<snapdata remixID="11177667"><project name="for fun" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="for fun"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw %&apos;sides&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>35</l></block><block s="turn"><block s="reportQuotient"><l>36</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush fixa el _ del llapis a _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB(A) vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doRun"><block s="reportAttributeOf"><block s="reportListItem"><block s="reportListIndex"><block var="dimension"/><block var="✐ dimension names"/></block><block var="✐ dimension dispatch"/></block><block s="reportGet"><l><option>self</option></l></block></block><list><block var="value"/><block var="more value"/></list></block></script><scripts><comment x="460.0888671875" y="4175.599999999967" w="251.33333333333334" collapsed="false">Note to myself:  When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding &quot;unfair&quot; values, and &quot;raw HSL&quot; contains the numbers the user actually gave.  It has to be this way because in the case of HSV, there is no &quot;HSV&quot; variable; rather, we use the pen&apos;s actual remembered-by-Javascript color&apos;s HSV coordinates.  So our HSL variable has to be analogous to that.  In both cases &quot;raw&quot; means the numbers the user gave us.</comment></scripts></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportIfElse"><block var="✐ fair?"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block><custom-block s="HSV color"></custom-block></block></block></block></block></script></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIfElse"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><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="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations>ca:$brush _ del llapis&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="RGB color"></custom-block><block s="reportNewList"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB(A) hex</l></block><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="RGB color"></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block s="getPenAttribute"><l><option>transparency</option></l></block><l>0</l></block><script><block s="doAddToList"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block><block var="rgb"/></block></script></block><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><block var="rgb"/></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color number</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>color</l></block><block var="✐ color scale"/><l>not set</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l></block><script><block s="doReport"><custom-block s="✐ current pen color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block var="✐ raw HSV"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations>ca:$brush augmenta _ del llapis en _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;}&#xD;}</options></input><input type="%n"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="old"/><l>not set</l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><custom-block s="✐ set pen to crayon %s %l"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><l/></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block><list><l></l></list></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="dimension"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></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;pt:captura _ _&#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;pt:lança _&#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="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;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="$brush color %&apos;newcolor&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%clr"></input></inputs><script><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="newcolor"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="$brush mix colors %&apos;weighted colors&apos; using %&apos;flavor&apos; rules" type="reporter" category="pen"><comment x="0" y="0" w="304" collapsed="false">combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints).  If the result is too bright (additive) or too dark (subtractive), try the &quot;averaged&quot; versions, which will make the brightness more like the brightnesses of the input colors.</comment><header></header><code></code><translations>ca:$brush barreja colors _ amb criteri _&#xD;</translations><inputs><input type="%mult%obj"></input><input type="%s" readonly="true"><options>additive (light)&#xD;additive (averaged)&#xD;subtractive (ideal)&#xD;subtractive (averaged)&#xD;simulated paint&#xD;paint (sRGB corrected)</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>new</l><l>max</l><l>colors</l><l>weights</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>1</l><l/></block><l></l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doSetVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>2</l><l/></block><l>1</l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>paint</l></custom-block><script><block s="doDeclareVariables"><list><l>rho-r</l><l>rho-g</l><l>rho-b</l><l>waveforms</l></list><comment w="152.66666666666666" collapsed="true">convert RGB to waveform</comment></block><block s="doSetVar"><l>rho-r</l><block s="reportTextSplit"><l>0.021592459, 0.020293111, 0.021807906, 0.023803297, 0.025208132, 0.025414957, 0.024621282, 0.020973705, 0.015752802, 0.01116804, 0.008578277, 0.006581877, 0.005171723, 0.004545205, 0.00414512, 0.004343112, 0.005238155, 0.007251939, 0.012543656, 0.028067132, 0.091342277, 0.484081092, 0.870378324, 0.939513128, 0.960926994, 0.968623763, 0.971263883, 0.972285819, 0.971898742, 0.972691859, 0.971734812, 0.97234454, 0.97150339, 0.970857997, 0.970553866, 0.969671404</l><l>, </l></block></block><block s="doSetVar"><l>rho-g</l><block s="reportTextSplit"><l>0.010542406, 0.010878976, 0.011063512, 0.010736566, 0.011681813, 0.012434719, 0.014986907, 0.020100392, 0.030356263, 0.063388962, 0.173423837, 0.568321142, 0.827791998, 0.916560468, 0.952002841, 0.964096452, 0.970590861, 0.972502542, 0.969148203, 0.955344651, 0.892637233, 0.5003641, 0.116236717, 0.047951391, 0.027873526, 0.020057963, 0.017382174, 0.015429109, 0.01543808, 0.014546826, 0.015197773, 0.014285896, 0.015069123, 0.015506263, 0.015545797, 0.016302839</l><l>, </l></block></block><block s="doSetVar"><l>rho-b</l><block s="reportTextSplit"><l>0.967865135, 0.968827912, 0.967128582, 0.965460137, 0.963110055, 0.962150324, 0.960391811, 0.958925903, 0.953890935, 0.925442998, 0.817997886, 0.42509696, 0.167036273, 0.078894327, 0.043852038, 0.031560435, 0.024170984, 0.020245519, 0.01830814, 0.016588218, 0.01602049, 0.015554808, 0.013384959, 0.012535491, 0.011199484, 0.011318274, 0.011353953, 0.012285073, 0.012663188, 0.012761325, 0.013067426, 0.013369566, 0.013427487, 0.01363574, 0.013893597, 0.014025757</l><l>, </l></block></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block></autolambda><list></list></block><block var="colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.04045</l></block><block s="reportQuotient"><l></l><l>12.92</l></block><block s="reportPower"><block s="reportQuotient"><block s="reportVariadicSum"><list><l></l><l>0.055</l></list></block><l>1.055</l></block><l>2.4</l></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block var="waveforms"/></block></block></script></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block><list><l/><block s="reportNewList"><list><block var="rho-r"/><block var="rho-g"/><block var="rho-b"/></list></block></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="waveforms"/></block></block><block s="doDeclareVariables"><list><l>sum of weights</l><l>combined waveform</l></list><comment w="214" collapsed="true">weighted geometric mean of waveforms</comment></block><block s="doSetVar"><l>sum of weights</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>combined waveform</l><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportPower"><l></l><block s="reportQuotient"><l></l><block var="sum of weights"/></block></block></autolambda><list></list></block><list><block var="waveforms"/><block var="weights"/></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doDeclareVariables"><list><l>T</l></list><comment w="90" collapsed="true">back to RGB</comment></block><block s="doSetVar"><l>T</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l><option>word</option></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5.47813E-05	0.000184722	0.000935514	0.003096265	0.009507714	0.017351596	0.022073595	0.016353161	0.002002407	-0.016177731	-0.033929391	-0.046158952	-0.06381706	-0.083911194	-0.091832385	-0.08258148	-0.052950086	-0.012727224	0.037413037	0.091701812	0.147964686	0.181542886	0.210684154	0.210058081	0.181312094	0.132064724	0.093723787	0.057159281	0.033469657	0.018235464	0.009298756	0.004023687	0.002068643	0.00109484	0.000454231	0.000255925</l><l>-4.65552E-05	-0.000157894	-0.000806935	-0.002707449	-0.008477628	-0.016058258	-0.02200529	-0.020027434	-0.011137726	0.003784809	0.022138944	0.038965605	0.063361718	0.095981626	0.126280277	0.148575844	0.149044804	0.14239936	0.122084916	0.09544734	0.067421931	0.035691251	0.01313278	-0.002384996	-0.009409573	-0.009888983	-0.008379513	-0.005606153	-0.003444663	-0.001921041	-0.000995333	-0.000435322	-0.000224537	-0.000118838	-4.93038E-05	-2.77789E-05</l><l>0.00032594	0.001107914	0.005677477	0.01918448	0.060978641	0.121348231	0.184875618	0.208804428	0.197318551	0.147233899	0.091819086	0.046485543	0.022982618	0.00665036	-0.005816014	-0.012450334	-0.015524259	-0.016712927	-0.01570093	-0.013647887	-0.011317812	-0.008077223	-0.005863171	-0.003943485	-0.002490472	-0.001440876	-0.000852895	-0.000458929	-0.000248389	-0.000129773	-6.41985E-05	-2.71982E-05	-1.38913E-05	-7.35203E-06	-3.05024E-06	-1.71858E-06</l></list></block></block></block><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="combined waveform"/><l></l></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="T"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.0031308</l></block><block s="reportVariadicProduct"><list><l>12.92</l><l></l></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>1.055</l><block s="reportPower"><l></l><block s="reportQuotient"><l>1</l><l>2.4</l></block></block></list></block><l>0.055</l></block></block></autolambda><list></list></block><block var="new"/></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><l>255</l><block var="new"/></list></block><list><l></l></list></custom-block></block></script></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>add</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><l></l></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportQuotient"><block var="new"/><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block></script></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="new"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doIf"><block s="reportGreaterThan"><block var="max"/><l>255</l></block><script><block s="doSetVar"><l>new</l><block s="reportVariadicProduct"><list><block var="new"/><block s="reportQuotient"><l>255</l><block var="max"/></block></list></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block var="new"/><list><l></l></list></custom-block></block></script><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><block s="reportQuotient"><l></l><l>255</l></block></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block s="reportPower"><block var="new"/><block s="reportQuotient"><l>1</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block><l>255</l></list></block><list><l></l></list></custom-block></block></script><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block var="new"/><l>255</l></list></block><list><l></l></list></custom-block></block></script></block></script></block></script><scripts><script x="512" y="1525.7777777777785"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block><block s="reportQuotient"><block s="reportDifference"><l>100</l><custom-block s="$brush %s from color %obj"><l>transparency</l><l/></custom-block></block><l>100</l></block></list></block></autolambda><list></list></block><block var="colors"/></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;kind&apos; %&apos;value&apos; %&apos;more value&apos;" type="reporter" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block reports a color.  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush color amb _ _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;X11/W3C name&#xD;&#126;&#xD;fair HSL=fair HSL vector&#xD;fair HSV=fair HSV vector&#xD;HSL=HSL vector&#xD;HSV=HSV vector&#xD;RGB (0-255)=RGB vector&#xD;RGB hex</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more value"/></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l><l>50</l><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></block><block s="doSetVar"><l>kind</l><l>fair HSL vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color number</l></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>3</l></list></block><l>300</l></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="color"/><l>42</l><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon</l></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block s="reportListItem"><l>1</l><block var="value"/></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><l></l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="color"/></block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ color from X11 name %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><custom-block s="✐ color from RGB hex %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color</l></block><script><block s="doReplaceInList"><l>1</l><block var="value"/><custom-block s="✐ RGB from color %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><block s="doSetVar"><l>kind</l><l>RGB vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block><l>0</l></list></block><l>255</l></list></block></block><block s="doIf"><block s="reportOr"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block></block><script><block s="doIf"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block var="color"/></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSV brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>100</l><block s="reportCDR"><block var="color"/></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSL brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block s="reportQuotient"><block s="reportCDR"><block var="color"/></block><block s="reportNewList"><list><l>100</l><l>50</l></list></block></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block></script></block-definition><block-definition s="$brush %&apos;kind&apos; from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations>ca:$brush _ del color _&#xD;</translations><inputs><input type="%s" readonly="true"><options>nearest color number&#xD;crayon number&#xD;fair hue&#xD;&#126;1&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGBA vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%obj"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon number</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>nearest color number</l></block><script><block s="doReport"><custom-block s="✐ color number near color %s"><block var="color"/></custom-block></block></script></block><block s="doDeclareVariables"><list><l>rgb</l><l>hsl</l><l>hsv</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>transparency</l></block><script><block s="doReport"><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doReport"><block var="rgb"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><block s="reportJoinWords"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ byte to hex %n"><l></l></custom-block></autolambda><list></list></block><block var="rgb"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="rgb"/></block></block></script></block><block s="doSetVar"><l>hsv</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>false</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doReport"><block var="hsv"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>hue</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doReport"><block var="hsl"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIfElse"><block s="reportOr"><custom-block s="text %txt contains %txt"><block var="kind"/><l>HSL</l></custom-block><custom-block s="text %txt contains %txt"><block var="kind"/><l>lightness</l></custom-block></block><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair lightness</l><l>fair saturation (HSL)</l></list><comment w="53.333333333333336" collapsed="true">HSL</comment></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsl"/></block><l>34</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>6.94444445</l></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.3</l><comment w="90" collapsed="true">early orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportListItem"><l>3</l><block var="hsl"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>scaled HSV brights</l></list><comment w="53.333333333333336" collapsed="true">HSV</comment></block><block s="doSetVar"><l>scaled HSV brights</l><block s="reportVariadicProduct"><list><l>100</l><block var="✐ HSV brights"/></list></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsv"/></block><l>67</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>6.94444445</l><comment w="90" collapsed="true">early brown</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.3</l><comment w="53.333333333333336" collapsed="true">orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportListItem"><l>3</l><block var="hsv"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><comment w="98.66666666666667" collapsed="true">fair something</comment></block><custom-block s="error %txt"><l>Can&apos;t get here -- please post project and screenshot to forum.</l></custom-block></script></block-definition><block-definition s="✐ current pen color" type="reporter" category="pen"><comment x="0" y="0" w="172.66666666666666" collapsed="false">This block reports the pen color&#xD;(as a color, not as a list of numbers).</comment><header></header><code></code><translations>ca:✐ color de llapis actual&#xD;</translations><inputs></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><custom-block s="RGB color"></custom-block><list><l></l></list></custom-block></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;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportCallCC"><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></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;pt:lança _ _&#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="✐ set pen to crayon %&apos;which&apos; %&apos;more&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations>ca:✐ fixa el llapis de color _ _&#xD;</translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;ca:fixa el llapis al color h: _ s: _ v: _&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_hsv(h, s, v)</l><list><block var="h"/><block var="s"/><block var="v"/></list></block></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l></list></block></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>clr_hsv(clr)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block></list></block></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos; %&apos;set pen?&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><block s="doIfElse"><block var="set pen?"/><script><custom-block s="$brush set pen %s to %s %mult%s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block><list><l></l></list></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><script><block s="doSetVar"><l>✐ X11 catch</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="best match"/></block></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ dimension names</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l><l>✐ X11</l><l>✐ crayon colors</l><l>✐ fair hue table</l><l>✐ colors</l><l>✐ brights</l><l>✐ pivots</l><l>✐ HSV brights</l><l>✐ HSL brights</l><l>✐ HSV colors</l><l>✐ HSL colors</l><l>✐ X11 catch</l><l>✐ dimension names</l><l>✐ dimension dispatch</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>✐ HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>255,250,250,snow&#xD;248,248,255,ghostwhite&#xD;245,245,245,whitesmoke&#xD;220,220,220,gainsboro&#xD;255,250,240,floralwhite&#xD;253,245,230,oldlace&#xD;250,240,230,linen&#xD;250,235,215,antiquewhite&#xD;255,239,213,papayawhip&#xD;255,235,205,blanchedalmond&#xD;255,228,196,bisque&#xD;255,218,185,peachpuff&#xD;255,222,173,navajowhite&#xD;255,228,181,moccasin&#xD;255,248,220,cornsilk&#xD;255,255,240,ivory&#xD;255,250,205,lemonchiffon&#xD;255,245,238,seashell&#xD;240,255,240,honeydew&#xD;245,255,250,mintcream&#xD;240,255,255,azure&#xD;240,248,255,aliceblue&#xD;230,230,250,lavender&#xD;255,240,245,lavenderblush&#xD;255,228,225,mistyrose&#xD;255,255,255,white&#xD;0,0,0,black&#xD;47,79,79,darkslategray&#xD;47,79,79,darkslategrey&#xD;105,105,105,dimgray&#xD;105,105,105,dimgrey&#xD;112,128,144,slategray&#xD;112,128,144,slategrey&#xD;119,136,153,lightslategray&#xD;119,136,153,lightslategrey&#xD;190,190,190,gray(X11)&#xD;190,190,190,grey(X11)&#xD;128,128,128,gray(W3C)&#xD;128,128,128,grey(W3C)&#xD;211,211,211,lightgrey&#xD;211,211,211,lightgray&#xD;25,25,112,midnightblue&#xD;0,0,128,navy&#xD;0,0,128,navyblue&#xD;100,149,237,cornflowerblue&#xD;72,61,139,darkslateblue&#xD;106,90,205,slateblue&#xD;123,104,238,mediumslateblue&#xD;132,112,255,lightslateblue&#xD;0,0,205,mediumblue&#xD;65,105,225,royalblue&#xD;0,0,255,blue&#xD;30,144,255,dodgerblue&#xD;0,191,255,deepskyblue&#xD;135,206,235,skyblue&#xD;135,206,250,lightskyblue&#xD;70,130,180,steelblue&#xD;176,196,222,lightsteelblue&#xD;173,216,230,lightblue&#xD;176,224,230,powderblue&#xD;175,238,238,paleturquoise&#xD;0,206,209,darkturquoise&#xD;72,209,204,mediumturquoise&#xD;64,224,208,turquoise&#xD;0,255,255,cyan&#xD;0,255,255,aqua&#xD;224,255,255,lightcyan&#xD;95,158,160,cadetblue&#xD;102,205,170,mediumaquamarine&#xD;127,255,212,aquamarine&#xD;0,100,0,darkgreen&#xD;85,107,47,darkolivegreen&#xD;143,188,143,darkseagreen&#xD;46,139,87,seagreen&#xD;60,179,113,mediumseagreen&#xD;32,178,170,lightseagreen&#xD;152,251,152,palegreen&#xD;0,255,127,springgreen&#xD;124,252,0,lawngreen&#xD;0,255,0,green(X11)&#xD;0,128,0,green(W3C)&#xD;0,255,0,lime&#xD;127,255,0,chartreuse&#xD;0,250,154,mediumspringgreen&#xD;173,255,47,greenyellow&#xD;50,205,50,limegreen&#xD;154,205,50,yellowgreen&#xD;34,139,34,forestgreen&#xD;107,142,35,olivedrab&#xD;189,183,107,darkkhaki&#xD;240,230,140,khaki&#xD;238,232,170,palegoldenrod&#xD;250,250,210,lightgoldenrodyellow&#xD;255,255,224,lightyellow&#xD;255,255,0,yellow&#xD;255,215,0,gold&#xD;238,221,130,lightgoldenrod&#xD;218,165,32,goldenrod&#xD;184,134,11,darkgoldenrod&#xD;188,143,143,rosybrown&#xD;205,92,92,indianred&#xD;139,69,19,saddlebrown&#xD;160,82,45,sienna&#xD;205,133,63,peru&#xD;222,184,135,burlywood&#xD;245,245,220,beige&#xD;245,222,179,wheat&#xD;244,164,96,sandybrown&#xD;210,180,140,tan&#xD;210,105,30,chocolate&#xD;178,34,34,firebrick&#xD;165,42,42,brown&#xD;233,150,122,darksalmon&#xD;250,128,114,salmon&#xD;255,160,122,lightsalmon&#xD;255,165,0,orange&#xD;255,140,0,darkorange&#xD;255,127,80,coral&#xD;240,128,128,lightcoral&#xD;255,99,71,tomato&#xD;255,69,0,orangered&#xD;255,0,0,red&#xD;255,105,180,hotpink&#xD;255,20,147,deeppink&#xD;255,192,203,pink&#xD;255,182,193,lightpink&#xD;219,112,147,palevioletred&#xD;176,48,96,maroon(X11)&#xD;128,0,0,maroon(W3C)&#xD;199,21,133,mediumvioletred&#xD;208,32,144,violetred&#xD;255,0,255,magenta&#xD;255,0,255,fuchsia&#xD;238,130,238,violet&#xD;221,160,221,plum&#xD;218,112,214,orchid&#xD;186,85,211,mediumorchid&#xD;153,50,204,darkorchid&#xD;148,0,211,darkviolet&#xD;138,43,226,blueviolet&#xD;160,32,240,purple(X11)&#xD;128,0,128,purple(W3C)&#xD;147,112,219,mediumpurple&#xD;216,191,216,thistle&#xD;255,250,250,snow1&#xD;238,233,233,snow2&#xD;205,201,201,snow3&#xD;139,137,137,snow4&#xD;255,245,238,seashell1&#xD;238,229,222,seashell2&#xD;205,197,191,seashell3&#xD;139,134,130,seashell4&#xD;255,239,219,AntiqueWhite1&#xD;238,223,204,AntiqueWhite2&#xD;205,192,176,AntiqueWhite3&#xD;139,131,120,AntiqueWhite4&#xD;255,228,196,bisque1&#xD;238,213,183,bisque2&#xD;205,183,158,bisque3&#xD;139,125,107,bisque4&#xD;255,218,185,PeachPuff1&#xD;238,203,173,PeachPuff2&#xD;205,175,149,PeachPuff3&#xD;139,119,101,PeachPuff4&#xD;255,222,173,NavajoWhite1&#xD;238,207,161,NavajoWhite2&#xD;205,179,139,NavajoWhite3&#xD;139,121,94,NavajoWhite4&#xD;255,250,205,LemonChiffon1&#xD;238,233,191,LemonChiffon2&#xD;205,201,165,LemonChiffon3&#xD;139,137,112,LemonChiffon4&#xD;255,248,220,cornsilk1&#xD;238,232,205,cornsilk2&#xD;205,200,177,cornsilk3&#xD;139,136,120,cornsilk4&#xD;255,255,240,ivory1&#xD;238,238,224,ivory2&#xD;205,205,193,ivory3&#xD;139,139,131,ivory4&#xD;240,255,240,honeydew1&#xD;224,238,224,honeydew2&#xD;193,205,193,honeydew3&#xD;131,139,131,honeydew4&#xD;255,240,245,LavenderBlush1&#xD;238,224,229,LavenderBlush2&#xD;205,193,197,LavenderBlush3&#xD;139,131,134,LavenderBlush4&#xD;255,228,225,MistyRose1&#xD;238,213,210,MistyRose2&#xD;205,183,181,MistyRose3&#xD;139,125,123,MistyRose4&#xD;240,255,255,azure1&#xD;224,238,238,azure2&#xD;193,205,205,azure3&#xD;131,139,139,azure4&#xD;131,111,255,SlateBlue1&#xD;122,103,238,SlateBlue2&#xD;105,89,205,SlateBlue3&#xD;71,60,139,SlateBlue4&#xD;72,118,255,RoyalBlue1&#xD;67,110,238,RoyalBlue2&#xD;58,95,205,RoyalBlue3&#xD;39,64,139,RoyalBlue4&#xD;0,0,255,blue1&#xD;0,0,238,blue2&#xD;0,0,205,blue3&#xD;0,0,139,blue4&#xD;30,144,255,DodgerBlue1&#xD;28,134,238,DodgerBlue2&#xD;24,116,205,DodgerBlue3&#xD;16,78,139,DodgerBlue4&#xD;99,184,255,SteelBlue1&#xD;92,172,238,SteelBlue2&#xD;79,148,205,SteelBlue3&#xD;54,100,139,SteelBlue4&#xD;0,191,255,DeepSkyBlue1&#xD;0,178,238,DeepSkyBlue2&#xD;0,154,205,DeepSkyBlue3&#xD;0,104,139,DeepSkyBlue4&#xD;135,206,255,SkyBlue1&#xD;126,192,238,SkyBlue2&#xD;108,166,205,SkyBlue3&#xD;74,112,139,SkyBlue4&#xD;176,226,255,LightSkyBlue1&#xD;164,211,238,LightSkyBlue2&#xD;141,182,205,LightSkyBlue3&#xD;96,123,139,LightSkyBlue4&#xD;198,226,255,SlateGray1&#xD;185,211,238,SlateGray2&#xD;159,182,205,SlateGray3&#xD;108,123,139,SlateGray4&#xD;202,225,255,LightSteelBlue1&#xD;188,210,238,LightSteelBlue2&#xD;162,181,205,LightSteelBlue3&#xD;110,123,139,LightSteelBlue4&#xD;191,239,255,LightBlue1&#xD;178,223,238,LightBlue2&#xD;154,192,205,LightBlue3&#xD;104,131,139,LightBlue4&#xD;224,255,255,LightCyan1&#xD;209,238,238,LightCyan2&#xD;180,205,205,LightCyan3&#xD;122,139,139,LightCyan4&#xD;187,255,255,PaleTurquoise1&#xD;174,238,238,PaleTurquoise2&#xD;150,205,205,PaleTurquoise3&#xD;102,139,139,PaleTurquoise4&#xD;152,245,255,CadetBlue1&#xD;142,229,238,CadetBlue2&#xD;122,197,205,CadetBlue3&#xD;83,134,139,CadetBlue4&#xD;0,245,255,turquoise1&#xD;0,229,238,turquoise2&#xD;0,197,205,turquoise3&#xD;0,134,139,turquoise4&#xD;0,255,255,cyan1&#xD;0,238,238,cyan2&#xD;0,205,205,cyan3&#xD;0,139,139,cyan4&#xD;151,255,255,DarkSlateGray1&#xD;141,238,238,DarkSlateGray2&#xD;121,205,205,DarkSlateGray3&#xD;82,139,139,DarkSlateGray4&#xD;127,255,212,aquamarine1&#xD;118,238,198,aquamarine2&#xD;102,205,170,aquamarine3&#xD;69,139,116,aquamarine4&#xD;193,255,193,DarkSeaGreen1&#xD;180,238,180,DarkSeaGreen2&#xD;155,205,155,DarkSeaGreen3&#xD;105,139,105,DarkSeaGreen4&#xD;84,255,159,SeaGreen1&#xD;78,238,148,SeaGreen2&#xD;67,205,128,SeaGreen3&#xD;46,139,87,SeaGreen4&#xD;154,255,154,PaleGreen1&#xD;144,238,144,PaleGreen2&#xD;124,205,124,PaleGreen3&#xD;84,139,84,PaleGreen4&#xD;0,255,127,SpringGreen1&#xD;0,238,118,SpringGreen2&#xD;0,205,102,SpringGreen3&#xD;0,139,69,SpringGreen4&#xD;0,255,0,green1&#xD;0,238,0,green2&#xD;0,205,0,green3&#xD;0,139,0,