<snapdata remixID="12462186"><project name="Me swimming in Scratch" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Me swimming in Scratch"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Hummingbird LED %&apos;port&apos; %&apos;intensity&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">50</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>portnum,intensitynum</l></list><l>var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;var realPort = portnum-1;&#xD;&#xD;&#xD;&#xD;var portString = realPort.toString();&#xD;&#xD;&#xD;&#xD;var realIntensity = Math.floor(intensitynum*2.55);&#xD;&#xD;&#xD;    realIntensity = Math.max(Math.min(realIntensity,255.0),0.0);&#xD;&#xD;var report = {  message:"L".charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                port:portString.charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                intensity:realIntensity&#xD;&#xD;&#xD;&#xD;             };&#xD;&#xD;&#xD;&#xD;chrome.runtime.sendMessage(hummingbirdAppID, report, function(){});</l></block><list><block var="port"/><block var="intensity"/></list></block></script></block-definition><block-definition s="Hummingbird TRI-LED %&apos;port&apos; R %&apos;redLED&apos; G %&apos;greenLED&apos; B %&apos;blueLED&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input><input type="%n">100</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>portnum</l><l>rednum</l><l>greennum</l><l>bluenum</l></list><l>var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;var realPort = portnum-1; //convert from zero-indexed&#xD;&#xD;&#xD;&#xD;var portString = realPort.toString(); //convert to string&#xD;&#xD;&#xD;&#xD;var realRed = Math.floor(rednum*2.55);&#xD;&#xD;&#xD;    realRed = Math.max(Math.min(realRed,255.0),0.0);&#xD;var realGreen = Math.floor(greennum*2.55);&#xD;&#xD;&#xD;    realGreen = Math.max(Math.min(realGreen,255.0),0.0);&#xD;var realBlue = Math.floor(bluenum*2.55);&#xD;&#xD;&#xD;    realBlue = Math.max(Math.min(realBlue,255.0),0.0);&#xD;var report = {  message:"O".charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                port: portString.charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                red: realRed,&#xD;&#xD;&#xD;&#xD;                green: realGreen,&#xD;&#xD;&#xD;&#xD;                blue: realBlue&#xD;&#xD;&#xD;&#xD;             };&#xD;chrome.runtime.sendMessage(hummingbirdAppID,report,function(){});</l></block><list><block var="port"/><block var="redLED"/><block var="greenLED"/><block var="blueLED"/></list></block></script></block-definition><block-definition s="Hummingbird Servo %&apos;port&apos; %&apos;position&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>portnum</l><l>ang</l></list><l>var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;var realPort = portnum-1; //convert to zero-indexed number&#xD;&#xD;&#xD;&#xD;var portString = realPort.toString(); //convert to string&#xD;&#xD;&#xD;&#xD;var realAngle = Math.floor(ang*1.25);&#xD;&#xD;&#xD;    realAngle = Math.max(Math.min(realAngle,225.0),0.0);&#xD;&#xD;var report = { message:"S".charCodeAt(0),&#xD;&#xD;&#xD;&#xD;               port:portString.charCodeAt(0),&#xD;&#xD;&#xD;&#xD;               angle: realAngle&#xD;&#xD;&#xD;&#xD;             };&#xD;chrome.runtime.sendMessage(hummingbirdAppID, report, function(){});</l></block><list><block var="port"/><block var="position"/></list></block></script></block-definition><block-definition s="Hummingbird Motor %&apos;port&apos; %&apos;speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>portnum</l><l>velocity</l></list><l>var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;var realPort = portnum-1; //convert from zero-indexed&#xD;&#xD;&#xD;&#xD;        var portString = realPort.toString(); //convert to string&#xD;&#xD;&#xD;&#xD;        var direction;&#xD;&#xD;&#xD;&#xD;        if(velocity &lt; 0){&#xD;&#xD;&#xD;&#xD;            direction = "1".charCodeAt(0);&#xD;&#xD;&#xD;&#xD;            velocity = Math.floor(velocity * -2.55);&#xD;&#xD;&#xD;&#xD;        }&#xD;&#xD;&#xD;&#xD;        else{&#xD;&#xD;&#xD;&#xD;            direction = "0".charCodeAt(0);&#xD;&#xD;&#xD;&#xD;            velocity = Math.floor(velocity*2.55);&#xD;&#xD;&#xD;&#xD;        }&#xD;&#xD;&#xD;        velocity = Math.max(Math.min(velocity,255.0),0.0);&#xD;        var report = {  message:"M".charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                    port: portString.charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                    dir: direction, //direction&#xD;&#xD;&#xD;&#xD;                    vel:velocity //speed&#xD;&#xD;&#xD;&#xD;                 };&#xD;chrome.runtime.sendMessage(hummingbirdAppID, report, function(){});</l></block><list><block var="port"/><block