Inleiding
Met Microsoft Forms kun je een online vragenlijst, enquête of quizz maken. Het is een onderdeel van Office 365 welke door onze school gebruikt wordt. Dat betekent dat het een veilige tool is. Google Forms mag om die reden niet gebruikt worden!
Bij gebruik van Microsoft Forms ontvangen deelnemers een link, vullen de Forms in, en versturen hun antwoorden.
De antwoorden kunnen in Forms zelf bekeken worden en komen in een (Excel-) spreadsheet beschikbaar.
Forms in Office 365
Op dit werk rust een Creative Commons CC By licentie. Lees hier de voorwaarden.
Auteurs: I-coaches Noorderpoort
Leerdoelen
Leerdoelen
1. Het maken van digitale vragenlijsten
2. Het maken van korte toetsjes om in je lessen te gebruiken om na te gaan wie wat van de leerstof begrepen heeft.
Wat kan ik er mee?
Forms is een tool voor een online vragenformulier of quizz. Je kunt meerkeuzevragen, open vragen en vragen met een 'schaalwaardering' gebruiken.
In het Forms-venster kun je kiezen voor een nieuw formulier, een nieuwe quiz, of een Forms openen ie je eerder hebt gemaakt.
Elke Forms heeft een unieke link voor deelnemers om de vragenlijst in te vullen. Als auteur kun je het resultaat op bekijken in Forms, waarbij je het totaaloverzicht of resutaten per respondent kunt zien, of de kale resultaten in Excel
Van ingestuurde formulieren worden datum en tijdstip van insturen automatisch vastgelegd.
Van invullers met een Noorderpoort account (mailadres) kunnen naam en mailadres automatisch bij de resultaten worden weergegeven. Dit moet je vooraf instellen.
De link voor het invullen van een formulier of quizz kun je bijvoorbeeld delen via mail of chat.
Voorbeeld totaalresultaat van een meerkeuzevraag
Met Microsoft Forms kun je op zeer eenvoudige wijze digitale vragenlijsten maken en verspreiden om informatie te verzamelen. De vragenlijsten bevatten meerdere vraagvormen (denk aan meerkeuzevragen, open vragen en "rating" vragen). Alle vraagvormen worden verderop in dit arrangement behandeld.
In de toepassing zit de mogelijkheid om de vragenlijst een aantrekkelijk uiterlijk te geven.
Vragenlijsten kunnen zowel anoniem als op naam worden uitgezet.
De tweede toepassing van Forms is die van - eenvoudige - toets. Er bestaan meer geavanceerde toetsprogramma's met een veelheid aan vraagvormen en analysemogelijkheden, zoals de toetstoepassing van Its Learning of het online toetsprogramma Quayn. Het voordeel van een toetsje gemaakt in Forms zit vooral in de eenvoud waarmee het is te maken en te verspreiden. Geen ingewikkelde programma's en veel mogelijkheden, maar eenvoudig en voor iedereen toepasbaar. Dat maakt Forms bij uitstek geschikt als wrap-up mogelijkheid van een les. Vooral bij lessen met een hoog kennis-overdracht gehalte is Forms een prachtig middel om de leerstof aan het eind van de les in een actieve vorm nog eens door het werkgeheugen van de student te laten gaan. Door het beantwoorden van vragen over de zojuist aangeboden leerstof wordt deze als het ware nog eens herhaald, waardoor de onthoud factor aanzielijk stijgt.
Uitvoering
Forms starten
Als auteur start je Forms vanuit Office 365 Bijvoorbeeld in de NoorderPortal of een andere Office 365 toepasing klik je linksboven op de 9 puntjes (in vierkantje) en dan kiezen voor Forms. Of start Forms op de Portal via de tegel in Mijn apps.
Kies voor een nieuw formulier of nieuwe quizz,
Start met het geven van een Naam en een toelichting of omschrijving van het formulier.
Een nieuw formulier
Kies de optie 'Nieuwe formulier' en vul hierop de titel in en eventueel een toelichting.
Het formulier wordt automatisch opgeslagen met de titel als naam. Bestaat de naam al, dan komt er een volgnummer bij.
Rechtsboven (3 puntjes) is een menu voor (meer) instellingen.
De knop [+ Nieuwe toevoegen] is voor het toovoegen van Vragen of tekst
Vragen invoeren
Het onderdeel [ + Nieuwe toevoegen] opent een menu voor het toevoegen van onderdelen op de vragenlijst.
De mogelijkheden zijn:
- Antwoorden met keuzerondjes (Multiple Choice); Je kunt instellen dat aanvinken van meerdere antwoorden mogelijk is (keuzevierkantjes) Bij en Quizz gebruik je deze vraagvorm ook en moet je tevens het correcte antwoord meegeven. Dit is de meest gebruikte vraagvorm.
- Anwoorden met tekst (Open vraag'); Je kunt instellen of het antwoord in korte tekst moet (max. 255 karakters) of lange tekst mag bevatten.
- Beoordeling (like/unlike); In feite een Ja /Nee antwoord.
- Een datum; Met deze optie wordt het antwoord in het Microsoft datumformaat opgeslagen.
- Uit het menu met extra opties:
- Classificatie geeft de mogeliijkheid om een rangschikking aan te geven (bijv, Prioriteit)
- De 'Likert' soms handig als voor meerdere onderwerpen steeds dezelfde waarderingsschaal wordt gebruikt. Bijvoorbeeld bij de antwoordschaal: Onbelangrijk - Neutraal - Belangrijk, kan een deelnemer/respondent voor meerdere onderwerpen aangeven hoe belangrijk iets wordt gevonden. Het is een compacte manier om meerdere keren een vergelijkbare vraag te stellen.
- De Sectie geeft de mogelijkheid de vragenlijst op te delen. Dit kan handig zijn als je (op basis van een Ja/Nee-antwoord) een 'sprong' in de lijst laat maken (een deel van de lijst kan overgeslagen worden)
Toepassing
Waar vind ik Forms?
Waar vind ik Forms?
Forms is toegankelijk via de Noorderportal. Ergens op je startpagina staat de knop Office 365 installeren. Dat is een wat verwarrende naam voor de toegang tot alle apps die Microsoft aanbiedt. Het aantal apps neemt nog steeds toe, dus het loont om af en toe eens te kijken welke apps beschikbaar zijn.
![](data:image/png;base64,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)
Nadat je op bovenstaande knop hebt geklikt kom je deze apps tegen. Veel ervan zul je al direct herkennen.
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)
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De digitale vragenlijst
Maken van een digitale vragenlijst
![](data:image/png;base64,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)
Het maken van een digitale vragenlijst
Stap 1 Ga naar Forms
Stap 2 Kies Nieuw Formulier
Stap 3 Geef je vragenlijst een naam. Het is handig om een naam te bedenken die het onderwerp van je vragenlijst weergeeft. Onder het veld van de naam van de vragenlijst kun je in het veld Beschrijving desgewenst een beschrijving zetten.
Je kunt elke vraag voorzien van een afbeelding met deze knop, die rechts boven aan de vraag te vinden is.. ![](data:image/png;base64,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)
Stap 4 Maken van vragen. Klik op Nieuwe toevoegen.
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)
Je kunt de volgende vraagvormen kiezen.
- Keuze. Dit is de bekende meerkeuzevraag.
- Tekst. Hiermee stel je een open vraag.
- Beoordeling. Hiermee vraag je de respondent om een beoordeling.
Er zijn twee schalen, namelijk beoordeling op een schaal van 1 tot 5 en
beoordeling op een schaal van 1 - 10. Je kunt kiezen voor sterren of voor
een cijfermatige beoordeling (denk aan een rapportcijfer).
- Datum. Hierbij kan de respondent een datum invullen als antwoord.
Bijvoorbeeld op de vraag: "Wat is uw geboortedatum?
- Classificatie. Hierbij kun je de respondent vragen om items in volgorde van belangrijkheid te zetten.
