<snapdata remixID="8272679"><project name="vase2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="舞台" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="角色" idx="1" x="-64" y="168" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetVar"><l>border</l><block s="reportNewList"><list></list></block></block><block s="doDeclareVariables"><list><l>firstPoint</l><l>lastPoint</l></list></block><custom-block s="searchFirst startPoint %l direction %n stepLen %n resultPoint %upvar resultDirection %upvar"><block s="reportNewList"><list><l>-200</l><l>0</l></list></block><l>90</l><l>2</l><l>resultPoint</l><l>resultDirection</l></custom-block><block s="doSetVar"><l>firstPoint</l><block var="resultPoint"/></block><block s="doAddToList"><block var="resultPoint"/><block var="border"/></block><custom-block s="searchNext stepLen %n resultPoint %upvar resultDirection %upvar"><l>2</l><l>resultPoint</l><l>resultDirection</l></custom-block><block s="doSetVar"><l>lastPoint</l><block var="resultPoint"/></block><block s="doAddToList"><block var="resultPoint"/><block var="border"/></block><block s="doUntil"><block s="reportLessThan"><custom-block s="lineLength %l"><block s="reportNewList"><list><block var="firstPoint"/><block var="lastPoint"/></list></block></custom-block><l>1</l></block><script><custom-block s="searchNext stepLen %n resultPoint %upvar resultDirection %upvar"><l>2</l><l>resultPoint</l><l>resultDirection</l></custom-block><block s="doSetVar"><l>lastPoint</l><block var="resultPoint"/></block><block s="doAddToList"><block var="resultPoint"/><block var="border"/></block></script></block></script><script x="63.333333333333336" y="450.8333333333337"><custom-block s="link points %l style %cmdRing by %n stitchToFirst %b"><block var="border"/><block s="reifyScript"><script><block s="forward"><block var="#1"/></block></script><list><l>#1</l></list></block><l>6</l><l><bool>false</bool></l></custom-block></script></scripts></sprite><watcher var="border" style="normal" x="23.502083333333303" y="4.052083333333336" color="243,118,29" hidden="true"/><sprite name="角色(2)" idx="2" x="237" y="6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="20.40000000000002,0,255,1" pen="tip" id="92"><costumes><list id="93"><item><costume name="vase2" center-x="166" center-y="206.5" image="data:image/png;base64,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" id="94"/></item></list></costumes><sounds><list struct="atomic" id="95"></list></sounds><blocks></blocks><variables></variables><scripts><script x="93" y="121.00000000000001"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setEffect"><l><option>brightness</option></l><l>-100</l></block><block s="doStamp"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="当前画布像素" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>r</l></list></block><block s="doSetVar"><l>r</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var layer = normalizeCanvas(this.parent.penTrails()),&#xD;    width = layer.width,&#xD;    height = layer.height,&#xD;    ctx = layer.getContext(&apos;2d&apos;),&#xD;    img = ctx.getImageData(0, 0, width, height),&#xD;    dta = img.data,&#xD;    p = (Math.round((height / 2)) - Math.round(this.yPosition())) * width +&#xD;            Math.round(this.xPosition() + (width / 2)),&#xD;    d = p*4;&#xD;return new List([dta[d], dta[d + 1], dta[d + 2], dta[d+3]]);&#xD;</l></block><list></list></block></block><block s="doReport"><block var="r"/></block></script></block-definition><block-definition s="searchFirst startPoint %&apos;startPoint&apos; direction %&apos;direction&apos; stepLen %&apos;stepLen&apos; resultPoint %&apos;resultPoint&apos; resultDirection %&apos;resultDirection&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">90</input><input type="%n">2</input><input type="%upvar"></input><input type="%upvar"></input></inputs><script><block s="up"></block><block s="doGotoObject"><block var="startPoint"/></block><block s="setHeading"><block var="direction"/></block><block s="doUntil"><block s="reportEquals"><custom-block s="当前画布像素"></custom-block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></block><script><block s="forward"><block var="stepLen"/></block></script></block><block s="doSetVar"><l>resultPoint</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block><block s="doSetVar"><l>resultDirection</l><block s="direction"></block></block></script></block-definition><block-definition s="searchNext stepLen %&apos;stepLen&apos; resultPoint %&apos;resultPoint&apos; resultDirection %&apos;resultDirection&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%upvar"></input><input type="%upvar"></input></inputs><script><block s="turn"><l>180</l></block><block