var="speed"/></list></block></script></block-definition><block-definition s="Hummingbird Vibration %&apos;port&apos; %&apos;intensity&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>portnum</l><l>intensitynum</l></list><l>var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;var realPort = portnum-1; //convert to zero-indexed number&#xD;&#xD;&#xD;&#xD;        var portString = realPort.toString(); //convert to string&#xD;&#xD;&#xD;&#xD;        var realIntensity = Math.floor(intensitynum*2.55);&#xD;&#xD;&#xD;        realIntensity = Math.max(Math.min(realIntensity,255.0),0.0);&#xD;        var report = { message: "V".charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                   port: portString.charCodeAt(0),&#xD;&#xD;&#xD;&#xD;                   intensity:realIntensity&#xD;&#xD;&#xD;&#xD;        };&#xD;chrome.runtime.sendMessage(hummingbirdAppID, report, function(){});</l></block><list><block var="port"/><block var="intensity"/></list></block></script></block-definition><block-definition s="Say This %&apos;speech&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%txt">I am known by many names, but you may call me...Tim.</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>phrase</l></list><l>var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;var report = { message: "SPEAK", val: phrase};&#xD;chrome.runtime.sendMessage(hummingbirdAppID, report, function(){});</l></block><list><block var="speech"/></list></block></script></block-definition><block-definition s="Hummingbird Light %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>port</l></list><l>var sensorvalue = Number.MAX_VALUE;&#xD;&#xD;&#xD;&#xD;var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;&#xD;&#xD;&#xD;var realport = port - 1;&#xD;&#xD;&#xD;&#xD;var myself = this;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function getSensorData(callback) {&#xD;&#xD;&#xD;&#xD;    var getValue = function(response) {&#xD;&#xD;&#xD;&#xD;        if (realport === 0)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port1;&#xD;&#xD;&#xD;&#xD;        else if (realport === 1)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port2;&#xD;&#xD;&#xD;&#xD;        else if (realport === 2)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port3;&#xD;&#xD;&#xD;&#xD;        else if (realport === 3)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port4;&#xD;&#xD;&#xD;&#xD;        callback(sensorvalue);&#xD;&#xD;&#xD;&#xD;    };&#xD;&#xD;&#xD;&#xD;    console.log("sending message to chrome");&#xD;&#xD;&#xD;&#xD;    chrome.runtime.sendMessage(hummingbirdAppID, {&#xD;&#xD;&#xD;&#xD;        message: "POLL"&#xD;&#xD;&#xD;&#xD;    }, getValue);&#xD;&#xD;&#xD;&#xD;    console.log("sent message to chrome");&#xD;&#xD;&#xD;&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function processValue(sensorvalue) {&#xD;&#xD;&#xD;&#xD;    sensorvalue = sensorvalue / 2.55;&#xD;&#xD;&#xD;&#xD;    console.log("sensor value has been set: ", sensorvalue);&#xD;&#xD;&#xD;&#xD;    if (port === 1)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy1 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 2)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy2 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 3)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy3 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 4)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy4 = sensorvalue&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;getSensorData(processValue);&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block><block s="doWait"><l>0.01</l></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>port</l></list><l>if (port === 1)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy1&#xD;&#xD;&#xD;&#xD;else if (port === 2)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy2&#xD;&#xD;&#xD;&#xD;else if (port === 3)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy3&#xD;&#xD;&#xD;&#xD;else if (port === 4)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy4</l></block><list><block var="port"/></list></block></block></script></block-definition><block-definition s="HB Temperature C %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>port</l></list><l>var sensorvalue = Number.MAX_VALUE;&#xD;&#xD;&#xD;&#xD;var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;&#xD;&#xD;&#xD;var realport = port - 1;&#xD;&#xD;&#xD;&#xD;var myself = this;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function getSensorData(callback) {&#xD;&#xD;&#xD;&#xD;    var getValue = function(response) {&#xD;&#xD;&#xD;&#xD;        if (realport === 0)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port1;&#xD;&#xD;&#xD;&#xD;        else if (realport === 1)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port2;&#xD;&#xD;&#xD;&#xD;        