Inleiding
Welkom bij de leerlijn programmeren in het basisonderwijs.
Deze leerlijn programmeren is bedoeld voor onderbouw, middenbouw, bovenbouw in het basisonderwijs. In de leerlijn komen begrippen en principes aan de orde die horen bij programmeren. Het bestaat uit uitleg over basisbegrippen van programmeren, doelen en activiteiten voor in de klas voor de leerlingen.
Begrippen, doelen en activiteiten
De activiteiten die bij de begrippen staan zijn laagdrempelig en grotendeels zogenaamde “unplugged” activiteiten. Dat wil zeggen dat deze activiteiten geen gebruik maken van ICT en devices. Ze bieden een introductie tot de begrippen en in de hogere leerjaren worden ze verder uitgediept.
De activiteiten zijn suggesties en voorbeelden van activiteiten om aan de doelen te werken die bij het begrip horen. Je kunt uiteraard ook andere en aanvullende activiteiten en doen dan deze doen om aan de begrippen te werken.
Workshop
Kennisnet heeft een workshop voor leraren gemaakt om bekend te raken met programmeren en
computational thinking. Deze workshop is hier te vinden:
http://maken.wikiwijs.nl/70012/Workshop_Computational_thinking#!page-1652293
Computational thinking
De activiteiten zijn gericht op programmeren en bevorderen computational thinking en het probleemoplossend vermogen bij leerlingen. De definitie van SLO van computational thinking is:
“Computational thinking is het procesmatig (her)formuleren van problemen op een zodanige manier dat het mogelijk wordt om met computertechnologie het probleem op te lossen. Het gaat daarbij om een verzameling van denkprocessen waarbij probleemformulering, gegevensorganisatie, -analyse en -representatie worden gebruikt voor het oplossen van problemen met behulp van ICT-technieken en -gereedschappen.”
Computational thinking is onderdeel geworden van de 21e eeuwse vaardigheden. Programmeren is een manier waarop leerlingen aan hun computational thinking vaardigheden kunnen werken.
Meer informatie over computational thinking is te vinden op de website Curriculum van de Toekomst van SLO:
http://curriculumvandetoekomst.slo.nl/21e-eeuwse-vaardigheden/computational-thinking
Bij programmeren komen ook andere 21e eeuwse vaardigheden aan de orde. Creatief denken en handelen, ICT-basisvaardigheden, kritisch denken, mediawijsheid, probleemoplossend denken en handelen zijn vaardigheden die hieraan relateren. In de leerlijn richten we ons echter op computational thinking, geoperationaliseerd middels programmeren.
Deze leerlijn is tot stand gekomen vanuit een versnellingsvraag van het PO Doorbraakproject Slimmer Leren met ICT en is tot stand gekomen door de inzet van de besturen Oponoa en FIER, met hulp van SLO en met ondersteuning van Kennisnet.
Verantwoording
Verantwoording Leerlijn programmeren, Wikiwijs arrangement
Deze leerlijn is tot stand gekomen vanuit een versnellingsvraag van het PO Doorbraakproject Slimmer Leren met ICT 2015-2016. Dankzij de inzet van de besturen OPONOA (Gelderland) en onderwijsgroep FIER (Friesland), met hulp van SLO en met ondersteuning van Kennisnet.
Bij de totstandkoming van deze leerlijn stonden de besturen aan het roer. Op deze pagina wordt een aantal van de belangrijkste keuzes beschreven die zijn gemaakt tijdens het inhoudelijke proces om te komen tot een gestructureerd aanbod.
Met als doel: iedereen kan aan de slag met programmeren in de klas!
Leerlijn programmeren als arrangement, startpunt of eindpunt
Deze leerlijn is als Wikiwijs arrangement beschikbaar gesteld. Dat stelt iedereen die dat maar wil in de gelegenheid om een eigen invulling te geven aan de lijn. En waar dat wenselijk is, aan te vullen, uit te breiden etc. Iedere school kan hierin eigen keuzes maken.