s="forward"><block var="stepLen"/></block><block s="doUntil"><block s="reportEquals"><custom-block s="当前画布像素"></custom-block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></block><script><block s="turn"><l>90</l></block><block s="forward"><block var="stepLen"/></block></script></block><block s="doSetVar"><l>resultPoint</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block><block s="doSetVar"><l>resultDirection</l><block s="direction"></block></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="link points %&apos;points&apos; style %&apos;style&apos; by %&apos;stepLen&apos; stitchToFirst %&apos;stitchToFirst&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%cmdRing"></input><input type="%n">10</input><input type="%b">false</input></inputs><script><block s="doIfElse"><block var="stitchToFirst"/><script><block s="down"></block><custom-block s="go to %l style %cmdRing by %n"><block s="reportListItem"><l>1</l><block var="points"/></block><block var="style"/><block var="stepLen"/></custom-block></script><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="points"/></block></block><block s="down"></block></script></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block s="reportCDR"><block var="points"/></block><script><custom-block s="go to %l style %cmdRing by %n"><block var="item"/><block var="style"/><block var="stepLen"/></custom-block></script></custom-block></script></block-definition><block-definition s="go to %&apos;dest&apos; style %&apos;styleScript&apos; by %&apos;stepLength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%cmdRing">no&#xD;        <options>no&#xD;foldLine&#xD;randomFoldLine&#xD;curveLine</options></input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>distance</l></list></block><block s="doSetVar"><l>distance</l><custom-block s="lineLength %l"><block var="dest"/></custom-block></block><block s="doFaceTowards"><block var="dest"/></block><block s="doUntil"><block s="reportLessThan"><block var="distance"/><block s="reportSum"><block var="stepLength"/><l>0.5</l></block></block><script><block s="doRun"><block var="styleScript"/><list><block var="stepLength"/></list></block><block s="doSetVar"><l>distance</l><custom-block s="lineLength %l"><block var="dest"/></custom-block></block></script></block><block s="doRun"><block var="styleScript"/><list><block var="distance"/></list></block></script></block-definition><block-definition s="lineLength %&apos;line&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListLength"><block var="line"/></block><l>2</l></block><script><block s="doReport"><l>-1</l></block></script><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="line"/></block><l><option>number</option></l></block><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><block s="xPosition"></block><block s="reportListItem"><l>1</l><block var="line"/></block></block><block s="reportDifference"><block s="xPosition"></block><block s="reportListItem"><l>1</l><block var="line"/></block></block></block><block s="reportProduct"><block s="reportDifference"><block s="yPosition"></block><block s="reportListItem"><l>2</l><block var="line"/></block></block><block s="reportDifference"><block s="yPosition"></block><block s="reportListItem"><l>2</l><block var="line"/></block></block></block></block></block></block></script><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="line"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="line"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="line"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="line"/></block></block></block></block><block s="reportProduct"><block s="reportDifference"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="line"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="line"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="line"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="line"/></block></block></block></block></block></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="changeColor R %&apos;r&apos; G %&apos;g&apos; B %&apos;b&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>if (!this.setAlternativeColor){&#xD;    this.setAlternativeColor = function (r,g,b) {&#xD;    var ctx = this.image.getContext("2d"),&#xD;        imagedata = ctx.getImageData(0,0,this.image.width,this.image.height),&#xD;        pixels = imagedata.data,&#xD;        i,&#xD;        l;&#xD;&#xD;        this.isColorChanged = true;&#xD;        this.skinColor = new Color(r,g,b);&#xD;&#xD;        for (i = 0, l = pixels.length; i &lt; l; i += 4) {&#xD;            pixels[i] = r;&#xD;            pixels[i + 1] = g;&#xD;            pixels[i + 2] = b;&#xD;        };&#xD;&#xD;        