<snapdata remixID="10088517"><project name="NWS-Weather-Package-StudentFacing" app="Snap! 6, https://snap.berkeley.edu" 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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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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name="map" center-x="240" center-y="180" 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" id="2"/></wear><costumes><list struct="atomic" id="3"></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Pointer" idx="1" x="11.451292246520875" y="9.542743538767397" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="125.05376344086024" y="11.193548387096788"><block var="Moultonborough, NH"/></script><script x="126.16129032258065" y="51.645161290322584"><block var="Tulsa, OK"/></script><comment x="17.741935483870968" y="6.451612903225806" w="90" collapsed="false">Places: (latitude, longitude) for these places</comment><comment x="15.161290322580644" y="207.74193548387098" w="90" collapsed="false">Commands to make the built-in Map Library work.&#xD;&#xD;Play with them to figure out how they work.</comment><script x="125.51612903225804" y="32.29032258064513"><block var="New York, NY"/></script><script x="7.903225806451613" y="336.5161290322572"><custom-block s="$globe latitude of y %n"><l>0</l></custom-block></script><script x="6.451612903225806" y="360.9032258064499"><custom-block s="$globe longitude of x %n"><l>0</l></custom-block></script><script x="161.4516129032258" y="358.1612903225799"><custom-block s="set $globe to lon: %n lat: %n"><l>-122.257852</l><l>37.872099</l></custom-block></script><script x="162.09677419354838" y="293.6451612903218"><custom-block s="set $globe to lon: %n lat: %n"><custom-block s="longitude of %l"><block var="New York, NY"/></custom-block><custom-block s="latitude of %l"><block var="New York, NY"/></custom-block></custom-block></script><script x="162.74193548387098" y="252.93548387096763"><custom-block s="set $globe style to %s"><l>OpenStreetMap</l><comment w="90" collapsed="true">After playing with this a while, I learned that &quot;Wikimedia&quot; style is broken.  Recommend OpenStreetMap</comment></custom-block></script><script x="162.09677419354838" y="212.38709677419246"><custom-block s="set $globe zoom to %n"><l>1</l></custom-block></script><comment x="18.70967741935484" y="384.74193548387024" w="90" collapsed="false">If building a clickable map interface, you will need these.</comment><script x="20.806451612903224" y="84.75268817204274"><custom-block s="temperature %n periods from start of forecast: %l"><l>2</l><custom-block s="get forecast at place %l"><block var="Tulsa, OK"/></custom-block></custom-block></script><script x="19.838709677419356" y="127.47311827956963"><custom-block s="get forecast at latitude: %n ; longitude: %n"><l></l><l></l></custom-block></script><script x="19.838709677419356" y="153.6344086021504"><custom-block s="get forecast at place %l"><l/></custom-block></script><script x="289.51612903225805" y="11.924731182795654"><custom-block s="place %n , %n"><l></l><l></l></custom-block></script><script x="290.80645161290323" y="53.79569892473134"><custom-block s="longitude of %l"><l/></custom-block></script><script x="290.1612903225806" y="34.215053763440935"><custom-block s="latitude of %l"><l/></custom-block></script><comment x="398.06451612903226" y="13.978494623655907" w="90" collapsed="false">A simple &quot;place&quot; ADT for you to use.</comment><comment x="318.7096774193548" y="84.3010752688172" w="150" collapsed="false">The NWS forecast handlers I built for you.  It is basically an ADT light.  I only wrote one selector (there could be dozens).&#xD;&#xD;Look into the comments to see how they work.</comment></scripts></sprite><watcher var="Tulsa, OK" style="normal" x="10" y="71.90000399999998" color="243,118,29" extX="124" extY="108.5" hidden="true"/><watcher var="Moultonborough, NH" style="normal" x="10" y="10" color="243,118,29" extX="124" extY="108.5" hidden="true"/><watcher var="New York, NY" style="normal" x="27" y="164.95000199999998" color="243,118,29" extX="124" extY="108.5" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="listify %&apos;jsonString&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:os dados JSON _ em formato de lista&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>jsonString</l></list><l>return listify(JSON.parse(jsonString));&#xD;&#xD;function listify(jsonObject) {&#xD;  