De activiteiten dienen als voorbeeld en inspiratie. Het arrangement is een verzameling begrippen, doelen en activiteiten en biedt de mogelijkheid om uit te breiden, met andere activiteiten en met online tools en software. Dit aanbod groeit dagelijks.
Iedere school kan hiermee eigen keuzes maken, afhankelijk van aanwezige voorkennis over programmeren, infrastructuur, devices en ambities. Bij tools en activiteiten kun je kijken welke elementen uit de leerlijn in de tools aan bod komen, om zo tot zonder enige verplichting tot een eigen invulling te kunnen komen.
Computational thinking
SLO definieert computational thinking als volgt:
“Computational thinking is het procesmatig (her)formuleren van problemen op een zodanige manier dat het mogelijk wordt om met computertechnologie het probleem op te lossen. Het gaat daarbij om een verzameling van denkprocessen waarbij probleemformulering, gegevensorganisatie, -analyse en -representatie worden gebruikt voor het oplossen van problemen met behulp van ICT-technieken en -gereedschappen.”
In het zgn. voorbeeldmatig leerplankader van SLO is een verdere, voorbeeldmatige uitwerking te vinden van de begrippen en doelen voor computational thinking. Deze is te vinden op:
http://curriculumvandetoekomst.slo.nl/21e-eeuwse-vaardigheden/computational-thinking/voorbeeldmatig-leerplankader
Voor de leerlijn is gekozen om niet deze begrippen te kopiëren, maar om “eigen” begrippen te gebruiken. Deze keuze komt voort uit de gedachte om de leerlijn goed praktisch toepasbaar te maken voor leerkrachten, met eenduidige en herkenbare begrippen.
Wel hebben we bij elk begrip een verbinding proberen te leggen met de SLO computational thinking doelen. Programmeren is hier een onderdeel van. Bij elk begrip dat we behandelen is een pagina opgenomen waarin we aangeven welke computational thinking doelen verbonden zijn aan het begrip. Zo werken leerlingen ook aan die begrippen en doelen, maar hanteert de leerlijn een eigen set begrippen toegespitst op programmeren.
Begrippen
De leerlijn programmeren is opgebouwd aan de hand van tien begrippen. Deze begrippen zien we als de “grammatica” van het programmeren. Met kennis en ervaring over deze concepten kun je met programmeren aan de slag. Bij elk begrip staat een korte toelichting ter verduidelijking van wat het begrip in houdt.
We hebben daarbij nagedacht over de volgorde van de begrippen. De begrippen nemen qua complexiteit toe, onder andere door toenemende abstractie en doordat de begrippen meer en meer met elkaar in verbinding komen te staan.
Doelen
Voor de tien begrippen zijn doelen geformuleerd. De onderverdeling die daarbij is gehanteerd: onderbouw, middenbouw en bovenbouw. Per domein zijn waar relevant door ons specifieke doelen geformuleerd. Deze doelen borduren voort op de voorgaande doelen per begrip en per “bouw”.
Na onderbouw is het logisch om de doelen voor respectievelijk midden- en bovenbouw te behandelen. In de volgorde van de begrippen is gekeken of verdieping nodig is in elke “bouw” Voor sommige begrippen belichten we uitsluitend doelen voor bijvoorbeeld onderbouw en middenbouw. Of alleen middenbouw-bovenbouw. Dit komt voort uit het idee dat sommige begrippen aan de orde komen bij andere doelen of geen verdieping meer behoeven. Decompositie bijvoorbeeld is een begrip dat vaker aan de orde zal komen bij de behandeling van de andere begrippen.
Uiteraard staat het iedereen vrij om hier eigen keuzes in te maken, door bijvoorbeeld te kiezen om in de onderbouw de activiteiten rond programmeren nog niet aan te bieden. En deze door te schuiven naar de middenbouw. Of om ervoor te kiezen om met leerlingen uit de middenbouw die meer willen doen eerder te gaan werken aan bovenbouw doelen.