ctx.putImageData(imagedata, 0, 0); &#xD;    };&#xD;&#xD;    this.backupApplyGraphicsEffects = this.applyGraphicsEffects;&#xD;    this.applyGraphicsEffects = function () {&#xD;        if (this.isColorChanged) {&#xD;            this.setAlternativeColor(this.skinColor.r,&#xD;                                     this.skinColor.g,&#xD;                                     this.skinColor.b);&#xD;        }&#xD;        this.backupApplyGraphicsEffects(this.image); &#xD;        return this.image;       &#xD;    };&#xD;&#xD;    this.backupClearEffects = this.clearEffects;&#xD;    this.clearEffects = function() {&#xD;        this.isColorChanged = false;&#xD;        this.backupClearEffects();&#xD;    };&#xD;&#xD;    if (this instanceof StageMorph) {&#xD;        this.backupDrawNew = this.drawNew;&#xD;        this.drawNew = function () {&#xD;            this.backupDrawNew();&#xD;            if (!this.costume) {&#xD;                this.image = this.applyGraphicsEffects(this.image);	&#xD;                this.changed();&#xD;            };                     &#xD;        };&#xD;    };&#xD;};&#xD;this.setAlternativeColor(r,g,b);&#xD;this.changed();</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition></blocks><variables><variable name="border"><list id="473"><item><list struct="atomic" id="474">-110,0</list></item><item><list struct="atomic" id="475">-110,2</list></item><item><list struct="atomic" id="476">-112,4</list></item><item><list struct="atomic" id="477">-112,4</list></item><item><list struct="atomic" id="478">-112,6</list></item><item><list struct="atomic" id="479">-112,8</list></item><item><list struct="atomic" id="480">-112,10</list></item><item><list struct="atomic" id="481">-114,12</list></item><item><list struct="atomic" id="482">-114,12</list></item><item><list struct="atomic" id="483">-114,14</list></item><item><list struct="atomic" id="484">-114,16</list></item><item><list struct="atomic" id="485">-114,18</list></item><item><list struct="atomic" id="486">-114,20</list></item><item><list struct="atomic" id="487">-114,22</list></item><item><list struct="atomic" id="488">-114,24</list></item><item><list struct="atomic" id="489">-114,26</list></item><item><list struct="atomic" id="490">-114,28</list></item><item><list struct="atomic" id="491">-114,30</list></item><item><list struct="atomic" id="492">-114,32</list></item><item><list struct="atomic" id="493">-114,34</list></item><item><list struct="atomic" id="494">-114,36</list></item><item><list struct="atomic" id="495">-114,38</list></item><item><list struct="atomic" id="496">-114,40</list></item><item><list struct="atomic" id="497">-114,42</list></item><item><list struct="atomic" id="498">-114,42</list></item><item><list struct="atomic" id="499">-112,44</list></item><item><list struct="atomic" id="500">-112,46</list></item><item><list struct="atomic" id="501">-112,48</list></item><item><list struct="atomic" id="502">-112,50</list></item><item><list struct="atomic" id="503">-112,50</list></item><item><list struct="atomic" id="504">-110,52</list></item><item><list struct="atomic" id="505">-110,54</list></item><item><list struct="atomic" id="506">-110,54</list></item><item><list struct="atomic" id="507">-108,56</list></item><item><list struct="atomic" id="508">-108,58</list></item><item><list struct="atomic" id="509">-108,58</list></item><item><list struct="atomic" id="510">-106,60</list></item><item><list struct="atomic" id="511">-106,60</list></item><item><list struct="atomic" id="512">-104,62</list></item><item><list struct="atomic" id="513">-104,64</list></item><item><list struct="atomic" id="514">-104,64</list></item><item><list struct="atomic" id="515">-102,66</list></item><item><list struct="atomic" id="516">-102,66</list></item><item><list struct="atomic" id="517">-100,66</list></item><item><list struct="atomic" id="518">-98,68</list></item><item><list struct="atomic" id="519">-98,68</list></item><item><list struct="atomic" id="520">-96,70</list></item><item><list struct="atomic" id="521">-96,70</list></item><item><list struct="atomic" id="522">-94,72</list></item><item><list struct="atomic" id="523">-94,72</list></item><item><list struct="atomic" id="524">-92,74</list></item><item><list struct="atomic" id="525">-92,74</list></item><item><list struct="atomic" id="526">-90,74</list></item><item><list struct="atomic" id="527">-88,76</list></item><item><list struct="atomic" id="528">-88,76</list></item><item><list struct="atomic" id="529">-86,76</list></item><item><list struct="atomic" id="530">-84,78</list></item><item><list struct="atomic" id="531">-84,78</list></item><item><list struct="atomic" id="532">-82,78</list></item><item><list