green4&#xD;127,255,0,chartreuse1&#xD;118,238,0,chartreuse2&#xD;102,205,0,chartreuse3&#xD;69,139,0,chartreuse4&#xD;192,255,62,OliveDrab1&#xD;179,238,58,OliveDrab2&#xD;154,205,50,OliveDrab3&#xD;105,139,34,OliveDrab4&#xD;202,255,112,DarkOliveGreen1&#xD;188,238,104,DarkOliveGreen2&#xD;162,205,90,DarkOliveGreen3&#xD;110,139,61,DarkOliveGreen4&#xD;255,246,143,khaki1&#xD;238,230,133,khaki2&#xD;205,198,115,khaki3&#xD;139,134,78,khaki4&#xD;255,236,139,LightGoldenrod1&#xD;238,220,130,LightGoldenrod2&#xD;205,190,112,LightGoldenrod3&#xD;139,129,76,LightGoldenrod4&#xD;255,255,224,LightYellow1&#xD;238,238,209,LightYellow2&#xD;205,205,180,LightYellow3&#xD;139,139,122,LightYellow4&#xD;255,255,0,yellow1&#xD;238,238,0,yellow2&#xD;205,205,0,yellow3&#xD;139,139,0,yellow4&#xD;255,215,0,gold1&#xD;238,201,0,gold2&#xD;205,173,0,gold3&#xD;139,117,0,gold4&#xD;255,193,37,goldenrod1&#xD;238,180,34,goldenrod2&#xD;205,155,29,goldenrod3&#xD;139,105,20,goldenrod4&#xD;255,185,15,DarkGoldenrod1&#xD;238,173,14,DarkGoldenrod2&#xD;205,149,12,DarkGoldenrod3&#xD;139,101,8,DarkGoldenrod4&#xD;255,193,193,RosyBrown1&#xD;238,180,180,RosyBrown2&#xD;205,155,155,RosyBrown3&#xD;139,105,105,RosyBrown4&#xD;255,106,106,IndianRed1&#xD;238,99,99,IndianRed2&#xD;205,85,85,IndianRed3&#xD;139,58,58,IndianRed4&#xD;255,130,71,sienna1&#xD;238,121,66,sienna2&#xD;205,104,57,sienna3&#xD;139,71,38,sienna4&#xD;255,211,155,burlywood1&#xD;238,197,145,burlywood2&#xD;205,170,125,burlywood3&#xD;139,115,85,burlywood4&#xD;255,231,186,wheat1&#xD;238,216,174,wheat2&#xD;205,186,150,wheat3&#xD;139,126,102,wheat4&#xD;255,165,79,tan1&#xD;238,154,73,tan2&#xD;205,133,63,tan3&#xD;139,90,43,tan4&#xD;255,127,36,chocolate1&#xD;238,118,33,chocolate2&#xD;205,102,29,chocolate3&#xD;139,69,19,chocolate4&#xD;255,48,48,firebrick1&#xD;238,44,44,firebrick2&#xD;205,38,38,firebrick3&#xD;139,26,26,firebrick4&#xD;255,64,64,brown1&#xD;238,59,59,brown2&#xD;205,51,51,brown3&#xD;139,35,35,brown4&#xD;255,140,105,salmon1&#xD;238,130,98,salmon2&#xD;205,112,84,salmon3&#xD;139,76,57,salmon4&#xD;255,160,122,LightSalmon1&#xD;238,149,114,LightSalmon2&#xD;205,129,98,LightSalmon3&#xD;139,87,66,LightSalmon4&#xD;255,165,0,orange1&#xD;238,154,0,orange2&#xD;205,133,0,orange3&#xD;139,90,0,orange4&#xD;255,127,0,DarkOrange1&#xD;238,118,0,DarkOrange2&#xD;205,102,0,DarkOrange3&#xD;139,69,0,DarkOrange4&#xD;255,114,86,coral1&#xD;238,106,80,coral2&#xD;205,91,69,coral3&#xD;139,62,47,coral4&#xD;255,99,71,tomato1&#xD;238,92,66,tomato2&#xD;205,79,57,tomato3&#xD;139,54,38,tomato4&#xD;255,69,0,OrangeRed1&#xD;238,64,0,OrangeRed2&#xD;205,55,0,OrangeRed3&#xD;139,37,0,OrangeRed4&#xD;255,0,0,red1&#xD;238,0,0,red2&#xD;205,0,0,red3&#xD;139,0,0,red4&#xD;255,20,147,DeepPink1&#xD;238,18,137,DeepPink2&#xD;205,16,118,DeepPink3&#xD;139,10,80,DeepPink4&#xD;255,110,180,HotPink1&#xD;238,106,167,HotPink2&#xD;205,96,144,HotPink3&#xD;139,58,98,HotPink4&#xD;255,181,197,pink1&#xD;238,169,184,pink2&#xD;205,145,158,pink3&#xD;139,99,108,pink4&#xD;255,174,185,LightPink1&#xD;238,162,173,LightPink2&#xD;205,140,149,LightPink3&#xD;139,95,101,LightPink4&#xD;255,130,171,PaleVioletRed1&#xD;238,121,159,PaleVioletRed2&#xD;205,104,137,PaleVioletRed3&#xD;139,71,93,PaleVioletRed4&#xD;255,52,179,maroon1&#xD;238,48,167,maroon2&#xD;205,41,144,maroon3&#xD;139,28,98,maroon4&#xD;255,62,150,VioletRed1&#xD;238,58,140,VioletRed2&#xD;205,50,120,VioletRed3&#xD;139,34,82,VioletRed4&#xD;255,0,255,magenta1&#xD;238,0,238,magenta2&#xD;205,0,205,magenta3&#xD;139,0,139,magenta4&#xD;255,131,250,orchid1&#xD;238,122,233,orchid2&#xD;205,105,201,orchid3&#xD;139,71,137,orchid4&#xD;255,187,255,plum1&#xD;238,174,238,plum2&#xD;205,150,205,plum3&#xD;139,102,139,plum4&#xD;224,102,255,MediumOrchid1&#xD;209,95,238,MediumOrchid2&#xD;180,82,205,MediumOrchid3&#xD;122,55,139,MediumOrchid4&#xD;191,62,255,DarkOrchid1&#xD;178,58,238,DarkOrchid2&#xD;154,50,205,DarkOrchid3&#xD;104,34,139,DarkOrchid4&#xD;155,48,255,purple1&#xD;145,44,238,purple2&#xD;125,38,205,purple3&#xD;85,26,139,purple4&#xD;171,130,255,MediumPurple1&#xD;159,121,238,MediumPurple2&#xD;137,104,205,MediumPurple3&#xD;93,71,139,MediumPurple4&#xD;255,225,255,thistle1&#xD;238,210,238,thistle2&#xD;205,181,205,thistle3&#xD;139,123,139,thistle4&#xD;0,0,0,gray0&#xD;0,0,0,grey0&#xD;3,3,3,gray1&#xD;3,3,3,grey1&#xD;5,5,5,gray2&#xD;5,5,5,grey2&#xD;8,8,8,gray3&#xD;8,8,8,grey3&#xD;10,10,10,gray4&#xD;10,10,10,grey4&#xD;13,13,13,gray5&#xD;13,13,13,grey5&#xD;15,15,15,gray6&#xD;15,15,15,grey6&#xD;18,18,18,gray7&#xD;18,18,18,grey7&#xD;20,20,20,gray8&#xD;20,20,20,grey8&#xD;23,23,23,gray9&#xD;23,23,23,grey9&#xD;26,26,26,gray10&#xD;26,26,26,grey10&#xD;28,28,28,gray11&#xD;28,28,28,grey11&#xD;31,31,31,gray12&#xD;31,31,31,grey12&#xD;33,33,33,gray13&#xD;33,33,33,grey13&#xD;36,36,36,gray14&#xD;36,36,36,grey14&#xD;38,38,38,gray15&#xD;38,38,38,grey15&#xD;41,41,41,gray16&#xD;41,41,41,grey16&#xD;43,43,43,gray17&#xD;43,43,43,grey17&#xD;46,46,46,gray18&#xD;46,46,46,grey18&#xD;48,48,48,gray19&#xD;48,48,48,grey19&#xD;51,51,51,gray20&#xD;51,51,51,grey20&#xD;54,54,54,gray21&#xD;54,54,54,grey21&#xD;56,56,56,gray22&#xD;56,56,56,grey22&#xD;59,59,59,gray23&#xD;59,59,59,grey23&#xD;61,61,61,gray24&#xD;61,61,61,grey24&#xD;64,64,64,gray25&#xD;64,64,64,grey25&#xD;66,66,66,gray26&#xD;66,66,66,grey26&#xD;69,69,69,gray27&#xD;69,69,69,grey27&#xD;71,71,71,gray28&#xD;71,71,71,grey28&#xD;74,74,74,gray29&#xD;74,74,74,grey29&#xD;77,77,77,gray30&#xD;77,77,77,grey30&#xD;79,79,79,gray31&#xD;79,79,79,grey31&#xD;82,82,82,gray32&#xD;82,82,82,grey32&#xD;84,84,84,gray33&#xD;84,84,84,grey33&#xD;87,87,87,gray34&#xD;87,87,87,grey34&#xD;89,89,89,gray35&#xD;89,89,89,grey35&#xD;92,92,92,gray36&#xD;92,92,92,grey36&#xD;94,94,94,gray37&#xD;94,94,94,grey37&#xD;97,97,97,gray38&#xD;97,97,97,grey38&#xD;99,99,99,gray39&#xD;99,99,99,grey39&#xD;102,102,102,gray40&#xD;102,102,102,grey40&#xD;105,105,105,gray41&#xD;105,105,105,grey41&#xD;107,107,107,gray42&#xD;107,107,107,grey42&#xD;110,110,110,gray43&#xD;110,110,110,grey43&#xD;112,112,112,gray44&#xD;112,112,112,grey44&#xD;115,115,115,gray45&#xD;115,115,115,grey45&#xD;117,117,117,gray46&#xD;117,117,117,grey46&#xD;120,120,120,gray47&#xD;120,120,120,grey47&#xD;122,122,122,gray48&#xD;122,122,122,grey48&#xD;125,125,125,gray49&#xD;125,125,125,grey49&#xD;127,127,127,gray50&#xD;127,127,127,grey50&#xD;130,130,130,gray51&#xD;130,130,130,grey51&#xD;133,133,133,gray52&#xD;133,133,133,grey52&#xD;135,135,135,gray53&#xD;135,135,135,grey53&#xD;138,138,138,gray54&#xD;138,138,138,grey54&#xD;140,140,140,gray55&#xD;140,140,140,grey55&#xD;143,143,143,gray56&#xD;143,143,143,grey56&#xD;145,145,145,gray57&#xD;145,145,145,grey57&#xD;148,148,148,gray58&#xD;148,148,148,grey58&#xD;150,150,150,gray59&#xD;150,150,150,grey59&#xD;153,153,153,gray60&#xD;153,153,153,grey60&#xD;156,156,156,gray61&#xD;156,156,156,grey61&#xD;158,158,158,gray62&#xD;158,158,158,grey62&#xD;161,161,161,gray63&#xD;161,161,161,grey63&#xD;163,163,163,gray64&#xD;163,163,163,grey64&#xD;166,166,166,gray65&#xD;166,166,166,grey65&#xD;168,168,168,gray66&#xD;168,168,168,grey66&#xD;171,171,171,gray67&#xD;171,171,171,grey67&#xD;173,173,173,gray68&#xD;173,173,173,grey68&#xD;176,176,176,gray69&#xD;176,176,176,grey69&#xD;179,179,179,gray70&#xD;179,179,179,grey70&#xD;181,181,181,gray71&#xD;181,181,181,grey71&#xD;184,184,184,gray72&#xD;184,184,184,grey72&#xD;186,186,186,gray73&#xD;186,186,186,grey73&#xD;189,189,189,gray74&#xD;189,189,189,grey74&#xD;191,191,191,gray75&#xD;191,191,191,grey75&#xD;194,194,194,gray76&#xD;194,194,194,grey76&#xD;196,196,196,gray77&#xD;196,196,196,grey77&#xD;199,199,199,gray78&#xD;199,199,199,grey78&#xD;201,201,201,gray79&#xD;201,201,201,grey79&#xD;204,204,204,gray80&#xD;204,204,204,grey80&#xD;207,207,207,gray81&#xD;207,207,207,grey81&#xD;209,209,209,gray82&#xD;209,209,209,grey82&#xD;212,212,212,gray83&#xD;212,212,212,grey83&#xD;214,214,214,gray84&#xD;214,214,214,grey84&#xD;217,217,217,gray85&#xD;217,217,217,grey85&#xD;219,219,219,gray86&#xD;219,219,219,grey86&#xD;222,222,222,gray87&#xD;222,222,222,grey87&#xD;224,224,224,gray88&#xD;224,224,224,grey88&#xD;227,227,227,gray89&#xD;227,227,227,grey89&#xD;229,229,229,gray90&#xD;229,229,229,grey90&#xD;232,232,232,gray91&#xD;232,232,232,grey91&#xD;235,235,235,gray92&#xD;235,235,235,grey92&#xD;237,237,237,gray93&#xD;237,237,237,grey93&#xD;240,240,240,gray94&#xD;240,240,240,grey94&#xD;242,242,242,gray95&#xD;242,242,242,grey95&#xD;245,245,245,gray96&#xD;245,245,245,grey96&#xD;247,247,247,gray97&#xD;247,247,247,grey97&#xD;250,250,250,gray98&#xD;250,250,250,grey98&#xD;252,252,252,gray99&#xD;252,252,252,grey99&#xD;255,255,255,gray100&#xD;255,255,255,grey100&#xD;169,169,169,darkgrey&#xD;169,169,169,darkgray&#xD;0,0,139,darkblue&#xD;0,139,139,darkcyan&#xD;139,0,139,darkmagenta&#xD;139,0,0,darkred&#xD;144,238,144,lightgreen</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark 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s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ pivots"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,1,1&#xD;0.0196078431372549,1,0.6666666666666666&#xD;0.06944444444444443,0.8633093525179856,0.5450980392156862&#xD;0.08823529411764708,1,0.6666666666666666&#xD;0.08300653594771241,1,1&#xD;0.10457516339869281,1,1&#xD;0.16666666666666666,1,1&#xD;0.20915032679738563,1,1&#xD;0.3333333333333333,1,1&#xD;0.47222222222222227,1,0.9411764705882353&#xD;0.5,1,1&#xD;0.5836601307189543,1,1&#xD;0.6666666666666666,1,1&#xD;0.7058823529411765,1,1&#xD;0.7503267973856209,1,1&#xD;0.8333333333333334,1,1&#xD;0.9581699346405229,1,1&#xD;1,1,1</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL brights</l><block s="reportTextSplit"><custom-block s="multiline 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%mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,50&#xD;0,100,16.666666666666664&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;1.1904761904761905,100,13.725490196078432&#xD;8.30065359477124,100,50&#xD;7.142857142857142,100,27.450980392156865&#xD;16.666666666666664,100,50&#xD;13.596491228070173,100,22.35294117647059&#xD;33.33333333333333,100,50&#xD;33.33333333333333,100,5.88235294117647&#xD;50,100,50&#xD;50,100,9.803921568627452&#xD;66.66666666666666,100,50&#xD;66.66666666666666,100,12.549019607843137&#xD;81.4814814814815,100,17.647058823529413&#xD;83.33333333333334,100,50&#xD;0,0,0</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension names"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension names</l><block s="reportNewList"><list><l>color</l><l>color number</l><l>crayon</l><l>fair hue</l><l>size</l><l>transparency</l><l>X11/W3C name</l><l>fair saturation (HSL)</l><l>fair lightness</l><l>fair HSL vector</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>fair HSV vector</l><l>hue</l><l>saturation (HSL)</l><l>lightness</l><l>HSL vector</l><l>saturation (HSV)</l><l>value (brightness)</l><l>HSV vector</l><l>red</l><l>green</l><l>blue</l><l>RGB(A) vector</l><l>RGB(A) hex</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension dispatch"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension dispatch</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><list></list></block></list></block></block></script></block></script><scripts><script x="327.1142578125" y="21806.466666666656"><block s="reportTextSplit"><custom-block s="multiline %mlt"><l></l></custom-block><l><option>csv</option></l></block></script></scripts></block-definition><block-definition s="✐ crayon number of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>5</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not a crayon</l></block></script></block-definition><block-definition s="✐ RGB from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doReport"><block var="color"/></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="color"/></block></block></block></block></script></block></script></block-definition><block-definition s="✐ X11 name of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ X11"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not an X11 color</l></block></script></block-definition><block-definition s="✐ make fair hue table" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>hues</l><l>fair hues</l><l>hue table index</l><l>fair hue ceiling</l><l>bottom hue</l></list></block><block s="doSetVar"><l>hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>fairhue10</l><l>1</l><l>1000</l><script><custom-block s="$brush set pen %s to %s %mult%s"><l>fair hue</l><block s="reportQuotient"><block var="fairhue10"/><l>10</l></block><list><l></l></list></custom-block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block var="fairhue10"/></list></block><block var="hues"/></block></script></block></script></block><block s="doReplaceInList"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block><l>1000</l></block><block s="doSetVar"><l>hues</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCONS"><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="hues"/></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="hues"/></block></block></block></block><block s="doSetVar"><l>fair hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>hue10</l><l>1</l><l>1000</l><script><block s="doSetVar"><l>fair hue ceiling</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><l/></block><block var="hue10"/></block></autolambda><list></list></block><block var="hues"/></block></block><block s="doSetVar"><l>bottom hue</l><block s="reportListItem"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="fair hue ceiling"/></block><l>1</l></block><block var="hues"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="hue10"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="bottom hue"/></block><block s="reportQuotient"><block s="reportDifference"><block var="hue10"/><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="fair hue ceiling"/></block><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block></block></list></block></list></block><block var="fair hues"/></block></script></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l><option>last</option></l><block var="fair hues"/></block><l>1000</l></block><block s="doSetVar"><l>✐ fair hue table</l><block s="reportQuotient"><block var="fair hues"/><l>10</l></block></block></script></block-definition><block-definition s="✐ include transparency %&apos;rgb&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block var="transparency"/></block><l>255</l></list></block><l>100</l></block></block></script><script><block s="doSetVar"><l>transparency</l><l>255</l></block></script></block><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="✐ extract rgba values %&apos;value&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l></list></block><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>costume</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block></script><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block></script></block></script></block><block s="doReport"><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block></script></block-definition><block-definition s="✐ RGB from HSV %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>value</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>value</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block var="value"/><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="value"/><block var="chroma"/></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ RGB from HSL %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>lightness</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="lightness"/><block s="reportQuotient"><block var="chroma"/><l>2</l></block></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ color number near color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>hue</l><l>saturation</l><l>lightness</l><l>hsl</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="color"/></custom-block></block><block s="doSetVar"><l>hue</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="doSetVar"><l>saturation</l><block s="reportListItem"><l>2</l><block var="hsl"/></block></block><block s="doSetVar"><l>lightness</l><block s="reportListItem"><l>3</l><block var="hsl"/></block></block><block s="doIf"><block s="reportLessThan"><block var="saturation"/><l>25</l><comment w="107.33333333333333" collapsed="true">Nearly grayscale.</comment></block><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportQuotient"><block var="lightness"/><l>10</l></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><l>5</l><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><l>50</l></block><l>5</l></block></list></block><block s="reportQuotient"><l>14</l><l>15</l></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>2</l><comment w="70.66666666666667" collapsed="true">Red family</comment></block><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>14</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="lightness"/></block><block s="reportDifference"><l>100</l><l>50</l></block></block><l>6</l></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>16.6</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>20</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>16.6</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>25</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>8.7</l><comment w="137.33333333333334" collapsed="true">Brown/orange family</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportDifference"><block var="lightness"/><block s="reportDifference"><l>100</l><block var="saturation"/></block></block><l>15</l><comment w="62" collapsed="true">brown</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>0.9</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>25</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></list></block></block></script><script><block s="doReport"><block s="reportDifference"><l>35</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></block></block></script></block></script><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>40</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>7</l><l>14</l><l>28</l></custom-block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>17</l><comment w="75.33333333333333" collapsed="true">yellow</comment></block><script><block s="doIf"><block s="reportLessThan"><block s="reportCombine"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="color"/><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block></block></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>45</l></block><script><block s="doReport"><l>54.7</l></block></script></block><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>50</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>14</l><l>27.75</l><l>22.3</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>34</l><comment w="75.33333333333333" collapsed="true">green</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>60</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>32</l><l>20</l><l>6</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>52</l></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>70</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>49</l><l>6</l><l>10</l></custom-block></block></script><comment w="75.33333333333333" collapsed="true">cyan</comment></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>67</l><comment w="74" collapsed="true">blue</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>80</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>64</l><l>10</l><l>13</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>83.33333333</l><comment w="74" collapsed="true">purple</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>81.5</l></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>82</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>85</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="hue"/><l>66.666</l></block><block s="reportDifference"><l>81.48</l><l>66.666</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>90</l></block></script></block></script><script><block s="doReport"><block s="reportDifference"><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>17.6</l></block></block><l>5</l></list></block></block></block></script></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><l>50</l></block><l>5</l></list></block></list><comment w="90" collapsed="true">left of black</comment></block></block></script></block-definition><block-definition s="✐ HSL/HSV (hsl? %&apos;HSL?&apos; ) from RGB %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b">false</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l><l>max</l><l>min</l><l>chroma</l><l>hue</l><l>value</l><l>lightness</l><l>saturation</l></list></block><block s="doSetVar"><l>red</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>green</l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>blue</l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>color</l><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>chroma</l><block s="reportDifference"><block var="max"/><block var="min"/></block></block><block s="doIfElse"><block s="reportEquals"><block var="chroma"/><l>0</l></block><script><block s="doSetVar"><l>hue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="red"/></block><script><block s="doSetVar"><l>hue</l><block s="reportModulus"><block s="reportQuotient"><block s="reportDifference"><block var="green"/><block var="blue"/></block><block var="chroma"/></block><l>6</l></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="green"/></block><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="blue"/><block var="red"/></block><block var="chroma"/></block><l>2</l></list></block></block></script><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="red"/><block var="green"/></block><block var="chroma"/></block><l>4</l></list></block></block></script></block></script></block></script></block><block s="doSetVar"><l>hue</l><block s="reportVariadicProduct"><list><l>60</l><block var="hue"/></list></block></block><block s="doIfElse"><block var="HSL?"/><script><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="max"/><block var="min"/></list></block><l>2</l></block></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="lightness"/><l>0</l></block><block s="reportEquals"><block var="lightness"/><l>1</l></block></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="lightness"/></list></block></list></block></block></script><script><block s="doSetVar"><l>value</l><block var="max"/></block><block s="doIfElse"><block s="reportEquals"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block var="value"/></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="value"/></list></block></list></block></block></script></block></script></block-definition><block-definition s="✐ color number in %&apos;family&apos; family, from H: %&apos;hue&apos; S: %&apos;saturation&apos; L: %&apos;lightness&apos; $nl rising hue: %&apos;max hue&apos; $nl rising min lightness: %&apos;rise&apos; falling min lightness: %&apos;fall&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><block var="max hue"/></block><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="rise"/></block><script><block s="doReport"><block s="reportDifference"><block var="family"/><l>5</l></block></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="family"/><l>5</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="rise"/></block><block s="reportDifference"><l>50</l><block var="rise"/></block></block><l>5</l></list></block></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="fall"/></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block></block></script><script><block s="doReport"><block s="reportDifference"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="fall"/></block><block s="reportDifference"><l>50</l><block var="fall"/></block></block><l>5</l></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="✐ byte to hex %&apos;byte&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><custom-block s="✐ nybble to hex %n"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="byte"/><l>16</l></block></block></custom-block><custom-block s="✐ nybble to hex %n"><block s="reportModulus"><block var="byte"/><l>16</l></block></custom-block></list></block></block></script></block-definition><block-definition s="✐ nybble to hex %&apos;nybble&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><script><block s="doReport"><block var="nybble"/></block></script><script><block s="doReport"><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="nybble"/><l>10</l></block><block s="reportUnicode"><l>a</l></block></list></block></block></block></script></block></script></block-definition><block-definition s="✐ limits %&apos;color&apos;" type="reporter" category="pen"><comment x="0" y="0" w="90" collapsed="false">hue mod 100, other components cut off at [0, 100]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportCDR"><block var="color"/></block><l>0</l></list></block><l>100</l></list></block></block></block></script></block-definition><block-definition s="✐ set pen to fair hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>old value temp</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>trans</l></list></block><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doSetVar"><l>trans</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="more"/></block><block s="getPenAttribute"><l><option>transparency</option></l></block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="✐ brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to color number %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l><l>old value temp</l></list></block><block s="doSetVar"><l>✐ color scale</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="color"/><l>42</l></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>color number</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB hex %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to X11 name %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="value"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>true</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>true</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ color from X11 name %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ no spaces %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="color"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="color"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>false</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="color"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="color"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>false</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="✐ X11 catch"/><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block-definition><block-definition s="✐ color from RGB hex %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></list></block><block var="transparency"/></custom-block></block></script></block-definition><block-definition s="✐ CMYK from RGB %&apos;rgb&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>cmy</l><l>k</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportQuotient"><block var="rgb"/><l>255</l></block></block><block s="doSetVar"><l>k</l><block s="reportCombine"><block var="rgb"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>cmy</l><block s="reportQuotient"><block s="reportDifference"><block var="k"/><block var="rgb"/></block><block var="k"/></block></block><block s="doReport"><block s="reportConcatenatedLists"><list><block var="cmy"/><block s="reportNewList"><list><block s="reportDifference"><l>1</l><block var="k"/></block></list></block></list></block></block></script></block-definition><block-definition s="✐ RGB from CMYK %&apos;cmyk&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>cmyk</l><block s="reportDifference"><l>1</l><block var="cmyk"/></block></block><block s="doReport"><block