Activiteiten
Bij de verschillende doelen en leeftijdsgroepen (onderbouw, middenbouw en bovenbouw) staan voorbeeldactiviteiten waarmee je werkt aan de geformuleerde doelen. Deze voorbeeldactiviteiten zijn zogenaamde “unplugged” activiteiten, waarmee je kunt werken aan het leren programmeren/computational thinking zonder daarbij veel voorkennis, bepaalde hardware, software en infrastructuur bij nodig te hebben.
Hierdoor zijn ze door iedereen te gebruiken met zo min mogelijk drempels.
Met dit materiaal leg je de basis voor programmeren, ongeacht welke programmeertaal of –tool men hierna zou willen gebruiken. De ontwikkelingen gaan snel: wat nu nog beschikbaar is, zou morgen bijvoorbeeld achterhaald en niet meer beschikbaar kunnen zijn.
Veel van deze voorbeeldactiviteiten zijn afkomstig van het code.org platform, een Amerikaanse website met activiteiten die beschikbaar zijn gesteld onder een CC-BY-NC-SA 4.0 licentie en zijn vertaald naar het Nederlands. Bij sommige activiteiten zijn aanpassingen gedaan om ze aan te passen aan de Nederlandse context, zoals bijvoorbeeld liedjes die gebruikt worden in een activiteit.
1. Algoritmes
Omschrijving
Een reeks instructies, die wanneer deze stap voor stap in de juiste volgorde uitgevoerd worden, tot een vooraf vastgesteld doel leiden.
Koppeling met doelen SLO:
Algoritmes en procedures
- Kan door algoritmisch redeneren oplossingen genereren
- Kan oplossingen automatiseren door middel van algoritmisch denken
- Kan een computerprogramma schrijven in code
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
Problemen (her)fomuleren
- Kan mogelijke oplossingen analyseren om de meest kansrijke richting te bepalen
Probleem decompositie
- Kan een taak opdelen in kleinere taken
Abstractie
- Kan complexiteit reduceren en algemene concepten overbrengen
Automatisering
- Kan door het opstellen van een serie van geordende stappen een probleem oplossen of een bepaald doel bereiken
- Kan effectieve en efficiënte stappen zetten en bronnen gebruiken om tot een uiteindelijke oplossing te komen
- Kan mogelijke oplossingen identificeren, analyseren en implementeren met als doel de meest effectieve en efficiënte oplossing te vinden
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Onderbouw
Doelen voor de onderbouw
- Leert het begrip algoritme kennen
- Leert dat een algoritme een lijst van instructies is die leiden tot bepaald resultaat.
- Leren een simpel algoritme te maken in een concrete situatie met een vaste, van te voren bepaalde set instructies.
- Leert dat je een algoritme om kunt zetten naar code zodat het een programma wordt dat een computer uit kan voeren..
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Mogelijke activiteiten
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1: De goede weg (unplugged)
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)
Welke kant moet de Flurb op om bij het fruit de komen?
(unplugged)
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/fafc6ac5f2ef5976d95392c09177a74b1c856f3a.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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2: Stappenplan (unplugged)
![](/userfiles/5ce7f345f90195b2f5c004147e6091f4f4e43730.PNG)
Help de Flurb bij haar bloemen te komen!
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG)
![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG)
![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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Middenbouw
Doelen voor de middenbouw
- Leert hoe complex het is om echte problemen om te zetten in programma's.
- Leert dat ideëen helder kunnen lijken, maar wellicht nog steeds verkeerd "begrepen" kunnen worden door een computer.
- Oefent hoe ideëen gecommuniceerd kunnen worden middels codes en symbolen.
- Leert het begrip algoritme te verbinden met alledaagse situaties.
- Leert grote activiteiten op te delen in deelopdrachten.
- Leert hoe deelopdrachten in een logische volgorde geplaatst kunnen worden.
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Mogelijke activiteiten
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1: Programmeren op ruitjes-papier (unplugged)
![](/userfiles/0badff7d7211515040f6bd31d37990a59f248bc6.PNG)
Volg de instructies op en maak een tekening op ruitjespapier.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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2: Papieren vliegtuig
(unplugged)
![](/userfiles/805abc00bc4f5b1ea412d4a2720d5fcd9b5e6b18.PNG)
Vol de instructies en maak een vliegtuig.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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Bovenbouw
Doelen voor de bovenbouw
- Leert een algoritme te maken dat hergebruikt kan worden.