if (jsonObject instanceof Array) {&#xD;    return new List(jsonObject.map(function(eachElement) { return listify(eachElement)}));&#xD;  } else if (jsonObject instanceof Object) {&#xD;    return new List(Object.keys(jsonObject).map(function(eachKey) { return new List([eachKey,listify(jsonObject[eachKey])])} ))&#xD;  } else {&#xD;    return jsonObject&#xD;  }&#xD;}</l></block><list><block var="jsonString"/></list></block></block></script></block-definition><block-definition s="value at key %&apos;key&apos; of %&apos;lst&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o valor com chave _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>each item</l><block var="lst"/><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="each item"/></block><block var="key"/></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="each item"/></block></block></script></block></script></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;method&apos; url: %&apos;url&apos; send: %&apos;payload&apos; headers: %&apos;headers&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:a resposta a _ de _ enviando _ e cabeçalhos _&#xD;</translations><inputs><input type="%s" readonly="true">GET<options>GET&#xD;POST&#xD;PUT&#xD;DELETE</options></input><input type="%s">https://snap.berkeley.edu</input><input type="%s"></input><input type="%mult%l" readonly="true"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>method</l><l>url</l><l>data</l><l>headers</l><l>proc</l></list><l>var response, i, header;&#xD;if (!proc.httpRequest) {&#xD;  proc.httpRequest = new XMLHttpRequest();&#xD;  proc.httpRequest.open(method, url, true);&#xD;  proc.assertType(headers, &apos;list&apos;);&#xD;  for (i = 1; i &lt;= headers.length(); i += 1) {&#xD;    header = headers.at(i);&#xD;    proc.assertType(header, &apos;list&apos;);&#xD;    proc.httpRequest.setRequestHeader(&#xD;      header.at(1),&#xD;      header.at(2)&#xD;    );&#xD;  }&#xD;  proc.httpRequest.send(data || null);&#xD;} else if (proc.httpRequest.readyState === 4) {&#xD;  response = proc.httpRequest.responseText;&#xD;  proc.httpRequest = null;&#xD;  return response;&#xD;}&#xD;proc.pushContext(&apos;doYield&apos;);&#xD;proc.pushContext();</l></block><list><block var="method"/><block var="url"/><block var="payload"/><block var="headers"/></list></block></block></script></block-definition><block-definition s="key: %&apos;key&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:um par (chave: _ , valor: _ )&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="key"/><block var="value"/></list></block></block></script></block-definition><block-definition s="current location" type="reporter" category="sensing"><comment x="0" y="0" w="200" collapsed="false">Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements.  Works only if the user allows snap.berkeley.edu access to location data.  Some browsers also require an HTTPS connection to Snap!.</comment><header></header><code></code><translations>pt:a localização actual do dispositivo&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>proc</l></list><l>if (!proc.geostarted) {&#xD;  var geo = navigator.geolocation;&#xD;  var cords = [];&#xD;  var options = {&#xD;    enableHighAccuracy: false,&#xD;  };&#xD;&#xD;  function success(pos) {&#xD;    console.log(pos);&#xD;    proc.geocords = [pos.coords.latitude,&#xD;                     pos.coords.longitude,&#xD;                     pos.coords.accuracy];&#xD;  }&#xD;&#xD;  function error(err) {&#xD;    alert("ERROR " + err.code + ": " + err.message);&#xD;  }&#xD;  proc.geostarted = true;&#xD;  proc.geocords = null;&#xD;  console.log("starting geolocation")&#xD;  geo.getCurrentPosition(success, error, options);&#xD;} else if (proc.geocords) {&#xD;  var cords = proc.geocords;&#xD;  proc.geostarted = null;&#xD;  proc.geocords = null;&#xD;  console.log("returning");&#xD;  return new List(cords);&#xD;} else {&#xD;  console.log("yielding");&#xD;  proc.pushContext(&apos;doYield&apos;);&#xD;  proc.pushContext();&#xD;}</l></block><list></list></block></block></script></block-definition><block-definition s="temperature %&apos;period&apos; periods from start of forecast: %&apos;forecast&apos;" type="reporter" category="operators"><comment w="173.2258064516129" collapsed="false">SELECTOR BLOCK for temperature data from the &quot;forecast&quot; object returned from the NWS API.&#xD;&#xD;From the NWS, forecast periods are defined as Day / Night cycles.