- Likert vraag. Hiermee kun je een rastervraag maken. Bijvoorbeeld de vraag met welke frequentie een aantal sociale media worden gebruikt. Of hoe belangrijk een respondent een serie items voor de respondent is.
- De Netpromoter score. Dit is een prefab vraag die je vaak tegenkomt in klantenenquetes.
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)
Per vraag kun je verder instellen of de vraag verplicht is of niet. Dit kan via de knop Vereist.
![](data:image/png;base64,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)
Uitleg per vraagvorm
Meerkeuzevraag
Formuleer de vraag. Voeg eventueel een afbeelding toe.
Standaard staan er 3 antwoordmogelijkheden klaar.
Via Optie toevoegen kun je meer toevoegen. Daarnaast kun je ook een optie Anders toevoegen. Bepaal tot slot of de vraag wel of niet vereist is.
![](data:image/png;base64,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)
Rechts onder, naast de knop vereist, staan drie puntjes. Daar is onder andere de optie beschikbaar om de antwoorden in een willekeurige volgorde weer te geven.
Meerdere antwoorden mogelijk
Een speciale vorm van de meerkeuzevraag is de mogelijkheid om vragen te stellen waarbij meerdere antwoorden mogelijk zijn.
De wijze van maken van de vraag is als die van de meerkeuzevraag, alleen moet onder aan de vraag de optie "Meerdere antwoorden mogelijk" worden aangezet. ![](data:image/png;base64,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)
Het resultaat kan er dan uit zien zoals hier onder.
![](data:image/png;base64,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)
Tekst
Bij deze vraag hoe je alleen de vraag in het vraagveld te zetten. De respondent krijgt een leeg tekstveld te zien waarin deze een eigen antwoord kan typen. Voor vragen waarbij de respondent met een kort antwoord kan volstaan is dit genoeg.
Als de respondent om een lang antwoord wordt gevraagd is het verstandig om de optie Lang antwoord aan te zetten.
![](data:image/png;base64,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)
Beoordeling
De vraagvorm Beoordeling is heel geschikt om de tevredenheid over een onderwerp, een les, een presentatie of een dienst te achterhalen.
Je kunt kiezen voor een beoordeling in sterren of een beoordeling met een getal. Het aantal sterren of de cijfermatge beoordeling kun je instellen tussen 2 en 10.
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)
Datum
Deze vraag is alleen geschikt om te vragen naar een datum. Bijvoorbeeld wanneer de respondent geboren is. De respondent ziet direct op welke wijze de datum moet worden ingevuld.
![](data:image/png;base64,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)
Classificatie
Deze vraagvorm is niet direct zichtbaar maar kun je vinden via de naar beneden gerichte pijl rechts van Datum.
Daar staan ook nog twee andere vraagsoorten, namelijk de Likert vraag en de Net promoter score.
Likert vraag
De Likert vraag wordt ook wel rastervraag genoemd. Deze vraagvorm is erg geschikt om in één vraag de score op een aantal items uit te vragen. Bijvoorbeeld zoals in onderstaand voorbeeld over de frequentie van het gebruik van een aantal sociale media. Ook is de vraagvorm heel geschikt om houdingen en meningen over een bepaald onderwerp te meten.
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)
Een vragenlijst met vertakkingen
Forms kent de mogelijkheid om een vragenlijst met vertakkingen te maken.
Dit is handig in situaties waarin wordt gevraagd of iemand wel of niet met een bepaalde situatie te maken heeft (gehad). Bijvoorbeeld bij onderstaande vraag.
![](data:image/png;base64,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)
Als een respondent op deze vraag bevestigend antwoordt is het de bedoeling dat de volgende vraag een vraag is die opvraagt welke vormen van overlast dan worden ervaren. Dit is dan vrijwel een meerkeuzevraag met meerdere antwoorden mogelijk. Bijvoorbeeld onderstaande vraag.
![](data:image/png;base64,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)
Het is in deze situatie echter niet de bedoeling dat een respondent die het antwoord "Nee" heeft gegeven deze vraag onder ogen krijgt.
Die moet direct op de volgende vraag terechtkomen. Bijvoorbeeld de vraag hieronder.
![](data:image/png;base64,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)
Hoe maak je een vertakking?
In bovenstaande situatie is het de bedoeling dat de vertakking in vraag 1 wordt aangebracht. Een respondent die "Ja" heeft geantwoord moet gewoon naar vraag 2 worden gebracht. Maar een respondent die "Nee" heeft gezegd moet vraag 2 overslaan (in de zien van niet eens te zien krijgen) en direct bij vraag 3 terecht komen.
Helemaal rechts staan 3 puntjes. ![](data:image/png;base64,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)
Het stappenplan voor de vertakking is als volgt.
1. Ga in vraag 1 staan zodat deze actief te bewerken is.
2. Klik op de 3 puntjes helemaal rechts en kies Vertakking.
3. Achter de antwoordmogelijkheden wordt zichtbaar Ga naar Volgende.
4. Vervang bij "Nee" volgende door Vraag 3. Hoe is de relatie met uw buren?
5. De vertakking is nu gemaakt. De respondent die "Nee" heeft geantwoord ziet vraag 2 niet en gaat direct door naar vraag 3.
6. Het spreekt vanzelf dat deze mogelijkheid meerdere keren in een vragenlijst kan worden toegepast.
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)
Opmaak van de vragenlijst
Het delen van de vragenlijst
De vragenlijst is helemaal klaar en je bent tevreden over het uiterlijk. Het is tijd om de vragenlijst uit te zetten en antwoorden te verzamelen.
Allereerst moet je de keuze maken of de antwoorden anoniem worden ingeleverd of dat de naam van de respondent via het mailadres zichtbaar wordt bij de antwoorden.
Hiervoor gaan we naar Instellingen. De instellingen vind je via de drie puntjes helemaal rechts boven aan.
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)
De optie Iedereen met de koppeling kan antwoorden is de manier om de antwoorden anoniem te verzamelen.
De optie "Alleen personen in mijn organisatie kunnen antwoorden" kan zowel anoniem als niet anoniem. Als je deze optie aanvinkt komt eerst automatisch een vinkje te staan bij "Naam opnemen". Dat vinkje kun je weer uitzetten. De optie "Een antwoord per persoon" is alleen mogelijk bij "Alleen personen in mijn organisatie".
Opties voor antwoorden.
De optie "Antwoord accepteren" is feitelijk overbodig, want dat is bij een vragenlijst vast de bedoeling. Via de mogelijkheden daaronder kan een begin- en een einddatum aan de vragenlijst worden gegeven. Vóór dan wel na de ingevulde datum is het dan niet mogelijk om antwoorden in te vullen.
Verder kan het bedanktbericht naar eigen smaak worden aangepast.
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)
Indien je het gewenst vindt dat een respondent een bedankbericht krijgt na het inuvllen van de vragenlijst kun je deze optie aanzetten. De laatste optie lijkt me erg vermoeiend voor de respondent.
![](data:image/png;base64,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)
De vragenlijst verzenden naar de respondenten.
De vragenlijst is klaar, het uiterlijk is naar wens en de juiste instellingen zijn aan de vragenlijst meegegeven. Nu kan de vragenlijst daadwerkelijk worden verspreid. Dit kan met de knop ![](data:image/png;base64,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)
Onderstaande mogelijkheden komen tevoorschijn.
![](data:image/png;base64,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)
De mogelijkheden om de vragenlijst aan respondenten aan te bieden zijn (van links naar rechts):
- de koppeling per e-mail versturen. Om dit snel te doen gebruik de knop "Kopiëren". Plak de link in een e-mail en verstuur deze.
- een QR code maken
De QR code die ontstaat kan worden gedownload en verspreid. Respondenten kunnen de QR code scannen op hun telefoon of tablet en de vragenlijst invullen.
- de vragenlijst insluiten op een webpagina. Kopieer de insluitcode en plak deze in een webpagina of Sway.
Andere mogelijkheden om de vragenlijst te delen.