s="reportVariadicProduct"><list><l>255</l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="cmyk"/></block><block s="reportListItem"><l>4</l><block var="cmyk"/></block></list></block></list></block></block></script></block-definition><block-definition s="lighten %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicSum"><list><l>50</l><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></list></block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="darken %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportDifference"><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block><l>100</l></block><list><l></l></list></custom-block></block></script><scripts><script x="191" y="20.28888888888893"><block s="reportCombine"><l/><block s="reifyReporter"><script></script><list></list></block></block></script><script x="101.9951171875" y="193.40000000000006"><block s="reportNewList"><list><l>-75</l><l>-75</l><l>-100</l></list></block></script><script x="39.666666666666664" y="116.77777777777779"><block s="reportCombine"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l>0</l></block></autolambda><list></list></block><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></scripts></block-definition><block-definition s="$brush color %&apos;color&apos; at weight %&apos;weight&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="color"/><block var="weight"/></list></block></block></script></block-definition><block-definition s="plot %&apos;waveform&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-72</l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><l>1</l><block var="waveform"/></block></list></block><l>50</l></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>36</l><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>-72</l><block s="reportVariadicProduct"><list><l>4</l><block var="i"/></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>200</l><block s="reportListItem"><block var="i"/><block var="waveform"/></block></list></block><l>50</l></block></block></script></block></script><scripts><script x="426" y="41.55555555555558"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>72</l><l>-50</l></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>-72</l><l>150</l></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;color&apos; and %&apos;dimension&apos; %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%s" readonly="true"><options>fair hue&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>transp</l></list></block><block s="doSetVar"><l>transp</l><custom-block s="$brush %s from color %obj"><l>transparency</l><block var="color"/></custom-block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color number</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>255</l></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>100</l></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script></block></script><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>color</l><block var="color"/><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block></script></block-definition><block-definition s="✐ set pen to lightness %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to color %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></block></block></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen size to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setSize"><block var="value"/></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen transparency to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block></script></block-definition><block-definition s="✐ set pen red to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen green to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block var="value"/><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen blue to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block var="value"/></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ constrain %&apos;value&apos; %&apos;low&apos; %&apos;high&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><block var="value"/><block var="low"/></block><script><block s="doReport"><block var="low"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><block var="high"/></block><script><block s="doReport"><block var="high"/></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><block var="value"/><l>0</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more"/></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="value"/></block><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>255</l></custom-block></autolambda><list></list></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen to HSL saturation %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSL vector %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more value"/></block><block s="reportListItem"><l>2</l><block var="more value"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more value"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doSetVar"><l>✐ HSL</l><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>100</l></custom-block></autolambda><list></list></block><block s="reportCDR"><block var="value"/></block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block var="✐ HSL"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen saturation (HSV) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>saturation</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen value (brightness) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>brightness</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to h: %n s: %n v: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportQuotient"><block var="✐ raw HSV"/><l>100</l></block></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doIf"><block var="✐ fair?"><comment w="118" collapsed="true">if USED TO BE fair</comment></block><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportQuotient"><block s="reportModulus"><block var="value"/><l>100</l></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block><l>100</l></block></custom-block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSL) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair lightness %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSL vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair lightness %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSV) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair value (brightness) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair value (brightness) %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333334" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportStringSize"><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block var="tf"/></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>_case indepent</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>_case indepent</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script><script><block s="doApplyExtension"><l>var_delete(name)</l><list><l>_case indepent</l></list></block></script></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportEquals"><block var="end"/><l>0</l></block><block s="reportStringSize"><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="text %&apos;string&apos; contains %&apos;marker&apos;" type="predicate" category="operators"><comment x="0" y="0" w="218" collapsed="false">Reports True if the first input string contains the second input string, otherwise false.&#xD;&#xD;Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportGreaterThan"><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block><l>0</l></block></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="10863"><item><ref mediaID="Stage_cst_oo"></ref></item></list></costumes><sounds><list struct="atomic" id="10864"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1217.7025052080785" y="-267.72925950948877" heading="272.399999999345" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="43,0,229,1" pen="tip" id="10869"><costumes><list id="10870"><item><ref mediaID="Sprite_cst_Untitled"></ref></item><item><ref mediaID="Sprite_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="10871"></list></sounds><blocks></blocks><variables></variables><scripts><script x="144" y="95"><block s="doRepeat"><l>100</l><script><block s="setColor"><color>43,0,229,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>numSides</l><block s="reportVariadicSum"><list><l>2</l><l>2</l></list></block></block><block s="doSetVar"><l>numSides</l><l>45</l></block><custom-block s="draw %s"><block var="numSides"/></custom-block><block s="setSize"><l>2</l></block><block s="setColor"><color>96,251,255,1</color></block><block s="doStamp"></block><block s="floodFill"></block></script></block></script></scripts></sprite><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="answer" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>45</l></variable><variable name="answer"><l>0</l></variable><variable name="✐ last set as"><l>RGB</l></variable><variable name="✐ fair?"><bool>false</bool></variable><variable name="✐ color scale"><l>0</l></variable><variable name="✐ HSL"><list struct="atomic" id="10906">0,100,50</list></variable><variable name="✐ last crayon"><l>11</l></variable><variable name="✐ last X11"><l>0</l></variable><variable name="✐ raw HSL"><list struct="atomic" id="10907">0,100,50</list></variable><variable name="✐ raw HSV"><list struct="atomic" id="10908">0,100,100</list></variable><variable name="✐ X11"><list id="10909"><item><list struct="atomic" id="10910">255,250,250,snow</list></item><item><list struct="atomic" id="10911">248,248,255,ghostwhite</list></item><item><list struct="atomic" id="10912">245,245,245,whitesmoke</list></item><item><list struct="atomic" id="10913">220,220,220,gainsboro</list></item><item><list struct="atomic" id="10914">255,250,240,floralwhite</list></item><item><list struct="atomic" id="10915">253,245,230,oldlace</list></item><item><list struct="atomic" id="10916">250,240,230,linen</list></item><item><list struct="atomic" id="10917">250,235,215,antiquewhite</list></item><item><list struct="atomic" id="10918">255,239,213,papayawhip</list></item><item><list struct="atomic" id="10919">255,235,205,blanchedalmond</list></item><item><list struct="atomic" id="10920">255,228,196,bisque</list></item><item><list struct="atomic" id="10921">255,218,185,peachpuff</list></item><item><list struct="atomic" id="10922">255,222,173,navajowhite</list></item><item><list struct="atomic" id="10923">255,228,181,moccasin</list></item><item><list struct="atomic" id="10924">255,248,220,cornsilk</list></item><item><list struct="atomic" id="10925">255,255,240,ivory</list></item><item><list struct="atomic" id="10926">255,250,205,lemonchiffon</list></item><item><list struct="atomic" id="10927">255,245,238,seashell</list></item><item><list struct="atomic" id="10928">240,255,240,honeydew</list></item><item><list struct="atomic" id="10929">245,255,250,mintcream</list></item><item><list struct="atomic" id="10930">240,255,255,azure</list></item><item><list struct="atomic" id="10931">240,248,255,aliceblue</list></item><item><list struct="atomic" id="10932">230,230,250,lavender</list></item><item><list struct="atomic" id="10933">255,240,245,lavenderblush</list></item><item><list struct="atomic" id="10934">255,228,225,mistyrose</list></item><item><list struct="atomic" id="10935">255,255,255,white</list></item><item><list struct="atomic" id="10936">0,0,0,black</list></item><item><list struct="atomic" id="10937">47,79,79,darkslategray</list></item><item><list struct="atomic" id="10938">47,79,79,darkslategrey</list></item><item><list struct="atomic" id="10939">105,105,105,dimgray</list></item><item><list struct="atomic" id="10940">105,105,105,dimgrey</list></item><item><list struct="atomic" id="10941">112,128,144,slategray</list></item><item><list struct="atomic" id="10942">112,128,144,slategrey</list></item><item><list struct="atomic" id="10943">119,136,153,lightslategray</list></item><item><list struct="atomic" id="10944">119,136,153,lightslategrey</list></item><item><list struct="atomic" id="10945">190,190,190,gray(X11)</list></item><item><list struct="atomic" id="10946">190,190,190,grey(X11)</list></item><item><list struct="atomic" id="10947">128,128,128,gray(W3C)</list></item><item><list struct="atomic" id="10948">128,128,128,grey(W3C)</list></item><item><list struct="atomic" id="10949">211,211,211,lightgrey</list></item><item><list struct="atomic" id="10950">211,211,211,lightgray</list></item><item><list struct="atomic" id="10951">25,25,112,midnightblue</list></item><item><list struct="atomic" id="10952">0,0,128,navy</list></item><item><list struct="atomic" id="10953">0,0,128,navyblue</list></item><item><list struct="atomic" id="10954">100,149,237,cornflowerblue</list></item><item><list struct="atomic" id="10955">72,61,139,darkslateblue</list></item><item><list struct="atomic" id="10956">106,90,205,slateblue</list></item><item><list struct="atomic" id="10957">123,104,238,mediumslateblue</list></item><item><list struct="atomic" id="10958">132,112,255,lightslateblue</list></item><item><list struct="atomic" id="10959">0,0,205,mediumblue</list></item><item><list struct="atomic" id="10960">65,105,225,royalblue</list></item><item><list struct="atomic" id="10961">0,0,255,blue</list></item><item><list struct="atomic" id="10962">30,144,255,dodgerblue</list></item><item><list struct="atomic" id="10963">0,191,255,deepskyblue</list></item><item><list struct="atomic" id="10964">135,206,235,skyblue</list></item><item><list struct="atomic" id="10965">135,206,250,lightskyblue</list></item><item><list struct="atomic" id="10966">70,130,180,steelblue</list></item><item><list struct="atomic" id="10967">176,196,222,lightsteelblue</list></item><item><list struct="atomic" id="10968">173,216,230,lightblue</list></item><item><list struct="atomic" id="10969">176,224,230,powderblue</list></item><item><list struct="atomic" id="10970">175,238,238,paleturquoise</list></item><item><list struct="atomic" id="10971">0,206,209,darkturquoise</list></item><item><list struct="atomic" id="10972">72,209,204,mediumturquoise</list></item><item><list struct="atomic" id="10973">64,224,208,turquoise</list></item><item><list struct="atomic" id="10974">0,255,255,cyan</list></item><item><list struct="atomic" id="10975">0,255,255,aqua</list></item><item><list struct="atomic" id="10976">224,255,255,lightcyan</list></item><item><list struct="atomic" id="10977">95,158,160,cadetblue</list></item><item><list struct="atomic" id="10978">102,205,170,mediumaquamarine</list></item><item><list struct="atomic" id="10979">127,255,212,aquamarine</list></item><item><list struct="atomic" id="10980">0,100,0,darkgreen</list></item><item><list struct="atomic" id="10981">85,107,47,darkolivegreen</list></item><item><list struct="atomic" id="10982">143,188,143,darkseagreen</list></item><item><list struct="atomic" id="10983">46,139,87,seagreen</list></item><item><list struct="atomic" id="10984">60,179,113,mediumseagreen</list></item><item><list struct="atomic" id="10985">32,178,170,lightseagreen</list></item><item><list struct="atomic" id="10986">152,251,152,palegreen</list></item><item><list struct="atomic" id="10987">0,255,127,springgreen</list></item><item><list struct="atomic" id="10988">124,252,0,lawngreen</list></item><item><list struct="atomic" id="10989">0,255,0,green(X11)</list></item><item><list struct="atomic" id="10990">0,128,0,green(W3C)</list></item><item><list struct="atomic" id="10991">0,255,0,lime</list></item><item><list struct="atomic" id="10992">127,255,0,chartreuse</list></item><item><list struct="atomic" id="10993">0,250,154,mediumspringgreen</list></item><item><list struct="atomic" id="10994">173,255,47,greenyellow</list></item><item><list struct="atomic" id="10995">50,205,50,limegreen</list></item><item><list struct="atomic" id="10996">154,205,50,yellowgreen</list></item><item><list struct="atomic" id="10997">34,139,34,forestgreen</list></item><item><list struct="atomic" id="10998">107,142,35,olivedrab</list></item><item><list struct="atomic" id="10999">189,183,107,darkkhaki</list></item><item><list struct="atomic" id="11000">240,230,140,khaki</list></item><item><list struct="atomic" id="11001">238,232,170,palegoldenrod</list></item><item><list struct="atomic" id="11002">250,250,210,lightgoldenrodyellow</list></item><item><list struct="atomic" id="11003">255,255,224,lightyellow</list></item><item><list struct="atomic" id="11004">255,255,0,yellow</list></item><item><list struct="atomic" id="11005">255,215,0,gold</list></item><item><list struct="atomic" id="11006">238,221,130,lightgoldenrod</list></item><item><list struct="atomic" id="11007">218,165,32,goldenrod</list></item><item><list struct="atomic" id="11008">184,134,11,darkgoldenrod</list></item><item><list struct="atomic" id="11009">188,143,143,rosybrown</list></item><item><list struct="atomic" id="11010">205,92,92,indianred</list></item><item><list struct="atomic" id="11011">139,69,19,saddlebrown</list></item><item><list struct="atomic" id="11012">160,82,45,sienna</list></item><item><list struct="atomic" id="11013">205,133,63,peru</list></item><item><list struct="atomic" id="11014">222,184,135,burlywood</list></item><item><list struct="atomic" id="11015">245,245,220,beige</list></item><item><list struct="atomic" id="11016">245,222,179,wheat</list></item><item><list struct="atomic" id="11017">244,164,96,sandybrown</list></item><item><list struct="atomic" id="11018">210,180,140,tan</list></item><item><list struct="atomic" id="11019">210,105,30,chocolate</list></item><item><list struct="atomic" id="11020">178,34,34,firebrick</list></item><item><list struct="atomic" id="11021">165,42,42,brown</list></item><item><list struct="atomic" id="11022">233,150,122,darksalmon</list></item><item><list struct="atomic" id="11023">250,128,114,salmon</list></item><item><list struct="atomic" id="11024">255,160,122,lightsalmon</list></item><item><list struct="atomic" id="11025">255,165,0,orange</list></item><item><list struct="atomic" id="11026">255,140,0,darkorange</list></item><item><list struct="atomic" id="11027">255,127,80,coral</list></item><item><list struct="atomic" id="11028">240,128,128,lightcoral</list></item><item><list struct="atomic" id="11029">255,99,71,tomato</list></item><item><list struct="atomic" id="11030">255,69,0,orangered</list></item><item><list struct="atomic" id="11031">255,0,0,red</list></item><item><list struct="atomic" id="11032">255,105,180,hotpink</list></item><item><list struct="atomic" id="11033">255,20,147,deeppink</list></item><item><list struct="atomic" id="11034">255,192,203,pink</list></item><item><list struct="atomic" id="11035">255,182,193,lightpink</list></item><item><list struct="atomic" id="11036">219,112,147,palevioletred</list></item><item><list struct="atomic" id="11037">176,48,96,maroon(X11)</list></item><item><list struct="atomic" id="11038">128,0,0,maroon(W3C)</list></item><item><list struct="atomic" id="11039">199,21,133,mediumvioletred</list></item><item><list struct="atomic" id="11040">208,32,144,violetred</list></item><item><list struct="atomic" id="11041">255,0,255,magenta</list></item><item><list struct="atomic" id="11042">255,0,255,fuchsia</list></item><item><list struct="atomic" id="11043">238,130,238,violet</list></item><item><list struct="atomic" id="11044">221,160,221,plum</list></item><item><list struct="atomic" id="11045">218,112,214,orchid</list></item><item><list struct="atomic" id="11046">186,85,211,mediumorchid</list></item><item><list struct="atomic" id="11047">153,50,204,darkorchid</list></item><item><list struct="atomic" id="11048">148,0,211,darkviolet</list></item><item><list struct="atomic" id="11049">138,43,226,blueviolet</list></item><item><list struct="atomic" id="11050">160,32,240,purple(X11)</list></item><item><list struct="atomic" id="11051">128,0,128,purple(W3C)</list></item><item><list struct="atomic" id="11052">147,112,219,mediumpurple</list></item><item><list struct="atomic" id="11053">216,191,216,thistle</list></item><item><list struct="atomic" id="11054">255,250,250,snow1</list></item><item><list struct="atomic" id="11055">238,233,233,snow2</list></item><item><list struct="atomic" id="11056">205,201,201,snow3</list></item><item><list struct="atomic" id="11057">139,137,137,snow4</list></item><item><list struct="atomic" id="11058">255,245,238,seashell1</list></item><item><list struct="atomic" id="11059">238,229,222,seashell2</list></item><item><list struct="atomic" id="11060">205,197,191,seashell3</list></item><item><list struct="atomic" id="11061">139,134,130,seashell4</list></item><item><list struct="atomic" id="11062">255,239,219,AntiqueWhite1</list></item><item><list struct="atomic" id="11063">238,223,204,AntiqueWhite2</list></item><item><list struct="atomic" id="11064">205,192,176,AntiqueWhite3</list></item><item><list struct="atomic" id="11065">139,131,120,AntiqueWhite4</list></item><item><list struct="atomic" id="11066">255,228,196,bisque1</list></item><item><list struct="atomic" id="11067">238,213,183,bisque2</list></item><item><list struct="atomic" id="11068">205,183,158,bisque3</list></item><item><list struct="atomic" id="11069">139,125,107,bisque4</list></item><item><list struct="atomic" id="11070">255,218,185,PeachPuff1</list></item><item><list struct="atomic" id="11071">238,203,173,PeachPuff2</list></item><item><list struct="atomic" id="11072">205,175,149,PeachPuff3</list></item><item><list struct="atomic" id="11073">139,119,101,PeachPuff4</list></item><item><list struct="atomic" id="11074">255,222,173,NavajoWhite1</list></item><item><list struct="atomic" id="11075">238,207,161,NavajoWhite2</list></item><item><list struct="atomic" id="11076">205,179,139,NavajoWhite3</list></item><item><list struct="atomic" id="11077">139,121,94,NavajoWhite4</list></item><item><list struct="atomic" id="11078">255,250,205,LemonChiffon1</list></item><item><list struct="atomic" id="11079">238,233,191,LemonChiffon2</list></item><item><list struct="atomic" id="11080">205,201,165,LemonChiffon3</list></item><item><list struct="atomic" id="11081">139,137,112,LemonChiffon4</list></item><item><list struct="atomic" id="11082">255,248,220,cornsilk1</list></item><item><list struct="atomic" id="11083">238,232,205,cornsilk2</list></item><item><list struct="atomic" id="11084">205,200,177,cornsilk3</list></item><item><list struct="atomic" id="11085">139,136,120,cornsilk4</list></item><item><list struct="atomic" id="11086">255,255,240,ivory1</list></item><item><list struct="atomic" id="11087">238,238,224,ivory2</list></item><item><list struct="atomic" id="11088">205,205,193,ivory3</list></item><item><list struct="atomic" id="11089">139,139,131,ivory4</list></item><item><list struct="atomic" id="11090">240,255,240,honeydew1</list></item><item><list struct="atomic" id="11091">224,238,224,honeydew2</list></item><item><list struct="atomic" id="11092">193,205,193,honeydew3</list></item><item><list struct="atomic" id="11093">131,139,131,honeydew4</list></item><item><list struct="atomic" id="11094">255,240,245,LavenderBlush1</list></item><item><list struct="atomic" id="11095">238,224,229,LavenderBlush2</list></item><item><list struct="atomic" id="11096">205,193,197,LavenderBlush3</list></item><item><list struct="atomic" id="11097">139,131,134,LavenderBlush4</list></item><item><list struct="atomic" id="11098">255,228,225,MistyRose1</list></item><item><list struct="atomic" id="11099">238,213,210,MistyRose2</list></item><item><list struct="atomic" id="11100">205,183,181,MistyRose3</list></item><item><list struct="atomic" id="11101">139,125,123,MistyRose4</list></item><item><list struct="atomic" id="11102">240,255,255,azure1</list></item><item><list struct="atomic" id="11103">224,238,238,azure2</list></item><item><list struct="atomic" id="11104">193,205,205,azure3</list></item><item><list struct="atomic" id="11105">131,139,139,azure4</list></item><item><list struct="atomic" id="11106">131,111,255,SlateBlue1</list></item><item><list struct="atomic" id="11107">122,103,238,SlateBlue2</list></item><item><list struct="atomic" id="11108">105,89,205,SlateBlue3</list></item><item><list struct="atomic" id="11109">71,60,139,SlateBlue4</list></item><item><list struct="atomic" id="11110">72,118,255,RoyalBlue1</list></item><item><list struct="atomic" id="11111">67,110,238,RoyalBlue2</list></item><item><list struct="atomic" id="11112">58,95,205,RoyalBlue3</list></item><item><list struct="atomic" id="11113">39,64,139,RoyalBlue4</list></item><item><list struct="atomic" id="11114">0,0,255,blue1</list></item><item><list struct="atomic" id="11115">0,0,238,blue2</list></item><item><list struct="atomic" id="11116">0,0,205,blue3</list></item><item><list struct="atomic" id="11117">0,0,139,blue4</list></item><item><list struct="atomic" id="11118">30,144,255,DodgerBlue1</list></item><item><list struct="atomic" id="11119">28,134,238,DodgerBlue2</list></item><item><list struct="atomic" id="11120">24,116,205,DodgerBlue3</list></item><item><list struct="atomic" id="11121">16,78,139,DodgerBlue4</list></item><item><list struct="atomic" id="11122">99,184,255,SteelBlue1</list></item><item><list struct="atomic" id="11123">92,172,238,SteelBlue2</list></item><item><list struct="atomic" id="11124">79,148,205,SteelBlue3</list></item><item><list struct="atomic" id="11125">54,100,139,SteelBlue4</list></item><item><list struct="atomic" id="11126">0,191,255,DeepSkyBlue1</list></item><item><list struct="atomic" id="11127">0,178,238,DeepSkyBlue2</list></item><item><list struct="atomic" id="11128">0,154,205,DeepSkyBlue3</list></item><item><list struct="atomic" id="11129">0,104,139,DeepSkyBlue4</list></item><item><list struct="atomic" id="11130">135,206,255,SkyBlue1</list></item><item><list struct="atomic" id="11131">126,192,238,SkyBlue2</list></item><item><list struct="atomic" id="11132">108,166,205,SkyBlue3</list></item><item><list struct="atomic" id="11133">74,112,139,SkyBlue4</list></item><item><list struct="atomic" id="11134">176,226,255,LightSkyBlue1</list></item><item><list struct="atomic" id="11135">164,211,238,LightSkyBlue2</list></item><item><list struct="atomic" id="11136">141,182,205,LightSkyBlue3</list></item><item><list struct="atomic" id="11137">96,123,139,LightSkyBlue4</list></item><item><list struct="atomic" id="11138">198,226,255,SlateGray1</list></item><item><list struct="atomic" id="11139">185,211,238,SlateGray2</list></item><item><list struct="atomic" id="11140">159,182,205,SlateGray3</list></item><item><list struct="atomic" id="11141">108,123,139,SlateGray4</list></item><item><list struct="atomic" id="11142">202,225,255,LightSteelBlue1</list></item><item><list struct="atomic" id="11143">188,210,238,LightSteelBlue2</list></item><item><list struct="atomic" id="11144">162,181,205,LightSteelBlue3</list></item><item><list struct="atomic" id="11145">110,123,139,LightSteelBlue4</list></item><item><list struct="atomic" id="11146">191,239,255,LightBlue1</list></item><item><list struct="atomic" id="11147">178,223,238,LightBlue2</list></item><item><list struct="atomic" id="11148">154,192,205,LightBlue3</list></item><item><list struct="atomic" id="11149">104,131,139,LightBlue4</list></item><item><list struct="atomic" id="11150">224,255,255,LightCyan1</list></item><item><list struct="atomic" id="11151">209,238,238,LightCyan2</list></item><item><list struct="atomic" id="11152">180,205,205,LightCyan3</list></item><item><list struct="atomic" id="11153">122,139,139,LightCyan4</list></item><item><list struct="atomic" id="11154">187,255,255,PaleTurquoise1</list></item><item><list struct="atomic" id="11155">174,238,238,PaleTurquoise2</list></item><item><list struct="atomic" id="11156">150,205,205,PaleTurquoise3</list></item><item><list struct="atomic" id="11157">102,139,139,PaleTurquoise4</list></item><item><list struct="atomic" id="11158">152,245,255,CadetBlue1</list></item><item><list