&#xD;&#xD;e.g. (presuming it is currently daytime)&#xD;0 periods from now = now (today)&#xD;1 period from now = tonight&#xD;2 periods from now = tomorrow (day)&#xD;3 periods from now = tomorrow (night)&#xD;...&#xD;7 periods from now = 3 days from now (day)&#xD;... etc</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%l"></input></inputs><script><block s="doChangeVar"><l>period</l><l>1</l><comment w="224.94298135080643" collapsed="true">Snap numbers lists starting at 1, but for this purpose a zero start makes more sense.</comment></block><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="period"/><l>1</l></block><block s="reportGreaterThan"><block var="period"/><l>14</l></block></block><script><block s="doReport"><l>Error: out of range.  NWS forecasts only 14 periods (0-13) in their 7-day forecast.</l></block></script><script><block s="doReport"><custom-block s="value at key %s of %l"><l>temperature</l><block s="reportListItem"><block var="period"/><custom-block s="value at key %s of %l"><l>periods</l><custom-block s="value at key %s of %l"><l>properties</l><block var="forecast"/></custom-block></custom-block></block></custom-block></block></script></block></script></block-definition><block-definition s="$globe show current location" type="command" category="other"><header></header><code></code><translations>de:$globe zeige aktuellen Standort&#xD;pt:mostra a localização corrente do dispositivo no $globe&#xD;ca:$globe centra a la meva ubicació&#xD;</translations><inputs></inputs><script><custom-block s="set $globe to lon: %n lat: %n"><custom-block s="$globe current longitude"></custom-block><custom-block s="$globe current latitude"></custom-block></custom-block></script></block-definition><block-definition s="$globe zoom" type="reporter" category="other"><header></header><code></code><translations>de:$globe Zoom&#xD;pt:o zoom do $globe&#xD;ca:$globe zoom&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l></list><l>return stage.worldMap.zoom;</l></block><list><block s="reportGet"><l><option>stage</option></l></block></list></block></block></script></block-definition><block-definition s="set $globe zoom to %&apos;n&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Zoom auf _&#xD;pt:altera o zoom do $globe para _&#xD;ca:$globe fixa el zoom a _&#xD;</translations><inputs><input type="%n">10</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>stage</l><l>n</l></list><l>stage.worldMap.setZoom(n)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="n"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe longitude of x %&apos;x&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Längengrad von x _&#xD;pt:a longitude no $globe da coordenada x _&#xD;ca:$globe longitud per a x _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l><l>x</l></list><l>return stage.worldMap.lonFromSnapX(x)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="x"/></list></block></block></script></block-definition><block-definition s="$globe latitude of y %&apos;y&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Breitengrad von y _&#xD;pt:a latitude no $globe da coordenada y _&#xD;ca:$globe latitud per a y _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l><l>y</l></list><l>return stage.worldMap.latFromSnapY(y)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="y"/></list></block></block></script></block-definition><block-definition s="set $globe to lon: %&apos;lon&apos; lat: %&apos;lat&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe auf Länge: _ Breite: _&#xD;pt:altera a posição no $globe para (longitude: _ , latitude: _ )&#xD;ca:$globe centra a longitud: _ latitud: _&#xD;</translations><inputs><input type="%n">-122.257852</input><input type="%n">37.872099</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>stage</l><l>lat</l><l>lon</l></list><l>stage.worldMap.setView(lon, lat);</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="lat"/><block var="lon"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="y of $globe latitude %&apos;lat&apos;" type="reporter" category="other"><header></header><code></code><translations>de:y von $globe Breitengrad _&#xD;pt:a coordenada y da latitude _ no $globe&#xD;ca:$globe y per a latitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l><l>lat</l></list><l>return stage.worldMap.snapYfromLat(lat)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="lat"/></list></block></block></script></block-definition><block-definition s="x of $globe longitude %&apos;lng&apos;" type="reporter" category="other"><header></header><code></code><translations>de:x von $globe Längengrad _&#xD;pt:a coordenada x da longidude _ no $globe&#xD;ca:$globe x per a longitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l><l>lng</l></list><l>return stage.worldMap.snapXfromLon(lng)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="lng"/></list></block></block></script></block-definition><block-definition s="change $globe by x: %&apos;x&apos; y: %&apos;y&apos; pixels" type="command" category="other"><header></header><code></code><translations>de:ändere $globe um x: _ y: _ Pixel&#xD;pt:desloca a posição do mapa de (x: _ , y: _ )&#xD;ca:$globe canvia la ubicació en x: _ y: _ píxels&#xD;</translations><inputs><input type="%n">10</input><input type="%n">10</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>stage</l><l>x</l><l>y</l></list><l>stage.worldMap.panBy(x, y)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="x"/><block var="y"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe distance in km to %&apos;target&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Entfernung in km zu _&#xD;pt:a tua distância em km a _ no $globo&#xD;ca:$globe distància en km fins a _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>trg</l></list></block><block s="doSetVar"><l>trg</l><block s="reportObject"><block var="target"/></block></block><block s="doIf"><block s="reportNot"><block s="reportAnd"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><block s="reportIsA"><block var="trg"/><l><option>sprite</option></l></block></block></block><script><block s="doReport"><l>-1</l></block></script></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l><l>lat1</l><l>lng1</l><l>lat2</l><l>lng2</l></list><l>return stage.worldMap.distanceInKm(lat1, lng1, lat2, lng2)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><custom-block s="$globe latitude of y %n"><block s="yPosition"></block></custom-block><custom-block s="$globe longitude of x %n"><block s="xPosition"></block></custom-block><custom-block s="$globe latitude of y %n"><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></custom-block><custom-block s="$globe longitude of x %n"><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></custom-block></list></block></block></script></block-definition><block-definition s="$globe current location" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktuelle Position&#xD;pt:a localização corrente do dispositivo no $globe&#xD;ca:$globe ubicació actual&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var crd = new List(),&#xD;    myself = this,&#xD;    options = {&#xD;      enableHighAccuracy: true,&#xD;      timeout: 5000,&#xD;      maximumAge: 0&#xD;    };&#xD;&#xD;function success(pos) {&#xD;  crd = new List([&#xD;    pos.coords.latitude,&#xD;    pos.coords.longitude&#xD;  ]);&#xD;}&#xD;&#xD;function error(err) {&#xD;  crd = new List([37.872099, -122.257852]);&#xD;  myself.inform(&apos;Warning:\nGeolocation failed.&apos;);&#xD;}&#xD;&#xD;navigator.geolocation.getCurrentPosition(&#xD;  success,&#xD;  error,&#xD;  options&#xD;);&#xD;&#xD;return function () {return crd; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="reportEquals"><block s="reportListLength"><block s="evaluate"><block var="test"/><list></list></block></block><l>2</l></block></block><block s="doReport"><block s="evaluate"><block var="test"/><list></list></block></block></script></block-definition><block-definition s="$globe current latitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Breitengrad&#xD;pt:a latitude corrente do dispositivo no $globe&#xD;ca:$globe latitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="$globe current longitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Längengrad&#xD;pt:a longitude corrente do dispositivo no $globe&#xD;ca:$globe longitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="update $globe" type="command" category="other"><header></header><code></code><translations>de:aktualisiere $globe&#xD;pt:actualiza o $globe&#xD;ca:$globe força refresc&#xD;</translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>stage</l></list><l>stage.worldMap.extent = stage.dimensions;&#xD;stage.worldMap.render()</l></block><list><block s="reportGet"><l><option>stage</option></l></block></list></block><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="$globe as costume"></custom-block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="$globe as