De vragenlijst kan als sjabloon worden gedeeld. Anderen kunnen de vragenlijst dan dupliceren en zelf gebruiken voor hun eigen doelgroepen.
De vragenlijst kan worden gedeeld met anderen zodat deze ook aan de vragenlijst kunnen werken. Ze kunnen dan vragen bewerken en toevoegen, antwoorden bekijken en de vragenlijst op hun beurt delen met anderen.
Als de vragenlijst helemaal klaar is, wordt het tijd om aan het uiterlijk te werken.
Via de knop
krijg je al een eerste indruk van de manier waarop de vragenlijst er uit komt te zien.
Daarbij zijn er twee preview mogelijkheden, namelijk voor Computer en voor Mobiele telefoon.
![](data:image/png;base64,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)
Om de vragenlijst er echt mooi uit te laten zien is de knop Thema beschikbaar.
![](data:image/png;base64,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)
Er zijn meerdere vlakke achtergronden er voorgemaakte thema's beschikbaar. Het volstaat om er één aan te klikken om de vragenlijst het gekozen thema te geven. Het Plusteken geeft de mogelijkheid om een zelfgekozen afbeelding (online of vanaf de computer of One Drive) aan de vragenlijst toe te voegen als thema.
![](data:image/png;base64,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)
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Uitleg maken van een toets
1. Voor het maken van een toets is de eerste stap de keuze Nieuwe quiz op de startpagina van Forms.
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)
2. Geef je toets een naam en desgewenst een beschrijving in de regel er onder.
3. Maak de vragen. De quiz heeft dezelfde vraagmogelijkheden als de vragenlijst (zie hierboven).
Niet alle mogelijkheden zijn echter even relevant voor een toets.
Net als bij de digitale vragenlijst is het mogelijk om een afbeelding toe te voegen aan de toetsvraag.
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)
Multiple Choice
De meest gebruikte mogelijkheid is "Keuze".
Hiermee kunnen meerkeuzevragen worden gemaakt.
![](data:image/png;base64,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)
Om een echte toetsvraag te krijgen moeten de volgende zaken worden ingesteld:
- het juiste antwoord moet worden gemarkeerd.
- de te behalen punten moeten worden ingevuld.
- de vraag moet op vereist worden gezet.
Per antwoord kun je nog feedback toevoegen.
Vraagvorm Tekst
Deze vraagvorm is een open vraag. Je kunt het te geven antwoord invullen. Indien de student dan exact dat antwoord geeft scoort de student het te verdienen punt. Het is wel mogelijk alternatieve antwoorden toe te voegen die dan ook goed worden gerekend.
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)
Classificatievraag
Bij deze vraagvorm kan worden gevraagd om zaken in een rangorde te zetten (bijvoorbeeld van groot naar klein). Ook kun je vragen om de stappen van een bepaald proces in de juiste volgorde te zetten.
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LTc7M1Zlvrvd9jJc/neJLny7lIE9zk7dSOZT9rOf6S5/OZ+XIcs2rck//K22BzjpNGSc+8Wbm2mnzaV4LC3DCX7fWDrSHZz7LdkpfLTXWUvF6XIystC6LsZ44v665rn3LdZVxqK3M+st6cnzxznPHf/u3f3s15pFnpPfS27dWWR+tdXsa8NBpTzqzUrOuz/9zxPGPTdznXYPYp6vJ2pXbv3t1+Jj+X/NUvU9YzjVNm5PiyzXlvqH7HO97Rfibv55izH/nM9Q3A1iCwnaO8MCby5T7U5eYg0pQ6N3IZznLlWaD62ZvcBOYGNTcp826ScwORG458mWe+/DKd4fxrilpuSEpzxexLtpt58+9BystdhuSLvDyzmvWnOW5uaDJuJU1xU6uefchxZR+y3nIzVUtNY56dyrayzZK+2e48WV+Wyfzp8sKmNMetn3cu6VXOS+S51KR3blhyPrKP9ctboqRDbtxTKzKUzmONTYcxeaUvQXzObeZP2uXfceTZrnJTmjxT1pnpxZhtred+j5VAIceT/ci5yPqznZznNE/sS/CZbWe+nO8st1TrjjRhzP5H0ijHO5T3VppP+xI81NvLv4oaSte+nNuy3Zzz3HQn7YuhcmSlZUHkms+xJr3f+ta3dmMPyXqTrtmHkj8SVGU440v+GzKU3jnHfastj9a7vIx5aTSmnFmNoeszxzfW2PRdzjU4VN6uVPahLlfS0qF/nax3Guf4Up7kWGYF6ieddFKbPpkv6Zh9zQ9sSZ9MA2Dz7frcl8nBrn/bWcvn7YDNl1qS3FD2f9jYbGmKmBqxBHxDgTiHpKln0ihBUZ5rZ2XSvD21l/IbAFvJUi2g1kuJ+dTYAqxS+RcwpUk4w37iJ36i/UztGyuTHwfmPfcKADuVGltgMrZajW2edyxNPEvT5XnNc3eSPCsZaboZad6apqRJpzQJXs4bpneyPOecHwLypuD8Ep7m02mWnHS98847u7kAYPOpsQWYqDzvnaA2QUb9zDOHngsvz4WmS3+azgpqlydBbXkmOD+cRH7YWeqZcgDYadTYAgAAsCpqbAEAAGAVBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwabsWFxcPdv0AAAAwGQsLC+2nGlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYtF2Li4sHu/5t56XXfn/XBwAAwHpZvPQHur6NtbCw0H5u+8D2/W/5pub4o/9+NwYAAIC18tgzf9p8zy/+nMB2PSWwfeD872re/GVf2Y0BAABgrfzyH/9hc8oHf3TTA1vP2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYDvHhz/84a4PAACArUpgCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawHaOs846q+sDAABgqxLYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJm3X4uLiwa5/23nptd/fvP8t39Qcf/Tf78YAAACwVh575k+b7/nFn2sWL/2BbszGWlhYaD+3fWALAADA+hLYAgAAwAqUwNYztgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwH/NdP/Y+uDwAAgK1OYNuToPbMj9za3P47j3Vjtr6nn366Ofnkk5uHH364G7N13XXXXeu+r3v37m0uvvjibmjtZd1XXXVVN7QyK02H9T629ZZ020r7n3OQc7HRbrzxxnbbuXZjTH7YKmmXfaz3fYxyfDtVrtuc8+1k6mVRsRbl+WptVjm0XOXaX899zflI3tpo/TK4X86t5D5rJWXlWsv2Nzt/L9dWuk9YyXlncwlsKyWo/UcvO6o599XHd2OHlcw+r1vOhZCLeLvd+OR4tsONz5QtNx+yerkp65cFW+3GIvs4hRtpYHOkfNiMABNgNQS2nTqovfMbz+nGznbMMcc0Dz744Au6m2++uZ1+3nnnNSeeeGLbP8azzz7b9W0f+/fv7/qed+aZZ7bptJy0Wa59+/Y1119/fTe0Na00HZZzbJv5K/FOl+u/LhfuvffeI4Lbiy66qB2fciQ24rqobcfyho01hXKWlXvuuee6vuelfEo5lfJqvSRPJW9ttI0ugzdKjumKK67ohmD7E9h+znKD2nk+8IEPNHv27GlvXAEige7jjz/eDQEAsNZ2RGB79s/f0Xz0D3+vGzrSWga1abqTm9dLLrmkG/O88kxd6Urz0PIMRmpQbrvttrZ/qea7qfmp1zWr9qU/35gavLI/85ZL86Qcz6xjigynlirpUaZHWX9/nTnmMl+Zt9afXm+rL/PWtWPpz7j+sc1bR9FfZlZz8X7T9Hr7Q/rpkPUONfvqH0t/OPpNX7POrO/CCy9sp19++eXt+Hrfy/NEpZvXLDXbG9q3so76XPb3ZVZ61YbSLl2OtdafL13/HJb0yXYzvV5HGTdr2WLsfMuR1gv5wasoaVf088M8Zd55+5c0qOcp6623e91117X9mXeepGG9rllmbXOeOr/081jOQ8b1z/ta5NX+MfXTIOvI9vt5YYyyrdLN2t958/X3r3R1fo5502bpr7uf90q692W5Op3q4X6erLtZ+bO/jZIe9fz9fYv+/vfPXdn/ep+K/n5m3iFLzZdx2d9su8wzlGZD+nmqPt7a2Plq/WtlaLly3ublvxxL7kdyb1GmZ91l/f111ulQ5q31p9fb6su82ceinM/+sc1bR0m7Wjmn9XL18ZTp/X1fylLH3lfyb70f88515su4vn46leEyf8mP+cz6a2We0mV47HyzZPtlm7WyjjpdMl+93v52h/TPf7bXT4Poz5eun1+zTJYt6d5Px3rZtby/ZmPsiMD2dXv+XvPtH/2ZFwS3axnUJlPnRvH0009/QVOWXAD5kkiTkHTvec972mAjy5SmPbnpLc0X5zXvyroSMJZ1pelz1tWXCzVBZZkv6y6BziwpgLKuq6+++gXL9QuGHE9u1st85ZjKfBmXtDjuuOMOzzNLKQzLfFmuLiBLoVOmZ1vLlbS48847j9jGULrVciyZJ9sryz3xxBMvqHnLfEmjer6cozGF9Wolneo0zvmKtBgozeLL+SytCLJfyauZnvGZnuH+OS5OOeWUtnDvT7///vvbdCzNaVO41/uS9SefJM/OkmsgaVfyfrpI+tWG0rjkuf6XbTk/madcSznm7Es55nRD53/etbpS2fccz9APXss1Jh/Pu/ZLc7soaTmvmVrWlXNf1pW8MpRuKylv+vklZWC51otsO9ur15u8Out8jMmrmZZtlXUmT+T89PNR8kGU+Yb2ry/ryP7VZegdd9zxgpujpa7B5NuyfLpyXZf8nONP+tXXTbYx71qLsedzucr3WN1F9m+oaWc5T/V5fPLJJ4/4jPQn3UsZ0/+uSJdzN3Re6uskkrY51roMGSrP+9+DpRzr54+cr9e85jWH1zUm/dezHMrxjS0jk2a5Jsp8Jf+V+dIUOOeuvk7KOehb6trPsdTTs63lStrmOOptZH9npcepp57aftblwFD+yvmPlTY/XurY+0pa5PyX5twrOdezJJ1yfFnPrObca1VG9W2H+4TsQ9ZZls2+Zdm+5Z53NtaOCGwve+PJzaX/9OuPCG7XMqiN0gS5f5OYCy0XSl2Yp0DLhZ0v3uUYWlcKi1y4tVzAuejq+RLUZP9SWM2SQisXaF3IZ7kUSv19zf7Xx7rSY8r+pDCsg/msN+NKQZRjKV9UkW2t5Iuo3sbZZ5/dfvYLu1rOaY69fAFFvY5iaL6ckxTW6ymFfdIpXyhFztesG5DIMtmv7F+ZL2k5dI6LTE/eeeCBB7oxh9aT81K2nS+Efv7P+pMHk2dnfUkn7ZJvStAdWUfWVRtK4/Qnv+ZLua9e39AxR319xFpeq9levsDT5Yuxv+3VmJePV3rtDxlaV/JC0ry2km0O5ZcE/llP/8aov97IzdKQMXk18/TzafJWfcMb/Xx5zjnntOuZlZdjqAyt9z+G8mPmn3UN1vMXQ9dN0m/etTb2fK6Fcn7r/auV9CmBRWTfkgb1uPSfdtppbf/Qd0Xk5rOfbzJf/4ekseV5/xzmHA2VM/11ZZ6k/yxD5z36+WOl5dByysicm/rYS/4bKkvnGXPtZ3o5h5Ft1fs4Vn8bMascSPpmH/pBbI4x+1NkesatxHLLvYwr57Wc/7X8zonk+7psG7IeZVRkeo59qvcJQ+ci+1aXu7GS7zs21o55xrYObm//ncfWNKgtGX2oRiYFZzJ8XYhExqUQWo5Z6zr22GO7vkMyXwqBUiAVWXbohU5RbgrqALLIr9L1l0H0txkZt9xjKl82fdnX8vKKHEsK41mF3hhZR62fNn3ZVo6lDhqLel2z5tu9e3f7uZp9XkqOIek09IviLOWmsX9jkf2dd+5yY1LngdxQ1Hkx0+qbl6JMr29Wa1luKM+NSeNI3sy0Op3753rWMfevo7W8VvNFWn7NTZcv1boVwkotlY9Xcu3PMmtdSfPaSrY5lF/K8vUyWcfQeudZKq8WuckqPz7khqZ/jvtlXLmmZ5lVhmb/631e7jWY6zvpW88/dN2UbczKq2PP52rl+zDpuVQLhZT72acoaZdrvD536S/7N+u7oqRvWVdkuD7OseX5rHN41FFHvSBd++mWeeZZz3JotWVklPmWY8y1n+kJkkrarkT/fEbGzZNyoKR5jj15KT8E1mlR56/lGnPsRcqgEijW53Ul53qeofNaW68yqpjyfcKsc7EW99dsrB318qgS3F70sY+sWVAbCbryhdu/IIpcUOUGqr6RWom68JknBUF/m3WBM0v/Yt0ISYv+vtaFZ35ZTkGSph6ZlhunjTI2vXPzWe//coLN1Uhzo+xj2e7Ym4d6X9PlS3eefKnknJT15wuo/wW11I3dLEsFDMXYczFk7LJrea3W8utu1r0ReXel1/6Q9Sxvkuf6y6yFpfJqzkHZVvnhYShgWqmxZWj/2IeuwVJLORQk5nunXn5MU7jVXENjLfV9WORms+SRcrNYlsm5K+evXs/YsmKWscdfvmtKl2NaC+tdDm3E+e1b6tpPzVryQ/mO3KharTp/pQwowUjSKMMlEBr6kX6spY69yLWd7fcDxVjpuV6NtSyjajvlPmHseWdz7KjANhLc3vi2b16zoDa/+se85h+5WOram9INNYNaSgqNMVKIDm1zqWYq9S9aGyVfekP7WjcTSVplXGrCcpOxUcHt2PRO4NLf/3Rjv0BWWthHgttsq9w8lC+Vefr7mW7ev1jIcSRP5QY0eSSFeP8X1KF/DzHG2F85x56LIWOXXctrtTY2H6yFlV77Q9azvOnXapdu6OZvOZbKq6k9z7ZXkh5jjC1Dh469vgazntxI9puuFhk/tI55AeWY87masmioqeEspYVPjjM3wKWmJeVYzl269NdWWyMyNj+X5wr73Wqtdzk0dv1racy1n/6MS55Nnt6I4Lb+kSR5qZQBCbQyXAe7KzW23Mv9Qcqhcr9YW+pcr/bHnCFrVUb17ZT7hLHnnc2x4wLbOPfVx3d9q5MCM7+s9dvg14aaQAxJ4baU3HAMrav/nEn9S+VY5Uugv65IIZULuZYvhb777rvviF/nxhTIublZzr4m2C0F53oqX3b97ZTCush8OXdrsT9D53Y5aZNCtd6XoS/s8uv0mOC3L19QOcfJIzkH9foznGl9ZTuzfhWflXb1L9Yljetnd4osm2lDx1qUfNg/5v6PI2Ov1ZUo61yPm5Ta2Gs/abaU7OvQuvrnYSXlTfLLUBmyVubl1ZzjfvC23P0fUtK0f1zJd9lmMfYaLM+VDQX6Gb/cMmfs+YyVlEU5nly3SzVBLsp1nWf2su7yHZT8lDRMl/4i6TZUk5X9zP7W8/aV899PsyxbH1fZh/XIm+tZDi23jBw6l7lW6h8SxvzAsdxrP3k521jPa7+W6yRpknxTrruyz0mXWd9LYyzn2JP+CW6zH3VQv5xz3c83y0n3Yq3LqCFTvU9Yz/trNtaODGzXyrwbjyJflJmn3zQ1hVtdaOSiW6qwz3YyX72urKPfPKTM139TZH4tnFeAphYj66r3K/s5dLOSC7suoLPuFAp1LWsKiqUKgMyf5fq/ZNb73p+WdaZwWW9D6THUxDgvlenPl3Qe+nV2lpKH6hczLLV8tlGfgwwnLeu0ST6ovxBSsJea3VpurpaqBc+XTtafL6b+r7Dl2aV6n7M/2U7ScdYXStIu+avedj/fxtB86U+6L3UjPXQNZt/6zQvHXKvpT7Oj5co6s+5y47xexl77/XwxpFzL9bqS5vXNRKykvEl+6ZchMXTuV2JeXs15qG9Wsp+Zd7XKtZV8VR93Pz+NuQaTLkmfWXk76de/HmJe+i3nfMZyyqLI8eS4lpPH80NojjPnpMi5y7h09Y3u0P5Hmg2P2e7Y8jzz9c9hlunn1eVay3JoyHLKyH5ZXfJbeRldJBDPfLOu4Rhz7ffzTv+8rqdc+9le9rF8ByV9c1xJq9XcRyy33Mt2+zXWY8515sl26usx01dSZq1lGTXLVO8TyvmsjznnIMvWVvJ9x8YS2K5QMnEu0BSa/bb2pSuZPE1KciHU0xLEpsAqyo1epg1dsEVpBlLWk+A6zab6Ml/2r8yXLmYVHJEbh/yqmAu7LJOLOk0s+sulEMoxlPlSmGS+WikAyjyzZLksX+ZLV3/x9aflyyHrXm9JjxxnnR4pHOubsMi+ZJ/q+XKzVd8kjFF+0S3ryJduf1t9OT/1NrOOOl+loC/zlC/T1OzmS6ssly7NM5dK0+SB7E/yVX/eTMt5rK+H7E/SpdyQDilply/asly+DLN/tcyXfF7Pl/6Mq493llyD2feybPatn19jqWt1bHOo+ryky7aXaka4VsZc+yUwyrT+jWetf04TECaP9S23vMn4nLt+OuXcr4V5eTXnoT6m3MD389tKlWsr+ausP8eZPFWbdw3meyPpEvV60pXvhuTHnIf6eki3VJkz9nwutywqeahfVqebF4xlvTlH9XnPuUt6pevnn3LN1utPGT2mCeDY8rzMV6d9lplXjo21VuXQkOWUkSW/l/mS3zJfnd5ZJvta0mHWTftS136d39Llx4y1SMsxSpDVf86znPN56TnGcsu9nKPkraR3uZbHnOtcj3U6xkrLrLUoo+bJsSd9h8reTOuXQdmPrXKfkPMZZdm1vL9m4+xaXFw82PXDKHm760Z+OW1HudnLzdLQTQ2Hfo3NF+2YG9btQH5gs5S81w9s2J52WtnKOAnOEjwuFbhuJfIytYWFhfZTjS1sgtT89X8h5Xn5RXc1zcSmRn4AYDOUVhUb1UR8rey0+wTGEdjCJkiTnn7zqJ0ozaP7z+ykRUCCvCn9crxa8gMA6y21nHWz8vSnxUaa9W7VFhvuE1gOgS1skPwqWp7HyDMomnIfesaufh6mpE151mU7kx8A2Eipla2fry3PuG7l5rw7+T6B5fOMLQAAAJPkGVsAAAC2BYEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmLRd73znOw+m5/rrr29HxI033tjcdtttzc0339wcc8wx7bi77rqrue6665oHH3ywHY6TTz6562ua44477oh1xMMPP9xcfvnl3VDTnHfeec1FF13UDTXN3r17m9NOO63Zv39/c++99zann356c8UVV7TTLr744ubxxx9v++Pqq69u11XvU1x11VXtskV/evT389hjj23uu+++Zt++fd3YQ2YdT/Yzw2Xfimw7+1jW8/TTTzcXXnhh2x/18UQ53kj6FnWaAgAAMM7CwkL7+aJTTz31iAAynnjiiSM+48knn2yDu0gAlyAwgWqCsnTPPvtsG+gVCYQTiCYgzfQEnAnmMr6WAPM1r3lNO08d1GZ9Zd0lqO0rwW+ZL/tTB5aR/UyAWeZJUFsHlbHU8SQYrYPnIuPOOeectj9BfLb9nve85/A6Mj0/EtTKtss8e/bsaY8DAACAlXlRAr1IYFYkWEwwmGC2yLgEwfGBD3ygDXLr2tdLLrmkDeQSJEZqdxMonnjiie1walEzfMcdd7TDRQK7M888sxs6FBBnWwlmi6wjy9aG5sv+ZH0lmExgmuG61jTzlAC9WOp4ynHXQXnpL/uedSTN6mNJkNsPovvbSWCc4yjpBgAAwPK8KAFngq0SxCZgy3BqURNwRYKu1GCWILgOcosEkJH5SpDcn+eoo45qp9fKOotSM9xvTpz9qc2aL/uRps2R/SxNf2v9bS51PP00ivvvv78NZKOkzymnnNIOF7t3724/66C1v+0yDwAAACvTvjwqwVZpdpzgLcPpEqwlKMu0BHp1EJka2TTfLV2/CXBkXD1PlhmjBJVLSUBarz9dCcaLBNNjLHU8CXzr5sjZTj+QTXPpeh1DzacBAABYW21gW9fOltrLUkuZoDbBbr/ms36WtO5K0+PIc7VD8yylX6s7S/ZvaP110+Pnnnuu65tvqeMpTYxTG51a7QTf9bFGeZ643/VrlQEAAFg7bWBbArTysqQSiKXWNkFtgt26KXC/WW5fWV/98qmx0jS3X+saDzzwQNd3SB2Mz5Lgc2gf8sKq2lLHU6TpcfYjzZDrQD/plW2NWQcAAABr6/D/sU3QlkAxQV6R4DHNb1ODWtdOnn322e34+mVKUb/dNy97SvPe+vnS1Hb23xLcV16sVK8r26mbAUdqUBNM9t8onOC8bDP7mWOqt5np/RrhMccTJZhO138mNy+Byoui6pdwZT/KjwUAAACsj8OBbYK2/guQSjBbB7uR8Wl2238uNQFikQA1wW39nG2eOa3fCDxLmu8meCzLpYa0fvtxkf8fm30u86WLUuNc9jMBZ5meGuH+G5bHHE8kmM72kh795sWZlubM9XO2Ofb+OgAAAFhbuxYXFw92/VtaalMTeCboXa1Sa3v99dd3YwAAAJiahYWF9vNwje1Wl+dX+zXHK5Xa4P6/3QEAAGCatlxgm+dS+8+25hnZPAO73Ga9qeXtP9Obdae2dkyTaAAAALa+LdkUee/evW3wWVtJE+QEyf3/R5taX02QAQAApq80RZ7MM7YAAABQm9wztgAAADBEYAsAAMCkCWwBAACYtG39jG1pbw0AbKwDBw50fQCwfjxjCwAAwLYgsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrDdRE899VTz+te/vrnhhhsGhwEAAFiawHYJ73rXu9pgs+7OOOOMbioAAACbbdfi4uLBrn/bWVhY6PpWLoHt0Ucf3bz3ve/txhwa9+ijjzaPPPJINwYAqB04cKDrA4D1U2I+NbYrcNNNN7Wf+/btaz8BAADYPALbFUot7v79+7uhFzZZvvLKK7sph6T5cp6dzfh6evrrALk/XJ67LZ1m0AAAAEcS2K5Ags1nnnmm2b17dzv80EMPtYFumianu/3225t77rnnBTW6H/vYx5pjjz22nadu2jxLtnPuuec2l1122eF1n3DCCd1UAAAAQmC7ApdeemkbYO7du7cdPumkk44IVF/1qlc1b3/725snnniiG3PIy1/+8sPLjPHYY4+1n/UyYwJiAACAnURgO0JqX+vmwAlqy3O2tdLMOF2WSa1u7bWvfW3XN87xxx/ffqaZMwAAAMMEtiOk9rU0BR5qRpwmxwlmo8yTZVYrNb9p1pw3MJeAGQAAgCMJbNfABz/4weaCCy5Yl2bCCW5LsJzneAW3AAAARxLYroH6RVJFalnX2rXXXtt+5mVVAAAAHCKwXQN55vbee+/thg49a9t/vnYl0sS5DmLLy6TysioAAAAOEdiugbxIqn4Ods+ePWvyjG3kDcxlvddcc03bJBkAAIDn7VpcXDzY9W87CwsLXd90JIBNk2O1sgBM2YEDB7o+AFg/JeZTY7uFPPXUU+1nXhIFAADAOALbLeTWW29tn9fNm5ABAAAYR1PkLSDNjyM1tXfffXfbDwBTpikyABuhxHwCWwBgzQlsAdgInrEFAABgWxDYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKTtWlxcPNj1AwAAwGQsLCy0n2psAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJ27W4uHiw6992FhYWuj4AYCMdOHCg6wOA9VNiPjW2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawHYL2rdvX/P617++G5rtyiuvHDXfDTfc0JxxxhndEAAAwPYisF3Cu971rjZ4TLA5T4LHMfMBAACwtgS2I33wgx/s+obdcsstXd/Gee9739s88sgj3RAAAMDOJLAd4YQTTmieeeaZ5qGHHurGHCm1tEcffXTbAQAAsLEEtiMkYE1we+utt3ZjjpTa3Le97W3d0POeeuqptnly3Q0Fx3n+tUwfehY2y2Ravb6Mm/XsbJknXZpSAwAAbGcC25He8Y53NI8++mgbXNYSYKY2993vfnf7WUsgfO2117bNhdNdcMEFzaWXXtpNPSSB6ctf/vLD85x//vnNNddc0009UpYt85100knd2CMlmH37299+eL7Xvva1m9JMGgAAYKMIbEdKIJma236tbYYTSA7JM7B1AJrgN0qtbWpcEwzfdNNN7XDs3bt35voS9M6TtyRnH7PdIttMbTMAAMB2JbBdhgSW99xzTzd0KEBNLW5qc+epmwZHqdn9+Mc/PhjEHnvssV3fkY4//viub1j2ZahJdGptAQAAtiuB7TKkNjXKv/S5995729rQV73qVe1wX/lXQXVz5L49e/Z0fWtj9+7dXR8AAMDOILBdpjwnm5dF5Vnb1N7Oqq0ttbm33377zOdh49lnn+361sb+/fu7PgAAgJ1BYLtM5SVR73vf+9rnWWcFraW5cV2bW56tLbJ8gt++1ASvRF5ClebNfR/72Me6PgAAgO1HYLsCeS42Aem8lzmV52FLs+XovxE5tb0JgPPSpyIvlBoKdscob27OOoqsuwTZAAAA25HAdgVK8+PyzO2Q1NRedtll7b/uKS+OSrPkWubJuDRpLvOkaXKWW4nUHud53vx7n7K+PMOb5tMAAADb1a7FxcWDXf+2s7Cw0PUBABvpwIEDXR8ArJ8S86mxBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJO2a3Fx8WDXDwAAAJOxsLDQfqqxBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApO1aXFw82PVvOwsLC10fALCRDhw40PUBwPopMZ8aWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0nYtLi4e7Pq3nYWFha4PANhIBw4c6PrW1tVXX9382Z/9WTd0yOte97rmX/2rf9UNAbCTlJhPjS0AMBkJat/85jc3Z599dtul/7d/+7e7qQDsVGpsAYA1txY1th/60Iea5557rhs65E/+5E+aL/3SL21e8pKXtMOf/vSn22D3la98ZTtcHHXUUWpxAXaAEvMJbLe5d73rXc3RRx/dvPe97+3GAMD6W4vA9j/+x//Y/Nqv/VrzxV/8xc0rXvGKbux8Tz75ZDv/q1/96uatb31rNxaA7UpgO1ICw0cffbQbOuSEE05obrrppm5oaxPYArAZ1uoZ2/e///1tUHvWWWd1Y+Zb7vwATFuJ+TxjO8Lb3/725pFHHjncfeITn2gDRgAAADafwHYFzj///BfU4gIA6+/SSy9tfuM3fqOtmf3whz/c9mccADubwHYF9u/f3zbvLR566KHm9a9/ffPUU0+1n+ky7sorrxys2T3jjDOaG264oRtqjlguXabX6mnpav1ls00AAICdRGC7TAkkb7nlluayyy7rxjwvvxiX5sonnXRSN3a+rO/cc89t11eWzTO8RYLVCy644PC0NIsuEjz3l73nnnuOCJoBAAC2O4HtCAkWS41oAskEmkOBa5ooL9djjz3Wfu7du7f9jPKipwSu8Za3vKX9jPolUNdcc00b6NbLJshN4A0AALBTCGxH6L886uMf/3gb5PYdf/zxXd94ZZmhJssleB56dig1vc8880xz+umnd2MOKU2kMx0AAGAnENiuQPlXP2vR5PdVr3pVc/vtt7cvoyq1wrUE0glgy7R+wJqgt0xL5wUaAADATiOwXaH65VGz7Nmzp+ubL8FtqQ3OehOg1sq0PHubptB1cHvttdcenl53WScAAMBOILBdodSi7t69uxuarf9vgUoT4lkSqEZ5vrZWaorzXG4C1wTBjz/+eDsOAABgpxLYrkCeh01QWb+0aUh56VPdZPl973tf13fIvn37jghiy8uk8nxtxmd6UeYrz+XmZVV5UVS9fAJn//IHAADYSQS2I9RvRS7NhO++++72c57Uqpa3FJdl3/GOd7ygGXP9nGzedJymxEWGy7TMl+dxSzPjBNZZf718mipnGwCwHb3pTW9qjjrqqObVr35182Vf9mVtf8YBsLPtWlxcPNj1bzsLCwtdHwCwkQ4cOND1rc773//+5hWveEVz1llndWPmW+78AExbifkEtgDAmlurwPZDH/pQ86lPfap5wxve0I2Z76Mf/Wjzute9rvnGb/zGbgwA25nAFgBYN2sV2D7xxBPNz/7szzZ//ud/3o2Z75WvfGX7DoqXvexl3RgAtjOBLQCwbtYqsAWAeUrM5+VRAAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYtF2Li4sHu34AAACYjIWFhfZTjS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpOz6wPfn2H287AAAApkmNLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkC2w1w4403NieffPIR3VVXXdVNXVtPP/30uq4fAABgqxHYrrMEmbfddlvz4IMPHtE9/vjj7bTVSPB68cUXd0PrY+/evW1gDgAAsFUJbNdRgsLjjjuuDWT79u3b15x++untPCv17LPPdn3PO+aYY9rtXXHFFd2Y1RnaBgAAwFYisF0nd911VxsUXnLJJd2YFzr77LPbeTIvAAAAK7NrcXHxYNe/rZx8+493ffP9/iefaz//0cuOaj+X8uC539n1zVeaCF9//fXt5yyZb8+ePYdrWEst7ymnnNJcfvnl7bjIuLKuhx9++Ihpxc0339zW2KaJ83nnnddcdNFF3ZQXLlOvb0iaH6cJdS37mZrmIk2h77333m7ohdOLedsu2yn7XktaZJ31fvabb/ePs+jv23ve857mzDPP7IYOyQ8K1113XTd0aL+OPfbYw03Ha0utb9Z5G9ouAACwNhYWFtpPNbbrJDWxCZKWksAtz9vWMnznnXcefh43XcaVYPnEE09sxyWQSlfm6QeGRQK4BFtXX3314Xmzf/Oez02wmPkiwWP666A1gVz2qawvXY4lgWdeYFUste0SlN5///3tZ5FgOPOlVrsMl4C9rCfBcILQ/nFkuN63bDsBbF0znoA64+r9KkFt35j1RQLf+rxlXzNf9h0AAFg/2zawTc3qmC41temGpg11GyEBXb82NcFUgquVBEkJrhJkJSAu0kR6petLUJh97NfOZp8T3Ca4K8ZsO88a33fffW1/8cADD7TrKst94AMfaOera2cTyPfTJcFmhjO+yDqy7B133NGNadoAtr9fWXd+KKiNXV/0a5ezvozLsQAAAOtHje0WlKCprwRg+/fvbz/HKgHfqaee2n4WK11fPPHEE4P7GAkMEwjG2G2n+W4C5bqmN7Wf55xzTtuf8Zme+frKup588snDn9mHfu31a17zmnYdMWu/ol/LPmZ9RT8ojgS2AADA+hLYrpMENAkAl5LgaCggWisleLzwwgvbprx1F889d+gZ4+XoB3S13bt3d33jt53gNOlVmiOXJr7l2dR524s6eMy8Caz720vNcSRIXk4wP2Z9S1lq/wEAgNUR2K6T1AYmIJoX+GRa5knt31LGBFBDSqCZ51HLs591VzftHWteLWQdNC5n26eddtrh5sgJcOsa4aVqPevAMfPmh4Kh7aWb9RzyLGu9PgAAYO0JbNdJahsTFOXZ0FkyLUFT/625pSlvrdRm1vMuFfBFmWdM7fGQoW2kuW79huBa9j1Baixn2/khIAFqeaa1bnac4DHrGnpWtd+sOMH0UPrVSnPjof3qP+s7Zn0AAMDmEtiuo/Jio7xBuK+8Vbj/kqhIgJd/L1MkeCsvO6qNCboSFM56O+/QfvUloOwHgKWmtb983h6cfS/Tl7PtzJsgPy9kyjbLs7NFnrdNMJ0XVxWpxc4bl1O7W2pOywub+utPwFyWzbxZpr9fSfN+s+Ex6wMAADbXtv0/tmOV/3e7nm887v8P1EjAVzfFLRJAJcBL0Fr/65lZ/w8185dgbN7/sU0Q1v9XNgm8+wFkX4LHPCMbCfDqNyGXf4NTZL+HAvWx206wmGBz1rHW+1KMSZfo73sM/W/aPPebWtv+vEutr5y38v+Ii/KviIbSBQAAWJ3yf2wFthsQ2C7HrACJjZFgN8F6P7AFAAC2nhLYaooMlQS15RlhAABgGgS27EhpItx/03T/GWEAAGAadnxgmybIW6UZMhsnb0bu/3/dyL/wAQAApmXHP2MLAADANHnGFgAAgG1BYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEzarl//9V8/2PUDAADAZLzxjW9sP3ctLi4KbAEAAJichYWF9lNTZAAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEyawBYAAIBJE9gCAAAwaQJbAAAAJk1gCwAAwKQJbAEAAJg0gS0AAACTJrAFAABg0gS2AAAATNquxcXFg10/29zCwkLXt/0dOHCg6wMAALarEuOosQUAAGDSBLYAAABMmsAWAACASRPYAgAAMGkCWwAAACZNYAsAAMCkCWwBAACYNIEtAAAAkyawBQAAYNIEtgAAAEzarsXFxYNdP9vcwsJC17f9HThwoOsDANg+9v+vxea6Rx5ufv4Pfqf55Kf/V/Ppz/xN85nPfrabuj5e/KIXNS958ec3L3vJFzanffkxzeVvOqXZ/YUv7abC5ioxjsB2BxHYAgBM05/8+f9sLvrYR5pf+dM/bg4e3Pzb99fufnnz42/95uafHLWnGwObQ2C7AwlsAQCm56bH/9/m//ylu5vPboGAtrZr167myq89tbnsjSd3Y2DjlRjHM7YAALBFfe8Dv9B8z33/YcsFtZGa4x94+Jea77jnZ7ox289dd93VnHzyyc3DDz/cjWGrEtgCAMAWlJraH3v0P3dDW9edv/t4c8sTv9kNrV6CyASTCSpnufjii5u9e/d2Q1vHVVdd1XZsvG0f2JYLo9/Nu1BW68Ybb2wvNgAAWIk8U5vmx1Px3ff9h+ZP/+LPu6HVOfHEE5vjjjuuuf/++7sxR3r66aebxx9/vDnnnHO6MevnzDPPbB588MF2n8Z49tlnuz422o6psb355pvbTJnu6quvbq677ro2AF0P+/fv7/oAAGD5zv75Oza1+fEPv/XM5k8u+f7m0//XDzV/dfk1zSe+5982/88Ze9s3JA/57MHPNmf9+w91Q6t36qmntsFrgti+EvAm6IRiRzZFzi8u5513XnPfffd1YwAAYGv47eeebT6+/xPd0MY6bs/Lm2cu/bfNxf/065pX/J0vbr7gxS9u/tbnfV5z9Eu/qLnwhDc2z176fzdf+SVf2s19pMefe6b51f/+x93Q6pSgdajW9oknnmhOP/30buiQfivNfgVWmi1nXJoJZ3rdXLiMK10dTJf11uOynnr+DGd6+hOM33vvvW3/VmwqPcZ/+S//pa0MnOWTn/xkOz2fs2R61rORduwztkcdddThpgJDGTaSSesMWYZLxi1d3aw5w8nMydRlei3Ll/H9zD5m/VN6gP2pp55qbrjhhubNb35z+wkAwNJ++Dc37z7vF8/7zmbPwhd1Qy/0v73kC5vfuPCSmTW3P/bYr3d9q5fmyAlia7lPzn32Kaec0o05dH98+eWXt60yE1ClpeZtt932gkcPU6n1mte8pp3niiuuaMfl8cGsL+PSpfLrwgsvbKcNyf161l3mz7bimGOOaYezzwm6079v37522tT8+I//ePNzP/dzzc///M93Y4505513ttPzOSTLZXrWs5F2bGD75JNPNnv2LP//biUYzoVTMnMyf5o1l6A445KZk6nLPEUC0np8tt9/Fnep9e/evbv93OrOPvvs5txzz21uueWWZnFxsRsLAMBSfvm//WHXt7HS/HheUFskuP3Q/3FeN3SkRz7x37u+1Rtqjpwa3NxD18+85l4598xlXILMDN9xxx3tcJHl6ubLCXyz/gTExUUXXdTOlwB2SL+2ONvKMttFXQv7V3/1V13fkf76r//6iM++erl5tbprbUcGtsnEqVW95JJLujHL08/8Mevh9iJNHHKRlF+HItvPxdSvfZ23/lywCXjHPsC+WRLMXnDBBc1ZZ53VjQEAYIw/+/T/6vo21pn/+Niub2lv/vKv7PqO9Km/Hg6GVmKoOXJqXU877bRu6FDLy0gQXKtbZxbHHnvk8aWiK5VOCU5ruWef9c6crCNxRL82eLt42cte1nznd35n803f9E0z7+PPP//8dno+h2S5TM96sr6NsmMC2zQpKE1786tOmg2sJDhMRh/K/EtJAFtfhFHWU184K13/VnP33Xc37373uw//w2QAAMb5m89+tuvbWC9/6dK1tcWXfMEXdn1H+svP/E3XtzZSO1rei5MgNsFqP4iN+l6/3O+PkXv0erl0GTdLKp1Ki8rMux3/tc8//If/sD22WRKsZvq8oDXTs56NtGMC2/qtyOn6weNGSHv8nOS6AwCAI2zSy5B37drV9S1t1qyfXeN9z7O0CWbTHPmBBx4YrASK/r1+6ZZSPyZYd3Ury74Et5knrSxTe7sdg9sp2rHP2NY2qkY0v+70L5p0XlUOAEDx+Z+3Obfo//OvPt31Le1Tf/mXXd+RvvDzP7/rWxtpYZl79TRHHmoBWVpg9l8yNUZeJDWvdnYp2Xbu7+t1TLGl5XYhsK30L4iVXCAx9IKn/Bq00vUBALBz/N2//ZKub2P93O8/2fUt7Vf+ZPhfuXzR3/rbXd/aSTCblo+zmiGXpsH1S6bSbHnWC6CKVC4lEO2/zDU1sPW6av3a2dzf5z6/SBywmmCZlRPYfk6aMyRD1m9OK29JW4k8rN5fNm8Jzrj+Bda/kJaSizRNmPsvnAIAYHs47cs3/pG5uOjufc1fjHj5U+Y55yO3dkNHOvaoo7u+tVOC2aEXPUV57rV+zjb/ZaS8hHWe/EueBMxluXQx67HF/rwJjOtmy9lmmaf/rz1ZXwLbzvXXX39ERs1b0nKBrET59aesK3JxlP+pVcanG/rVaZ5Zb2gDAGB7+M7j/1nXt7E+89nPNv/81h9rDvzN8L9xiQS1mecvP/OZbsyR3v26N3V9ayf30Xl8L/frs5TnXuuulgB2VqCbafVydaCa5sYZVwLd7MOseYsyLetl4+xaXFzcpMfT2Wib8YbiG264of1ftvnXP3lL8kY5cOBA1wcAMD1v+KkfaX73k0f+u5qN8gUvfnFzxze/oznpH3xF83e/4FCz6P/5l59uHvpvf9TW1M4Kav/xy45qHvm25bVGhNUqMY7AdgcR2AIATMNvP/ds86Zbf7Q5uFmvSF6mF+16UfOf3/FdzVd/6QvfNQPrqcQ4miIDAMAW80+O2tNceeLyHlnbTP/2c/sqqGUzqbHdQTajxnazqLEFALaDd370w82Hf29r/2eNb/qqVze3/e9nd0OwsdTYAgDAFveT33BWc/XJb2t27drVjdk6sk/f+8aTBLVsCWpsdxA1tgAA0/R7n3yu+ZZ//6Hmv37qf3RjNtc/+Dt/t7nlc0H3P/17r+zGwOYoMY7AdgcR2AIATNvvfXJ/84O/+kDzS3/8dHPgM3/d/H+f3Zhb+c970a7mC1/8t5qvf8WXN9/3z97cfM3Rf7+bAptLYLsDCWwBAIDtpMQ4nrEFAABg0gS2AAAATJrAFgAAgEkT2AIAADBpAlsAAAAmTWALAADApAlsAQAAmDSBLQAAAJMmsAUAAGDSBLYAAABMmsAWAACASRPYAgAAMGm7FhcXD3b9AAAAMBkLCwvtpxpbAAAAJm3Xwc/p+gEAAGBy1NgCAAAwaQJbAAAAJk1gCwAAwIQ1zf8PPT4b1P+43n4AAAAASUVORK5CYII=)
Het afnemen van de toets.
De toetsinstellingen zijn beperkt. Bij toetsen die onderdeel zijn van het eren is het belangrijk dat de student zelf na afloop kan zien welke antwoorden goed en fout waren en wat de juiste antwoorden op de vragen zijn.
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)
Automatisch geeft Forms onderstaande instelling. Uiteraard is het van belang dat de docent kan zien welke student welke antwoorden heeft gegeven. Een toets is nooit anoniem. Dit geeft de mogelijkheid om per student gepersonaliseerd extra leerstof of uitleg aan te bieden. Als het een toets is die echt gericht is op het leren van feiten is het mogelijk om de toets meerdere keren te laten maken. In dat geval het onderste vinkje weghalen.