- Leert verschillende algoritmes te evalueren.
- Leert een probleem op te lossen door een eigen set instructies te formuleren.
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Mogelijke activiteiten
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1. Dobbelstenenrace (unplugged)
![](/userfiles/d8fb5885416035b80b1ff701fa5fd98a6f29acc1.PNG)
Denk als een computer tijdens een spelletje dobbelen.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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2. Algoritmes
(unplugged)
![](/userfiles/a5b603351f27a642e173aefa0c1cc7fc9bb8dc6f.PNG)
Leg een figuur op basis van aanwijzingen van je klasgenoot.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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2. Decompositie
Omschrijving
Een probleem onderzoeken en uitsplitsen in deelproblemen om het op te kunnen lossen. (Stappenplan met kleine probleempjes oplossen.)
Koppeling met doelen SLO:
Algoritmes en procedures
- Kan door algoritmisch redeneren oplossingen genereren
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
Automatisering
- Kan mogelijke oplossingen identificeren, analyseren en implementeren met als doel de meest effectieve en efficiënte oplossing te vinden
Probleem decompositie
- Kan een taak opdelen in kleinere taken
- Kan een lange lijst met opdrachten opdelen in subcategorieën
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Onderbouw
Doelen voor de onderbouw
- Leert een simpele activiteit op te delen in deelopdrachten.
- Leert hoe deelopdrachten in een logische volgorde geplaatst kunnen worden.
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Mogelijke activiteiten
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Een zaadje planten (unplugged)
![](/userfiles/bc93fc47ea0b9e5e84bb57e6fad595261418bce2.PNG)
Help elkaar om zaadjes te planten
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/fafc6ac5f2ef5976d95392c09177a74b1c856f3a.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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Middenbouw
Doelen voor de middenbouw
- Leert een grote activiteit op te delen in deelopdrachten,
- Leert een concreet probleem op te delen in deelopdrachten
- Leert deze deelopdrachten in een logische volgorde te plaatsen, in een algoritme te vertalen
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Knikkerbaan (unplugged)
![](/userfiles/5cd7ae285487832105150be16220e40b0136c08b.png)
Uit welke regels en ontwerpkeuzes bestaat een knikkerbaan?
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![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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3. Patronen
Omschrijving
Patronen (model, vorm, kleur, voorbeeld, herhalingen) herkennen.
Koppeling met doelen SLO:
Gegevens analyseren
- Kan gegevens logisch ordenen en begrijpen
- Kan patronen vinden en conclusies trekken
Algoritmes en procedures
- Kan door algoritmisch redeneren oplossingen genereren
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
Probleem decompositie
- Kan een aantal taken combineren tot één taak
Automatisering
- Kan door het opstellen van een serie van geordende stappen een probleem oplossen of een bepaald doel bereiken
- Kan repetitieve taken laten uitvoeren door computers
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Onderbouw
Doelen voor de onderbouw
- leert wat patronen zijn in relatie tot computational thinking
- leert (voornamelijk visuele) patronen te herkennen
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Mogelijke activiteiten
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Patronen in de omgeving (unplugged)
![](/userfiles/9e5d70231358044459af6e9c749c59aff4f4e14e.png)
Welke patronen kun je in je omgeving vinden?
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![](/userfiles/fafc6ac5f2ef5976d95392c09177a74b1c856f3a.PNG)
![](/userfiles/fafc6ac5f2ef5976d95392c09177a74b1c856f3a.PNG)
![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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Middenbouw
Doelen voor de middenbouw
- leert patronen te herkennen in abstracte situaties (zoals bijvoorbeeld cijfer reeksen)
- leert hoe patronen gebruikt kunnen worden binnen het maken van algoritmes en programma's
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Mogelijke activiteiten
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Patronen in cijferreeksen (unplugged)
![](/userfiles/4906ff214fe714d6e8b73000bbc3e92cca3b8ce5.PNG)
Welke patronen vind je in abstractere situaties zoals cijferreeksen?