costume" type="reporter" category="other"><header></header><code></code><translations>de:$globe als Kostüm&#xD;pt:a parte visível do $globe na forma de traje&#xD;ca:$globe vestit del mapa actual&#xD;</translations><inputs></inputs><script><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l></list><l>return !stage.worldMap.loading</l></block><list><block s="reportGet"><l><option>stage</option></l></block></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>stage</l></list><l>return new Costume(stage.worldMap.canvas, &apos;map&apos;)</l></block><list><block s="reportGet"><l><option>stage</option></l></block></list></block></block></script></block-definition><block-definition s="set $globe style to %&apos;name&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Stil auf _&#xD;pt:altera o estilo do $globe para _&#xD;ca:$globe fixa l&apos;estil de mapa a _&#xD;</translations><inputs><input type="%s" readonly="true">Wikimedia<options>OpenStreetMap&#xD;Wikimedia&#xD;Watercolor&#xD;Toner&#xD;Terrain&#xD;Topographic&#xD;Satellite&#xD;Streets&#xD;Shading&#xD;Mapbox (experimental)</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>stage</l><l>name</l></list><l>stage.worldMap.setHost(name)</l></block><list><block s="reportGet"><l><option>stage</option></l></block><block var="name"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="get forecast at latitude: %&apos;lat&apos; ; longitude: %&apos;long&apos;" type="reporter" category="operators"><comment w="196.999558971774" collapsed="false">CONSTRUCTOR BLOCK for forecast data from the NWS API.&#xD;&#xD;WARNING: This only works inside the USA.&#xD;&#xD;This grabs NWS forecast data for a given set of Lat/Long coordinates.  The reported value is something of a mess (large JSON object, aka complicated list-of-lists structure).  Use the &quot;temperature&quot; block I built for you to get temperature out.  If you want other data than temperature, you&apos;ll need to dig into the return from this function more deeply.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>url</l><l>initial response</l></list></block><block s="doSetVar"><l>url</l><block s="reportJoinWords"><list><l>https://api.weather.gov/points/</l><block var="lat"/><l>,</l><block var="long"/></list></block></block><block s="doSetVar"><l>initial response</l><custom-block s="listify %mlt"><custom-block s="%s url: %s send: %s headers: %mult%l"><l>GET</l><block var="url"/><l></l><list><custom-block s="key: %s value: %s"><l>User-Agent</l><l>(Moultonborough Academy, mkatsenes@sau45.org)</l></custom-block></list></custom-block></custom-block></block><block s="doReport"><custom-block s="listify %mlt"><custom-block s="%s url: %s send: %s headers: %mult%l"><l>GET</l><custom-block s="value at key %s of %l"><l>forecast</l><custom-block s="value at key %s of %l"><l>properties</l><block var="initial response"/></custom-block></custom-block><l></l><list><custom-block s="key: %s value: %s"><l>User-Agent</l><l>(APCSP, mkatsenes@sau45.org)</l></custom-block></list></custom-block></custom-block></block></script></block-definition><block-definition s="get forecast at place %&apos;place&apos;" type="reporter" category="operators"><comment w="90" collapsed="false">Handler for &quot;place&quot; data to go into get forecast.  See the more detailed get forecast for full description.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="get forecast at latitude: %n ; longitude: %n"><custom-block s="latitude of %l"><block var="place"/></custom-block><custom-block s="longitude of %l"><block var="place"/></custom-block></custom-block></block></script></block-definition><block-definition s="place %&apos;latitude&apos; , %&apos;longitude&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="latitude of %&apos;place&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="place"/></block></block></script></block-definition><block-definition s="longitude of %&apos;place&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="place"/></block></block></script></block-definition></blocks><variables><variable name="Tulsa, OK"><list struct="atomic" id="600">36.14860427656425,-96.00743941749357</list></variable><variable name="Moultonborough, NH"><list struct="atomic" id="601">43.754125721795546,-71.39107510337827</list></variable><variable name="New York, NY"><list struct="atomic" id="602">40.660498808019135,-73.92819612723514</list></variable></variables></project><media name="NWS-Weather-Package-StudentFacing" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>