else if (realport === 2)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port3;&#xD;&#xD;&#xD;&#xD;        else if (realport === 3)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port4;&#xD;&#xD;&#xD;&#xD;        callback(sensorvalue);&#xD;&#xD;&#xD;&#xD;    };&#xD;&#xD;&#xD;&#xD;    console.log("sending message to chrome");&#xD;&#xD;&#xD;&#xD;    chrome.runtime.sendMessage(hummingbirdAppID, {&#xD;&#xD;&#xD;&#xD;        message: "POLL"&#xD;&#xD;&#xD;&#xD;    }, getValue);&#xD;&#xD;&#xD;&#xD;    console.log("sent message to chrome");&#xD;&#xD;&#xD;&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function processValue(sensorvalue) {&#xD;&#xD;&#xD;&#xD;    sensorvalue = Math.floor(((sensorvalue-127)/2.4+25)*100/100);;&#xD;&#xD;&#xD;&#xD;    console.log("sensor value has been set: ", sensorvalue);&#xD;&#xD;&#xD;&#xD;    if (port === 1)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy1 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 2)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy2 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 3)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy3 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 4)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy4 = sensorvalue&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;getSensorData(processValue);&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block><block s="doWait"><l>0.01</l></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>port</l></list><l>if (port === 1)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy1&#xD;&#xD;&#xD;&#xD;else if (port === 2)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy2&#xD;&#xD;&#xD;&#xD;else if (port === 3)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy3&#xD;&#xD;&#xD;&#xD;else if (port === 4)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy4</l></block><list><block var="port"/></list></block></block></script></block-definition><block-definition s="HB Temperature F %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><l>32</l><block s="reportVariadicProduct"><list><l>1.80</l><custom-block s="HB Temperature C %n"><block var="port"/></custom-block></list></block></list></block></block></block></script></block-definition><block-definition s="HB Distance CM %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>port</l></list><l>var sensorvalue = Number.MAX_VALUE;&#xD;&#xD;&#xD;&#xD;var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;&#xD;&#xD;&#xD;var realport = port - 1;&#xD;&#xD;&#xD;&#xD;var myself = this;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function getSensorData(callback) {&#xD;&#xD;&#xD;&#xD;    var getValue = function(response) {&#xD;&#xD;&#xD;&#xD;        if (realport === 0)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port1;&#xD;&#xD;&#xD;&#xD;        else if (realport === 1)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port2;&#xD;&#xD;&#xD;&#xD;        else if (realport === 2)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port3;&#xD;&#xD;&#xD;&#xD;        else if (realport === 3)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port4;&#xD;&#xD;&#xD;&#xD;        callback(sensorvalue);&#xD;&#xD;&#xD;&#xD;    };&#xD;&#xD;&#xD;&#xD;    console.log("sending message to chrome");&#xD;&#xD;&#xD;&#xD;    chrome.runtime.sendMessage(hummingbirdAppID, {&#xD;&#xD;&#xD;&#xD;        message: "POLL"&#xD;&#xD;&#xD;&#xD;    }, getValue);&#xD;&#xD;&#xD;&#xD;    console.log("sent message to chrome");&#xD;&#xD;&#xD;&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function processValue(sensorvalue) {&#xD;&#xD;&#xD;&#xD;    var reading = sensorvalue*4;&#xD;&#xD;    if(reading &lt; 130){&#xD;        sensorvalue =  100;&#xD;    }&#xD;    else { //formula based on mathematical regression&#xD;            reading = reading - 120;&#xD;            var distance;&#xD;            if (reading &gt; 680)&#xD;                distance = 5.0;&#xD;            else{&#xD;                var sensor_val_square = reading*reading;&#xD;                distance = sensor_val_square*sensor_val_square*reading*-0.000000000004789&#xD;				               + sensor_val_square*sensor_val_square*0.000000010057143&#xD;				               - sensor_val_square*reading*0.000008279033021 &#xD;				               + sensor_val_square*0.003416264518201 &#xD;				               - reading*0.756893112198934 &#xD;				               + 90.707167605683000;&#xD;            }&#xD;            sensorvalue =  parseInt(distance);&#xD;        }&#xD;&#xD;&#xD;&#xD;&#xD;    console.log("sensor value has been set: ", sensorvalue);&#xD;&#xD;&#xD;&#xD;    if (port === 1)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy1 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 