxPo4/R9lHNFrJ5AouAlMp6fI0Jdt/a+Uj5woa8mYDygLyii/f56u3TzfZBkBC4sUeauoHaO5ZkThcZk9cY/CjpPrPwYGBkmBJPigpRDJoVJTy77bgrvEtSkOFaXgw3A9nv9p4Ml4ztpm75nbuWONoaaKoYTBHU9Qy8i4NfenJDi3IME9Vi90pzgLAS0FKd8N9gdsDxPknPPKNBtcb2ObbbyfQJWdrF0PQ/UaRXvpAY+C4anPieKi9QQBmDZSYuvuaiPRT4iB2CZsDX0FVRxAqqYKkstx/ewKjaHirsGwJcALD6NsoL73gKwfakXEdSYIqUFLBbpMPn7pnmAswlQzmvQibVEfasqI6np/wJ6f0DdFzcAS2NauSA7znPLcNvfpPbPIzUw4CRLzXjeRfdmtTurgZPhrNEabscCdK/j6SGnOP8vAO8weBgBb4YpYVm61qUucMIblHl+MG0370os0vTNGm42CoHdKHvxX4uU7Vejl1q2AjLi4iICMQSWzEDkcR3nOUxa3vldZf1SwTekxfQ90iELWIYS0ZhDa52zLHXkZQU1aRa1NUSFitSIOidZ84jDARJJyOXFyo2hpxSpXQBckQ9bIpFdlXBKxaTkt2F1OMPhxZUa7kGzaXzFnMLvMFrR/JILffgb1C5oX9/DUIroRQUK1VCXhSxDX1+i9ulhD2mezflPEZ+sGJT29rvHEAXgFxnqhhK1PSm/YWu3rzBIfJaFCSDAV9lAVASErEDFO9+ivFG1WU5t+ySbB+jD47znIQrAVxEgAjQVL+yoh3USE5vG9z0nLuspLuYdtyrw+iLIAaifJcBbhAHLhioAG20CJdiAfaM+i5wXaaIy6Ft3RhGZDVPIi1/k1GppyoEvtZKHXwzgLEJ5F43EWQTsVER6/cFQHcIebEt+dvkmrPCmgnNc1IlMAgtAGTHrtqYKa9US0pPcuSugzyHgWw08qICLGgnA0v4kFwRhvGMvRkyMvIsKeHCLZJYaaKj0pUmhu1cXafzTpi5dFqqVgH0EjPW3sABsPvqK25GkWAR97AsUCntH1X9PcV7AM0dYJ6mK7nbQYc0zHnNAW1XzRO2zzBuO8gbdUOMJatr3FYC9ttldmFAoFmjQWQICi/Lc9jrxKp1cpGw//edx3Lmfhv4T4KaLNH5IXbWC2mbquj0irXqU0WHGo5Hruj43HcedB2u4VzOQJzSdW6TW+XX7xdh+XmO8td296z23rRt2SAaiRGkB2QQeombHoOlhAMKo0pPL3rsYuDi3FSkbWZHOBMPGlbC83xYQKKD+VaL0byz6WxYgtwlGgIFdHZQnzqIJfdaK4iWswTvVEx6xu8kvgcQqcfTrhyIAt3LHoQzap0jZg6N8O3KOVRqU7OE7BPxeygAWaCeevm9Ihq+V8x0MXGzUCnUpTCxlCAPwJgQlhiPrR32eyAE4yR3nArRiibKTzYDKz9HQp3nSlAMDcOFBBm4j8NkMdSejvECBXmTgulov1ziNjXKuccbQlxUpu2WU84VeBOhLhANnUbddzdDrVCvtmJ2VeI3y1wxSBN670QAMZiXoTQYW1/s4orTdCz6E8jZhgh+CDgSwa4my+6c4L8LhItt3NYEk/X5vlABs3n3XjxnlaVKna0H3BXEpMwPHiqQKeXSJsqEgkBTn/sSgr0uUqdRLl01OFWnK+xi6oOB8XMT8RJwdSpS+9jtnLOePVcCvGPxYGctdLn7EYfcax6+P1kgIwvyFEtLnVAOYREFO9JEJi9uLtFNsClTYb9v3Z3WYpa5bUQKbGbeuO/Ad5pIA3Si1Nw19Zr1drHetwReMEA56cwI4oN5ORcQovsFyTxL4DQHc1Q++8v3z9UVrHxoSqGVRvWYXZc6K0ndWbWubImWPjnK+d84QBWDZKOxSQvqwFAqSeZGxNgqAPO/WtSBBY9Gpfx3EjZa2WfER+fYjzZVVzzPoGrBFMYtalWiKRzpSXLiXob8g0IFAYiPJrKQ4fzOATRZhld2EXpfi/GIgsa6Gu4EC/ybMJGGoArBhvLgLe/H16kF2qn4PGWkHLOYKZajDPEtCKdwzsGGJMsf63TTF+bc1lm5DaJIdzneA+5JC4ncaWJHM7kmoMd/bYfSc+f7aXUbtD9qA+3yRMht7f2vl3Au6kupJ9xXwPZSkuLow6GiA1244AFeIeq+PakbTTAJP7aJsP9WtuJ1i6UT7lCi7U71rzW82v9cDd+PhIBHB3xxougooC0ArlhmDSW/13gWo5ma4R0VR6Alq22Y8tXkY1nrG2hAGljVM8KjUS2cBesdqoRBZdBFwoujlpjj/neV0P6pBUxoVaIn6HoR/uQRNouJ0DEBXLsLKN4fxbC1nUzIJbg+6D/ZoSPKbrZyfwsDqo5HeLS6loX6wyaUZdCQBsuOQ8scUIPHXIrVKKaKhw8hw0hUGoEW/KGLanVGsFW36VECPM0YjfXrYc1rAoGg09zMRqG20yYCt+AZDnxURgDObgePDpCe930ly7ncEEpGLWDrvQxGALdPjTjGSJ/AOGljOWDbKHJI5tbovjDiJ+3oRn4yutxA19W+9R5Gyfc5ioCk+igAAIABJREFUUQbCUOyADaVuxJeLsMoqYd+LtEkMVxT4fq4AIpGS2CPCTwz1016U2+fQ+C9siWJmkTI/NPNF/m0FtYvHtQ+IVUOCgrYLmlkiuxuHMREagO1K5bZq5LOtib4p0pTVk4c0QqTuVsbwD0qUXdN4a+oDGe71goJW6D1ao+kVDfeIKKvkKIPB7xyzssO0b1HeuF79I8mFUwl8ngPappPSFXCDqdU54gfax/NLcX62C/VTBfdbAokB+beDCcBmQJXWVliaI9AFUfWd/Z7VStXNIuDSMEBDivMPMSDBrr1C7Ef6jhQK4m9ccUyJ298pzomhw769oF1Fczbu9d751uEoB6jLi5SuSwURuVCAJlZz0S3a+O8azeMIS+8n0E2GjM8iUboKg+51QFPqfYiNtt27zmiTQ9KE61p0poDcgg+e6iSxlpgOTHTBkzwBCOM09NVLDD2nSNmTB9Mu26YjTF2XRwpKE9D3xKn3+U9aFeUuKXtcIFaWCdCvwmpty971zKyC84joPYelks0k2nkG4B4PNG0dJowiGQQCT+yibKhxQSO7vyTnnyfgmiJl6r/bmk4bigBsuaZfMnipYHBE3YqAPZcAqVqbSymlMdxRYdnGFOd/A+Cbai/lKONtKAKwDZBvEvTRUYCYKc53MfgaAp2k4V7iwBnFoNsZbrsHDLW2hCLKVNGIF/CpAEzrUR6HagdsA/A9BHotjr1oaAA2dUb+pFZQQAYjwH+s9eS1gJKripTZ2QbChxjl4z0akqmDqSkKie0agaBHGSC28yUlVg5zmbHC5RcAiSOK1DpDeIi9wN8T+HbTTtpxgQ1wX/ege43haFkClIVKMp/gHDhYNLNVUHmKQbtFXYX7Pb9FkP4JSGxWr5YjaksCHiLwcAYJiOh1ETEh6FAQVlC/pzh3MkBCZTo8qpSd/6KpY32C0+HC3acewMaCfN4AcFr1RJji3B0E9ZYGb0TAO16NWuTpHOhDCXQIg/8tY4/xzcPfV4rXirqI//CHBOfsMLSsFcK/hMAHev1nDBqWzAJIAGWxskVVdV0BUwleY1B13dp3leTOvQj6OoDfc6DOiWMgIWh2DdwojkjVLkfBYyu/M8C3A00TwurJHguCwROicDGtReTCOMEnxfn/BRJj42YNhiIAm3kz8TLA/wHcowBHsosi2jJgN57iwjzAPTRsoZXi/NMiLxzXNGaoAnCS8w8o6Ge6qP2eevO6NVw4QaP5SIWlLzF4T4BeqR1HrVy4mMGjPGEWi4x+rEiZzeqMsSHcAefOItA6UTA5XnsiBODcxwlQulbP2KI6D6oVkJfiPwNbFSl9jpVC/IqhBSEmpsUVFHSKO0+WNFEClB0KRwy/zvV4gApLM9XghIAANp6B+wCIctGtRgKRX5IUtkUbi8D/JnJtK+dnMbAmwdlpsAHY3E94fPoyoJyNIi8ZNJDEeIGAfD1BcPs+RIy+Beheu0jbfSmBC8DSRnbAXlsM15PvJagru0IAMvU+tCQXtifwX4DE+HoTrkFQ81WLsErSS1+18qzxGq7sKAWgkylS+vja32rl3HgNdSRVUqbcIR60K+C76YOtYw94Jp7qtGLtkw0/k+8bBr6qXpp+LHfuQNAy5s4uUVbGoa3P0asEPigsWMki8VsMF59VKS1Yvm7FXzdQhznqQnbZzjW/qQJdD/BaDDorSGbT977M1Iq8iHAcpEGTZlNG1JnqHsIJJtALDNo/yuI0yfk/A/xdibKnhd3b9u9nGrx1mPSkdy8PAFSkzGpR7l99zmADsOAGXCQkW/Y/Appk6PkEddUCdKc8VoP3e2N45jgHSmQRQ4FiKc59EmVxU/u8QxeAcxcpqJW6KN0P01H9e7as8C4DUmYSXfD1JQUPONcXqa0fENSogfG0akEVYU9o0NlBpaih3AFb3W1RVNs+6hipG4BFCB2AELkHuLRYxZoPE8Bm1cE5xflrGPxWibJ3m2Cbf1PSVKgg3pbRkKySTbIF3XsM+QRon76VC2cJEb+edKbXUbZ+IFSERxj6NYK6SNprtJHVwV5KOsV5SZEeSHDahiIA2z66HMC+wOLxje7MbPs7gMQWRWr9MmgAWNDC3kXKrGV+OzcZUFvGoW753duAi5qmSf/FIfUP/LhzpzPoxCZjYhFoUm95zP12ACnOvy8AHICOrnXr6j8hipvS0p0ZdCyBxgif2oUz5Q1qmxX1w4lynljoLalYV2J/Bl26Hj6546FA1aaOjRnqCQIeLiJ9sbAFktyxJ6DuYWBrv6AlfF0D2qJDhqquW/tcgh1oQuIy8xt8eQt6bonzvUrGYgnUvcLbbIbePwpewC6eRbjmsijlGcuHfcZF9/phlDx5PjtRXhBFetLrD2tJKnNC5MnVu3YwAdhS30QE6N8AzybAFTAWA2f4LYKi1qktDkVElVaKMpZrFhSDBmGZuaewBwGn1vM6buWCYAxWFRnOFOcFAS3qWQ/7yY+mOC92i0dWS1NKho5A4zwr3YHzjWgcVPSkZQ4e1LEl59dsAmbHWaTVDcBJzk8RVZXaNPOygVXZKeaq09Mpzk8XGLi3ak1yXvSZvxM/4X484IpAQf4RBfokKgoxbu8YiPoqXQQ+v4syz4RdL2bww0D3EUhkFye4QEaZOmLZc1JJcUFcjq4jOFsMVQC2QfivBB7WRdn9w9pZJ7hezsAP64kPWK1UUfxaw/6uGBAcXqR0oFh71PZYz9b7GPwtkDg+rGZX5zkqQIt6k53Vfp5eXQMzq1laDeCjiki3RKG8WSS58MYlZbsSge91oe+dTeN9beui9kX1eda1pVKX1nDPDsI/2ElREPJfDYM+QpD4Rk5R/cwB0pItkrpuAkpEUYQLOWR13drnMuYU6/wU0JcKTQ1o+kW9hZ3/oqyieia81bmExIlRqC6SpVkBXz5LINEnjqRql+L8DItjCBWlkXYKqFKBXogS3L3nsov5WOnFwQZgCxJ9UVTQlmCFQ4fhv3sCWjJW+RJldq/tc1sumw8kUmFpckuJu6JImQlxx/RQ7YDHcUWf4LUgr2P7/LMVlCj+raWhhXr1XAu6J9UuAu24WfQVelbysgJ28SJgWrFa9EWuD+UO2M6n/wISybD+9/o8MABbmsDbvRixSRBfNckduxDUr6oBWuIz24LVN3yF1u0xg71wEYFlsOhaIQ6pVzlYIvJ2d5Qoc0PcgRDlfCu0flMR6U1DNWvlhjzVSWHtqwE+E8ClDLQCdLcnumDv9/xQB2BbexZ902ca3UEKP1BhhNja7V29Cuy/es1NFgAMgdsFrWc1oeVDHCBzF6V//SaBbzBcFJB2Asp7NJRWZ1at6HyMof9er4Yvq32AmksWBWrNyysLLYbeOa5qlyk38KGo1ItF2k/fCzQ91OhCorZvLFn/avkUNPR5fkFe6AyMsphWbFmGniSCLVImYEDEJeSbGsOgxxR4SiQd5gZe4lju2EGBbgDoP4A+I6yW6PcTSc6nCBBDihuKlBXxkkiH4bvSSlEpeknuPJzAFxYpHUmWNa705LIAnL+TQR1xADaDCcDGR9t5SswUvB2ilfV8DdCb+lumCsZDn1qKAEIz2A21RZHSDYAvB+cH3DcQzCZswTDw+n6ZkRSL2YYuFCl7lWwGCWhzQO1+Zctx3DlGwxXmS6VUaEF2TzLUTfX44N9DAH7JlDKjAfUCA7DY/Glg23q7Kbvi+qwMtYNQlCxZXmDgVbSe/O4M/j1A//RTwrKUhNcZdEKsulKkz9mclOLck4DzfJHafh/1MkFUApB/iwG9gzfgrUnBZ0MdgKVdFl0uOslX1Co+RW23JeCfVAoUbi+Ihup6xtUqe7oFUd3igteNWg+L0hZjhSY8cNovSg2v9p6SjRgOJTKTNwQ5VAl6mtA824G75ywaL8AskbibKbUyBp0XR6mq9vfHcsc2BHUUAYKoncHgKYSm6VF2cfX6R1gCq2L46ZJCBOiOBHCdX6rd7rjO0aB9FJw3AfcWDX5NIfFImLJUlPfjd47ZkWgBXY5h8M+DMl9h9zcLDbqNwceWKFtRbopyWCWzQ3rQvU0tu8LvelsGewvAUbXqYkG/l+Tc4QS1d1TpyWUBuDBLg08Tm78oz1J9TtwUtD3/dgCfWTzEIgsouhfAekXKrOrXhhTnRZbykSga68ZbXL1ZpLZIWYOa5xmSFLSZm/MzFNTFtcJJZhHo3NwMd2wv1CTB6JShtvSosLXPb9kre8h79SxVNfj02ZQVulvgMdQBOMn5m6xfQiSqWmAANtKT6te1Avi1T2I5et+JNKVF4woMvI+vtyW/um4TholSkJDofaUox3DnOAf8sAvesVYrN+5g9zu/jQsbuuBXl2K5TefSlguj3jPFOTEs31wDx82mzJ3edSnOdyuoXaOqbUX9PTlvDM8c40A9J+4mjaKKW7kgqZo/+Om7CjeOwZMJdPMCdK+7CoYLf/UWBu8dZ7KM8kwWQ/AnAv0yTrrPu7cdOx0E56guGucrfylWbRZfUKnNGaF+vhGgQGONKG33zpFM0AiM2EWDjwNoSynJVHaf1N4Z5z61547jl9fQGCFWkNsLWMsDX1WfZ8T0+W4GTmo0GEZpozXdmAywiLVcuwDd19eCe6Lcx/a/LFp/ysCkeiYIAyfQvEyyN5ahx0eVaZXJk8Gbi7hMjPY9a9W0no16jRXP+bYXi1aLI7KwbL6IroRlF/6iDfCFBN+l6F7cjCYBKYm0538d0OZ+O0ArPfl2GPXSa5NdqJ7vSVdG7gtTux3CAJy7XRYCXZSWEk3fIfVehr4AUPOlHAHoGZ70pF9bBXsEqEUElxl0PKB388sSDIxfQ1cDlnvHFWsh4fnWSulZxN+MIqZvFEasb+WOsSIILuemsMspqFj2ZcTr1BwV385OsYmbW08L2urBTu6FmxVSdZwBEeVc4awSaFQ9T03/l0Ni9ry0ItFH6YpohtARGPh5iTKyIh3yw/Cn+XrHoMRj82sNOIceIENL6pN4tBJ2/2rB6qMW49+iZiWAubXFQB6AoNTF4m1ID7Nyp2mSzm1EdEQM3wV0QUhsU6TWARKN1nNZOIK/kiBla7oiyScArbrCDXEf1AhP8MFW0KIFwH0O6N5G3tGyibCSqpXJxyXos2sDu6TSAIhDkJjOD+37Md+m1JKFD/qCRvnCKLrcfv1m7SDvJPBoF82T4jhn2Rr5NEDvFTXdbTNnJQfUGrX/jfQkF5dghdF+PsRB46GVZ2zESEhpaL24Y8bMF+EB2Fh1iqEChGLjKNDeDN6SwQLie0mYJUL7DDJfsZK6O0RN3ae4sNDFd+tGAa0NnBeHLgALDU+Bk9XzcisXTmTw/mXoYxJQOQAjGOrEErWJ/7PvIdgjVFDi3Ass3adIEyMJzAz1DljmXkPtyoSi0KVuTSnOi79vP2Sf1egVi6pIzg6CdNbQpyuQgEOmlai9n0i99RHmMDMG6++63SJ8teNQ267ZlOY8QO8S9SNPceE0QX4CvVsymu8B+NP/ovyz5ZEoEnDXkE+IVUPLOBjhiHqWa/UmgxTn72LwxyXKCsqvcliUnoi1S4AqMbCO+KACSugyHSXKiIHGkB/CayUsfRjAJ0vQ8rO3aLOKAX3UwwLHfh5U/7H0pdt7MWJLwSskOS8Ba6PqUkjU34p6nqnRqUMZOFQB8zVwn8awqW/Q2H6Wg9HvV/gJwII5eIlR/kV1IJT+c7BU5Cs/XISVj4uiHBT2u2O4o13BuYHALsE5o4vGNbyjN7zlpY8y8Ok3WOXoOO2z6mZSajgvjpWbOP0A6qMipcX4IdIh8xqDf1ii7NmRLrAnGfs7HFGkzD5xrvPODQvAkg1xMfwRBSwwgZaeYvA4ZUArJwEslKzzWtCdDkKgJzn3ikjwlmi81CDrHkagRQQjMj8OO9fv70O5Ax7LnRMd6N96XsdWZe9thrs/IfFHgKQkt5cnPenXHuNVoN8D6NFmuCdXywiHPd9QB2BbFvlnEfNDDTvEtIiskfBF1SkuE1BxaBS+njygqBMxSAQQNmHoI2vBL62cv42BTcICsL2X8CAXDYaXGtTpRg9ZHV6i9LZhL8a0pfB7gI9l0CFLMPK5EVj8OwayAK8o0oniwBPlPo2eY7iN+MF6SO8VJtdX+xtSq3agSoTEmFpEng1ospsSu0hxF2oFsFpUf+FGnkcQ6Sth5euk/8rQe0dNM3q/1cq5Kxi0fQu6J/hNQuLHyeCuEmWvSHLHvgT1cAtWX94DAzbS5kjXMNNY5LYnqJ9YnuIMQP3lG3z5XNxFpEhUdsM5h0CSCr4JSNzoZTAsh/suAtaJu8Osfg7BGfQCVwK8HYMunI30vVHQ4sHfVEV17jEG/blE6Ssi9Zk9ySqYvcSgJ8RkIOq1SS5MIPDDLehe+xXargL2jHIkOS84gePiYhLsJK3qOcDV+/16AdjuroW+J/Pe1rJOloybrcHfZ2VL5yron8yidl+nLJsNeLWI+etF0UBPcm4vUZSKQs/8/gPwa6spNH9YpIxklIQidj1D1h16DQYNA/gpgCYEYZEEeMlQks2T+UsoSrGOoQ7AJm7k3wP0pLAUeIrzj5E1bf5D1e5BPiiRnsxGfRK7s5I6b7mI9Bq1H3SK8+eIHF6R0qLMU/ewK4hXAX5A0G9h58f6ewVdWxBbQVlxPRJ2rQiaiwqYMazOVqQpPcs7AHOKlBEHme/tMBNU78sCAgpT9PJrRJJzF4slm58vpu1nqasmGXiFgPYetIyKk5pr5MFN/+lTCYk94tK4RDmHQF/5ITetmfsrLnQ6geaFQPlLQd93UfaVRtrZyDUiF7g8nN0JJBrplXoxg+6JC9yxXrrXE7AVAT+vlhi1hg0/FQ/bODXWbfmj4d/ii3MYLLu/23qx6IpG6pnV/TLYGnWKC7dLjapIGXmeSIehR/24QMCNXZSZEumiPlQs7ilSJnQOqr2noHGlpFOitqlRf6/6vKAALDxvgrqJgd8QsKM4+AC4qgctl3jfYYrzvxQcSj2efpJzF5GZoyJlA0ydmVeMer5PfwxZDdgGrI/F33kpOKGAGQSSuXmCi+8mKAx/DBWv7PTrte0Yx7m9dGWhSo8BaIsTs7x7fU8B+DFA31ekdtF79z0EsFyG/rwCwmrlwjQNPUN2D0ZIAx+XKCN1wchHknOikyqDIF17UZLzRxAgsnoVkeyww0MDM/TptenssGvD/m6h/PcswlebhO1QUpwX7dUJBHq5GXpTDyqf4rxY+W3AUIc2+lGGtXPZAOn6AVCWNMzvipSNjOKW6w3loudNBo7xG8AygWrQ3yQNyYDIUx4zm9J1ZeGitrveea1sADeAPrfeIK29h100vC7ApBJlRe6x32G0bfmH4lYjIEKTVh+c2UWjz2ulEYXSdLi4BDH4r1IHj2M1aHd6fyDQl7qikpWZI+0xKGPcSqCjo/DbU9xxIKDEJrCowT8fCrR7kvNnyuJAUNqNGF5Y2cA9m6G3j5MylJohoI8rUbYtzrtJcl6ocV/FkZ5c9g3mPmBgrygSl35t8gvAZlOC08SNjMFihvBtGb37vUkT3vfuYefBvBui2JXi3NsAHxy1tGa0GfgpP+BflD4dyhS0Hc/TFPBHhhIA5XKGpdGUddGrHJCY5Wzg862LFOepoqymoCcCtEWchdyydzu0ICy5ry2lol4J1/L7xRxFPmiRfVMzytCpBNSMXrjpuEAoWzfe328VYvnCTxYxfXgYqMvrGGsC8aQGdo2aCo8yeGwH/VXEAerVcM0E2tRVpPQPU1y4T4AQXZSWlHDFjlFStgA3M9R1cdJnUdtYfZ4BqeBVAh0eJktYe/8kF/Yl4BK/7IP10vzECC3Q2qhIvNELDujsOBq/jT8TPSOC6nH6z+4Oc0LjmV2TxTCqTU1iIH+AAu3A4P2igCEaaX+cawTZrpA4lMCHAfgYoPt64E59i9q/Cr1PhZf+4xMBPh/AY73QV8i3ab2ZH2Pg2iAOvXxDDvj3XHEh4zOHIhtgecq3yu7c4ymHPkPNCWM5fwgBVzpQ2VnU9r9Rrxehl6Vw5hHcfeKi0JOc+0wDkaUnl03QkoUqL2hBd0scBbDqZ6oOwNaD92q7MBOwqfjH/rsXaJ9Dmc9qrrsXYEnPBmJxRAUMcG7uovS4qP1oEMY4LE4GpaZdQ7wD7hBP6HYCbQSw9rTx7U59uSJl+1zS7Jx1NYBtE8AeBcp8luL8nwzINyse3bGO72MHPJbz+4tOdZEy+/o1RqiIq2DE5wCd1EdDSnHhOoaeQMC/68G9g57OgIbo/AR4vVrd6CTPmEBIvOagd6POqhVeWE8Z02Z1JZDIRlUWCbun/N3z/e2Fu0XQQiPJhV3EKUnk6lI8c2fAmbxMyzo/R9SyNFgC86EAvwk0nfl98TNN0C/sw+DbAD0+rsCEAO0MinsZlWrZBFO4BdDLASQI4+UY9AWBLxaOajPcq6NIB0bpc79zBIDDaHocUKVhcM+KuhOyyPunAb19bZ1FPHqdCg2BRXv46e+Dr93o86JiQL+rpBrF23VHoVYQ6C8jsfqzYbVqI2vpiOnFkQy65hssuGV5rLRqAupxBuZUK01Z0JY8/yQCXdKFT+6IUhsMey5PqQughYAj5iV9CPuwa72/j+XXt1Joepzg7BJmVDFwMZm7iqDWLFI6ln1eI9KTy74PQbWqPxYpnYz6jLXneQFYY+kphOa/EjAe4G6A7gL4AAbtXRsMRbdc0t5AYvN6QjCmZsqfRhU7sQFsQQ9aVm603DT0O2ARUxHRm4oC4YmeI1qS828pOPt548SAOXvvB/SX/4V7gud0l+J8TsRYGllgfk8BWAR9nihSVhZXAw77m8eKHHBfADaiBk3i4HJeI+RsI4SNTay3bL+ViBeABVoel8+Y4s7JDD3J0lBif/BBH02SC5cIujAItm8Qk1hHVJaM4MjwT1zQtsJTlh0wA++L604z9G+Wgv5AUJsQaP84K/q4H7Sx4sMJGr3Z2TTxP1GvN9kEPAF8s2Wt1rSV1jxZg89RoBMFmGGoPL3XAmpnBl9awvw/D8UE7j8Yu5ZjlP8A8MYOnMj9ZwUVLkuA2/st+CrUmkIe0E8DziUMXFmi9OSoffX/1nnj+d2WbizcWwHHMGgLATKVof9SzwlK2tbKszbSFXtPXksBZ2k0dTDKohK0ci/cg5ugjgDUhQy+V6P7V43QTPzf00Ct6rh95aHw+f9h703A5KjK9fH3O90zWSRhB1EBWYMQIOmepHuSQFglYRdkCyCyiayyryKI7MgiIKsLEMKm7DvKnqR7ku4OJKCgAoKiF5UlBJjJTPf5/s9bdTrpdHqpqu7k3vv73/M8PlGn6tSpU9X1nfN97wI5rtJvO0g/PlgplrEojQxLlaL0JGCeKcjY0LTBpPYcodCtC5L+TpBx1p470pAshVfWdDveG4oY+FkcHU9Z4Ow5kr5nifP0fJPATlkDua5Rndv/Lg19D1iYDEq78b8FLIV0b97C/bR5B+wxPkhdvaAsP+p29tfkJDWO43TmHJQ5vqcg3Uv8npOa/SwGWTeKsc+yCMCOGvkxEF+jepGaVK+k+B6gNP45d1EA9lMjn9LMfHbEYvbrgL0IMDRvIHdzUXMBmAi+85fgCAd8A3zHHonlJU1ObluaX09Upiv3rWWgTNMFhT6/2FQi81NA5lO0mwFYvLStSeQktbv/Yew5x0KPMIhNCruyD3NDVFohKGMhVvhmmBUsEd0K7StIegnnkbISlkIp6n9JJTXB2Un+XLz6ME6KQtoPem80hVDg8DjMTkHT3wnNnCeQPTthx1XunsforHEW9j5AVgP0EwUuVdh5Jei8sKWVoONv5TgGpjh0inhuRjJIgLsHgLteldSiemB1/66sw/rwG8arxdpDFIb+vJRJJa3ozVbGtOTvt2c7QFk3XOTWFLZvh+Z9iWjfRo5d9fpNavYxQLN56b4wzLWjSk+Wr5HU7M8U9u8FGUd98kjNWR+ertBnDeLHdmDgvX6Y5wDzeF7GLnU/dEgD9PAyNafeRZ1ZxzG1dKHrn+PhcXbOS5rlkEitnTtgp574V3J95+OjL5VxOQnNcpH5NtPKozWzg4H5JWB/Qoe6ykH7JjDxl/PS/dUoN7MsAjDHQf9iQeyYanqfDyTVbwtKm+VkwptLKGGN1p7DDfR6L20lKebZAzWX1vjzMPSuvwBD/laE2aFSMswFYNarni9Imki/UM1ZUj0L2CfyMm6xyEeoXpY+2PmTnlKQ9FL1k6RmCgCOLgdnv44Xm1aQ9Gb+DlgvFAg1P9cv9zxGZ+1nYS9TT7IuuARfmNtwdJSnFPJaQVKBrNfYf9mesQQ7thKE4wLwpQpwF3VwCYPWreayOmm3n6qHUBw4I5K+c4CbdAIklwBybFCPUvKdATF5SdE0Y1Hr0uxU2kYyCCvsh9SMJk0OANNccwGZx6DMf4ej9/UwdJYAtxL5EKehTD4206wsC9wVg9xba3XvaknH0bEMUBqjZPMyjojQtjXnV3w+PxpRldn8D1LPnQr7cVC7wKpnuaMCv4zCW/UBoLJbWOnJ8vWTmnleoZcVZByd0kI1Z2VKMCvpRdRb8IziE5q5RQCTl+6lLDPLOAaB7l1rY1A5gKT23KeQ34YBglKQyG0kIou6tDMAd2n2fgtsIECnQWkKJWWdxPE7MciokgditCcLYvvW4qo7QOfReUlPCvVw3MHLKgBTu9pAXijjhvzfAG1b8YQCr5WlgpeSonQ3RPrEGY1ErCtv1hfCtpfxBUtq9qcAeis5c34A7iDlgMiwRTrRYSbM37oPEHxzTlT0Xq3r0S9SgVsqVa32UY29jZ75ceArlTq9Sc3OUeBoqhIByjrey4NR/PIMmbCg3HeFctHPo6z0g8yJH0xjGYW9KczK3EfeYdvKGj8DsEImUehcPe1ZObkWYtrNydkKPQnAtR2QqxrZBQa5j1rHMEUm0IcECDR/XJx1YsUXFHigElTn7yqRNcBd6nMED6WkYAKZ9QHklP4CAAAgAElEQVT5hoGhyhDVhb4BCBWOSDdjRmQevMBMUMf4pZS3ot5X6PM8ylx2Jwshv5h14+k0BQFiz1SntXzlOmFJhTiB8wr4269aLhnofbEE1qa/8tYl6B6tIKfdR24rIL5TWC1tt7jPC0rn52Q8xVxCtaRmw0tPVlyBTIgi7JZheOtJfX41YAjLRVwcvQOYXwGWNJl9HbBoT6Bj21o1dIfkXysv3Q2zfU7V7vU+DBsRRtgmodknqNQUtgRQFfjbkoJO6Mzj6CFeAhIxyIUCfYwpd9oUwhcgIdtk1xJ0cr33z7dTlRXzkj4t1IuxjAOw/62VdfKSpqmP1xwPfahArysDxmpqQSfVE+zfmw9qPlY5rZmyDY0bqOBCj0Zfyzj2m0oZSwZgg/hlPKYTdrWgYJvqCXWSdU8L7B45GTcnyoRXnzNap3cZxB+odH1y13koL+kRlccnNHO6gayjwNaC2BRF6TYDe8JsGUft5UXNr3XJo4C+NB8fnd6M7hTlPpzE4wyBHlnJE23UV/ljprCnllf0/g4YmwPChdFagLm2EQbA0WuYjh8vwJm19Kaj3E/1/MUBOsG82If3Tntd9u1v1Kc/phgNy39YWTNL6swfAWaiAiMWoneTegL/vgwgNlHEvqFQ+gNvLhDulil674KyzhNgXgd07rIEptW6T1cu+RZ9jgGMBORhQG+rLgkkNZMQCOlZQ1spGbh0MTmMpT707hfEGKHe83HauOeExS2U+3Mfst3ykt427HvlFia5PqywQZhyTfk67l0nW2LVINf2d25fooUjUcs85/ESBn3XYOGuAuwO2N8A5op6oFLHRnnBonPsHEn8o/E7P/MwgaFZTqjadFJ73rPo2GqOJCLbbbZjB+xAZs8J5IScpG52mgUr5iR9elKzfPcop/vKAPoPmSdb1dXvpyKaQB/PybhI9MlltQN2OvjU2t7eBd9DBTicZhqVet41A7CTKqM5+R8prjGA0v6Namddmr1cIa+X0WvcKVqYH5SNHFwKmsbKK1mYw6LwBhf/IHsoB/czg74Js2Xi34L8MJodk9TMLQrzrzJYJ6GZfQUypVp6zoFIZtOv1SDGdPPpgH25IN10LlmibaavrzAYn1EBbE1FxwFhtHGbjXfxXGS/CWCqQrcJylF0iNDrhqF3JGkV5QCsiM0SWIKhCNBgUG7YRmtPtwFuAPQzCzmplWda60K+KlT8FgZBRf+UZqAzl+57TmAnlxdnFMZYAXGmm0sWekY1banZPRKMZmE3Feg3BEpt103hp7F7xcMPiBecS5C5C/DhG8tioVU9RofgP4gypQA6Adyt0Lsrn39CZ+0rKFGcfgbQf2aYkoGrqVH28vcFpE4JZOFZZyJ9k5XSbxS6Q1jkPrssl00MZNvZMpauR6GaT41U7ibJuQ3dyISgI1oQ5TxnRMPFDw3u11Ao7QtnkI7iDDdmCmRDhU6u91ulMpJCZ1OPodlgE5p90UDPC4P8dXK87+QlvWKz/hv9vdUAvIX2rNcBzQjwtxxSYyncRHUuAxyj6DgJKL0C7hKROr2ZShvNZQT2wKgbsmUVgMfoi2tbDM7nJbUGY8EgfPqGQEhj5UZ1kaRpAzvCnosslPKSfwCEu71J9X5EXZp5kqnhsgdtQntOJ6q1IGkqAqEcgBX6D4F5shyoo74EPhpYpgxGcUJl+jd6fy+tBXTOHQBGk4uX1MxPAKF/8VKG4ExpEXMliE1UlHYSYL2c86OtdX2flK1TFFp3/qKO259bTxDhByYEp5KAFoU8VZDU9eUAXMLgs2NYSOOH1/OSZq0iUBut2YMNQMWyx4D+84KiMQN1vojUHmz+fAlKuaYIHVdOGbrFFBdI06NK7y0dBD3bPiL+N1dglC/BivUFeFe9HTODs5mrKM6r5fkb9N6bHccAF4edQp1ihfzZB28V7+Vi2S0+WC44UqG/DFIycCbt9wH6w2qwS7OxVP+9LI9oYQ6fI2OfDXs+j09qhsIzQ/LSTWnO0I2SugocFlZ6snwhpx29bqO69VjtWa8Ie4XAEK37W3LPBYgDMhiePjElJjumA8X7ATkpL6maNXpnv3fzAAZvWc9/vTwut0F6IY/U+mEWSGN05sQS5OKCdI8PPZkVJ7QSgDfXuSt3opfCQiMM7Phy9jCpuQ1YYuRiWYEZQbBCxECsgsGffIrVVmyWpa13v8sqAPvvb/a/DMyoEkonGciXiElRyO2VNql1A7BLe/1RgAMtZD2Bng/IkbWMhpOaeXcY+kaUgSzOM/fVPvR+nemrigDM4LVqWDH0WpPXpdnrFbp6Xrr3a+VlWvxjy5whkLE5Se+d1J4HLfTOWjumpM6cAphp5JcCpbUs5JxmK2Tn9HQeUdJzpPv37RhvZR/kcAM6AYjXrCtVX8/ZMz7rgxzsvkxBU3ubfqIAvpmXNFfxgds2+vzgTzH0xwIl//byTui1UcsMdZ71YQowrXdoM9/XpGYpx3fQYBS7y4uzLs2+qMCYOLBeNUc98E02OZDguGH4aJMYlMGYer6UKeVueRVAX/NT2bG5fn05Pq8RtzPsmFiffwuZyYLYwYB+E5DpCvvrIoY+PQifrGIx+FL4im5n1CsZ+H6q5nKB7h9mV1VrrKN0zkox9E8H7C1h1dvK/TlD9Rf6oBsGEiypGohD8EeSnqwYA9Oa0wuSZiZmiebs/2jucKxAuMBgmpTWnu8q7D0G9p6cjH/NobDJAPltPRWuzfS+zsFYZ3bZ0avZ82e6ViBfykv67GbHLvmdyB7Dd7Mg6e+HOW/pe4/ohuSLytCfNyXAk5Va+knt4ZiYUfuXILZ3TsbMaDZGXw9ApuWlm5mpSG3ZBmAC+HCXQC62wEQD/V0ndMPytzGpPZfWDcC8G59rKacOQ++Y+Rg6ykB/q8A1lco7vjqNmZGXND82i5qTAryJvN/FKWghQvjEgqR3jDRbFSfxgzccHz1NMYNqXliUvlkH7Id5RSEeyMpCd6+lwOXkEP/DOnAR+HsHZE5eUqs3u+YonTEmhth9gLk6L2NDSUo265u1p08x5BGB/CMvqaWQlbXO58MHdJgLDl4AHq2ZyQbyhEXp61F2bm5lzjTcpgp7SkHGPdZs7EH/Tl6gwhCbcHWzj3pSMzcAslZZiYa1UQB0+zm52blBxxP0OCdesZn66euE+P9uCujnLoVNUZd5QHGeYtCbYUFKtQKDRXHvGHCIevVifdRCfw3ENQZLM4y+JUoGqpLArEsFulsJ2KNlP26PwzrpNwL9a9TUL+8pqdlnFfIgszRB57rq+0Pa0IdRpCfL/filNDlmjqRoibeodWnPdyzsxQJDmtv7AMiEeAeQ4/MY+2TlrpR0RspM5iVNP9+aLanZH1Dbu9qVrv7xmT8K4vuE1VKnKY4F5oaVGV76HYsWgB1AdxdAVx2AJDzlL4V0IXOhQvYFtI80vLykNw7yzPkcFHaXVjZhyzYAZ4mAPwQw5ymKnwlkTBn57nBTi3nADV6OHgUoKP9zl1Z6EpAnh+GLM1hDZFrDwhxLhF9lHy54H5CX9K7lAByDHFKCMlgH0oRu9hC20FfX6PDSGeSvppbghzU7t9bffXH02KUAvg7EVq73MUxo9h1xgSCp2Q+KsIkgKMnF84fH10fqzLAOR43uyRf31oyB3J4L4EpTlvVT4H6BjTEAO5m8fwtwVK5aHCDEhI7RzA4WwkXG3w3MSVHqd7UuVzl/eaTOqJd+4+JsJXxELegXyzJ+Sc3cCpiuvKRGh7iVZXYo7yWG2GYWspkAoxTKf79ONLY4mhR3yzHIPMrtRRmIf434QQo9GJAOQO9TGKZG9xGPDmEvFw8UhOEl9O7dDtGOpGZJb9kij9RuYdKjSwZPT/Xt8kLAD3GtuUlq9m8l6FZR0dv+onbwZ0NQWr2cSSG/XGFJx6MjGoNF1rf0xJ9ikCnVVDEaKQiw/SdY9Zv1UqQUQDLoZKDfpdqXvfZ90esb14XVwmZfXZqdWULpzDkynnzsyC1KCprWrr4RiL4l0JdIJ3VZBJaHVgXi+wEDPwPwX0EXbvQtEMgnQb53DeIb7VqL1HeIPCF1TiRoVyDHfYjejVfBEKoRUllxum8Fah6MIdbdcAfsPzRv5/EI0DsyL9v+x4e/D/21wg6KwxxsUaJc5MrVN+DvFOUvC6Gbd6K4sSB+UR6piUn0fDyA0sbtEkTw0cCeYfU+YV1n6vxwn1FgjUID1xSnhPVxQdITKfPI1F1BxgbiCbqX7jZA4p0oHdJORK0PoOmYKcCJQQJoQrPfE4Dp66ll+8eE9twh0A+iwvqrPqSkErB0MQ2IXZKXrv+0+pL76c2FtwnELMSQQ+bJFjURkuXFmQKXMYXoPEPfVpR2DeKZ2uo4o5zvK+j0b6KQTQXC3esoQLhjXpG8bz99Tf5yaV4/+ueFQSf7RuHkFgsFGP4LkOGA/Qpg7hyGL46IqnO85PMmol5OjOphzb4c5/8VCz1hjnTTpi90a0V6snwxB+p7PC/p9RI6axJgTxBgMoAevs8WyBjYXwHy3DD0nlo9f86A5oKFQPdrkv6g3k0kNHMVgI6g/OikZq9R6Lu1zEiaTVRSs/P7MfD1RqjiZn3w72ED8Gidtb2BpenEmdSY+AzFLYajcyXrqdXJC0DsFG52CKhS4KWgKfKkZp8S6A056WZaO1JbZjtgX5GPpadeLs5KnoZF94YEoMVhXyY4j6WepgHYn3BPierjyo+yr+5i9gT0j+Qn1gIXkHwvQNZi4FUvAEt666RmplvoeXNkXCRgRq1ZdrrNt5agW0dd8Zb7daCmC0roXafejsCZMXxFYdMCQ6ALBdOvDPwGeA9nFj1Z9xyATJ4rKYKf2tJ8src+YGF2bLqi1vtiXVgnSx/dMvLZCXOcVikw0srAHKXlUvXUX3Ah0HFTq2lWX1N5Mp2P9hzAwslzZWLN+dtSX944jo6XBboXRSSSypSQbJKXlEcN+N/SuJi1sCOtH5hHWchIgd0UMAt8wBfmqft3A6T/1Cizwp3dZxi8s0LoZT2ZHzwD/GoBik+XtXWjzIsDcN0+ANmulfeZ1nqApAqS3iPKOHiOLz2JZyq5/WH76tKeoxRK3EEJnqALpgL6MwJNu3T2aEXxQfLha2kw+38vPViEfLORmlmXzhipiD21EEg2CtLlsTuBir8ZmNFhJW8JFit5O8/02mHnovr4MAHYSUhOV+BIAc7ngliAvzgLwWvLWgldOnusokRhkfcLkgoEEktq9v0YZMKsFr6fyyoAJzR7LKAEhVIVkoss9KH38kEY0mNgb8zJOK+0EigA+ybemgc6tylIktQkryXVK+qTujKlIN33Vj8otxL9iaJ42uIAHN25otGL06U9Jyn0e/0YGNfKCo/Sc4DsSanJnKQZXJdqLgC/DWiOdVcLhObj+fM362jAnmFgp1RziVv5kfhB1Jw1AF3KYWXpH9OsUwB7YifsxgQHOCWmnMCmwjrONBqzA37xpVsDvqwlfY5banzJaZihkP3qZT+cZKO3OIsjvgJ3jxa6c9TdVUsDbvPJBDvGEBvpasqjBUqOMNPY7/iB2adJGZi5tT7YzCYY9O0jEHJJRwrwmIX8egOMfTFMecRlXp5r9T12vNvXgPiYvHRFEkFpRXrSaaBP4eJEgC73uJ4QxE4uS3u6ne2FCvv9WupYPv1k0EsKe3Qz9SzfwlWeCrp4J1VHIN+Pgubv0szuFvL9MLKV9V7XoAHYn89iRiG3GOADymsC+IUCFynkmEoxEO7sxZONlZPzkh7e7KdSlrDMS3pYs2Mb/X1ZBGCH+6A083aAPKqQISXIdnHPctHmCtJNkRavBQrALtjS7Wh8XlJLSH4lNUNLrV6a3Oel+8bKm3Urtnct9CfG59VyB0zlpa6CpPkw2tqYzhFgozzSe0SvP2WfoxOQwl5tIRNqgVL8FLS5DLBEIR4uwI15SUeqLfqer3aqevSApdGWUSeItTgFJn+O4laNdjZux8tFx7l5SV2WVM9+7RMiEitVXKKOo/o8X2lNmS2YaxA/dbaMebuVvn3+JW7jj7oWH5t9d2nmJIUc1Qc7brBXTsEqw9Cb+J8iP9nK/Vef62qXGwkMU9gMyFv4/4IfKnJp5wnsPEF8roV5vazG5LiZ3BUfpECHAPdYyD3NsigV2IMrKajQyr0kNEue5KeFOgvfIH37tDjZNaj0JMGXCxHfTWC5CJnoFNG+zLqkQM/ISfciSd6kzjoXsIfGIJNq6ZU75sh0ALc1cydKaM+uAr1sPlZNBKXQ+AIVcl9eUnWN3uvNUUJ7zgbsipUf/yDzWeuYIAHYR3av+yRgX/8MpXNWQOw1QGYp0FWtl+9nZYa8YzxWBgol2InNMpn83QNycTO97Gb3uCwCcJfOut7CfkHd/YRmH6YcrkBznjIWnty70pI3cAD2VZRWftMCR5d3Dw71eo9BbEoJpacEuD+Pp86pvAAL5b7SEoYyADuT8Z/mJc2aVFub/yCHPqrQ16LWMJOa/bfBwoTFYJKld6lecLjFyFxfCat4ByCkvTw4DL0rRq2jjVGPV/qkAL/NSeqcdk1KQrO/FaC/kfC62y3vCGjKwCS5U6INmAArz8eq6wX9OIQas09HoEQbd6+3WnT+tFp/Okx/nD++fwbym3rz59u2YQtKVgpwncKeEUbGM8x4/ice6y+sBjYn6Mv4NCn+JllfXkCFL+6YLWJzrVdntqvHYcgvpiY10/v3DAD3LO1Xm+tQFB8W4JWwlJilF2bEmshjQMfXo9gclvsLKj3pL9zoHIVvO8lDZvZIv6MM4kJA4/ScpR6zv6v+4ueAWX8hdJ966eKEp8ok/2y2cE3qo0OB1ankd3wtWmet92ex9GTviDC1/3JfdKuzwGOtpOUXz3FzFLSfScTIPgybPASfnaewxwPyBwOzZ3U2xi1GjqBABeu6Cv15My19grqY8clJ+qhWfm/tDsBORfG5stqVr4GuYwVa7EdxfHV2NnAA5k36Qgfm4mFYczT9S/2UCHYnUd6lBO5WYIHFoMPLH1Tf/kpZ7/2DvwPOraYovlNAangzlZMoE+t0WGcK7LXlPHvQfuhPC3TOyUv6y85Sity8c6tfBt8NKTbFYmAyEFtHYCdZyB61aEtBr+3m7y4A84H4ke3gibofLVfk1Emuaeq9WAkL/zKQDcjNc4F7W4ESKBAJCBPkvt09Uzt8R4X+sID07VHfCb8vezf5mHHIkdU61S4bQ0edfwJCB6s+g97kbNk2sCF8kHv633YMwWl017IoEYVN7vLmCvm6wr4jkD8qdF2BkLVAt5npCvOrDtgnOb++h7iuG0Q0odm8JDQzQ2BuaUWkx5eeRK4Pw2pKT/LjSPCLegL/YC2Uxhx8/tzxDuH9EaHrp+71b8QNMC0eQ5zKYLPnY5WT6i1Ik5r9CRexQMcuzTAOTkho6zCp5C6debiFmRhWerJiYfK6hUxpltFo9pz8DUjjAJzU7CmAHm0xqNviizXiiHM+f9kJPaGWPoDb2U8jjohUJYV8VJDUxY3GktTsLQKZm4tIU6uYl7aioEmfA+Q3eUnd5MxSSFOLW3RuUUv+M1QA9ief5GLzBI0amNYQ2M/K3Er3keMHdQeL0i5lLmlSewqULFxsaJ95V9G5fUGSfwnywMMe4+8oSyS/fydMrdHpd55V1p1Napb6szc5U+yBiofmBeABDHwch5nNHYCFuS2MK0mte/LTh0MphrADMLBrGAnBenPkqDszLXDuHEn/qvq4cgCOQ84sQuYZyLctipMBQ93hfF7S+4Sd/7DHE7RiYa8XqLEonTxHxi/BuwzaHxdNguLlCt3eILbLbBm7hFRpOV3qNJ7fE8jMvKSOCdr//2+O0/PNKEzawPia2COZOXCo7PWc/OV8APxNbxCHjG1V3CShniE7dXO5M4/cKqUnueMX9I+0MKNcbZwZLQbd+QK86gPXsCagExXyR4E9Li/jWDNf1LbUWZvFYKlJfnMjPnFSM0cAcobTeG6I9HeL/NmC2PZhLCNpGmNgzp0tY/ldC9Wcg9rH8/HRyu2QS20UgH0jBf2lwk4w6Bisfmb08Xo7VcdqmNsJO8LHoGSI1N+1IGlmX+q2pGaJQj9ztowLPR+VnbZzB5zQzF4COWcYelPMhjp3t9sAvJeX9Ea1biZ0AB6jszYrwT4Xg9myBHs1RSuqg5wPiMJJJRT3fkXGzyYfjqme8g/Md+SwtxZkHJGEy6SN1llbG+idQIzqUIEAHW7ltkGZksOBJbXnAYp9VNZ0yjtgEuH9lAnrRXiy3i4z7A36SGzPdehbZXnPsH1UHu8Dq/RJge5aDawqB2Des3thKG15sQInAjKiH/2btQJqCzNuJxvJBdzzRdizg3Cra/Xvv3+Wc7hntUasW5xlFPoXgawriO2WkzFtMfYIc6//G4/166WGaWu+TyO4c3YAsM/crtETFRHE5gWt7Sf1dysCw15zClxN1Y+WmjevnPE1ftw2Bwx3TR86IwQuFmIA+gF9htoFQOlpOlz5gEB7JSAJunsVpJsKcEu0Ls3urcCVCjmpUjqw+jif3iX3AvHtg3xnuHNTyMcFSS0C4jR7F1jqM5DnC0htEAXb4rvVUeM9xefVcqsXgB3Q8kULe1AMZmUFiAn4TyfsqHrKeE4lsDsv6e9xYD41Us9r5u+b1OxnnbDrtErjbFcA9mvea//BInYYPRAc3ZQ7/1v8MmV8jVqlldAB2A9KGSp8GEC2Anq3IT+4+qmO0VmTLOwtCpwnKNG+6jd96F3Dl6YkgRqfLgvyc1XgOZac2CArU3dft1nIS5U7xaTO2ACIvQzEtyjzWCsD8GjN7m+gVBgiui0ydaJ6/nz0rtwskHMrHX6i/nqS2nMIoJdYlLorVa4qA7A/B9mXFfIivYEBZH0P5m6q+SyX5tI2p7M+RtpHH/quiVLz8lW9iDpc2r7Sicf8jmAZhWzcTEp0udz4/+KLOLTr5g70xdoy/8MA+E5ZVERQmhcH5lV/MPkBVOiIgnTv32wKfEvSorsO69jC61CBj2nkfwPYDJAPAV1dgVcEevcArKeNzb59MwI5HZAjFHLdcHxxUS3cRlJ7zgDsMRYyuVFZyWWXXhDooUHkO0drT5eBPhSDbFnL37ne/dNyT4AhOemOhA+h6pIFdm62q2w2/+W/1wrAIzW75iCAmSvWfocCYGZpuAAH5CT9RL2+KRNbhDnLoPgvgeHim9z3s/OSYjmuZnOLaFKqSA9rqbUrAHdp5nSFSXrgP09drmeGACM6Yb/WDzNdYI+uxSqJFIBZNyrBvirAwkYm2Vtqz8Zx4EmFfUUgeyl0b0pTJrVnCjlSyyO96fQ2uxSxyc1rM9mcRen46hRoQjMXCYSest4qrTIA+zzXjrcAXZCXNH1l29acyAhBCVML0n1+qx27l22fEgaNK9fok5o5XiGjyqh0/yNh7wfMqgp7uKM9hLaCa32subUUxasp32ahp4d1MuL1K+bvjoJ0s9azqCU0e494ABwuJNGnPt/z/1obZ0C8HajEHaCp/K0pAVKk+hD9wd3Huu7807ieNTTXD/97uVX2IwoMFoD1ttuq3aF8H+gs3+UfK/BiDOb06vIEO6Wm+QIMvUqgY0oo7jFHJtS1BPSpJnHakN5Q9nZtNnVMIwN6V166b2p2bOXfk5p9Q1D6NrWlw5xXPjahPZcZ2E9zAVyWgvRfHYC30XcGf4oPqPREv/SYAATYUoaWHsh0lKrZfBCveRHQaQp8X2Auz8tYKhE2bEmduadAjspJN4VRWmrtCMCjtbC6Qf+8EjRN9Lavugduxh4mPiqpmTsF+nxOxhHlv0SLFIDZQ1Kz5zqnEa506zZ/ZaSPADIKwO8oTek8g++u1o9uaSbrneyLXtxPUEVe0tRcrduSmilayKFzJD218iBXp3itLBdXGYD9ufCQbgcUMWR4MyeTsPdIS7Y4YkQzv9OH3mOj7AYrr9ml2akKDMvjqb2IVnd1i6sU+LdApwIddwHFiwH5jgI7A3pHDANbz5atWqILhb3v8vEUFlHgegE+NiidNFvGvxKmL7cy/y0l8Abw6bFzZafPvfM9MY9Jl/ncRLPAQFILMWhBmL7/79jwM/AlfD5oAB0bqucmhQkCXShA3kJHCgw1xL8ByBqAvEFktq8ARlvU0htFfOmfvKLBF6vHINwx04hlbQUeUdhpc9D9XDWIj++PAETAi4UcX63rXL4D/z0Rvid/GcD84xa9J7VuUdUkwdIU/hyUbdGl2f0VOG19pMaG4Vg7BTMKfkRmjXRpD+lAN7aiGFU5DdUBOKHZmwjgU0AF+KuBOcPCEneyU90Mgv9d/jnBWlQWM5BTg4qLMPYIMIzeweHfwCXPaEcATmr21wAYX36U1MwJCjlMIEpcgRMAoh3m2rXQ8ZEDsCOkTwVk32a8tKRO3xaIMwh3WujoFdH79gIM+bATdrV2uubUexhcrXagYzr9GPOS8lRJarXRmtndQC5kOos17IKk55aPc7WKw/KS3qo6APtWYub31Ihthxxm9dh8CtgqHHeqCLtH1Noo+/V9ihe8CMjv8pIihcpro3VGt0HsIEC+BSht9cYCljaHG1jIv5uhElv9ITQ7n/MPKG0iH+oHfhJEOajcZ6OdjV/jV3LbL1nWJZFm9/j/8t990RBsLohtqtBRDtS1CQAG1SXUvIaj78/VqWHfLAW7AuYQAFurJ2GIXxfxyTO1gqXzTb4MkB0UekZB0vxI1myNMiW1TnBZtU1zeHLPSsplvf7H6xvD+vDxaxaxg8se6UGfNS0ZFfJ2pQFO0HPLxyU1+/cYZKtWFKPqBWDffYwANGpj41Y/CM28BjDUVz611ljH6MxxFnI1IGMtzA5h7Srp2ibAo+0pzWVbQkG7ssKDBOoqSlsJ9EYLPdRAqKPgmUo4pUbqQC+lwNdCAM7w5V5HgDS1PRuJPSy2IwQdIUZaYDcD5U7s0KhenWFfwtFaWFewkFSHo/KSerze+Yfy86cAACAASURBVDQkGIQFxwjAl+f+AZQu8mpIvrZnxgLXGOBsoqDLbiS0g3sbPUx/XZCX9A1hxxb0+C7tOV1hjxXYXaKmo3itLfWVr8bRlwHMpXkZu8R4faCN7ACYc+EZ0WM2aRp5SUe2/Ap6f82Oo8ftl9DxQ4HSZ/rS+Vj1+jA85XJtr4jSzq/KBM/g3YElmEr86gAwsprr2mxM//f3JWeAJZl+mM1LkM0A4/GNBcraLNMOBKW85nsmy7wi5s9ruNP0FoYzJ/oLQ/22ejthuUux8N45sjVrvks1imEMQE4S4DhAb+tD748bZY1G6+zJBqUbFXpOQbqnNXuevvoaju/HQHdQcGJCe86jC1ZQcZCKhWN8AYZEkp4s9+Gbrsi7eeluSTGqVgAWD0FeuofIcu7uuchxixliZkZWa79vodmvdQIUCKIb3p0A0mG8xxcvKDJ/NLAHhM2G1V5MtRaAk5rJKuR6BQoGeLaE0uQ44jQTkbKffFJfXgfomJ2X9JrVY2glAD8hwA8B82NAZzXaPZQDsIFeQHUdAF84svuFyxPgM0ZnjbGwD8Qg29dSsqmcHJfXP0eBbxvIlZ/gwxuGYdWEgU7jak8Q37fSDsyZhw8t2001+yFH/XtSe6i/fQ0XCDlJ/zZ6PzM3B+RZg9g+tagNSZ3xTSD2NCkFgPF4s75iV8fUvHS9EfW67TiPiymDhdcDQhs4ylo+E7TfMTprLwt7FZ1ZiEfgeQ5MkxHgpZykm4KBgl7r/+XjSPkysBuXUBrJRbVAtqSjE4C1/JSxx6X1drbO/9hLHwdpvpgBKARykHi1ebkLiN/V7L1zgEhuDOaUgNOaWSs2QsvXGucYnTXRwlLvetugetduJ54pQSc0U3eqvqbLyB0Vhi9c3Ue7FKOqA7DA7quQhwB8XoLZ8xUZy4U6S5NPC+TRSn4uF84rIE7hHfKDb+rD8B8NxoLLAX2zWj2x2fvhQJqkVK3UHkpV9ABMb3iFHCvo2AMoziIFiX7bSc38pQizc6UOeEKzH3QAW1RS9pI665QWAnD2nY/Q+41VMOhrgJlRBJL1dg/lALw+Utu+hZ53AT1ZAFpJZZb3B2+0Zg8zwA/jQHcQ/mJSZ5ILebXCrElrvRJK3wF0X4N4V2UAdhSeqyni0ewlavXvdGoht85RwGj/FqkltWcfhV5PW6xq2ohzDyKP9k2CWkjZAGQu6SIKZjL8enE7HI4iDX5xaof+w+9U6vU2668WvzOh2bRAX6awzLIUH2k2tv+Jf2cQKaI00ni7Wjo0Gf47AtB/lPWm/X9L89bH3//8G9k3NKDNCfTsJwAlITdU4CEBfk37tmZz4vTLmdJcw8AcN1vG/L7ROYv54tjOwOxaC5BVfb7Tu36W6mBhykxJzRLN+5coFEUK4hjg7pyk7282B/X+ntCe48jnblUxqjoAA0pdhPkWnZPLAhNOq/onTsvb003gNwbQyxXIKzpP4bFO5OjtGGRUGDS43x+9vWVqXtJc7LXcotaAnWTvHwR6oIVwQ/QIN6FO6ZHlrAmVg0to5oUY4hfy3XS2r5yTbSIFYB+U1JfJSzeBFJyUKwWyBlWUas1IOQBTiKNLs7wwgRevKnCPArcXMf+EZqmolme6ogOq1tCncwWsuR0VvYL07WsYgzD5j7xbhmxbkNTL5XPdSvc9QNOUrwvSZyvHkJKhKFEGMN+J0slRa+ldmjnHQg6JQ7qrfwwJzfxdgA8U+L1ADpyPjzbgqrNLM+OtL1i/JyCzFfbO4fjyw0HnspX7XupcVdOFWcco9CyF3jkIelkQbmAthSOCOwCcUIQd1Uqdva33txw7IydXsAJLRJ7rki/CoZsCBBlzJ2sJiHK72o55rUhG8rZY7hiA2UWhhwAyUYHn6awmiD0dpG+KWgg66bCzF/EBZUGgRlNWodj3UQfwvWrFtFrnVgi4/DSMXnuXzh7vp2i9dCzFSwI3B/x8vQ/RpCfLF0pq5haBaVkxqtwf08gdAFkfM0sY/K0ym8KV7l6jlzh1IRgoFYaI8jUs7PGV7ncuUBNP863AE+IOTGrmENpC5gLQ1oL0HT0Akz6HrwlkkEIXllkkDpA2t7oUmdSeGwT4cwkL7xR0clH2n89RpB1s+OaiPHVM9+XZm+vclTvw+RsxxL41W8aynrZEqwzACc1uQc1ohZ0sMNMBYZpzBBD/Vl66Aqepwo96yTO4MqVsZiGElqhb9RBJzR/9Swth93tdxjEge43GFArcG9Tbs/V7oNpP8XqFbmwQ+3ZQFOHSzyd7s0DXq5bRS2qWpva/F4/TJx9Y6PmVLkK+2lBxRwscJsBYBZ6IwdwRRa2n1blwHE+CtPZSyPkb4N1fNNuJLdb4lQ0WAt9+Del/JZHJq+c13DuhVcR5q/e0rM73RQO+NoK+w36N1lCCclNAmb2hJrJXoxXoPIGZF/W9qjd+XyTHejrMAnlDPQnRjruDZlN8QJacAMipgP4W6Dg3yLmLNcP1N0E5tW639iiVv0LpXXvUp1lZQK+Nor/s1LW2ykuaoLPIrV2KUf73zdNEYLlnPYvONedIYlEd3qXztzKIHWNROg8wpPidlZfUL2p8b7izn5qT9MNhbyyoVGXQfqMEYJ+PPvAqIJS+TQ9g/nbcQDqw59sEG1ZvZpyU6N40C6K2el7SXOwHd0OqvCHaEAJmlbyMJWLYawnNHCmQI/JIpaupAJUB2H+Q2bxAT2ENwaJ/I0EHgQ3fVXROrrQ7DDqJUY7zwRp4SYB785IOlcYt+wGzjq3Q8wtI/5IKNUnNcgU/4kN8sf5fZdtAO+soY68+x+3c6rq0NLuGD7yK/d5AZ1VaMNIiDBAuitZQ6O5OdL+mNKUvxlAiUOZgga5N7jLT1HkZt1zrxc5InbaHw52K0aIsRb15qHS5KUJXESCjwNSourvN5nt5/p317RjMphaGdoOjWKcVgOjM98uWhb4ZQ2xeDu/8BRHSx0Hux4nUU17wQEDJCrpLEJsWRo7R/3ZQ6pAKVfo3QE8oSPcie9RG4wjimlXrfOpdA7pOWM0CBlCFOTSot22N3/TLFvaHc1qUWkxoZsEg6LpBskKN5s/J8hK/w6C7FhAfUV70OLzMq4A+RFYMHZvi0DNrZReqpSeDvDtVsedphbm+IGO5KGq5RQvAWfoWf1WgX3UiT97GMaGz9hLYg2vt7J2/9M8F+F6uQhI40g44qT03CvSp6hVMUrOvWODaas3hGgH4VAUItBihKP2oIOOf823EQP7p8RTlbnlmA3RAn+Oip95iT87LuMAWX74dod4vkONYIxVgEGlL9EUG5HDuwhohrQMMLfQhBARQio+71UbKM/U6duIqGQO5Nicp1lVBBR2F7GSx8CRBx2sCifVjYKNm6E/3sSWYaX+FzBcPuBafFmSXEvrG65wwWrN7G+BSpugV8dPz0vVeo74rfV4F5gBADhLYn+TaIIDSrntq1I/7sDFlzN8V62SskbFEZCkPSYcw2hD6GsidrwVJ8bY6bqeQxSwZ67obhanrVl+bErgWlu/lJoCcEOYbUfaNBrBvmPKQk4Q9HPhsQl52DJxCZkawE19QknOvnIyZFXYenTXk7/NIbRRFerJ8PVe3blkxqkt7jlPYK3yVsYFxQGcOiG1aoQzIlOo+BHUKzA8aLaq6NHuYBVJhMo9VAfgfJei4sIC2+ovvcCAsovIFQn3wXgUmVi4AE9rziIH+cum42HM8YE+lLWEeqWGVzzRiAM5ON4h9pxq441LT9/RjYGTlR7o6AI/WwlcM+rliekZgMmXEnCuwPwToz/PSfVnYFzfK8c6t6THA7lwtxt7goTk7wtJ1CtwBmH6BvVSBXkrGKXRWQbr3jjKeVs7xNV/tg4C5Pi9j6bkbqnXp9BGKDq68D2Gq2XHcfpmX9Ja0/2I6TSCH5CR1R9CO3TtxsAJ7CHSWIjZ1EIqPRq1ZB70uj3MWmtS0PpGynjHoVY1qfjSFUBSpT34/AzCAQQI5JSeppRRswoyjnce6WtsmpIjBN0lw6WOsKcAfFqePLY015gUBGrZzfMym9MHsHIMcorDbKOR5QG8XdDwVJej7QXzgLMDwHbqmgHcvC7xL1/NNAjtdIpDdS9DJYT7ajrt5MzCwdVhTFOfFvWZB0qTLhW6+yJEMKkjqh6FPrjiBuBVAvp+TVDTFKL0vlsC6Fwv0WMda2ZHa9GUhDsXA6gD4TRgLyCFBFkVUA7OQM+oJojS6X7egezsv6eGtzEtVQA/FA/Y3X7KxAPtX3q/vwjf41U7ohuVv2z56X+wdrEPa1a4EqxksfDYGs3MlA0fIgwwLEEhqzz/ykqJF2VItqZlp8HhnaZrVe606APP/o4mBQGMK89e8pI4sH+tzpjofF+iL/0HvqcsjlesjmHGpRUf3HEnUlZ9bPEbfjhAY6FCYB+PAFkXPVnUYHyY1UBcOAN/47+CUclc/4K3Q9AUgfloz+c3qB+jcTH5VAiZYzP9HB1b8AIiv7B9XJNXgo7yktwv7A2C9NY7PvymQwwAZo8DjMdg7WnUzCTIOp3JE1avtKIzeWGd21toWJfLEV/VX/LKaBXafI6lckGu18xhK9cUhm1qP5uOlj4l+Zw3pfdZny8GWgXYWxv6lld1Sq+PmQstADyJtT72skNwdA+4Ki3Jd/Bujs1XpKNpUElvQAfyoR9J/DzpOZgQMFnoa5gMY+t15ssXHQc9N6MwNBfJ7hewdVqfA8WCftyiObSRl2TjQZN80MHvNlrEeVz1q8zWkZXgUxSgnXnSbjw2RrwhwUln4ggFYofTV3g+QDoUe30jopDz+LfTF9Tow+Mm8pCjAEroxDa6QC6Om9WtdMEwKukt7DlfoLwA9s3qDmNRZRwOl0Xnp9uSKiUkZBLmNAEaLQYcQrOZ2yLeXUe0URZKkZh/MI7VXUB9Wx5lkEbm71g35+p7So7DjCzLOsxusFYB9zh4ucB/0dGVfrj77K378ihi871zZ0hNTX5bN1VH37EPvxGbgmyo3JBpT0FjiLOe/+wG9jwFZxULPmCNp1k2Wa6MYQi/itwqwikX/gfVEC+oNyrd1w9ELgXGDgOcFMY/zPFpnbW+gz8SAbzTjUTe64dH60urkUYtniC5fIYqaxPyg9byok+l44KwP9xuUTp4t4z3uYnXj+1eEUM91H4He6q9gS+MqTSyijqHWeb5YAmUYuauVJEUbfFAUimXRCoMSHYPmxSGvLY/sQZD7S+rMTeCl6zHF19TWuwSlO3My4c0g5zd4/6g9znQz03zHhQ2C/jfKPAXIY3k8dUYQtarFQWLGGh2IzxTggjCZnvL5Cc0+DEhPVOU4nw6Ha/KSXuKbGGU+k5q5l+nSsIpR7htOH/AstdgB+1uWYpzdLAMMDRdYsiPb44A8Ut1B4kdCe2gmES9Iagld9qD35mQeNy1I+vtBz2l2XNAA7Fy73gTkgVoWphTkKEFPfkXGzSzPn0IeKWDsmeW5SWjmQgMUy2Wt0drTLQnN/E5g8pWyhI0GndCeXQW6e9mYoNaxvBApDHlJ04OzZgD2TQzibyt0cAHdwyG+MntlS2qW9mL7lYBJzUj1zSY6yN8Tmv2lYYGjDp2q3EdlAPZNwLkb6ehinTGp2T+7jweDGFfdnztZy3yQMbTzGN8kHPsD8UlBrNKWnPvMtYCMBvQTgbmLBHP+nchoLjBq6ZpGGbsDTfEjznrxx8ujXky8AT+wAv090PGjeuj7hGauEw9UovwYpUoY3F2mXUS5V/qyDseHIxTY1IBuPmD62NM+Vlgu2lyN1swrYWBe2cUnyrWW1TkuJfxtphwVGCHQB0gdCsLXbTYmh1KmU1o3Ec6NMhX1g7dnD3gPIFflJXVds2tW/t355j4FgHXT88Kcy2P9BWrp5gEM3TKqJrx758gbZpBrqSU1+weBPbDakrPx991bADC4XqPAGGe4c4gvQqJXqydChJEWpc0NYs9byIFB08lJzf6xBOwe9VtOkwOFvFKQNDc9bWlBA7DT0N9oPladWK2+5xaiD+clPYJB1UDvVuCK6nGSE+3bbqa98qRnvcjdiEHnTMBclZexNza7q6RmzwLks0Yvt0/XGfizwhxckNRztXbAvI67KQaITeoFiKRmvq+QHwL2iIKM449jmTWOWzFAjdknGrkPLW3GkD1VoVvRjjChmUcM5C4LXGJQnKTo2BZQ2ok9rug/Py9bLzeqlT/HXtqEkPdDq32bG02kL1Yw8KR6QdgzJPdKCqM1s4OBPLIQWC+MHnOQh+YDHMx3BLIbYHuWZb14M31+hcEYcrpCj6LQChC/tlaNMqFZ7oY2AISo4XfzSO0dJNVbTh8rdHO6TTHQuvTx3/1drZ9CtpB5ryDF9PFSC9Agc7Y8jvFR8phkIIeqz9d9gXXdQdAn27EbZ+bIYOipAmUp6pcDGHJRlAAW9V0vz2FSe65V6MqFJgvwWnPuxBVyCnteVJ9zR3l616A3MVu2pcVi5LZYMWrVlYLKtfrIbZxvIN+jrj2AyYA9FDD0cx8nkFN9paeef8FTxZPVgzIF3M7+CmrpR72ppGazFub0sHrajb9zzUFYDqB5UwkYXWvx4Cw1+ft9X4BzLPSQWuj1Lp0xUhF7oEIj+joPhJXU3AZA8QWL0oFzZPxLTQZ8l0BvaeZ/6dw/zurDe2MG4SspQfwiCnFU9l02MaABQKMCPoUfFHKPQK4qI3SjPsRm51GgwXgpKPlRvRRUdQB2L3tBgB9YKFFyVALqFMhnOUld5Ij8Z1BeD9DrOqHXtuPD1exeFn9You0K/MVZRwYQOn0ssiRMaPZ1gVKI5YigYwhzHOvFMfROMsBhCu0ykMdLsLe3SsmoNQYnLEAVpS0U9tSCdC9Bb3DANhrF0ylpZYVeU5DuRWbqTtjhGy593CU+8pjpYyoBeXxaIpAVxXmDYV5fns89zJzXOtY5UVEOknzdPynQUl13qWsoqK9OZbmLFJhehJwVVOKxuq+kZsgBj5TtYV8J7TlNYA/oQ9/WzUpQteYqoTNPFJjdagnuB30OTuznSDrGBT2n3nE+oLA0LaiGu8uWHSgoTlbEtlLgIkCotkexjOuHoffHZYMMPwCrHQC6guJckpr9mUD+kJPUzZHuzX9XFvSjf+1mLIww/TfbAXfpzLEKQ73nUwqOHbL0u5d9C5AMoGOB0uS8jH+r/iLts486UVqd34GE9rywCAXteF63G8S2qUY3V3aW1My8GMw2QcAVCaUpsd6nKBZqBWCixN7C2u8yoOdlHOvBddtY7VmvBH1KvZcidkZYcFGYhzJaX9pU0PEMIHvUqj9VB2D3A95JfI1mKqTsB9gfAYaWiyMXB8KZm/jqMNhAYU8pyDh6Zi6X5vSTnxKYR3N+XcIGubBDMZMv/e0yeMA3NdBLDczo2TI2lD1gkGtWHkM7xg4Ygj1YL/6ywN5pl0G92OeJUlRd/2lgT6o0u0hq9ue+6g3pPfgaa52ArORoPmsAeL3MqVUv4HbMqxQpCHvP/53HEwkPxA6wkCni+fDqtHbUdavvye2IWOf9klNKejHKfft4h9it4mEuwuMdeM0unb27onRtEXZ8FAU0x4OdYzGwyxzZ6tUo9+F/Q7K0Q7yrrFEetR//nnq+o7C75KWblo11G/EOJegtFmbtDuheRejXSSfyNSLkMWcTSEnaRS2pPZ+wTp2TVCCP8rL0ZCfsllH5yE4E5IW8pNduZV6qz20UgJ26IWlkH87HR8la2tNuE/kEPJ9pOaBZXExqT8GgeBTxJ0nNfrgEDYlUEyLaaskScuAuzfKnvKS/HmQSHK3oSYUeLZATq3fA/kuXuUogGwdZ9fnIMnOnb9Lde1Betv1PkHFEOcaZHlwHDIyvpiHUCsDuB/QEfWcplZaX7g27NDtbocdVcw8dxYH2gu9TX7pVtGPQ+4uCDHXAi48A6TOQbTlWB8T7E0EYtZ5p0PGEPY4pHAtzgEAOUOh/fDGH3jvb9h6oSgKzviewZ6un1jZwCQFsfp0f5BH/1TeS9+q2VytKNxbQ/db/5PRxkDl2Osx7sa4rHhCsfXXd6uvTljCO2EWATgbkvLykQpnTV/bnePxErD8fBfHPvvz6nXBhv3ul/WiQeSsfk9Ds1eTI5yV1QpjzKo91PO4/9KF34yg78BqB5QpA5+ele5FYUvUxY/TFtS0GkdOaXQG9P/gUQ8eJpyyGv1uUjquVDXU1zpkWpa8HBSUmdNZuAj00L6m9os4Pv8cK/V5B0jtH7aPWefUCsCtRUdWRte4da+mLuwD9tAK54eg9rNpCs/b1MtME8mwMvc8UMSS/FA+4S3suV+iWw9C7S3WHTkby8ryk6Z8aqCU18wtA1gPQUetj7Wgvd+fx1EpB0IrcNb+NdemksZtBbFKj3XqgATY4yPe6xEFAfHwlVateAE5qbhNFkdKNqw5g/modGH4UgK/npXupH6ZLWx+nADmq9wKxS5aLUIXHjZx8CYF0QbmRSc30+AbpmGhRHEd6RUIzv6eEocKeGMTGrdVnUeMDw5Q4BR6YrutR6B2CjseicE2r+yYFoxOdP1ToQQK9COi4sZxx8bl9616j0O8I7DZhAC7tnoNW+nM6zN+0UJqHb8O6rgHu6IB9YlmkyflBG4KhLNGcwF11HOaiZruFRvfXKuedfZfFZ+D5BXffF2U+u3Q2fWCfGkAp0QpozikJjstL+tAo41j699FDmueN9eQeu3TmaIV5RCE3KjpuM1jIlPMhrsRycr0xJDWThydhGl876PfK39mb21tRr/K50bpCZfmnPfNUuwbsg011hMC8mpMU3eCWaP780Q1K1ojhs6/Nkh0+DDIeMkwE+Co1MOgOtbQQh6dhmn3IQN6qlCVk5wnNHEiR9rykTwtyMR7j19iUupmv1wrATtd1ASA7hgMJZX8A6OkGsSnLUnvYpR9Jqqe2qdfqBWB/jrKX+xOr44CO92hT9SF6N6rHZ+buqgScq56xgV4GdNy0LNPr5XtwvqanAbpfM3WgpGZuIyUBkA0BbDOAIRPjWLgnYM8W4Et9GDbyddnss6DvRDuP81eqQycrLPWoaZLxmLapXpzQ/IbAwLX8wThZy+fKY+/S7NXqaWDrzjnpZo34f0Xz8RSGcpBUqPozswit8HWD3LST6LuC/GDAnlCmJwY5t9Yxraq++b9hAkWLz/o0ndRFUceS0OzvBPpkXrqZ0Yrckppti/RkxTfqfYPYVrU2KO47fhk51oD5ikDJ2OhUr7RTn+JDJzmBfMenyS1Wwmp00/7Ovv/VTpQ2aWVhl1TKP+KRKLrajcZXawfMb7iBTFAoKbUstzLbt6gldNaBghLfmScA8+UwO/uEziSYkfPNEudaNZWwfGF7M0OBmwuSvmbxQ81cKjAspAdWQnIB6yd008lJiv6tS7WkZl9XoCesckyXZndU4NcCXJJrIzS9coCkJqyED59RYEYZCdwoADtQDnmQP6IjRkKzTxjg+mbykG5Fz5oYRS/ocft85F9zwBPL+riAubCWaHq5m9GaOd5ANskjdXwXZj2kniNU7AdAkUIBFKjIN/KDDjiclg8bo89/2WIILe0OUugaAnOnRfzOVvXFXZaGz+Z1IH5qGbHvnE/oznJspb5ryzfS5g7Gas/GReAAgVJwZpAAdwqKLfN1mw1zjM4YZWEIcCsLObBW1lJrVfe8IkDdAqhpBUjop1btJfXqg0Fv1Me34Hd5PLlxkCxgs37dN4hiSCtUH+vm70jA/gKIMYP0R4X2C7DmMKy5Qz1HM6fN8KpBbC+FfTpoAPaR6ejKS+roZuNuEij/aCH7z5FU5Bp7ndizhBKWk8o8UyBzAPtOXrqZBV3UkpolIvy7RcikOOyVAvuLnIwPbCrhOOr0DuYO+Pm6UpSOTPyyQo4oSOppF0gfE9hzw6bdnPvJixT0r0aZ+v323AvYHQYwdJ2w9ANfeUaeVNj7C3j6rHa8wNUPyikpzQTsFXnpvqlRAHbzRPmx8QVJb53QDMXJ963cQTd60bo0uzc5ZIC+AtjT6iHqWnmZK88l99KixBrYffWk7xzQ4DxmMJzObQbAXVwJK8AfxDEDQHdQRGS7xt74Bztzc18kQmns/i/u9BT908KKkpSv4UtAfnasQE9mutti8BUxlD4HiqTGbQfohXnp9hxO/ic0H3lv9xKAVn/0771fvTTgYgvNZTVO/l46gXMJ3FPIlQWMvTIo6K/emJzzVsvOX+w/oT1nswTTCbtt1F2Z20G/4hZfv2tlLt1HnSW6trw/DlB7caVYkq9E10vay86A8vcwhOUAgXBTdGoMpruR65WvySAr5fHu8Ums8x8gvlGQFDR39gqcFsZDuXoufZehIR/3YdiKr8tm/a3MdY0FyaIA7OLUfQpzpMDe3Ac7sux255zTKOKz0ULI3oMQL9ERqVJ6Mui46JpHYBflnBtqQY/WGd0GsftKwHbkPyW15635WGXToLyy8oAcD/g3gMwHYqOr63SUTAPMBQr77SgIQKIQBf2/FchH/eg/rJ0w9fI9lCXmBLof6yaUoqQ6VK1JT+isSQL7JOlVn2Hg2RUQ/0M/hm4RVA7PT6sOpobx9xV6Oz/2rQhANHsxHE2Kil0f1vJI9e23iiwhrMK+nFj8TIU84UvV6XOk8ZTtKZtdb3n/nQsIgeFOlQCOLANoEZ8+HsWDmqjsTsR+otBdyU9XdD5m0E+wBqVZH/4MxaPelAmkLC335vN14zsI7OEAtnV13akrYM3HlodXsxOyoEEJSxsPAAM/aQfvvdL7ehjWOKmVe0norH0FpcuBge5WxubwIROCgEebvQgJzf6pBPOtV1uUnixfx+m2b14WS+L8CYqs9xJgR3rc+RT68DNg5i7BwLaN1Msc6JJev48rsD2APueG9EWje3PfiSfykvZ846M2B+a9o5JRErWvegHYIDbNovSSQpgpukB9NDrV8EBqqiD+sEBz87HaiYx/LOHxUxjFVCKh2Rd9sZl/r9TUjMGBA86Mj3fktwAAIABJREFUA5OKANU+yHEM1cpCHP6Dw3N5SV9a2YFT1/q1Q9VG4sBReH8lrEKbsu0sBk2eI4l3Qw0ywMHM3wsMH8qAILZ7vQDs61nHmYZ+/0P0jVwFQ5nuej6IXmrlMHzEqKEa2Pas1xSQvn1ZIW4dVeAKfrgNzK6zZWwV9SDzfhySKuvxOhoJObODADseMA/T43W2jFvKDzrA1C6XQ6i9Ogif7iIwhwKaBPQxi9htczDmpbDz6gCJXBF3CkCa0k8B/IM+e0Vg1+WZDXDIVNK09gH0bUCmLeu6bo0P2TedAtyHTj5ybjseKpXS+OEX4JawtqFLj9HLijzqlOEi22S6BelsQXH7VmU32yk9uTgAZ24FzFyKJSW1fM9YF9BfxGDOJPjNZb5eFsSOzMmYmqUBh5KmKQn17TsAvZdKdTkZF8jhyd9YiclLuiHFtNl7ktQegsMmFSRNxby2Nr8GrCsAQsOK68XLluGMHFIpZm221OmbxREn0v6myrhFYKqFOTGoCljloOkmCOj2FORoGoB5YpdmSJQnaKPQjFdWa3bKAZgPW1F8GejYslL+z3G8PCDLQmDLVhSWujRzukJ+IIh9K4oVWLOnm9TMyYBcSaWYRmkVphkUmAvo0wYy2wLnF6R7m2b91/q7y0R4FoEWclKUhx70us5Y+0SD2B6VHF+ing1wZU66KcvoNbc4uwXA2YISlc/OyuPpMcuiDBB0/EGPS+pLawEdtB0kIGk1Bi3yi+dImo5CgVtSeyiuQkAGd71rAUot4B0sZI9216sqB+UyMp6EJ4ChAKYuj7pu9cR06WxaihKAtJlCT46Swao32Y4KSG79qTlJkx4TufmLWZlhET9hjox5JHJHXsmMkoj4qB2I3IRmrxfon/LSfW0rY1ryA5/NCvRMC0OpUH43coLYMeUNg8t4ZdyihgvHRc3nBXuGGgdTBEcg3Mh0APGx4U17sm+UgN2iSk+WB5XU7E8VyvnmZqStzYGwzgXk8g/xxfmrYuhrgH6X0qoJzexF8SeFObkgYx9YPJ7cJkDpoRZMJVhX3oWqYIECMC+c1MyjgPRGSTNWSlG6F25QXroXOSBB1STR8xGgLyvM0wVJcWcRufmKMnqDwFDNqu1WcgnNviPAm8PQu2s97hdVTgBLztd5dEYxiL8MlL4ZuabrcVSzhwjkQhLliyidHUU0IMikjtLszjHgBoWeU6YYOSWb93OSIsp7UUtqlrvm7wALNgaGPSSQeyKr3QQZ3DI4ZrS+vKVBp6sXKyUA7y7CTgtKK/Hra1+QTnYWDcst9CoDIcXgzFwbzTho2jAAfEthDgEwkmleC3tHM/W6ZTBl4FgWQs6gPSWAG4D4T9tBASuPtUt7TlfYYwV2l0pRlCj3wszHYCx4UaD35qR7ifc3bH/OovOhTtgtoopKVHzIO4DiXxcCiVY2HdX3kNQsGQkESG4G2O/lZRz9er3mMl0UAHojL+kfeP+n3hdLYt1JCnuwQHbxgZV08ok9Dgy8bIGTaU8aZq64szeQy3KSmhjmvFrHJjX7tEKuK0iq7cJFdO8TmFVyGLtzEhQYAktpU5zY0NFFmF2qSwNJzV6gkFIUUwlXn79JIf+hq1OIANxzAzxJOvy0+iPcbIIrA7CTN3zdwuxcafHmVLOowEI6Uk2npWbXqfy7bwoP1mGntgvcsPglzjK9RrnJZ/OSJqR8qZbUzI0C8ydqywKgess/Bfp5TrojUx54EV9Mo5+6ud8F9KY+9F3TDuJ+9Q1sqT0bx30TgtuZQkpo5rvkRAv0JKDzjUqqVFKzbyn0FQO9kNy4fhRHLYs6fJjnH+lYVRmN3PYGlnPLlFTGrxcPfTwIOJC7rBgMKVtbCMBFJFPdv2okhtBsnNvoO4M/xT93cDaO2ymEqmRTP8QXjy4Pq87q8fnqdeseIdDz+fuKhbQJbHa/ro7MHXWqCLtHOxaZCc3eIcCCvKRZt2up+aAiubMQVVKx4upuh39EO+rI7NZfFBmC306kYUoJuku1BzKFjwDZXBDfWVHke3owIFMA+4HC3B2DuadMXfKpirJbXlKBdR8WfyMz11LzvFxHbWXSaX/rrGLbWlZMapapdRo7nBcHbi4CrxQhE+NQLkxSFsXda1lKJjX7dgnYKczO3s/yxgmupS78gABnU1kwcACmqpOF5VadfojHhxEcrzZjoK0U61WVwtxOsIPauScXMbDzqzKhJS9Mf7X30lqKQQ9TnaoDOKqRGXuYF8RHQesJCrAefF2t9JEThp8AxE8Eiq/BM5QAHV42D3Otesf6NZziTwEZJSidnpPxLaXoal3HR3/TnF7p8HSTwFykUNaSvuZzSKl1bJhm7wKE6O2LDXQl9e0ZF/lBt+N+l3cfI3T6sGHo2FWhh/quUJZ1yNtySL/YsF7sZSp6eCxronyHVwHk6U6Ujg+DuOUOAtADAewrkL8CcufyrutWz7mTJWVKs0S5znbX+33Z0Rjf43f60HtsOxaWCc2cD8i2CzFsx1YRtL5vuJ6yPt5L/Ub25QK8pZbQzP0AprWcttf7Ygmsc7hAzgf0ywDeLKG3+xXZ9pPKASY0e6JAzwbMVKdEthK3vwJ7V3Vd11GZ8hbYOXxZJsed/dutSE8uDuS51YDiW3lJr9jSZFed3KXTd1bEbwX0d4BQy5kaB58DOhKQtwfwybG1QJo0jDEebTOYqYS/Yeo7zc8U+RumwRgyLwbZifziwAE4qVmKTbNWNhXAkRbYKeiDqeWGRGsqgdBz09nc0dDY0v6OsocD7dq1lukLFkjEsHC32TJxCXBRlIdapiEp+nsB85JAvpuT9BJUhFE6c1wM5tq8pLvopuEDGTRuED+unbVpl9LgR/FjJ2vZVm1mnwIwlDZkXYriHlwR0r1GMPQbMZQ2VcQIZqLe9QSnH0vwGZHRpxM1GIPMa9fCJ8qzasc5vkFH5wF+io4ZDZlWRHFavUWir6RFEwuCDr3jmQX5I9C/ZyPkrTOC3x8w+wN2mMJMNTBTczKmJX/dVucgqbl1BAOXK2QrQM/OS7dndN/O5mraTyl0aiMnsjDX9PWQ9bwBlLqDlhPq9e97ROM1hRzYDiqXU1t7fQCDNwqSXak3Li6KDHCVQr+i0FUFQre1+yszc27s9PG9VKG9AqFK1q8+wWrP1WO0+EIzWspLd80MX6PnMFozuxvgu3npjiw9We4/oTO2E8QuyEua35e2NOqdK+K0UtzdQHfjXg0AjYI+VeitBemu61fs1/9NrmkGxF+If1cAWsI+W4T1SobOhveDPJ5agViZwAGYdz5GZ+9gYa8GdC0AnwHx7npeqkuuvKZvVW3GMEYzBKr8Kg6M5AfarSwuZc0CMA/k8dSIdoJ5HAH9ewZmt1YNBCp5wM5Cbxpgt6lU+HEf4b/n8d5wyL6lhGZm+OL2kl1Ue2nL61Su6wx8HxCaJDwch1zQI+kP2tS9141Pu9CjLWRyrYUXFYEMdJbCHANYInFp4fc2oJsA+EA8r1vruQMJzLwv4fM3g2intvMe2tHXKJ01ykAPAOyBgPkH68Ud0Luq59vx6DMKuUigpCjxQ/Z+EWbXypqS0zffw+kwb+HXdXXqsnB+Cnv/PiBHyHumpOqv+zFwxbIoLfja6PZmgZwb1jy+3j351BU8UILsGCZVWD/QZZhy/0YUEGqtPukFCyAdVnyo3BeZFoqOywSyPWCpqkSAJ0FK2wD6eB7pqV3omWQBel9TSrGTkpv9KP662TN0/rYvAL0jo+is+9KTcls7arZJpeKhbNKqkEd53vydvaW70cVkpSwGYWGBAsc2UtryVRtjb3WiNLJR/d+xErgpUovSyXNkPBfjXhujM8cpzM9ykh7D/x0qAPMEn+6z6jEKnAXoP1xAa7irrOcHnNTsgwp9lStel36iEfXwLu2ZXYKc0k7fRz+IzJwCmCsUenor+sXVQhxdOvM4hZxoMai70gUnqZm/COK7cAfj21rJY4AsnI9VNwzLpQ7y8XRm6WcphGpQ13yI3uvbWSd0IiFXOlnGByvH5NDAFEx/WACqH5UM9OCP8fHLK2H1jSyKmwJmC4Hd0teSJWIYTMF43rgWsbklFOe1o+YXZK5aPkaV9mg7Ov3cyeLXi29fiL4nyqnTpHo2kI/46b6O+YqB6wUyEdBTiC61npQldvDBh7Gpw/H5Iy/ItqTq/bc39zwvBTRXAk6uriW2a4AuLXoSgG/lpbvQjn6dSP7LCntUQcZ5IkKtNJ9W2EEDgvFBDQiaXS+p2ekW5uyw3zhfkUpPFgiNc34BYL5AjlXI/tyZJ/8/9q4EzK2qbL/fvZnpAlNUwBVBFtlaoE2mTTKA7NCyCAhlURHZVJTFlh0EAZF9BxFU1rIUkFWEIsjeJplOpoWCgGwKv/4qApZWZklyvv957zlp0zSZbHda/B/P8/RpIfeee87JzVm+7100TdnElwDZEggAhZRP/QYgZw/l4V72W2Yk4jfNGN8XpSc78NFGYbzLLjXZS1XBWmNa63May3yI0XMEOisrCSpaEVx8EyC7C/ydemTivKHq6NT0vgr9erWT/RY6/ws++s8TYPtqtNFOzXwX0HiPJA5tagEuNtAtmAxHR7mb+BDvXVPJronXV1+A6UNcSAF+Z1Y6345p5s8evO0M8nspZGyvJCgoEGpxko/kr/6yWX5aFTvCCwAT/xAf7FIcByLHBXJzkUIR1fT1EkgCBtZ+LcvyVRuYido91kYqAg3j6UUlszAG0tVNNOJ1y/LielajWEcBI8b5GKD5BKH2f+5HxxaVcm+MEIxAZFOFRy9dev7yby7MHi39iqdl/nsQHy0IIx8YRv8r1cF88SrwvwoIQ04TEPBW9cYeJJ6JoZuexmdSaUiR/5zC40TCkBd3vz9TRM6sR1FouNpeXu9EnT3RwCdQp0MBvjtL9K/DbAMnw8UYxc3wDh783cp5580+K6bBe0j1pRtKZXSbrc9O0mmiiF/LSuLHrdRTvHeiPrueQdujjUb5XA76Am6KBJFTDPLfFcjuBt7hHkwXAkBV4Ed9JfO6/8KazzsZ3e569fujmtqDqUFHO6JoR0Mlpil6hEezkiTAqeVCvq3COz6MsL+df2VEVuLfJBpckWMEgZs/qvzV5CrHNP0QrXN7JLkMjc0KJ63yQ8B8TyE3GbRfXE04qVPTVxOT1CPJgFba8Am4dESdZRN9PDcC9C0PkWmVbJuqLcDu5aZI+1okWcc0PUuAnysi3UB+fg6j1mslP1Lt2y/amAmQHcSooxt9RkUpyuBE1H2vwvxPrySPthuPzDkekC/6ZtpcYmSBAhTlWGLu0PJbWqUCq2EMipO8KTDTs9LVtPhA6SNcP/gSZhZi9enF03xUUzPp1zxPEjNimqawykEKOaGakXWlZjN0y1CfD28zhY5XgEIMGxFFrtAFAnlB4S0ACgvGoP+1j1sYe4L2fl6Q+4ZAmfcncOQOuqo4ov+7Ap1RgD7hwScicmMFro5ALmjFGSiM98eKS+TOBjy+M+dlMenqRsVJ6m2HA/jQU/lfgP+dRvmlQz2HsrYC/Wu5kUy9bSu/LqZp5h7viABjw8IyWOlJbatXutRRnzhhr66QoyLA84XAkxpxAV5T+/vgST8NgKjqQHnKTfZr9+DRvepJ51mHtpFUvDq8R5JPNTNmYUhPLnmujTItLmDEF1pVAoxpZjqgBy1G/iuroa29AL2NKQDLccb5tbTsXXTx+Q58dv1SJTZ7KsaFCszz4Z9Qy52vM1DB0p/MleTjLS/ArMAR3ClL+IxASR962Yd3XKmDxFALsAMI/FEhUwVmL0dw/ylNDKjc0jJCsMpbZJPh/q8Usl4RXFTvC1dNC9rlfWcr5MZeiV9EHWgBDigNWcQ0Ta7oaYPIfbFWLqbe9gx1nXObOkYh3BTcHtZkb7VR+64BzLoD8KaSxxjT9M7MQ2clvoMDv1H/e50czLhWQDCkpozBexsB3iY2hA3+oawew9gvM69MRLbCBH8qUQfCGMtG6+jUuRMUha+7EGAEMOd78G+n5q49NUeuoUECIO8CetZ6SPzybpGW0bWNtNNpGpOVcAxg7gDahtUWk+j9AgqzPOjdPZI8rZG21rqWG16BTqxkpVrr3oqfq3qdyFDx6PJemcQJO5QS0/RrBtizFojVKW4RELQPgNOziF8bRXovgVA8g57sTzPXOojBBzmXUDEKUAo87BfVzAkCPWwQuWS98wyt8tTmpZs6HFhTCf1tM2qJlQbWghI9Kieu3crA29SZXJaDdo2A3873jykjAKRX0UjhnVoLcFQzRwkwtpiLph2hgdAH+hONmOfENPV+BLJJETPS0gm4OCg0Slf4jwj0AANsQ4FyKvP0Qy+kmPVQCzDriGr6EA/yfaBwlUJ2I9DBaraab4XFkav2BUY1dY5AvtkI3H4oMwYHviHg6vuA/4Yif19Wkl8uPn9zfXSVNqxG96eLmsmxNPsikpIlaD9Tgd0AOacDH/0qjNPjUneQ3OQIRr0F5F4rANsyZ2hPyn4K8J7KSpyCDaEW8h4H4dEQYlMvsCKkTRrD2J5hXtnSpIp/ty0IUyiioY5YD+adBMoxmKJQpl1uGsAqD4/C4uMVSt4m83X/NvCmNZoXbKgtJRe7cOMlpP2wDb2SfLnZuuq5z4rdF25xABgqqIVWnCrbCT4kGVY0wdV5cJgIXAfQuXQorYOlmyI9QSF3KLz7BIXdrMuXrA7oNT7yl82Vrd8sHUAqRjEnbNM33jU5DGz5gmzzVj2DTFvUPGSuh8Fty+ut535e44CuqLWY1VtfVOfsLfB4omdUpqniUma/V2BnH+aTBt7NCnMu4O0s0LmAUEUuX6vNMU1nFDi2DXgrDzB/vKdAzlf419VrH2sjr5rNSvIzxc6EsgCzsk6du48if3kEkhxE3ggi3I3uopCzFOZVD95PKvkBFxtCo2eBpBTYnjsop17z2gAwPkyVmErfYkwzh8MKcB9Vz4m7lhuSBVx59xrIbh4wG/A/XTr52+fhjCwmrTNcYb7qG450zIKksEpYk/0ETR/kAT9RyHcFuiOA94u6vc74O63wDiyVc2vq11TnTc7ejYvxZgqMZ0gbwIaA/qV4WuYkJWh7oQdvvU6Uep1Vt3wZIy8fIcJTzMECnaBBvlgGAN1JgIcMsJtAug3yJ4YF+ClvNDfMtAkUyBcprFIqL9pyB6tU4EQPTizAfH1+yHrhdlHj6d3s0LTSXFm7nSXrCwLztXq1j+sZO/qLC+Tlnipqf25TdLECfQBeEIBo7jWcjv4ohTm4V7rowLVcoWIUAIaOjwL0a7V8vpddvFO/UuBvvZKkXkFTJabpVxVmt1b9npeuCQzVy+isxJexBKy3cQ6nxBzyyYBZQ4ATFDhAgFHUNQDenQCsSfWrIRdgK+pEMCWuU+CHAswEIuc3it3o1BTFfY7rkSTnyKCEtgCzMhdePSACbM18SafOnUQwkEA/p9B/9kpyUrXBcz8i6uiuuhCrf9I6TmToO9zdqjRlPV+YE0UnMf6qcrOI8vtjmv6DwHx7qB8mhThMYHiNHE0KlrnWSm/+rwJnr8hTcGk/Jmj6AA96AeClDdpObNW8wjmW3KPAExL4fyYYJg6KtX+jQ04Atnujnu8j7GsYxl4V/9gkgsgmCrOFQqgCRNDXp6kaVDwtky5FmtRQ1mxhtY3pmzb431CbL6Yt3AhSSRQ6IPCIlrwpAlwSVu6RKnSCtlMEcoBCLx8BvaoRcZCm+m0lVM8XyJ4F6OSw0dQu4vSUgTk4TOpWTNO0FP10mEBQKwOZ+9MAZDnpyZJN0XYAKKDRbvO6chM3tQrsSQ/a58vM4ZddRDN/ZW5Zoac2okDlgKkPFdA3rly8o97v3ArH4IJeSbQsPVmyAN+t0PubYazYfPboOYDe7065e+WAKS9g0p9iyCxQyMmkSTkaUo0FmHrdIG3sSQNMq5U6qDZm9CkA5HOl+IRQF2C7CGd+rjCf6pXk/ksn4NRp1DBWYKYP78RqiMeopmcIsL/AxOk5XMnXst4Xopnr3I95Fu31OtA/vRqMPqaZW+kBq1CKcMzI4s+zKp2iXHj7NECPyEqSlIElxfpr4uBB5MbVm6Nppk9D3bOlvtLRh4XTBUpd7uuBRZdmZaeFzT7H0T/oHLKRwGxd3HRMVfXfRIYUk9EGg13NevI2266h7iMgKAcZ66GwKSBRhY4FZBOB5i1nmYYaCBZlg7+/lJU9hrRga7aNUQ0iEzRX4HdBWh9PORQ4ocnByc1MQksnsmDiP9LyxHE/o1ErYoNBwRYfo24C1O+HHlz0Vm12jMrvc97UcwhkC3MjW7QepYZ7mHgCKz2Jw7ISp/hDUHhKiyByukA5wdNx6GkFbs4h/4CPVdXHAMGMawwA+w4VCXTA0ncEem6juXUCp6hwmJV40wIrUU3Ra/j58nmule86pulXaALUK4mGnbWimr7D6i4Ef9oGMfog2sFGNcMo3T5ZSVCpjofGJX7A5W3lydeKnMguzn6Wlq1Nl05NkzX0ZI8kbihWEvoCTO3aRfjb44A8WVSzcjlg5icYIjmMaiNtkEvLd/Z2AcTLChwT7OACkfC132gkP9v06LgbLZAqcgsgq0WAqdUELezi9cEUq9GrlJf8tYE3o1TfmlVGNf2AB5EeiZMMv6S4vDkNvS/tkcSJrba7lfvdwnkBgK0ZrmkFcGJBdXKXAGM8YI9iPs6ZXRMx/0Q/Oqa0KgvYSn/rudeChcymgNlc4PE0z5A25ereKXKXuUB7yC3oxu9frwdlWs9zXeiTP1DKYFK1iMpGlBd8wSmdza2nnuI1Uc1sT0ccAf6l0GlhcW1rtcF5yFJL/Lfr4e2Tw5BuXOaZVn7xXg94NezfT6dmHmSevlX7w/Ix6tT0PcbqSN83XmdP9OAz9XWwwPszF10fgzOL+del46dPv4f+abX4/O7wkshKYgnepNZ35OanbxKzk0WiCwKt557ya5zBwxv9MOPD2mTZdeTvH/SjY7VG5wobcVOm+ZhaeiCLWSfy9+nUx+YL8ksMPiotwNyUG+AkA/26QGYT7DlU+rTeMYtper6HwhFzZcslv+HQF2A2ZqJ2f9bA8Ph/LndEpSAsu8h6FwKaAOTkrMSXOHXwXkLnFfhyVhK7uB3KeYDm64Xs1zsYQ15nQ8RckPapFfZhPZtreq02gCd+nmACa7gIMIPeuS6n86BAftQj8WWMGGKaTgMyTlEYH1bepJX+k3LB/LCBDnpBbrA+38/lf5CBSs9rAvwZKEwp5uVimroT8PaiJmrYamCt9LveexnWWgMjNjFWSGRzgbiFWVbXQPzAAr5Ikyogt6Bp5LelX5xLkXyBuVEhlMnbxmaM9JYI+k7PyHb/M1S7Y0qOPbXCMR6QE7MSv7vefrZ63XjtnujD3AXoZWHa7JW2K6r8ferGvYjvFSaOwin0/TyHheMraQE3Ozac/NsQeUMgVwOyt5Nv7XYCGYwaLSlOtOc+QK6utQkg71lQOFWhJzjjDy48dRVHI32RedGhrFVrVUb3OQN8q1cSRGuHUmxESG/KSrIh7fyopr4hEGo8L0aAO4pfVWxQTDOXKIz0SnL60v+39ARMbvoirHIEYE5T4CEf3pkGBRrMdPdKoiXQoNukLGyHWb007TMsCzA7N0kzG+ahJPHvC+TblpeinLMNYdwAPvLgT5srk4JdgbUSxP0Us6e+cqfO5QJ1X6Ok9TDegk7NHEVLPgM9tF47rvE6e7yPyAGA0qeV6NLHBR5/HIsMcMK8Ens6qwIkPP1mS8NSYbS96TpUvSjSFHb/sQKPKvKnNxOGozSlQP4O6FYGhW/RMs/u6iPkKkYAvSAriWW8SJtu80q+kRxBQW6cWrBXVOAxbMxFup/cZZtfDqhSL4yA+UO9edeYpo6kObgH/+sDMG+3AcwVf1uh5ErPUMi1vZLIlnbfTfTHU5+cQJPFyF/+qmxFr+IVUjo1fagCZxiYw+ZJF93NQi/ud/mDAkYkW+WHljZurL7UPpI+IsFmOUF6SsuFoLsBtO1tgKMkcMIRH9B/CGR6UQe/9CFu/M7x4B01t8SDlm0bgUUbC4Q2lFyUNqOrEaB0WlsE6N0C3NoIfzemqR8BwsNOSwwFSk8K5MasxJfZSLQyeHRfE8jOtAastx6XxiG96D2n2b1ERIaUJsCbrRgcV5oCK56APZhn7HokixWYxt9VvdKT9bTPobHvy0piw9Lrh20BdovprgpcZ1A41YN/RPkx3u44Rh5hnYL0YaDtDMXgKgKPLjKvLcT7MapKRTU9V+GFLk1Zz8DZEB5uBfSSrCRI2airsG8LMXJbLwhRYypPSAKsXYC3/XyZFBgm2EiBdgP6b4WZVg3dWNcDQ77IhkLlRIUwRPUzIHJFIzQeq9qDvQooXOFDbldIQLtyL/wOgGyoMIf1SpKqZP//ikJimL2egTfWBzZTyBYKjBULtqKt2hLuMv/di+QblU5yzoGI7jXnZyV5LQfKhZWZz2UeiwswhSLuzAGkOnHH/vs8cOoLkhjylBz2oNMn1UaBIpOHC2xncSF6Y5HqFmYf7IYYe2QlsUNL9Qa0s113Jo0SVoeZ8xkXTdLjLuvHmJ9UCqva8aNrTv77iojIkoU2WHA3gHXFctQ6oaAPr7laYHYnZqaRNlv9Bi+Th4m3Iv9aDOu+h482qhUmb6R9MU1dAug/s9J1Xj33kfIoiHQL0KcwU8ojilFNPUL7zPKITEzTPwH0UBoAKfSkXkneWXxeTDNTAXNgGKYSnZrmoWxqjySXiRIM6wLMjpDczRAYoDSAZihtuWJj7nqSAkSEUqrvZIH8EdDbspK8tFMz0wx0XJiIxHq+1KVfRBDOIyjmt0DkhHp5X8X7o1b9hCbXFODuBPALBWZwlxXT9G8BeQXQPfrRMa7RfEcj/Wjm2kn67IaUVlMo/ZWPr/dk4CQBXyxgxGZA/yd8yCyFPCDwz7X2jIGV4w8As01YCl3N9G9F32PdpUY6IdtlAAAgAElEQVRuaiBjfQjVvlwYm7aF+qK1d7SmFUCE3OV/OoGDWYC5NytdFHIJinOKoXcu62D+TgC9MgI5PSzkdD3j46Q4GaJbU5E7cLhAdtaCs/AEoPs3QrGppw+OstKrwK7NgH7sXEcDCHrrMlIh7woMleFGAHoYIKYA3boUBe68vXmKJSKfzkHbw9KPiIIuiZyYBR3o/0MpKNQtoNQfP6UZgB4Vw/ieteJVbfucOZyKdb2SOKqeca73mpimaTBxRT2nameb+iTpjwaDe5e/f1YRUM8FImRhBPKabn46jrgIQH47CvkjZpdFiig9qdDrwjgkdGqK6cdcjyTPLB2DYV+A3SLMH+eOWcQ3gIip9iXEtGdjQe4yhbezwlwv8PbKIT+uDQUfaJ+Xw6j1G5WNrPcLr3WdlSIr8KUtAG1fb4QDFtU0Ty6vUJvWnQDplUvRdBaGqQc8eG0G+kRY+rW1+tPo50UnLAH+rihMy0oXJ4ghC5GI3LTQYcSBi0gryynwOEUFBHKXgR5DneQVgcqt1d6V+TkpQh7aGcbelPxgYgOsqIgstnll/IW6v4DONhj8DicZiz0QOohRgYwHosWAcvJejxElA71hNQw8HYbgSrWxYRsiwEMCPN2PjhOGawNpf3/5OQq9qBGKTb3faUzTl3MD0yg2gdKjPnLfdFQyUtruLMC7tQ35NoY0uQAL9B0NZDfxKEPIGgD7GD4GbSrfdvrNv5ZgYx6ZV2tu4YZnVUSecRSdqtZ51fruxEBu60ff5q1qrMc09Ry5rWFviGKa/l8gEqdHwFDfocPf/M7Op5Gp5YcjF7qnH/v3irrmnZo+iN7lgD6jkH4B/lQuxMH3TZGfPwZ9G4RhKkFgH6D0BSDVdUlZIQvweE1t60M46daF+I1pmoARp36iN2cleWRUUzQvGDZpynp+qGP1rvaR+OLFVte3MLle0j8FygXSVXTA6NT0DQqMFPgXGRQOFMgxCiVAY02D/MThEmCop49DXVN0wjKBmw9+nUPh3KGARp2a3kmBk4shval6l/8m1j4fAFMTbR7Af1MsIwFEdmgkxN1qX/4j7g84tKn1Bf44wNAonCfdTgXWtgA3oqP1A8A7VeC9bJAn7mA/CdST9N8I5F1lVYaoDXDHPIk/H2a/J2hmCy/gWeJnw5nPdwCWhxQyt1fiTQtFVN/4z9lM4T2SRyFaD3COC2AHIntZJywzCZBHudlZhA+eGINPjRPIcYAyBfOBAH8lNkCA1wGZb6McjHDoggLQ4cN/kN685Sejob4nS4M0BKYyz99YsQC/HgHOK5rENFbB0qsZmclDH+qVxNhm66h0n9uM0vyCMo9Vi3v/fqPQdwYwZrtKmz+XVtgmK4m96U6m8C4FDOceCtDMrkZDimmG0r2bZCUekqlE+i0fuV26ZeviwSvo1wpZgB0KmoCr1QRyRTUVmOJIW9UcmWRfVpzLnaEBXhZgynBLU9bzIsU0fRwAaq0eUA/ooVNTWwJyedEDklJzisJTRVusmGZuIhjNnX4mKfCAB8zowduPrkiVpnr6zmtcuI46vvsocPEAOq6pnNMi/zT/agG6fWnozb7ceg4NsIG+CcBo5tjfzkqCXMj/lhojQMk/hXYJ/AcBsz6/Elj+Ms0f6APNEzC5y0wd/E0B2iUSwMVFe2YOmNlqfrhT5xyo8M6jOUAYvq9Dddmaw8vnsxJfoi0Q5kvSqanHAe+3PRIPHGoqlmAz1O3yusK87h8ApYALN85fNJBxLme7KilMAplDURcDHSnAIeXSk278LhHgpEY8kDs1cyb1ngexcNtmUNr0ISbfPCsJCn60VGI65wyBXyhnd7RU6VKMw1lZSWxdrS4rJITrGOrPId9VaeM0QXvX9DDYa+B9g8JJBPYSXNqDR24s0garLcBRzRCbc0wr6PBi263vQNvfsniko5yuKDHtPjIrk37e6qANdX+RhgREDlHknxbgoKwkGLOvWDo1tS0g5/ZIosvlkM8CzL8BdOShG7QCGgirn1HN7C5Qwt1JtVoCda9UvxUM6Hsni0fGFL+Aok6yQM4qwLzhwTuzH2afkfC46fiVnWBlU4F3p4G5tRztGlY/WqknqmnmrjhprelkLZdDvUY1faFYaUqedpeUCdq9gwdzJyB3+cDp+UAfOTDxpkDJf0sTI8AJR5DbTGDGKmSCAHsCzC3jLw4IRD4x/3QAeNYAN7YDDzeaL3bo2UMF+Sk9stWrTTS17luI/1DoIRFgq0bbWc9DLOtCzlmI9zor2alaJyICy5S5XY4d/Zo5F41cmqclQEo7Bd5THnB8qRFNTDPXKPSlUqGQTs2cpjA8We3RCC/bIoNxlkEh2QwzwXr1DswXmL0bBW1VGsuYZl4F/F3DBtzFNH0sIBtVO33a8VPqMX+oaEv2Suz1Su2L6pzrBP4OgPK7mjGI0RdSjKP02koLsJWexL1ZSQauUq2WidrdVYBe3ivx5ZQgJaap1wD5dVYSS8AdrT6w/P5SHrBTt7oFKGxbLYS7uT7/6TZ89HpWkmNYV0zTFBSnIgxDbJ4HPapo5xR2Wxupr1PnbmQCZxfc3YP4yUPnt9Nv+MhNKQ1BTNA0TQQeU2AfAW7x4E82MNvzx56VxPaOtkPZQPKL20g9yQG3tnp6aaSP9VxrFX7MxQp5yQDHz5fEa8X7nCPQjVlJjC+vy4WQmNe73EfkeoMCQSUUYVmCRKzn+f+9pvIILBX1x7HMNSp0NiAMX1NhiydnqgQtViiBgE8ICr8fKq1CWkYOHnn6G3nw9h3uvH1UuycLzM89eF8Jyy942cm3ZzRtTylEQcojfXoVbZsR8Am7gSEoimHQNwClkhvtMBcIcgsomMF320nt0nebkQAKDS0pLmX1Vg5mAk9oNvKVv0qgk4C23WrlN0vrshsB80Ae/s7PyySiqhsuTn1vtawkaJbTUpmgs5OCyHm9Et+2pYoq3BzTFFUDaVqwzMHQvs+5KwHZDpAxHsyB1daBmKYO5oZegQfL56Rl34HllbCcguFALYOGevvdqZnvGuikSiBiiemTawhGEq33QQEjjgiTV1dsYLkbUkxTtD87Coh0VQMcxDT9tg/Zplvibzlf2ysATiR6PcO1AnlRkZ9Wbx623sFq9DonOnK/An/PYfS3y3dYxfqsmTNuLE/CO8ePq6ihTDR0LyadH0V3mgtaryTvWjqGATH9QIVQTPyPRFG3AfcMx6mg0THg9XR5imDMsRK4Wi2724xpplehR1Q6xcd0zimARyAJQSi38lQGYKdmkajNtP3/+z022tJ2NqBTDHD6PMRvTCI1sh/+WAkWGsPNEVG4POEtstzlosVjYYFi9As+Fo1StD3gwettQ2FavVzmZsfWyUE+JvD37pGJDVFsaj3Tsi4MsQdEK5MWQp9shvCJWKYGM0+4jzAVNAr5B8rRsRP1yc8ajKan71Tr7FQ5dG1/23JoVpJ7uHmC3OK3gcjhjXggxzQQtqGwETen99bqX6XPYzp7fcB/NgJMqKbu10i9lJ70IPNKZRUbuX+oa+k8ZIFdCQK8gkI3N6Cd4iR/BjSqMD/rlS4C55YpS6Nysq0Ap/RI/MIaz1pOijKmqT8pdMewxJEoLmWA1ysBbIMcsBMJJ7hoB4PCbmGDgCrZEcY0fZF1g2mbUonWE9PMLIG5pkeSdKGgpOPD9HBU4FDmXgF/JwRhHL2laHsY1gvQaD2OsH0lRScK0CmVBOejmiEMfbBX4suhFmOaPhnQ6YD8LSuJzalIxQU2j4XjyvM83FWPwDrb0esTAGldTwj8Gevird+FLvfX6EAAcHy8c5hvAfTMLBI3RJE+XuB9Jitx5s6XKe6UNl8D2oZSRYzyhd/MwyQ/DqmGJobgY3sLFZashykiVDqbW+ZKNFG7JxoUuCgx3Mp8MikxlMKk2EM7IAzf3UDPZS7QA+h4ZThQzzYC1pcyKJw5T7akfm5TxSqXrboJkNvMwBsn3CcC/Jt940S+PiCUR10LwLoAaDk3I4fc/ZX02Ukh+xAjjhZ4Jypwbx6F04cCbcU0da9CZ3BjLRCCSGc2Gml0dJnZAG6tZRIz1CB1aupBeraHAZaz60Xh9UGMGl/twNHUF8abLEhsMRD5fHGT4tyI6A9/PSDbAzKvfC4pw6W8LNAxWSQStVTSykPQTH8ayFlhmkp0avrpAryz58mk5VJ0y4CwYpriIjBN4H81zF1nRT/gwOw6fb9C3sxKgn6oZTuZ1KWA989iTpDhXkXhOXK2APMOpSm30Plf8NF/ngA7KvTHw0FPaORFchqkRwORvbLSyV3ckhLV1P5EpVYzu6ZNmQLf82CSlICMaeY2gtCGkqKzPMKB3QUgkXxjhd4p0BmN5JUa6V8j1xadsIg4BPxLaEY/gI6NKk3YnZr6qkIo4sDQ83dtvlI+txi5bVakilMj/ftPvjaqaYqr8Hfz1CBwSnlKg+YZb6CbwK2DAN2doWqBPmGsxvcXNZDhDIQl1gaU6N4FFtnrvwD45C4PSR0Zauy4aH4Ko8m5f7LSZrXivU70hGhxDcQrZHNnZEHT+reWandjgReYahQ+ofDOB2RHQF9W6B0ReLcz2latbS4cTs7136hqVcsRxwpUtP0BFhF9Me1Oi0Iqdb87AfArc7dA/tEKGtfhLa7qQF80HEpNID15ULW5rO7+VbiQilUC+X1WkuvwY5uj1ytg1QTjRCavh7e/WjxskJmxGj75A4VMB7y7jRX+eYIOdOUbzErtKl+Ao5q+HtB0mGtJTNPv51DYuNJmbTkUdKemSRG5VoEf90qC4cCWS8UFOLB5odqSNweQX2Qlzpe7ZMFKf9OD7t4jSeZ9gxLT1JUKbwuBfr5UmtLx2riz9ykjVhq6aLnxDVbAhZZIb4WeXvolxnTOZoDHXPtGlaqkXd4Y/PMJgfwlK4n9nEHCHIN8vB7AhXNyIljkwCBNDr01AtxKPeoGuxDq5Us5d/JJReFewKPx/HJFgMMApYnHl5yMIwQyV4GeUBv038qKIzBGoFMBiQBC27f3y4dGgDWtMpPSAWoVyqkC3uMaLLosOkogfJ8JVuEpslg+hGUt/MEA/2xkyMWiueMKLHGMGeL+z4nlSlPej3SroFFqT7cvU8xHgcHi/WIt/ujFWqTNPKsApVGHLLTXBEDUMI1iHqp1PT8XgKYIXDCkAN13viR5im2ouJzt1gux+o60Z23oZnexi26+QMGJsJT2opq6x4Nc3yMJnupDLVHN7M3oHtkuUc2QaUKxnj0A2QqQH7bDJFPSFbyrluYolwrM363RSNcCHoI86CY9kjionoaVLsBF6cl+FMaFZSrhXKp6spJgeme5UpGGRB3nApS7UIY9iDZrqVRbgFmpWzh4sv1uqeqJU5WZkS3hmLldJXlUgwbegfNk0jNLGmZ3i0QJ/gTAMx68k4YDuFHPQLg8xEM8jRatwbjArob332tHYc1q+bMtNLNhBPoSTZ+Jmoxq6scCbJiV5DfqeW7xGuu04pFfzM0Ld/gzRqFwT3kuq5E6W7m2qDpjc/hgGPMWhSyjT+wBq1AKTgDmw/kDIyVpXQ3oHkKa1n/LMIyAQH0EPGwwktJtIPd5QLsGKmVKf9m7FV4gniMwnhWPkL1omGIdlkDFIgKUlhRep/B8gUYE4CmU+VYuelwAC1wUBUKgHgVGiKIO1IkE+DqgnkBvU/gjHJqb9zE8TJ9b1vdvdXKMlmMreQ/IU+OxfHgsB9rsSXtJ9wymsZ5XGEb67lHbhopFgNXpVMSNh0IICmIovq4iMCMA+YECi3zkJhcdjuq62V0U08z3AD1xAEgOZUNYq04iigUyuUfiNINvubg5+Pn30LdhmNKTxYbFNH2GQj8h8CKA2SoP3SMCj+/ALR5yXRxLuz6ZS4iUFujxxTSlxTpEenLApHqBqqULcFRT+wGyf5imEp2ammIg03slsVOlwa/KA6a8Vzv0XoH3Wj9WPeolGUtFnqbKUAswK7RmzvrrCLztixD+mP5mNLDmuwvx/qdK6QGkTQHmCiflyDzoMsWGZftPEHiHKMwvKtkeNtWJBm9yUnGUMvtjG+QIgqVimplngCPKLQtLq3byZ9v40N3bYXr74b8oiEztkYndDTYBVIFpx4c7UI9aoV9haMdAZ2yAxO/uFqFV1wotJU5Yk8p1V917cBkPMHQrIWilgMJ9Akkw7x9WNGaFdvg/6GHMfalVblpoF2V5sx+r/qDa79459hTzxe8AOhNou6Nq+FnVm4TuDQyUKOPNvECGk2FsmgkEJ9U/uU3AM4B+FhCGIN/UJUYWZoEBFlTCVywzzKrSiZ4dFeZgwHw1ELeCmTGAwn3M68Y0w0V+ehZvxytx7K0+/Shu/njweNSD96NGNvKOCnY3YD6KwDuoaMfZyKvgMCAzI5Al82Ej9xevtYIWbT0KTO6V5MvN1FF+T1RTRwi8zbISPyaM+srrcCJMWyvw2AD6jhyJ9s8A/jMF6H456Msj4Z9I1TGB+RnQvow+fUzTdNZ7uRH0cukCTFlghfl5r3TVFeWop/+dmjnRAJ/tlfgSB6bS+4YU4rD5mFGXCxDPAXvUu6tY/kt7butyN6Tlr+k+QmBOKd3xxTT9ooF8o1zBh/+fiM0cRq1TTZrSov4iF5GfR6uulUFtsZJxbdfSesyDt7uBuYAv1lCLSVRTX5PArtGM8pDfOo+2SVRtyUqC4aymC3euI9C+BzmVADZWyB0Cc+vKyBdPVOuEJfAWGSh3h4GjT5E4LyhM6ZEtX7QhISHH+huA7LQyUwtND/x/0I1u8fkB8+9ZiZ9cT9N5z4dYZYrAMOQ3hSFdOuMA/m/Lkb7OfJ4UqE0lsEkMkMibCiQPgAjk2wTeujaPS9rdUuMBQWFBO8yCalEcupAx6gMI7eh4Mr8jD9z+Qkle13pV40XnlPNsef8mavc2BspNYE5gjm7UjjOq2Q0E+VkK8+D6SJzQzCZ3c82s2xZIJHpH9MokRiGbLk5eM5eVxAlNV1J2Y0zTzwn86c0cCGq1weZ/vaxCruuV+IlEqxegcxS40kUwzqB4kUHhjPK0HA9xAtyxGPnNG8GNFBdgg8FrPbTPew99G4R5su/U9AwDUGK4Yjq3LiUsi9LF9w0wuRb4oNIg1zoBF+/p1MxPDXS7ETA7MEzL3RCpANQSLq3X7dafBMx+Weka0ufU8Y4pFrHIQ2F6qRlyrRcirM/5JStwmAc8aaDvlvpRlj9jc31+lTb0kec3Q4H9I5BkAcqT4M09EicFq+Vi+Y4RUprIL2ZZ4fniovemwlBRK/DeJK+UITOF7t4rySUhm6imLhXI4Qay/VDRg5YH5r8VtDQCNtVQmAooJRI3o/uMQv6igdlAkKtlnjZAUCv0RUWBwK1/eoETmp5Q+lsm1UcxioCqQDvZWu+BFo9/F2fxaCAEgH1eAstT8wUF7jTwb5nvrE3LOxO1KlIb9Uqi+N4HlzizC9JV6Id9YiPKVMVnxDRNPe6bBOaiHklWV9QaYoSTOudTg/BSgF5HE5pWvoxOnT1O4T/uQ8Y2cwqv9GzOGwbtD2Ql3pBHbz39cPncX9noR2TVDizSRRjFTdIiAT6pAPXyl9jWltcZ0zTNbi5o1Pe6uABbVT6m+1rnSJe2Labp+QZyeLV5q64FmBV26ux9Ff6lCu/4Xpm0hJ9az+DWuwCzLrp0KPSDXkl8j5J7gKxSaTfuQhWrU7CiVhscbJ45lVMRaNe2nZ2VzrpzOrXqr+fzqKYPEYC8tQVZSWw11D1WK1qfphgAAS4ExAkwE4hs0Qh/sJ52UR8VdiE+gNxqqm6tyHyx2+WerFZt6EpB23VAjuCY00pdSGKaugKQw3nCyUqc+sP/LSt7BPRMbxJ22CAf8Ik9GklsIUGuV9cBvDcA85oGEo2BZvVvCJgp5YI7CtoTCn2wV5K1FdACr+rMBA84Va3Nn3KuEAhNDQiQet4isgvUWV5QSmOLac/aivwcsdoDAUrbbhhyxwPed0lx6UffT5sxJ7DKTeAh5eCsJGgM0HCxG9LR9xNVXokV0miF1k0I92clQXe5UIrLzxZ6JUlKZWjFjR8Vz34qwNFZSW4e0xTbfQjgvaswQzo+deqcwwz8g5oRBSkuwHyfBHpUmKYSTsN8YTvM6tVwP3UvwG4RHqfwaLr8y0ZsrBpZgF2Y6DnA3GEgL0ngYpHYdfkdT8/GQJ70h2g9zjzuB0dHo1OcrNwV7TBXDLegQNluiP6tjyrkzKEoFhO0+ysezJkd6Nt5EUb9llJ2HmQVin2EAYqr9MuxcP7VSec6VABuEH6v8G4Zg38/PpxuOsW2kOvnwbtUoQTcUGxgqttwEIEblJhmmOPZn6mKHkkOSbAPbXb4b0XBCMQ1/ZlBeOM8FBgynmDVomgyEHCD3am2Mj/YieB/0wrJ4H+4mSxAZ/rAjwRS6JEEqWfVi0I6kea7SXUjplHmKeQWxYh7KRzEhVwwOA7wae9YYlZvmMt+wXnobiaQp3skHtjBLUXnI+3BP2muTHyz0a/aLZoXALpXAZhcqgDXaF3URaCeTQf6dmv19+bkNX/cgY8mtVpXaT+imvqjwEwJS/zIpTwoUTuZ+hMCn97re1rHNf0WIBdGgEuGEhuK6WOrAR00udinmXRaVDPnALoBOeJZSTDCElqZqN1jTWAhWpn5wgc1tADzBoc0e1CA7L+w+jH1wOMbWYDtRPvs2rDKL1dRMSsrCQoBLFdimrmXqMmsJPZqZNTcwDBM9CUiIsNMutdqR0zT71qlHX0qh9E/qJjDtmT0VzzkphjkPwRGpgQeSf3f9DGwVbdsU5WvWOv59XxOetgIUHBeeGrfSKG3e4jMCJMbXq0dUZ0zWQLHkgD5em4poGKsvrTqSCxiWIrhzWv70DF9OIQg6hmj/6/XcDHzMDDWwNuUlD9Y6zyiiFelwcPSxZZGAx8tmC/b0WavrsIJdzFG7qqQg7iQApjXgY+2q8ZNtVKlS3SYFwF6Rw7ebaV53aEeTCCfBnlmhq91iwhwdD7wtQ7AZmMAPXooTfqh6ma4eAD+bQBG5ZHfrx4XpWr1FZUBfUiy1XCxA6++6ME7ZK5MoshIKMVRPfl7bNnEgQ1y4fYZAvQrIocyshfVNP+b1o7/oCVtPe5d9NlV4FN0zKu3ozzkFYB9NeC5gx7t7wPeL7IyiQYxoZVOTR9ggH2H4ks3vACzdcxTRtD3c1JkgMjetcK5jS7AfIbVEM4/BMgag8h9tpIyzQSds4MH73EP3rbNvGxRnbO7wLuEfp0FyDHN5Lcb/bZimn7GAFd49stfKw+zZyXFp5imz1ZoP0NzRRk5ANzN92Ulvnejz232evvsANzCP2R73Dbc/GJrWj+asqOklF0JRM4vSpZSfCWCAebJSGl52aB9v3kS5abmv6WREQiEcGZ/2aCN/sPc0GzhqELc7L7hTo3BydYg/2LY6ngEZClMrvx3bSUbA+MDujetpTB3+vBvmVslr1tvl+nbKxg8RwJhETmzldCsyxnPEuCxf2H14+o5hFRr5wRN7egFNLvCNmGcLGOaOYnA06wkptY7NvVcF9X01dRnDoON4IBmswC9LyvJk63ONcFvAW+6X4Ht6jGfsayKIIIxvqYuud7lx7DOZIUeJMAuAOYIcEMf+h4diVEvKkxo0pPF8bSYpsrqh8VrmlqAizdbnqp8W+BP7pGJVV1RmlmA+Qyn2DPDQHedJ0lKFC5bVL0YMgRi/KvZcItD2lKb+ocKzMyjcF4ru9laL3NU09dRoCCLWVfFMIV5rwM9yK5zywTWnVEDpeuo6oMJOmcbDx6VoqhKtG89Noi12tLo5xRg9xBhrnZ/6gULvBkR6H3DpUfthAi+Z7W/zfmK9usoW2p51vq4RUziy1b+c6kBRKP9+v9+PRe1PArjvEAwQ6JqxS42kUB8w2o+F3On/fifV1+S/ZaIV6yIsRmrT67ajlG7e0HOj5xkoanBzQvx3uOVHIoaaZM9LPQfK1DmaWf6kLNbOWVGNbO1WMW2K7ISv6CRtpRfG9Oe9YH8Uwbmm/Okq+XTakx7Pgfk0j68bYdS9Wq0zU7M4/VB5MdXOgg1Uh8pVhQJAnAB0HY/kKc0766A+QXgEQtCDYRf1FMnI6AKpHolzvB9xeJMLBhx4abuTR4gPPh3FRdsgnQV8uNm8se12tipmQcNzE1D6Xe3tADbhSF9kAecC8j3SoU0ShvX7ALsFuEHBFirH33bVAJI2BCEEADBcFLTgAOKfQvaz2QyXoELehG/opaOaK0voNLnjkcXz0r8cH4e0+7vA4Ygq++XGzXENJ0qwDumiOrs1DlHKXzK2r3egb7xYeZ3GumLU+3amT6nRI5adaTCLWMwEGq+2JH+X1TomQg8PeknbWik/VRUu/cTmCvdD/dbHvTwj4NDViPjGPa1xVyowt8Egc564FHLvBY1tgMT+KWLbYSSkQvDbkMj9fH0J5CDBdhDIfPpgZ1H+z1hGcI4M4SLFN5rBeDY5yW+jBl6I221v9XUkYCcAciRrQIBnek8KTaXl1oVNtqmZefZ9A0CUEnv9FbqWX6jkNmL6a9WpSeduMjJAhyhkChTABqIroy4wkPuIUDXy0qC7lM1i41+ytUd+OyEp2RdWkQuKRP16S8ajGAEhVHGEaRcevBm9shE0leXKVHlmOmcrCQpthJqoYtfAdh5qMNBywuwezGjgNwvkKsruU+0sgDHNE13nYsUuKdXEt8qHyGXz6XMW38YkPuo0nWIHrf6SfJvw57U7Q4Ql5Tyeh2taqbdVSfOK/axUzNHUTC+RxLTlv6/9IUKHA/osbV8iEN9m6pUZp1ldE+1i/GXASGX89aw8sVEOCo8GppvFdM5UwHvQoX2+sifQCqVCaQS5WiBoTn3ZVlJ0DXr/3WZqnf5b2KtL9uFNtBl3gJ2of0ioG8sXWR