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4. Herhaling
Omschrijving
Een lus of loop zorgt ervoor dat iets herhaald wordt.
Koppeling met doelen SLO:
Algoritmes en procedures
- Kan oplossingen automatiseren door middel van algoritmisch denken
- Kan een computerprogramma schrijven in code
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
Probleem decompositie
- Kan een taak opdelen in kleinere taken
Automatisering
- Kan door het opstellen van een serie van geordende stappen een probleem oplossen of een bepaald doel bereiken
- Kan repetitieve taken laten uitvoeren door computers
- Kan effectieve en efficiënte stappen zetten en bronnen gebruiken om tot een uiteindelijke oplossing te komen
- Kan mogelijke oplossingen identificeren, analyseren en implementeren met als doel de meest effectieve en efficiënte oplossing te vinden
- Kan repetitieve taken laten uitvoeren door computers
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Onderbouw
Doelen voor de onderbouw
- Leert herhalingen herkennen
- Leert dat herhalingen activiteiten zijn die je meerdere keren uit kunt voeren.
- Leert dat herhalingen uitermate geschikt zijn om automatisch uit te laten voeren door een computer.
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Mogelijke activiteiten
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Doe de loop (unplugged)
![](data:image/png;base64,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)
Als je danst, maak je vaak dezelfde bewegingen. Soms is het handig te weten hoe vaak.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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Bovenbouw
Doelen voor de bovenbouw
- Leert dat herhalingen in combinatie met voorwaarden gebruikt kunnen worden
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Mogelijke activiteiten
Deze activiteit gaat zowel over herhaling als over voorwaarden.
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For loop plezier (unplugged)
![](/userfiles/d8fb5885416035b80b1ff701fa5fd98a6f29acc1.PNG)
Starten en stoppen als een bepaalde waarde bereikt is.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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5. Fouten
Omschrijving
Fouten opsporen en fouten oplossen. Dit noemen we ook wel debuggen. (Probleemoplossend vermogen ondersteunen /ontwikkelen)
Koppeling met doelen SLO:
Problemen (her)formuleren
- Kan op een zodanige manier problemen formuleren dat het mogelijk wordt om het probleem op te lossen door gebruik van een computer of ander gereedschap
- Kan mogelijke oplossingen analyseren om de meest kansrijke richting te bepalen
Automatisering
- Kan door het opstellen van een serie van geordende stappen een probleem oplossen of een bepaald doel bereiken
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
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Onderbouw
Doelen voor de onderbouw
- Leert het begrip debuggen kennen.
- Leert simpele fouten te herkennen in een simpel proces/aantal achtereenvolgende stappen (lego/tangram)
- Leert hoe ze fouten kunnen herkennen met een aantal strategieen.
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Mogelijke activiteiten
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Puzzel 10: Nectar verzamelen
![](/userfiles/49c70887734b7e04b89f7548ee87c233939921e3.PNG)
Herstel de fouten om alle nectar te verzamelen.
Nectar verzamelen
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![](/userfiles/fafc6ac5f2ef5976d95392c09177a74b1c856f3a.PNG) ![](/userfiles/fafc6ac5f2ef5976d95392c09177a74b1c856f3a.PNG)
![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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Middenbouw
Doelen voor de middenbouw
- Leert fouten te herkennen in abstracte situaties.
- Leert fouten op te lossen nadat ze herkend zijn.
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Mogelijke activiteiten
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Programmeer-estafette (unplugged)
![](/userfiles/1af326c893735590611ba593949d9329cf786cf1.PNG)
Welke groep is het eerst klaar?
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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6. Voorwaarden
Omschrijving
Iets dat gedaan wordt als er aan bepaalde voorwaarden wordt voldaan. Als…., dan …..
