<snapdata remixID="8285088"><project name="First Project - 2 circles of stars" app="Snap4Arduino 5.1.0&#xD;, http://snap4arduino.rocks" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="Sprite" idx="1" x="-30" y="5.684341886080802e-14" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,51,15,1" 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="384" y="95"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>30</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="setColor"><color>10,81,255,1</color></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>144</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block><block s="turn"><l>30</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-30</l><l>0</l></block><block s="doRepeat"><l>12</l><script><block s="setColor"><color>255,51,15,1</color></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turnLeft"><l>144</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>30</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code><delim>,</delim><tempvars_delim>, </tempvars_delim><string>&quot;&lt;#1&gt;&quot;</string><receiveGo>void setup() {</receiveGo><doBroadcastAndWait>  !call!&lt;#1&gt;();</doBroadcastAndWait><receiveMessage>void &lt;#1&gt;() {</receiveMessage><doWait>  delay(&lt;#1&gt; * 1000);</doWait><doWaitUntil>  while(!&lt;#1&gt;){&#xD;  }&#xD;</doWaitUntil><doForever>}&#xD;&#xD;void loop() {&#xD;  &lt;#1&gt;&#xD;}</doForever><doRepeat>  for (int i = 0; i &lt; &lt;#1&gt;; i++) {&#xD;  &lt;#2&gt;&#xD;  }</doRepeat><doUntil>  while(!&lt;#1&gt;){&#xD;  &lt;#2&gt;&#xD;  }</doUntil><doIf>  if (&lt;#1&gt;) {&#xD;  &lt;#2&gt;&#xD;}</doIf><doIfElse>  if (&lt;#1&gt;) {&#xD;  &lt;#2&gt;&#xD;} else {&#xD;  &lt;#3&gt;&#xD;}</doIfElse><reportSum>(&lt;#1&gt; + &lt;#2&gt;)</reportSum><reportDifference>(&lt;#1&gt; - &lt;#2&gt;)</reportDifference><reportProduct>(&lt;#1&gt; * &lt;#2&gt;)</reportProduct><reportQuotient>(&lt;#1&gt; / &lt;#2&gt;)</reportQuotient><reportModulus>(&lt;#1&gt; % &lt;#2&gt;)</reportModulus><reportRound>round(&lt;#1&gt;)</reportRound><reportMonadic>s4a.math(&lt;#1&gt;,&lt;#2&gt;)</reportMonadic><reportRandom>random(&lt;#1&gt;, &lt;#2&gt;+1)</reportRandom><reportLessThan>(&lt;#1&gt; &lt; &lt;#2&gt;)</reportLessThan><reportEquals>(&lt;#1&gt; == &lt;#2&gt;)</reportEquals><reportGreaterThan>(&lt;#1&gt; &gt; &lt;#2&gt;)</reportGreaterThan><reportAnd>(&lt;#1&gt; &amp;&amp; &lt;#2&gt;)</reportAnd><reportOr>(&lt;#1&gt; || &lt;#2&gt;)</reportOr><reportNot>!(&lt;#1&gt;)</reportNot><reportBoolean>&lt;#1&gt;</reportBoolean><doSetVar>  &lt;#1&gt; = &lt;#2&gt;;</doSetVar><doChangeVar>  &lt;#1&gt; += &lt;#2&gt;;</doChangeVar><doDeclareVariables>int &lt;#1&gt; = 0;</doDeclareVariables><reportAnalogReading>s4a.analogRead(&lt;#1&gt;)</reportAnalogReading><reportDigitalReading>s4a.digitalRead(&lt;#1&gt;)</reportDigitalReading><setPinMode>  pinMode(&lt;#1&gt;, &lt;#2&gt;);</setPinMode><digitalWrite>  s4a.digitalWrite(&lt;#1&gt;, &lt;#2&gt;);</digitalWrite><servoWrite>  s4a.servoWrite(&lt;#1&gt;, &lt;#2&gt;);</servoWrite><pwmWrite>  s4a.analogWrite(&lt;#1&gt;, &lt;#2&gt;);</pwmWrite></code><blocks></blocks><variables></variables></project><media name="First Project - 2 circles of stars" app="Snap4Arduino 5.1.0
, http://snap4arduino.rocks" version="1"></media></snapdata>