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)
Ook de antwoordopties kunnen worden ingesteld. De begin- en einddatum kunnen worden ingevuld, de toets is beschikbaar gedurende de ingestelde periode.
De optie "Vragen in willekeurige volgorde weergeven" is nuttig in een klassikale situatie als de studenten naast elkaar zitten in de klas en de toets gelijktijdig maken.
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)
Het aanbieden van de toets
De meest gebruikte manier om de toets aan studenten aan te bieden is via de link die een electronische leeromgeving wordt geplaatst. Studenten klikken op de link en maken de toets.
Het is ook mogelijk om de link per e-mail of Whats app aan de studenten te sturen. In het geval van Whats app moet dan wel eerst aan een aantal voorwaarden uit de AVG - de privacy wetgeving - zijn voldaan, omdat Whats app data van gebruikers verzamelt.
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)
De toetsresultaten
Als de toets gemaakt is kan de docent de antwoorden van de klas bekijken. Studenten kunnen - indien ingesteld - direct na het maken van de toets hun resultaat bekijken.
Student ziet eigen resultaat
Na het maken van de toets ziet de student onderstaand bericht. Via de knop "Resultaat weergeven" kan de student het behaald aantal punten zien, welke vragen juist dan wel onjuist zijn beantwoord en wat de juiste antwoorden zijn per vraag.
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)
Docent ziet de antwoorden
De docent ziet na afloop van de toets de volgende informatie:
- het aantal personen dat de toets heeft gemaakt.
- een grafische weergave per vraag van de verhouding tussen goede en foute antwoorden.
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)
De antwoorden en scores per student kunnen worden gedowload in Excel.
![](data:image/png;base64,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)
Meer informatie
Meer informatie over het gebruik van Forms vind je oa. op:
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De antwoorden op de vragenlijst
Forms verzamelt de gegeven antwoorden en maakt daar automatisch een grafische weergave van. Hieronder staan een aantal voorbeelden van deze weergaven.
Meerkeuzevraag
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)
Zowel de absolute aantallen als de procentuele verdeling wordt zichtbaar.
Beoordelingsvraag
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)
Het aantal antwoorden en de gemiddelde score is direct zichtbaar.
Meerkeuzevraag meerdere antwoorden mogelijk
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)
Open vraag/Tekst vraag
![](data:image/png;base64,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)
Bij deze vraagvorm is het niet mogelijk om een grafische weergave te maken. De meest recent gegeven antwoorden worden direct zichtbaar, via "Meer details" worden alle gegeven antwoorden zichtbaar.
Likert vraag
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)
De score per item wordt direct zichtbaar. Door te hooveren over een balk wordt ook het percentage gegeven.
Classificatievraag
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)
De gemaakte keuzes van de respondenten worden zichtbaar, door te hooveren wordt ook het percentage van de keuzes zichtbaar.
Tips en trucs
- Bedenk goed wat voor jouw doelgroep goede en begrijpelijke vragen zijn.
- Houdt de vragenlijst zo kort mogelijk
- Gebruik gelijksoortige vragen (antwoorden in vergelijkbare vogorde (bijv. onvold -- goed)
- Zet vragen die niet voor iedereen van toepasing zijn bij elkaar en laat ze met een Ja/Nee vraag overslaan.
- Laat bij vragenlijsten voor Noorderpoort (als ze niet anoniem moeten) direct de naam en het mailadres meekomen met de antwoorden.(Dan hoeft dat niet gevraagd/ingevuld)
Bronnen
De volgende sites en documenten zijn geraadpleegd en in meerdere gevallen is hiervan materiaal opgenomen in dit arrangement of 1 van de onderdelen daarvan.
Contact
Heb je aanvullingen op de beschreven werkvormen?
Neem contact op met de I-coaches van Noorderpoort via dit e-mailadres
Op dit werk rust een Creative Commons CC By licentie. Lees hier de voorwaarden.
Auteurs: I-coaches Noorderpoort