Koppeling met doelen SLO:
Algoritmes en procedures
- Kan oplossingen automatiseren door middel van algoritmisch denken
- Kan een computerprogramma schrijven in code
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
Automatisering
- Kan twee verschillende concepten vergelijken en deze logisch verbinden
- Kan door algoritmisch redeneren oplossingen genereren
Parallelization
- Kan taken gelijktijdig laten uitvoeren door computers
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Onderbouw
Doelen voor de onderbouw
- Leert het begrip voorwaarde kennen.
- Leert op basis van te voren bepaalde tekens en acties met voorwaarden te werken.
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Mogelijke activiteiten
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Hee, een event (unplugged)
![](/userfiles/421edaa1a8f4a0f6d82b8227d668483a5a931338.PNG)
Laat de klas reageren als je op de knop drukt van de event-o-matic-inator
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Middenbouw
Doelen voor de middenbouw
- Leert voorwaarden toe te passen binnen een programma waardoor gedeeltes van het programma wel of niet zullen worden uitgevoerd.
- Kan uitleggen onder welke voorwaarden een gedeelte van het programma wel of niet zal worden uitgevoerd.
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Mogelijke activiteiten
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Conditionele statements met kaarten (unplugged)
![](/userfiles/56dfe83969f0e978d5f4b56e33b311a2938ed555.PNG)
ALS de kaart rood is, DAN...
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.
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Bovenbouw
Doelen voor de bovenbouw
- Leert zelf bedachte condities toe te passen in een programma. (voortbouwen op vorige opdracht middenbouw voorwaarde)
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Mogelijke activiteiten
Deze activiteit gaat zowel over herhaling als over voorwaarden.
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For loop plezier (unplugged)
![](/userfiles/d8fb5885416035b80b1ff701fa5fd98a6f29acc1.PNG)
Starten en stoppen als een bepaalde waarde bereikt is.
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7. Abstractie
Omschrijving
Het veralgemeniseren van verschillende problemen, door de verschillen weg te laten. Een oplossing vinden die bruikbaar is voor verschillende problemen door specifieke verschillen weg te laten.
Koppeling met doelen SLO:
Problemen (her)formuleren
- Kan op een zodanige manier problemen formuleren dat het mogelijk wordt om het probleem op te lossen door gebruik van een computer of ander gereedschap
Probleem decompositie
- Kan een taak opdelen in kleinere, behapbare taken
- Kan een aantal taken combineren tot één taak
- Kan complexiteit reduceren en algemene concepten overbrengen
Abstractie
- Kan complexiteit reduceren en algemene concepten overbrengen
- Kan twee verschillende concepten vergelijken en deze logisch verbinden
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Middenbouw
Doelen voor de middenbouw
- Leert het begrip abstractie kennen.
- Leert abstraheerbare elementen te herkennen.
- Leert verschillen te identificeren in vergelijkbare situaties en deze verschillen te abstraheren.
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Mogelijke activiteiten
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Hee, een event!
(Unplugged)
![](/userfiles/f32afab20e62086166928bed99e7f971bd9fbd54.PNG)
Achterhaal de regels van een onbekend spel
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Bovenbouw
Doelen voor de bovenbouw
- Leert abstraheren toe te passen om zelf iets nieuws te creeren.
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Mogelijke activiteiten
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Gekke Glibs (unplugged)
![](/userfiles/e9140b7d65f574af9c4c4307a19c134971629925.PNG)
Maak een verhaal met 'gaten' af.
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8. Functie
Omschrijving
Een "hulp"programma binnen het "hoofd"programma dat hergebruikt kan worden. Wordt ook wel genoemd sub routine.
Koppeling met doelen SLO:
Automatisering
- Kan door het opstellen van een serie van geordende stappen een probleem oplossen of een bepaald doel bereiken
- Kan repetitieve taken laten uitvoeren door computers
Algoritmes en procedures
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
Probleem decompositie
- Kan een taak opdelen in kleinere taken
- Kan een lange lijst met opdrachten opdelen in subcategorieën
- Kan een aantal taken combineren tot één taak
Algoritmes en procedures
- Kan door algoritmisch redeneren oplossingen genereren
Problemen (her)formuleren
- Kan op een zodanige manier problemen formuleren dat het mogelijk wordt om het probleem op te lossen door gebruik van een computer of ander gereedschap
Simulatie en modellering
- Kan een proces representeren of een experiment uitvoeren op basis van modellen
Parallelization
- Kan taken gelijktijdig laten uitvoeren door computers
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Middenbouw
Doelen voor de middenbouw
- Leert het begrip functies kennen.