struct="atomic" id="11159">142,229,238,CadetBlue2</list></item><item><list struct="atomic" id="11160">122,197,205,CadetBlue3</list></item><item><list struct="atomic" id="11161">83,134,139,CadetBlue4</list></item><item><list struct="atomic" id="11162">0,245,255,turquoise1</list></item><item><list struct="atomic" id="11163">0,229,238,turquoise2</list></item><item><list struct="atomic" id="11164">0,197,205,turquoise3</list></item><item><list struct="atomic" id="11165">0,134,139,turquoise4</list></item><item><list struct="atomic" id="11166">0,255,255,cyan1</list></item><item><list struct="atomic" id="11167">0,238,238,cyan2</list></item><item><list struct="atomic" id="11168">0,205,205,cyan3</list></item><item><list struct="atomic" id="11169">0,139,139,cyan4</list></item><item><list struct="atomic" id="11170">151,255,255,DarkSlateGray1</list></item><item><list struct="atomic" id="11171">141,238,238,DarkSlateGray2</list></item><item><list struct="atomic" id="11172">121,205,205,DarkSlateGray3</list></item><item><list struct="atomic" id="11173">82,139,139,DarkSlateGray4</list></item><item><list struct="atomic" id="11174">127,255,212,aquamarine1</list></item><item><list struct="atomic" id="11175">118,238,198,aquamarine2</list></item><item><list struct="atomic" id="11176">102,205,170,aquamarine3</list></item><item><list struct="atomic" id="11177">69,139,116,aquamarine4</list></item><item><list struct="atomic" id="11178">193,255,193,DarkSeaGreen1</list></item><item><list struct="atomic" id="11179">180,238,180,DarkSeaGreen2</list></item><item><list struct="atomic" id="11180">155,205,155,DarkSeaGreen3</list></item><item><list struct="atomic" id="11181">105,139,105,DarkSeaGreen4</list></item><item><list struct="atomic" id="11182">84,255,159,SeaGreen1</list></item><item><list struct="atomic" id="11183">78,238,148,SeaGreen2</list></item><item><list struct="atomic" id="11184">67,205,128,SeaGreen3</list></item><item><list struct="atomic" id="11185">46,139,87,SeaGreen4</list></item><item><list struct="atomic" id="11186">154,255,154,PaleGreen1</list></item><item><list struct="atomic" id="11187">144,238,144,PaleGreen2</list></item><item><list struct="atomic" id="11188">124,205,124,PaleGreen3</list></item><item><list struct="atomic" id="11189">84,139,84,PaleGreen4</list></item><item><list struct="atomic" id="11190">0,255,127,SpringGreen1</list></item><item><list struct="atomic" id="11191">0,238,118,SpringGreen2</list></item><item><list struct="atomic" id="11192">0,205,102,SpringGreen3</list></item><item><list struct="atomic" id="11193">0,139,69,SpringGreen4</list></item><item><list struct="atomic" id="11194">0,255,0,green1</list></item><item><list struct="atomic" id="11195">0,238,0,green2</list></item><item><list struct="atomic" id="11196">0,205,0,green3</list></item><item><list struct="atomic" id="11197">0,139,0,green4</list></item><item><list struct="atomic" id="11198">127,255,0,chartreuse1</list></item><item><list struct="atomic" id="11199">118,238,0,chartreuse2</list></item><item><list struct="atomic" id="11200">102,205,0,chartreuse3</list></item><item><list struct="atomic" id="11201">69,139,0,chartreuse4</list></item><item><list struct="atomic" id="11202">192,255,62,OliveDrab1</list></item><item><list struct="atomic" id="11203">179,238,58,OliveDrab2</list></item><item><list struct="atomic" id="11204">154,205,50,OliveDrab3</list></item><item><list struct="atomic" id="11205">105,139,34,OliveDrab4</list></item><item><list struct="atomic" id="11206">202,255,112,DarkOliveGreen1</list></item><item><list struct="atomic" id="11207">188,238,104,DarkOliveGreen2</list></item><item><list struct="atomic" id="11208">162,205,90,DarkOliveGreen3</list></item><item><list struct="atomic" id="11209">110,139,61,DarkOliveGreen4</list></item><item><list struct="atomic" id="11210">255,246,143,khaki1</list></item><item><list struct="atomic" id="11211">238,230,133,khaki2</list></item><item><list struct="atomic" id="11212">205,198,115,khaki3</list></item><item><list struct="atomic" id="11213">139,134,78,khaki4</list></item><item><list struct="atomic" id="11214">255,236,139,LightGoldenrod1</list></item><item><list struct="atomic" id="11215">238,220,130,LightGoldenrod2</list></item><item><list struct="atomic" id="11216">205,190,112,LightGoldenrod3</list></item><item><list struct="atomic" id="11217">139,129,76,LightGoldenrod4</list></item><item><list struct="atomic" id="11218">255,255,224,LightYellow1</list></item><item><list struct="atomic" id="11219">238,238,209,LightYellow2</list></item><item><list struct="atomic" id="11220">205,205,180,LightYellow3</list></item><item><list struct="atomic" id="11221">139,139,122,LightYellow4</list></item><item><list struct="atomic" id="11222">255,255,0,yellow1</list></item><item><list struct="atomic" id="11223">238,238,0,yellow2</list></item><item><list struct="atomic" id="11224">205,205,0,yellow3</list></item><item><list struct="atomic" id="11225">139,139,0,yellow4</list></item><item><list struct="atomic" id="11226">255,215,0,gold1</list></item><item><list struct="atomic" id="11227">238,201,0,gold2</list></item><item><list struct="atomic" id="11228">205,173,0,gold3</list></item><item><list struct="atomic" id="11229">139,117,0,gold4</list></item><item><list struct="atomic" id="11230">255,193,37,goldenrod1</list></item><item><list struct="atomic" id="11231">238,180,34,goldenrod2</list></item><item><list struct="atomic" id="11232">205,155,29,goldenrod3</list></item><item><list struct="atomic" id="11233">139,105,20,goldenrod4</list></item><item><list struct="atomic" id="11234">255,185,15,DarkGoldenrod1</list></item><item><list struct="atomic" id="11235">238,173,14,DarkGoldenrod2</list></item><item><list struct="atomic" id="11236">205,149,12,DarkGoldenrod3</list></item><item><list struct="atomic" id="11237">139,101,8,DarkGoldenrod4</list></item><item><list struct="atomic" id="11238">255,193,193,RosyBrown1</list></item><item><list struct="atomic" id="11239">238,180,180,RosyBrown2</list></item><item><list struct="atomic" id="11240">205,155,155,RosyBrown3</list></item><item><list struct="atomic" id="11241">139,105,105,RosyBrown4</list></item><item><list struct="atomic" id="11242">255,106,106,IndianRed1</list></item><item><list struct="atomic" id="11243">238,99,99,IndianRed2</list></item><item><list struct="atomic" id="11244">205,85,85,IndianRed3</list></item><item><list struct="atomic" id="11245">139,58,58,IndianRed4</list></item><item><list struct="atomic" id="11246">255,130,71,sienna1</list></item><item><list struct="atomic" id="11247">238,121,66,sienna2</list></item><item><list struct="atomic" id="11248">205,104,57,sienna3</list></item><item><list struct="atomic" id="11249">139,71,38,sienna4</list></item><item><list struct="atomic" id="11250">255,211,155,burlywood1</list></item><item><list struct="atomic" id="11251">238,197,145,burlywood2</list></item><item><list struct="atomic" id="11252">205,170,125,burlywood3</list></item><item><list struct="atomic" id="11253">139,115,85,burlywood4</list></item><item><list struct="atomic" id="11254">255,231,186,wheat1</list></item><item><list struct="atomic" id="11255">238,216,174,wheat2</list></item><item><list struct="atomic" id="11256">205,186,150,wheat3</list></item><item><list struct="atomic" id="11257">139,126,102,wheat4</list></item><item><list struct="atomic" id="11258">255,165,79,tan1</list></item><item><list struct="atomic" id="11259">238,154,73,tan2</list></item><item><list struct="atomic" id="11260">205,133,63,tan3</list></item><item><list struct="atomic" id="11261">139,90,43,tan4</list></item><item><list struct="atomic" id="11262">255,127,36,chocolate1</list></item><item><list struct="atomic" id="11263">238,118,33,chocolate2</list></item><item><list struct="atomic" id="11264">205,102,29,chocolate3</list></item><item><list struct="atomic" id="11265">139,69,19,chocolate4</list></item><item><list struct="atomic" id="11266">255,48,48,firebrick1</list></item><item><list struct="atomic" id="11267">238,44,44,firebrick2</list></item><item><list struct="atomic" id="11268">205,38,38,firebrick3</list></item><item><list struct="atomic" id="11269">139,26,26,firebrick4</list></item><item><list struct="atomic" id="11270">255,64,64,brown1</list></item><item><list struct="atomic" id="11271">238,59,59,brown2</list></item><item><list struct="atomic" id="11272">205,51,51,brown3</list></item><item><list struct="atomic" id="11273">139,35,35,brown4</list></item><item><list struct="atomic" id="11274">255,140,105,salmon1</list></item><item><list struct="atomic" id="11275">238,130,98,salmon2</list></item><item><list struct="atomic" id="11276">205,112,84,salmon3</list></item><item><list struct="atomic" id="11277">139,76,57,salmon4</list></item><item><list struct="atomic" id="11278">255,160,122,LightSalmon1</list></item><item><list struct="atomic" id="11279">238,149,114,LightSalmon2</list></item><item><list struct="atomic" id="11280">205,129,98,LightSalmon3</list></item><item><list struct="atomic" id="11281">139,87,66,LightSalmon4</list></item><item><list struct="atomic" id="11282">255,165,0,orange1</list></item><item><list struct="atomic" id="11283">238,154,0,orange2</list></item><item><list struct="atomic" id="11284">205,133,0,orange3</list></item><item><list struct="atomic" id="11285">139,90,0,orange4</list></item><item><list struct="atomic" id="11286">255,127,0,DarkOrange1</list></item><item><list struct="atomic" id="11287">238,118,0,DarkOrange2</list></item><item><list struct="atomic" id="11288">205,102,0,DarkOrange3</list></item><item><list struct="atomic" id="11289">139,69,0,DarkOrange4</list></item><item><list struct="atomic" id="11290">255,114,86,coral1</list></item><item><list struct="atomic" id="11291">238,106,80,coral2</list></item><item><list struct="atomic" id="11292">205,91,69,coral3</list></item><item><list struct="atomic" id="11293">139,62,47,coral4</list></item><item><list struct="atomic" id="11294">255,99,71,tomato1</list></item><item><list struct="atomic" id="11295">238,92,66,tomato2</list></item><item><list struct="atomic" id="11296">205,79,57,tomato3</list></item><item><list struct="atomic" id="11297">139,54,38,tomato4</list></item><item><list struct="atomic" id="11298">255,69,0,OrangeRed1</list></item><item><list struct="atomic" id="11299">238,64,0,OrangeRed2</list></item><item><list struct="atomic" id="11300">205,55,0,OrangeRed3</list></item><item><list struct="atomic" id="11301">139,37,0,OrangeRed4</list></item><item><list struct="atomic" id="11302">255,0,0,red1</list></item><item><list struct="atomic" id="11303">238,0,0,red2</list></item><item><list struct="atomic" id="11304">205,0,0,red3</list></item><item><list struct="atomic" id="11305">139,0,0,red4</list></item><item><list struct="atomic" id="11306">255,20,147,DeepPink1</list></item><item><list struct="atomic" id="11307">238,18,137,DeepPink2</list></item><item><list struct="atomic" id="11308">205,16,118,DeepPink3</list></item><item><list struct="atomic" id="11309">139,10,80,DeepPink4</list></item><item><list struct="atomic" id="11310">255,110,180,HotPink1</list></item><item><list struct="atomic" id="11311">238,106,167,HotPink2</list></item><item><list struct="atomic" id="11312">205,96,144,HotPink3</list></item><item><list struct="atomic" id="11313">139,58,98,HotPink4</list></item><item><list struct="atomic" id="11314">255,181,197,pink1</list></item><item><list struct="atomic" id="11315">238,169,184,pink2</list></item><item><list struct="atomic" id="11316">205,145,158,pink3</list></item><item><list struct="atomic" id="11317">139,99,108,pink4</list></item><item><list struct="atomic" id="11318">255,174,185,LightPink1</list></item><item><list struct="atomic" id="11319">238,162,173,LightPink2</list></item><item><list struct="atomic" id="11320">205,140,149,LightPink3</list></item><item><list struct="atomic" id="11321">139,95,101,LightPink4</list></item><item><list struct="atomic" id="11322">255,130,171,PaleVioletRed1</list></item><item><list struct="atomic" id="11323">238,121,159,PaleVioletRed2</list></item><item><list struct="atomic" id="11324">205,104,137,PaleVioletRed3</list></item><item><list struct="atomic" id="11325">139,71,93,PaleVioletRed4</list></item><item><list struct="atomic" id="11326">255,52,179,maroon1</list></item><item><list struct="atomic" id="11327">238,48,167,maroon2</list></item><item><list struct="atomic" id="11328">205,41,144,maroon3</list></item><item><list struct="atomic" id="11329">139,28,98,maroon4</list></item><item><list struct="atomic" id="11330">255,62,150,VioletRed1</list></item><item><list struct="atomic" id="11331">238,58,140,VioletRed2</list></item><item><list struct="atomic" id="11332">205,50,120,VioletRed3</list></item><item><list struct="atomic" id="11333">139,34,82,VioletRed4</list></item><item><list struct="atomic" id="11334">255,0,255,magenta1</list></item><item><list struct="atomic" id="11335">238,0,238,magenta2</list></item><item><list struct="atomic" id="11336">205,0,205,magenta3</list></item><item><list struct="atomic" id="11337">139,0,139,magenta4</list></item><item><list struct="atomic" id="11338">255,131,250,orchid1</list></item><item><list struct="atomic" id="11339">238,122,233,orchid2</list></item><item><list struct="atomic" id="11340">205,105,201,orchid3</list></item><item><list struct="atomic" id="11341">139,71,137,orchid4</list></item><item><list struct="atomic" id="11342">255,187,255,plum1</list></item><item><list struct="atomic" id="11343">238,174,238,plum2</list></item><item><list struct="atomic" id="11344">205,150,205,plum3</list></item><item><list struct="atomic" id="11345">139,102,139,plum4</list></item><item><list struct="atomic" id="11346">224,102,255,MediumOrchid1</list></item><item><list struct="atomic" id="11347">209,95,238,MediumOrchid2</list></item><item><list struct="atomic" id="11348">180,82,205,MediumOrchid3</list></item><item><list struct="atomic" id="11349">122,55,139,MediumOrchid4</list></item><item><list struct="atomic" id="11350">191,62,255,DarkOrchid1</list></item><item><list struct="atomic" id="11351">178,58,238,DarkOrchid2</list></item><item><list struct="atomic" id="11352">154,50,205,DarkOrchid3</list></item><item><list struct="atomic" id="11353">104,34,139,DarkOrchid4</list></item><item><list struct="atomic" id="11354">155,48,255,purple1</list></item><item><list struct="atomic" id="11355">145,44,238,purple2</list></item><item><list struct="atomic" id="11356">125,38,205,purple3</list></item><item><list struct="atomic" id="11357">85,26,139,purple4</list></item><item><list struct="atomic" id="11358">171,130,255,MediumPurple1</list></item><item><list struct="atomic" id="11359">159,121,238,MediumPurple2</list></item><item><list struct="atomic" id="11360">137,104,205,MediumPurple3</list></item><item><list struct="atomic" id="11361">93,71,139,MediumPurple4</list></item><item><list struct="atomic" id="11362">255,225,255,thistle1</list></item><item><list struct="atomic" id="11363">238,210,238,thistle2</list></item><item><list struct="atomic" id="11364">205,181,205,thistle3</list></item><item><list struct="atomic" id="11365">139,123,139,thistle4</list></item><item><list struct="atomic" id="11366">0,0,0,gray0</list></item><item><list struct="atomic" id="11367">0,0,0,grey0</list></item><item><list struct="atomic" id="11368">3,3,3,gray1</list></item><item><list struct="atomic" id="11369">3,3,3,grey1</list></item><item><list struct="atomic" id="11370">5,5,5,gray2</list></item><item><list struct="atomic" id="11371">5,5,5,grey2</list></item><item><list struct="atomic" id="11372">8,8,8,gray3</list></item><item><list struct="atomic" id="11373">8,8,8,grey3</list></item><item><list struct="atomic" id="11374">10,10,10,gray4</list></item><item><list struct="atomic" id="11375">10,10,10,grey4</list></item><item><list struct="atomic" id="11376">13,13,13,gray5</list></item><item><list struct="atomic" id="11377">13,13,13,grey5</list></item><item><list struct="atomic" id="11378">15,15,15,gray6</list></item><item><list struct="atomic" id="11379">15,15,15,grey6</list></item><item><list struct="atomic" id="11380">18,18,18,gray7</list></item><item><list struct="atomic" id="11381">18,18,18,grey7</list></item><item><list struct="atomic" id="11382">20,20,20,gray8</list></item><item><list struct="atomic" id="11383">20,20,20,grey8</list></item><item><list struct="atomic" id="11384">23,23,23,gray9</list></item><item><list struct="atomic" id="11385">23,23,23,grey9</list></item><item><list struct="atomic" id="11386">26,26,26,gray10</list></item><item><list struct="atomic" id="11387">26,26,26,grey10</list></item><item><list struct="atomic" id="11388">28,28,28,gray11</list></item><item><list struct="atomic" id="11389">28,28,28,grey11</list></item><item><list struct="atomic" id="11390">31,31,31,gray12</list></item><item><list struct="atomic" id="11391">31,31,31,grey12</list></item><item><list struct="atomic" id="11392">33,33,33,gray13</list></item><item><list struct="atomic" id="11393">33,33,33,grey13</list></item><item><list struct="atomic" id="11394">36,36,36,gray14</list></item><item><list struct="atomic" id="11395">36,36,36,grey14</list></item><item><list struct="atomic" id="11396">38,38,38,gray15</list></item><item><list struct="atomic" id="11397">38,38,38,grey15</list></item><item><list struct="atomic" id="11398">41,41,41,gray16</list></item><item><list struct="atomic" id="11399">41,41,41,grey16</list></item><item><list struct="atomic" id="11400">43,43,43,gray17</list></item><item><list struct="atomic" id="11401">43,43,43,grey17</list></item><item><list struct="atomic" id="11402">46,46,46,gray18</list></item><item><list struct="atomic" id="11403">46,46,46,grey18</list></item><item><list struct="atomic" id="11404">48,48,48,gray19</list></item><item><list struct="atomic" id="11405">48,48,48,grey19</list></item><item><list struct="atomic" id="11406">51,51,51,gray20</list></item><item><list struct="atomic" id="11407">51,51,51,grey20</list></item><item><list struct="atomic" id="11408">54,54,54,gray21</list></item><item><list struct="atomic" id="11409">54,54,54,grey21</list></item><item><list struct="atomic" id="11410">56,56,56,gray22</list></item><item><list struct="atomic" id="11411">56,56,56,grey22</list></item><item><list struct="atomic" id="11412">59,59,59,gray23</list></item><item><list struct="atomic" id="11413">59,59,59,grey23</list></item><item><list struct="atomic" id="11414">61,61,61,gray24</list></item><item><list struct="atomic" id="11415">61,61,61,grey24</list></item><item><list struct="atomic" id="11416">64,64,64,gray25</list></item><item><list struct="atomic" id="11417">64,64,64,grey25</list></item><item><list struct="atomic" id="11418">66,66,66,gray26</list></item><item><list struct="atomic" id="11419">66,66,66,grey26</list></item><item><list struct="atomic" id="11420">69,69,69,gray27</list></item><item><list struct="atomic" id="11421">69,69,69,grey27</list></item><item><list struct="atomic" id="11422">71,71,71,gray28</list></item><item><list struct="atomic" id="11423">71,71,71,grey28</list></item><item><list struct="atomic" id="11424">74,74,74,gray29</list></item><item><list struct="atomic" id="11425">74,74,74,grey29</list></item><item><list struct="atomic" id="11426">77,77,77,gray30</list></item><item><list struct="atomic" id="11427">77,77,77,grey30</list></item><item><list struct="atomic" id="11428">79,79,79,gray31</list></item><item><list struct="atomic" id="11429">79,79,79,grey31</list></item><item><list struct="atomic" id="11430">82,82,82,gray32</list></item><item><list struct="atomic" id="11431">82,82,82,grey32</list></item><item><list struct="atomic" id="11432">84,84,84,gray33</list></item><item><list struct="atomic" id="11433">84,84,84,grey33</list></item><item><list struct="atomic" id="11434">87,87,87,gray34</list></item><item><list struct="atomic" id="11435">87,87,87,grey34</list></item><item><list struct="atomic" id="11436">89,89,89,gray35</list></item><item><list struct="atomic" id="11437">89,89,89,grey35</list></item><item><list struct="atomic" id="11438">92,92,92,gray36</list></item><item><list struct="atomic" id="11439">92,92,92,grey36</list></item><item><list struct="atomic" id="11440">94,94,94,gray37</list></item><item><list struct="atomic" id="11441">94,94,94,grey37</list></item><item><list struct="atomic" id="11442">97,97,97,gray38</list></item><item><list struct="atomic" id="11443">97,97,97,grey38</list></item><item><list struct="atomic" id="11444">99,99,99,gray39</list></item><item><list struct="atomic" id="11445">99,99,99,grey39</list></item><item><list struct="atomic" id="11446">102,102,102,gray40</list></item><item><list struct="atomic" id="11447">102,102,102,grey40</list></item><item><list struct="atomic" id="11448">105,105,105,gray41</list></item><item><list struct="atomic" id="11449">105,105,105,grey41</list></item><item><list struct="atomic" id="11450">107,107,107,gray42</list></item><item><list struct="atomic" id="11451">107,107,107,grey42</list></item><item><list struct="atomic" id="11452">110,110,110,gray43</list></item><item><list struct="atomic" id="11453">110,110,110,grey43</list></item><item><list struct="atomic" id="11454">112,112,112,gray44</list></item><item><list struct="atomic" id="11455">112,112,112,grey44</list></item><item><list struct="atomic" id="11456">115,115,115,gray45</list></item><item><list struct="atomic" id="11457">115,115,115,grey45</list></item><item><list struct="atomic" id="11458">117,117,117,gray46</list></item><item><list struct="atomic" id="11459">117,117,117,grey46</list></item><item><list struct="atomic" id="11460">120,120,120,gray47</list></item><item><list struct="atomic" id="11461">120,120,120,grey47</list></item><item><list struct="atomic" id="11462">122,122,122,gray48</list></item><item><list struct="atomic" id="11463">122,122,122,grey48</list></item><item><list struct="atomic" id="11464">125,125,125,gray49</list></item><item><list struct="atomic" id="11465">125,125,125,grey49</list></item><item><list struct="atomic" id="11466">127,127,127,gray50</list></item><item><list struct="atomic" id="11467">127,127,127,grey50</list></item><item><list struct="atomic" id="11468">130,130,130,gray51</list></item><item><list struct="atomic" id="11469">130,130,130,grey51</list></item><item><list struct="atomic" id="11470">133,133,133,gray52</list></item><item><list struct="atomic" id="11471">133,133,133,grey52</list></item><item><list struct="atomic" id="11472">135,135,135,gray53</list></item><item><list struct="atomic" id="11473">135,135,135,grey53</list></item><item><list struct="atomic" id="11474">138,138,138,gray54</list></item><item><list struct="atomic" id="11475">138,138,138,grey54</list></item><item><list struct="atomic" id="11476">140,140,140,gray55</list></item><item><list struct="atomic" id="11477">140,140,140,grey55</list></item><item><list struct="atomic" id="11478">143,143,143,gray56</list></item><item><list struct="atomic" id="11479">143,143,143,grey56</list></item><item><list struct="atomic" id="11480">145,145,145,gray57</list></item><item><list struct="atomic" id="11481">145,145,145,grey57</list></item><item><list struct="atomic" id="11482">148,148,148,gray58</list></item><item><list struct="atomic" id="11483">148,148,148,grey58</list></item><item><list struct="atomic" id="11484">150,150,150,gray59</list></item><item><list struct="atomic" id="11485">150,150,150,grey59</list></item><item><list struct="atomic" id="11486">153,153,153,gray60</list></item><item><list struct="atomic" id="11487">153,153,153,grey60</list></item><item><list struct="atomic" id="11488">156,156,156,gray61</list></item><item><list struct="atomic" id="11489">156,156,156,grey61</list></item><item><list struct="atomic" id="11490">158,158,158,gray62</list></item><item><list struct="atomic" id="11491">158,158,158,grey62</list></item><item><list struct="atomic" id="11492">161,161,161,gray63</list></item><item><list struct="atomic" id="11493">161,161,161,grey63</list></item><item><list struct="atomic" id="11494">163,163,163,gray64</list></item><item><list struct="atomic" id="11495">163,163,163,grey64</list></item><item><list struct="atomic" id="11496">166,166,166,gray65</list></item><item><list struct="atomic" id="11497">166,166,166,grey65</list></item><item><list struct="atomic" id="11498">168,168,168,gray66</list></item><item><list struct="atomic" id="11499">168,168,168,grey66</list></item><item><list struct="atomic" id="11500">171,171,171,gray67</list></item><item><list struct="atomic" id="11501">171,171,171,grey67</list></item><item><list struct="atomic" id="11502">173,173,173,gray68</list></item><item><list struct="atomic" id="11503">173,173,173,grey68</list></item><item><list struct="atomic" id="11504">176,176,176,gray69</list></item><item><list struct="atomic" id="11505">176,176,176,grey69</list></item><item><list struct="atomic" id="11506">179,179,179,gray70</list></item><item><list struct="atomic" id="11507">179,179,179,grey70</list></item><item><list struct="atomic" id="11508">181,181,181,gray71</list></item><item><list struct="atomic" id="11509">181,181,181,grey71</list></item><item><list struct="atomic" id="11510">184,184,184,gray72</list></item><item><list struct="atomic" id="11511">184,184,184,grey72</list></item><item><list struct="atomic" id="11512">186,186,186,gray73</list></item><item><list struct="atomic" id="11513">186,186,186,grey73</list></item><item><list struct="atomic" id="11514">189,189,189,gray74</list></item><item><list struct="atomic" id="11515">189,189,189,grey74</list></item><item><list struct="atomic" id="11516">191,191,191,gray75</list></item><item><list struct="atomic" id="11517">191,191,191,grey75</list></item><item><list struct="atomic" id="11518">194,194,194,gray76</list></item><item><list struct="atomic" id="11519">194,194,194,grey76</list></item><item><list struct="atomic" id="11520">196,196,196,gray77</list></item><item><list struct="atomic" id="11521">196,196,196,grey77</list></item><item><list struct="atomic" id="11522">199,199,199,gray78</list></item><item><list struct="atomic" id="11523">199,199,199,grey78</list></item><item><list struct="atomic" id="11524">201,201,201,gray79</list></item><item><list struct="atomic" id="11525">201,201,201,grey79</list></item><item><list struct="atomic" id="11526">204,204,204,gray80</list></item><item><list struct="atomic" id="11527">204,204,204,grey80</list></item><item><list struct="atomic" id="11528">207,207,207,gray81</list></item><item><list struct="atomic" id="11529">207,207,207,grey81</list></item><item><list struct="atomic" id="11530">209,209,209,gray82</list></item><item><list struct="atomic" id="11531">209,209,209,grey82</list></item><item><list struct="atomic" id="11532">212,212,212,gray83</list></item><item><list struct="atomic" id="11533">212,212,212,grey83</list></item><item><list struct="atomic" id="11534">214,214,214,gray84</list></item><item><list struct="atomic" id="11535">214,214,214,grey84</list></item><item><list struct="atomic" id="11536">217,217,217,gray85</list></item><item><list struct="atomic" id="11537">217,217,217,grey85</list></item><item><list struct="atomic" id="11538">219,219,219,gray86</list></item><item><list struct="atomic" id="11539">219,219,219,grey86</list></item><item><list struct="atomic" id="11540">222,222,222,gray87</list></item><item><list struct="atomic" id="11541">222,222,222,grey87</list></item><item><list struct="atomic" id="11542">224,224,224,gray88</list></item><item><list struct="atomic" id="11543">224,224,224,grey88</list></item><item><list struct="atomic" id="11544">227,227,227,gray89</list></item><item><list struct="atomic" id="11545">227,227,227,grey89</list></item><item><list struct="atomic" id="11546">229,229,229,gray90</list></item><item><list struct="atomic" id="11547">229,229,229,grey90</list></item><item><list struct="atomic" id="11548">232,232,232,gray91</list></item><item><list