struct="atomic" id="533">-80,78</list></item><item><list struct="atomic" id="534">-78,80</list></item><item><list struct="atomic" id="535">-78,80</list></item><item><list struct="atomic" id="536">-76,80</list></item><item><list struct="atomic" id="537">-74,80</list></item><item><list struct="atomic" id="538">-72,80</list></item><item><list struct="atomic" id="539">-70,82</list></item><item><list struct="atomic" id="540">-70,82</list></item><item><list struct="atomic" id="541">-68,82</list></item><item><list struct="atomic" id="542">-66,82</list></item><item><list struct="atomic" id="543">-64,82</list></item><item><list struct="atomic" id="544">-62,84</list></item><item><list struct="atomic" id="545">-62,84</list></item><item><list struct="atomic" id="546">-60,86</list></item><item><list struct="atomic" id="547">-60,86</list></item><item><list struct="atomic" id="548">-58,88</list></item><item><list struct="atomic" id="549">-58,88</list></item><item><list struct="atomic" id="550">-56,88</list></item><item><list struct="atomic" id="551">-54,90</list></item><item><list struct="atomic" id="552">-54,90</list></item><item><list struct="atomic" id="553">-52,90</list></item><item><list struct="atomic" id="554">-50,92</list></item><item><list struct="atomic" id="555">-50,94</list></item><item><list struct="atomic" id="556">-50,96</list></item><item><list struct="atomic" id="557">-50,98</list></item><item><list struct="atomic" id="558">-50,100</list></item><item><list struct="atomic" id="559">-50,102</list></item><item><list struct="atomic" id="560">-50,104</list></item><item><list struct="atomic" id="561">-50,106</list></item><item><list struct="atomic" id="562">-50,108</list></item><item><list struct="atomic" id="563">-50,110</list></item><item><list struct="atomic" id="564">-50,112</list></item><item><list struct="atomic" id="565">-50,114</list></item><item><list struct="atomic" id="566">-50,116</list></item><item><list struct="atomic" id="567">-50,118</list></item><item><list struct="atomic" id="568">-50,120</list></item><item><list struct="atomic" id="569">-50,122</list></item><item><list struct="atomic" id="570">-50,124</list></item><item><list struct="atomic" id="571">-50,126</list></item><item><list struct="atomic" id="572">-52,128</list></item><item><list struct="atomic" id="573">-52,128</list></item><item><list struct="atomic" id="574">-52,130</list></item><item><list struct="atomic" id="575">-52,132</list></item><item><list struct="atomic" id="576">-52,134</list></item><item><list struct="atomic" id="577">-54,136</list></item><item><list struct="atomic" id="578">-54,136</list></item><item><list struct="atomic" id="579">-54,138</list></item><item><list struct="atomic" id="580">-56,140</list></item><item><list struct="atomic" id="581">-56,140</list></item><item><list struct="atomic" id="582">-56,142</list></item><item><list struct="atomic" id="583">-58,144</list></item><item><list struct="atomic" id="584">-58,144</list></item><item><list struct="atomic" id="585">-60,146</list></item><item><list struct="atomic" id="586">-60,146</list></item><item><list struct="atomic" id="587">-62,148</list></item><item><list struct="atomic" id="588">-62,148</list></item><item><list struct="atomic" id="589">-64,150</list></item><item><list struct="atomic" id="590">-66,150</list></item><item><list struct="atomic" id="591">-66,150</list></item><item><list struct="atomic" id="592">-68,152</list></item><item><list struct="atomic" id="593">-70,152</list></item><item><list struct="atomic" id="594">-72,152</list></item><item><list struct="atomic" id="595">-74,152</list></item><item><list struct="atomic" id="596">-74,152</list></item><item><list struct="atomic" id="597">-76,154</list></item><item><list struct="atomic" id="598">-78,154</list></item><item><list struct="atomic" id="599">-78,154</list></item><item><list struct="atomic" id="600">-78,156</list></item><item><list struct="atomic" id="601">-78,158</list></item><item><list struct="atomic" id="602">-78,160</list></item><item><list struct="atomic" id="603">-78,162</list></item><item><list struct="atomic" id="604">-78,164</list></item><item><list struct="atomic" id="605">-78,164</list></item><item><list struct="atomic" id="606">-76,166</list></item><item><list struct="atomic" id="607">-76,166</list></item><item><list struct="atomic" id="608">-74,166</list></item><item><list struct="atomic" id="609">-72,166</list></item><item><list struct="atomic" id="610">-70,166</list></item><item><list struct="atomic" id="611">-68,166</list></item><item><list struct="atomic" id="612">-66,166</list></item></list></variable></variables></project><media name="vase2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>