2)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy2 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 3)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy3 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 4)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy4 = sensorvalue&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;getSensorData(processValue);&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block><block s="doWait"><l>0.01</l></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>port</l></list><l>if (port === 1)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy1&#xD;&#xD;&#xD;&#xD;else if (port === 2)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy2&#xD;&#xD;&#xD;&#xD;else if (port === 3)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy3&#xD;&#xD;&#xD;&#xD;else if (port === 4)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy4</l></block><list><block var="port"/></list></block></block></script></block-definition><block-definition s="HB Distance Inch %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportQuotient"><custom-block s="HB Distance CM %n"><block var="port"/></custom-block><l>0.254</l></block></block><l>10</l></block></block></script></block-definition><block-definition s="Hummingbird Raw Sensor %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>port</l></list><l>var sensorvalue = Number.MAX_VALUE;&#xD;&#xD;&#xD;&#xD;var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;&#xD;&#xD;&#xD;var realport = port - 1;&#xD;&#xD;&#xD;&#xD;var myself = this;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function getSensorData(callback) {&#xD;&#xD;&#xD;&#xD;    var getValue = function(response) {&#xD;&#xD;&#xD;&#xD;        if (realport === 0)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port1;&#xD;&#xD;&#xD;&#xD;        else if (realport === 1)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port2;&#xD;&#xD;&#xD;&#xD;        else if (realport === 2)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port3;&#xD;&#xD;&#xD;&#xD;        else if (realport === 3)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port4;&#xD;&#xD;&#xD;&#xD;        callback(sensorvalue);&#xD;&#xD;&#xD;&#xD;    };&#xD;&#xD;&#xD;&#xD;    console.log("sending message to chrome");&#xD;&#xD;&#xD;&#xD;    chrome.runtime.sendMessage(hummingbirdAppID, {&#xD;&#xD;&#xD;&#xD;        message: "POLL"&#xD;&#xD;&#xD;&#xD;    }, getValue);&#xD;&#xD;&#xD;&#xD;    console.log("sent message to chrome");&#xD;&#xD;&#xD;&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function processValue(sensorvalue) {&#xD;&#xD;&#xD;&#xD;    sensorvalue = sensorvalue / 2.55;&#xD;&#xD;&#xD;&#xD;    console.log("sensor value has been set: ", sensorvalue);&#xD;&#xD;&#xD;&#xD;    if (port === 1)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy1 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 2)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy2 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 3)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy3 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 4)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy4 = sensorvalue&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;getSensorData(processValue);&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block><block s="doWait"><l>0.01</l></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>port</l></list><l>if (port === 1)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy1&#xD;&#xD;&#xD;&#xD;else if (port === 2)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy2&#xD;&#xD;&#xD;&#xD;else if (port === 3)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy3&#xD;&#xD;&#xD;&#xD;else if (port === 4)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy4&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block></block></script></block-definition><block-definition s="Hummingbird Knob %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>port</l></list><l>var sensorvalue = Number.MAX_VALUE;&#xD;&#xD;&#xD;&#xD;var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;&#xD;&#xD;&#xD;var realport = port - 1;&#xD;&#xD;&#xD;&#xD;var myself = this;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function getSensorData(callback) {&#xD;&#xD;&#xD;&#xD;    var getValue = function(response) {&#xD;&#xD;&#xD;&#xD;        if (realport === 0)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port1;&#xD;&#xD;&#xD;&#xD;        else if (realport === 1)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port2;&#xD;&#xD;&#xD;&#xD;        else if (realport === 2)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port3;&#xD;&#xD;&#xD;&#xD;        else if (realport === 3)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port4;&#xD;&#xD;&#xD;&#xD;        