- Leert wat het doel van functies zijn.
- Leert acties te herkennen die in een functie kunnen worden beschreven.
- Leert een functie te definieren
- Leert een functie aan te roepen.
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Mogelijke activiteiten
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Functionele instructies (unplugged)
![](/userfiles/10388be141920c71e1acc7fc0534a47ee104f0a9.PNG)
Vang het licht met kralen en draad
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Liedjes schrijven (unplugged)
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Zoek de herhalingen in een lied.
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Bovenbouw
Doelen voor de bovenbouw
- Leert functies te combineren met parameters en variabelen.
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Mogelijke activiteiten
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Liedjes schrijven met parameters (unplugged)
![](/userfiles/940fd8f472bc0ed08047cfc0c8d2b9fdbac1e807.PNG)
Leer parameters kennen aan de hand van liedjes
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9. Variabele
Omschrijving
Een variabele is een waarde die varieert en moet worden opgeslagen om te kunnen vergelijken met andere waarden.
Koppeling doelen SLO:
Algoritmes en procedures
- Kan een proces om problemen op te lossen generaliseren, zodat het ook bij andere problemen toegepast kan worden
- Kan door algoritmisch redeneren oplossingen genereren
- Kan oplossingen automatiseren door middel van algoritmisch denken
- Kan een computerprogramma schrijven in code
Gegevens analyseren
- Kan gegevens logisch ordenen en begrijpen
Abstractie
- Kan twee verschillende concepten vergelijken en deze logisch verbinden
Parallelization
- Kan middelen op een dergelijke wijze organiseren dat het mogelijk wordt om ze simultaan in te zetten om een gezamenlijk doel te bereiken
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Middenbouw
Doelen voor de middenbouw
- Leert het begrip variabele kennen.
- Leert het begrip toe te passen.
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Mogelijke activiteiten
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Variabelen in enveloppen (unplugged)
![](/userfiles/6d883bfe4969c20eea3700ac4686eed0b05cef27.PNG)
Leerlingen ontwerpen een robot. Daarna worden de details klassikaal in variabelen gevat
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Bovenbouw
Doelen voor de bovenbouw
- Leert het begrip toe te passen in abstracte situaties.
Voor de bovenbouw zijn geen specifieke activiteiten opgenomen voor het begrip variabele. Het komt terug in de actvititeiten voor andere begrippen in de bovenbouw.
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10. Representatie
Omschrijving
Het weergeven en organiseren van gegevens in passende grafieken, lijsten, teksten of plaatjes.
Koppeling met doelen SLO:
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Middenbouw
Doelen voor de middenbouw
- Leert dat een computer uiteindelijk een machine is die werkt met nullen en enen om te werken.
- Leert hoe simpele informatie zoals cijfers en letters gerepresenteerd kunnen worden middels binaire codes.
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Mogelijke activiteiten
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Binaire polsbandjes (unplugged)
![](/userfiles/1ec9cadad296e72479a449473ae279c173080e90.PNG)
Maak je eigen armband met je naam in binaire code.
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Bovenbouw
Doelen voor de bovenbouw
- Leert hoe verschillende soorten complexe gegevens gerepresenteerd kunnen worden middels binaire codes.
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Mogelijke activiteiten
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Afbeeldingen in binaire code (unplugged)
![](data:image/png;base64,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)
Bedenk je eigen binaire code aan de hand van afbeeldingen.
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![](/userfiles/e98b367f9e2df1867fbfddde20a63c0438e73e9a.PNG) ![](/userfiles/ffa13bf86822545c794144ebcf7d404f17c631fb.PNG) ![](/userfiles/68330c4c764eee7caf0d3ea30321d509aec10b1e.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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![](/userfiles/0de63d7223e4f211fa75f62eb68241ff39545514.PNG)
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