struct="atomic" id="11549">232,232,232,grey91</list></item><item><list struct="atomic" id="11550">235,235,235,gray92</list></item><item><list struct="atomic" id="11551">235,235,235,grey92</list></item><item><list struct="atomic" id="11552">237,237,237,gray93</list></item><item><list struct="atomic" id="11553">237,237,237,grey93</list></item><item><list struct="atomic" id="11554">240,240,240,gray94</list></item><item><list struct="atomic" id="11555">240,240,240,grey94</list></item><item><list struct="atomic" id="11556">242,242,242,gray95</list></item><item><list struct="atomic" id="11557">242,242,242,grey95</list></item><item><list struct="atomic" id="11558">245,245,245,gray96</list></item><item><list struct="atomic" id="11559">245,245,245,grey96</list></item><item><list struct="atomic" id="11560">247,247,247,gray97</list></item><item><list struct="atomic" id="11561">247,247,247,grey97</list></item><item><list struct="atomic" id="11562">250,250,250,gray98</list></item><item><list struct="atomic" id="11563">250,250,250,grey98</list></item><item><list struct="atomic" id="11564">252,252,252,gray99</list></item><item><list struct="atomic" id="11565">252,252,252,grey99</list></item><item><list struct="atomic" id="11566">255,255,255,gray100</list></item><item><list struct="atomic" id="11567">255,255,255,grey100</list></item><item><list struct="atomic" id="11568">169,169,169,darkgrey</list></item><item><list struct="atomic" id="11569">169,169,169,darkgray</list></item><item><list struct="atomic" id="11570">0,0,139,darkblue</list></item><item><list struct="atomic" id="11571">0,139,139,darkcyan</list></item><item><list struct="atomic" id="11572">139,0,139,darkmagenta</list></item><item><list struct="atomic" id="11573">139,0,0,darkred</list></item><item><list struct="atomic" id="11574">144,238,144,lightgreen</list></item></list></variable><variable name="✐ crayon colors"><list id="11575"><item><list struct="atomic" id="11576">0,0,0,black,0</list></item><item><list struct="atomic" id="11577">18,18,18,gray7,1</list></item><item><list struct="atomic" id="11578">36,36,36,gray14,2</list></item><item><list struct="atomic" id="11579">54,54,54,gray21,3</list></item><item><list struct="atomic" id="11580">72,72,72,gray28,4</list></item><item><list struct="atomic" id="11581">92,92,92,gray36,5</list></item><item><list struct="atomic" id="11582">109,109,109,gray43,6</list></item><item><list struct="atomic" id="11583">127,127,127,gray50,7</list></item><item><list struct="atomic" id="11584">145,145,145,gray57,8</list></item><item><list struct="atomic" id="11585">163,163,163,gray64,9</list></item><item><list struct="atomic" id="11586">181,181,181,gray71,10</list></item><item><list struct="atomic" id="11587">200,200,200,gray78,11</list></item><item><list struct="atomic" id="11588">218,218,218,gray85,12</list></item><item><list struct="atomic" id="11589">236,236,236,gray92,13</list></item><item><list struct="atomic" id="11590">255,255,255,white,14</list></item><item><list struct="atomic" id="11591">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="11592">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="11593">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="11594">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="11595">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="11596">255,0,0,red,20</list></item><item><list struct="atomic" id="11597">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="11598">153,0,0,cherry,22</list></item><item><list struct="atomic" id="11599">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="11600">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="11601">128,0,0,maroon,25</list></item><item><list struct="atomic" id="11602">201,0,22,crimson,26</list></item><item><list struct="atomic" id="11603">217,77,17,Lists,27</list></item><item><list struct="atomic" id="11604">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="11605">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="11606">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="11607">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="11608">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="11609">112,66,20,sepia,33</list></item><item><list struct="atomic" id="11610">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="11611">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="11612">150,75,0,brown,36</list></item><item><list struct="atomic" id="11613">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="11614">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="11615">210,105,30,copper,39</list></item><item><list struct="atomic" id="11616">255,127,0,orange,40</list></item><item><list struct="atomic" id="11617">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="11618">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="11619">243,118,29,Variables,43</list></item><item><list struct="atomic" id="11620">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="11621">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="11622">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="11623">204,119,34,ochre,47</list></item><item><list struct="atomic" id="11624">237,145,33,carrot,48</list></item><item><list struct="atomic" id="11625">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="11626">255,255,0,yellow,50</list></item><item><list struct="atomic" id="11627">230,168,34,Control,51</list></item><item><list struct="atomic" id="11628">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="11629">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="11630">244,196,48,saffron,54</list></item><item><list struct="atomic" id="11631">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="11632">255,219,88,mustard,56</list></item><item><list struct="atomic" id="11633">255,215,0,gold,57</list></item><item><list struct="atomic" id="11634">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="11635">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="11636">0,255,0,lime,60</list></item><item><list struct="atomic" id="11637">141,182,0,apple green,61</list></item><item><list struct="atomic" id="11638">98,194,19,Operators,62</list></item><item><list struct="atomic" id="11639">34,139,34,forest green,63</list></item><item><list struct="atomic" id="11640">0,128,0,green,64</list></item><item><list struct="atomic" id="11641">0,100,0,dark green,65</list></item><item><list struct="atomic" id="11642">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="11643">80,200,120,emerald,67</list></item><item><list struct="atomic" id="11644">62,180,137,mint,68</list></item><item><list struct="atomic" id="11645">0,161,120,Pen,69</list></item><item><list struct="atomic" id="11646">0,255,255,aqua,70</list></item><item><list struct="atomic" id="11647">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="11648">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="11649">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="11650">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="11651">0,128,128,teal,75</list></item><item><list struct="atomic" id="11652">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="11653">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="11654">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="11655">0,127,255,azure,79</list></item><item><list struct="atomic" id="11656">0,0,255,blue,80</list></item><item><list struct="atomic" id="11657">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="11658">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="11659">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="11660">21,96,189,denim,84</list></item><item><list struct="atomic" id="11661">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="11662">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="11663">74,108,212,Motion,87</list></item><item><list struct="atomic" id="11664">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="11665">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="11666">128,0,255,violet,90</list></item><item><list struct="atomic" id="11667">143,86,227,Looks,91</list></item><item><list struct="atomic" id="11668">111,45,168,grape,92</list></item><item><list struct="atomic" id="11669">75,0,130,indigo,93</list></item><item><list struct="atomic" id="11670">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="11671">255,0,255,magenta,95</list></item><item><list struct="atomic" id="11672">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="11673">207,74,217,Sound,97</list></item><item><list struct="atomic" id="11674">127,0,127,purple,98</list></item><item><list struct="atomic" id="11675">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="11676">0,255,255,cyan,100</list></item><item><list struct="atomic" id="11677">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="11678">18,18,18,grey7,102</list></item><item><list struct="atomic" id="11679">36,36,36,grey14,103</list></item><item><list struct="atomic" id="11680">54,54,54,grey21,104</list></item><item><list struct="atomic" id="11681">72,72,72,grey28,105</list></item><item><list struct="atomic" id="11682">92,92,92,grey36,106</list></item><item><list struct="atomic" id="11683">109,109,109,grey43,107</list></item><item><list struct="atomic" id="11684">127,127,127,grey50,108</list></item><item><list struct="atomic" id="11685">145,145,145,grey57,109</list></item><item><list struct="atomic" id="11686">163,163,163,grey64,110</list></item><item><list struct="atomic" id="11687">181,181,181,grey71,111</list></item><item><list struct="atomic" id="11688">200,200,200,grey78,112</list></item><item><list struct="atomic" id="11689">218,218,218,grey85,113</list></item><item><list struct="atomic" id="11690">236,236,236,grey92,114</list></item></list></variable><variable name="✐ fair hue table"><list id="11691"><item><list struct="atomic" id="11692">0,0</list></item><item><list struct="atomic" id="11693">0.1,0.4490048</list></item><item><list struct="atomic" id="11694">0.2,0.7917349397590361</list></item><item><list struct="atomic" id="11695">0.3,1.323783606557377</list></item><item><list struct="atomic" id="11696">0.4,1.5577075630252102</list></item><item><list struct="atomic" id="11697">0.5,1.8819460580912863</list></item><item><list struct="atomic" id="11698">0.6,2.2386749999999993</list></item><item><list struct="atomic" id="11699">0.7,2.7028660714285713</list></item><item><list struct="atomic" id="11700">0.8,3.0121628959276014</list></item><item><list struct="atomic" id="11701">0.9,3.315934497816594</list></item><item><list struct="atomic" id="11702">1,3.6112710280373834</list></item><item><list struct="atomic" id="11703">1.1,3.90595</list></item><item><list struct="atomic" id="11704">1.2,4.127571428571427</list></item><item><list struct="atomic" id="11705">1.3,4.297762318840579</list></item><item><list struct="atomic" id="11706">1.4,4.489283257918553</list></item><item><list struct="atomic" id="11707">1.5,4.7677722772277225</list></item><item><list struct="atomic" id="11708">1.6,5.039333333333333</list></item><item><list struct="atomic" id="11709">1.7,5.304873846153846</list></item><item><list struct="atomic" id="11710">1.8,5.403663157894737</list></item><item><list struct="atomic" id="11711">1.9,5.658512796208531</list></item><item><list struct="atomic" id="11712">2,5.840000000000001</list></item><item><list struct="atomic" id="11713">2.1,6.114844444444445</list></item><item><list struct="atomic" id="11714">2.2,6.204400000000001</list></item><item><list struct="atomic" id="11715">2.3,6.3165000000000004</list></item><item><list struct="atomic" id="11716">2.4,6.566297872340425</list></item><item><list struct="atomic" id="11717">2.5,6.83</list></item><item><list struct="atomic" id="11718">2.6,6.923418181818183</list></item><item><list struct="atomic" id="11719">2.7,7.050461538461539</list></item><item><list struct="atomic" id="11720">2.8,7.275225806451613</list></item><item><list struct="atomic" id="11721">2.9,7.5318</list></item><item><list struct="atomic" id="11722">3,7.621924324324324</list></item><item><list struct="atomic" id="11723">3.1,7.708551724137931</list></item><item><list struct="atomic" id="11724">3.2,7.956799999999999</list></item><item><list struct="atomic" id="11725">3.3,8.1096</list></item><item><list struct="atomic" id="11726">3.4,8.203896774193549</list></item><item><list struct="atomic" id="11727">3.5,8.371</list></item><item><list struct="atomic" id="11728">3.6,8.6184</list></item><item><list struct="atomic" id="11729">3.7,8.717372727272728</list></item><item><list struct="atomic" id="11730">3.8,8.851600000000001</list></item><item><list struct="atomic" id="11731">3.9,9.016399999999999</list></item><item><list struct="atomic" id="11732">4,9.10822857142857</list></item><item><list struct="atomic" id="11733">4.1,9.2424</list></item><item><list struct="atomic" id="11734">4.2,9.4036</list></item><item><list struct="atomic" id="11735">4.3,9.4894</list></item><item><list struct="atomic" id="11736">4.4,9.6224</list></item><item><list struct="atomic" id="11737">4.5,9.725789473684207</list></item><item><list struct="atomic" id="11738">4.6,9.9364</list></item><item><list struct="atomic" id="11739">4.7,10.070061538461541</list></item><item><list struct="atomic" id="11740">4.8,10.1744</list></item><item><list struct="atomic" id="11741">4.9,10.297239999999999</list></item><item><list struct="atomic" id="11742">5,10.379999999999999</list></item><item><list struct="atomic" id="11743">5.1,10.600304</list></item><item><list struct="atomic" id="11744">5.2,10.661408</list></item><item><list struct="atomic" id="11745">5.3,10.7294</list></item><item><list struct="atomic" id="11746">5.4,10.828241860465111</list></item><item><list struct="atomic" id="11747">5.5,11.017183908045975</list></item><item><list struct="atomic" id="11748">5.6,11.075908045977013</list></item><item><list struct="atomic" id="11749">5.7,11.308730635838149</list></item><item><list struct="atomic" id="11750">5.8,11.36599768786127</list></item><item><list struct="atomic" id="11751">5.9,11.4312</list></item><item><list struct="atomic" id="11752">6,11.522086956521738</list></item><item><list struct="atomic" id="11753">6.1,11.70843023255814</list></item><item><list struct="atomic" id="11754">6.2,11.763372093023255</list></item><item><list struct="atomic" id="11755">6.3,11.825</list></item><item><list struct="atomic" id="11756">6.4,11.900000000000002</list></item><item><list struct="atomic" id="11757">6.5,11.99609375</list></item><item><list struct="atomic" id="11758">6.6,12.150512280701754</list></item><item><list struct="atomic" id="11759">6.7,12.204400000000001</list></item><item><list struct="atomic" id="11760">6.8,12.277600000000001</list></item><item><list struct="atomic" id="11761">6.9,12.36096</list></item><item><list struct="atomic" id="11762">7,12.534857142857144</list></item><item><list struct="atomic" id="11763">7.1,12.5976</list></item><item><list struct="atomic" id="11764">7.2,13</list></item><item><list struct="atomic" id="11765">7.3,13.411466666666666</list></item><item><list struct="atomic" id="11766">7.4,13.549833333333334</list></item><item><list struct="atomic" id="11767">7.5,13.69097222222222</list></item><item><list struct="atomic" id="11768">7.6,13.9648</list></item><item><list struct="atomic" id="11769">7.7,14.168931506849315</list></item><item><list struct="atomic" id="11770">7.8,14.458400000000001</list></item><item><list struct="atomic" id="11771">7.9,14.768594594594598</list></item><item><list struct="atomic" id="11772">8,14.865702702702702</list></item><item><list struct="atomic" id="11773">8.1,15.092035443037975</list></item><item><list struct="atomic" id="11774">8.2,15.482090666666668</list></item><item><list struct="atomic" id="11775">8.3,15.939600000000002</list></item><item><list struct="atomic" id="11776">8.4,16.261599999999998</list></item><item><list struct="atomic" id="11777">8.5,16.61513513513513</list></item><item><list struct="atomic" id="11778">8.6,17.015784615384618</list></item><item><list struct="atomic" id="11779">8.7,17.513740506329114</list></item><item><list struct="atomic" id="11780">8.8,17.718825316455696</list></item><item><list struct="atomic" id="11781">8.9,26.517000000000003</list></item><item><list struct="atomic" id="11782">9,26.77</list></item><item><list struct="atomic" id="11783">9.1,27.022999999999996</list></item><item><list struct="atomic" id="11784">9.2,27.276</list></item><item><list struct="atomic" id="11785">9.3,27.528999999999996</list></item><item><list struct="atomic" id="11786">9.4,27.782</list></item><item><list struct="atomic" id="11787">9.5,28.035000000000004</list></item><item><list struct="atomic" id="11788">9.6,28.288</list></item><item><list struct="atomic" id="11789">9.7,28.540999999999997</list></item><item><list struct="atomic" id="11790">9.8,28.794</list></item><item><list struct="atomic" id="11791">9.9,29.046999999999997</list></item><item><list struct="atomic" id="11792">10,29.3</list></item><item><list struct="atomic" id="11793">10.1,29.553000000000004</list></item><item><list struct="atomic" id="11794">10.2,29.906</list></item><item><list struct="atomic" id="11795">10.3,30.058999999999997</list></item><item><list struct="atomic" id="11796">10.4,30.412</list></item><item><list struct="atomic" id="11797">10.5,30.564999999999998</list></item><item><list struct="atomic" id="11798">10.6,30.659000000000002</list></item><item><list struct="atomic" 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struct="atomic" id="12673">98.1,98.64649999999999</list></item><item><list struct="atomic" id="12674">98.2,98.72299999999998</list></item><item><list struct="atomic" id="12675">98.3,98.7995</list></item><item><list struct="atomic" id="12676">98.4,98.85066666666667</list></item><item><list struct="atomic" id="12677">98.5,98.90249999999999</list></item><item><list struct="atomic" id="12678">98.6,98.979</list></item><item><list struct="atomic" id="12679">98.7,99.0555</list></item><item><list struct="atomic" id="12680">98.8,99.13199999999999</list></item><item><list struct="atomic" id="12681">98.9,99.20849999999999</list></item><item><list struct="atomic" id="12682">99,99.285</list></item><item><list struct="atomic" id="12683">99.1,99.3615</list></item><item><list struct="atomic" id="12684">99.2,99.438</list></item><item><list struct="atomic" id="12685">99.3,99.5145</list></item><item><list struct="atomic" id="12686">99.4,99.59100000000001</list></item><item><list struct="atomic" id="12687">99.5,99.64500000000001</list></item><item><list struct="atomic" id="12688">99.6,99.696</list></item><item><list struct="atomic" id="12689">99.7,99.7705</list></item><item><list struct="atomic" id="12690">99.8,99.8235</list></item><item><list struct="atomic" id="12691">99.9,99.86175</list></item><item><list struct="atomic" id="12692">100,100</list></item></list></variable><variable name="✐ colors"><list id="12693"><item><list struct="atomic" id="12694">0,0,0</list></item><item><list struct="atomic" id="12695">128,128,128</list></item><item><list struct="atomic" id="12696">192,192,192</list></item><item><list struct="atomic" id="12697">255,255,255</list></item><item><list struct="atomic" id="12698">255,0,0</list></item><item><list struct="atomic" id="12699">85,0,0</list></item><item><list struct="atomic" id="12700">139,69,19</list></item><item><list struct="atomic" id="12701">70,5,0</list></item><item><list struct="atomic" id="12702">255,127,0</list></item><item><list struct="atomic" id="12703">140,60,0</list></item><item><list struct="atomic" id="12704">255,255,0</list></item><item><list struct="atomic" id="12705">114,93,0</list></item><item><list struct="atomic" id="12706">0,255,0</list></item><item><list struct="atomic" id="12707">0,30,0</list></item><item><list struct="atomic" id="12708">0,255,255</list></item><item><list struct="atomic" id="12709">0,50,50</list></item><item><list struct="atomic" id="12710">0,0,255</list></item><item><list struct="atomic" id="12711">0,0,64</list></item><item><list struct="atomic" id="12712">80,0,90</list></item><item><list struct="atomic" id="12713">255,0,255</list></item><item><list struct="atomic" id="12714">0,0,0</list></item></list></variable><variable name="✐ brights"><list id="12715"><item><list struct="atomic" id="12716">255,0,0</list></item><item><list struct="atomic" id="12717">170,20,0</list></item><item><list struct="atomic" id="12718">139,69,19</list></item><item><list struct="atomic" id="12719">170,90,0</list></item><item><list struct="atomic" id="12720">255,127,0</list></item><item><list struct="atomic" id="12721">255,160,0</list></item><item><list struct="atomic" id="12722">255,255,0</list></item><item><list struct="atomic" id="12723">190,255,0</list></item><item><list struct="atomic" id="12724">0,255,0</list></item><item><list struct="atomic" id="12725">0,240,200</list></item><item><list struct="atomic" id="12726">0,255,255</list></item><item><list struct="atomic" id="12727">0,127,255</list></item><item><list struct="atomic" id="12728">0,0,255</list></item><item><list struct="atomic" id="12729">60,0,255</list></item><item><list struct="atomic" id="12730">128,0,255</list></item><item><list struct="atomic" id="12731">255,0,255</list></item><item><list struct="atomic" id="12732">255,0,64</list></item><item><list struct="atomic" id="12733">255,0,0</list></item></list></variable><variable name="✐ pivots"><list struct="atomic" id="12734">0,5.8,12.5,18,25,30.5,37.5,44.5,50,59,62.5,69,75,79.25,87.5,93.75,97,100</list></variable><variable name="✐ HSV brights"><list id="12735"><item><list struct="atomic" id="12736">0,1,1</list></item><item><list struct="atomic" id="12737">0.0196078431372549,1,0.6666666666666666</list></item><item><list struct="atomic" id="12738">0.06944444444444443,0.8633093525179856,0.5450980392156862</list></item><item><list struct="atomic" id="12739">0.08823529411764708,1,0.6666666666666666</list></item><item><list struct="atomic" id="12740">0.08300653594771241,1,1</list></item><item><list struct="atomic" id="12741">0.10457516339869281,1,1</list></item><item><list struct="atomic" id="12742">0.16666666666666666,1,1</list></item><item><list struct="atomic" id="12743">0.20915032679738563,1,1</list></item><item><list struct="atomic" id="12744">0.3333333333333333,1,1</list></item><item><list struct="atomic" id="12745">0.47222222222222227,1,0.9411764705882353</list></item><item><list struct="atomic" id="12746">0.5,1,1</list></item><item><list struct="atomic" id="12747">0.5836601307189543,1,1</list></item><item><list struct="atomic" id="12748">0.6666666666666666,1,1</list></item><item><list struct="atomic" id="12749">0.7058823529411765,1,1</list></item><item><list struct="atomic" id="12750">0.7503267973856209,1,1</list></item><item><list struct="atomic" id="12751">0.8333333333333334,1,1</list></item><item><list struct="atomic" id="12752">0.9581699346405229,1,1</list></item><item><list struct="atomic" id="12753">1,1,1</list></item></list></variable><variable name="✐ HSL brights"><list id="12754"><item><list struct="atomic" id="12755">0,100,50</list></item><item><list struct="atomic" id="12756">1.9607843137254901,100,33.33333333333333</list></item><item><list struct="atomic" id="12757">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="12758">8.823529411764708,100,33.33333333333333</list></item><item><list struct="atomic" id="12759">8.30065359477124,100,50</list></item><item><list struct="atomic" id="12760">10.457516339869281,100,50</list></item><item><list struct="atomic" id="12761">16.666666666666664,100,50</list></item><item><list struct="atomic" id="12762">20.915032679738562,100,50</list></item><item><list struct="atomic" id="12763">33.33333333333333,100,50</list></item><item><list struct="atomic" id="12764">47.22222222222223,100,50</list></item><item><list struct="atomic" id="12765">50,100,50</list></item><item><list struct="atomic" id="12766">58.36601307189543,100,50</list></item><item><list struct="atomic" id="12767">66.66666666666666,100,50</list></item><item><list struct="atomic" id="12768">70.58823529411765,100,50</list></item><item><list struct="atomic" id="12769">75.0326797385621,100,50</list></item><item><list struct="atomic" id="12770">83.33333333333334,100,50</list></item><item><list struct="atomic" id="12771">95.81699346405229,100,50</list></item><item><list struct="atomic" id="12772">100,100,50</list></item></list></variable><variable name="✐ HSV colors"><list id="12773"><item><list struct="atomic" id="12774">0,0,0</list></item><item><list struct="atomic" id="12775">0,0,50.19607843137255</list></item><item><list struct="atomic" id="12776">0,0,75.29411764705883</list></item><item><list struct="atomic" id="12777">0,0,100</list></item><item><list struct="atomic" id="12778">0,100,100</list></item><item><list struct="atomic" id="12779">0,100,33.33333333333333</list></item><item><list struct="atomic" id="12780">6.944444444444444,86.33093525179856,54.509803921568626</list></item><item><list struct="atomic" id="12781">1.1904761904761905,100,27.450980392156865</list></item><item><list struct="atomic" id="12782">8.30065359477124,100,100</list></item><item><list struct="atomic" id="12783">7.142857142857142,100,54.90196078431373</list></item><item><list struct="atomic" id="12784">16.666666666666664,100,100</list></item><item><list struct="atomic" id="12785">13.596491228070173,100,44.70588235294118</list></item><item><list struct="atomic" id="12786">33.33333333333333,100,100</list></item><item><list struct="atomic" id="12787">33.33333333333333,100,11.76470588235294</list></item><item><list struct="atomic" id="12788">50,100,100</list></item><item><list struct="atomic" id="12789">50,100,19.607843137254903</list></item><item><list struct="atomic" id="12790">66.66666666666666,100,100</list></item><item><list struct="atomic" id="12791">66.66666666666666,100,25.098039215686274</list></item><item><list struct="atomic" id="12792">81.4814814814815,100,35.294117647058826</list></item><item><list struct="atomic" id="12793">83.33333333333334,100,100</list></item><item><list struct="atomic" id="12794">100,0,0</list></item></list></variable><variable name="✐ HSL colors"><list id="12795"><item><list struct="atomic" id="12796">0,0,0</list></item><item><list struct="atomic" id="12797">0,0,50.19607843137255</list></item><item><list struct="atomic" id="12798">0,0,75.29411764705883</list></item><item><list struct="atomic" id="12799">0,0,100</list></item><item><list struct="atomic" id="12800">0,100,50</list></item><item><list struct="atomic" id="12801">0,100,16.666666666666664</list></item><item><list struct="atomic" id="12802">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="12803">1.1904761904761905,100,13.725490196078432</list></item><item><list struct="atomic" id="12804">8.30065359477124,100,50</list></item><item><list struct="atomic" id="12805">7.142857142857142,100,27.450980392156865</list></item><item><list struct="atomic" id="12806">16.666666666666664,100,50</list></item><item><list struct="atomic" id="12807">13.596491228070173,100,22.35294117647059</list></item><item><list struct="atomic" id="12808">33.33333333333333,100,50</list></item><item><list struct="atomic" id="12809">33.33333333333333,100,5.88235294117647</list></item><item><list struct="atomic" id="12810">50,100,50</list></item><item><list struct="atomic" id="12811">50,100,9.803921568627452</list></item><item><list struct="atomic" id="12812">66.66666666666666,100,50</list></item><item><list struct="atomic" id="12813">66.66666666666666,100,12.549019607843137</list></item><item><list struct="atomic" id="12814">81.4814814814815,100,17.647058823529413</list></item><item><list struct="atomic" id="12815">83.33333333333334,100,50</list></item><item><list struct="atomic" id="12816">0,0,0</list></item></list></variable><variable name="✐ X11 catch"><l>0</l></variable><variable name="✐ dimension names"><list struct="atomic" id="12817">color,color number,crayon,fair hue,size,transparency,X11/W3C name,fair saturation (HSL),fair lightness,fair HSL vector,fair saturation (HSV),fair value (brightness),fair HSV vector,hue,saturation (HSL),lightness,HSL vector,saturation (HSV),value (brightness),HSV vector,red,green,blue,RGB(A) vector,RGB(A) hex</list></variable><variable name="✐ dimension dispatch"><list id="12818"><item><context id="12819"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin><context id="12825"><inputs></inputs><variables></variables><receiver><ref id="10869"></ref></receiver><origin></origin></context></context></item><item><context id="12827"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12833"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12839"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12845"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12851"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12857"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12863"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12869"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12875"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12881"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12887"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12893"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12899"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12905"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12911"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12917"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12923"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12929"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12935"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12941"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12947"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12953"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12959"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item><item><context id="12965"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><receiver><ref id="10869"></ref></receiver><origin><ref id="10869"></ref></origin></context></item></list></variable></variables></scene></scenes></project><media name="for fun" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="oo" center-x="240" center-y="180" 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" mediaID="Stage_cst_oo"/><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Sprite_cst_Untitled"/><costume name="Untitled(2)" center-x="111" center-y="111" 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kktGMRgWrZjxPJwJzZppYbPQzhTERTY0FPNdLMKFppobJhSPURfWSsoY+R1mmPm019TNAH6nrR5us32wnjY/3+ovL0c7O7uj5Of6I4sq9f/++vQBn2f7/RoB5BUoIPOdnxG9viLuvP5X40kJev2hE10FeWrwiYfwuyOI0cEfBvumbvOAYW46DTQ6iENsYjRoAUXNuOec2hQKwEKjRgVsSalCtnBkQgAQLilA01UYYIg9ySXHmJLUDW+J9IPo4WM1BCh02GIBqhucHYfYwtkSjXPNM4gLKWiZ53paxq1yzPKwFrAYcE6CewJpmKG7aDEzc5zknMcJZnSAIqTkDjsI0lHAXOSgNAOlEBrAN0cEqY855kkYGNRrZwhgq0NsYS3icpsKgTAlsKuM+6Wg5rpcJscb24YWuoubTJucnfda4SdpeDLo+3+mjR709ePvC7pyfFy+ug7PknnUX/bmZ86r97/s++dq2+cvkx3/bwKyh3DzGA6D87aOP5a2bS16fraTddPL6RZRbfZDNUkRWLyGEDUNGXXHfTMpgKQdN4tQSNQ1zbiPFJhO3prmjkGFcbTlTS4EbNorJqBWwHnMs7KkwojrgEJ6CDT1Mhc+GxB9nlsiE29QgjCUIPxCH8PnIMYmDgj39uotABZgsrsjOken1w+W8ea6HsUDiNWCWO4DaXAgUFlyvY86Xrs4CgGaaiLiUTpjAnpMWUI6kNDLu0xLqAogSeTDTESEvQKl+SSMHGwXsSTRJoDEmmwhhbhqTTJbSqKlt2ymuLOlkebihaTVqDl+rapPyq4sp97/9zL48OVP0haLtrAD0PYN6+4EPEPtZwQkpHHUd78X95JOrETHH6QXmJx3fvj6e5af7vn+7wDwGJRFjjMf/+ehjefRf3uX11yTt5oG8voyy+CKGNofw0krCyYLDJUkTO46258aYm8Tc5kRtbLhhppYjtUm1Y8otABkgwJKieQN1yFbAeIywE2BESGoYQ+CmARN46UoJxZkQz3MzATdm2hqADMAawlsH5OE5SjDIgjkdmGDJAk7wZFE+isFg3iJ+Oce1NZS9lt7jyWUf8UM8DAZkakg4cQmQFksQwtnE5iqtmwu8hALFVi0ZQOoiELlQZMg5jQYIRgyRqJG9Zh1xvwOSaDS2gVgGDjSKh8I0IlzGdbFyPSE7bZupxecsdIqnlvSJZR00tyGnW9uUF5usn/2/n1t7cqEXfW/dq6/qg4t3veXsUFr5y0/4OwDy7p07PjTtneqhpn+49oP7DXy3p++dvyvu/6CMKPyzDyp/m8A8dIN8yB+8/z7Rhx/JF7ff4+7NT+XLy4XcfOsNfn1Jcrt/FL59HOPqROJrLQclQdLjOWRK1GbmVlpuw0AdN9QyWJJz5wBV7pi0VaZWqQAyeKhKLY7pwmA4MB5FYUE7MwScYAAqgAlAMhiZItjUEB47oAl+9ojapQtEXi7xfBRnNyQwc2FLd/8YwtlauzwC5vOyDBzRj05XjaWegAKcM3MWgNac00Uh9jC3hLfquShA6GGu551QbhlCD5V8E4AKMpDxQKToFh1wv8EbD1BmGinaQCZDAayNJDRQskmCjdloDKajtaiVNpMtbAKTng6WJtGk+8f54qtv9FSW+eFi0LC5pd/9SzJa7xRTFf7x5ruKHf6KkX7ykLGErB98yADk+dkZv0fv0Re/Kd1GDx7cZ9jHjk+337pjb7uBv5z++ejKJ2iLw7Czd8gcm9cA+sO/+98eMI+UyLv37sk7Z2f8xW8ASpJ4+bmEG43IOsjtKYZMId54RQJtpYEqilzSrLCkMLWWuTOmThQ9zLkjgNB4EYhaDtQamFO8LtmYamsqDYQahLNGCrZzKx27IYBLDbLej9v+vBKeRjOEuuxgdfGHAdgSxgK0zq4IrQHw4rCrwHTi8zzzwJDHbHl8+P1eYLpUXbPNIgQBmAhvDYkooltiqLRZzbIzaBWIiBnCEMSiyVDjNBeHUmFGGpV5MAATYS2TA9Vvswxgzsiyx0AGYkOuOkoqAIWopNHGDowabdhNlmzRTGvT8TRaunx8mbXPOW+nnGTMDy9Hvb3s9cHJy0rnzwGnhwY/fAd/lvOc0Jg+IKY79/i9szN+e7Ph13+75G+/bPnXv/oVofXPB6f9kmgemHbj7A0j+szf7lb/SyP6lP71U6KXf/Ero/v36Yvbd9zp9BERnX1SwOsgPTSW/7Dv/rcFzCNQok2LPvpIvti8x93XBZSv3ygiTzvFsNqE2KrEXT80vAoNDdK0XQema024UyYHZVDuyGhRAEodmS44QODRNgoACbBS6/kk6pTwvTIFUQ87BUKpEVhNC5iKonrFoJ5zwohgBXwOSjcWQFDy0BbAhJfWEAYDqBB8zAKEHwclYO8z6oDRuURScHqNI58HzPIEyD+zbotc00F6AKeHuWjXLPVOF4iYnUGh3uKSIeIYclIu+aZPKKFJTAYKNiAPBfjMIBBB1bWBAUoPa2nw5wGgmoYsYdCUxqaxvYBJVQe1OEoDscimjh9P45BT3LdpoJTSLuX40ioFCEOXSR+cDEqv/lK/6Mn+8V3S+0T2vqOp1If+jKkJ+EUxXhSTKfjd28T/+c1P5eVl5NNzbMY3aL18wN89Et5eCNPZdVivb5wZ0Vd0Oqo9qA896W/bjS3ZtxdkL/+C7AtYEdG3WkNeGCo+mDfjDziw/M0Acy4PzF0h9BEJTAP/9w2S/+n8c8kXjdxaBxmsiclC3LzMwZwpx2ZiacXP3IbcdtqST/oQom5KtCShBUJXYuowMsAsdUEQ2hY11gWbUv4AMD3MRHw5mwCIzW8bqauotVIRzNTB5kIQapwojwCU1XhwCGf9/Z1xIUR5nukaKnJNt+ahz8RTHd9x5kQTLWHHuwaQ5vtmvfPwIECJxxye/gYAoIe2HuN6KaXmoEAowZnrpZRMruCyAxRnz0WZJpjgkS8a2wjHEFlGaWUopRZ2MJZzBWi2wQLtA9ueEg0qNiTUp3DbbFCzMWoYQrTRxv1EppNZmsyaKXJODS9TbnN+/P9lPX+S9eTNPn/bJxte/ZW+fvGRfXJ+bu9AsfUwEartD2OgAsh7Qu+c8bu33+NXh0/ltU3kX77SCaZTrJ4IX3bM9mWQfXvldji+vliZLU7M6BFRf2LWT2qrwexyr/b64jVF3+oMUDSXz43lTx1Y/iSV+W8CmM8DJZ3fFzpbCV12QidRbi2DxCkEgLJbSVwQQleJI3Gr4iBs05AXgWMXjBcSqctKC4BSTZdgSiLuAGAm7bysIUVBFbhyUMaAiQbABIMVUHjRnwuTl+u4H23GyBcBsFllLeIRwlmAEGBtIH84W7ID04EPsQg5poGRiyVPiirr9Fi2x5UTqIJ1PuRe1TJnGdfpo4DSkeg3nXgLKJ1doNii/4QdlAAuwlmIRH4JYKIrRR2klAgA5aLczvVPBkBnoBpMCeKgNFKUWPbMtncGBXiZ9qy2N6E9TckBGqP0CG+Fwz4j96RhskEniXE0jHXY5RRpmabwbR6bk3y+zZqf/FbTyZl+eTnaO2d39JNzMqiiNYf7E8FZth397wQG5HfO78vZdiVvj538+pfCug9iQ5AOTfEN8+NvRVoc7iPzuH820W8XZOPSfAqhtRtdnD+2xYjD803FSBfMWMKc32tWxPfIfig4/+rAPCqk+3f58CMSOiehs8/k9mUnj7UJL62CbNchLE1iMonM0iwWY9PSouGOIeB008CLrqHOlBeEUVdKCyZeGtNCAVCEsKwdg0lhu0OeWZRVF3UEJrnClk5lHjQh0PRS4aFcgWoEYFsABRcPXs+MsLSYDLKBuREONzlTB/Z0Bi1lkytgFoX2CphH45aPgOnG9vk3Oo5kD/WVAyBd+SkBrb/Eg+KrKucMUrjf5/zTLUPAKi7Bnuw5KNcw10sqCHWrgwjsSS4OwdJnhTlNB6i4NgOTbG9me4DT1BygynmvzPtA0gMGabQhqY4cdGRFiKvjsM+Je01dN01TnPL+Ysznl6N29CT/cHBe7zpCZIKw9a2bxOszkld+/1VYSxOWrzGfogd3FPTKykVioYyDJssUiNO1AWlEsSVrcO4AxJVOaYuMW6k/UY6kfEl+efuNYkW8/y9ktCZ1n/AROMvO9YcZ/68KzKdB+dFHJOfnJNszkvGS5LF+E176uyDT4xhPlxympcTxibS8HBuREr62bdOmzAuyvAgCUIZFMFooMzxBC1L1SyPq2AyhbDszpQszxWwjiFWxZ4O6BDsqmkBQdfD9vNQhylO8V5LNNDCaIWe11RmTPTxG2YXAmJnaTNTBUzu7ibzsQqU/8wBMf+uj/svKmFBscPaWMDKg7nDChiuvuKpxliyzgPMATG9UKU9EtAxXArgZz0ArqDMnPsEPQZwVuSiYkxi7qbOnA9PLLVBuvZyC22MVhQYS3gOcYM0ZkGa0V7W9BOttsr0F6SlIb9M0MIf95IUTG8gBmkdKcUyqE+0ukZxOe3mY00ttyv2o3fkfACfEle/bi13gIX73LZJXvyY5uSQ5Iwp/TxRa+i7okmWAQXjHYdWyNzlc7jlEyH2ZpAxLuzpFxFdE1AXSZtHlPVzIo9fa8uKEsuxJL3rStVHGEDT4hdsT0t+9SvoPX5Oev0d2dz5A/hFw/tWA+QwoieT8PglM6N+MX4Vb69fku+lxaFYhnC6QT4Zmx9wsmGExaU1St8jc8bJp80QeqprQUoQXgcNCjZacdSkAZ/BRdJ1lc2XWa41SmBLsBCtOaeDwMA8KJzqQIZiYYKf1HflKh6ldIN4tUsEdUfMkQ+jKrRGhLoowtk04SACoMCrU/LPUPosyW5n3GWBiux0DUxX5bREU543mlrxjcCLorlWTUju5Yk+Xl0pYWy6dYAHM+hIHaFVwZ98taqBWLX7uHKqhLRRcgAj5poA1wZg6MDNqniif7DNAStyLWk9EPRH3E6U9AaQiPcLeKduQsw6UhzFwGCjkcdI07XYXKbRh6rdTnjbbFOMyd91pTo/318Ja/On35rVYrhkSMDGfxAWe/414BuXmguLf36LwyoYCJP3v9hR3Qx8jccjEAS02nXqaIXnyZoNr+BDIfosyiTB0lMPQ5ggLZEOpZcqdUI4rStuBdB0oxx3pq39H+ZuXSdc70rOvSd97r0Yx5UD5vQs7/VWA+X2gPFuR/P436I18GL7bhBCWEqRDOWTAFNfGRm6ycCsdt40mMGSnTewk8VItOyiZQ2VKKqBkRUjbmSGvdIDAweNOHFddrxxw3teoZqXpGEqPh3cIbEydU8pOXfM+D3QdmBmgrAqvg1O4AFOpy0aLZIQDgreDwXwAhXZuAas+2QMwwYwA/gGU5rQG8q7b6llglgdqnuka0vF/BYVcGnKq8Fv6OL3785CLAtKM2icmndS+Tv+ri0nBAWrJUF4xGBPAmjwawxWE8Ba5Ju+VaDCyPWfaq3CvmvesslPKexbeZeSeCFoBUtJ9ItkDnJiuFDgN8AylnKahjZPalBINabJjcL6hX17e95zzo38m+qiO1SQ4cub1B6vq+s4dkjP0344kZ5ECQNl21CxlF5VXUYd93O6mJlAXRqE4ZW+CF538oC0AZhmWVg5/kOcxrUngqE6kTbTUxTaxUpKWEneUglGKRikHyusLyiqUG4D5bcpPg7NEMM8PaX92YP5BUH6HYIcCT08CL6G5S0ydRNpzIxO3aAiUypYxMJTWhUjsVGjJpks2KLC8FAMgZQFgmpnnlg5KV02dudx9M0eP2JNDUSixB7vfFL5PLmJIOXu9vlAUPHQopHiOifKKmeesYEqIUGaM3LIzow75rQq1GeAU1FnBrLWeOfdnOkyQdBxyo+tsWfPMq9+uKlM1ipuVqWIFehaU/rWPchoHac0/y8cW0agcD/xGqX+CUUsNtKi3YM1ijPezd6x4rgnnEKOO6TmnEe8BVLCkme5NGcLPzoR7DIW3bL1hODxNewSAALCDM+mQKA8a0qgYrKsVnN8Nadq0KcZN7rqz/OhfPrPteqc3H92x37xNdlZLE1jNzE/vEAOUf39CHH/58/QTAAAgAElEQVRP4XSg+ObLFF6/SZEjNUPYNzItmmk3NjudGq83o5YzpkaJQ8AQlsCS0Tjr7sbSfm4x+KRBpojZZrkJlhoAEb4WNKavaGobmiaiFIhSJEp5SzkJ5Zf+jnI+vQInzPvFeojf/NnTzwrMPwmUKwpDuoyT7mOja4DIxRPNqRNuW9PUScudGi8jAguhhXBYZNKVMCO/LDkl04LBt9kWRIrwtQEwAcqaV84tgNgTUU4AGDMrzN+G67CkJTLNLIIdEbFkiWtRbEDXFub4aILvFt9xDl/hLILq25niwOA5ZpdQqkEoa9bCnle6TWBgYG+aBnvPm6cixJnyMA8IMk2t8xbhxzs5D8fbA2se8ssrx8HBu+dHlXKExtAETz5r+Asx4qDiuinBHzwyKXA20sqkV+Cs3Suu2BZ3ENxAbowf2MCMuWeTfdbcI7S1wDtT6zVngLZXk95I97gEONXynts8aAY4w8iaCnMegTNdJh2/GXS7/qXefIvs9QsysCdOF18Q7/+ReAYlmPLVBUWAMuW+5cgAIowm7TikFqp+SvBNex9ukyDmjWXihFoQ7Ar+ewnKz3CXUA5NcFYMkhJqBU1DY8g0SUtjozSFJY3WlD7YGZynQln/jvKbp5TP/y/SszMPa313ep4Q9LMB84+B8pUVhcvz7yItTsOgu4jGYyOAkhvNk4MyWV60wrUMwotWaGHCJZ9kXjLhEmxJC5ZiLHCxxwxiTKk3QrSRmjxUC5uDruZSKIDDAG6os5HX8hIHgQiCEQOgDx89UHyumIeVG2+YRtlGITBRp1jZgBksXYBZ7kP60gCYKJ3AmufDIiEgOTDdmjcnIAdQOjjBpA7Mkl46MF2CeqqJ08mu5pbHViCPWo9CpgLCGtkWxnTmLCcXhgBNjL31vNOB6vcfej5hUCiOIUQYMCUYbH0wEIwKG99cNiHrs7pC22dBvsm9WsblLmWAFre1z8Y9awEpWJM4QyRy9nRwXk4p5cKcaTdplNM8ngy6qbVOqguEPrpJfF7D1zdvkrzaULzVUcOn1MSJ2mE/dNOYupS428MZlrVLMbZ5ZC9t5URNRj8tUcCMFqT0AsUBxTRMIazRVIw0dSGMIdIYY/EQt5nGuKQhJBqz0BjWNK4Uq19QOtlSPnmJ0pMtaW4pr89J7971KMQ32tPg/FmA+VRvIX9UhR7klOOSQr4ooNyvJTZZ4qhYWUBagDLnqbMsnQbuOubOhBZT5mWIvAgAJsoiCF9RFjHyMNaYseRHR6yoW8KI7p5Xn1iHgn6t0QNoUB7NByXPLhiDX9SFDXRioOguIonZPO/0XAO1FQATjEnmUwsATAAQBobsS454bRXfCWc4kfxxGOuxA7g6i7l2c+mltIBdARMtIjW3LMos5NY6BwiARKJ83JIyS6+HdzhizFkGegqcM0P7yKEjcHq2eSV4+VxqNyqgGuo1UPPQ1jDK2sNantCYjbAWBgQANMOKx9wbQZ1NgxmuI+e03oT6bLrzkJZtpxnMqb1y3AGY2cCgvG8cnGlw5rxMkyrA2aYtn2eRN3KUqYKzrAeK02tfEd9cEwy+AaA8eYniJlAzTdSSUddP40ITLyblxTTmxYj9RbmzpF224M/zbVO0gzCPVsBmEs4aOSThnGIjYyM0NhKGKDSEQEMjtLdIw8pDehoAzhPwb1vA+daGprikfP6E8slj0ldfJX33XdIPP5y7aa4Onn9xYB7MAx9+yHfu3OGzu3cZ6usMyhsNhcdfUtyly3ixxRgebtoFN9PEsMm1KtSReimkAzuiPqmZl1Foaa62IhulhWVasoCx2O131UQAwHj9UJBGFiW0TArwrK4ojtjJRAg9ij5SQ7xbws3cSbDj+dybAkxsIO/TKsO0QkZ+aQWYACCA6WAklHCcsd0eiMeOgekCUAWmz//xo3MZwlVY0pUo7ziZa5lXoWypp5RE+aBGVY32Kscs/Dqrs1d5zDOh0wzYuWB7qK8UgchBWg0KxebHmC2EIs4sDM15J9rKypgSVPjgCnJguo8WwlCPqp8y78wQyvLOcurNb/POmVO1TwE5qe5BkV3kvaaMZu6BU5outE1jnhKG9Yqc5GmRdTmqPXr5tjP+zW+JY0/y9zcpxEjNkihO6HNBV9FIi0mnZVJeDhMtx3FaZQuLNPICUY4CnIq1JrQxFRhIijOr2L5g/4IKm4RkAkuGSEPLNoQIxxPtowRYEvZtoP26pZ5hVVyUTp2upREjQk+E0jdPKDtrvlqU2qt880oM+osC89jRgzmvjz7+WG4u32V68nmgG12gRQyn+5th11FMlz1CiGYEGBPDCOCOnoB8TRGu5mXk0CnpkjMtKVQjAZWcEsqrA8HzO+1EpFEyCDKuwiI08alXZSpdCR8Qlvg0ObAizNwGPwdGPxZwojvfx3Qg/3SW8JwAjOnhpxmMBBB0PL8sjGkOTCJGGOvMbc6c1nkPaO0PRSh7YEwogB7KYiq7O9A9t0Qc6cBEBQcwmHNM9wnB0FumGMzH2YM65Y7beVBJCW+fPj23wH0lBM2M6cj2fLQY/lBP8rayYlIowIQpAXVP/I7ZJ/P5bzrChkdEMBwM2fNOiEGE0LY3yhWQtrOsPVHYZks9bAYSeDcm24eq6jZYM43CsJM0UmqmhAS0gnPqkt5Y3tCL8cxe+wWRfOYFHHnt1MfINOtATa9DR9Z1Y54wuno5TbQaMq+mlNfDoCumsJiSLTVLNybtMKuJ1DuBoEd4Azs2CwzTOJCHIGMQGlsBGGkfA+q11McQ+sDUd5H6bkW7aLQHOPNE48maBuShS6IEcejRJembgTJY87e/Je+kwY9d+lC9tPWXO8070r179+TRW2/J8PUN+cVLC5lB2X8TY7OSGLPExri5TNwBjG6xw6p2GrvR8jIgb4Tf1XSpACWzK64evgKYAGX1wSLHI8zEg2BUuzzAbIzjHtzjJaD3WiV2MHaRp4ATRu46AwdNw8X1In7pE+gYASUw6TNgfTQIAD+Hpq2ZuRILIFoFJm7juwGYRbmVxjDxAN5ZRUM3BGEq65h4VaOUY7IDsSACe73bAI5CWewssF0frHlVMj542n37zmWy6x7bQwh7rNQe7wa1n6zWO2cdurqJGEsUgUn9QGUCK59lU7f5pewtZeYT99Btogr7HUI7B+ceZ7CmEe2IeZcgCinvjHXnl6o71rgj1j6pM+heAu+xoKGhB17SuEvN1AKc62WSsMmbJSk9RNsH0eqC+DW0HSmFdaRmbMCU42L0cdW8VKLVMPJ6sLxOidfTpGtNYTlpWgGYU0JHkmACIgapIShxB6WPCRWCEpRCsDEGQQi7bwL1QaiP0XathF1saRcD7aJQ3+J+o32rtNdA4wIN5SuaOqVpsSVt2wLMr49Yc25z+4sB81jsQU75P/7bpwGgPB+6cLaJmAxzBMplM8nQ9d4Vwh1lXkQomhIXKeVVASUv2fJSUatELgmwGi9K+Fo6SXAJ9dUqU7opHUwJUHoHRw3uzEmz5kteFqnDkCtTgjXrjBwHKxwwyK+qKlsFGBSifd5sPQi0BDHBtJRKmKsVsHw3OCu1MqbnMCizuPjjTgZnzGLNcQe6K7D4hvDJOR49xK0NFmU8kP9xZRzJXPGo0k0NB0oFBBi6YszjDV5EpFmlPZozU9BeS0Pl8YOTaK574uvgQGWkWsL8rFpayvzS652KwV7OnOhKQX0zG0wItmdCnmlg0F1GKKu2M9OdEG81aa8Qh1R7Y+1ZeZ8t7bsg+zymccthXMTCnCLLvG5Mu/Wpf8/FlviWUghLChFeZYg94jnlMhOvpimfTMbrhHOmk2lisOaJGS9hBsnJU44m+zayYIZBMGiahRkMi7YBmDTGwPsoum+i7BqmXYy0awOGTNGu5bCVSLsuTjuRpm+M9sg72zUNQ6bpLBFC4dx1lKHOPnlScs0rIegvNPPnaVAip0T4ul+/If3Xj+LN9c0Q1xjh0TeNFVAm4W7K7Cqr+1yNl6U+WRTXrCiHwPeqKxbpTA3DRFoXe8i8TukN0HW0h1vl3Md6SMXqLlzs4m668vYnQoHYm4SdNRmLPLvC6EOTCStLstaZraXIV2iXHJhec4bK6mzILjAUlizs6T7d6gJCGOuln+L8ATDdCI9SCYrZXlycQekAtRLG+mFkZszipMdXwLi+o2bpWoI8tijN9es6vOSgxF7vUJlZ9+BzKTRxhOhiUKihssfGpeBpLgjNhvjsc20rMH2ZBkMaAGCipQy1zr16pwntc7Y9kdV8k3ZqtmPiLRgTzKmqO+SbptpziLsc3Kiwl5iwttMYQzPmXU7dcpFWo2m3xKbZUNsT34Cg2FPM7dC2e+6y8MJBmQgseTJNupmITkZcz3SSk61TotWotIS/WdWQlqCcJXBbVLVQRTgFNJMLgIkQlvtGCkM2Qtsu0mUQ23WBLpVst2hpu2ziLmTquw3tLdGoLY23lKaXmNJiQfniwnNML58c55o/PWPW8ZLYf4/V199X88BeKbZGcbEGKN1e14lwN0i7mDItRNMSoExEK3Zg8gpgJKYlky7R6Gx+nbqAdZOFWlKrTOnKW2nhOoyJpDLF1dOyEodin4cflooSC4AiXHWWRM7pYzXAosJoT8pMkhRZn1tla02hrDsyC0oHnyxEHjczQOxRQ+nGrXke8gKYLhb5IOlQjsglj0EoOyPhSuzxcVsewnqS5+6fIvwch7JH9svqFSgJ9NU71lD24B26CoFxVynUzXMUji/LV5rD41oidReDf51q53PWLA4M71ABY0JIUz/w2ZQVZ8y49QPeoDAhGIMx0Y3SZ+IdwYBgtLMKTlWotbRTUoS5vbGLRj1H2Xcx7bPXOJtJHmte3OpQTLb1luil0zUvGpJ+2Dc5c0tN11mellPPa2JeD/t8mpQ3Y9LNmHkzTXyS1EG5zup5ZpuSok6Og6g3sGPTMPJL8UWaxsA0NsGQX/ZgyCbStgl02QTaNmKXAGZg2sZg27aLW8nUr1bUa6JxGWnskWs+pHTjBiWw5ZdfknYd6T/90xFr/qQZ5nNAuV2RhKdByX3TLAsowZRpyMuIo1qAtY5x7FsZ8UqEVjjSkekK6itEHzcOEEokWMwcADCfQoDwdZ7N410jdfJAVdbqBLpiafEfuTImsSQi9XAWsj/qclLECxeEvKap0Eer+btEm86Y3vaFfgIfzFXGVgKEJhhPAub0+inGi7gIZSjb+Ab3/BKlFu/LzGze+nUYsVVyy8KWJYwsuSY6J2teeQDmHAfMtqSrGsghjD1mVRcyjsosh9uHsPgKmI7XA7pr+aV0fDpj4qtldcrEfw5O5JsOTheCLCPnRDSCUSOafb7tCD8t3EEuBilKI9ar0Y6ItgAkLhNYk3SnmXcUwKLZgYlzG3iPfDMs46h7TatB8zIsdUlEL6+wbiC2zT4Oe19NcYHlkFKmtYPQ9DRNtEnZTsGWU+LNkOgErZXwXGfYKBWlL3dpIZrBT+7BTAzsB24vj4js22DIJXch0NbBKHTZBrpog11KpG3Ldtl0cbvsCIX5vp1ohH3BBhqHbyit15QePSIdBg9r9e23yQ6mg58SmNiBaqOzYAjzf6qgvNGRXI4Uh0Rx6U3De9jrOpRAZlBSQIzPq5RpRYFXsYLThFbMtFTllaGvUlEWYZRFitOmtG/VRufa86iKSQFzU3NZrKfu9Vp6FX1BZ6iyDjy335XpcUUEci+oj9+A8MPGLvz48lrV+VOHNZem51yGO9cDg88Qcub2sNXajJElbDC5u7EAYTYcqUX4ccNq7cmse/sBmEVw9TAWcTd28QKWQyh7xZZHNvsrRejAmsfh6lzI9baaGahPXS+fU/aOsu5RzWVdASsarSPRjxuQZb2Q4nchpAU4HZjZEm6jDJWNx6QoS+norWEAp6JuaRCEdtkAStkiDERIq8q7zLq1TDuRsFXWPk8jgq4+xDzEZjFQzFOzb9PLyzaf4geVJVsE0w1YP6YNiRdReDmMnk+eqNJmb3yaJj2dRh9GsBmSnSDMRf8uapxZvfkAkQ1CLIQoPlAbs3ODeCg7tCiPBN41kbcAZgx02TZ0EYUuF2R+XaJdNha3cUW7RaR+saA9ZRr772jaP6L0SkPT08BEOHv37rwe40+AzmNQYum7N4nk9w8oxO8o3Oop9CuKXaZmfLLvxiW3ACUr6pG8yDaskomzpElYkaKLzdbEtCIRsOiKVZfeXyml5xKOnmqDwziRQxNyVUrdhEyGHX5eRatQS91966hH/wFKngkfKFwsxcnioPQByj7IiuGXnZPzkqQa9Nl51EjJGX32D5izsKSHt35fmdw+e2oxxrI0WpcpBl4iO073qxpbWr5qFDIDs+wndWp0HUZyVav0DLiAqYayxdhbcsw6yLb0udXQdb7ujz0nnL2m4JYBQt7n6XNLnCKv8k04D2D3x13oH0tYoxPMqZQymjKMsRzgmMwmqLXkKq2BMfce2maEtbYzkpJrGm3VeKs07XKmXRACg8IA3+vEQ9PyPq4WQ7QmrVjzukdRBA4PFtl0AcCUxAvULVPmtRmdpESnQ+LTpHqaJ9rsJzsdM50k5VVKBmJAuatJZS6wr3RYmxcUq6hhWcOImbvi9UoHZhvpEsCMsQCzE7sAg8YuXDRKW4NSG8d929k+jN2we3I5WX8yvfI6TY9+c50xfzJgHrt67hHJIyJ581OS3z+hcPPvSeiCQhwppgU106N9R7xog1CXdLdkA+jySshWFhhh65qlWZHy2kjXDKCyLE11BdUMTc6oDaJWWfI2DzdKCItlZuchVy7PuMoJngM466G/+kNL6uYzWN0PW2qUxcXiOSXsZpaxdDoaiOFk9uwSiPESpm+sMkSrjqQsNcky1tKdPRjGhRzHZ/z4tAOvW2Yf+jw3Wh+Y8lqu//3ALOWTa5a8qy6iKuoVCpyBWUTX6mA4AvQMQjcpHJ+PLH/z5xwf0WYJeC5kYpIQCD0X5y3UHsesr26k3iKVM/JNMy+lZExxd2eQGxFQ29wr1Fo0VCtM7uQKLUJby7jULQA6ku4k5Z01Ablnz5T7oM0A5mwkTFFXaZNIu3agZeg4NL5aW9tS27kiq1Bi6UQzbYbMp3nS05RoM0x2OiCkzbbOmZeoRSf00ULYg7MLB2CvXTNWGk5RGDnmgDKJl0SOgBmCXjaNXSyifNcRXUoMl9HSFqUUWVgPYOakYxrzaNPJ1GHFNaE8BMrd70so+5MA83lWu//x3yhgDZE3blDwTsiWQjdRMzzsu2G5bMNUQNmg9EFgSV1xIyslgDGsCZfOmLiNMFaWqgbxB1a7MrPH/a/e9+iTzn3EJBnsU86S89quxRx+iGILX5Z5V8X/CWCCEaWs+QGGVADR2bPOZa3d/lXJPXhM3StbV+wqYy2vAOjdIwAq7itT8gowfUNXFRbjSRzeRyNF6vHjOjBLHFlNBwdxx1cl8l2mEPlswCuonL20NXOdBxlVt9DTYPQJ1DArVFY9+HCfiqRqvlui+TLA9togIYATrOldAGV8piZ1gGawZmFPLNoJcJZRJUo2ZA9pAU7dF/NBUWXNZJtKGWWbIQIl2gW2baYMIaWnSD1PMrZRxrUspo7gQjGL6GZoOIh2TbAGadMS0dg40kaNTmZgKoCZbDNOnmOup8QrtOhlrF1TSloApisKgbmqsjzCfueMKdS78BORW5ozZhPsohNxxiQpeeYxMOG/b35GYLJPH3i1WO1cgV1RaEeKscMf2LfTXrq269ptPy3bkJbTXtfc8tKyrY35xIQrKOUASg9lEb6iYwT+U9Q5syuwXqjHRLuZkZB2effWbG8ro3rmxXrKDl3bm4oI6kORHaCea7oY5PuTIqesxu3yeFkl1q1pJdMq4bG7iOpasjMwfTpBGebsM2RLyHoApzNsteDN3pxnlPGngek1TXyB2pR1vbxxNVK2fLProSx+gdny5IumPHX2+6Ta+2bmPA5rj76dU2Id/IWrZXBQWY8BMStiWDfSwkIFVDpjApxYJBtCEAQhF4VSTsg9bVTiQbk0TCOcTZr3KbvH9gDOTHmnieEM2onKlgJt05j3hOI+LHAmIxb/XoaQVotG134g4xCFYydrzFxaWHbQneRMJ8Oop5PxBqHskAxi0HqCE8homZItnDErMJ18fA1S5JiMdi6Es0ODUom7fVAmcVDWHNMuW5LLxYIuoMqS0pbF+tWm2dGC9umSxm6gkQea0Kv5NGP+2eLPca3yHhG/RSRff0qSn1DQEwoQe5pEsVtRc3kxLPiUW0u84AyjQFol0rUQSiF8YmQnJLy2TCfOmM6kthYSqLBLWO1yUWMhqni90Ge41iUHqjHdD/iuwiK3PIyDrALKETCrT9ajsTq7ACJQYc/KomUMDmr6peY/zzioaohHtZV/5/VH6mjLwohucK9MWoFZlnUv4W+dI/v8oRh/CJizoWfOI8vcEPwpR6ejULZMFyteRAdgBWFxXlzlqgdwVlB68nt4nyr9VGDWadJuBnQDcWnQPIAT3kZ0+SN+VcWagOZq7RzWZrWUJn/KlLzOSUPWMlXPmdNVWutVaZcybckgBNE2me6IbMuJdhZkSzDGc9o3mYfIOp1yO7WrZYYqiCXUFk2DhsqGqelC5lVWABD1S90kRT2TNl7XhGKLWqbSYkzm4k8F5rydkJ+jcb6EsqIj7HdNQ7tIYE277Bq6BHM2QS5assvYek1zy15CiX23pL5d0F4vaEwNje1jSuuXKFFHmW5QfvTfyX6KcgmSNd837t0jfvQWyX9ZEn/y5PNwduONkHoK54Sl7NBqs+/SqiqwysuAnDIwhJ61Zj1xYLKdGNGJMK8VYSxDgXW2xBnzekqR3hVYqLFF7EHblHlbZCEFZ7ISXnr8eugGrp2/BWNegyhe2XnMY/nRnSXdEVRAOseIdUZOccOUv7qcSxNGDWnnBYJgGqirRc9hawWifz+vohZj+tGQn+sx47PArOHs3PdVnXbzOIWa/l69yVPAnBnzecCcw9iZSedwtnjRjkontd3Ej1Qu/JSSrucDGO8OGRZhLBg0H8JZB2dW1qzqau0MzgS1VnHWKRmjG2VQZQzpGnLO6C7pM1xBqjuC2YBoO2XdifDWJnLllhiCUOhZ89BwMyw4TIsupC5iyG9Dq64VLCDMmdGkjrLJSo3XyCkBzDzRiYexmQHK5TgZwIu2wsa1gJKCeCiL/SEwgTU9lG3E9jFS3wTZNcG2jei2BXOKXLYNGDQ4MClRvz6N29jRXkb4Znfj4uZq3H9HKUXKq19SmicbHM8E+lEGA1dg526Rs7uMEBazesL4VXjlxmtBNhQfbLftgtaNNoN3hgwjYwH1pcW8CsZrZT7hSU9wSaYbMCYRIZxdIbckopUpcgN3/jgooXJKVTkdmN7GxVJVzqpwHpLKKntcSbFegZvrC2W2j4OzqiaVFT2p8P2vLgg7A7lM0HHFyF/hCx2UGV0OcW/bc9GpghWPgcHdnF6B6OaBuk7JNZY7wub3AbMs9jVXO+e6Yh1fOdvy5hJHGRl2OM+MOIOzTLe+YtBjYM5dK3+MMYvlx5WdMgsTSWTJMakwZmVOABX4VcopG4ShnByUlJLhbFi3c8yYAeTMqYMq9QmsCZNBzrDobXOG2YC3qhCEeIsOlUBhJ0Z7UhoWrYyLRqZV7HIbGlsFki42aFnC1IhFtricLK8zPLLK6zHB9eNuoNWUaTWZQsGF8FPEH0RgmLXk+4KokGaBKisAJu9bBybObsXbNhEAFeSUWwBTzHbt0nYdbHkt7XPqxzTq2N1cjwssW7iknB9S/p/fo/x/fEQ2T9LDgOgfAcxS7P4Q61TSR3Lnzqty8r/c4d//Pw/CL2424fK0iehrG/rQroK0FniRoKgClBBzoLwSAEknpLZh0xNGjql0woLQltbF2VNAWTs0WjPBdLuyfEFROjFkuSwzAAeNV+y8b2Se/3qlV84lvqsOqFopLJ5xp38AFC1O5foVgCvDPh0qOo5mR7yXZTy5qyAs4KyKcGHIOqrHSa82hMzvOSeuMzb/EDCvbKy11eV63nfopJ5V2RmcMzPOYISdD/fNl379KLydQTmv1+nHogrEA2OCHf1cGBPgdIXHGZQsYxHNAlisZqTZ1PPNAk5KCUJQAWdRalXHnHEmhLUwvPfwzaK+mTT1qrxVoy2bbbPajk22IrYTkZ5yHiLzsGibcSVtWrRRl7GhZYjSKjeKJTLgGiOs1MmrIdFqSnyCHt6pXF9NCkVWofhjygFWDPfGhxokaRRLmGwh3odJQ2FMAzh3UWzbNrKNJNvoTiDbcaDdApa8Bl0mw9CEosj2punGyemUFpTfvEH5909Ib75LOk/QO5Sh//QyZgHyBx+U3spHj96SN9+8IZfoGBm6QJsYEsXm231oT4K01MgCLVsSm6VRWuXA6wBWBEOqbrLZBqBkc1DW2qUraBB7PLcsFjcMaa4mgrr2R1ktCwxV15osnRkINq81PFWxZlYzSwhbZjeWiXjV1THLmvN9/niZA1kGVz19qqFsKT9XFqx6aGFEw8iQAsIjUNbw93DQmEsR8/est4/6MGs/5qw6+fcoJZBS4J/HrR99xefkmGDKAxiP8k1fHrsCcjbFH5dP5lz2UDKZw1gH4gzMMsY9XzFlUXngbp+ZEyUUrLPg9U10oMO6R3nKBsZEWOvgnBQL5gKcLgi5SgvPLMJaKLVKEFQUtc5LUtka2Y7Z+oa87WqPHHAVWwhBWCLc1hK5jRxCaNBtVMCZAUZejWDJIgotNdECY1CL8OMrvUUjH0/qWY3AoIWxIgBmADB1gJG9DdSLZIhAu4UAlLJFC9gi2C7ECA9tz12ZWm8ZK7jotLl9Mq0fl/zyy8ek3atPAbNYAP/U09VzP8C8zsqW27OVvLLp5Enq4l5jNAmNTtJZIx1jygAsdpFXMfBqmGjTsJ6oqQOSjDYM4cf4RJi8PEJkKyIpQ5thAvceR8G09KLAVqWzzMgpoJzXlzCtUj0AACAASURBVJzbog4Dko/Dw6pfHBz8JeEs7HgFPOdWB2RZTaS2Dj8LzqLWlTFn/i5zXuvXiwH90JRdctyyzN4BVuVKgdj169cY0/syq0hUksrqdSgqLRirGnGqw778oaXkUeIIXB7nkgcwVjEIqyrNjPl0TfM6MI/yS88prxiz+PBqrgn3ugOzMifAiXXinUUxYq8IQRCFYEJAvglwpoxwNk8J4FQacvLB0C4GgSFhy0MIm3PeMYVLM9sixGWxXSTrMe09Uhw6iSOk/46DbmKkGFi6GINIA4W2SyMESF7AtJ4SwXywnNDNBMZEfqnczKHsvM2gQeAc2FJEo0NEyUR9wnzEgSHSLqD80ITdorVd5NjnQPtFpj21NCxv0bAlmk7Q8iWUzpaU24eUz4+ape9iFGcdM/KDgVkLefxf/+vHYXjzqr9yOzaoIDWDhNYmweo+ZWBW5FXOEHT0xLTkk8y8IQIo+YTYCmOiNAKHD5szpc/LKW1SPtncF+NBeWQuRRyMLO6yPqwtWYdiHABwCA+PgDnnmaWZ6hiYBSl1tOO87sBB6yl7/PxGtWBSP/uwtuUV+K4Oe/NzjkF5ZEM6Bmhp+yotX8X5UwY+V7hVBJc7nKGqKupHkJk0ayx0ACZU2adC1+NQ9pg1Z6V2dgrNcVztk/aVN0uvVwlhS46J7/IUMI9up+wrFLkJATNIvIRiACRpzgovZHJwqqaceUxZp5R1TDAg5ApOGA8wgkS9EwXOoC0RX8KMIEG3HNqtg1PCvhUdV8bTsl2lRRMUiuGyWwqmFPpSjHWhKbLYDRlN0hl20M4HdGdfZCoCmMWSVw65Ii7+uCPMbXluZIdn1vYhSum9LPlmHxr0Yvqw672RDd2iG5obNA47SpsNTbe2lGVBOdyg/OoT0ouLg0fWD9HVNP+nMGZhy6vckuTOnfsCtgxYVKRvQuamueRNY9O+ayM7W0LISZFXNqJOmTeceBNEN8S8MQM4FeB00QelE/JuEis1Sy+JuLvHfbCYAzuDsjQWzzlcLdwdGKzsw7WH/8BKFVPliDSLQPOInTr2sbLDlVHoKL6sIe4BH8dNyyUrPbChB661nFK+y9WQgWfY8RAiVi4s9co6UsT7YJ5lzHmJ99IEWYz5V9MLaqeIs2Zhy3JZa5hz6Hp0iTAXYx7m5xzseofj0GyVraCcw1kY6ysA53YSV2f9gOHCj+eecLADnG7/KQBVGGbdZpX9Mme4YJBvZsV5ytngqx2TC0KFNTEjyGcDZUMIW85KWwnhEi1jkXkXg/Uteh8ljqsOIa3kVYjWtg0HisECVhgHVmPLObTJAvJKhLAdhB80I2SsSO5NBmUYVx0rggkGCGW9lomR0KVZWtAsvW8i7ZvWevapBrbvAu2ttSFMNoZ1h/U8xgatXkKp7QnrzpUySU8255cffkhUGqX/5FD2SvC5c4f40SOSN98k+X1+EOLNJmAFrsX6Rrwc+46iYD3KhVvoGl5Rzh6qAohstCGyUxHasBkACqZ0YwFU2NL8jAlzWMoAwBSfA+uWu9pU/L2grHaXEhpeLSfwdHJ4zJaH/HLOM0u975l88pmwYmbNK4G0HLjmWczz/XMIW499T4s9hzDWwXsYxHWNMV048iUS5kNLqVviW16xVfH++P9HqmzxyM7KbAXeUU75tEILVp3LJbN96mh43sFc4GpsEXueAWZpyKz3WwlpAcxSQvFJ0bWE4oOBHJwuBimlKVtWAFMJjOkhbcroRrE9QtoylgQ9mvDT0qX7aYkvWXjLHC4jqYMTBvPQhWHNzbhsxUPapYe0jYTIaJyPYk2TKbbBQoM2rwkN0ijxwfWTvRznan/92V1vCFjZhG1mzKkBMD2kJaxito8N7SXaEIyGprFhmmxcrjCEg6ZbN2nUnc/5Scue1NnyV6SuxtYZswBlIYcfAEzklQDl2RnxvL5IGCn0QnFxSvHyhBp7TF1qMbJxWoIBYa1j1RMj3rDQhrSAksCWbKcMIYjpBM/10ZMYvFW8sGjnwtok3lJVFpIt07F9abzSk1+8Z0+LPT7QambN50UDJdg9MOecZ87cWqetH7/y+4BZqfnw8HEXy9P55AGUM/lcC2vLN/IvVbqO3bxeOkfnYVxzHF06IXEqDnFnp2cYs2zg2cBeGPOYNQ8OoCOgzuHu3H3iZuA5KThWfwHIGkJfY8znMqjnlQ5MONhhPoBXz3vCfMQB6iZgUMo5I7KtrIlhslqYs5RRyC17luuEPaItKVhTLjnQJZNcBkLZIqDTA6Hl0GJiXWimVStp0XQYLsxNJAnUBCwWx02MlmKTc0abXpuT55ZYcyZkLDTlI2TK4lI+70eCAxNGA5GMYc9jE8PArQ34PFnYwGjtYsPaoMiRJ1kvRrmktD6jqTuj9Oop5ZOB9BxLJtwhPaerlcBmUB5lTH8onD2wTzETPCIZ3iTpMoXHNylsTinyBTVT6NvUyyK33UJ5wvDllRifsOQTdUAGKLGnQnZa88sNGZ2IwERA6L10c7rP7Cn1SvfBsq8xYn4EK+tVuhJby75zwb6G2oc/48gfezDXVETMa3hU32yZgV5EIBQhr+qEV7/JH0zEjx48TNk5YsyZFWfQzdHxfPvoqQdwzksiHMwIR4xZcvzCmJA1U57X1Lty/xznhfOczdn/+jxb3nMtebUj5XCIqwrVoatkBuZBjS2rDpV+rwLcGtaWvi+Es7Wc4kOCPKz1jmqA0lkz5QwxCBdFEEJIazTm5GHtPmMlMYSzGIFpxe4G5iSRS2a9DBQuUU8MEbVD8ZC2a2gEOKHSdl202CyoCSyxW6I1AWt0uTaCNi8bwJa5MWUA08NY5PcAZsBMWZEyoT9QDppTCGFs2DDoeYgY19kUUGJuVJNsCksbl+1y6jGtXSlhGjtm/ZyckaJE8gDLxr9HikV5573teNTLH0kyjZ/Hlt+MFPLLFE/WFKftrt1DiTXxpe+Ch7C0pqxzHnlqACfzqRBtwKDCdOKKLIn3WwpjKQPGcGZMLPdZsIzl1LmOnXRQutOqHlCKG/04fztKCWvKN7tbj/7ECsxZT52BWRcTqgHl1fOfF9rWXPSQbx6izCrWuLD7lAJ7AOiREjs7kyrzlvc7MGad+3MlLlUZGc/xRhcPJzFUB7ncNffPFYfX9RyO2r58abOab1b73bE1r8yrLV++NGVf5ZflYOIz8ooAVJlzFqEQwroodFBna2Nmsedh5kgxIrijvYa0aNicgYnQNuPhAswJYpCXT5Br/v/MvdtyZMeVJbj9di5xQQBJgl2kKBu1pqx7jBw98QOaD/UL+h6xfmIe+hOGv1APepunsnnoTlp1WRlL1VKLJSbJTMQ94hx3H1t7u/vxCCCTKRXJGplgAAEkEgnEirX32muvTSfPyQcQgZC8F/YUCZsnW1K0VUptjKKtjorniI2Oh9boQ+/MsYlqaJwa+67zbdvF3jlOgjLsr3BGKWuHgRxAGgaPBYQCzPxIgNnEGsM9JveaOiKobewsncmh3MaeppyMcDYOwcbhxvRnnEjYLmlcWvL3LXmAcnum+Ca2fCvGFJePlLF1b/nq7n02aVu9dcGYJhx0FxrEfqiZ0n5uolqQV0sAMlK4UVHdKAamWiqipdaYZ8aFVpovPmvCKQOMRhT6Sh6PQImtfdXJoZ3GFMVMkEcT14/v1HDh0y/SqHBZPZkIZAySZ5fJbJABl9//+IkrEXYm7gzMDMj0TMvrZhdOhUqJ5W+gKmvrb14YMyUY5B5Tug8ZjTAwod4mxuR+79IvK186hXHV+5jXa155V65slshoZRpyT51wOZCbN0uSMivzS1Fpp9JWljG5jOVz1Sz68Ptg/YHth1kzlbTCnBCDQilrU6/J4ByRl0Ow7RHEHyS773mGGeKWjN4QEUrZjVF6a1TYNSbsnbX71upjZ+ypITXMZ+047zsPXGpcATVOO+O0tmS8d1aPCHn2nI7nR4Kdj6fmuGxh4Zc2Ebmy6DxHPZLXfAYhjk1D53OIo9VxyKBsmzBYmo/fbF75/v7W3yYzwduA8i2AOZWx9e1KWO8OurHDzZ19OO2bwem2SWwJYGIhVY1QX8MyBnUTY1wBlCrSDWmIQDAWTEosArW0Ir4KjTYgg5KzYNmPLI6aHHhzkUiQG8qrUcQ0PeAmIWsn/JpLVu4lWQuH9U5K2clDKx/LdFFXxjnXKoMzK5fZOzuZDdhg8AiYGVxX88uM/tJjSvmqoNBC/JlAmTc8kviTykYB61QT5ezmZOEvDFjEneoZryxRp/UwgDLf3pwkqakHnpw/eWQzMSX3nilbpGSMINuSt0/kDnAyzE7glHi94gricFreRuFydvSec4N4tslhXp747gnSDij6HUCpVdyANXVk8zjAuW+t2Tnb7VsTT51S57ZrhkXbjq2h6JwDXSqjnXIGnZTiYDSErKO1HgfFwNSNwaiEHxva8kqgPA8N6ETRa8ahtTQG0yAratThMLarfhgPG29GP54TKJt0ig8qLEpYvo79a76OfRljmB4Ib2ifsstnYkv0lti1HF58Y5fPnN3BTHA2zYF0p/XYW61n/uznQemlUXoRVbghZW+CDyut4g1FdRNVXGrSbL8zMKojH1YTrjw3Oh1+hRKrMXVKi884r55RmZTPqVibcoaKeFIe5DmzRhRb4Rzxx/JDmIPp5DUb1Vk24lI33cmsa/+E6MxD+RsoTvQKmOyNFVUPfcqlQfeCNVP1WgtCssUljMlsmcp1CX9OL2IqEFVWmJMZM3/8QljOSXnCgjlK5PHrdE47Zwrxt5YPUU31N4My/d2izor4lNa+RBRCyZqDf/jzJ7DiY2lrWnbCIASVnlMxOKECXYhBcAXhXbgohuBojwti8UAqIsRrR6Q3isJWa4hAcWMobo3RW8uBWHbfGX1ojTl1jTq3DViz92gHOzvHnUv49bSLThuM5IzTCOPXXgLS4PzkJ2yW4divz8DECT48JyoXxza0fIZPMzBl+dmMNN7ck/9uR+Hd/0R+M1JsU1/5faB8A2Neu3xI00c4v07QVPXh5Uu3urE2vjw1Q1y01AGY2BIf58qHhTF64WO8iVHdGKVuPKkVxXijFC25x4y0MFqn5DuUsQAmTiIQTCgAJV9cRh4sQyrLPWkHMk/5rx0+F+MIqS8TU04XrpIPVrZM8PPWCol53MnhfQWkwqhXTbk8LYhwyy6ciTcTMLM9j8O6xMSeDLkT92Rme1KplQd7ASaHcjE4nwKm3MO7BGY5eJmen6QUnTrzKgGhpBXIx0sWUCqDa7bkJyQWhPMsM93qk564ABPfC4M0la14WxgW75cXKWOxEyaL1TIDzQBVyUsb/ThijCJ2PWTIRja7az6OK6HRAKfaUgxbRWGntdqo6DeG1IZZ0+mt0nrX2W5vnTl21p0a5cdF2423rQ1QFxvXkOlIdbphgOJgLfRX3MUEjWpjY5B5AB8Uwl1MLyNa39o4qqYddUvjqMiPB/KDJr8aaTQtBYg93+wo2HsK7V9T+IooPieKH9PrmTKTymsYc2LL5x+R+vieFL1H+uaBzPpEhm7J0td/aqJ3zUn7TqsenuFZGPQ8RL3UOi49oXw1mFuutFY3QXpMmWWiD4WpgE/oybVnABOgNOgrkf4voOSzXGDMtOuPKEGBxFUJW7NkEhCn3pJZMC17FafPxJRo7PNME8ZIlLqJVTkOoSQmF1DywzS1YelPis6Ui16eNDAwWd27csVXZXf+XieV9gqYYM4ETDES1KWssFUNzMk7++gnUvTpSdiRb7jEV04bbRNb1o1wsv9l4UcEqPw9pFK1AmZmSmHQCZhwE3C8AcKB8roY96McqRfgCEqKLW+hhFTS8k0UolMY4wnpeqQUVNk9ylml9EaDNUltiMLGGLWxRm2UjrtWtTun1cGgpJ27881sMcyUCzc2xm7WRKsFmGklHnHFOC8tcwFkgWtAFv8w+QyvoncAaRPHoKPXsWdgDoZ8vyFv2u/C7c+eMSjXOC/0HgX6iMLbgvI1jDmBEp/Aos8vSZ9WpL/7BzLfGrLvAJinXXN8temUdV00pndkZh7la4xLo9UyEq2CVjdEaqVIISYbquwCc0vEhsCCB0OB4dPrnI3jTGZLqGV8gfIalJIQJ5Xm9L9Ca1d95iT6JGByiZc8sIoj6njVi+Pv0/4lQCqom8pZuR0pfye+p5z5U8zrYtvKNoWcype3S9CqPNFrpp4tf8/1HJPBmBw/SGO/YkzZiawZS0pZBm5lap9+LslqWP3M5FmlTIOL2FPen128SfuZ/LhSyuayWQJl01yTVVcRovh7TOUsAzN6Zsvg02uZZ7LAnAzwMlbhKBKMUzBCCRJLwkl7GIN6XGY740gRUvYIR4kUj06gxm6VjhsAU1HYoOc0GikCKGn1zpHau8Yd+s6eulk7LGzv58qFlUWAV4MHHKfrNZhWApSN4+Aag1xUzc8rbMiXpRnyuokjALroe74evT1vQr/x3rThESj/eKD4j8l2Jz1lVc1Vv5P6zScYU8Yj+KTnz0l9/DGpXMZuz2TGhlxvtk4PpvHx3MbR4JrzjCjMYzRLiho2uxuKcRW1usELRbVSGu4fgiqLEhbGApw5aLWcq3NKR4cG3OgESpQReOzgtEHCo7SMtWL4+F9Vg5SByVjkWyXSY2rO+8kkxsBM2+mpzwRQJYhEp8+9KgUT4XAZW6Ix845lKWVzj4nXbIyoStkrxqxHKSnWXICZStp0x2QCw2uAyWDNh2tTMyyMXP9UUiOQ5znV03NZyymp1lVvmfrWqccUn8PUbyZA5tKVQScsibBBYUx5zSJQFoIkbU9MCPzgl5IW/+fZJlJ9JStojBTEowARKOC0PB2DwhoYUg4wMonoM9ea/JYCbYyhtdFh60htrWp2TdftO0Onfu7Ot4ubAcCcIV+04VJN9bpVEIRYCcKLbSKOy+D7QhIw/LLIhOKlGRX9MfZjhxJWkz8b8ofhu7j42TNvKqbMoMTV68/lHH36ZVSTgifA+WZgfkTq7iXp//PnpL/zZPaBzOYZ2Tu3a/zm3A5ni+vyvbZmFkNY0GiWxqhlUHoVlFqJmUCtAtiS2LgOxuRYSoQ2A5Sw3hnDtjuoscYo0sbwoiXKWAQ1c/laQJm+40nOf5o50x/Il5OKKiu9pRzVkgqTDwvxTZ90zQkpBvlzZOKRFNzEmqWsloXoVGhXM0xpbrn44dlrzo0tAHwKmCmACJ/DQGSmTL2msOcbgZlvFQhjTtFcgsnixy/19mPj4QTYwuVZlEp19sTGxaGUrHnp7yxCT2LwBEr+3kJiygzK9LncY8qtao7PBXgzY3LKXmLNZLMdYNmLyKUNWKWCSRxB0ThEFLe5nCWKa41y1uq1IrNxZDYsBDV06KI+rrruNJu1w9JaDu/qbRPbpqHeKIV+s6GWGg7PJwpOniwASjUeg2naEd/mVkc/7gNCEHyvyL9qvws/FChfW8qCMcGWLz4mdf8R6Y/vSW9//yezfr+xZI+uGVxD0bXKm14Z3bsxzGPQixigwtJN1Abq60qjhI1qFWK8gXFdZpfsi+UoSpzOw4RXU0Q2LMpXow1pdqyLEot7LsJQLM1exl28QVJO/aWortxflmqSZVz4hxiMKkbuG3D9CxGFnGiABlZX4M0P7tJXptENnjpSpE7SPjnJIDWlEzC5FuZl6lwgltflkkwGZhJ/oMi+CZgZqOWibDYd1IyZDQE1adYzlYTZ8tTGP63HSiyeEQSbefezMs4XQ3sSefhzBIgSAz0xZmHKtC7G/WViypxRC65kkSiNT7BdDaO7bIul7TFYbAsww0HBnhfjTqGcVWGjiTZa0doqtVZabSyAaRROGOz7xh1mxpx62ww3bT8u2hAEmETLVNI2bUN6OCvrGu6DNQpck1I6T2iDo3fdbFwb8ps/PYT53cqb/kV4sR0DLd4P3x4o/uuW4ot7Cn8uU75B/JFSNos+3x7I2FvSpxOZ5pbscb9t3Nk05+22d3rWITjLKc+iD3kosXEVo16RSfNL0jdw+kQosipyVizYEhsk2B7RAKbCBWlhS1xhx3GlDE64VKSU/QuAmeaQKUm8jBRZ7GHBB2WtMCbmU5LOzqY/TjPIfefUEuCPVNU0QJnBGSRGBE8BkkXKBXFWZmVntEouKIBMMkvuGWvGlHFJOclX9XZTn3cBTIm5TH1mWSWdxkgJWPzLv2rMp5JXqLl8OIlNeF/N2jktr2QA5fQ8ABElawJlfs1qblF0i9GAgZn6VMke4VxagFOYCqyJD7BPAUKQnK8YIgKjKWCt6khEe4WQrkgoZTcK/WWMawNgGr1WMWytVttO6d2sa/d9MKfZzJ37th1nbQyLdg6LGjUIi24aOKM45h/ABCi1oaBx7w3ZY8fomy6MW5D7NvhvyPvl/Z23S7bYFVB++ZLi8iuK988pfv55fh5+c/n65h4zRvUZkXr+Oam7X5JuV6TtC+hSZL/Va9eeTKP2Bjcsu3j2s6D8vNF67n280aSXPqpVDPEWwESfCdYMbGJXSC5YKNK81qVxoUtRAz+U0sKWXMaitld8G5aXMFHKZnmWK9qnovyfqtGzg1v0DSlJwYI554fZkvtJTsdLYBXGTKDNApCUFmg0kkYiqlJ2rLGHF0vuCN9iaYnLWty75BQDPoPgoS9JnOYFW14wZs7TzKVsxZoFuCXeYyonpYwV5881MKVbnkSh8penn1kRXfnzhC3LpkqqFGolOI9MCjAzQ2f3EQNyYktWTfiewuXKmJSv5eBJUmmlJ+U2lUcpAkxuOWXCAt87b5LhpDzFcCLCST+eZ+4VGw3URhthTRPi2hi91hQ3yppNr+221/YwB2sigqRvh3kbwrybB4wGFg32DBtqmpbAoIqPS1MEMFuEgp9w+5P8iLyDQ/Cv1lCjvD/dP/NwgttXFL7bUvzjS4r/mED58cd8xj09Ff4AwMQF6L8j0u0/kT49kKGXL527ubPuRM14oG7w5z6Mx7nxek5Gs1Ed7p4Q4ypEtSIiVmPZ7QPG1FHWuwL1mFvCsK55cRXCjzKW2ZKVWABTmm9Is1LWiv3nupR9gxAkx3DkGnLJ8FGgMo7f4d89skLxaARb8gWwKimPy9y8ecKlLz/w8ZOVcZ80vnnaIKfa4QVBBlHSp9hgkFIWJIRLytlHbJlT/GQeyN9w6TMns8GjHrMoo68DZnYCVSVo0YLq/jG9UwBZMW0GNP+06lHN1FNOzCklaw1KLmMTIEU0SqyZSljOyWUmZRWXGTOtk7HxgM+HAYp5LIp0Wi5neUkFwARrnoj0HsFXKGlZAFJxAxHIqMSaFDdO640zdjtzzW5m1XFmutOsU8Nipv2inYWVbfjacYPsdohBEH7QfyTG5LT+UwpgoOgH+O2V90HfsvjTLCj8ywsKAOUHX1F8/pziJSi/X4l9PWMmF00+DPT8C9Ifz0hv/xFq7Cv3YKxbbE3rB92NVvVn7+c6hIXxehliuFEUV95oVmFjiKsoM0xZ8yLC7QiEcYknFk4f9sRqzCx5bilsKcBkZQxvg0qLv1PeLspsHa84hQvwv+8CmHJEWpRWCJeJLYUZ+bAQX//iF/54CAjfy6OT7IDBEwMvaFfgnBLZlY5ezuqlMpZLWT4eJFmy+XjQY2AmALH9jkcPYnfgMjYBcwJGYsUElLqUZcCXQOYpC6joP4U9E4tegDNb+tIR3Gu2TGHT0jNeAlNcR5yXnRxIqbesQHkBzJopZZiZwClzzXKoiOPcmTGZQPmCNapaBmYYiE/Jx5MidQBjak07WPJQyoI1DSkGp1ZqbY3eOG23M6V2s8YeZro99Z0abhbt+M6s9711j4CJb035GNq24UzrDEyAspuFkdbev6A7b/uvwsm878GWdE+BnT1f1Ez554HysfiTylhmy78n3X5NGv3lw4tvbPvM2eFkGx11O+51H6zu/WlcGArYEFkGH1cAJsAYlVrFSCs4fxSFGyINNXYmZWzERWjctXQ6KgTZa60ixiRagMgvmSkVR2AIc07G2SrKP4O0/seU+WUVtlXtYEp/yfcxFc4iBIXXAtDEnHwLEyUtxxbm+QgqXxmECjiFGeGklBsmIfL1rpKOl4Hpkdaees8cMFSXsNxXplN7fO9PAMrgzMB8SpVNmygJDOnkdQ2aSrDJ3uGptJ3AmTXcWtyZyt8JqKyE5FzZ9Fo2XarSlVkS70uzzOr7KeKPpLYXQDIws8E9zzdTOQuyZmTKLURot9xrksJNU48ziSciOiiFF7XTESYD2ipNcP+sDcW1tWrtSG04jFm53bxt9zOjuc+cW+3vl8uxh3+WGZPIWJzGJOq6edD42/CMA8EnNJwifwnM0Z/o3tsFBdwf+Sqx5dRX/vmgfC0w6bek/7gkhf4SZezLL1+6/pm1YTSNUroLB93rccRZvEUE6GC/Y1BiRKIZnOTjyiu60ZGWUYmhAOl3ilMKYqshvmoRffDoxogkM6bWkdkyf5Bfp+16yTwVoNalbf7HlO3vyWzDhZr4c/CwVMKEcpMEh2IEkDmJHT0nvw88hyzRvG0lTvKSwK4zOBEIxmDELRIej3BZyxenlcZeX86OQc9ZK7PCcOkuSdKP8d8yt+Rb6gWYdY/5WB0FKLNXtlZHU8eYmbKUttPoRYhR+tP8daWivVZi2Y/HpefEmJegLIDkvlPK0pphBZhieOevU5jyUhjKf4V8HlCJdj2zZuClGlIRjDloiidSCn3mUSnaaYp44XLWarVWUGeNWluKmwbA1O121ur9zDXHmTPnZaPHu77z87YPvYnRyZSE2m4erHUxiz6uDePxFL12zTBsK8Z8MfrT/cl/SB/6ly8p3t1R+ELY8q3mlU/II1LxXXwgRvXrz3k8op6/ID2/J+3PZMz+lVOtdVtvGm101wTVD0eP0cfCj8ON0vpGRX0To78lhf5SvLEBPSbub0dCwDOueiErlq8/Y70LIxK23xXRB95EYUwGJrvZhTFzeNQ1c16UtXUswyNgpmQeEbqE/wAAIABJREFUTl1HVZnL1wqY6DGlBWRFls8k1EvU054l95pRI3tIsm2r0GkY1xmUmGN6vhotgWHXwGSxBuzIoEh/MYNSwJoZk40GT8wxC2MyKCdgZqVU2DExXnoSKF8nj1Aelb6TKpTnlgBIuh/9NCgTQ2YQyt+f3T/CstJfSk+Z+8rMlLVaK2CWT5M6Fn+5iEGoYyPflQFF49hwHJSik9LE5ayWdPadCWFnxPmzNhplrFo7S2tDetM0ZtsbvZ9Zd+wBTOuG267188aEeWtZ/TLGxbazAQaDRevYsxuaMPojAsM8/LFDh3uqKGUBzNPJf/jhU8B8e7HnGqCvB+Z7pOk5Gbon43YPLnrbbE7n1tlZ15DuvR/n8RyWgWICZlwFADKEW9IMToxOlhQ4VoTT1VXExS4sQuOehCTfMe4w2E2zywtgcuzFa8AJBpXr7dVOWMpLkd6zuH2EMSdgllKWe0u+fYnTeyhX+L/xiADm5H7JRfZszZoSCCbZo+gtU3kL8SfiYrTcUWG1Fgqt9JkMxmLDSyfcK1Dyx7IAlFgTZoPXMqY8ar8fmGXzpGLLNLcsAM7gzU/2SayR5WhpMoUt02yy9JbSI16WuRmQE8teiD2pfL1Wa4WRGYhC3AJ6/ouzCMR3S3GdTdOgYjwpFc+k6KiVYhFIK9pa9JkMTgBTWLMxMLebbe/srrf2OGub09Ko4VkzG/smhs7YaBDc1QKUsOrNQtM6z7LeGcJPGM9jO6jGvwaYfx/v7j4JfHi23gF+HS2+4f2PgUmk7/6e9O+//idt/dyMD61dvPvMkqdmsz52Ro298zibF+YIbSatMaNcqcBK7C0MBRTDLYDJvlgsTHM0ZQQ4+QYJMyZHUkLjETUWwExWKN6Ty0wp6yYTY172nNMR17zGNDkSEqCkoGCACQyklMUzcDr3ns6+y3HaPMuEQFQDMwmUFTDZ+iCBTbLwqdFj5rzbYmBHKSsglb6xBmViygQ6Fn4yU059J19TedL5kxmTgZJK2Yktc2849YgXc8hKiS2lcSHLFFmfxZsalJWbR1g0r5xdKrATe2ZgpgCvXL6Wry1smnc8U0ICH9lMPS1frObiWm5vIneHb5cqTRB/uM/UCiVtPGgwJqGkFXBmYDqrH5xRG6fNtgUwnTkAmAtjh9umGRe99gCla2yAWNC0s9BqG1zr/Lxx40mRB2Oex/gImLPZ/TiffxHu7z8K5b7lDwhMRZ99pn79m98oASZp68kcDi9d31ungmn2W9MZxHUGPcNBIIpxCUMBGX2jVFzFoG8jxVsIP0jDk1BnHA1CqjqCnFHGckIB/AOcEZvM6pNHUQQgXjPhvFOWbidwCjBR6ua+87LfxGMLfuRqoUMarYvxITdQaV6Zytd0I4dHKNnIrvlUn/SniXHYhZeSN5gRiVVXpKlV4BQlFt0pYvZlbFIBs1yJllWunIIHpuQ6mhlUFFpe93oTYwqtTIyZ54q5hK1GJddlbIkjKf1knnemsUmqKUsZm0BZAFlK2Lp0rVk1gS6bC656ylziCgjTn5sAy+MTKQgEkayY4x9LEQvLeI1SFi9npeJJo5xVzJg7g4VpAwFIrRv4Z8GYVq+dM9tG2V3fmMOiUacb156XfT84F8PCLrw2SIGzAaw5a6xv2rknhSywhkvZa2Aej3ej97/zv/rVLzzyYX8EYEZFn5H69L/8Vv+n5afqH//b70zzwS/Mef/KIQTMxJvm4HVnxnEGYPrhvNQEYNKKoMBqu6JAt7DiYYYp2bFxKdGUcRaV6pCmCcGH2TJGZkyMJw2Ln2BJzC8FcABmDUiXgJrfN4HzSggqO4Y5pSCTFN86kN++KK5MM4KBfME8lbaciS9GF7myKZVcscNwDBGbB3JiH9+8lBsqCayyJM0lbE5hvzzdnkCZJCk+6Z4MBjIuSSUvnhaeYkx8Oz5b4+SfUESb4v4RESc/qRTGfB1bZqU1GQJy2Zom/uzoKU8CFShzT1lEoYuyFk88aRyS5pSl50zPFFkMyhspSThKRMnNpdyWlzszfIktjbb4lghKWY1ek1DOJtZUamu19JnO6DWEIKyCdY3dNNbuWuv2i0afFs6c+64boM7ObevBmA1ScloKzlnvlPW2aTiiyIQ4nH0YhhhG9JiLcDN+882fvPeHnwaY9y/e0y92H2mav7DjrHHt+tSoYdkeW91ZP87cEOZh5CSCJZFfeSKUritSehU995i85oUUPDmpF2akNMdS4mALMChHehUbCmDBy3PLzIgMRCPOdoDx4r85RUlCgSRYqgJnjm1MBgN+pk0jvVT3y3ZUWoyQZ+FpY4pBi/y0NC5JaZipIE6LGjDxlNkkGLECZFZkeW6Z5peplGXwMb7FK1hKW0kp4PdhbMJzmvTfTzFmXvti7qgY83LEUc0xK+FoKqVTRlClvuYeMrsJSjmZy9da5Mk94kXfWc84r0vXrNJWqnF2BGVBKK2MyaJmyrksDacwZnZusVsLT01anbVESp6MiugzDzg0xCkGCiMSBuTaKlo7a2A02Lad2fbW7vvWHm869Jnd0DAwjW/71jfKhn6OlAPLY5LXA3Mcv/lm8O+++x/G996TRPUflTEzMIfwjQvLo2OD0s53p3be2WOYqYB7I3qhvF8p3rvUK0XYKIm30UcoszcKbh/C3UuNlTAcCkIKHkZFjqIEbSHyjkHJ/aWMSPiGBtgSoEysidfN1X9zqcvHcaZRSukzU69UTh2kx+ikbTB7slDIFwkAwvyYktJVGJOD+NL1Lz6TkmZ/shh2cYQW8TDCoPV4JCUYCEhLot8jUOaxSSpfCzDzCOWqlGWGkSmHbHSlUlZ6znqckVTZWpHlf0IuHPIPZipdsySaFBjp8zJTMhhZWr38ewpDVgIQj0UmprwoW5NKm0vYosqmz8+jlNxalmg+Noiwvxk5TTzm0poGvsCl6Kx1PBlFXM4ajVUvvbFIz9NxYy2trTYbCEBN57a9sftZYw7L1p0WrR063Ywzo33Xt75zre+d9cb2GMt4m7KqB9cM2ofBdGEYlB/jxvuVfzYaQ/4nACbp+xek//CHP5hgjy6uetfqtlHRd6fR9fZsZipG3BxZxmgQF7KKAKTSLPpkOx6yYyMOBSHGku+QINtHgykdDs8y2fGeYtQCLgBTSlmwZg1GgLJJYJXXeasanyuD0DznLOtgSZllFmGASasmNRFCAUQIyvvGeQzIj9lEaHI7LBGckJ1UsyhwpbwUR0+6Es05P/mArpjY8RdJvAgTNz8LPBaAxONayld5RshsKHpyUWVTdGTuF5N0WSItpxljxZgVMOXfIACSirYG6WQnklFGAqXIqZXymgF45QKqdjGvQXmt2MpYZLLoyYyzmn2mEY0cy5YiJ5tEUK9ARU+HfjgQSyslwKR4NJr2WJAGa2o4fnimqWE02DTGbBrntl2j9rO22y9bfVq69txqNfYzN6Kc7R2YsxtNtKNtZilpk0bdhMHEOCBgAcBcqNWoX5L/yYDZ/7d/Ml9/92Dss/9ox/bUdHZslIrd8dTOaLBIHlgoZ5YR1xcYmJpLWWZPLmvDKgakrSONPc5IqR5nD/gOiRwGAp4QTgfSLHNLBmYuXxNDApQtGNPiPLWiFiBFeZsAWuacTxkO0nZJnpfnipFlvhSPCpIqVlB+L6eWYSG2YIMHvhkf/PhISmkWdcTAzhslbFyX3rJm1UtQlpKW6+hSxpZVrlTK5vkm7zXwzDMZEjJjlro0ayKPGXMCYGJ7/gcms3px71TgTIP/bBZI+R/SWz5ixifseRXAZIRy+TllxlkEoQzO/EQgQtLFKg0/h0pxz7lMOXmCb4nw2ORslBq0imej6WgUgKmgziIAmvcynaaNc3ptFS4+2+2sc9tF0xzQZ/aNPs+b+blv9diS9vO2Ha3DGb9+sI0dtXMwzY+e9iO1zXnchbGn5agd+ZOm8eMV+cOBYnUciEPd/oIpSfkjeVwiT0afkfrk/b83751W+uvv5obe7xwtrWseHtqzbjo6x1k8u3l0kYFJY7gFMCkCmJrnlyGGlfSX8MdixSv2fMdExTamdPXIVSsM63kZGswHtozs9qkZs7HIHyHCa4ATIGWgVj2oqLfp7ka1QZ1/OPx4lrZFdIz0+MaSrrQ54iwpoz6ANTGlXCuQnzEHc2dFVspLMKeMQtK8kgWfxJCYX/KdTAZWRrpQLwMyMXB2AOVngsyYhSeqUhaYypk7ScNJNa0YDK5L2fy9l9FkYcup5K17ywLEDKrkZc0/wEug1fPTq56yAPIamFWCQQHxpRkhz0xToz3Ne3gJQQQ5DYOIlj5Ta4XrW4PJwNR0MBrA1Bxl6SzEH7NurNqgz2ys2cxbu5s5d1h2lo0Gs6Y9z3sktjcjYma11WPT9sNyZocxOhwrG00bBzvvB7+ncTQ00oZ8Pg50HeD8QwAzgfMzRb/+SH3yN7/U750+0f/rf/7J6p8dnDKda8i3g2k63KhXEZl/4xLrXDiNopgh8aJvgyIA9QaJBRRoAUUWFrwYsRjNK+F89gALNRgvcDoBzKUQcAzqWwBz6i0ZjGBMgBNsWQMTDFr1otkZVLyz5SkHmYOiWYYAHBXzSdIYpLQtbhOwJcon2fliME8lLCOaEca7kilDtoAS5a0sfwpbyjAUX4RL3wxEX4HyaXBK4ytAFVW27imlX8tl9dRjPgXMEiuSCvGpjH0CmBmEmTUzS14z3yMmTE8WuUd8ZHTPWUBTuTqVrsmIkNiYRyS1zSnbjyR+lY0iXGphjxblrI7eEPJd1WAoDkZO4x00jsjiApiEckGZRf7PurVm01m76RvHs8xl2x5nrT7NGnPu2sV5ZvSojBnbBMx5b898a/cYx37ZnJt5P0RL4/pA/sWG/OkF+Q8/Jl8D83VZsX8Og1b8IsCkv/ml/sVX75gbGJcWBxfmvgm6b2PnWjrGubd2biKAaW+CMmDIO0XhVmH/RdMtdjADktfJzEnpGY4ExRiR7yPAjNJfpjQfOQnNPSKDUsk4RBiSy1YGJTEwBZzy3xm0ufdMtbEcwUmgrGpRxkXKPuXIRAFiitWZrJv8kODHRupLhfSqveKcxZM2NFOPyUMVjDlSpmzNmtJXCi1fsuTVgHX6fssoRYq3xJjcT6Yr0uUJoxJ/MjAnh05qLssjIpe8tUCUhR9Wa4qH9XEpKyXm1MNeWgD52awAs/76lSWvypzNPaj0mZfgnGqXqYbhMrZEjGJbgF1achqPT7Drs6EwaB3POMVntN7j7LqxACRBncWYZN1otemc2Xam2c16CED9gYHp7LmfzU+tc0NjzahjGPt5d25xhjm4wR/DOFs2ZxdmQ1A0vnLkQ0/ef0f+V5+S3xBFPhD0t9kn+28vZfOBD0W/JkV/Q/oXX/2uAHMz9030fdf2rvVjnCnNbp6ljgbbIyhbb6OiW7wmirchBvz3koJekE5rXjF2hNxYZku8IKegOOrYMMulrIoqK7FctiYQtk5A2V8ANIN3EoLyGbkLR0Ea40nMopwe5yVMud8oOTPJcZYBKw/+iWsm1qyucvFKVlp8zqor3ic7m+kl7VVKk8vALEz4FCiLK+hK/KmBWQK3EpNfGwwu+sbC9VlOLuCawCtolzr/NcAsBoZLQGfxRuaOdQ86fV5OzBPlNZexk5BUrHzV+OWSMfkXKHJYYkxeglUxGNmZ5XLWQPwBY2q+9Hy0Wu+N1jvDkSIYmxhmzdbZTWv1dm7bbdfqA4A577pj15lT77AKNjs3NggwG3NurR8Gb4eZd8N82ZzX2zAOYTFGTT4Y8r4h/6slFXPBZGD/NwOzhDtXwCSz+/oL298snHundQhTIOe74O1M67hgY7rSNzQAlLDfhTtS8TZouo2BBSEGZoQVD/k+SCtIaQ3s+JGTBxhdShnLmyTyGmMSsKAAMzGlAygV9U7+u2egZlFIyl2IRmwjSoRZysaSGq44lwI3NPAYKiDlkTUiFNNxHhGFhDXFhTPNMAtwWJllJZX7yaS28lbIBEzZDGGhKCuuTwAzl6zZDpcHqGX2ODl/ck/JQmUusd8AzKy6ypfO/eBUKl4YCF4HTLalXrOltH1p+6PK+HkKuFWkZeUAmpjy0mf7mC3TbxLPbALM1GUggJl7Th6bSI+Jwz4KwEQpe4AAhKwfvDTGrZ3VGJdsW+s2s8bu+rbZYZY5b/pDy8C0p77rzkbpoW3ac9/6cxvsoK0dOtucXR+Gh0r4eUqR/cmAaZZdQ9F35FwXQpwFQwsd/I3S9oZGAzCuGJgU73hswhk/4QbZsVBlAUyi2KqIs+3pUBDDkb0BnILHTh82DEQFUwGYEmUsM6UjBqIAM71uBJh9pdZmY0INzLR0LKHIlIDJ2YMYTAGcCaDpYla+zpwFIr47KeOREoIjDwvsiZV0dFlmllYPqyrytrBomtHUq12VP/AalOW/U4/JoEvAzMAVAnkjMIuYk7pjadNk5CGvp/K1KGJpyC+sKSb1yepX96MpvzYJN6XkvVZfS8Zs3ixJo5CLsvXxati1yUFsS/I980IBL8MlswExOPmeiFGKXUBWq5MGYxqFcnZnTdw5bTfWGDAlytlN48x21rbbvrF7sOa87Q+tNafOmtN8Zk/O9ue20ede+bPtuzNK2c7g7XZ4pcLYm2URfqDIfv01ZY8s/+r/rcKPCI3lBjEVxqSvyLz7P/+HO6/mrnu3cSY2XefGLow0DzEuOK1AG6Sr3ypmyciMiZIWyetRIbWAE/Fm8MnitB7irFGx8rn2bF6HCiTmdfSVzJrMllnwAUMCjI5o5hS/MDgzQNFrumRGSB5aDu1Kj9samGBISXKSK8dI6+ULVBz6xGDNJ8pTVmpxuBUXjuAhl5nJmZDHIsnJIwxarEXTCleOD6lL2BqYpZ1Kf0ey5EnA5vQ1s7vnKcbMljx+cKdPyKBMFtOyISJGgkqqToIPA7OUrnmjZOoTy5ypCEX152cAV2LPVV9Z3ESlt3w8cpEfePJAFiGI92ETa/JFWb7aAlDKixqZMQ2djY5HY9SBT79b2sK47gyS8vS2gyrr2s2stVsIQF1rDov5fD9TAKY+NT2dOtOfZn1zMmo8u64/K++Gbjmej7EdziqMnb4ZwwP5nzfkX7ygcH//UwHzH/5g6WFnb1Zz167axlrXKn3oKbpZ8CMWn5caKQVe3UYD10+8i1EYE64fGNglplLNIsUeaXgU2fXDjh8EhyA3lhkz+WPZ1Z7LWIxEwIgJlHg9bwBMed+sScyZRigQgjJjpuNDaXQgtz3AfGNIwPREA7+N25LSXyIolHPvS9z/NEZDjkUWZVKnk4qpNHNJbMm9pYBpcvgUZk0kVa985aF/1mcqkNZn398GmLXz58IwUMwE7Pu+2KnkuVFhyQzSiVUzs05JBJndsqw9JRVcjlIuQZlL1rqXrAWf6zlndhwVg29h+AqY4tZIwETkaAgFmFBnNSXGVHurA65MbzEicShpm3bdYY7ZNpsOymxj97OuOXTGHWeNO/Y9nazpT72hU+PUyan+TNYP3dKeD6Eb2mws6Mibry8dPz9UGft6xrwC5kC+Myb2KjqUpgsT/U0kg1jKW9LhNgZ1xytfxMBEacvhzkoYs0MaHoCZxB9ek4LiLcBMpSz3l8KWosROTNk3AObEmrNW0Sz1nyh70Y9mBxDLvFK6MvMBmNxb1sD0ROeg4jDibmMCJ0YpIg6lyP8EvNqBw6Vpul7NvWu2CKWyNe9byvwll7Syf5lZvOpTJ3dP5Y9PrFy5jB4xpjxoJ/FHxJsphSCZ7pL1rgZlYqc80L0GpixuPFJfyyxpihaYzAYXDFudR8i2Oy55pU+9Bud17ypMn1xJmTWr1/mskjzzySBJxibCmkbDZADWVAxMq+PBKNo1Rm+dsTAYbHlc0jSbHu4flLNQZp05tLo9zjt3aFt97Fp7soFOfbc40jgOtjfn1rjzvm2HhpbjnGjk+eUf6CK14De/+WHK2O8BZmdpdXTzVds4AHOMvVICTFL+Brk+pBSEH+xg3snbGuteqxA9Vr6QiDdTiLnEfZLkkcVSsWg+ySObbXgAJs8thS2lhBWW5DI2gXPuNM1bUWjxcQYmHz0R8ScfNeG1kQRMXKLB5WWAE6/xcubXKg58aSqVtTxSkdnltQtHesjJpZOvb+XStVjtkn0uzyrrjY7rnJ/JqD7NSsXLkCxLV3PMy4Hq06rs06CswHYFysKaJbvnyq3DwKtYsnYAPbX2VfloL8WhysYnoQQMVP5+S1zJ60GZztun36osJoihXXpMVRsNtDoxa2q1d4agzO4aY9mO17V201m3ZVte22xnfbPrjTnMm/bQz9p94+jUu+7YaDo2tj1ZhXPu47lbrM4DhREhBuPL0d/TyROt/RdffBRyIt5PCMzGzVemccehM/bQj8rNVBxxvv1GKYuEgrvALKlvlVa3WPsCMMVHSxLurBR8srwcTYREQJgLAMzAGyW5lOWsERZz5AV9pQAToCSao5xtFb9eoJRNwH0KmHkwzyVsYkwG4ihlLN7Gj/UMJkWv6RG7JuYD9KLsB6gYkdXZRI/ZGJa8q5dCD7NkUWulnK6iKXPvWV7n8jWxX1Zd09WZhDzpMcsoshgFvgeYVXJdLnUvS9eplK17yvx2NrPXe5IXQs8T9rzablfYMOX+1Pa8aVQzMXguaUt/+QRjVqqVKLPSZXiMThicbM2jESMToxQD02raO4tjO3oL4adzZtM2dtuxX7bZ9q3bzZpu33fNftHYvena442zx1bFo7LdqWtmp0aNZ9WMwxm3SsI4BjN4/0dZ9fryS8n4YVDyc+q/bUySf89Piz9cyoIxHwPTx3GJ5DvFSQX6FsBUpO4I5gL4ZZHEzuMUNq+DYbFVUlw/SJPjpRJmzJQfC19sAib7YbMCm9gS/eXckQCz0bRIDApWzQouW/LAmEVc4SArLmPBmAAjvyRwAph4yUzKNxo5aluIMeVhpZFJjgBJTpy8siWCjVjsUkZPfjuzY2Hf9BOvM2VzRXphYMilbAHr5PyZnCNTUrpoI5M1jhmoSq5Lw58i9FyrsFM5WYk4ObEg96HMmHnLJH/9a7PBtcKakwvq99fxJNUIJoH8jaDkp80UqJbfFh8Idn3EmqfEmqc1na3WRw0zO1hT650zCZiN2fTWAqTbtmm2s1m77U27X/boN9t93zeH3sVjq9yRbHtqnT412p6VG4djOI+tn42jHvzpn3e+bf86lPCt36Tm4qcG5hgOvXE090ot2Nnj1UrBvB4wIoEqq26xaYIl6UfAxAxTETIBcUY7CbGyHA1TgaQViLkg95foMTNboowFGAWYAKlmFgUw8XnZN8tXiAoAVGHLAswxgTGoeBoTUDNrMoiRw48AUe5guKqs3EMyuhCWE0t1VktzNk/ywNblqwC1GpFcqbITS9Y9Y534ku5vpj+Xi96M20fAvIqTzNvU1Y7j5EnMK2Jpe2Ragk7jlALMSuh5rZG93jjJTHjt6JlK1Un0ScrwUwxZjXbkCUZ051zW8j+Es4GZMTEuAVsOSqkzdjMtzzLNzmq1cxbANFvY8brGbTq83bht3yI1r9n11u37drZbdW7vejoqsse+Wx5ZmSV3ptMw0H033L3EIWk8pX/osxrLos+/GzCH9SwYN9NaLYIKSMBbKU93KkYuY1kI4vR1mNixWSJXvcCY4vpRLlIswFRpD5PzfaRHZDveJPzkHlOEHzDlBEzpOTNjco+J+woVMDlhKwpb5p6SS9gEyBNKWmZPASiPTCpw4mk44U9auyz0JIbMNjl29KSP502RC1P6NbivxyWTjjMJOhfhhX8GMNOqVJ2IPrl5kr2pUmNre93FmCQ9s0x7kTXQagDWxoMrYGYAFyDnWerjPyPPXHm+ev26/lhyKcuzUXIsp1RDbJlQHLGfadiep47G0AEOIKv1rgVjOsww0WOilEVJ2266Vu/mzXwLw0Hr2v2it7u2NYemmR0br0/R6pOZrc6Lkx+68ziuVs/Gb775XZjP9+GL+48CfUqBvbGlBv2pSllrGj/gCebMwAxBLbROwCR/F6O+VTHeKW0kTxaXpBMwI8UZ1sVI4VzvBEzxFVSpBRmYyTCQfbEAX55fMii5x9TMmlBq0WfmXU05RT0JJwDHGJWUsqmM5fI1A9NLr1kDU9TbZBCXTJHsR+cffZlRJqaUNkfUWfbWFJBeMm25n5XjQiqVdlJfp0K1Fn/KNdD0dz3JmPUmSHWmoLbY5fHIBVArR09Rduucnwub3SXw0E+W0Ub5OlcAvgClAOyydM4E+DagzGBMC3tZNeJbM1LL6wxMbU6GYGbXBxGANF62DcAIcHKvaTezBiMTgLRjhXbmzH7RdzvV6kNvZwc7qlO7mJ/8cRzmphve/WA11Goswp3xa/+h2fJ7xyW0mru5bRs/+C6Y88wyMP0iIkcWyesKs0t9CxFIyeXoVVQBGydLqLIcKaJx1Us3pLSjGJgxocryXVg+HJTDt/K4JJnWiyorfSVAWYDaalZrmTGrpenMmPk+iAg/auovs+iDkjaJQBmcfB5YboeIwYCD76rbConFck+ZQTkx6TQeyeWrgPXS6XPRY2Ys1qzJ75tU2aeBmYGfdtiyU4dfj3KuQA5OpgCV4kOUvbckyNQgKYaDKZ2uJKpfjjXyrHMyE9SOorKzeaXYPhJ8aoZ8kjFrpsxvJ8YsTgopZcXOxAei2P1jlIEqe7JKY2yyt4r22MHELLOFOttwObsGMFvXbCAEtbhr0jX71nW7ptGHTtuD0fE06tmpVW7o1XF454NfDPDGzitTQSljf6De8i3EH2zNzN38WQbmdhZDOzPGL2JAcgHO7dEd+kwxF8BoQCz+IL2ADJw/UW6VKNjx4PxBKRtNDlKXnJ+SWpDmmFKisuWOVVn0k8KW7PxpNLMl3oZdL49YckI7ukwGRilllbBimNhyUmWFNdE14HNEkU2PZcZHAmfp7/LmdY4zyH9XPUbJIVoTaz4ak6Sffqmrg6kqAAAgAElEQVR/8kxyqoekt00gFYNWmp/Wn5OZqgATY5ExgVIGsvxsk16zAfhqNHGhyGbAFuBOAk8uNWub3jUDSjmcYycnANegzCxbfLq5t7wA51OgTIwp96BSKcs+vewzRCzpqJQarMK4RJ+sVliaPjTGsDLLpazVvPbVNu26Z+Zs1w17Z822b5pd27c7R+bQa3MYKJ7c/N1To8/DwvRDu3o2ngz59j0+uRdxo+T//gEyZOta6a2BSc/apht2XTDjLAY9i1EvjI43KmC7JNxFbW8VXitJMCAlpSxiRZCOp6LqSLNPlrNkEcLFCZNJRM3AdIaj2WXdCwaDvFGSy1m8TqCEb7Zr0gwz7WVyIJcsM7MzB2DwUUCJPZ1csmYlll8n1sTHwKwFmBkUkg6S/LLF7D8BRjY9SgJBFooeLT7XLp8LEaduTiZmzXtrj4FZ7bPx18RjFMyYmDKMks8T0DQLM/Lr9LaEcdaqqjym5ShQyXGtGLW2xdVMmbFwqazW5XAG7fS69utOf67+vCm1oN7JrMrcYvKVWEsRf5CqL0ZgFn+YMfUJUSNO88hEgInYSgDSYVHaoddcz1yz7oxbM4O2btMZzcAkUodG6UNjl8c46POyeXbW7TAexsE/+/nOf9f/tf/oBcUfiy2/v5RVc0fPxqYbqAt+nEU7ATMEWmkAktxtJOxkwnBAK84ASj2mojijqLqoVaMiOdKXwOSrXulGib0CZgZn8cYClJVPFgZ38clKip5slsgDtwYmAHcNTu458f7kAEpbJwxkaVgqJ056CpOvnL/+FAB0qdpeq7hT6npd0pa+8om/ZwJj9dwpaTfVLFM+S4gjgxGv09tsAH4MystdyhqUaVRS2DQz1jVAqpFKYrq6zM0C0utBeS0AZZW2MhZcLErXoMyqbPpJ5n8M95d87SkYLmXVYLXGHPMMQ7vT+uCc2TXa7JoGPlmY2Zt1Y5t1b9xD1zQCTNdsnA671updjHRwsT24uT2G0/y8sOZMzXy8uT/5NX3o6QsKzz8qF73SQtFTvPeXv+8Nc0yUst7Rs1lDG+oat59Fa2YxmoWJdBM4Txa9pbmNmmDJ46Q8FoAUekzNjMmL0qSTwYCw8lXSJqdbmGxEl13MFBtywZpctipqnYCTRyRWcRmbYy3li+aTlQIILywoAlBiz9ErLmvZAYSNV14Fg/MnHce8Llurn21GRprxX41SHoMyl6OZQYsIVCmzNUinv+pqXHIBzNqOhwf6SNEnUPJrLwzJDv3aRJATz58AZGHMJMaUjY5alKl9tFcAK2pwFniuy9hpfjn1o5MQNG2UpM+77jnzdizAiPrkYnQiObPIATIs/ujBKn0ymhnz5LQ5NNbssVHCfaYxG+fsurXNQwam68y6d7ONdn7bRrOLcTg0sT1Q607dMZyDXp292Y6Ld2/883/Zhxf0dfiUPg3/1sNBb4LtG4D5L5bUXQEmuf3MMTDjwkR1E0a+T3IXtbqFiR0eWU7KgyqLvB+tuceEVxYrX5hjZhN7ioNNmbJyA5MZk9lvKmfZPJCTC8CQVk+gTDPP9GcZ7WLHE3DmRHMAk8cmCaBgUDEd8BJz6i1hfhRgVrr3BVde/BArx84bGbMCIPeuVwxZGX4uf0ept5V31myZS1mBvJjHBwoAJL8AlLJcmkFZ0uhyZmu1OXLZLyZQVtsc2ZxQv75gyEplzSMPGTVeM+FT//00eIvSm8FeQJnK15zaxMt4rIcLMBVHjHjsUqK/dFozMK0xXMrC7QNgOuvW2DQRYJqHtm0fbItjQ/261X7bns1Ot3FPTXcgak/9YXPenp4Npw/mY3va+dN/fwgvX34S0lHa9Cv8YUYk9YPge4CpHT1bNbTRHbnDDNslluyC9y2jBTveaTayQ/zhUC4uZTmIS0OVxbhEdRSJVVmY2JVC0DMvSYslD1mWDEwxGnDAMzOiTr7ZBFR8DO9LLCnJ7LgPn+9npjvs5ZglrHGJBQFKruym1wAl95UQfTBaSWB+zFqX512Ks6gSbIrnNZWXjwwGCZC1Ivs0KKtstOtZZnrCEQN7fvADiGcB5ujrJVO5zFyfV68BmZemH+Xr1CWsAOfy5XLkcT0u4e+rAHNaGXvq8673Q2VB+pJZL/rPeqctvc35P3D+RE4zgPNnRFqe1eYMYDYGqiwY0+7bRhjTsdhjMC556LV9cLZ9cC1ttHab3tBGR7Ozc7uz1hwP+/F0s+hOYdOMrw5b//tnK/9zBuaX4fOPfx2JT+398KB8Q4/5/1h6CJZHHM9sQ5tlASaRxbFauRoNpiR9qzHPVGbFJvYETL6JiVK2MhjIha8EzJLCnoCZjAa5nHVGS1lbgCj/LWHQUg8DlJxRkg7b8vX1wpopSj3fQ0jeV2m9xOAubPq4hC1MVfWV1xcLcwl6DcqyRZLxk1a9mMGvStinS5kqtCh1zGVkUsKMsjMnUPAnCsNIoQLmJSBl46OwY7oIkW7i1TGRBfBPMeW1AaBeCxNAJlBJ7NmjGef0ZPLmcncCcfU1Mijx96RSlhkF5xLEJ5uASaMjPVgDRdaeGqNPjTWH1rmdc3bXNm7rGrdujEMY10On9UOrm7WxtHGtW0flt9a3224V96Mzxya449iF83nfjO3pwf/hw5V/8cXX4bf0aSD6W6LPfvNTAvPvNf3Dl5YeWkvqPgHTdRRPM6JmRsotECtidAJmiLeEHlPBYEArwtWviNN7SDAQYGIfU44JYWwpPaYBMC8Yk5RJkZRW49x01UNqLeyYGFKAmAApNzHTS4ZPYp4EVATDpLC5tKc5lbopFqTcp5w0lpq9JFg2Aza/+diyV/WZFxsql6B8bQlbkFp71jNQoTmn/2UrnR/IgzHPACZvfKc57HRBqyi3opEkAEnwVpXdeuW8eT1bXvtZ02H26euWta1LcL4OrBNzVpVAVb7Kx7luz09xslWSQgxhxzMc/qyQYoAEg8Fac2qMAShPuFHSWLdrnd13zm1a5zbOISmvebDarVtt17bRXN6SClsYEfTM7V1jj8Y8nJq/ev+0+2bvv/Hf+eZXS/9fv/wk0Bd4pvjRgZmfhqeUPAHmxpL6maNnzxra1MDEWT19g7KVCIDk1a870oZLWQoyx4TBAHcxcRNTaSTkpStfioPXkcYl90pKKZt7TSlRxT8LVsyMmMEoQGShh9PW5YE7nXzP75fRCT6AjyXr//Q6jVVSgsyUTFBKyNcAM6GyJBnULp4KjMkwdsGS02zy+9S6DEY8/PLYDk8uSRWGOxRjjnGgYTxTGEcKnCxWG8trA4CcYikvctb5KibyKTBO7PekZS6LRJklLwB1abOrS9XXjVD475jGkjltIYEy2TZ4DzOVsOlUgpHL4FBjkfkzOGtOzjiUsPyCe5idszte9eIZZsPjEueQNTtbtxrNmttEf95Zsrv5st33wR37u3gaWjO4+/n4z6+O4fT7h/Bf774M9MUX8tz62Wdv/yv9vl/51ceruulHAKaagCnHagnn3S+AySGzSfyR1xMzyumDxIYZMAmI0nLJzJJBmXyymT2ZXxKTypvT55XSsKi4+Q5Cig0pzpvswJlelxK29rxe+1+f8Me+7e/lUkySGw28WwqJAx15IU08C8BfeCLPauzrgRnlkv2/MzAvQZ6BelkSPwVMOW4hzghx/rBpnXcxAws+ZatEaWyVnKw2B2f1oUVviVFJ6zYz3iaxm7Zzm95iUbpds6G9bzbGql1Uetfj6G3XHox2p/PBn0Ibzv3dxtP9L8bnL/bhxf3X4beffhrob/+W6De/ketxP9L/3gqY3cZ1IZ5mkRqc01vExJiR6E4nxoxksDi9UokxYWLnlLyoOqVjA486p1QyMPnKlwZtZsZE4HO+W4IP8pm9ZBgoZWSluqYAGLGvJZCCIQtIEyjZppeZNYM6gVYe6BM7TX3kBFAB4jQfrYH5vSC9MhO8ze+QgclGn2Scl6KtvGRwiocbLvwT+VGAWV91LhEjXML+0MBMbHvBlJejlccMWTPypdmAGbT0phWA5bSg/CQYnNlUIH0lyle+XwLjutbYxRwcFFlj942xe2vVvjV6h1lli40SBwse7HgW8SLrTttNu2i31jU7p82uG9WBrDnOutuj9fvzoMxweG/rvzUrD7Z8efdl+PzXvxaWlOrl3w+Y82fPGr/xXUBMCDUzw8CMNyHqlca4hJPxlBgM5H7JTZTzfHyCT0XdRR3ZxM7ABOY0gImaFg8zxaqsgSpbLnelfMtafKlKyJot+SfDPWRWZYVhM1tmYHLpm9Og08dTLVyBMzPSJCLlgT+Xw5mtMlDz9CJ9n9PHX7Pm9RbILF9D/mHixJtCG6WIS66fAGD6E2+Ao5T9aYFZ9atFvZ1U3SmNb5p/1uXwBVPWc9MaoPz+ZK1iK17qLdlozUwJUI5G6dHhHJ9RgzMZmHrfGLODuaAzbtO2DoYC9Jhr1zUPndPrxnSbrldb0zS7xsx2zWl/XM7eOQRLJ+vNuZnvxxM9+DWtPN1/HZ6/eBE/Rxn7I5aw+SHyRsa8UT9zHl7ZDXUhmpmldqZVswgJmEoFcf1EcxsVVr9gMsDpBOLMH9K4XUKTJQ/bXYkxDd/E1HJ6T+6VcIxlvnfJ7FcyYifGykDJJ6PF8J2AxOBM88xcxqZ+NPelHPteyuGrtxPgct86PS+k76aanJR+rzxhyI90StH788FZP/2y1pF/AhUw879XLHSYXQowEQHoq8OwFy6fH4wx36YPnex6l/PP61L2inVTf1nAO0VuMzr5tyxJ7GBKfm0ZmGq0/KLP1ihWZBsWfPQeB2qxg+nYE+vW8mLWzjYPbWPWznXrrlFb17S71rgdncZj39ijN7PTOwt9pr4ffv5/7PzvHx7C3SefhC+I4g9x/uAtnp/LYx+dbDmRAPHn3YeNPaufufZZ2wwb6kate+O7uVd6ofg+ib5REbdKFEKeMcfkfUxZlNYLhaO1OvIJPl77gk9WVFmIrhqaDmpaxBmUM3x8GGjaqxQcJOCVWaDAlUu9cs99Enmy4DP1l8KgWcnlXvMJcAoYs2A0iUoZnOVpogi+qdxNqlN5wqidQyWC8s8HqdBzJQJl9uSvD2YHMOGLPRGhlB1xHC5ntz6hyuYxSWakRwLQ24FOgIPtladnnLWzZ1Jwi531ciTzFFPKJbJk4ZABU34E5F+3VirYNCKB8GONHq3h/hLnDY6uMQcuZzEiwUaJtRtnm3Xr4PBxD421D9bYddt3axf9tu3nW0fD3o3q4JU7dbo/NT/X59bPxwLMLz/hCJHPPivppG+Dr7/4c55kzA//4Ut7vAKmsW03ej9XZHCofsnRIgBhNMj6gYmdgRk5WkQtFVLyFHGubF6Uxpl3uH9YaNWkmT4TY+a0PDk+m/lyYqHi5sm/KjxnsvhTjTKK2DOVsqLYTuAso5UkKpW5Zx65XDBuBkcGahKUkpiU+9yi+JZSd3o4FSNNerh9v8mg/l2mJ6EE0LRgkoCZ4j7ikciPvCLDyizGJslckFlT5pg+XbSvAMV2pMve8OkZ5rXxQKIwsVp2YQK4MiTkUUgN0MfxIbVh8Xram9o52XoQKUG2IKJVFKxWntmSgWkGZ8y5cebkrIE/Fn0mGHPTWrfG3RLn3EPnzENj3QNUWdNgXEIb+Gitme2sHQ+dbU+HoM7/4fbd8/L+OC5eHcPvf/8Q7u4KMLOz8i8G3dv8wUfAxLWvPxVgLl3bzhurunawNx2Nh/lIcaGCXZKyyS9rcOHrNgT4ZuGVBTgJ2bILpdUs6tgpUm1y/mCWKeNIMKapGTPdTEisNbHlVB5yJGUWY1KBk/tLwWf655QRyvTfmTVrYEr/eV0G1wLSBPrCqEVMkr9PWsDH6m1+SLGGmF1C2cr3Z5sNZEAgDMrBN1I2M6bORGFgcKb0arHkXYDTTyaDaX1xmmU+Yr/Xs2FhzJxT+5o/O4HyUvQpPtfs9KnV4rSwV9J5r7p//KsNLh1TjE5TMFr5xihmTGftGeAEY1prWZF1Vu84ed26dWvh8gEo7YN1+qFtmgdrmrUmvwUwjbE7CsNx1t0c957O9//7/fm+PXlafejvU9J6Ysx/P2B++9XG7L5+Yc9x5trGNybOWu277uz0jM5hQdEuveIbmEhdv6WobvlgbYQQBEueWVIMfLiWNDMmJ7HDM6BVtAAnl7FaoaRliZZnKLk9rFTQPCgSUGZgJumSFdkajBlICXBpjplk2alMTmwpdwDz516OVPKNQC6JEytPiu/0ufz3F7X4UsEV80LJCXqc/VMB9bG8V6vFGZRCuwJMgA8P0UGAGYZ0JancfphM7CXV4MoBxMpuYszEft/PmIkt07pZDpKuS9vXgDJvdU/z0wLKcty7Mi8Kr+DkOP61fFODgck3bqLVFKwRYDowprXnxpjBGntskBOL/tLZrbV667QFYz64xr1qtX6w1qwb17yKmqDQbrQxu3im/WLeH7yLJx3j+eYDM8xoNs5fTBEiv/mBzh/8xYx5AczBN7bpGm277hz1jJSZU9SLiAO1nJRnVgEiUFRYmOakPGZM9Jik5qRVHxW1mlSbxiUyqtRo+5ISlMDJAdCT4lLWt/IaFy8/V4yZe7BrcGZVtqiuxRmU+tds4UurYqXvTKybAYvXoitdsmiZiaaP53FOXtIuAk3qC0uxdtE5TYHSqcp9vBzNAKxBmT8T70fJirM6WIyWF1n7SvPMvIeZTpld3iIpS/+ys8ll6Zt6zPpjqXzNQC6Azu9/ZErIZ5oqd1EGYnbzFFdP1V/KbzcDkiMv5FQcyi08uwdrKDiAE7csrT07bc7W2qMDMJ3dOYNtEr2xLPhYlLCvrNEP1pgHo/lm5tq2dqOD2ZmRDnY2O4w2nFbLcH5npgfffOfPy6W/Q3/5659O+KnVhSL+oJTNwBz297ZbGoelbU1NGzlZPcwjmQWuRscxrEbewwRjSgp7CGBQLmXRh86jxpl3BmWrlMZExBnN7juIshibKKA0dYwYn0iZlm+E5E2RBMrMnOmTpNi5KmHzOOUamLl0zWworzX/8kHX9cyzBidzVzUPZZLM9J6v7yYVWdisMizwjudEErnHTCPzUrzVo5j8NR6DMgNTviBficTuDMDBQlBa+0pn9eRqUmJQ/vjEmFmkKWMNBmZmwzeBVL7OhQBUgbOwZVndSl9LMk3kB3Hph7p+usryGQOxZkoxWsN0wtsQAGWwDEo9OmPPzuizs/YI0zrGJM5a5MnKCT5rHqwzr6wxrxpjHpTRuP61NqS22uhdQ81+frc8hpFOo90Mdz0NX32zCe+fl37qL3880/o1iz7uMe9+qb/9YGMO27M5r7XtyTrTuEZ3ro2n2Eft5yGaRQwIdRbW9OKbvcWRIZSzDMxIyxgVRiY90tgVgxMhBbzdJbNMsCZvmWjSPLJlzmGOkl/f9DqzpcgDSafLyqUg5wqkl2VtEYCSQissCTxikiqMmP23uWS9UHLTx2tQApwi8E7lrhgeskwh5XfuMfP1sLICVgdC1/+uCtiT6SH/6sA2+WYQStkElBqc1X6lHAHNopC8fQnKxJ4JtJel7BNAzYLPNTjL1dFagU1MDCCm1HV5zQ6eyi9V3p5GI3wDE/1kYkkAEmyJXkiuw0VntXeay9ihMSYBk1VZsOWO40S02TgrLGnx2tpXVpkHpcN6Zpt1JLU1fb8z3hwWz9xx6eNpf96Mf9WE4V//9VVo2/fC3d2X4Ysvvoif/QTzy/xbfhqY5405/2Krj98a24fG3cYbF3rbHk7HPlo1CzEsQiA+9z7GsBpR0sJoELSMTEJcBSxLA5jKcJ+pFbWEY16aWdMCjWKDVSBNebwXtpFE86mETbdIKtZkTGadLvd4aeRxPaesS1FmxcyOhSVlnDLNOi+3VqaPTcxZNloSY+Yl7dzPin6YmVOIQs4BphL2GpTJejc9IdXMewXKQpwCTAYajz8Sc9Y3LfkYaApfTifNMnPWow3Z7ZQxyKUL5wqcpYTNgC4fn0rWC5Dnj2dlN1vssnpQGPRpUGZAyvZDZLY0KjqNUlbjZWzAlAmY6C8NGDOdRcBStNV63Wj9Slv94Kx9ZSisDRgUoKVmS87trdGHxcwdmxjP7zoz7HazERGV9/dfh09hw/sJ+8unS9m7l/qh/bnen7w53wYz2zyzN41rQhzao0UaQdP7cFroaBfB081IdDOqeKv4PAKtYiCUtSspZ9nwPtNJANJKtWBMMRngyQ9VrNjR+X+cF5ntcOncQFXKZrZEZqxMuqrnldpDW8rb7JdNkK/YsgD0ApCTUb5eJ8sglBlrCitKr/kyUmViuAZmYf+0PJFL2PK6rKGl6mC6zsFsm/98tr2UkoefmSZgXoDz4jBQ7jlzOFcG8cRsE+tKiVoHdD1i0NyLZhDLiOQClPnPMNBrV5DU35cn9qQ2ei0o8fPm8hVJbrmMZWBqj/7SGjM2RmW2PFlrDpbjKrEUncpYYx60Ug8GjKntK2fpwRm3jkTb3rVb1TZ7FYdja4fTu3523u9fjS9e0Pj++0v/1VebSPRp+CHvkryt+JMA+pmiz/Dmf9Ef03v64eG5GT74z7r/X9+5O79ynh7afbdswwH5smqmY1x48jcjqRuUswHrXyL8iAgEYCoAE+tf1GutOq00RCCHeSYqEkGldGtMmvkCs9RqKquwtSIrV7xqL6v0pFM/Wb1d5o0CzAu2fII5p3Wyx4zJKXx89Zq3vJNpQUAq6QkT6xbGroAl9mtZys6L1BJgJzuheT80l7n5PKuUwukkQqqKpVp4AphFxMnzxaqnnG7b8yFQYdg036zEnywSlXL3mv3qEpbL0hBzeXwpIiX2nYA5bYmUVCV+tpKkpSR95fKVS9gCygRM/PwNxUbpaFiNZUWW55dYjLbO8JUvsKU1dmfRRxqzNkY/aK0fnFYPRulXLPw0dm2ItlrpXdPY/bxTx+Ca07ihway/HXe7xv/xj0uf0wr+vYApj+bPPlP0/DfqkzvS337wW3Om/6y7Pz53dmlxKbChzrX+FPuAcpb8HOVsILoJ3kOVhbEABgOAEmOTG803TLD+pXsFcKLPxIV2jYVpjT6TpyUcZ3kFzARKTjm/AGb+NdbOmKdK2aqshcDD3FOXrgmYNaBqYAoAxUwv4BOrrVC9vC+zp4x6JndR7TrKPWIK9i8n/vLRIl7U5hSFBM58BjCNh/L6GBd+U7uawgKgVQrDFSM4B2pNTDUdCUqnCFJZm8FZWC2VsKU0zteny9aKgFjU2/IaMQnVUnQSemohSVbRKlDW4g98sPiXS53EKeBpdsn9ZAFnKmHlwHF0SgdryVuN+SUvRoMxESPCObIOZxGM2hqtN+grtUJ/qR40odfUD0bT2pLetIa2Rje7UcVDf6uOKrTn00McVPti/PZk/Om//z68fHkXPv7411HyfX68bZKnxJ+q3xRb3id3v9QP7Urv33kws2+/tjbgqrRxoW/ao4mdOehZUH4eyCyCDzdBh5WKehXg+uGxiVpFHVc6qmWEA0irmUE5S6rD2EQbbQ0sehqPd65lRfthNyT+9RiLsJo5ATOpm8Ig9RpWYsxiTE+iTyUG1YpqVmavAVnb9pgZ82J2Kll526V+uzLc588t7JldRbnULtsiqc9M9zslLCwlKaSjuSncrqQrXAhFFTAzYxZgFma7POt+GeFR9ZqFQSd7nXwuHEIV2JM7qJx/51uXqXxN5exlOkF2BdUABjbzXD530bL8nKfTAkppTjIoBZgCSvzsGZQs/mApGnNMtuANFmcMjCTi4bqXtWZrlN5aqzZGmwel1IPW6qHR+oEwLtG0djriuvQ2WrOPIR5nbTwOajbs1YtheLgf/+GfX4XDO72/f/4ifv459i9/vN3Lp0rbXAemj32mAcxPP75XL+g9/fKPX9q7DxZa/8k6NdduF8Y2jtRFpXpj9CwMKGf5XMINgp4DABk1tk2Q0r5SSi1jjEtNeq606rWmTlhTNRCACPoPn64VaVRuTAKcpYzlclbYRB6Vj4B5YUivS9rK0ZNU0xqUFwJQ1WdOZge5Ul1W0NIp+cyY/LowaF6bSUaJeoc0e2lzj5lBmULCJM82nZnnxL58BRtMmvNxS6J7TtVJSq8wpsw0E2tW2bEXbFrFfXBLmOabwpyVgMSgTODLX7eAUzJreQU7jV+m+edlZMjEqnyxNo1JsuBT3eaOAZ0yaTGoT6BUHNnP45F0LTw6NhYodvzIHBNlrDobeTk6vlOi9kYbGAs2xqi1UWqtUMJC/FG0NorWyqiNC2HbdWY7KGQCxaPTdDrGYRgX7vwv/+9DoBX5F7+9D7/9rQg/qfJ57AN5m4bxL/icK2Cmcvajj9Qnf/dL/aeXX9pn/9tKr8e9s7512rYNUdOG0XXGjjMPYCq/ZGCSugks/OAUn6i0vGmi4lIBmErhIBHseZ1BooHSVmmNVHYk9yDyXAfePEWCLz8Q8Vr6zFS+FokgqZ2XM8yKKSs3zuTWqeJHahHoSpnNJWlhzATIfEo+74zWABWZ+XHiQnEVVYzJ1UA5qiuJfRIMVl2/LiyaGVWYtsgm5eFxVcpyryjJBY9GImVMkpINEmNynwlw5rELgJlZMdv3sqdWLkMXUObPu9y9rAQfHDgpYlE9HoGbJ5Wvor3zRLbMLPO8UkXpMzWuUfGYhNkSx1WxWcIxIgAlYiqN3CkxpPbGmA1yfLRSa2PoQSnzYIjWxtoHAFMbtTED7ZoZ7fZjOFrrjzjOE1p37uk4cBnbvhde/t2XQdjyx8v2eR1mnwbm848UfXyvfvG739mD/8Asb71BOXuMxqm+aZsxdkGp3oewgFkdoxGK4wo7moSRieI+k3czSemlUnEB1tRaI2aEZ5pEGtY8GwFMnK8lpQNJSZv6LQYmHsTZ2lZ2DYpJK5kL8hyzHpckcNbzy9pSdzEeqfpDGa6mFIUrUKb5WblejTCwGpQ8oM22pkokKsOO6gmmxGpmUCaADuXYrjAmA3catYhskkbyPIXnWuAAACAASURBVH6/7icLY16Cc5pf5tjLnNRendhD/GUNzCqGMp0/iOSTqFPupExxJpfiT8p/rYEpA90CShHkZMNURwCTj6eKiWB6YabE/NJg1Ys9stpbHUdjiDNkEexsNE67650ivom5MVavlYobpfSDJfWgucekNcG0HtXGmLgbVbO3Khwp7E+DUme92A/2r345/IFWntMK/q8Xkf5/A8y8/vXiXlH/38wHP/+PBuWse3Vrtz466s9tHELnaOh9aGYqDguvaYnZpY/IlOUIS76bSTg+hKVpHRdaqYVWpicVe5SySlETeRVMG4AyMjhJ+8jA5LJWWHNizDzblKInRW0U4ecxYxbD+pVr51qdrYUbAHNiQ3GZ8OysvHAGLn8OXsMALHYmtjQlYCZgl0yiZHhPTIl/08gnHBJT8hn6dDIwv49BqQhAxWObwSmDieK5fQqYU3hyZsbKH1uzZjnHl4CZRR4AEwAtpxfy9gl/vQTMSXGdPi8zdZpTXlv8pJzlexLFF8WgLO4eZk0R2SaAOhUZlGBM9JVGR2yVjMj2kXMIdMKRWqPVXivaaxUh/GyUUmswpo5qbY16iEo9kKKN5ZewNdrszqrd445maOmkxmFQN/thP7sfEbr18stPwucI3RLRp7Jc/QV16V/wRx4zJr6Pz0jRc3w3n5tfzO/1O79Y6peHl86+tE7duoaCb+1p6L1qe6XCfFR+SR4BXVFCn3HQFiBVfDbhRkfNqXmKvbPUQQQipRxeIikbFBKOhTV9JC1dk5aeM4OTn0+z8HO97Pz2oLwQfaoxR94DlcwTUV5z+cqgLOwob+dcW5xnyFGbkvIn2bgAK0SkbDxg0Tn3yBmUBYTTHU855yCZt5wUn3vOPIasxi3ykK6EmqqUnaJFMkPmHjQDtUppz7Ek5ZxfKmfLOIV7wyi3UCYjQj2vFHFIsJtyUaYZJn8kkEpgxU8CIEyJTVLGJqYUozoDlEtXnl8SSlqFUOdgNNRYxacQDC5HkzrhcJDWca8SMA3Rxiiz1iauDekHZdSDiugtYcELWxvV9uT1IYZuP7sLx7NxZxrHge6Ow/mrb0Lz/q88x4j8RGkFbyH+pErjs79VlMpZ+vZD88HpwSxvj8Z+u3VqcetCN7RhoM6EcUZk5j7SIga/JKN5psmp7ES3WAPTMbAIxDNNUug1MTrpIl+ZVi6QtlEpE7iU1ToAmJGU5yIn95mXoBTLGw8Tk489l7TJdF6Z1q83Ql5bwv5/7L3djpzXkSUaO/beX2bWDylRLp6Woe7xMQxjQE5fCTjAGWBwdNE3B+hbvsJczEtYeh49wNzMBecBhHMxoM6BYWg8bbfUVklNsqoy8/u+vXfEwYrYX2aSltt2+0c/bQLlzKpKlsokV62IFStWLOVsB9TClHgE+Dy5DyB0UPqqTH/eS9iEDFwkyR9K4cV/25P6DhbDzoAnveVyDtBPN/TbKl0Y8rudrzFmn2MuwDyMRU7ujxxTDJx2D17Zw1WuY79psSQdmNIPEzlz+rhjuQDtlteu5J6UqSpyeM0r4LQ1mJ7ZA6FHjhPaZTzS+0sraRf11YSfxYIHZoUKiwxZ5oo7mLgcHYnmFAgHhMCUYMwtc7gl1bsY1Bkz6E0gWPDU8mNTi7fMuh0r70nrSOs3xnhvNb9VrkvJV/WXN/cbTiC4GvtkOYn6r+C8P+y3vM6Yx3km/YQW1nyHKEIE4jrkuxYzpzSgz+QVbQK3szrrhZoCC7MBrn0pokY8nCuEexHXv5A1i5uZWAVDqgGZupslcFINyYCpIVaIQFbOOjCtvwwMAcieL8l4B4eNZbkvjHmaMfvrGyGv2u767LG7do4zzM50pyXsAZAOUgNfv8sJtrSozRNQGjCXfrN7cpd9zsXnspSxp1evl3OBfpnMGdPOAy7C0GkpuwCzK6jHUOcj2Jay1u9h9mteJ3crF6HIzyj0zKADezZygBpg+yiy95OnYpAbFV6ZZ3pSz8Kc/py7O8hqHu8nvbe0g6k+w0ymxGIR2t7vbh+AMoiVsQBmwEl3nNrTmYkg/OyD6D4G2oWg26ByFwL6S7llIjh+bijoTUR+LBGyY7c1xG2W1S6sZGyri0k3rXyvzuWL7dCGty+/drZcLHlfAW2FC8jL2Tc/4h/M/yO+9YPv8csvo800Qx6GFbVVi7QOLZ4RNk44Xag2xI3cV4Q+RwRA97GJuYAYjHlBxGcadGPAJBokcBYNqVGIIs6cVaHQotOw/hJOPYxJjsA0MB5Z8pVl5wNbftV+5ZHBDn3l6ajk5KjKobe0M/K9fMUp+kg02GPvK5cDR75sah83du0J8kcjvP8xHxacet946C1xVLeXsXb0CAd3lzsrvQdFj9nPXfZgsKMlD8BEubjcKjmw5SmDGn6WnvJEne0B0svnjo8Apzt7ANIj0I/XwTxh+mBSNxAC5Ahl7i6I5U6hBTXje2R8HoIOtQ5MB2O03tLnmQm9pZvYvbcMyPohnHKvkQRsWYKGiUn3QXWP3pKZ7oLqXSC55cAvQ9AbknBDUW8y8S1H2yS529ey34Swp9XlmEKeaX9dkO/ziwex7f92067+jKFbv6sq21/X1ZUnFOgxhR99+V/j/anFuzckDhxTqG9mkbpK1eaSGw3xvES9iNRMBAoU7ymH+yTyBpIOAsM3y1gVu6RAZ0J8RqRI3lsJoZwNWQTgpNiIIQAZaxoYF7YM+Lt2QPpysj9f8nt8nHlcfD4dk/xa+XoYlywOnhPnTg8EQ3947C2XktVL2RWAaXc5/ZaKX7X2EtaEoA5WY81FnT35MbgIOAtrLkzpgARbLjc9/TLZ4bDuKTBPLHkwnR8Y8zUgHgFq5rlDzKUB+HBd2u+cLKzqaXs4vyAKQPpbt/Adr1G7Fe+gRmH47OMRMxOYq9IdPz1g0BPUrQxycDoIhaK92d+uApwApbOpR4hE9JekDYeDOGiJqiUEmllpZKJdADgDbYO2uxjCLQGYFG4UwAx6k1RvmfiWEm8bwFl5v8p1bHk9RdrOuluV23JV6b6XsU+fXSs9/vOk4f2ewMSf5fuB6FGg967C46trftnL2Rw5UU25bmWlFxdD1GmjJOeqdBE5XpDCbBDuNWpvhMD3OMR7ODgEUOKgrZCeq/KZOGMCnLmFkJuE3JQjytkGEciUWQOmmw7ws9V7SgOrg7I/2s7WV5exr5av3Hcuu53udExyYEv3xBowTfBZxB5nSz8T6MAEO6768aOFLY1JcZmsB