5uh1ckJWtm9ZmDnsgnUqc89cVYiFubySvW097Shxx1rEnqnhrwgoWkxFEqwywa6upKsENMVUAACAASURBVArkjMSiR4ij6ZHEifX0qdY1POkJzP2CtrFhb6yimr7Hg/+rHpm4fBSyVsP4eSCO0n2OQvcFwEMS5/TXHZ/41ZimblLIeAE+zEqCBjNDFgveGklhlunFyGhpXlehROMTp3RTDxLPVLOJtdFP741+mNCkJ4sNd2Di/81iVkfRA75Sp0JZgFmx1S4uPKzAU71IHFva6RYX4O0UoKm7KPQ3vZKs4CaUypCuRCedsEjnEzR9gAe9gM4bOci0eoEftV4eBz54O4t4R+kJe6LOXa+AwiyqVXXgo2kEpliHj0hqId7bdEkozkpu3k9xFKBvXFa2a0hrt1b7WvncEekZ6uEEm+di3LJ/sZ7pxTA5pfCu7JVJtzkgFjck31XoTQJvQwE6FP5RQP4Bhf6uF++cUEnlqJW+rax7CXoE/E09eFxsYwpDFDL//V4xT2sFK7wFCnm1krPYymp78bkWDFUg75ynkrUVMtNDYUajQhe1+mF/L96PKCeo0Et68ejFQ01+teqzh4uAqnSjwltLkdurHl32WvXGNM1N4jpZxPcOK8oW0/SzAvllj8RvqfX8Rj63UajI/IVYY8Nmct0cP0X+egk43NQSD7jgFBYK6FouZ70f88FWAKY2Dzeq6R8wapLF27vZvK45SCC7KDRFjeo+dDxaj3KjNcjBfr2SpCVlqKVTU1sa4LJeSU4aquLQFmA+xK36FItYPYfCAcVcaisLMCUxRwB/zMNsGoHPxPnp5S9ZVNM/BHRngTdRYb4SluzalvpKRx8WThcoOcQ3h2V7GNP0mwqzc7nfpOPE3gHoaA/9+86V7f4W09RvDHBNaQ7c/SjmKGRupahAqG9Sk5WN1+4uH4Ya1vsp9HkBZkQgTeWLJ2p3l4G5E4iMK+7uN9f0WhHr6EPBjlUV+guD/rM9jCKZf/QI6DeLou1NdmGF3sZcZTv+PdaFj6MCGetMKUbZE63N0wrMAh+yYLjy7mF1mnndERi5m0AYGUkC+J3C3Pwh/vVYq3nd8jYWHXEAOUmB+xXtZ82T6F9b7Qu5w0DhYYF2D2Lh0eXWoM3UH9P08QAOLWBEV1ih9k6d8y3A/16PxLuaadNQ90Q1/R1yu7OSYA69oWLZLO2/BfTzgPYDculCrH51cSGPaoqqZefRetSHdzbNV7ISv3aoh9g50rwAeNQfjwNKRsjtwOBdWflKQ9oOlJ4E5JpqqdOGOlt2cUxT31PIxF5JLCeXXHppqAtwsWKivxR6QJEb18oCbHdJ6XcK0K0jMKsqPPJov1qKknNm1zTtpmj/hKwkJrcyeOX3OmciAi62tQIRrblEWb1nub5X4veVP4uAB0GeYeY9fcjkPAoUOfh6OarRgbSo8/qdcqWwMPveal3Wk3Xkzgwj0y8ZwGMKuXkMPvp9IzlsSrop8FY5D3qizukylrYUV8hpvZh0XgyB9/I+HL8wwSitjgXvt+Gzjg0UOYaMSfHZwrkJEX38ejFPy1OtwFvQiA5xGO1rtQ7HTCCHk1iK5wFzm8HIu8NabMrbZxWUmDLCBwZyVD3UlXr66JC5DwC4LisJWmW2XKKa2R0w1xpgq5qa1nU+zR56AmUxmgjUdHaqs9oll1npSTO90WgFDWF8+JzfPq3Q6wYh55SaSliKmT4KmJ2si1Gqmym/niquUc5ViDldYmdozDHDQ+SOSnndevrodLLnv4f+9cOUniw+O6apn9Hso1cSFF+qWoZlAebTOjXDEOGPTACeGdRaWtBDNTKm6UcVejWVkTo1vQ+BCx68rtLJibsZAW40gdqUd3irOqqV2sP8rc0PB9YrTdsexjTNPG/fUD/sTs1MowIM4NGO66JB5CeUIxB5jYE5uwA/8XwZirqel3BFX8Pdax7mawAoVUjd11vrzRfzB5gD0ga6/OQVhOXThwu8qxR6XwHm+IjlMZ8k0G9U+1EPd/9JfQEGNvWC8JvE1CKPufC+ywWWcow80XLRVYz4WIaP6xkjZ7VJNTX+ISDm9hzk1rDSNpXaUOKIMx6Q6Y1KEA7Vr6imvi2Q8xV6XK8kyfVtuXTqcxspIo8LzD6NLmY12nomHaeykuRvKtTCtJhB/oGsJBuSnrS8ZmI1TFrhHVu+KXJaErShPSH43myOfXEE+FxpZIebi0GYfT14BzmVtee5Wc2hsHmrTBUbNcUGvZI4KtRBc5VZuqk5a550/X6lLMB8qAtDzgT0CUCIcKuZYK/U2E5NX6bAP4oApaimTpWAm+pvVQxJuoX5EIXeIJBzwjKfXq49AfWp+1AabPM016hbCuuz+WXsU4urN17Tu3rAjQLNC7xTykPvTuqMRgZjDPJdYeSnhuNlrFQnrRd94ECxnE96nd5eK18c0zlnAP64rMT3q/KeEAxGFa33FXK5dcIp8MRx/jxJDhnaaqXfzEuPwkebGuS5uMYEwr+Zpx1pzeCL4WNZ0I7BqoYCrbRhRd9LZax8IF9K4QQK2uBO2m+GKeVXqU/WQ5yOOOYQgVzbDnN+mGp2S3XbzR490sWoWsuFutYGo5g+O6dHEvX4HNf1TBsizz/HEG4lLYG6KhniItJMAS/XK/HaMqEBbXTOBoBcK5CoY3UQWLpMYWpiZDAWemePk7Qcr+kv+8BjWUl8CXZ+nWIdjzCZNCMv4Ot2zBqJRfcA3gNZmdQ026XYGKsdrT8Yrvc1pukPcihsNNRGgdGwYTsBFztqSdd4BFDTrNSX4wPvmpUEJ+ugRDVNl6E1eiVJZB3cF/vqABAdAdyuMLN6pasqP6zVl9NOBN4JgB6iwLUD6L+4Xh1Zh9K8KyuJjWu1w3oEc/zMQqAtXg6ycWYTTwjQM4hR21Zzh6r1nJX5ueMG0vFoqkLne/Bu8aH3l+c5rbtU5AUP5ttzq/AmXY7tVACkHHwBwM8BHEF5y6wkTmmln9b5ZySN1imbuTnRls5rdi1Sw+xia6k+Lk/7P6087+N2rzUK6d9VYQ4VSJdCHyNfdwBjCHoZXu6w3uVH8aVDBYYgzMeAyOlVrQ+bGDg7f4zmnLIZncvCCv0TaTsAeVwgT4RND4pq+teAzgtbm7lkkXrVgz+llkynowvScYlGKvN9+AdUG7+opu4R4L2sJGn56OZyOsDhNECetXxdfYtuVoLBO4t53Qma+qoHOasDfRMbSV1VehWYvhPg7t4Sr/kmXpmqtzga1NysJD47VL3WZGYFFOcU8iBgHvPhfbtRIrylBslNpS4cVi1p1OMCfbpoeh/T9M0KM7cA82QEkac99I0jkGk4u8jdWwRyiUIJo59WzuWt9GzmRVfH6H924NNrlHPYKl3vctzP04hcMXDgPPnKMspPMU3dC8h2gDJcFHooajjHr7Rup4BFtRqebroAfYzAnTEYWJIvpmm2ACd3oL+qzm1UU5Qw3dwDaP/IcD8N31cR6B8UbYHsXa0+0c+5HW2bGBQoWkHxCv5oeap9t+jGY0FR3oJV8O9XW50UarVnZX7uNnmkAO4lwAsGuM1gxF3Dldct72sx9aOAV4B39HyZNCfM8bDe3f5vaB4Rcd7dYdXfqWlGYFYrd2BqtX4rCKI39aNvi3o3/o08sy7pSVWZgAzlas8WgK5U1wwlD2tP1LJL0e2uJK/LDXK7Qm8W6MxybX83LzBdc3gYAkRW4Ec/asTPoJGx69T0rgaY1iuJJY5u5fczBC5QormHv1gQVhs7naHQhY/c5Lmydd3i58415d1+dHyydKe9NLQjF/RI/DqnFnV+VhJJqzglhazEyTkb9jJRUzsSdk5VLoE5plb4Kqrp+QAOq0dyjY2nNKU7yS1WmCmlCGqXq6FGMqk/14cFGhn2QRviATHtWUNR2Eestd26pfziTk0/zZBnNeEVF5qnmtLLQOSHQI4CCicSHQ14fwH83Yqnpy31uY5++JuqXVxd+Jg0HyWB34WPdYEP8+JQfrQrc6yG49m0s6MEqbOs5AbmVh9y64oEtTkU7fmAkop4aqvgx0rj5KJRDzF8XtzIhzWeMU0z4rL/YuS3bsSjtubzA1nFtbsV3k97ZRJTLqGXTu2+WqFEJd9c+VBA8KNwviPC+RMC7yeVNCCK93Zq+lADnF6A7OJDtxQrkjEewG/oCe1BLu2R+B2VnsWolgKJVoVAinXHNPNnIL99GNKfldubIhr/M9VsZ53e/fUefKqqDX8pRUHHNHO0wpzkQb/WCBghqml65B7YK4kXSltswRj6pMDfrwe/TcUw5TUD3cND5B9A/hWBv1NYohC1RooE+xFY/AOBUo/1vqFsD52dIieWeUU+Jyf8kSi8VCmnRbcgK4EntxN0QjnIUiF5unp4QMxYN5iTP87I6FrjWP55p87dyMAcKJbW1EfVJAF2APq2qMaDdijHFOD9kpKBDvhB/iV1tMmdTll/WfkCoK/pEjlGWVBAfhkru0bb+596veOd7+94lesheN/0luHKk1UbJ4JvctDpdEIjYj6HwfNblUCsvPhaNTUFzqhX/rDe77ZT0xT7vywCJDOSCDUVYcWJdGpWkqEYI5T3aSjpSdL/2oHzDMBnpwXoFODYHkkQMV6xRDWdEOBJq2WPDUvzuuTrxjT9qqCwT49suZxSlcMazPUh24Sx+Yvq7O2ByBnDIT25dIFP3aqQ31faMLp895MG3tcFhc+toAU4s71AzyuqP03Q7h08mJsAPTcrSeboahaX77ivEirRHfl/kcfA1hG0HyYQ5pvPiGpqGuDtOZyDXanhThCAOQ0SvS/vQN/Fy4UoA2/T1HoKIUqWhuNFOsr6AN62C4LNJxrIgvmIvx5FZrZB4dgI/HUUSiDCOVlJXsk2jNd5n/Ax8KJAfqzQnwj83VbUxqPmlxfiBQy9AUpBh6kCvEWPZR94oDRfzJBiG7xNDfSrAvkBINy8rYvAZQULrH+sMof58zHop+hJPsQm/kdVZfnHi6cYeMzrbqkBTUxvGcSYWcOe160wUp2aoWUhT73zPOSmNxIpa2Tgo5o5VaBHG8jX5kmcm7HQCqMHCv8RA9k9LFpUsXFOyGe+h8JX58qWjKKFXmKa2QvQb5SCRB3+gshhWkfeqNB2sYInU6rpLjB16FmQHv2WX1FghqBtZql5j9Pifx9oG1NJRCaqaYp4/DWs/Dm91gEzu0e6qFcxLCWm6ecN5LB5Eu8pfYBdF/yUAJcyaqCQw1fIAmw5X2aGQnyKYfvwZxSQHyHwHgHknqzEqeU8ZIlpmvqmo6sBaWI653jAP1yBIwR6QxbxDakyE9P0a4A5NStdd9d6RtifL5XEo0SgTKuH8G3txNbYmAszfVfhfFcpbgIE0n3Us70b8JT9AjAji/hJVB5z9IlDiUQE9IJyqlbY/VuZ9VlutmYBJYJ6jAKzBRhhT7UBT5C7aapDve8BxwrMzqURF3dCuY67cglEDKqbiazMfg7Xsyl/agJbQN1bIC8q5DaD9jtXVF63vF8ljjifBDC9WWP7WuPlJvwrAdk6B5kSNlWK1DMPA7QPPblaSLVWG4f6PKopqvOtMlz0GT67U9P3FKC/Kor/xDQzFVBqE9D85AyeeAU6Hmjbq9wJjyfkNhte5iZ5NQeEPKPUVrS0f+57Z9qMB5BlCh3xDAq/Megb14jtZbXxc1aNrw9i9NgFsjl9rEMvLv21sB1m9dJIpsX9jOLmltG7kYCM8+DtvUIW4GIv3fH7AMcX/DugsxTYB5A324DvDKXuY02m8Z2sJHarPsCBxNsGCl1TYY6fJ1s+E9XMLgK9th8dm9UjTxb6N2JfaLb9YrpxFICjmnHuoSLYyECKkOhAPKgAIf/MVfIlfxmQRyyvVE6jeYEA6wG6bwSy1cddNanZMY9q6hyBkJLEE8yfAewMYH1AbinlFzPtAehx5VQtBwIhVYIgq6tGQC/4T1LPanTcttDnxvrwDxR4ByjUCHCrB//WWijXRp/TyPU0QQHaiWz+KgBGyYZNy9uBGe8H9N126MFhf9eOifEUgAeqLTiNjM3yC9JzGxlEfj8IxEpFLVqps/xeh2ietxDvb7QaPjlW4V0q0NUEOs2HvJwDKK7xsiBydFY6P+L9NmXgfU1gCNQbr8BD1GRQ6GkC7w9ZiR9TrY1RTR8i0B2ykuSCvUwJW16T9E+p4c/b6li66Mc9WUlsVFpXTNM/Q6DZjggjm+3QY7hAC1fslaEf61B2HHQac69BlSMD3a2aQswW+uyGEbQ9npXE2tUX4J42Rf5hAb6sAGPwgQxYVDMPSgAoSNBfdqWUzfXRVdqwGl/EY7mIKtrPbcbH1lpcyTWB0EgAxlhrU8D/EaBciGhKsaY1RcAfFfoFgaQUhmH+Bb1IvhGW9uxKGcQ6Hmpz5fQuBvPFiwHQCeU2A3OsQr6Sx8jtSqlaztnpYhuqxv8q5Oz18edf3S37Fep43Mf+kgnau6agf3+Bx9/aBoDeBbTdnJXOzMpsvIv0HM3IEKB35mB+2qq4wlD9iemcjRUeDRB+ncXbJw+HVnhMMzcJ1PRI4tDhGNuoph6mVnxWEpcMR/12rkyTHrSdQP8FyB5kEYxB33UfYfR6Begshp+DeTTwk85MNgB1mMlcCPi6i5B/lIAzJzY0CYhMHmp9cVScv2cluYy1Y6emaSF4ZJjymhw/Oij1SOLh4Ro/plAMdJ9SwFhMUydRFIh6BwK9ush/ZhuEUm49kiCfb6UUx5OjLdnR1tpOf2ngzSiPn1sHmLXfL6BvnaHCEUTPAnmeiD6Vw6i1Odk6oNacHDD+hZABEY0OGsFAgshPBKBO7jk9EqfRdd3F5WcoTbmMGEVUMz+mZrVB4WsefGpXR6i/C3h0TqLM4SKOyVKnHCowEeUb2NJ9bAwd6h6IOi6coN1f8aAHKXQfCcBuGAfow1lJUp94mdKpGaKkf6TQDwB5VyHTeiVOZPl/XLEeuB/tIhAuBFsp8Dit/vrQ8cjKyOuWDyAlGQV6iULeAczRYWm3V/uiotq9h8D8cjhP2DFNn6HQ3QVt2xZPhmG+OE5y8/L30BcbDulEtnVbfWvkIvxjDqDES1wP9J9PkGNU5+wu8K42AK0EXwOE1qDfVJg/efDuUPjL5HWtbSOOM8glyymTy78L6cc84LLSRdHlmxcocEBY8prciHoYnP8e+oZFerLYL1KcFDpQNA2KamZvgd6lgfc2+K7fVToGEtPUnVlJEiy00otbXJgcZ674r4DMiAAziijCmKYobXZCrYnRuvL4cwFzStYpIHGnBXhr9Ep8OUvDldHxTp0ziTB+gXQYmGm1JMuKbXQn6RcLGDGhPF8X0xSt+RjqJkDrEA/elnkMFjz4KYX81If3YCHQIPYpidjpQthEAvOkuIRyw3+/h/4/DNcPfUWPNzd5OXi7qZXA3AXAEwpzqaD9idLduUsVXCHQtEK6BJhTQOGkebIlw9sf+2I3HAXqMBPp/QfiLQoYOXNl5XWX3+QE4CQCUNajlCulZYd7UJ0wywkG+o15knx8OJ7nhILOASLJ8pxoGM9jlGY1/HM+IMcOV258gqamkArEvK0BdixaLsY0fRyAUwjOo3Y5cTge9HatwNdlX6MaAG7vVJhkudlMpbGIafpvHgYmzpVt3ilZxE6nDWuYmgbOsGf9XknyoDdsheY5CtzYK8l7mfKJoO05ukApsHs5g4eNkKim+gch6wxXTqHRni4NFclsBV4TKHPGfzPADA8yGZAnszKpJnLauXhQj7STL4Lle0beMpA9wkY9NtrH0uvdj/c8BTJ5yAn1gEJimvmlQJ/pkcSMCjtK+hk/4OwAGXafao0b5PECCvvOl65lRAwYWfgj1lk/gsKmCNSdQC9NcmK5C/6TPSUTORyAlRaszHxhK+NcvHcL7R4bgT6u0BECDJb7F7sQ9sMMi2qgaxwgFa+PAJd8HHPpzpSjiKtgN2cAhduGi+PYzHdASpig7RSBfF2hV36IDy4J2xGpvF2WEvjhJQJQ1nByPYtBM32LaYpe6LTB3Hm4TvIxzUxX6I69kti1mTYOdY9736lvT+9ksgqepeSvRVvLhYAwjfeBAtTavyGLt5+pFr6fpJl181CqWX2rV+JP1GqrQwW/kpUEI3NBcSCudB4mHqa8ZkxTWUHkyB6Z2F2rXa18HtP0nwrATj5yA0DbMwr8q4CRuz0v4/9SqV6xmpj4XVYSRNR+LMpSsARebof5fg4SJWJTAsCWvg14Z2Tx51lD5XGsbF7f24B+YDAiyXxrp2YOU+gRWcSTH6dcqPUczR+n0O8K5AYgcv5Qak1WuhFnZyWxfeVdJW3A2pjn2FSg21M9xoVCflaAdtXjxMKTto9PbOIDmyo0qsBYtzB/otwez4O3oFF1s5X5olleoj4IeLSx5GaD+WKG6O8AcrcDo3JA7n7yjalyloeeRYoO+dVZid++MtvOZ1uOc/tUWLTphszrGphb5smWodJpWu2n45MeCXinKPQBRf7sFaFX7saHoT5j0H5AM1iLevruXNKo8XzUUDzYeuqqdo2zY2U0b+esdL3SSl2l98b0yTWAUcxLUmzlihEoXD0Ij6fsyxS6jQB7MYqi0Av/jcLDtYREnJUqw9c/K1Ija7WVdFQfekaPxLcpXhvTNMO1z4cpr2k33YbCPeNqtamVz50d7/8CkU2APE0Y/tiPvv2rKZV16twtpVMz3zLQnwkiGw5H+KTZDlm6gE+OaywC/SrD0MyDGOAXljpCGLzcR25ZNTWpmKZvBEADiLcX4v3J3HU7BaorhkNVp9m+Fu8br6kv+cGuE3RdOqnSCTe41rqHvJSD7FbtxOwW9dsAnWBguhhGjWmadK9v98N0vSRdzEk0XIhaNYhsKjaMHeMi72QaP1x6WmZ+GQv+hTX/0IyJd8ONauIGFyE5vUjVKtJyBPiaQrMevLsV2EGhpFXsnYNsKNDL6GvqwUybK1vObeKxTd/CDVEEHTvbvK5sTZChQGb0Y9WHPw553fKOuVAkJ/PFzhFnGU5k0wNR40abfpJZgPfwQrx3wnCdtN1k+6xAbhtKAarVfjpZ1b5eSZzYal2839phrvIdS2HU33jwzyrAfMEDvkOWCQD6666r0HN7JXlaPc+0dY6i0EYmKwn6HddVGBb2gA16nCOR8/2ekcOozcPUtHd52X+HuahX6mCnpsijvxkQckRfGTJiEehAdKd5An7VhRupeEOvxY9VcYT5I/PIT25H+3sGhiGLT1iwVWFfp9pD7uAMDwO3luYSbE7MXCgQCjD8iXB4J/x/5yDy44ZDXSeMwXPtvkyCHTwT98v7fNK1hdZvRYeois+1Nn0ZsaYEe2Ql2RvTzDWA+eJ6eGevsJC+U1X9t9CzgbH55c0FpmhS8CUKqwvkBbs4mwXutMwf+UovnZr6qUJ2BxZ9JSs7BfrQROcq1thdIAcDSADwbAhOd+vFO3+MYm2G5M4QyCOAf8Zwb1qdihxPurRxfIV53UHkZ35c392Y9qwP5IlD6FR4x/XKpGVAJ8P5pU/Q1I4ehCpEl/RKfNiMWNiHTk3P1MBUIEH0/LAU55n7iA/ZLIwIEzeZGuBO8KGBd7HAjHV83VW4aFDZCjBxgZzdiGtTp3ZfpihskEViT+oR1DsYFNnwIN2UEYae6cUwpUdhzmH+tN466rkupum3gcJ2w52WiWrqNAJreUAcifxWs2UrRtUqlpimDifKmzngrwk85gDWMjC7DBdQoZ6BqnZNVFP7C+RihTlG4F0JRLYsdUJh3ljgk9tI+slfDHBrO/DrDGYtjmHKH2H1hH/FP1lJXOzCHK/Vu8Nrpe3N3mt3lSOPAOQMBR7x4f241GHE5W5mViKwlz5zonaPNzDdgC42kGMXYfW7VsN7jwmQ7glpV12tjzy1taNjLH1wnaHBWAn+jTHL2vQVFkSABWHzMusZe74L3Oj0SIJ51GWKRU4O8J36NiDsxy88eDe0IffnQfhETZPaczUQuTJM5GtMezYG8nzuAYD6Cm+GIH/rcE8g9YxXtWvIH21D5HiHvP7Fis6Z04NWIad50CN6JPlgK32pdS/554xCDKBjp+GMPsQ0/QSgd9erFlit3S43e5EAXQLtUciqNI8BJMjrvofPpFbH35mj/LcHb5+5Mqnu6I41FZDvDWJUslFxi6hmun3ID+fKpDlRzXxXrLxuxbRare+k+tqR2R4wZ/RKcttm66jnvph2HwMYbjz/Xkt+dDN94ZPt+Oil/2vvSqCkqs7099+qpmkEcUtMTNzXBFyoarqqOy5RVHAXN1CjIi4xilFQJ3HJiDHqoIn7mhgwCsFo0LjjMuICXdVNV6G2RDGuREfjjI6I2ktV3X/O994tLJrauruq0WTuORw41Fvufe++u/z/txjYIzwhDrfKZsxa6aMaBK6sxIqrnIqXe0xWNB3AUECOK6Qq5Xa4RAPTS3Kh+NSblhRkVg10Eak6GdgXDQIJIEh7vzfKrcPaOM43sae2NE4Q4KaP0HFlFp0c0hYC1Wh4XTS8V6/xG53ZwAhflERuqfXEK+SahERuGOh2hbXt2xapEcYDexmKizBXTQWrT3ynoSzwK9P+v1jxSrXCiGy3H0rURQrzQFIiFxV6Fm53xZTGtwFQ2pKCKFQGOot5WIGe25+B34/opI5QmOMAywWLl9ftCZob6HdV8n5elKVlkkC58n8GSJ+fkN2WlzyvUgf4xgTkkB4OBPdLSH3F8qT5qhjS2CkC+XkKmcZq8pb9jZFcOAwdkb5Kpbo01LmATPFpiWIVtllgZn6G1Hwvr+vZPG5GkYixFrpnOfiQ7HOp19jBXJSmII3lgEdXe56qgTBaPx2M1Lc+hQYHoWaJhRxSaelOpiEt7PNLpKliPsy57XDhdzquMXw/RKHH9qQa9exH5EirtxiSt1cpYYU1RjWlYVwF+X/bX2YpPJX6Vvp7Hd82zDwhwKtD0TGhWMf06Trr7QPoaS4P/FvALAMyFwE1Y4AU/WdHJiRKysZXvjh0OP0jR2ZtD8m3U2DbQq4b2UZR0DwFJAB7ssBcBwhDTfz7EQv7o3IpUNV8rwvHRgAAGz1JREFUSAxjv4nEtuqFsbGTeNrY3C3bzQF540uzBNtugfbeDBSl6u3ANDGFXpKURvJF8xZfOUseEqAD0DcYvlYoFz/vO3/ctwwCU9tk9Bqi8vkuSJcvQZq4hskC7AHI08Q0dGHoI9XcWZV6HuX+7sR0GD0LWmSmUXmu3HMrcRw9uWshswWyAdA9PusdW4lr5598PVOBezLAmL6o2ZVbLx9Ayh2SnlDI97rUtcLa+hOFvZDpJwXaBDrXInN3LgjOV70K3qkAbfOO7A0tzKkaPmuRObwU+I/jD01iFNgREJrF8N8Mf3clJLq+PyHp0EpThJyL3uvdSI2oRsrGR4oH7gSUMsFbA7pBCplNii3MHCCMEUnOs7fkTMCe1jJfxBYAThbIdFI1LMzUJdIwoB9Wsc4V1pYTFPZGwJAWc0Q5ObiwxmPwtIGFKDhKpX1gEDhMkXlUIceWA5kv1eEH6ndfWtNeozAfCpR54N92YtiIUgN2WFvPAexeAcjxaVgOWt8QyC00bgCCu31VIwFuMBrJHbwApHzww+UkvY7m7JYVmfY0bHtfPzTqzirSj1sYrsILookd+OZWgXxTEZisSDUCwuhEI2l9Cg0AcnsxpTOCNXxUvxyu0L9RErIbQ+b2NoQ3UH2u531IFQlCLhfoPgpleK/goqVaddxJW7asAR4D7EKg5qeVTAHkq7MDSHIcPLlaXNzsfUPacqFAd+4ptlPqWXKDEoBMEm/HS39duV0QmJ2QeoIiVyuuPfPh04b2XoGPdyg30pQ1FVBgRq6LFCc8AztCYb1JlpOteu5sWiOrrD3poZ1pz1p7Os2G57qgoypNha3X+ERbJelJv/9RGUyfhseQEPJ9D0tI9FuF3lNIWynXSa/yVy1qJi+R0DurJmD3IJ5WaKuBvNwmkek+QtpeLp7EYc15uXnXUp2hWr878W6GE+4H9ARAx5WC5zM/RI5rQiInO94kQ40T1TNXx0edsLv2FRVcrXYWu64T9p6iwHkU9hbg+FI0CHdOQoCzh6JjwUoMpqj7kSTYC7C7RXdTKdWatdHWQvekolgAwRHq0YiE3Gd6+nJi/pgTs8C85Pv52vYuDHu11AKF93Gc7Ksy0MZSO2znz3y0k9p7g4NSEIFjqBBELBeADwXymw68c+1SOaq7XqnjSx1mYa6ZA9JdisBdX9WFT77nPkKXDh2MlVMBnE7HpLWlne2jTWUeoDdWy1Q9t/1up9iskNuSEr22mt+BH+ULxDKwu5fqg6zHD/TVYV1YMV4BjoW0CGS/m6EI3FhIAtJFLv4osL+xCNDrefukRKaV0y6OIxuh7nmFLBPoX/xdrWeByj/fhff/Xzq5BSDtxewYKVwByDPVkNcMafxRA1RcetKhnecAgRmA3ROQTwV6n4VSXIab2NWKA9MxUsRnlOrEsC2y49FqZgwhjT9LY2qFTBcEmzjh5uQRTgL0diD4m2Ic1XJeYn+OcaHlf3TinQ1qsekxRJ1Z6KRi4DHHpUumULddFt4e1hZ6nW7OuD0F/BV4kHJ9W2L545VCB/enneWc63tlCnVhDwT00lKdOKTNYwXm2hXYcBfSg3wABagj/T4gH3Zi2H7lTFTl1G1tHMN8zKcYvC2dpIgcdUAThrE3A8zrWXtHTsyKdHs+hStKCpIb2Qn7g1KLslEan2yg/w7IibnezPW6eKQiQ27xKT6uwkOCb6eQu+kK1iaN1Oz+WpWwNh8JGFLklhoEfrq2BFnqteXHCv2lwJ7dJk15Ddwr+mC9HPPm8xR4s9xJqj/3D2vsDkCW00614HV0uhmFsWON52YFinPUAKB2+Y3dSF1VLArkctgXWtgTlkjTsyGNEf9QEEdCTQbuaP2dLMPHupsfbsVb2bSQ8Uxg0u3rILWsN/nqrLzmCmwYqjRdMSs9uQIbblXJazuw2PlEj1PgRbyocc2eQOpMBTbOTQc6f22Or3STukJgTrWQS5PS8Kfsu+0xAcc4YIwh3cEAO7RJ4ypkqI+ks1cJJEJh6bUpSBDW+F8BOyEhTe1uR3y/QG4oxscLa/xhhfw+KRG6eWTBNwu5YgOwl0AuUCiNISi3dl8xfnF/PrBKn+vyHG8I8K4Cw7nDLSY2zlWhQJ5KSISyc5SOG8sQKKBDuMBKSCNBRf9UxQ9jp0Yq0t8HNCRfhrHrspMygV+clC1S7QEMuVaBDbZGw/h7RYqaMoQ1xu/hT0TpU9fb1zYP7i2wpCuR9vGcQNmnNiN31wB3KoIPrs1FbG9ebr02j3KSqRs57MFa040nn5PiI9Xw2S30TELaMoPh4K2w/IBqL8ydcf29QHBkvv7hVLeO8Qd//F188RhGfeJ0fyul9uW7h2ECYMcRUT9aF29lkbmfTAp/HElld7JusmXKjih8P5JE6wCBDO2E7LNUGj7oTT/qeSyVygZjJUPjZ1YjpE8veIHZspgTU6/qr5B6xH5lIUcGEBiXQWZvAS7Iyo+GtWW2QmkANGsbfbR2ONanD/nZCtwdhMxIQz0hqYREd8u972oTMEENg2GWGpgGC7vI5UdXE6Qfra17WOg1Au1U6NSENA64q0pIY/MEhj7CnipRWNs2U6TpLfx0UiJ5tT59JShMTkiEk6xXwuopRjUTHUiP3YREzvFXLWYCBccBEJR2F910cilAvXpxA3BwSOO3EfEdQKZDEeAu5ZUMcHY+oAjBXIB5IoW6+pdk5w/9STixjSD1ODwLQ5xHqtYAVHut38KB+phT/p4CXhib/4bvBLOxn+aQ+4FMeyfeXcZQcr5Kj9JFmxuYhQp51QePKZH1dw2CvZvUKmeOQLrGNIWsQxCXQh8H7KwuvLug0HXX5gPyoyt6MWAOJb1iGDqv783uppJ19+3uMFOArYPAQcVCmpW8b722TFHomQF81tQqe39UyWvnuxaxKgLcnCvA4/dRYVqDf9Yl+t5ClhqAhiIbOtOQorKPPm5BfkcT+CBwfBrB9YEMd7U/criKLkA3AbDsS7Bjpj0DtGflIMPacgw9gYFUUyVQ7i76tk8xe9n+PO+wxhMC+5NcD/C+Xs9FgW8nfSsI/CgFbGeg8xQ6Jis/Gtb4ixbpkwIIrq8AmSVvCALT6DPu5pSXLcw+PVHea/gB04xZYef5lTXTElge6Sn56KDXhF1TNPthi9qLl0jov/rawN6e58KEg3PlM/2HlJkF6FCL7mN75jMdmOe1FIaMyk48vK8PvrGcfIYYSGSxNJBi4hV6O1qYifRPpQQmd8U1wLyvmiawk6a8JCHRMb4n6eCzAWFI5I+1sJf25NeGNH4loHW5qEMHrPgz00qAHJ6QyF96+17+GY5n316BOtKKRglwOWAGAfYzQL4LzwkmS5PirkAp3kHeIiNFg8lBB5DuRuqwfGFAN+GTrnMwQ5rieYNiYwrbC2oIlkmu7Wf4Q10weCXqpgAyjRKXKWQurybdplR73SKZsqovBYHTBurbC2ucub07DMyeAxFuD2lskoGc2ibRJurWd8GMVxiKwbAfPqLATIv0MkGAmtrjmQ7oxNu3Flu8+c5rhsIalwBCcO2bzPf6tpuevvs+dKHLQGPD0fFaoQXWaG0dYWGfAvQAivmUemelfnfh4cWCwFhOUKWO7+3vfn0zdyekkTv6fhWfIZHxooZbInLu3xDfNABZJMDpWdwNJVcVqZX+IlxJU5yau6sPa5wRtXWTeWwqhQCD3MGC1lOAOSsp0X1oiKyws5PSdFu+Vjj9T8obMh5+o6DmmmqjEVmPsDYfChiiEQ9crV6+RCPDVDRzHddzB1iv8ZkWSCQlSt7bquLANzQ2eDIhUZq6r15UpR7xPQh0UAiT7M/7+eLI46VClP16+704OaTxpbl+ym6wvxzQ/QTmF57ajCvuvbVbyH65KzICLDbAOtcJ7HEEdKyN6EYvmlz1Qx1gb4GFOaYbn7fUom4kYHcTGPo6E3BiAaWC0JuAPq4QLt4OEmCLDHRcIRANw9biae56rl+zACEWgTscyoOSLjJ3bTgwhbR5nMAwNfE+YM9miqfqD7nIDUIaD/ua3TIzIVGyNAakuNDsMwBo+7mw2jfdRResF0Bdu0JvEY+pIfspbBzAHdRhzmDj7uH4iMjmqQq5R9F1Re4Gw4+wdHhgKIFxoCgvfDyU+WH6j3PMIlOgG93t1CbeRZubAghcmpAIU44FCydxg2CzAhclJTq7Es8irC3XK9CRlAj1DSpefFqTrExKhHNBn0tY20KKNDejlC6+1glokFEzK+tf7EeNZTogTN9etAIb3pibcw5r846AWWBgRi7OE7aXeo092IbooVkJMbcCfoOxbYOujTMI3F8Lu1MxlSKqMhmYqxXKncPU/ggSlPO0fH9f+2RCGjlwrVGyHDgDnZALeBmli3Y3CMxISJSUkdVKvcamK+RiipAXQxQTCVqHlTSiJndzRxp8K4JEs/Z7ZVhO2wsd4+pPacr/yD1mlC5qNJ7SmQyxMFOylLKwttAz+Kh8yjNcsZFYLsDRpdDV/anz1+FcXxABtyrwbwJzMM3KAX2WefNP8PFD62C9jQIIcGKmrSN3K15Im5QkQJ9ibtmnYKTbFbXLVrc/9FkGBrKgGzg/AN3BeEIceqhCFxvIHwYiX5zz/W7jQpoPr+13QwaGwv7aQs9fIk20KB2Q4vzEaSpwTX8VqMqpMPO6FNxQgHoEHEPmWqTnZvm6YY3vCwjH1vctzHkC2y3eRCsjFbqTwLDvbQKYV3JBhjwGwBSFOS0pDfN71iWssZstJLYkj6Na9lg/mlbXrND7ktI4vZz2lDrGTUhPBCAjqyX2FNaW5Qbmh/2JXPj9T3/JcZC7WedH/4AAb3va1R44b9NTAaFV44cCvEXnuTzzylMWeCIpjUwNrlEkrC1JUlFyVyNhjd/EkCtn+bDGfqfAx0lpLLlaCWnrOIHlCvoDwJ5VrRW0C4F/DKzcNKvh27NlbrKdA5irEtJAU4esicFrFjgk63eZe15YY3PoA1sL+/2YNHWU6kyjdcG3LOomUP0Efm5vtoGZvTbyxS63S8ePndeot68JfQIR4wpdmIY5f3s0LH8TLa0Kc1lSGtbQXuUHqpAf0xTiXyUnXOh9O/DPoQrcFITcXWrgcGHsQ0iBcFZutNXkxPwdQCiN6iweOTEHlisyExQ4UYDbPkP62loMszX4/BD4IcgGAR63VcgX50SwiHe4IYUV178kYz8v1e+r/btbTJ4K6PiBjML47k3phwFdkpBGRvaqUhidqkHgWOZgFfiuACLQA3M3Cw7cRxna/QQgpoCe3TsAYKrP6z8+Dx7t66Lzb7nh47B6mg4npiHjXpTIaz0bMULvGTQYm72WQe0uxbyiw9pCM5d0QqLshxUp9Rp7CjD35kbkKnJhd5FR2jzGwFyUkCgpWX0qIW25WKDH50ZRwxqntng9TX2GY4PR3BUD+imNWSwCRzldfk7Yq0rWXzwhUYb/8xbx/ReFqxySqr3QrHv5tyYkOoqygUB6sSA9pk12LRmv/zKHhHOoY9oFuazSBGu/jnGGaM4tFiIicjsDna/QR7LwcMffRD6Yv7MwXAzIooREGFIou3Bl96Uetbyl0Nl1WO/Pi2SHgoLcZV+8zANLUQp20SXrGXSfK7CnCszvMrALDXBLJzpHrmGZ5U3arQ+IhwyXG4DAOYV4hWVW71/uMBfKnM+wIWUuGT0ZhM92pMWjhd2FvEAf+CWkkbwH6A6A/B2QGYORmkMxd0ehy4JwvHwxPYwLOYCV85CdI84pgCWG4xGLzMUDYRNYqm4ulHqrAOEMdP9yeLClrtmb3+s1TvemzRPSSOOLihbmdb9A8FADTFIvr6uPKsxMQM8S4HMFnjHATtYLQXNni2ECLKbSWhYYlUZdezGXIIdzuQmQrYLAkS0S/Ue+RoS0ebzAHF1M6MPhbA5OoW6PSjkTjdL44QY4fyssj1QLUU7pSYV5NikNd/T2Bfo7/iE3CbB5N9JHZbEPYW05E1AimjnRni90BIU5L7txIZeZ7zLLsPHnJw9V/qLCTE1KpGBEyWlBx/nCqQXNkCRtpTjBLQX0ON9Bx7Ox23WNnGuRFvooSpDLxs78660QubaS+VLfalBbS4WJ3Cp/DlcoGXRMEtRtYqAPJBDdLp8nsJ93onSbPbmtL6EvPw9N4W8aQOytwHMGgTuH4rMnq40iDWvsNMBsSzR3sc7nTwx0rJGoAl0GcnubRC7reQ4n7AA6qRm9DYDnLLonfp3EOnr7AVbjeBfSnAPIJ4Mx/OR8CzJfwYiTsXxfIbsIZByg3wDwth++9igg/CMK1AN2IiD/44crB82lok65dR+tzXuQVgTIFwI7rRIo0XLvXew4h1mgicLfu5E6sa+KZn2tS1hjRKif5PQPPGesfhedbkLYd1+BOd7xdd8BhHiB5QLZUgEi5ok+fkl8713Kr24Fb5FV84tyVP6ydeRGSZB+UCGLP8IX07J68fnaENbYfQpzW1IiBJ+uUeo1PpnpOIsa+qhXBFzr6JIvW2QmVUuytD/Sk6M0uYlBF0VB4ivw8bSsKthobR1jocyhPwHo7hRj6cIX1+VuWMIaf1th986lgYU1Tq7wHgmJjivWj3KUsDzHoeuBTBM5YmGNXQTI8IREz3MNe0GAM9ok2iseYA6PkAPKauiw/nTwkLZMEej3yrEDcwINVwJyIDlcFpk5FpmfFeoIfggek/w8QvnOID3bw1VvJ2o4mJITOkKBP1PopBJIwvwfVttGilSsC+uWlKZ0iyyGaajQwgl2XL5ogpOsI/DAC02SfF6Kb9if9/rPeC5Dm4L0lfQXNjAHlEpR+P21juF/+rF+SrlA8dDSlOHkgE3uutb6g7Uw2fx8BvoHRcdDL8ien+R7hv57pJCGNir050lp5KL0K1GccAllYecm0XB+byztKtEAP3WWuc3C7l4J8BsR1AocLJAJ8FGxpK8x0rw8h3f+qkIvA/QcwPy37zWNDguZWspcpWebifrNwD4swG+L2pN6IszUfx6U6MTQHfKJ7nADAuDRDMxeL+YwQvr7nP0JSXdJSOOE/l6r0Pn12nK0+nKQa+Rii93T9b+HAL01C67yx0daa6a4ARkO6Nw09MIsLSt7PSdN+34CkaHZDZ0Drr2k0N2yNKVC91+NhuQm3eOBYJOiez1B4GkgsDVDjyFtPUhgr1iBDcN9URap1/gRCngcVSDz0/5aqznD7+kJie5e7gsNa+tZgD1PoTR0sIX8j10n5Ur1C4uMZ2Zf7j0KHUcje0XtRPHzxYPp61qNfHFI4w8AcnOh1W3P+vl5r8zNgJ6swKwAui7O9VT2O6InNvEXQJ4DdC8LO/GrYODQ33cy0Oe7XdaZFmb8C9LwQqn7h3XBRsDgnwMyUSHXrYtv3pDCezXdMDtaBOgg5YWxnQTnRozywItkCW3sWjvR8cJgDAsAaUZEuAi8faBtAku3kQpbwgXvpQlpHHBnLmcq8J8WclhvJz4OvhnojhZmJMVWqLwmEOqVM6dLbM3i7ISbwqcv5+bXfXlcIdDxZeeM87M2ifRa2cu5JhGkNa0cH91iUTJSvhTBZgM5q02ijopa6g2W/t2fkAKxSi1wCt0xpLHHDHB9mzQ+VrpW/hFO4e0qimbkUi+d3Om9jrJ1Rj5Pdp7vjrs6IdFI9p5hjd2uMER559WkyK3bGjxgH3QlWwiC+ysyTwr08iynKaTxJ2lEnlVRKreR2eNyOKpnkFNLhZBSgJZiExpQ+9eERNbvTT2c8hPD17Up1G1WKL8R1vjpACjz+GYGtT8oBlbozf157Ch9fmeDGnKLj/adfsxdNbD3VYLj6Cf+5ZiERMpeaYb1yeHAMDr40BGLZhXXbo2GGbkpg3ptOUk9YQZljoleuJckpNEHt/1/KfsJ1OvC/RXBmxXmwqQ0lLUL9elQcjWdoSwwbUmeAYZOTSnY0QITcrxkRjVYqPXL0PVdjirVXozzWXZDKnBgSGMXCITKaxNzpTwrcOmyLuHy68S/XJqUxoI5Q3+R2k3P8ZEWdqTA7AQoUcjc3aaoDuUiFQ8p8KetEX20W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