callback(sensorvalue);&#xD;&#xD;&#xD;&#xD;    };&#xD;&#xD;&#xD;&#xD;    console.log("sending message to chrome");&#xD;&#xD;&#xD;&#xD;    chrome.runtime.sendMessage(hummingbirdAppID, {&#xD;&#xD;&#xD;&#xD;        message: "POLL"&#xD;&#xD;&#xD;&#xD;    }, getValue);&#xD;&#xD;&#xD;&#xD;    console.log("sent message to chrome");&#xD;&#xD;&#xD;&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function processValue(sensorvalue) {&#xD;&#xD;&#xD;&#xD;    sensorvalue = sensorvalue / 2.55;&#xD;&#xD;&#xD;&#xD;    console.log("sensor value has been set: ", sensorvalue);&#xD;&#xD;&#xD;&#xD;    if (port === 1)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy1 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 2)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy2 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 3)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy3 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 4)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy4 = sensorvalue&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;getSensorData(processValue);&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block><block s="doWait"><l>0.01</l></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>port</l></list><l>if (port === 1)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy1&#xD;&#xD;&#xD;&#xD;else if (port === 2)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy2&#xD;&#xD;&#xD;&#xD;else if (port === 3)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy3&#xD;&#xD;&#xD;&#xD;else if (port === 4)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy4</l></block><list><block var="port"/></list></block></block></script></block-definition><block-definition s="Hummingbird Sound %&apos;port&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>port</l></list><l>var sensorvalue = Number.MAX_VALUE;&#xD;&#xD;&#xD;&#xD;var hummingbirdAppID = "lfloofocohhfeeoohpokmljiinfmpenj";&#xD;&#xD;&#xD;&#xD;var realport = port - 1;&#xD;&#xD;&#xD;&#xD;var myself = this;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function getSensorData(callback) {&#xD;&#xD;&#xD;&#xD;    var getValue = function(response) {&#xD;&#xD;&#xD;&#xD;        if (realport === 0)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port1;&#xD;&#xD;&#xD;&#xD;        else if (realport === 1)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port2;&#xD;&#xD;&#xD;&#xD;        else if (realport === 2)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port3;&#xD;&#xD;&#xD;&#xD;        else if (realport === 3)&#xD;&#xD;&#xD;&#xD;            sensorvalue = response.port4;&#xD;&#xD;&#xD;&#xD;        callback(sensorvalue);&#xD;&#xD;&#xD;&#xD;    };&#xD;&#xD;&#xD;&#xD;    console.log("sending message to chrome");&#xD;&#xD;&#xD;&#xD;    chrome.runtime.sendMessage(hummingbirdAppID, {&#xD;&#xD;&#xD;&#xD;        message: "POLL"&#xD;&#xD;&#xD;&#xD;    }, getValue);&#xD;&#xD;&#xD;&#xD;    console.log("sent message to chrome");&#xD;&#xD;&#xD;&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;function processValue(sensorvalue) {&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;    console.log("sensor value has been set: ", sensorvalue);&#xD;&#xD;&#xD;&#xD;    if (port === 1)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy1 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 2)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy2 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 3)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy3 = sensorvalue&#xD;&#xD;&#xD;&#xD;    else if (port === 4)&#xD;&#xD;&#xD;&#xD;      myself.hummingbirdDummy4 = sensorvalue&#xD;};&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;getSensorData(processValue);&#xD;&#xD;&#xD;</l></block><list><block var="port"/></list></block><block s="doWait"><l>0.01</l></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>port</l></list><l>if (port === 1)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy1&#xD;&#xD;&#xD;&#xD;else if (port === 2)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy2&#xD;&#xD;&#xD;&#xD;else if (port === 3)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy3&#xD;&#xD;&#xD;&#xD;else if (port === 4)&#xD;&#xD;&#xD;&#xD;  return this.hummingbirdDummy4</l></block><list><block var="port"/></list></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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" mediaID="Sprite_cst_me swim 1(2)"/><costume name="me swim 2" center-x="240" center-y="131" 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" mediaID="Sprite_cst_me swim 2"/><costume name="me swim 3" center-x="236" center-y="151.5" image="data:image/png;base64,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" mediaID="Sprite_cst_me swim 3"/></media></snapdata>