1ebba+/LdOcV8pZXCLrF6/9XucRmHbD8yAG4fCRRfocqsTFxC7dCGBgWs4n9INCxzLWgXksW4/xI6cgXT5vXWVnSmnIE7J+08DogMYWSnfv2Bc+xNDbf8TB6X6I3pN4PqyNRkhtPKIoXReA2nNnzl7a+vvGlp4fi/uXJCWoFCaeAumIMha9ZaC2NbZkug0UMCq5IdGbwHobVG8D2JTzXZS809RGXdVxF8J8n17O7fz7JR7K2K9XjT2x4X0lZnvv2ZPz3nzOP+obJ2ermB7ImFXfzHUzrGLUNXE704I5JV2QigGTQryHcYn5ZwPd8xwguhTRCyGwZtyIYh7KQyMHppW0QkkCWBO9Jjswg4k/VtI6U8Jd63kHh/SBZS9y2a1EiWrmgWXf8rXVrldAuZy4PoLSFNYTULro429gSQdnv2rNbKwJMNoRJBzU9UjO3iv542JSwp/40XrXFdl+s9OAuYg/1mcuKi1RAWP2EthHgn0f8zVgLuB8BXCHoAI/MuSsuLSH2LXuoO3WVgOlu4W0gTHtxN/hWrX3nPgsVNqlp1wA6oFD9nsBzo5PK0vxZj2mgVIpqirYEz2ms6YgpcByfRyUlkGPxxrUgUmkM2sYA9EYqO1JwZZ6x0FvKaCU1Zug4UZCu83WY9JdELpTbVsi2kvicTXEsU1TwVL0uPl+qV/GBgveN4Et/4Ue8zASD/TkQ4bZwDdOXsb70xTzQOmyQWNuK060poE3ynwWml4AfGBN4ngJUJLyPQEw8dYEYdDnTfVclM5a4LVQWDWlwRnT3iAExabMajY9ANK97mqLlR2QfQfr6K5ZgAi8dmY8cfUsAD6kGBy2S46M5kzpV8QOZaz1l67IGmN2pgRjGhitlPWTgc6gvZS1WWffkOi37Q/B732H30rZPjIxAC6MufSYHZh+eNdei5wtE4NAUMu4xMrYE1HnyIz9FJ+Vnz698JZwAadva3XtBhoPteXYLWDVwWlE2RAq7eA0mdbL4FcA2oOIes3sZa35K/G32APmIbuDNWOQzprOnqmXtW42MObEx4Xh9NHmwBSpgWgORBOLjihhldo+UDBgYk4ZVKDK3hI1Y87EACvdhaB3c6E9ZdqnOo1TyNPFRuc7GeuqXFaz4NGVl7Ffgzf2dXr8KlX29DVe0j7BxslH/OV8G98aLjmtarqQuzzfH4YoeSUyb4QZC9TngeNFZLpUCfcUZSyAqXJfFAntYMxwUdVZs0nYNOJVU101YmNNJU5NTQSykhbgNFlgyfLAGkqvNb2lRAbCid3Oby+cLD1/dXyliz9HJlve93ubtl7UT/7582VMspSwAClAuPSYw0m/6f1nBze8noBQ16t6csohhmoB5ykwT1VZ6zFfB2YXPA+l7HJmz4DUM2WX25iHkraH4nUgelXqrzUwOs7subOnv2/g7KtdYEf0nYcDuV3gOQD0OJ8xQPYxiQPUmPOguCqLb9WaKquq0ZRa6zXNFR373UvrLUkaK0CJMha9pU4kOhLrjrTtWWhLQW9V9I5UbkMMNyztDqwZU7sDiwqFLZHuW53HnMJ4V9t8cVbmddvU+EVrwzC3n/70M3369JkSPf6zm9Z/X2C6g+oJ8XuPKfzyy/8ar9IbzC8lvbHSVM45j6u8oiBrFdqwtvMQGQdrL3HclokvYWwHKFt/qxou0I9WpXPRsGka1lWdNdFvijIUWmNNhVILddaQB9bsUqzdVnDvO2LUfm1TZGHMr1jtOi4197K1l76HFHgDZWfNU0X2cIb+tVLWWPNYyq46KAHcg1uoL/ielrKLOruUtADfIv68DkwzHJwy5m8AppeorrkcbmQeRB7cX+4uIgDSTip4VgFYFDDCYzuJvjS8ooztJavl1uIXgqW7Gmtm+D6rPMSG2DfglS7WuoBrV2LN6ePAM/O6q7dg0aRiQpAFddqlaLtPYqAM2hqrFrwRyRREJ4AMhgJqdU+qW8J4RMnZEm8Mwafd0RBuRcM2SNyJ0j6lMo6cp/NK85Rvi76ora6mtn/rb72MdbZcBPQ/m2n9XwnMD9k2Tp5d87133omraYo0UKJ4mVjmFa/aSkNeM9cznHjXoBeq8VJI7qnQPRFF/MhlI76sSpdV9FIgAAmdNaVN1bBuGgZBSUshNTXTQXI3EBs4rcaEdGPU5rTmhOkHUF5JJDgpZU9Be/TNniw6L+LMAsjOls6YR8cPlFa33bno87r4Y2fpe7nrItFiTPCvsfSYiwCEv4gl3vgV1lyseSdzTGPTrwQmxklHy90CzKWUtdZzAWmfaPQy2ISdI7Y6QwKYBtoDsNXPLnhZ64l6qlKt8VyCvqwetpbTnAVIJvGLK/DxGnPifbfi2ZlgRl/pp9pdnQUoBc8xswRASYKI4JpXUHurrChhWyGRmZT2QWUPRVa07QyYVO+CQvihmyByB6DGpHca4l1tstMQdzGWMeUw3onMZ7XNed7V84dndUvnck0fy1P8lRgm/7wrXr+j8+f1l2Gm+UF47ynx7Y//PlzOt/FyuOS6qmmWu7w6i5kw1sxp1RptNLZzCnzORS+LlbSCrRNjzCLpspJcVgkXDSKQhPNKMMMrgLlqFIamnJUoNXMExajKUZd6dQk8sDNhWExZgOmpXib2LGVtN6P/OjB7ksEJix2WoU/K2AMwl1udi6HAhJ/jm5Wz1lt6DwpwOng7MDu4bQH4xKB0OtM8sGZXaF3wca/s66XsAuJladeFHhdqXgcm2Gw5+d4Agy4c2WJJZ0z4E6rd63HGNMBan4nXGKb84/aBA0BVG5jzsD62qK9+Ku9wbFYASL9VZrNNvO99pyuz1UYnKGWDO4I6W9rzE1BKYW2FAE6RSUXGEHRHDcCsGJdgdglx55Y13Cq1u5jCrVC8Yw1g052q7mMK457qdLaReRxiadvP2vzFtt0Ob7cfPn9TPjyOSJa/nj/MvvMH/O7f1mN2gej98OTJo/DJJ8/55X/8a0Y5e5WvU+MHaaicx/N5WDVZtWG1LhTOkogtUVdiW6SuqpetIbgrXjahy6py2dBrNj2vRGdgTBHdNIVCyzbXRK8pbnBPthZmax8BEdG4qGmH/LrI44/L6TDEUS4lbAfq4f3FG9tjQpYEAl+M9l7y8Ijni1mgl7GLR/YUmK7MduPB68BcGLdvSrwCzP4nD9Zc4kYWIchNB0evrLl/iHQpaW0SaOQExnwVmEdxZ1FZwYLuoutRJg40A+YCPjP3kBNhH6OYAGsM6uubhzEJXuQTEQI4nYIPpWu/zuWqLHjU2dJKWjCi9ZrGjqIBfebyuQ7MoP4jJCi1QK2CLYPqzAJgyiwiE9iSVHakhB4TGyV3KhUCj/WZSuGWo6LH3AahrSTdp6z7cSpTy21eb8r8QlZ1fPGL9nL1oL3z1t9+bQvRv+8c8ysEoEfhveuPw/XVI746v+Lhe3O8H99K4+Y25zxl0suhqq4ZAc/In218PpOgl7yUIvea8mVFeJcB094uaqPzKnRWKZwZa0IIIh6EOCv6TWyfGHN6/CyCXiwjiHGfyKPcAVTXejo4e3yQR7wvDAqwLlmwSyRINxccFqAdmMC9m9fdVueK7HGTxMvZZTRyWtY6Wy5l7PJo5XAH5ivl7AkwUfedsqbvZjpjmgqrpEspe1gBg5RySNxb2LKLP0tJuiiwfY/aMRQ6MKHhWCpt7zFVS+3+AB9LqpTOmBB0AWR8flFkDbHOoCiZQ+sWdmdMK2tRpnp4ExRYH6GYP0SMKc2QEIw1GwzuEIIsBDcIuLlZCRust2xFRWcAk5qMQX1EIgHgbNsgnTFFbxXsCVAS38XadszDVpPuJ6qTUpnWqzrvExVuN9XY8v98u/3wzf98uknytfWVr4Hut/KtGzdgbH9K/O6P3w4PV3/NaWqxrmK6eIvTmi7TdjMPOQyrOub1TOWMKJxJ1YvK+bzM7Z7EcFGq3Kst3Csql7V5OVuFzpuGTVUyIUiIB+s3zeTOCYypWKpekGcx0Th6gsYyIpT2yJz4mFW3rtQumyK/Fle5ZPacgNJY88CYvra1nJo/BSae+9ikzzKXfrO7gWy++Zq3dhmbvGI0WOwwPYXTmLPvXToYAUpblLYRiY1KlhnmCWM62I7AfIUxzW/eGdMA6aHtLvaYhgNw+pgEX7+hjAVf+TaJlbQodW0c4+xqCmyXbA/A7KEGAJrxq9G5OYHsOwW9OjN6OevvW9xmZ1KA0RjUE6rdpOvjEQg+KugtJ9wcDE1GNaasO/heSaUzphgoCQotgCm0zQy2jL/GllFW9R9f1PZyNRlbPn10rXa+/c+YG/vbUPe7lLJezlpQF/KA/hu/XP0Hvkp/xe/cp0jrH8Y03ubV2Xm6mcsqqq5LCxulYEyoIZyXSpeztsvSwJpyr1W6rEQXBX2m0rmVtFBoCSIQr4R4JWrAzACnBGz9RNBeRJh7L2n75dsTcFrm3gLOPjb5CoAu88quIR2dPoc5Zgdmd+8swASTLgKQsaYpsAtAj3POVQx6YMzFQXTiAFru5x6SVTtIT8G5LFKb26fPOl1BPZakB8bsPeByH9OB5mBbRh9NIKMsAXnOjBW8JOJq7HLyxD3rZsq1/rID29RYL219ZAL26572vjBqqHVbXl+SNiEI4Ot2PfUTDsaURr8LMO0bcDXJpF9zMlRqAKYUFZmD6KgApqCMpZ0KgKnbIO2OSLYKK560rQKMiiAu2iYKu5bynmg7KfGBLettbdP11G4ev9Oe0ZWQqbFf3ybJv1L8sd/mwCSi94j49tPOmm+1GDZvxgvRtDo/T3eVh7LdrpvqOrS8oVDPSmAA72IWvSiNLsGa0vgCrNkE4CQwJ1bHNlV5I2DNwCslHuwN6ix72oGduMWNMOs1+wncGA2vqHaNKfHUN0Y6cBfmtM8d0u0s2a4fSzmOSk62QvrqloFyAdfJbPMVgJ6aD9jmm3rqFDrEkpxY807teS5hHg3uh4Cu7o1dlqR7XjPY1I6jL7F5i2jjfKUEMec4Aul9JIC5ZD8DYAZK1doMb/ZWjQlPPARuOPB4IMs2AVAXS57PJY3GrZfEWARl6uKIdyPCEawApfekxozGmtVYEm+olfFTIoCz4WaAtNRaBSjtCGhrE4mMSmEXBCOStlXRHYV2FyjcYdWrSdtSiNsYdAu1lmPbx3S2RwmL3hJRJKscir74RaurB+3zaSUf/fQzpacQyP/88SH/Emv+rozpBVff08To5Iqu+Zyu+NPzOV6t7sd4F/I+hUzCg3BclS08tHRWA/pHOR9ruxThi0n0stV6WSrGJ2qsWSWcN4xOAoBJGyUD5kpDGDRELFQjH8hGKHYYni360pEInFpZmyzS3Z97ObvEhFhJa4Trl8WOZe6JBW9Z1Xrl8ZhUcASnj0xyYj24gQ5jlKMIlBOCc49GgyXpDY+HNdIurR2Ys4PTF8UPye22UdLfvBy11s12NTwO09s397a6JmPji+pnTU6D2A8rlgbK6uLOMv1Auexakk9DQNUgMvcU9Gllv1ptdOr+WAclvht8czYecVHHZzWWhnBwMuB7ZAxLDZj4CVG7KdeaWLwYFqOqTQDKotIcmNJGEt1DXQ0y71GyqsqWohhDBtEtSd1Szndhln1LtFvHuCepkwpPSbdlr5eFznb16vpnjRAfck1yNBR8a4HZlwT66OTHP347rFZ/zf+U3mC6fz+e359T2Gu+Ex5Ip6GSrGujTdFwVoucTwCghvMyT/caytgG8UcvawjnFc+VziEaiTKWqP2NeSAKg3JCDi1S9RJZJi3OEi3gRCnrNadVutCHfFRyBOdyKdfL2sNYZTGrO3sueT1uLnB1ticZdPHHwWmWO2PEU6veoffsa2HH1xyNBp5L++pMc/nJeApOmENtXtDTCg6RIuJ9og3+bS7IvgZmDNhHI8ay/nzZc/YyFWAL4q8TA2h1wFm2gN289ZwtU1yXNUx8wkpk+48GR2wHpzFmr4/N5ePm9oMVr18f8+/WqBdfuKKUNSUp2H8cTAnHQhWVDkppVRo8gDJrk5lVRmptVFIsN++NKcGYBMcPmJO3TM6SMQCoaaekI9e4H/I0zXfbEutZuTuT8vB8VWEo+Aq2/NpHJL+v+LO8/mBsx+jkemHNn1/xp9+b49X5/bi+f5l2LHl3tx+GWFfzjjZjpE2r4Wwqco5wwKpyUaldQPyp0sGp4VzgoW16rhQ2grfACOxaKcchBLa0Azt1C3CCOXFh05jTEQhYQq0xcJpYC7XWlVoXg+x6Ub9itMSHdCZ9pbc8AtIBaruVSGc77mVG7sBcTAidRV8TfU4ZE/c2jtm0HZyHY7v+R+zghIzpXrXTMwqe5Goc4yKMe2UNhGA+DBjc9YPXgTl7+F3v2GzsaGMTx4e/+brl4hWwEhjdneHIvo6x5sHgvvxE6CkGLr72LB//CdGTEjpTdhe9LVqDDM2Z0J0NYEpDfIXi1ERqA0tKa00bRiMNoCxBvITFmxBASbvQ2o6iopQ1cIZGu8B1pyRbVjwPe6I0SpunVaFpbFp0t63p390r0+pn7R1b7yJ5+uzR1xa29ccSf3rR1b/c++8H9Jrv0f9Fz+gh08uXEaxZ6PO0gUKr48DrMrSJ1m0e1mOrZ3Pgs1LLeS1QYeWiuPhz2RpdtGpJe+dCdN4EglFcK7GXtDjf18GpEb3mCTiBy343zApbG3O6fY+TAdNK25OS1i7lukZ0ZEkvdXuAloVpHgO3cIvRxyadLe22w5EtwZzupT2NHuklbB+9DAsoO1suHt3XzmtCUV72pAyccjyJ4BjAYMETDZY5pr1fzbTms0kP5+n2Ok8BWXwGUF074TkoncD6nLKXvOg5AUhfJHHFFv9xq1IPpxV69k8/9+cZssiDWXY2F7Otud8JdG4gNzD6aos9r+Ds2qhKAyDBkioVYk8BU1oZC0ACnNr2odGeWtkrt60G3gKgqrplStsa5j0TbwHKPMsYJI+SeNrLtnC9KG8Mu9r4H9ocL8xQcAlf7HvfHKfP60D9PXrMLgL5VwhPnjwJjx//l/Dpp5fhF6v7nN56GcNmjE00lcQ5yjzwPg11HzaT7jYFwk6l86p6Nouew5ZXrb+UiybxQoTPhVHKwkNLZxpQ0kYL7rK4S+ZMKG2xqH0AJzlzRhAnYAgMYpSCREwbqTgw+wjl0GtGyEgeU+nA7WcPljiQBaS2LO295GJqN+brPeVp33mw7y2lLH5vOlj6nC1Tj2VcANoji0ylxdpp501bU19yHrsA5AqLDRl6VrNdlrZxfClHI7qnYR2vvjsjdlYEWxrwsCjind+yZmlA7CXuoeqE6WA5fOts2hejbe7is5xudA+tBe81+7L0UhP7PMasRvjldF5FahEBMJs0ldqk1KaCeaUUmAhE2iwV/WUbtclIKvvQ2h6zy6C0E6rb0HQXkEMOM7s0RIzsksqokkaJNMWxzLvSymWMtcjcRt23cf2oXj2+8kyfr3kZ+o8k/hy+jP2zef/998OzR4/C44+fhE8/pTB//+exnd/EL1b7KFXSdDMNaZ0GfTmt5x2tieu6aDyromelCdTY8yKCO5sXLehFUz43cGLEQrZIbcwZyHvOYKDs4ARzoqwlThwDYBbtbpj9gkgbzYAA9nQMgz2XntPBCK/CKVN62dv7y2VMwjhe40FcDswFpItSe2J2xygl4wpVzwWy8rcD+tTE4L0rwqWOC9S2bWpM7TcCekmLR7DmEiVrwHTjuWufFLRK0GLaSh9zmAjTlVbgYLG0Wgnbq9LTx8hlLwAAIABJREFUJRGvLvs80+eaDlJwGZILUJ3CuurSrRt87QUB9fNiK4IfwHfLfCaD3+CUa14BU5Hs25GC/1hzUPovKWDKVqSVugBSWpvBlDhfALak1vY+v9SdqCDYeUvU9gZKjjuqYR8BSm1jijSVMc5Rp5k356WE2vY8tZu4bW+BLb//mV49e/S1nD74bSXsa33j7/ryE3AqIjcpPPuQwuOPKTyjj5nuvYy0uh+v589T2++zTCkjIIhu5/U0t00NsqkUYb07a+g5BXc2AUqAE6VsOJfG5xLiGeagFHijAentACevDJwRvWYw5mQ7gQJI4g5KQntp8DTzj7egAKGJQ0BhPOk3/XkH6aGsBTi9TDXnT3JgeoYsQNiB2eeZp/my9hyikH/Oj6suItJh3BL0UMb2exxIGT8tabHkdvjLwYrFcgbr9FC6a5oGTh9zuCB0mD8aKPo0ELjCnrOaccdKV68oO2t2lrQCszOqaTEGaN9AaabTLMCzOtkuIGnDJlZ/Dga1hU9jTgx0el9paBSby2AgYyVrbShepdbWqtMnRiPSqrFkq9Wsd6QySjWw7UUg/JjoY4yJPUyCXzboPrW4o0D7yDrhIvRMPDPN871NLWHPtdLYJrrXbuiddnV9JVdX32y2fLVv/H2x6anLBs6nHzzlH799GX762W28pEtGSfvP8iLJlHPbtSHzMIQtrXdS1w3g1HjWpJ1LbShpL1TNYHBhwEQ5K+GcaAEnbVDWBsw2Q1wFAyXnEGE+wEm/BGkHJS1ocYGmuYP8lrwzZwdpvy/fGROca+zp/lq/Pw9ALv1mB+YST2llLcSgJQia9VCuLla+DkqA87hw7cKPx5Xg+ZICd0xOAEBP7yL1A6BmYVuORy550UZYnTXNONAFIZuieNXofoDu7IFe6uWpDSJQTUoTRgF5FIOsp/Te0vpVgBO9ZpXQzKhjDOlUXQ/vdzsrfnz0w7kAq7OmMbGth6HHNNXV+kh7AxBrlYK+UlotDYxZiwOz1Ukg+NQ6NTyq7AVsKdZT7rDypYF3qjJG3Csh2sc2T41lKnGY6K6V++dxpv2xhH1YH7TP/3ollz/9sT69+mYsQ/+xS9nj1wM4P/ggPHn0KFx/7LPNa7ri4W6OEl+mG05J6yoLYw91GEqr61plMzXdeLwInWmVc1FLNbhops7SOZL0oNISek2mM4IYxDhGxGsKvDKVlqOB01Var1fxvBsPXKa10vbAmjbENPLsYDzcm3c2PIhExpJgSxuTdga1PhMf66HO+DzGH92ovrDlcvF4UWGh6B4T97yEtTQ4E5lOokcW5uyH7hG1YT85OzCRSXaaBgK5JQBwy6lLa/fwb7+75nry5GlP6b2lla3HfWdjSReFDLy1GbX63BKfa5hq2BYWViM9MUSshnYpuLBfP+rA7Lc24RFwkQffE34aoIcEJFHG2pyySEVn2cvXVufqwJxEZWwVamwbmzGl7Js0G5Mo0R5vSMdbHlc8Ta3KVDhO1Gq50DBroip3Wvdt2x7MF+36imT9ydv60SUMBViG/vB0QvX70tKf/PW/r/jz2jfU7+F9QOHJow/DJ8+f88Np4hf/8694df8qEr1IL78smXSVNckgyqs4Ntju1rOUjVC21ANsmMD03kjOEQrtKXrh3JgzGDg3FFIHJzJpwZzec4YYs884zWkAxvQLBybgWmPp05QDa/ZRSsIpBNwBdKCyseRxvIJ+0svZY9+5lLOHw0IGXldg0Tf2OSdGK14C94+bsttnmDi86t5ZbJsufaYHHeMUgJsP+q3IDs6+zNj7ShAkw0mHR9SBsIsvSyZmNjeyQuXojh233S3qLEC59JEdqLUvPnc3kLFlhWnW5ylUS2PYjQSFtfebdljFwEpwzWERxN56TMIi5xrS8T0ZSQORprwWB6UYaULkmUttMkktBsoKsaeALXUvBkjZV2oHILbSRomyX1HchzBNXOtUQpxIdd4MuYQ6lZakjnTb7v1y1a7fqHL/8/8gl5e/llDg7fw38NcfCMyuHb7/QXjyDLPNj8Pt22+Hy8+GeEvf46QvE98Mabu3lNUsYV5RHIY41XVrZTMzbUozP+2Z2gwznjXSE3AiG4jPHJxhY8yJnhMqbYhDIPScxpo5cOzgtD7T5ig20HRl9jBK8Zd1tTZGBybst4eQZmdONxf08rYzqoHVy9o+1+zl6sKKHZx2a2MpZSH0dMHHDuO4EOTABTgPpgM1YPrhVr981ZM6bVXK3d8AILpB0z9bC2wMaItUffVqCUT3UaOzYV/vcnBiQoFPeclqrV8FSzaA0VwGZNY8jBchsFYJUivbJhbqX2NNG5r28rYFhUQFUFoZC5oFW3qdvNTDAmBqrVS0COSezpTWT9Y61+ZMWauM0uoolfba6tgASoBTaS9kQB0D3rTth9CmSnEKIQLU5WytM5WptNjqXm7ahab2sq7a6h/e0vX6U/3oo+fSY0MWQH4jQfmH9Ziv/JTR8P77FJ49+tBK2mu65nsvfxlv7q/ihf7vrF9c592UE7UwhPVlxmyy7e82muJ6FtpokzPF/NJA2cEJKx+Fcyi0KGm7ELQh9JscwJpDH6PgMVNMZtvzkhbzE9AgmRXIgGnVLkShCGZ0AwLeEt4/KrZQa5deEwzJKVpfabNNE4McnK64dmD2OWUfpRhzsvejihLXbHh+cFX7Wpm/ZgFmP6SznJxbwuVRzto40x7dAAdN1MQcG186IBcQelje4tqxlaxFFD18HMB0QEI4ctONgRcsWQG6blio1dSlBlCikW0NPwXYFdpexpo0ZWLPoZT1/Flnyq4eGVtakVxrpdpKE0FPaf0k+kr0kegpa2sm9tQmR1DaNknroKxjEFx+LmNghHHFSVVnGhRfp5yVfalc615SO2urdjN/0c6vfyDP1p8qXf5U6enVUsL+WwGmm9zRa+L/8Sf/7Tm/XE18f1rF8ftv8npPkZ4/z+P8ZtKBhtBoUOaVzLIuSdfS2hlh9UvCGSN3Npg1zx/BllbaMtLbzwi3T9gcQSui4P1m4MFYEyVt6iUt4AgELipQcmC6RtSBaSYE/5j1mNZnYsYJ0HqaOnMEuKzMdeUVgOvMeWBCL0MBxEXgSTGKjUV6rIixpY9QkP93embOAGrl7yIKsStrBkwGHZkwZBNAM8FBJPUcaO/ouhnAP2s1rh3h6jY9m0/61MJZFGMQs+R1lwGsq7VWiDzUSkVPaeuQFawIsFYE1QGU1YBpQpACoAZKtlLWjwZZKY3pat83s8IZbHmw2EkrDeprB2ZrzpALKEWdIWvTEX0lgGpMWeoYWhsr60jUJiKedOZJs86Zqbb8ZVnvSt232DY1tZdXq7a+q/Kzf/gnpatroasrpQ+trzwtX7/rjNmnbx2c1x9/HLCB8uU8xLd+MPPdLsXNzDiGlneYKIR1prYa5sgrnWVNWdZV6kZFzwjgRGlr4KQOTj4LoQPTHEGEa2FrgNN6TTVgoufEFkoO0RDXgdmte75UbWWrMWaC7bavdroY5OMU6zf7Kb7l1qV93pnTgGl9p/eXBrj+3ICJVLxkV481JhZPR7DXHkraZLfNLPrfz87heE4UMzNwsIQjA6UB01nTmBOaqxFiCMCUVZ7eShJET4/esVN5vqrsXvFeUS7WPKswwY5CYEuA1Kx4xUQeMKQBFICsFTvKzpJUhVurrEj8sF4T/kDEvC7vYyHEN0f8m6pi6yrUKmpYLDlrqwUMh9JVmkyttQls6KCsozSxsQjK17nJ2BpS7eDiwefaCLAClJp0poknyTrj1HvLU5lSq8PzbbutqeXLKsPtLD+/2gp98onSRz+ULvZ8K0D5Ryxl7aeQ96t9b/O9xx+H62eP+B79Mm7/3fd499mLuNG3cB0tj+EsMw95lhXAtKIyrjXrumrbUNMzmNkjR8wwDZxgS4xR0GuS0gbva/BzfsppCNHN7p01F0+tFbDmDHLlx9tOJ1TrM6NvppjpPeFV6DU7OA18ruhaz+llbE81MNaM6tY9sCR3MwFYr5evEHkiowz1ntLSUXDPzCx9BsqFKQ9KLcpePwThbws4+0aYBXj4Mokthng6CLDnc0uUoag/l0wfYz5LHbDe0nwBcPK48tqoYBRiJgKlUjswWw0AKcpWABGP6B3Bms6WxpAGSFNlDaTWZ3oJ29e4wJI+KcWeNRadaRYtSCDooBRz9FQtozbdC9pCEespRWQHsNbG1lNC7AmlTYXGSSXN2nRWnafhIpQ2xzKFVrdt29IBlN+Xn1+R0CefKllf+e1hysMM+48sSL0CznfffM4vfzHx1UXlm6tVnF7e57R7kaf1KkWmXPh+ZiUHZ53WlGmt0jYoawFOQkyJoJzFc8aIBSrtxsAZeIMe0/y0+P0oZRcxCBprNJ+eI88B6mbag/jjmI32vveYMaVe0roamzowwaSL6QA9qTuAbAZqdj3cdrSxCMDmai5ArBwDjqwCwHhu98q6AISbHH6g1VjWS1kkHBl7Gov6zche0loWll2J98UR4OtgzLHy1SIH3GPn3nIgtwXklptJALa8IsGYcmHGBmCCOWsoXsbiSp491upsWAFMaSy12AU9S5IEMK23xDwTZSzWvPoemK9y2T4KFp2xMYIUAsHqlrZJob4aU9K+QeSBza42e6yYUUrdgymrgdWseWPTsC/zbiYKk5SC2eecORQdVvMCyrivMjxIbbj99oPyj82Yr4IdzNmjSE7Bub5O8XakPK9rSsP9NGsYWANYb4WDuK+Ak/WMNBoQW7DnZ0JqgAV4A+NkfFgrzAeuzFrqQSAzICzANAQCMdZy9hZ0wasZhgBAiEC9nO2uH5SvAKGbEJKxqo9YsgMT5a25gbraCtHmAEqUr72khfBjpauprgs4D4osFNo+3+xzTZzwNYDa+MRKWQAz2NKIM2YT7EZZAokH2FlT6SdE3EmAF0qQYkDsAJRQjQ1BuS0gIKAUNxA09JJgy9rYRKAKtqzcMC4FW3aAApgWYGfAPBoLLC/BkWszFshJAVsdnhQ0k6jb61zMGZu5eupeUb5WGAh0h9FIM2DKXgqNxRRYHRHSDIqEsb2VuQCUbc9l1lp390o9ZcrzK5JnB6a04OZvTfl6SpJ/hHHJr3Hu8jUDPXkS6PpxQE7Qlz/9LL71Y+K7uonTPw9x2JyluQ6oCHPhVV7Ameq81kzrij5Sw4YigT0dnBidiJ6JzTV5E0jWBEAT2/hEfT1sQFHqCq2ps24BctR1z8Ey20wAnAEzZlydB25RtvrKGB4BTLAnvgSe+w4mK/pQTzcAQ0YDXXD7nrFlcCHITsnhiv0CTFy4AoBNBPKEdncFdePBYbZpN7V9fGJ+dossYE8BweiBMOUAV7Kn/timlamqCJ+zMYctUHc7nY0YawtzqdwaAFoZYMRziDhw+IAlocI2jEQMmI2bQpV18QfjEgell69+/ATO9sUcaESJ+hZgRF9ZMFtECoGSTIR+kcJepI5Ksm/FdysdmLJzUNY9tbCfpY0iOtaKErZOOloJPKc9CnEH5XbOLb8x1+tbRLx9Xwjl6zWJGwgASuutXhd8/shF4p/my/0pgLkwsX/tDs7HV8Tbc+J5QOrzJk4yxGE6S3k1pHHUHHmVtbUVxbYiiSsNdV3RR4IdU1ybMNScKQFMpLgTK5xAsOsNBkwNEIMyDuJirulNJIgSHSRzyLZxYs1mNKMQAksSStbAGQIPgArmxMsMtB2c8BYBwCYCmVpr7Jnh/jExycDotju2stVY0AwD/S6SnyuHSmv9Ji5+Hkpfy5sVW6K2nrTPMvGIX9zv92J+aaKrhor9qBmFYr8xgteB+YALmz2KhApTgDEhGFFRlqKU5dJLVbzGwFlbB+kcHag2u4ymwpr40wWgZke3DvNLlLCIpFzuiJnbHXqv4DAZdilpJqozSZiEkNej2KfcC0zp0nYQe5DdA5udSN2Lhl2dy16NLXVsjcai8zyJwjs75xkzSi7zbQdleaNerz91UAKQAOZ3AJR/qlL2tKTFGIXo2TNjzt8PnIq+cQVwahQ7dEtCZ0R5rSS4FLYRAihhNugGd0VGEA2BY1YkHRhbZqNJcCcY0+0H6biKkqKJuAZOGIeg1lrZinY0Uo6YwACY+JyXs86kJwb4A3P6hUDrKf1IGZRf7zHNcufA9N7RRyZgVgDQjeyKyDHfNPHjOt3C7veVHJjAJkHehBW8nxdx37KDyOIIggs3Bkb2ntHKWQZTApwVZaq9zkDJYEyR4ixpQo+PR0zsacKq5oE1owFiKVHKeoCzp3S5AmStLhpVMKVd5QJTBtVRCOqqA5PMWic7VKIAJZ6DMWWu1ltqgSCUxn2QaZ4m7GTObebS4lTm27O6nfctlzdqXpN8etlZEqC8eqb04bebKf9U4s/rvG7nZA/gfPw4PH62MOfbfFlfxEkexmGaT5iTjDlDXg8kslIq64qZZQenVncAAaiiYkkHJvo4Ww7EwRkT9Gexl6hVgaoIcFqtavlAfcc65mxWW3CqgRElrQEyhpgjFj5DSlbGLtWwA9PSM9kWpE+2VI7ADGyAW24iGZN2S49fSoZCayUu5n92hsX6yj4dcQeQXxxcTt4FIzMzoGObuNmShlomu7lv7NKA+1oBug5ME3KiAbOWCCAaMIsDsJqw0xVYlK94HwDHLZ/Olmp3fTBOPZSvXfCxA7M2wLSVEyWsmwDNACUOAI0UYELH6lbYK3Ymg+4UC88q2yZt59k9WOWqeyltR6UhnnKcaptardMsOoetzLcxlenF1Hat1V8D5TNIwodjQN/KnvKrgPOnKZL9qx77zYU5H/+X8PjZf+9lLcCZ4iTcwVnTOOJQ86aDkwcSMKeuAE5VQW+5oiob4rwi1ZVQM2M7EvV6f5kDwInOMFJSzgZMm5VYx4n4IKPDjtdopqEE5oTRwEUg7KzYxwDIlN234P1oBzDKWRN8YUjw1TCGGNSVWWPF/v8ez+0Pw8FpUVtQb01x9Tx15Pr1Ewo2YbHA8sMfoEUZWHyI5y6DKgkWVpAnLn2IXRyghhMgYDpFn2hMZ8w411jtecP7sRUA0sAZF4b010N57UKPwn4nBkg/S1nt5wo0HfxQ6Xff0XQubnZQaGXSQgGgtBsjY2DcGdF9INkThS0LyleC0LNT4jttdUdgzyY7W+0qbZwbFNx53E522WumMpeXv5I6t8t6d75rw3jWDkz57FMlesVqtwDzG2se+F0A96fqMU//26+B81Gwe5vPrnl7vuV5mH8DOEMmjUPIPGjTFQBqzBkciKRxFTQOJG0tWAULYYVHU2QtE8hunyD60qkSqLLeErAEkRqpupU2A5BsjJlyBuDYdrFTDAPAmVLIjmcHLF6PXTMzKvSLnRCJ+pXr/ujCjdEeRiJ90ZL938uyg2kvUZzqxZEkv7uDRyWxKwJgTDu35SffDZ8zOkziggEhbmLhih0HlJsWeM6tlASANcFuF9iyA7O2WFuJrdrOVwQ4fV652O0g9FTc+IHq6mWsK6+4sh7QX3qWOxLVX7nIhRcBlDUAlFBhVafIvLcz7Kp7CrRjjEPswI9sRXDTUrbUdNewV1ll11obI0YlFMZ9KXMdxzmSzrTX+uJW66xv1he315LPm/zy5n4jA+VPlQhWu1cU2G81KP/UPeZXgPP9YOr1s98OzjCOeeZNDrzKIVVz91DTVekMGnA+V+qKNOFzKyEaQiTcPHHEeQ6tKzu4gQLms+jLyJwxnTGZNWQrSwFUyEUcBoA1gU1TyJiiwIILBsVvYzAr9CIMRGEesgxby1Lwi2PuGAL7HYAIRlNjQQcpxgyu6NjrHKRYxnSmtPA73Ntpds/VsWoB5tiu8i2RuTSsROKUCQ674ssbMEklqrYotaQGZhSJrcLSDWAujxXMGRXlbm3RALyUrFaFAtxuJABoweb4D7gzEGfy7HyeWQTxHdkJdpzLC9aEFjAmFpaJaIoUDJC4+ozEAV9wRoAWgrTCllW2TLJtte0rgrZm2nOAoSCMY5nnIYR5vq0lJKov7h7U/T9O7Z/Po6yv/6f87P4k9NF3E5R/TmCe9LT/EjhfxI0MMQ5IBZ3yVNep5HsQM3E5PRtzahsqLHjJ+kokGhhAAw1ZbIbZc2gRFJ3d62MGAwTB2r5JDsk2xQAsABDvpxAHNp0ID1a+hsTZqdNAyRkcSpxR9vYIE4i9+JgRpSWaAKb9jsqhire1xgMYbXUK+FywapTogT4oSQFT8UkKKke7uyPCFqnjiXikBbY6ZBF48ogV00FqCtTsOrq0lqQDswJ8eG4MWaG6Yj4JxRX9ZsToY1FeAUh8zn2wYEmvVCFEUTBw+v1KnMrrn0yMvS8CnRYOUjjQHINOMeAUe9gz6w53LAPpNgXdNqTYIaAZObCInKy0U607ADMDnCOPVaeJapgpjfP4nGrcU33x4qre3l7Ly5cP2v37K/noo8/0K/rKbz1T/rnEn68qp/1K9Vcw5732RdzIXdzpOqaiiXEcVy/jnHEpJBg4AUwqlFvIGTY8igCpZqKYA1GWFtFjmiIb0Q6a3EpwomPiz9ivRomKohYAA4kCqHjD9DNz4CHbkortqwC0KeK1aEWjg9TA6puedq3TDusilcRu6PpKJbjGTj323MkOSHPN2Y/EvszlH0dL2ctXS+WyPhH6rZ2QRABdg1PbrkvbqhaMp6hk8X0gFpBJYiBJKjWRtiTGlgJGNLZUgfBjflcDpbQWUQfDuQMQdrCCDL18BYNDlLL+V0zD8rns8eIz2DLGYAuZMVBJMUwx0MRBJ2YaOTBAuWc7ZaC7GMNdIJwwwPuE8+xb8c/tpU17CQGi0NjKOIUWZ42tjM+3dRgf1JubVb29HeT6+lyurq7k6dNrJcKRWfz6+u9Z/i594+/zmj9Hj/k7gtMFoXvtLm7k3MA52HhT0iwplvV55Ikyx4R/fEMI5DuYGgZVGcCUIffMWciuNo1E1QlFxmw49oYaNpu91rBns02ADcC0QykAZ4qcU3aqjAoos4ESv6EzKMx9NpKE+oLKFkORzp540ACwYUAPANrYw5MAwEb9Y37L1ZpPmAH8rL0GANHemk0mIOgAI/j9ACbrXDGLqA23+TgKMlbMR08kKWhLdjmdBCJPagJQdiBKiwbM3j/iUbpgZLdhBRWpL7Oown/vgDQroa+oGTDxohhCA4XGQDUy1UhUEoeJYxgTob8MuEe5YwqIAtkBkCHQNuLOCMraoHeqtCWRXQhhh5T1WnCGPe3buJ2L5pkGKvOLXT2bh/qLei3LWQOLB3n6nhB9QP20wSL4/D7/9r/Rr/26gNnL6CNzwlc7Pv8snIJzyoEHGWLSHCe9FznXNMUhcUV3pzmHOVPOhhulZGtfaAEpCBpFH/ODNc0JwCwxea+YhsBDDx8xNRbECpcCPqkRrLka4FsAsboYa4dTUu5xtfi6sLs6OG2vGbHoAnD4bTE/kAxguqBTbZQBjznhYp1fprMoVgDSy9ZGNiLENjSuaDOwgc8DPPg6SPCYi10CQ+YjpCCkJNiGWqSWI4BpY1FBD4lSNeFRFOB0BdZUVwDS55TWa/bYkKWf9KUW63kBRn+DY8mAaU4lByYztcihRtaaQphjDBMHHr2U5X3KtI1gTA42EtEQtonDbcQxWdJtCGIfZ+EdU91P+zI2DmMYynTv7I3p5b7W+nKuqwtp7dMv5P79d9qnnz7X58//s3z44eHcixUc32iU/Su+ua8TmEdw4tmTR8E3Uoinv3oQ7k//HNd1F8f0gIc2xCQpjnCmppaivgVGyBRrWnFMkucc2jqloSUbPhpTwhYQEgw2gsITDJhXIcO+A5POCiWq9ZPoKnG2GmWrVbk5MsaZHPNggxUvaO3+AhZGIgnONCiOpUD2iUoKJdPe8G9Z0HIqdEsILGLgMmCC9fDYAQnm7Jfq7DUNTNcZs2nANW18PALA+P0AZunlLMw8+KeZokTscqOWZxJzCAaVpNRB6X2klcZWroItOzABSpgG0EfiY75lZjcsTewxQ72Vr7aK1lfX8F2FlpibPUYqzpphTpGnFMMYmUYDJpTYqLvEcYuRiISwjSneZgl3uMpFRHYVOmjdmYI7tbGRTuc5jWl1f96ON/WenpfrdCf02RfYYRAA8+/+7j/Lxx+Tvv/+EgvyF2D+K7D/W3+L95zm3nsWrh8/NnD+zV89CJ8v4Lx9wJt8j9NFjHHDkRtHnVMS0ry+CNYdNp1yiEOkeAYQpTRgIEmxKHScwcpQK2NjYMUiSMwu5NiKJlQiAyXcdLCxRog9DNb1U2LmL7BSVjURrlyr+j9+igdgtqb4ntgAZX0dwKQ2L6waYIsD+I7AdDAypJTWUH4GB6IEGGBRBkfBspj612mNIMUi8BxtIEyqlLLY/2vb4QZjMpjcKs6o5EwJYJrKiv+Wr2z5IyYcfjLs2Esa/Qt+4vhI57Ci5sAENUNqijG0yFxTDCVFniNrSSFMOfKIchalLCO9LvI2xQDm3BKx3a7MQlsO8U5C27GEHXpRSrJPs44UaaISpmHzYB42t3VXqKbnd/LZZ1/I22//bfvss1t99Og9/Qswfyuu/igvcJOLgfOJgfPqGfFdB+dlIt68fMCrK0RjcqQSYhtLEk5pM2xiDiW1FUYjA2rMlBEEn3KCYBMHRAnAwAOhBwBFiYiidskgCZwzrjBkJwfThUDNICCjUmNG/CLSFBplMCZKWaTOS9AEphSAUiiip5MWfDzhLIfjVlxQUjZnzGpAC9ysvxN7naBsNdGHoos/eAQoias6YBEOsJxIgIMOjLYa1DwRCZjBqqeNU21PG84DK6/RYxowPaHEDOkWsicQU71k9Uc3KuG5G+ttEwYjmSVgTFIkiUzGmDHHkhi9JZccocaGmZnHiD4zxR3K2Mg4+EO7PPBdkLDFsdnM8S6EsCXWXSTZ5YjXKszrY1rxJONqjgOVqd7WePagrF9u5Z/+6YWsVg/lFWD+xL7xv5SyfxQI/uYv0sH5/oE5F3BepMo03cQRt3WHAAAap0lEQVQhPuAcL1k2HLWEWCDRbOa0ShtL79HNCjwIQQYsab4dAFNzjJwl5jjgH6ctcpmqivbMQIhsWqNIsyNoq3DiRYLomR2QSppEKbMoBCcDZVPJopoAyqaCjwGgsVY8D9wK+jzlUhqYG35VlLnwp8bWrJfkitdrgMBjIEQZLPg6KJHxMQCSKJpghN+rRAUGuOJOhPWAbloSeuCclkAFuASBWzj/MEIBK6OE7UYd2xDxq5wHYGJ+04UeDwhTczF5+RAkoYaH2OOrbC1HrjFyxc1JsCZK2YxSluPIHMbEYZ9ixIGfXeC2G1K+Y4Q1c9hGCncxMwQgjFF2ymBWOIR4zCFNlDZzajBQbOt9yfXlvwRMV7j/0mP+6cG5lLX9otiz/27M+e9T5WlaxXh1n2M4582gsWSKI8hvFdIQVzHxEEOitIqE3jLxsEFJajYBG5sko0Gznxtz4t9bxhQGVvJsjloIjpWqMaJKP8UANtRmdzpVQlKVbMBslAWjCaVUoYA2SQBaqZRq68N97ChhwC8BILQ3Z0owIcEaFwFiASuiikSPKSE2xagDpSzKWu8z0elh1II+06SfoAhpYZSyGa4kdxS6BTfg/yeqUQNkP+znx50t3wuec5tNWqmCbtfFHhTiJvZYTe8RKRGsCUrmllDCRu8xUww1RS4xRhyFxfLylJinlLzHjABmDDtm2cWQtol1CwYlpu0QecshAJQ7SrznIGMMcQyZZmyltLtUL3Vb5S/A/BND7nf/8tZzurX2Ufjkzef8w+efhf/0n/6PUOsd39xQ1AcX/Mblhl/Od2lbOQ0X65hoiOuGYnZIusG/qTNE7pihTgdJIa1MHAkAJhazTDSBtydHbSU1vGe2gxCb1KwoUxsnjZqk4vJBSA3gFE5VW8YIEf9qpAGEmloRA2ap/gbXzVQBTgdjrRLxWADYZqBECgj6RghDUGGh5EafWwKQ1os6MDE+QXlry2EB8QV2ihIgWyFBCVNaaFtmjkAZACMixo4w5vhMslv9vO5bTAO9jGWboloCgy1mgy390dkyevnqwIQmzugvQ8uJS2R/AzBT4gl9Zko8JgAzR4xC9hHgC7TLTNsY81aD7lLC87ALRfYh8z6GPFKiidt+jpvzWbdTFR5qfLlrv86Y1/rxx0/0fZSyf2HM3x1Zf+Aru1L8fjAx6PpxwJHcv/u7N8N2e8XzfMf1zQtOVOOWWmxjSJLP02a4hJsrZx7S6vIsznXKmHQMaY0yFmk+qdmcj2Noc6JhMLU1oEQlQTJX5LBioZJa0QxFqZUGZsxgSTCmCAwMmhsZEHNTTbW2bMCsklDC1gNrSgQI8VYLcWmNS1ErbY1NNYQK1dZKWgAVXIVNKoqe4EwoZ728dWBixBgaOj8/+2xUB914lTF79QU3+Jt8uw394jKLRJlqoz5rJ7t9199Bnev2Bh+HYCxikqzlF1lP2elXcooQe5r1mF7G1pTSzByQKmDANOcPgMmMOeaeA+3RQ2oIu8S0i3GAALSLkXehqiWqR9ZxWOcxDAEK3iy7qYQ01HCzr59sJ/nr4V67vt7J8+d79R4TwPxY3//JT3zI+h389XWPS37TH6l9X3ZR7Nmj8PjxVfj7v78Mn3/+OW82m/CL+UHkto83UmLUTRx4k3idosy7nLrtnAdsT0YcBExDammqmn3dEeYDSTrguggcdZLQJzYOEG1SYElBOAlLAjAVd1FIUaoOVchAWhsAK7m06owJhmza2bKlVjVODY4b5QKm9DcuxpwEYB5GKA1gQzlrJasbDLzfFAMmjAY2wOjbYW7lU7jgTPfIKYZVYh4gRQOYycIVeta1Al/eO8Kb622pmf1cjoXvFSQMHRnARP0LHTgY1eIxgTGTKbDOkjHWaMosY0RSU7IyFn2mzTFTjHD9TOgzY+Z9imzgY474y9kFK3GHHTc10M6tjgmglDBtMk/ekQ+FdlPN26k9f37X4r9/t939Px8rgPnmm+/Kkyc+w1x+2nwHcXli6Pzm/b8zZvjgAwqPHn0Yrq6ehIcPP+ZhGML/9/JllPEiStlHbet4vnkzjjqnOt1lXsMUGxPc6GC1ASNI5SRhzk3ZRh1AK0UGU5rvByxZakgUQ9IGuxFBVTUQqrQsGtLc2mACUNNcG0ApudWaK4BZmoFSGsVSK3pPPMbZSteW5kLoKwN8qwUjE3HDAUBpPSb6TjMW2FzTdqQxLvH+0tYtrcg0gHbRpg+Bachs/l48Ilcsw+dr7ln8FMKuqP/7dbX1cGbeHQQGTGs4kfTX0GB3Nw8YU2CaNUBGgBL2O4CSmzOlj0oYpWwfmaQUphh5CkpzShiZQKFVPO7hm4VKm2Pei9n04j5xGIvQGBJP61Wc8r7MxLnIG+uy/dUXLW0u2/XLqV1cjfLw5Uu5vb3V6+tr/fjJE/2JA/M7yZbL3+03D5L9O0IP9cEHH4RHjx6Fq6urcHl5GT6/f5/fWK95urmJdb+O6+Etvq37xOsphbucSqgZhu5VPkuVWnZwsiuppBksCVAChPacQ2q1pIItLtIMoQj3PVVqFvSVVbPi9/ZStrWWK/rLDsxi4EQJS1GcKVEKR2PKJsaYpQrPBSYDX2AuCL8SDWBQiEBdDDJQulPoAEhzB6FL9Ftg7hxazm0gaQ8D1iEGePQ5Z0ShYFEGu94Bbp3ggdNmEnTbg+2FYo+rb2TDjI6aN8Aw4Ptd3pwGWy2JhKkxBB8wpBo4rYy1/jIWbJWYyQDMmRK8snNiMoCmwKNG7FbCP9vGIa4wQhmJA+aVI0k2UG5WPLVQZ51rkV0uIW1qGEpd3/teu51+Lg93P5D9/iP95N135QmRmhHvL8D8+nD7VcBEKXv26BHf/OpXcX97G8t+iHWVI9UpUc2JhpLKKHklm1So2epITiHVGU4hTqFKbjGkIWeMKYw1G9RWfJ4kVeJMcM409Jaa0X8ufSbK1wrGrGBRSXPB+yhd4UlVABEgBHvi/ltEX2lpAWDIWeLsLiBERcL3egCoxYF4X+lA9HWv7qkls+yZr7ZTxNJ/ODApDD1dYUiMvVE/hGTg7OcF+1FcM6J7PWuMiK8K57sF+VgZa1siFuxjDBoZ0ZNwGxhLwrAOG17mVDiSgzMyNkpKinFmzDQDo6SdU+CJWNBzThGlbYBSG8cQ80RM40A8ReUpZkYe0Lw6T/NYWg1TqbuxtIfDeb1376qNI8mPfkTylEivP/zw3wRbfisYs/9YsB/0H330Eb/77rv4EH/22Wfxk5zj+d1dHNIDfjHtk1bYaufEO5Sh0YCJZctsSuoRmJoz5pipQtSpAmbMxBBwULrabNJEH2KCCdxKWa3oK0MSUestTfARSW2ueK2DEn2lKbHUQWk9Zs/YQY+JgCxnTMvj6cyJMtYCOgBKu0jbb345IC3aAIIQljhhEujJeRbalXIgANJW1eDJt2QFS1dA+Jcd013ublr2UBATdWy50kKFFnYEQ6KUhfcVpStXgA8qEweuMYAt7XM1GluGGgLAmQ/AjGY20MKMvhMBzzJHTg5MKjNpmjKniZODMSnPmeJMoZbNeZ73q3Xdf/G85d3c/uZvflSn6eey2+3k0aNHFpnw4YcfEkSfn/zkJ9/pMvYbD0zTEX2X8ZW3nxEOZRLfXF8baw7pLZ5HjjKMSQDOOqd5rIgiSBllLIBJU8ZcEiUsTikkgI1DmitnqZiIAqTOoChvtQGQ8VjSlpYrAZgAvabSBGUuhCAosrbb6DNKiQVsKdZfci0ApIVdQfyxDRMDJlLrDJjYfYTaimwAN7zbthW2ULw7tKVqjFEshMTgueQD4QSgh/9hTpKx6O2RJ24B8nLWwsHwiK9uoAT0bXWEmveSAbEgLQS2R45cmUzwKShpERaLDRIOATWJiT4AcKBYc2CUsQWxIjnF2X1+bjiQHGYmeGhlZmr2PNIwpxznFOJM3ApNtXDCj7I3yzi/aNv93NLt2Fare+3Fi1EePvyR3N4+1ffee++Ve5bf5f7yWwHM18B5yKj6OYD5q1/F1YvI+eH3+Itf/WOq+X58M3Fsty/SLsc027+VdSzTPsOzAj+QLXLhNHwMJg5Z74nyFjuc6DnhhWUor/65il4Tqi3KWlGUuO76wZxTKJa5mgoL72mBuNPceoeQK7BlQeAV8nYQeGVlLPJdHZS1Ir8Kq1zOkvYvz5735WlTX02yQUPYhR/0iP3eCRjTQ6kt7gRlLdgyJ+zjIDDavE3GmB6n6cDEsMV3ulxptZQtttwQpKcLgBm6eSDYzwwAM1SGmYBCRR+K0hbgxB9VcjBW5lTSEApHXLPNhZMUDYrfU3CoNlErMa9n5VhWnMs4byv+9MM01DcebOp+bm0z1rbfV7m9neThw518/vkjee+9wyZJP+b73RV9lsbxmzoueaWxfZ01P/7Y1dn1es03N6v48OFVuLt7Eb/8cp9WD2LMM8e7epP2klI+h8UuggFTmTjFNax2MA6ASQFEMWEIZS3AihFgayUXL3FtlIJSFr0mrHcQfrTZc3PmFPSXGH9U9JDFWBPARGtmI5LaeAY4wYRVHJjI70HIsu9vmZvH9zQtUQdiqbPnkvaMjy0BQv1vzDY/4JVF3CaHAOEHCmwHKtRaP3AEebbfT8HwJcDFAz0pmuDrbMmWRdnAkkG0IcqDIfq4wFNJ7HZ7M7ACkDFVW/silLuhIkkazyMYdcglBSSfSI15KCXMdRNiIY513o01r7ms+dIAOc5S96W1y7Spw7q1zeWbyBiR24nk4Y5M8Hn33XetjF0OzH7XmfJbC8ynT5+aOrt5993w+c9/zperFW9S4uFl5P3+Ls6rHFdzjCVPsZYY97mknGLMvI663yWJa7PeqbRU4IJH38jYoQhpNJUWQMUMU1CuoqzFpn9STYjoAEhjbRiJYO6JjB14YLGIjNLVsly9dEVmK1ZAmgYAs9jhVyJYXO0GVqsWyGzRHvY+2NFBC3nGUg56GdsVWb8N7wdt7dcAcKKEtbOfyLu12ykoaRG/uZyq9zsqvs5l91RgMuIYkdwMIkb6AH4eGDCNETlUpA7Bcscca8FPHoxIDIRe6sbAbUi54gggQI2Px8SVMttrcoh1M8RCq1TbNEkorRK3SueXNdZ1m+pdMwl7Vdt2f96+/zcI/rmStyaSnYGS9N13DZALMBft6+tTI/+M/+VvDWNibPKTn/zE/l0+JQrXH3/MF8MQNimFXwPnnGNdjRF1ay0ptswIqIo5wbweo1QY8ix7JKLvLABnM9N4rLFhNGJrXrUDNKCfFOxHhqio/8wHi5IVxgDp2x8Wz2FpA0g6ByhrBx1KVgQql35z0oEofWEaxw46ax6A6fEj1laah65DsZewAOhyEWywtHh/sxPydh2bKZEBtJ/+g2JkJwLRW+JsgwQYoXBvBMubxI2iiT84VdI4h4oNNNy1NUZEyYvjKPh8UAckvLLoS9FeSxEUGpljS4P96Tbm1EJTLP3AKNzOziFgq8zDuj2HEbhoWxWRvGnt8n6Tfa1yO019NHIA5aGv/LfClN8qxsS/TbiAAMwPP/wwPHnyhADOS6Lw+c9+BsZ0cD5PfDu85LLfx2GfecqJB6xB5BRbifEyBt52gCK6p0UANkQrcWOIRVoahhzK3CAMRdx8wz4jWFMxaw+RK1bOanGAonRFFCTmCXYNC6oq7oJgg6RgjYtqkTBb4BV6y2K9JUAHsAqyQVDWVg/oWj7uz5cDCR7UtSix+JwdQfK7J3CvQwCyo0j2aEnwkQZcH4uEfbeeaQtux21PlghjES4QBbbwEpgGcL0P5avFHSRG1gICFRyM2EjDI35i2fPYWIoAiMMKwEz4sQXwCtv0aBQ+G9omtRbzqg2YMw24WHsmyNyci8g4i2wumly+0WRb/jeZ6s/V55V/AeW3RvxZBCCwJkbLcAJ9JTi/XPE773B48SLy3d0ND0PifY78Yh7jgBwfLHjFc4sRaXc3MfLGajKJNaYa4t3UUlzBfTqwMkKrWiwTJgSZCxaOQ2Yttnxsi8YFQcuwz8EmDsEH4LTDPq6yFvSR/REAxVkP5PagrAUmHbjFQGnXt14plU6AaSnoDkYDJoQdewJgRhr8qr1/HGBk5F1b+gAhljfCvgfLHY7vBvZ0aPSb9t1jsATo2AU+CYxV7NhqAMQQdTAjnbrRABBCJ8MrVVYRAIRvEL8f9qVBzuLQatvh2rvWwYa+Et9Yt1UTmWuTab6Q/SRSquj68nsyF9KLt0ge/sDSoPXdxTlx7Cm/82OR31QdfytK2eM3r9g6se/Zq1ovay8/orDZfBwgCF1fr/n29p8ByvD22w8DALofwJw7JBbwHO9xGvfMfB5mDOzKFPfbEuMZ82a9smM6XAOsKHFCFEePqsQwL1b3sWKGMQOQbeIyo59EUBYCsyq2qez7w21KA17/5ue5uuhJRPN8BKGdS6/NEvAcmEdA2ufsV3rlM3gPALTPrPA7PL8APaYB0z4RkVxmbAlA4qtj1ZQRWKKkeRgER7kC0rxQxNuhaWSQIGkoGRjxcbyPH0UDYwEHJsXUsHsT20pkv9eUMcxd44iK5oqvcafDaiMv260Opcq4OZPVXGUzFilvPtDLN69kRn5IJf0f/y/pf/y/rVCg2w7K905AaX/B32Hb3W8C5beKMU/BiftS8NAewPmUwuXlRwGuoP/1v4aw2aSwWqWABZL8DoeVh9uFu5sbHlLi/S7yNDLfuwxhGvewqjDzWUg88vauxAoH6GaNpgup5oyA98aFI6Z+sMjs8UhhwvmBin871YCJ5xXjPaQdQ9w5+ZMvxd/Bx/FY+yeXj9vH+uunAyD9A7l/3OG5wNSf5P7BRIlwysFenxZw+mOMSfHVoyZMZhX/gzwUgInX8EzMypIMoFhcGfis4WYsXro+yy1l2wIXXAACS6ZhhdvRCmZMbeNgXJ9Je3Fj0Zq1PdfVeC6bTZFSms5z1bfeutJP5oZtLj1/+AP54Z70IyL68a2vbmEk8iESLP4NKrBfBdBvGWMu/xegZh7+7/z/7V3vbtpIEP+twQbzJwlwKErFKVHV5AP52AdoX6LP097z9CVyD8DH8qGNovQOHUe5JBBwDLbxnGbWBkOgCqQnXUlGUdY7+8/e5eeZHe/uyKfz2FrLXAYohyJBs1nDSqXUVZc/vuuP8VmWom7aSJUNVTIUb7Xn49rVeOwaRr6gvLHi/UsqMEZGwIdlsNWT/42hWMfjS8OH8n2lfOUpw/cVf8jjNu9UrJr6yvfmu5yj7L1ZuJ78ARFgkzmZNQl0PTHF4JyLs1k2SrDERmvqqKkttkwMRAGzaVI6bRKHYdoieB4YeERjMlJmGFpEuTSFadMS4PV6rnihLu7yrvCMqKdelh0aEU1uiSw7HwYscydE/oSowGFwRX4woR0GY7lC3h8tcl2PHGdM+/s1Gh56dOPWKQbj7wDqXQ3MaMcIXz6Zb5XLABnzflJg6tufnnCecF6UBCjnubBtFVtvM+1IippddX2dVibvLeG1edWKAM9ND43xnfg3UW4ERgasPx4ZOdgYj0bKUDleBapg2/DGI0Eph743Vr7hKSCDgcfhPDnD+zzJwc4EkrQY57TMd4YwSpMgw/8zUfZZRaZpkWll5AdvWiTXI4xgERErtGEGOswSmZlsaIV2OIQDx3FgZm3xeZjJ5QWUAsZQfLfTziQUUHqVKqEDPlqT0G7ArXhUHR+Q6wY0HHp8Yjqq1XchcIYur+Bh0QhIcNrUQHwfb3qOHvWpqrBbAcwFcHJUAMGWW34FV6M4W28vmk11ijq+WufKbrGq25Y5KV68wAsAXcNQl72eYaaqyuwr9c0aGLu7u0gPB+KiL+UYCkUg5SjlukqhkMfIvZO00YjPM9bkGSM+4XiOvJuRcpdha5G5NFNUkD2EriLbxjQ5l2MnohHN7sTK2AIAKxtS1s6Rw4dHwkEmJMra7BMlT3aeiP2jZHKFsN/vg10xFHZCKoZ7FDAIy7/wtivsBrwUgoEYUmV/QuOgRrUA9OULMDwE4VOTHdTg5uYlnZwMZDkdr3Nl4i1bPA/RYOQ1r8mH2v4VPd8Zxbmkn1piJp8kIT0h1tv371EH1LsoExuJ+PJzo6F4Gbyej35Vx8fHYB8m7XRaXXVSilFqdQ3VTxu81Qzm9T/qttdT5UoZg35PASUMB321t7cHZ3ir1Vfe+AjAvWMPAAADOEmjb47wB0nmXCRKWMZLllmod5oU8SUoJDPNKszm8gIme1KQMFfQ4MoXd0QCFveIcM0exUIqlVkqhvR3pyNNVPwqtTncP6DWny1UD2rskkvKH3qgeh3UaACDaL7IkjEG4zsGItgmoMH44cPU9TpHt3Y/5UMBuCrf1gBTRjl23qN/CAJObbzVJJJUH5EJVnk/F4sCUt6x0mw2xXDUsdPq6OgIOAK6rZaqSckarE5byl5daRD2rSsNttuUQkXX79wycO/T3XAwz79ZMRyr+MnspSVl7/FixqzCXKGogbizJ2GxVCagi91KReKVcJ+ANrzJhA6CgC75qQP2W6SJpeHh4Sv6BOBlBETmzxlvPs7NFadgZMnIebf5xIEVI7oxe6uAmegFeS4+ASFJ+juoqFBTdVeACmigfi6qdslW9dM6WNyeAvh6fi5ljvEKrdblXH91u22F2q+zJhKXMfOm05nvYxY9i/TXmuPHuvciHTysjtI+A1BTtVbT15eXqB0d0Zfzcxx6PCcE3HqdwGIwIr48OXlNbLBhqvPC8miuyIabSCAumyvGVTxLx4cNkeTaVmCu6oIpYGOJGmdkyfrxI1SzeqaAt3jzVqdw0Gg07vXTxYW2/Ap6NyUWP5vSY9pNtPmSAcjUaGDw+jXh7EyiSSNN8hbFYKPP3BGfPkmjTXSg0DMANx3TRLmnBszlXRarwL/pF9WHSP+N1eBYBU4WbjarCm9+wAjEImidqn5Eu1F7db3PUd5K8Xwwwpwc38HX8waa+EafDTXrDNm6eZ+BGfdYYn7KrMXXfqwG6+yzmeunup63bkSRKrh22diitXbBWYHTyCiTtJAuVvfUP1k8onsfXXTzH9Wjm/4fVpAA5yp9bAbQhFkpaWF66GNpI+XmtEmbi60lPls8g3LzofgvSj4Dc/1ejfosgu6mM6rH9vym7d5HYJLzo2pdv1efS8z1wL+kmgqxsD64wAAAAABJRU5ErkJggg==" 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